Base-Field: GF(125)
L: (2 + 4a + 0a^2) + (3 + 2a + 0a^2)d1^1 + (1 + 1a + 4a^2)d1^2 + (3 + 4a + 4a^2)d1^3 + (1 + 2a + 0a^2)d1^4 + (1 + 2a + 2a^2)d1^5 + (4 + 3a + 3a^2)d1^6 + (2 + 3a + 4a^2)d1^7 + (1 + 3a + 4a^2)d1^8 + (0 + 0a + 2a^2)d1^9 + (0 + 3a + 1a^2)d1^10 + (2 + 3a + 3a^2)d1^11 + (2 + 4a + 1a^2)d1^12 + (1 + 4a + 3a^2)d1^13 + (3 + 1a + 2a^2)d1^14 + (0 + 2a + 4a^2)d1^15 + (3 + 4a + 4a^2)d1^16 + (3 + 3a + 3a^2)d1^17 + (0 + 4a + 3a^2)d1^18 + (1 + 1a + 1a^2)d1^19 + (3 + 4a + 1a^2)d1^20 + (4 + 3a + 4a^2)d1^21 + (4 + 3a + 3a^2)d1^22 + (3 + 1a + 2a^2)d1^23 + (1 + 4a + 0a^2)d1^24 + (3 + 0a + 3a^2)d1^25 + (0 + 0a + 2a^2)d1^26 + (1 + 0a + 0a^2)d1^27 + (4 + 0a + 1a^2)d1^28 + (3 + 1a + 2a^2)d1^29 + (4 + 4a + 3a^2)d1^30 + (0 + 0a + 2a^2)d2^1 + (1 + 2a + 0a^2)d1^1d2^1 + (1 + 2a + 3a^2)d1^2d2^1 + (3 + 3a + 3a^2)d1^3d2^1 + (4 + 3a + 0a^2)d1^4d2^1 + (4 + 0a + 0a^2)d1^5d2^1 + (3 + 2a + 0a^2)d1^6d2^1 + (3 + 1a + 3a^2)d1^7d2^1 + (1 + 1a + 4a^2)d1^8d2^1 + (0 + 2a + 1a^2)d1^9d2^1 + (4 + 4a + 3a^2)d1^10d2^1 + (3 + 2a + 0a^2)d1^11d2^1 + (0 + 3a + 2a^2)d1^12d2^1 + (3 + 4a + 2a^2)d1^13d2^1 + (1 + 0a + 1a^2)d1^14d2^1 + (3 + 4a + 3a^2)d1^15d2^1 + (0 + 2a + 0a^2)d1^16d2^1 + (1 + 2a + 4a^2)d1^17d2^1 + (1 + 3a + 0a^2)d1^18d2^1 + (0 + 3a + 0a^2)d1^19d2^1 + (3 + 4a + 1a^2)d1^20d2^1 + (2 + 2a + 4a^2)d1^21d2^1 + (4 + 2a + 2a^2)d1^22d2^1 + (2 + 1a + 1a^2)d1^23d2^1 + (1 + 4a + 1a^2)d1^24d2^1 + (2 + 3a + 2a^2)d1^25d2^1 + (1 + 3a + 4a^2)d1^26d2^1 + (3 + 1a + 1a^2)d1^27d2^1 + (2 + 2a + 1a^2)d1^28d2^1 + (2 + 0a + 1a^2)d1^30d2^1 + (3 + 2a + 4a^2)d2^2 + (2 + 2a + 3a^2)d1^1d2^2 + (2 + 1a + 4a^2)d1^2d2^2 + (0 + 2a + 1a^2)d1^3d2^2 + (2 + 2a + 1a^2)d1^4d2^2 + (1 + 0a + 1a^2)d1^5d2^2 + (1 + 3a + 0a^2)d1^6d2^2 + (4 + 1a + 4a^2)d1^7d2^2 + (1 + 3a + 4a^2)d1^8d2^2 + (3 + 0a + 2a^2)d1^9d2^2 + (4 + 3a + 4a^2)d1^10d2^2 + (3 + 3a + 3a^2)d1^11d2^2 + (2 + 2a + 1a^2)d1^12d2^2 + (3 + 2a + 4a^2)d1^13d2^2 + (1 + 1a + 3a^2)d1^14d2^2 + (4 + 3a + 3a^2)d1^15d2^2 + (1 + 1a + 1a^2)d1^16d2^2 + (1 + 0a + 4a^2)d1^17d2^2 + (0 + 1a + 4a^2)d1^18d2^2 + (2 + 4a + 4a^2)d1^19d2^2 + (4 + 4a + 0a^2)d1^20d2^2 + (0 + 4a + 0a^2)d1^21d2^2 + (1 + 3a + 2a^2)d1^22d2^2 + (2 + 4a + 1a^2)d1^23d2^2 + (3 + 0a + 3a^2)d1^24d2^2 + (1 + 0a + 3a^2)d1^25d2^2 + (4 + 3a + 4a^2)d1^26d2^2 + (3 + 4a + 4a^2)d1^27d2^2 + (4 + 1a + 3a^2)d1^28d2^2 + (4 + 3a + 4a^2)d1^29d2^2 + (0 + 4a + 0a^2)d1^30d2^2 + (2 + 1a + 0a^2)d1^1d2^3 + (4 + 0a + 4a^2)d1^2d2^3 + (3 + 4a + 0a^2)d1^3d2^3 + (1 + 2a + 2a^2)d1^4d2^3 + (1 + 2a + 0a^2)d1^5d2^3 + (2 + 2a + 1a^2)d1^6d2^3 + (3 + 3a + 2a^2)d1^7d2^3 + (1 + 4a + 1a^2)d1^8d2^3 + (1 + 0a + 0a^2)d1^9d2^3 + (3 + 2a + 2a^2)d1^10d2^3 + (1 + 1a + 1a^2)d1^12d2^3 + (0 + 4a + 2a^2)d1^13d2^3 + (2 + 2a + 4a^2)d1^14d2^3 + (1 + 3a + 3a^2)d1^15d2^3 + (1 + 0a + 2a^2)d1^16d2^3 + (4 + 4a + 1a^2)d1^17d2^3 + (2 + 2a + 0a^2)d1^18d2^3 + (0 + 4a + 0a^2)d1^20d2^3 + (0 + 4a + 0a^2)d1^21d2^3 + (0 + 2a + 1a^2)d1^22d2^3 + (3 + 3a + 1a^2)d1^23d2^3 + (2 + 0a + 0a^2)d1^24d2^3 + (2 + 4a + 4a^2)d1^25d2^3 + (2 + 0a + 1a^2)d1^26d2^3 + (0 + 0a + 2a^2)d1^27d2^3 + (1 + 4a + 2a^2)d1^28d2^3 + (1 + 4a + 2a^2)d1^29d2^3 + (4 + 1a + 3a^2)d1^30d2^3 + (4 + 1a + 0a^2)d2^4 + (1 + 4a + 2a^2)d1^1d2^4 + (4 + 2a + 2a^2)d1^2d2^4 + (2 + 0a + 0a^2)d1^3d2^4 + (3 + 4a + 4a^2)d1^4d2^4 + (2 + 1a + 1a^2)d1^5d2^4 + (0 + 1a + 1a^2)d1^6d2^4 + (3 + 2a + 2a^2)d1^7d2^4 + (0 + 1a + 1a^2)d1^8d2^4 + (4 + 2a + 3a^2)d1^9d2^4 + (0 + 1a + 4a^2)d1^10d2^4 + (0 + 4a + 0a^2)d1^11d2^4 + (4 + 3a + 0a^2)d1^12d2^4 + (2 + 1a + 2a^2)d1^13d2^4 + (2 + 4a + 1a^2)d1^14d2^4 + (1 + 3a + 4a^2)d1^15d2^4 + (2 + 3a + 1a^2)d1^16d2^4 + (1 + 3a + 0a^2)d1^17d2^4 + (3 + 0a + 3a^2)d1^18d2^4 + (0 + 2a + 0a^2)d1^19d2^4 + (0 + 2a + 3a^2)d1^20d2^4 + (1 + 4a + 2a^2)d1^21d2^4 + (2 + 0a + 3a^2)d1^22d2^4 + (2 + 2a + 4a^2)d1^23d2^4 + (4 + 1a + 0a^2)d1^24d2^4 + (2 + 2a + 3a^2)d1^25d2^4 + (1 + 2a + 3a^2)d1^26d2^4 + (4 + 0a + 4a^2)d1^27d2^4 + (2 + 3a + 4a^2)d1^28d2^4 + (2 + 0a + 3a^2)d1^29d2^4 + (3 + 2a + 2a^2)d1^30d2^4 + (3 + 4a + 1a^2)d2^5 + (3 + 1a + 4a^2)d1^1d2^5 + (1 + 0a + 1a^2)d1^2d2^5 + (0 + 1a + 3a^2)d1^3d2^5 + (2 + 3a + 2a^2)d1^4d2^5 + (0 + 1a + 1a^2)d1^5d2^5 + (0 + 3a + 3a^2)d1^6d2^5 + (4 + 2a + 4a^2)d1^7d2^5 + (1 + 4a + 4a^2)d1^8d2^5 + (4 + 4a + 2a^2)d1^9d2^5 + (4 + 3a + 3a^2)d1^10d2^5 + (2 + 1a + 4a^2)d1^11d2^5 + (1 + 2a + 1a^2)d1^12d2^5 + (3 + 4a + 2a^2)d1^13d2^5 + (3 + 3a + 2a^2)d1^14d2^5 + (2 + 3a + 0a^2)d1^15d2^5 + (1 + 0a + 3a^2)d1^16d2^5 + (4 + 0a + 0a^2)d1^17d2^5 + (3 + 3a + 0a^2)d1^18d2^5 + (0 + 4a + 4a^2)d1^19d2^5 + (4 + 3a + 4a^2)d1^20d2^5 + (2 + 1a + 0a^2)d1^21d2^5 + (3 + 2a + 4a^2)d1^22d2^5 + (4 + 2a + 0a^2)d1^23d2^5 + (3 + 2a + 3a^2)d1^24d2^5 + (2 + 0a + 3a^2)d1^25d2^5 + (2 + 3a + 1a^2)d1^26d2^5 + (1 + 2a + 1a^2)d1^27d2^5 + (3 + 3a + 1a^2)d1^28d2^5 + (0 + 3a + 0a^2)d1^29d2^5 + (2 + 2a + 4a^2)d1^30d2^5 + (1 + 1a + 2a^2)d2^6 + (4 + 4a + 4a^2)d1^1d2^6 + (0 + 0a + 2a^2)d1^2d2^6 + (3 + 3a + 4a^2)d1^3d2^6 + (3 + 2a + 1a^2)d1^4d2^6 + (2 + 4a + 4a^2)d1^5d2^6 + (0 + 0a + 4a^2)d1^6d2^6 + (1 + 1a + 2a^2)d1^7d2^6 + (4 + 1a + 2a^2)d1^8d2^6 + (4 + 3a + 1a^2)d1^9d2^6 + (0 + 0a + 2a^2)d1^10d2^6 + (2 + 1a + 1a^2)d1^11d2^6 + (4 + 1a + 3a^2)d1^12d2^6 + (3 + 4a + 3a^2)d1^13d2^6 + (2 + 3a + 0a^2)d1^14d2^6 + (1 + 2a + 4a^2)d1^15d2^6 + (2 + 2a + 2a^2)d1^16d2^6 + (1 + 0a + 3a^2)d1^17d2^6 + (0 + 4a + 4a^2)d1^18d2^6 + (4 + 0a + 0a^2)d1^19d2^6 + (0 + 1a + 0a^2)d1^20d2^6 + (2 + 0a + 1a^2)d1^21d2^6 + (0 + 4a + 4a^2)d1^22d2^6 + (0 + 2a + 4a^2)d1^23d2^6 + (3 + 2a + 4a^2)d1^24d2^6 + (3 + 0a + 3a^2)d1^25d2^6 + (0 + 2a + 0a^2)d1^26d2^6 + (4 + 1a + 2a^2)d1^27d2^6 + (2 + 3a + 1a^2)d1^28d2^6 + (3 + 3a + 3a^2)d1^29d2^6 + (3 + 3a + 1a^2)d1^30d2^6 + (0 + 3a + 2a^2)d2^7 + (3 + 0a + 3a^2)d1^1d2^7 + (3 + 1a + 3a^2)d1^2d2^7 + (4 + 4a + 2a^2)d1^3d2^7 + (3 + 0a + 2a^2)d1^4d2^7 + (1 + 2a + 1a^2)d1^5d2^7 + (3 + 1a + 4a^2)d1^6d2^7 + (0 + 3a + 3a^2)d1^7d2^7 + (3 + 3a + 3a^2)d1^8d2^7 + (3 + 4a + 3a^2)d1^9d2^7 + (0 + 4a + 3a^2)d1^10d2^7 + (4 + 0a + 4a^2)d1^11d2^7 + (4 + 0a + 0a^2)d1^12d2^7 + (4 + 4a + 1a^2)d1^13d2^7 + (1 + 4a + 3a^2)d1^14d2^7 + (0 + 2a + 0a^2)d1^15d2^7 + (4 + 0a + 1a^2)d1^16d2^7 + (3 + 2a + 1a^2)d1^17d2^7 + (3 + 2a + 2a^2)d1^18d2^7 + (3 + 0a + 1a^2)d1^19d2^7 + (2 + 2a + 2a^2)d1^20d2^7 + (2 + 1a + 2a^2)d1^21d2^7 + (1 + 1a + 2a^2)d1^22d2^7 + (3 + 0a + 3a^2)d1^23d2^7 + (0 + 4a + 2a^2)d1^24d2^7 + (3 + 4a + 1a^2)d1^25d2^7 + (1 + 0a + 3a^2)d1^26d2^7 + (2 + 1a + 0a^2)d1^27d2^7 + (1 + 4a + 4a^2)d1^28d2^7 + (3 + 0a + 2a^2)d1^29d2^7 + (4 + 4a + 4a^2)d1^30d2^7 + (1 + 1a + 1a^2)d2^8 + (1 + 3a + 4a^2)d1^1d2^8 + (0 + 1a + 1a^2)d1^2d2^8 + (4 + 3a + 0a^2)d1^3d2^8 + (3 + 4a + 2a^2)d1^4d2^8 + (0 + 0a + 2a^2)d1^5d2^8 + (3 + 2a + 0a^2)d1^6d2^8 + (1 + 3a + 0a^2)d1^7d2^8 + (2 + 3a + 2a^2)d1^8d2^8 + (4 + 2a + 1a^2)d1^9d2^8 + (4 + 1a + 2a^2)d1^10d2^8 + (2 + 2a + 2a^2)d1^11d2^8 + (1 + 2a + 1a^2)d1^12d2^8 + (2 + 3a + 1a^2)d1^13d2^8 + (0 + 2a + 0a^2)d1^14d2^8 + (4 + 4a + 0a^2)d1^15d2^8 + (3 + 4a + 0a^2)d1^16d2^8 + (4 + 0a + 0a^2)d1^17d2^8 + (1 + 0a + 4a^2)d1^18d2^8 + (3 + 4a + 3a^2)d1^19d2^8 + (4 + 0a + 4a^2)d1^20d2^8 + (3 + 2a + 1a^2)d1^21d2^8 + (3 + 3a + 1a^2)d1^22d2^8 + (4 + 3a + 4a^2)d1^23d2^8 + (0 + 0a + 3a^2)d1^24d2^8 + (3 + 4a + 2a^2)d1^25d2^8 + (3 + 2a + 2a^2)d1^26d2^8 + (0 + 3a + 4a^2)d1^27d2^8 + (1 + 4a + 4a^2)d1^28d2^8 + (2 + 4a + 1a^2)d1^29d2^8 + (0 + 0a + 1a^2)d1^30d2^8 + (0 + 4a + 4a^2)d2^9 + (3 + 4a + 4a^2)d1^1d2^9 + (1 + 3a + 2a^2)d1^2d2^9 + (1 + 0a + 4a^2)d1^3d2^9 + (1 + 3a + 3a^2)d1^4d2^9 + (4 + 4a + 3a^2)d1^5d2^9 + (1 + 4a + 1a^2)d1^6d2^9 + (2 + 2a + 3a^2)d1^7d2^9 + (2 + 4a + 2a^2)d1^8d2^9 + (3 + 2a + 3a^2)d1^9d2^9 + (1 + 4a + 4a^2)d1^10d2^9 + (0 + 4a + 3a^2)d1^11d2^9 + (0 + 1a + 3a^2)d1^12d2^9 + (4 + 4a + 3a^2)d1^13d2^9 + (1 + 0a + 4a^2)d1^14d2^9 + (1 + 4a + 3a^2)d1^15d2^9 + (4 + 2a + 2a^2)d1^16d2^9 + (3 + 0a + 2a^2)d1^17d2^9 + (3 + 4a + 3a^2)d1^18d2^9 + (2 + 2a + 0a^2)d1^19d2^9 + (0 + 3a + 1a^2)d1^20d2^9 + (1 + 1a + 1a^2)d1^21d2^9 + (1 + 3a + 2a^2)d1^22d2^9 + (4 + 4a + 1a^2)d1^23d2^9 + (0 + 0a + 1a^2)d1^24d2^9 + (4 + 2a + 3a^2)d1^25d2^9 + (4 + 3a + 0a^2)d1^26d2^9 + (1 + 1a + 2a^2)d1^27d2^9 + (0 + 1a + 1a^2)d1^28d2^9 + (4 + 4a + 3a^2)d1^29d2^9 + (4 + 1a + 4a^2)d1^30d2^9 + (1 + 0a + 2a^2)d2^10 + (4 + 1a + 0a^2)d1^1d2^10 + (1 + 3a + 1a^2)d1^2d2^10 + (4 + 0a + 2a^2)d1^3d2^10 + (0 + 1a + 4a^2)d1^4d2^10 + (0 + 0a + 4a^2)d1^5d2^10 + (3 + 3a + 3a^2)d1^6d2^10 + (0 + 4a + 4a^2)d1^7d2^10 + (2 + 3a + 3a^2)d1^8d2^10 + (2 + 4a + 2a^2)d1^9d2^10 + (3 + 2a + 2a^2)d1^10d2^10 + (0 + 1a + 0a^2)d1^11d2^10 + (2 + 2a + 3a^2)d1^12d2^10 + (4 + 1a + 0a^2)d1^13d2^10 + (1 + 4a + 1a^2)d1^14d2^10 + (2 + 1a + 1a^2)d1^15d2^10 + (1 + 4a + 2a^2)d1^16d2^10 + (4 + 0a + 1a^2)d1^17d2^10 + (1 + 2a + 4a^2)d1^18d2^10 + (4 + 4a + 3a^2)d1^19d2^10 + (3 + 3a + 3a^2)d1^20d2^10 + (0 + 3a + 4a^2)d1^21d2^10 + (1 + 3a + 4a^2)d1^22d2^10 + (1 + 2a + 0a^2)d1^23d2^10 + (4 + 0a + 1a^2)d1^24d2^10 + (0 + 2a + 3a^2)d1^25d2^10 + (4 + 0a + 4a^2)d1^26d2^10 + (1 + 2a + 4a^2)d1^27d2^10 + (4 + 3a + 1a^2)d1^28d2^10 + (3 + 4a + 3a^2)d1^29d2^10 + (3 + 3a + 1a^2)d1^30d2^10 + (1 + 3a + 1a^2)d2^11 + (3 + 1a + 4a^2)d1^1d2^11 + (2 + 0a + 3a^2)d1^2d2^11 + (4 + 4a + 3a^2)d1^3d2^11 + (1 + 1a + 2a^2)d1^4d2^11 + (1 + 2a + 3a^2)d1^5d2^11 + (0 + 0a + 2a^2)d1^6d2^11 + (2 + 4a + 0a^2)d1^7d2^11 + (3 + 4a + 4a^2)d1^8d2^11 + (1 + 0a + 2a^2)d1^9d2^11 + (4 + 1a + 3a^2)d1^10d2^11 + (1 + 1a + 1a^2)d1^11d2^11 + (2 + 3a + 3a^2)d1^12d2^11 + (3 + 3a + 2a^2)d1^13d2^11 + (1 + 1a + 1a^2)d1^14d2^11 + (1 + 4a + 3a^2)d1^15d2^11 + (1 + 1a + 4a^2)d1^16d2^11 + (3 + 3a + 0a^2)d1^17d2^11 + (3 + 2a + 0a^2)d1^18d2^11 + (2 + 0a + 0a^2)d1^19d2^11 + (2 + 2a + 3a^2)d1^20d2^11 + (1 + 2a + 3a^2)d1^22d2^11 + (0 + 0a + 3a^2)d1^23d2^11 + (4 + 4a + 1a^2)d1^24d2^11 + (2 + 0a + 0a^2)d1^25d2^11 + (1 + 1a + 2a^2)d1^26d2^11 + (2 + 4a + 2a^2)d1^27d2^11 + (4 + 4a + 4a^2)d1^28d2^11 + (4 + 1a + 2a^2)d1^29d2^11 + (4 + 3a + 4a^2)d1^30d2^11 + (3 + 0a + 4a^2)d2^12 + (0 + 4a + 3a^2)d1^1d2^12 + (0 + 1a + 1a^2)d1^2d2^12 + (1 + 0a + 2a^2)d1^3d2^12 + (2 + 0a + 2a^2)d1^4d2^12 + (3 + 3a + 0a^2)d1^5d2^12 + (2 + 0a + 1a^2)d1^6d2^12 + (4 + 4a + 0a^2)d1^7d2^12 + (1 + 1a + 3a^2)d1^8d2^12 + (0 + 0a + 4a^2)d1^9d2^12 + (4 + 0a + 1a^2)d1^10d2^12 + (0 + 2a + 0a^2)d1^11d2^12 + (0 + 3a + 1a^2)d1^12d2^12 + (1 + 4a + 4a^2)d1^13d2^12 + (3 + 1a + 4a^2)d1^14d2^12 + (2 + 1a + 2a^2)d1^15d2^12 + (4 + 0a + 4a^2)d1^16d2^12 + (2 + 3a + 1a^2)d1^18d2^12 + (3 + 3a + 4a^2)d1^19d2^12 + (4 + 4a + 1a^2)d1^20d2^12 + (0 + 4a + 4a^2)d1^21d2^12 + (1 + 1a + 4a^2)d1^22d2^12 + (4 + 3a + 3a^2)d1^23d2^12 + (0 + 3a + 1a^2)d1^24d2^12 + (1 + 1a + 0a^2)d1^25d2^12 + (3 + 0a + 0a^2)d1^26d2^12 + (4 + 3a + 2a^2)d1^27d2^12 + (2 + 2a + 2a^2)d1^28d2^12 + (1 + 4a + 1a^2)d1^30d2^12 + (3 + 0a + 2a^2)d2^13 + (4 + 3a + 4a^2)d1^1d2^13 + (3 + 4a + 2a^2)d1^2d2^13 + (3 + 0a + 0a^2)d1^3d2^13 + (1 + 1a + 3a^2)d1^4d2^13 + (1 + 2a + 1a^2)d1^5d2^13 + (2 + 3a + 4a^2)d1^6d2^13 + (1 + 0a + 1a^2)d1^7d2^13 + (4 + 1a + 4a^2)d1^8d2^13 + (1 + 4a + 3a^2)d1^9d2^13 + (3 + 2a + 0a^2)d1^10d2^13 + (0 + 3a + 0a^2)d1^11d2^13 + (1 + 1a + 0a^2)d1^12d2^13 + (3 + 1a + 2a^2)d1^13d2^13 + (1 + 3a + 0a^2)d1^14d2^13 + (1 + 1a + 2a^2)d1^15d2^13 + (2 + 3a + 3a^2)d1^16d2^13 + (1 + 2a + 3a^2)d1^17d2^13 + (0 + 3a + 1a^2)d1^18d2^13 + (4 + 4a + 1a^2)d1^19d2^13 + (2 + 4a + 0a^2)d1^20d2^13 + (0 + 2a + 4a^2)d1^21d2^13 + (0 + 3a + 2a^2)d1^22d2^13 + (2 + 4a + 1a^2)d1^23d2^13 + (1 + 0a + 4a^2)d1^24d2^13 + (2 + 1a + 2a^2)d1^25d2^13 + (1 + 1a + 1a^2)d1^26d2^13 + (4 + 2a + 0a^2)d1^27d2^13 + (0 + 4a + 3a^2)d1^28d2^13 + (3 + 3a + 4a^2)d1^29d2^13 + (4 + 3a + 4a^2)d1^30d2^13 + (2 + 0a + 1a^2)d2^14 + (3 + 0a + 4a^2)d1^1d2^14 + (2 + 0a + 0a^2)d1^2d2^14 + (3 + 1a + 0a^2)d1^3d2^14 + (4 + 0a + 4a^2)d1^4d2^14 + (2 + 2a + 0a^2)d1^5d2^14 + (0 + 3a + 4a^2)d1^6d2^14 + (2 + 3a + 4a^2)d1^7d2^14 + (0 + 2a + 4a^2)d1^8d2^14 + (1 + 3a + 4a^2)d1^9d2^14 + (0 + 2a + 4a^2)d1^10d2^14 + (3 + 0a + 2a^2)d1^11d2^14 + (0 + 0a + 2a^2)d1^12d2^14 + (0 + 3a + 0a^2)d1^13d2^14 + (3 + 0a + 1a^2)d1^14d2^14 + (4 + 4a + 3a^2)d1^15d2^14 + (4 + 1a + 3a^2)d1^16d2^14 + (0 + 3a + 2a^2)d1^17d2^14 + (1 + 0a + 1a^2)d1^18d2^14 + (1 + 1a + 1a^2)d1^19d2^14 + (2 + 4a + 1a^2)d1^20d2^14 + (2 + 4a + 3a^2)d1^21d2^14 + (4 + 4a + 3a^2)d1^22d2^14 + (3 + 2a + 4a^2)d1^23d2^14 + (3 + 0a + 4a^2)d1^24d2^14 + (1 + 4a + 0a^2)d1^25d2^14 + (4 + 0a + 1a^2)d1^26d2^14 + (0 + 0a + 4a^2)d1^27d2^14 + (4 + 4a + 1a^2)d1^28d2^14 + (0 + 0a + 2a^2)d1^29d2^14 + (3 + 4a + 3a^2)d1^30d2^14 + (4 + 1a + 3a^2)d2^15 + (3 + 2a + 2a^2)d1^1d2^15 + (1 + 0a + 4a^2)d1^2d2^15 + (2 + 1a + 1a^2)d1^3d2^15 + (3 + 2a + 0a^2)d1^4d2^15 + (3 + 4a + 2a^2)d1^5d2^15 + (4 + 4a + 3a^2)d1^6d2^15 + (0 + 3a + 2a^2)d1^7d2^15 + (1 + 0a + 4a^2)d1^8d2^15 + (1 + 3a + 3a^2)d1^9d2^15 + (4 + 0a + 2a^2)d1^10d2^15 + (4 + 3a + 4a^2)d1^11d2^15 + (2 + 1a + 2a^2)d1^12d2^15 + (3 + 4a + 3a^2)d1^13d2^15 + (2 + 2a + 0a^2)d1^14d2^15 + (4 + 1a + 1a^2)d1^15d2^15 + (2 + 2a + 0a^2)d1^16d2^15 + (2 + 0a + 3a^2)d1^17d2^15 + (4 + 3a + 0a^2)d1^18d2^15 + (0 + 4a + 4a^2)d1^19d2^15 + (0 + 1a + 4a^2)d1^20d2^15 + (4 + 0a + 4a^2)d1^21d2^15 + (1 + 4a + 0a^2)d1^22d2^15 + (3 + 0a + 1a^2)d1^23d2^15 + (1 + 2a + 1a^2)d1^24d2^15 + (3 + 1a + 4a^2)d1^25d2^15 + (0 + 0a + 1a^2)d1^26d2^15 + (2 + 2a + 3a^2)d1^27d2^15 + (1 + 3a + 2a^2)d1^28d2^15 + (1 + 0a + 3a^2)d1^29d2^15 + (2 + 1a + 1a^2)d1^30d2^15 + (3 + 2a + 4a^2)d2^16 + (2 + 3a + 3a^2)d1^1d2^16 + (0 + 1a + 0a^2)d1^2d2^16 + (3 + 4a + 2a^2)d1^3d2^16 + (4 + 3a + 1a^2)d1^4d2^16 + (3 + 0a + 1a^2)d1^5d2^16 + (0 + 2a + 1a^2)d1^6d2^16 + (0 + 0a + 4a^2)d1^7d2^16 + (2 + 4a + 0a^2)d1^8d2^16 + (3 + 3a + 3a^2)d1^9d2^16 + (4 + 2a + 0a^2)d1^10d2^16 + (3 + 1a + 4a^2)d1^11d2^16 + (4 + 1a + 2a^2)d1^12d2^16 + (4 + 0a + 2a^2)d1^13d2^16 + (4 + 4a + 2a^2)d1^14d2^16 + (2 + 3a + 4a^2)d1^15d2^16 + (0 + 0a + 1a^2)d1^16d2^16 + (1 + 2a + 4a^2)d1^17d2^16 + (1 + 0a + 3a^2)d1^18d2^16 + (1 + 0a + 1a^2)d1^19d2^16 + (4 + 1a + 0a^2)d1^20d2^16 + (4 + 0a + 2a^2)d1^21d2^16 + (0 + 1a + 0a^2)d1^22d2^16 + (3 + 0a + 2a^2)d1^23d2^16 + (2 + 1a + 4a^2)d1^24d2^16 + (1 + 3a + 2a^2)d1^25d2^16 + (0 + 4a + 4a^2)d1^26d2^16 + (3 + 0a + 1a^2)d1^27d2^16 + (2 + 1a + 3a^2)d1^28d2^16 + (2 + 4a + 0a^2)d1^29d2^16 + (1 + 3a + 2a^2)d1^30d2^16 + (1 + 0a + 4a^2)d2^17 + (0 + 2a + 0a^2)d1^1d2^17 + (1 + 2a + 2a^2)d1^2d2^17 + (3 + 4a + 4a^2)d1^3d2^17 + (2 + 2a + 4a^2)d1^4d2^17 + (1 + 2a + 3a^2)d1^5d2^17 + (2 + 3a + 1a^2)d1^6d2^17 + (1 + 2a + 2a^2)d1^7d2^17 + (1 + 0a + 4a^2)d1^8d2^17 + (2 + 3a + 4a^2)d1^9d2^17 + (1 + 1a + 4a^2)d1^10d2^17 + (0 + 2a + 4a^2)d1^11d2^17 + (2 + 0a + 1a^2)d1^12d2^17 + (4 + 0a + 3a^2)d1^13d2^17 + (0 + 3a + 0a^2)d1^15d2^17 + (0 + 3a + 3a^2)d1^16d2^17 + (1 + 4a + 0a^2)d1^17d2^17 + (1 + 0a + 2a^2)d1^18d2^17 + (2 + 4a + 0a^2)d1^19d2^17 + (1 + 0a + 2a^2)d1^20d2^17 + (3 + 2a + 1a^2)d1^21d2^17 + (2 + 4a + 1a^2)d1^22d2^17 + (0 + 1a + 3a^2)d1^23d2^17 + (3 + 1a + 3a^2)d1^24d2^17 + (1 + 3a + 2a^2)d1^25d2^17 + (1 + 1a + 0a^2)d1^26d2^17 + (4 + 4a + 1a^2)d1^27d2^17 + (1 + 2a + 3a^2)d1^28d2^17 + (4 + 4a + 0a^2)d1^29d2^17 + (4 + 3a + 0a^2)d1^30d2^17 + (3 + 1a + 0a^2)d2^18 + (4 + 3a + 4a^2)d1^1d2^18 + (2 + 3a + 2a^2)d1^2d2^18 + (1 + 4a + 1a^2)d1^3d2^18 + (1 + 0a + 4a^2)d1^4d2^18 + (0 + 3a + 2a^2)d1^5d2^18 + (2 + 2a + 4a^2)d1^6d2^18 + (3 + 0a + 1a^2)d1^7d2^18 + (4 + 4a + 3a^2)d1^8d2^18 + (4 + 1a + 1a^2)d1^9d2^18 + (1 + 1a + 2a^2)d1^10d2^18 + (1 + 1a + 2a^2)d1^11d2^18 + (3 + 0a + 2a^2)d1^12d2^18 + (0 + 3a + 1a^2)d1^13d2^18 + (1 + 0a + 3a^2)d1^14d2^18 + (3 + 0a + 1a^2)d1^15d2^18 + (1 + 3a + 1a^2)d1^17d2^18 + (3 + 2a + 2a^2)d1^18d2^18 + (3 + 1a + 3a^2)d1^19d2^18 + (4 + 3a + 2a^2)d1^20d2^18 + (3 + 1a + 0a^2)d1^21d2^18 + (0 + 4a + 0a^2)d1^22d2^18 + (2 + 0a + 1a^2)d1^23d2^18 + (1 + 1a + 1a^2)d1^24d2^18 + (1 + 1a + 3a^2)d1^25d2^18 + (0 + 4a + 3a^2)d1^26d2^18 + (0 + 0a + 4a^2)d1^27d2^18 + (3 + 3a + 3a^2)d1^28d2^18 + (1 + 3a + 2a^2)d1^29d2^18 + (1 + 2a + 2a^2)d1^30d2^18 + (3 + 0a + 3a^2)d2^19 + (3 + 2a + 3a^2)d1^1d2^19 + (1 + 2a + 0a^2)d1^2d2^19 + (2 + 0a + 3a^2)d1^3d2^19 + (0 + 1a + 0a^2)d1^4d2^19 + (0 + 1a + 4a^2)d1^5d2^19 + (1 + 4a + 1a^2)d1^6d2^19 + (2 + 2a + 0a^2)d1^7d2^19 + (2 + 4a + 3a^2)d1^9d2^19 + (4 + 2a + 0a^2)d1^10d2^19 + (3 + 3a + 3a^2)d1^11d2^19 + (3 + 1a + 0a^2)d1^12d2^19 + (3 + 0a + 3a^2)d1^14d2^19 + (0 + 2a + 2a^2)d1^15d2^19 + (4 + 0a + 1a^2)d1^16d2^19 + (1 + 2a + 0a^2)d1^17d2^19 + (3 + 3a + 1a^2)d1^18d2^19 + (3 + 2a + 0a^2)d1^19d2^19 + (3 + 2a + 4a^2)d1^20d2^19 + (4 + 2a + 4a^2)d1^21d2^19 + (4 + 2a + 0a^2)d1^22d2^19 + (1 + 2a + 2a^2)d1^23d2^19 + (1 + 2a + 4a^2)d1^24d2^19 + (1 + 3a + 2a^2)d1^25d2^19 + (3 + 4a + 2a^2)d1^26d2^19 + (1 + 2a + 0a^2)d1^27d2^19 + (2 + 2a + 0a^2)d1^28d2^19 + (3 + 1a + 2a^2)d1^29d2^19 + (0 + 1a + 1a^2)d1^30d2^19 + (4 + 2a + 0a^2)d2^20 + (1 + 1a + 4a^2)d1^1d2^20 + (3 + 2a + 3a^2)d1^2d2^20 + (1 + 0a + 1a^2)d1^3d2^20 + (0 + 4a + 4a^2)d1^4d2^20 + (4 + 2a + 0a^2)d1^5d2^20 + (4 + 4a + 3a^2)d1^6d2^20 + (1 + 1a + 0a^2)d1^7d2^20 + (1 + 1a + 3a^2)d1^8d2^20 + (0 + 1a + 0a^2)d1^9d2^20 + (4 + 2a + 4a^2)d1^10d2^20 + (1 + 3a + 1a^2)d1^11d2^20 + (3 + 2a + 0a^2)d1^12d2^20 + (1 + 3a + 3a^2)d1^13d2^20 + (4 + 0a + 2a^2)d1^14d2^20 + (3 + 0a + 1a^2)d1^15d2^20 + (1 + 4a + 2a^2)d1^16d2^20 + (4 + 0a + 0a^2)d1^17d2^20 + (4 + 3a + 1a^2)d1^18d2^20 + (0 + 0a + 4a^2)d1^19d2^20 + (0 + 1a + 2a^2)d1^20d2^20 + (4 + 3a + 2a^2)d1^21d2^20 + (2 + 1a + 4a^2)d1^22d2^20 + (0 + 4a + 4a^2)d1^23d2^20 + (3 + 4a + 2a^2)d1^24d2^20 + (0 + 4a + 2a^2)d1^25d2^20 + (1 + 0a + 3a^2)d1^26d2^20 + (1 + 4a + 0a^2)d1^27d2^20 + (1 + 1a + 0a^2)d1^28d2^20 + (3 + 1a + 0a^2)d1^29d2^20 + (4 + 3a + 2a^2)d1^30d2^20 + (1 + 4a + 2a^2)d2^21 + (4 + 4a + 3a^2)d1^1d2^21 + (0 + 4a + 2a^2)d1^2d2^21 + (2 + 2a + 1a^2)d1^3d2^21 + (4 + 4a + 3a^2)d1^4d2^21 + (3 + 2a + 3a^2)d1^5d2^21 + (1 + 3a + 3a^2)d1^6d2^21 + (3 + 0a + 1a^2)d1^7d2^21 + (3 + 0a + 2a^2)d1^8d2^21 + (0 + 4a + 0a^2)d1^9d2^21 + (2 + 3a + 1a^2)d1^10d2^21 + (4 + 4a + 0a^2)d1^11d2^21 + (4 + 4a + 4a^2)d1^12d2^21 + (4 + 3a + 3a^2)d1^13d2^21 + (2 + 2a + 2a^2)d1^14d2^21 + (0 + 2a + 2a^2)d1^15d2^21 + (4 + 3a + 0a^2)d1^16d2^21 + (4 + 3a + 2a^2)d1^17d2^21 + (0 + 3a + 2a^2)d1^18d2^21 + (4 + 4a + 2a^2)d1^19d2^21 + (1 + 3a + 2a^2)d1^20d2^21 + (2 + 0a + 1a^2)d1^21d2^21 + (3 + 1a + 2a^2)d1^22d2^21 + (4 + 0a + 1a^2)d1^23d2^21 + (3 + 0a + 0a^2)d1^24d2^21 + (2 + 2a + 3a^2)d1^25d2^21 + (4 + 1a + 3a^2)d1^26d2^21 + (2 + 2a + 2a^2)d1^27d2^21 + (4 + 4a + 0a^2)d1^28d2^21 + (4 + 3a + 1a^2)d1^29d2^21 + (3 + 4a + 0a^2)d1^30d2^21 + (0 + 2a + 0a^2)d2^22 + (1 + 2a + 3a^2)d1^1d2^22 + (3 + 1a + 4a^2)d1^2d2^22 + (4 + 1a + 1a^2)d1^3d2^22 + (0 + 4a + 3a^2)d1^4d2^22 + (0 + 0a + 2a^2)d1^5d2^22 + (3 + 2a + 4a^2)d1^6d2^22 + (0 + 4a + 1a^2)d1^7d2^22 + (3 + 3a + 4a^2)d1^8d2^22 + (4 + 1a + 4a^2)d1^9d2^22 + (1 + 1a + 3a^2)d1^10d2^22 + (3 + 4a + 0a^2)d1^11d2^22 + (2 + 2a + 3a^2)d1^12d2^22 + (1 + 4a + 0a^2)d1^13d2^22 + (4 + 1a + 1a^2)d1^14d2^22 + (2 + 1a + 1a^2)d1^15d2^22 + (1 + 4a + 4a^2)d1^16d2^22 + (3 + 2a + 0a^2)d1^17d2^22 + (4 + 0a + 3a^2)d1^18d2^22 + (3 + 1a + 4a^2)d1^19d2^22 + (4 + 3a + 2a^2)d1^20d2^22 + (2 + 1a + 1a^2)d1^21d2^22 + (4 + 3a + 0a^2)d1^22d2^22 + (3 + 1a + 1a^2)d1^23d2^22 + (0 + 2a + 4a^2)d1^24d2^22 + (1 + 0a + 0a^2)d1^25d2^22 + (4 + 3a + 2a^2)d1^26d2^22 + (0 + 1a + 4a^2)d1^27d2^22 + (0 + 0a + 1a^2)d1^28d2^22 + (3 + 1a + 2a^2)d1^29d2^22 + (4 + 0a + 2a^2)d1^30d2^22 + (3 + 0a + 1a^2)d2^23 + (1 + 1a + 1a^2)d1^1d2^23 + (2 + 1a + 3a^2)d1^2d2^23 + (0 + 1a + 2a^2)d1^3d2^23 + (0 + 4a + 4a^2)d1^4d2^23 + (0 + 4a + 3a^2)d1^5d2^23 + (4 + 1a + 4a^2)d1^6d2^23 + (3 + 2a + 2a^2)d1^7d2^23 + (1 + 0a + 3a^2)d1^8d2^23 + (1 + 2a + 0a^2)d1^9d2^23 + (3 + 0a + 0a^2)d1^10d2^23 + (4 + 2a + 4a^2)d1^11d2^23 + (1 + 1a + 0a^2)d1^12d2^23 + (1 + 1a + 2a^2)d1^13d2^23 + (3 + 1a + 3a^2)d1^14d2^23 + (0 + 4a + 2a^2)d1^15d2^23 + (3 + 3a + 4a^2)d1^16d2^23 + (4 + 4a + 3a^2)d1^17d2^23 + (1 + 0a + 0a^2)d1^18d2^23 + (1 + 1a + 2a^2)d1^19d2^23 + (2 + 2a + 0a^2)d1^20d2^23 + (4 + 3a + 2a^2)d1^21d2^23 + (3 + 4a + 3a^2)d1^22d2^23 + (4 + 2a + 1a^2)d1^23d2^23 + (3 + 3a + 0a^2)d1^24d2^23 + (1 + 3a + 4a^2)d1^25d2^23 + (1 + 1a + 4a^2)d1^26d2^23 + (2 + 2a + 3a^2)d1^27d2^23 + (0 + 4a + 1a^2)d1^28d2^23 + (0 + 0a + 4a^2)d1^29d2^23 + (0 + 4a + 1a^2)d1^30d2^23 + (0 + 4a + 0a^2)d2^24 + (4 + 4a + 1a^2)d1^1d2^24 + (4 + 0a + 1a^2)d1^2d2^24 + (0 + 3a + 4a^2)d1^3d2^24 + (0 + 0a + 2a^2)d1^4d2^24 + (4 + 1a + 0a^2)d1^5d2^24 + (1 + 3a + 2a^2)d1^6d2^24 + (4 + 0a + 3a^2)d1^7d2^24 + (2 + 0a + 1a^2)d1^8d2^24 + (2 + 2a + 0a^2)d1^9d2^24 + (0 + 2a + 1a^2)d1^10d2^24 + (2 + 1a + 3a^2)d1^11d2^24 + (1 + 0a + 3a^2)d1^12d2^24 + (2 + 1a + 2a^2)d1^13d2^24 + (1 + 3a + 4a^2)d1^14d2^24 + (2 + 1a + 0a^2)d1^16d2^24 + (1 + 2a + 2a^2)d1^17d2^24 + (2 + 0a + 2a^2)d1^18d2^24 + (3 + 4a + 0a^2)d1^19d2^24 + (3 + 1a + 4a^2)d1^20d2^24 + (2 + 4a + 1a^2)d1^21d2^24 + (0 + 0a + 3a^2)d1^22d2^24 + (3 + 4a + 1a^2)d1^23d2^24 + (2 + 2a + 0a^2)d1^24d2^24 + (1 + 2a + 0a^2)d1^25d2^24 + (3 + 1a + 3a^2)d1^26d2^24 + (0 + 4a + 0a^2)d1^27d2^24 + (2 + 1a + 2a^2)d1^28d2^24 + (2 + 4a + 1a^2)d1^29d2^24 + (4 + 0a + 0a^2)d1^30d2^24 + (3 + 4a + 4a^2)d2^25 + (4 + 1a + 1a^2)d1^1d2^25 + (0 + 1a + 0a^2)d1^2d2^25 + (1 + 4a + 2a^2)d1^3d2^25 + (1 + 2a + 1a^2)d1^4d2^25 + (3 + 1a + 4a^2)d1^5d2^25 + (1 + 3a + 3a^2)d1^6d2^25 + (4 + 1a + 2a^2)d1^7d2^25 + (1 + 3a + 1a^2)d1^8d2^25 + (0 + 2a + 3a^2)d1^9d2^25 + (0 + 2a + 2a^2)d1^10d2^25 + (1 + 4a + 3a^2)d1^11d2^25 + (2 + 4a + 0a^2)d1^12d2^25 + (4 + 0a + 1a^2)d1^13d2^25 + (3 + 2a + 3a^2)d1^14d2^25 + (1 + 2a + 1a^2)d1^15d2^25 + (0 + 4a + 0a^2)d1^16d2^25 + (0 + 0a + 3a^2)d1^17d2^25 + (2 + 1a + 3a^2)d1^18d2^25 + (1 + 3a + 2a^2)d1^19d2^25 + (4 + 3a + 4a^2)d1^20d2^25 + (4 + 1a + 3a^2)d1^21d2^25 + (4 + 0a + 2a^2)d1^22d2^25 + (1 + 4a + 0a^2)d1^23d2^25 + (4 + 4a + 4a^2)d1^24d2^25 + (3 + 0a + 1a^2)d1^25d2^25 + (1 + 2a + 2a^2)d1^26d2^25 + (3 + 3a + 2a^2)d1^27d2^25 + (1 + 2a + 1a^2)d1^28d2^25 + (1 + 3a + 1a^2)d1^29d2^25 + (3 + 0a + 0a^2)d1^30d2^25 + (3 + 1a + 3a^2)d2^26 + (3 + 0a + 4a^2)d1^1d2^26 + (3 + 4a + 0a^2)d1^2d2^26 + (3 + 3a + 0a^2)d1^3d2^26 + (4 + 3a + 0a^2)d1^4d2^26 + (4 + 4a + 2a^2)d1^7d2^26 + (0 + 0a + 1a^2)d1^8d2^26 + (2 + 4a + 3a^2)d1^9d2^26 + (4 + 4a + 4a^2)d1^10d2^26 + (4 + 2a + 4a^2)d1^11d2^26 + (3 + 0a + 0a^2)d1^12d2^26 + (4 + 0a + 4a^2)d1^13d2^26 + (4 + 4a + 2a^2)d1^14d2^26 + (1 + 2a + 4a^2)d1^15d2^26 + (1 + 4a + 2a^2)d1^16d2^26 + (3 + 3a + 1a^2)d1^17d2^26 + (1 + 1a + 3a^2)d1^18d2^26 + (4 + 0a + 2a^2)d1^19d2^26 + (2 + 1a + 3a^2)d1^20d2^26 + (1 + 0a + 1a^2)d1^21d2^26 + (2 + 4a + 3a^2)d1^22d2^26 + (3 + 0a + 1a^2)d1^23d2^26 + (4 + 4a + 2a^2)d1^24d2^26 + (3 + 2a + 4a^2)d1^25d2^26 + (0 + 1a + 3a^2)d1^26d2^26 + (2 + 4a + 4a^2)d1^27d2^26 + (3 + 4a + 2a^2)d1^29d2^26 + (3 + 3a + 3a^2)d1^30d2^26 + (1 + 1a + 3a^2)d2^27 + (2 + 4a + 4a^2)d1^1d2^27 + (3 + 4a + 4a^2)d1^2d2^27 + (4 + 3a + 0a^2)d1^3d2^27 + (1 + 3a + 0a^2)d1^4d2^27 + (3 + 3a + 1a^2)d1^5d2^27 + (3 + 2a + 2a^2)d1^6d2^27 + (2 + 2a + 3a^2)d1^7d2^27 + (4 + 1a + 4a^2)d1^8d2^27 + (3 + 1a + 0a^2)d1^9d2^27 + (1 + 2a + 1a^2)d1^10d2^27 + (2 + 2a + 0a^2)d1^11d2^27 + (3 + 0a + 1a^2)d1^12d2^27 + (0 + 1a + 4a^2)d1^13d2^27 + (0 + 2a + 3a^2)d1^14d2^27 + (0 + 2a + 3a^2)d1^15d2^27 + (3 + 1a + 1a^2)d1^16d2^27 + (1 + 0a + 3a^2)d1^17d2^27 + (1 + 2a + 1a^2)d1^18d2^27 + (0 + 0a + 2a^2)d1^19d2^27 + (2 + 4a + 0a^2)d1^20d2^27 + (4 + 1a + 4a^2)d1^21d2^27 + (1 + 1a + 4a^2)d1^22d2^27 + (3 + 1a + 0a^2)d1^23d2^27 + (4 + 2a + 4a^2)d1^24d2^27 + (4 + 4a + 2a^2)d1^25d2^27 + (3 + 3a + 0a^2)d1^26d2^27 + (4 + 1a + 2a^2)d1^27d2^27 + (4 + 2a + 4a^2)d1^28d2^27 + (3 + 4a + 2a^2)d1^29d2^27 + (0 + 2a + 1a^2)d1^30d2^27 + (2 + 1a + 4a^2)d2^28 + (1 + 4a + 0a^2)d1^1d2^28 + (2 + 2a + 4a^2)d1^2d2^28 + (4 + 2a + 1a^2)d1^3d2^28 + (4 + 1a + 2a^2)d1^4d2^28 + (3 + 1a + 2a^2)d1^5d2^28 + (0 + 0a + 3a^2)d1^6d2^28 + (2 + 2a + 2a^2)d1^7d2^28 + (4 + 0a + 2a^2)d1^8d2^28 + (1 + 2a + 4a^2)d1^9d2^28 + (2 + 2a + 2a^2)d1^10d2^28 + (3 + 0a + 1a^2)d1^11d2^28 + (0 + 0a + 1a^2)d1^12d2^28 + (4 + 4a + 3a^2)d1^13d2^28 + (2 + 0a + 1a^2)d1^14d2^28 + (0 + 3a + 3a^2)d1^15d2^28 + (4 + 0a + 0a^2)d1^16d2^28 + (3 + 3a + 4a^2)d1^17d2^28 + (0 + 2a + 4a^2)d1^18d2^28 + (4 + 3a + 4a^2)d1^19d2^28 + (3 + 2a + 3a^2)d1^20d2^28 + (2 + 0a + 3a^2)d1^21d2^28 + (1 + 0a + 3a^2)d1^22d2^28 + (2 + 0a + 3a^2)d1^23d2^28 + (2 + 2a + 3a^2)d1^24d2^28 + (3 + 4a + 4a^2)d1^25d2^28 + (3 + 4a + 4a^2)d1^26d2^28 + (1 + 4a + 4a^2)d1^27d2^28 + (0 + 1a + 1a^2)d1^28d2^28 + (2 + 1a + 1a^2)d1^29d2^28 + (1 + 1a + 3a^2)d1^30d2^28 + (4 + 1a + 0a^2)d2^29 + (4 + 2a + 1a^2)d1^1d2^29 + (3 + 4a + 3a^2)d1^2d2^29 + (3 + 3a + 2a^2)d1^3d2^29 + (3 + 1a + 2a^2)d1^4d2^29 + (2 + 2a + 3a^2)d1^5d2^29 + (4 + 3a + 2a^2)d1^6d2^29 + (3 + 3a + 0a^2)d1^7d2^29 + (2 + 0a + 1a^2)d1^8d2^29 + (3 + 3a + 0a^2)d1^9d2^29 + (2 + 2a + 1a^2)d1^10d2^29 + (2 + 2a + 3a^2)d1^11d2^29 + (0 + 2a + 4a^2)d1^12d2^29 + (0 + 2a + 2a^2)d1^13d2^29 + (3 + 0a + 0a^2)d1^14d2^29 + (2 + 0a + 2a^2)d1^15d2^29 + (0 + 1a + 2a^2)d1^16d2^29 + (4 + 4a + 1a^2)d1^17d2^29 + (4 + 1a + 3a^2)d1^18d2^29 + (3 + 0a + 2a^2)d1^19d2^29 + (3 + 4a + 1a^2)d1^20d2^29 + (4 + 3a + 0a^2)d1^21d2^29 + (4 + 4a + 2a^2)d1^22d2^29 + (0 + 4a + 4a^2)d1^23d2^29 + (4 + 4a + 2a^2)d1^24d2^29 + (4 + 1a + 2a^2)d1^25d2^29 + (4 + 3a + 3a^2)d1^26d2^29 + (1 + 2a + 4a^2)d1^27d2^29 + (4 + 4a + 3a^2)d1^28d2^29 + (3 + 2a + 0a^2)d1^29d2^29 + (0 + 2a + 4a^2)d1^30d2^29 + (3 + 3a + 2a^2)d2^30 + (4 + 2a + 3a^2)d1^1d2^30 + (3 + 4a + 0a^2)d1^2d2^30 + (0 + 3a + 4a^2)d1^3d2^30 + (2 + 2a + 3a^2)d1^4d2^30 + (1 + 3a + 1a^2)d1^5d2^30 + (1 + 0a + 1a^2)d1^6d2^30 + (0 + 4a + 0a^2)d1^7d2^30 + (3 + 4a + 4a^2)d1^8d2^30 + (3 + 1a + 1a^2)d1^9d2^30 + (4 + 0a + 4a^2)d1^10d2^30 + (4 + 4a + 3a^2)d1^11d2^30 + (2 + 4a + 2a^2)d1^12d2^30 + (4 + 4a + 2a^2)d1^13d2^30 + (1 + 1a + 4a^2)d1^14d2^30 + (4 + 4a + 3a^2)d1^15d2^30 + (2 + 0a + 0a^2)d1^16d2^30 + (3 + 1a + 1a^2)d1^17d2^30 + (0 + 1a + 1a^2)d1^18d2^30 + (1 + 2a + 2a^2)d1^19d2^30 + (2 + 1a + 2a^2)d1^20d2^30 + (3 + 2a + 3a^2)d1^21d2^30 + (3 + 0a + 3a^2)d1^22d2^30 + (2 + 1a + 2a^2)d1^23d2^30 + (4 + 2a + 1a^2)d1^24d2^30 + (1 + 1a + 0a^2)d1^25d2^30 + (1 + 1a + 1a^2)d1^26d2^30 + (1 + 4a + 4a^2)d1^27d2^30 + (4 + 2a + 2a^2)d1^28d2^30 + (0 + 3a + 4a^2)d1^29d2^30 + (3 + 3a + 3a^2)d1^30d2^30
P: (2 + 3a + 0a^2) + (1 + 4a + 2a^2)d1^1 + (1 + 1a + 4a^2)d1^2 + (3 + 3a + 1a^2)d2^1 + (4 + 4a + 0a^2)d1^1d2^1 + (2 + 2a + 1a^2)d1^2d2^1 + (0 + 3a + 2a^2)d2^2 + (4 + 2a + 1a^2)d1^1d2^2 + (1 + 0a + 2a^2)d1^2d2^2 + (3 + 3a + 2a^2)d2^3 + (1 + 0a + 0a^2)d1^1d2^3 + (3 + 3a + 4a^2)d1^2d2^3
Q: (3 + 4a + 3a^2) + (2 + 0a + 1a^2)d1^1 + (0 + 1a + 2a^2)d1^2 + (2 + 3a + 4a^2)d1^3 + (0 + 3a + 4a^2)d2^1 + (3 + 4a + 3a^2)d1^1d2^1 + (4 + 1a + 3a^2)d1^2d2^1 + (3 + 1a + 3a^2)d1^3d2^1 + (0 + 4a + 1a^2)d2^2 + (1 + 2a + 4a^2)d1^1d2^2 + (2 + 0a + 1a^2)d1^2d2^2 + (2 + 4a + 1a^2)d1^3d2^2
Message Alice to Bob:
(1 + 3a + 1a^2) + (2 + 4a + 0a^2)d1^1 + (1 + 2a + 4a^2)d1^2 + (1 + 0a + 0a^2)d1^3 + (0 + 2a + 1a^2)d1^4 + (3 + 1a + 3a^2)d1^5 + (1 + 0a + 2a^2)d1^6 + (4 + 2a + 0a^2)d1^7 + (3 + 0a + 0a^2)d1^8 + (2 + 0a + 3a^2)d1^9 + (3 + 4a + 2a^2)d1^10 + (4 + 4a + 1a^2)d1^11 + (1 + 0a + 1a^2)d1^12 + (2 + 0a + 3a^2)d1^13 + (2 + 3a + 1a^2)d1^14 + (2 + 4a + 2a^2)d1^15 + (0 + 2a + 0a^2)d1^16 + (4 + 0a + 4a^2)d1^17 + (3 + 1a + 3a^2)d1^18 + (3 + 2a + 3a^2)d1^19 + (0 + 4a + 0a^2)d1^20 + (2 + 3a + 1a^2)d1^21 + (0 + 4a + 0a^2)d1^22 + (0 + 2a + 2a^2)d1^23 + (2 + 1a + 4a^2)d1^24 + (0 + 2a + 3a^2)d1^25 + (4 + 3a + 3a^2)d1^26 + (0 + 3a + 3a^2)d1^27 + (1 + 4a + 2a^2)d1^28 + (1 + 0a + 3a^2)d1^29 + (2 + 0a + 1a^2)d1^30 + (1 + 4a + 3a^2)d1^31 + (4 + 0a + 4a^2)d1^32 + (3 + 1a + 2a^2)d1^33 + (1 + 0a + 4a^2)d1^34 + (3 + 3a + 4a^2)d1^35 + (2 + 0a + 4a^2)d1^36 + (2 + 0a + 0a^2)d1^37 + (1 + 4a + 2a^2)d1^38 + (4 + 1a + 1a^2)d1^39 + (0 + 3a + 2a^2)d1^40 + (0 + 4a + 3a^2)d1^41 + (4 + 1a + 1a^2)d1^42 + (1 + 0a + 3a^2)d1^43 + (3 + 0a + 4a^2)d1^44 + (4 + 1a + 4a^2)d1^45 + (2 + 0a + 2a^2)d1^46 + (1 + 2a + 0a^2)d1^47 + (2 + 4a + 1a^2)d1^48 + (0 + 2a + 0a^2)d1^49 + (0 + 0a + 3a^2)d1^50 + (2 + 2a + 0a^2)d1^51 + (2 + 2a + 3a^2)d1^52 + (2 + 0a + 1a^2)d1^53 + (4 + 3a + 2a^2)d1^54 + (4 + 4a + 4a^2)d1^55 + (4 + 0a + 3a^2)d1^56 + (0 + 3a + 4a^2)d1^57 + (0 + 2a + 3a^2)d1^58 + (2 + 3a + 2a^2)d1^59 + (2 + 0a + 1a^2)d1^60 + (1 + 3a + 2a^2)d1^61 + (2 + 2a + 1a^2)d1^62 + (0 + 3a + 3a^2)d1^63 + (4 + 2a + 1a^2)d1^64 + (0 + 0a + 2a^2)d1^65 + (4 + 3a + 1a^2)d1^66 + (3 + 4a + 1a^2)d1^67 + (1 + 2a + 1a^2)d1^68 + (3 + 2a + 2a^2)d1^69 + (1 + 3a + 3a^2)d1^70 + (1 + 3a + 2a^2)d1^71 + (4 + 0a + 0a^2)d1^72 + (4 + 0a + 3a^2)d1^73 + (1 + 1a + 4a^2)d1^74 + (4 + 2a + 0a^2)d1^75 + (4 + 4a + 1a^2)d1^76 + (3 + 3a + 0a^2)d1^77 + (0 + 4a + 3a^2)d1^78 + (2 + 4a + 2a^2)d1^79 + (3 + 3a + 2a^2)d1^80 + (1 + 3a + 1a^2)d1^81 + (4 + 3a + 2a^2)d1^82 + (2 + 4a + 2a^2)d1^83 + (3 + 4a + 1a^2)d1^84 + (3 + 1a + 3a^2)d1^85 + (2 + 3a + 0a^2)d1^86 + (1 + 4a + 3a^2)d1^87 + (2 + 4a + 2a^2)d1^88 + (3 + 1a + 2a^2)d1^89 + (0 + 1a + 2a^2)d1^90 + (1 + 3a + 0a^2)d1^91 + (2 + 0a + 2a^2)d1^92 + (1 + 4a + 0a^2)d1^93 + (3 + 2a + 1a^2)d1^94 + (4 + 2a + 0a^2)d1^95 + (2 + 2a + 4a^2)d1^96 + (0 + 3a + 2a^2)d1^97 + (4 + 3a + 0a^2)d1^98 + (2 + 1a + 2a^2)d1^99 + (4 + 2a + 4a^2)d1^100 + (3 + 1a + 2a^2)d1^101 + (4 + 0a + 2a^2)d1^102 + (3 + 3a + 0a^2)d1^103 + (3 + 3a + 2a^2)d1^104 + (2 + 0a + 2a^2)d1^105 + (0 + 1a + 4a^2)d1^106 + (1 + 4a + 1a^2)d1^107 + (1 + 2a + 0a^2)d1^108 + (0 + 2a + 2a^2)d1^110 + (3 + 2a + 1a^2)d1^111 + (1 + 3a + 1a^2)d1^112 + (0 + 2a + 3a^2)d1^113 + (0 + 1a + 4a^2)d1^114 + (3 + 0a + 0a^2)d1^115 + (1 + 2a + 4a^2)d1^116 + (4 + 1a + 2a^2)d1^117 + (0 + 1a + 3a^2)d1^118 + (3 + 0a + 2a^2)d1^119 + (4 + 1a + 1a^2)d1^120 + (1 + 3a + 4a^2)d1^121 + (4 + 1a + 4a^2)d1^122 + (2 + 1a + 1a^2)d1^123 + (4 + 2a + 2a^2)d1^124 + (2 + 2a + 2a^2)d1^125 + (2 + 3a + 4a^2)d1^126 + (3 + 0a + 1a^2)d1^127 + (3 + 3a + 2a^2)d1^128 + (4 + 1a + 0a^2)d1^129 + (2 + 3a + 4a^2)d1^130 + (3 + 1a + 0a^2)d1^131 + (1 + 3a + 0a^2)d1^132 + (0 + 1a + 2a^2)d1^133 + (4 + 2a + 4a^2)d1^134 + (4 + 3a + 3a^2)d1^135 + (1 + 4a + 1a^2)d1^136 + (4 + 3a + 2a^2)d1^137 + (0 + 2a + 3a^2)d1^138 + (1 + 1a + 4a^2)d1^139 + (0 + 2a + 1a^2)d1^140 + (0 + 0a + 3a^2)d1^141 + (4 + 0a + 4a^2)d1^142 + (2 + 4a + 2a^2)d1^143 + (0 + 3a + 2a^2)d1^144 + (4 + 2a + 1a^2)d1^145 + (3 + 1a + 3a^2)d1^146 + (1 + 1a + 2a^2)d1^147 + (1 + 2a + 2a^2)d1^148 + (4 + 1a + 3a^2)d1^149 + (1 + 3a + 4a^2)d1^150 + (4 + 4a + 3a^2)d1^151 + (0 + 2a + 3a^2)d1^152 + (1 + 3a + 2a^2)d1^153 + (0 + 3a + 2a^2)d1^154 + (1 + 1a + 1a^2)d1^155 + (3 + 1a + 0a^2)d1^156 + (4 + 1a + 4a^2)d1^157 + (4 + 1a + 0a^2)d1^158 + (2 + 0a + 2a^2)d1^159 + (4 + 2a + 2a^2)d1^160 + (1 + 0a + 3a^2)d1^161 + (1 + 3a + 1a^2)d1^162 + (3 + 4a + 2a^2)d1^163 + (4 + 0a + 2a^2)d1^164 + (0 + 3a + 2a^2)d1^165 + (0 + 3a + 1a^2)d1^166 + (2 + 0a + 2a^2)d1^167 + (2 + 4a + 4a^2)d1^168 + (3 + 0a + 2a^2)d1^169 + (1 + 4a + 0a^2)d1^170 + (2 + 3a + 2a^2)d1^171 + (3 + 1a + 1a^2)d1^172 + (4 + 3a + 0a^2)d1^173 + (2 + 1a + 1a^2)d1^174 + (0 + 3a + 3a^2)d1^175 + (0 + 2a + 0a^2)d1^176 + (0 + 4a + 0a^2)d1^177 + (3 + 4a + 0a^2)d1^178 + (0 + 4a + 4a^2)d1^179 + (3 + 0a + 0a^2)d1^180 + (1 + 2a + 3a^2)d1^181 + (3 + 2a + 0a^2)d1^182 + (1 + 4a + 2a^2)d1^183 + (4 + 2a + 4a^2)d1^184 + (3 + 2a + 0a^2)d1^185 + (1 + 4a + 3a^2)d1^186 + (3 + 2a + 4a^2)d1^187 + (3 + 0a + 1a^2)d1^188 + (0 + 2a + 1a^2)d1^189 + (1 + 4a + 0a^2)d1^190 + (4 + 1a + 4a^2)d1^191 + (3 + 2a + 0a^2)d1^192 + (1 + 0a + 4a^2)d1^193 + (2 + 2a + 4a^2)d1^194 + (4 + 4a + 2a^2)d1^195 + (2 + 3a + 2a^2)d1^196 + (2 + 3a + 4a^2)d1^197 + (0 + 3a + 2a^2)d1^198 + (0 + 2a + 2a^2)d1^199 + (0 + 3a + 3a^2)d1^200 + (1 + 2a + 0a^2)d1^201 + (4 + 1a + 0a^2)d1^202 + (2 + 4a + 3a^2)d1^203 + (2 + 2a + 1a^2)d1^204 + (4 + 2a + 0a^2)d1^205 + (2 + 3a + 4a^2)d1^206 + (0 + 1a + 0a^2)d1^207 + (2 + 1a + 4a^2)d1^208 + (1 + 0a + 3a^2)d1^209 + (3 + 3a + 1a^2)d1^210 + (0 + 1a + 2a^2)d1^211 + (1 + 1a + 0a^2)d1^212 + (1 + 3a + 1a^2)d1^213 + (2 + 2a + 2a^2)d1^214 + (2 + 4a + 4a^2)d1^215 + (2 + 4a + 4a^2)d1^216 + (2 + 4a + 0a^2)d1^217 + (4 + 3a + 4a^2)d1^218 + (0 + 1a + 0a^2)d1^219 + (0 + 1a + 0a^2)d1^220 + (2 + 3a + 4a^2)d1^221 + (3 + 4a + 2a^2)d1^222 + (3 + 4a + 4a^2)d1^223 + (3 + 2a + 3a^2)d1^224 + (1 + 2a + 0a^2)d1^225 + (2 + 1a + 0a^2)d1^226 + (2 + 4a + 4a^2)d1^227 + (3 + 3a + 2a^2)d1^228 + (4 + 2a + 1a^2)d1^229 + (4 + 4a + 1a^2)d1^230 + (1 + 3a + 2a^2)d1^231 + (2 + 1a + 4a^2)d1^232 + (2 + 1a + 3a^2)d1^233 + (2 + 2a + 1a^2)d1^234 + (4 + 0a + 2a^2)d1^235 + (3 + 0a + 1a^2)d1^236 + (0 + 4a + 0a^2)d1^237 + (2 + 2a + 2a^2)d1^238 + (1 + 0a + 3a^2)d1^239 + (4 + 0a + 3a^2)d1^240 + (3 + 3a + 1a^2)d1^241 + (4 + 1a + 3a^2)d1^242 + (2 + 3a + 1a^2)d1^243 + (1 + 3a + 4a^2)d1^244 + (3 + 1a + 2a^2)d1^245 + (4 + 3a + 0a^2)d1^246 + (4 + 1a + 2a^2)d1^247 + (4 + 1a + 3a^2)d1^248 + (1 + 4a + 2a^2)d1^249 + (1 + 2a + 2a^2)d1^250 + (3 + 0a + 0a^2)d1^251 + (0 + 3a + 3a^2)d1^252 + (0 + 1a + 0a^2)d1^253 + (4 + 4a + 3a^2)d1^254 + (3 + 4a + 0a^2)d1^255 + (0 + 3a + 3a^2)d1^256 + (3 + 3a + 0a^2)d1^257 + (3 + 1a + 4a^2)d1^258 + (3 + 2a + 1a^2)d1^259 + (0 + 1a + 1a^2)d1^260 + (0 + 3a + 3a^2)d1^261 + (2 + 0a + 4a^2)d1^262 + (3 + 0a + 1a^2)d1^263 + (3 + 4a + 1a^2)d1^264 + (0 + 4a + 0a^2)d1^265 + (2 + 4a + 3a^2)d1^266 + (2 + 1a + 4a^2)d1^267 + (2 + 4a + 3a^2)d1^268 + (3 + 2a + 2a^2)d1^269 + (3 + 3a + 3a^2)d1^270 + (3 + 0a + 2a^2)d1^271 + (4 + 1a + 3a^2)d1^272 + (2 + 0a + 4a^2)d1^273 + (1 + 2a + 3a^2)d1^274 + (0 + 2a + 4a^2)d1^275 + (0 + 0a + 3a^2)d1^276 + (4 + 4a + 3a^2)d1^277 + (3 + 4a + 4a^2)d1^278 + (1 + 3a + 4a^2)d1^279 + (2 + 2a + 4a^2)d1^280 + (3 + 0a + 0a^2)d1^281 + (4 + 4a + 0a^2)d1^282 + (3 + 1a + 4a^2)d1^283 + (0 + 1a + 3a^2)d1^284 + (0 + 3a + 3a^2)d1^285 + (1 + 4a + 1a^2)d1^286 + (0 + 4a + 3a^2)d1^287 + (0 + 1a + 2a^2)d1^288 + (3 + 0a + 0a^2)d1^289 + (0 + 1a + 4a^2)d1^290 + (0 + 4a + 3a^2)d1^291 + (1 + 0a + 4a^2)d1^292 + (4 + 1a + 4a^2)d1^293 + (1 + 0a + 4a^2)d2^1 + (1 + 3a + 0a^2)d1^1d2^1 + (0 + 3a + 4a^2)d1^2d2^1 + (2 + 4a + 1a^2)d1^3d2^1 + (1 + 0a + 4a^2)d1^4d2^1 + (1 + 4a + 1a^2)d1^5d2^1 + (1 + 4a + 0a^2)d1^6d2^1 + (1 + 3a + 1a^2)d1^7d2^1 + (4 + 4a + 1a^2)d1^8d2^1 + (4 + 0a + 1a^2)d1^9d2^1 + (1 + 3a + 2a^2)d1^10d2^1 + (0 + 0a + 2a^2)d1^11d2^1 + (2 + 0a + 1a^2)d1^12d2^1 + (1 + 3a + 4a^2)d1^13d2^1 + (3 + 4a + 1a^2)d1^14d2^1 + (0 + 3a + 4a^2)d1^15d2^1 + (0 + 3a + 1a^2)d1^16d2^1 + (1 + 2a + 1a^2)d1^17d2^1 + (1 + 2a + 0a^2)d1^18d2^1 + (1 + 3a + 0a^2)d1^19d2^1 + (2 + 1a + 4a^2)d1^20d2^1 + (4 + 4a + 1a^2)d1^21d2^1 + (4 + 0a + 2a^2)d1^22d2^1 + (3 + 0a + 2a^2)d1^23d2^1 + (0 + 1a + 1a^2)d1^24d2^1 + (1 + 1a + 1a^2)d1^25d2^1 + (1 + 3a + 2a^2)d1^26d2^1 + (2 + 2a + 3a^2)d1^27d2^1 + (3 + 1a + 1a^2)d1^28d2^1 + (3 + 3a + 4a^2)d1^29d2^1 + (4 + 3a + 1a^2)d1^30d2^1 + (0 + 3a + 4a^2)d1^31d2^1 + (2 + 3a + 4a^2)d1^32d2^1 + (3 + 3a + 0a^2)d1^33d2^1 + (0 + 1a + 3a^2)d1^34d2^1 + (2 + 1a + 3a^2)d1^35d2^1 + (3 + 4a + 3a^2)d1^36d2^1 + (0 + 3a + 1a^2)d1^37d2^1 + (3 + 3a + 2a^2)d1^38d2^1 + (0 + 2a + 0a^2)d1^39d2^1 + (0 + 3a + 1a^2)d1^40d2^1 + (1 + 2a + 4a^2)d1^41d2^1 + (2 + 3a + 0a^2)d1^42d2^1 + (4 + 1a + 4a^2)d1^43d2^1 + (2 + 1a + 1a^2)d1^44d2^1 + (1 + 3a + 0a^2)d1^45d2^1 + (1 + 2a + 1a^2)d1^46d2^1 + (0 + 2a + 0a^2)d1^47d2^1 + (2 + 1a + 3a^2)d1^48d2^1 + (1 + 4a + 4a^2)d1^49d2^1 + (4 + 1a + 4a^2)d1^50d2^1 + (1 + 0a + 0a^2)d1^51d2^1 + (2 + 4a + 4a^2)d1^52d2^1 + (1 + 2a + 0a^2)d1^53d2^1 + (1 + 2a + 2a^2)d1^54d2^1 + (3 + 2a + 4a^2)d1^55d2^1 + (2 + 3a + 1a^2)d1^56d2^1 + (4 + 4a + 1a^2)d1^57d2^1 + (4 + 1a + 3a^2)d1^58d2^1 + (2 + 4a + 1a^2)d1^59d2^1 + (3 + 2a + 4a^2)d1^60d2^1 + (1 + 4a + 1a^2)d1^61d2^1 + (2 + 2a + 3a^2)d1^62d2^1 + (0 + 0a + 2a^2)d1^63d2^1 + (3 + 0a + 2a^2)d1^64d2^1 + (4 + 2a + 3a^2)d1^65d2^1 + (4 + 4a + 4a^2)d1^67d2^1 + (0 + 4a + 2a^2)d1^68d2^1 + (1 + 0a + 4a^2)d1^69d2^1 + (3 + 1a + 3a^2)d1^70d2^1 + (1 + 2a + 1a^2)d1^71d2^1 + (1 + 2a + 4a^2)d1^72d2^1 + (3 + 2a + 3a^2)d1^73d2^1 + (4 + 1a + 0a^2)d1^74d2^1 + (4 + 2a + 2a^2)d1^75d2^1 + (3 + 3a + 3a^2)d1^76d2^1 + (4 + 2a + 2a^2)d1^77d2^1 + (0 + 3a + 0a^2)d1^78d2^1 + (4 + 4a + 1a^2)d1^79d2^1 + (2 + 4a + 0a^2)d1^80d2^1 + (4 + 1a + 2a^2)d1^81d2^1 + (0 + 3a + 3a^2)d1^83d2^1 + (0 + 4a + 1a^2)d1^84d2^1 + (0 + 1a + 1a^2)d1^86d2^1 + (4 + 1a + 1a^2)d1^87d2^1 + (4 + 0a + 0a^2)d1^88d2^1 + (2 + 2a + 3a^2)d1^89d2^1 + (1 + 3a + 1a^2)d1^90d2^1 + (0 + 2a + 3a^2)d1^91d2^1 + (3 + 4a + 1a^2)d1^92d2^1 + (3 + 3a + 1a^2)d1^93d2^1 + (0 + 2a + 2a^2)d1^94d2^1 + (3 + 2a + 1a^2)d1^95d2^1 + (0 + 4a + 3a^2)d1^96d2^1 + (0 + 0a + 4a^2)d1^97d2^1 + (0 + 1a + 0a^2)d1^98d2^1 + (4 + 2a + 0a^2)d1^99d2^1 + (2 + 2a + 3a^2)d1^100d2^1 + (0 + 4a + 4a^2)d1^101d2^1 + (3 + 1a + 1a^2)d1^102d2^1 + (1 + 2a + 2a^2)d1^103d2^1 + (1 + 4a + 3a^2)d1^105d2^1 + (1 + 4a + 2a^2)d1^106d2^1 + (0 + 3a + 2a^2)d1^107d2^1 + (3 + 1a + 0a^2)d1^108d2^1 + (4 + 3a + 0a^2)d1^109d2^1 + (3 + 3a + 4a^2)d1^110d2^1 + (2 + 1a + 2a^2)d1^111d2^1 + (3 + 1a + 1a^2)d1^112d2^1 + (2 + 4a + 1a^2)d1^113d2^1 + (2 + 3a + 2a^2)d1^114d2^1 + (3 + 3a + 1a^2)d1^115d2^1 + (1 + 4a + 1a^2)d1^116d2^1 + (3 + 1a + 4a^2)d1^117d2^1 + (3 + 3a + 1a^2)d1^118d2^1 + (4 + 4a + 0a^2)d1^119d2^1 + (0 + 0a + 1a^2)d1^120d2^1 + (3 + 3a + 2a^2)d1^121d2^1 + (2 + 3a + 0a^2)d1^122d2^1 + (3 + 0a + 4a^2)d1^123d2^1 + (0 + 2a + 2a^2)d1^124d2^1 + (1 + 0a + 4a^2)d1^125d2^1 + (1 + 1a + 0a^2)d1^126d2^1 + (0 + 2a + 2a^2)d1^127d2^1 + (3 + 4a + 1a^2)d1^128d2^1 + (2 + 2a + 0a^2)d1^129d2^1 + (3 + 2a + 2a^2)d1^131d2^1 + (0 + 4a + 3a^2)d1^132d2^1 + (4 + 4a + 2a^2)d1^133d2^1 + (0 + 1a + 3a^2)d1^134d2^1 + (3 + 2a + 0a^2)d1^135d2^1 + (3 + 3a + 2a^2)d1^136d2^1 + (0 + 0a + 1a^2)d1^137d2^1 + (1 + 2a + 2a^2)d1^138d2^1 + (1 + 0a + 2a^2)d1^139d2^1 + (2 + 2a + 3a^2)d1^140d2^1 + (1 + 0a + 4a^2)d1^141d2^1 + (4 + 1a + 3a^2)d1^142d2^1 + (3 + 3a + 2a^2)d1^143d2^1 + (3 + 3a + 4a^2)d1^144d2^1 + (3 + 3a + 4a^2)d1^145d2^1 + (2 + 4a + 0a^2)d1^146d2^1 + (2 + 2a + 0a^2)d1^147d2^1 + (4 + 2a + 2a^2)d1^148d2^1 + (0 + 0a + 3a^2)d1^149d2^1 + (3 + 1a + 4a^2)d1^150d2^1 + (4 + 0a + 0a^2)d1^151d2^1 + (0 + 1a + 0a^2)d1^152d2^1 + (3 + 3a + 2a^2)d1^153d2^1 + (0 + 3a + 1a^2)d1^154d2^1 + (0 + 3a + 2a^2)d1^155d2^1 + (4 + 2a + 3a^2)d1^156d2^1 + (3 + 1a + 0a^2)d1^157d2^1 + (4 + 2a + 4a^2)d1^158d2^1 + (3 + 0a + 1a^2)d1^159d2^1 + (4 + 0a + 2a^2)d1^160d2^1 + (0 + 3a + 3a^2)d1^161d2^1 + (2 + 4a + 3a^2)d1^162d2^1 + (2 + 1a + 1a^2)d1^163d2^1 + (2 + 4a + 0a^2)d1^164d2^1 + (1 + 3a + 4a^2)d1^165d2^1 + (3 + 1a + 1a^2)d1^166d2^1 + (4 + 4a + 4a^2)d1^167d2^1 + (1 + 1a + 2a^2)d1^168d2^1 + (2 + 2a + 2a^2)d1^169d2^1 + (4 + 0a + 2a^2)d1^170d2^1 + (4 + 3a + 0a^2)d1^171d2^1 + (0 + 0a + 3a^2)d1^172d2^1 + (0 + 1a + 1a^2)d1^173d2^1 + (4 + 1a + 0a^2)d1^174d2^1 + (1 + 1a + 1a^2)d1^175d2^1 + (4 + 1a + 2a^2)d1^176d2^1 + (1 + 4a + 2a^2)d1^177d2^1 + (2 + 3a + 3a^2)d1^178d2^1 + (3 + 1a + 4a^2)d1^179d2^1 + (3 + 2a + 2a^2)d1^180d2^1 + (1 + 1a + 0a^2)d1^181d2^1 + (0 + 4a + 0a^2)d1^182d2^1 + (2 + 0a + 2a^2)d1^183d2^1 + (1 + 0a + 4a^2)d1^184d2^1 + (2 + 2a + 3a^2)d1^185d2^1 + (3 + 0a + 4a^2)d1^186d2^1 + (4 + 0a + 2a^2)d1^187d2^1 + (2 + 0a + 2a^2)d1^188d2^1 + (1 + 4a + 1a^2)d1^189d2^1 + (1 + 1a + 3a^2)d1^190d2^1 + (1 + 4a + 2a^2)d1^191d2^1 + (0 + 0a + 1a^2)d1^192d2^1 + (3 + 2a + 3a^2)d1^193d2^1 + (2 + 3a + 0a^2)d1^194d2^1 + (3 + 3a + 0a^2)d1^195d2^1 + (1 + 4a + 3a^2)d1^196d2^1 + (4 + 1a + 1a^2)d1^197d2^1 + (2 + 1a + 1a^2)d1^198d2^1 + (1 + 3a + 1a^2)d1^199d2^1 + (0 + 3a + 4a^2)d1^200d2^1 + (0 + 2a + 4a^2)d1^201d2^1 + (3 + 0a + 1a^2)d1^202d2^1 + (4 + 0a + 4a^2)d1^203d2^1 + (0 + 2a + 1a^2)d1^204d2^1 + (3 + 2a + 1a^2)d1^205d2^1 + (1 + 3a + 1a^2)d1^206d2^1 + (1 + 0a + 2a^2)d1^207d2^1 + (4 + 2a + 4a^2)d1^208d2^1 + (4 + 0a + 2a^2)d1^209d2^1 + (0 + 1a + 0a^2)d1^210d2^1 + (0 + 3a + 4a^2)d1^211d2^1 + (4 + 2a + 2a^2)d1^212d2^1 + (1 + 0a + 1a^2)d1^213d2^1 + (3 + 4a + 0a^2)d1^214d2^1 + (3 + 0a + 4a^2)d1^215d2^1 + (4 + 2a + 4a^2)d1^216d2^1 + (2 + 3a + 1a^2)d1^217d2^1 + (2 + 2a + 2a^2)d1^218d2^1 + (4 + 4a + 1a^2)d1^219d2^1 + (2 + 4a + 2a^2)d1^220d2^1 + (4 + 4a + 4a^2)d1^221d2^1 + (2 + 3a + 4a^2)d1^222d2^1 + (4 + 4a + 3a^2)d1^223d2^1 + (0 + 2a + 3a^2)d1^224d2^1 + (3 + 3a + 2a^2)d1^225d2^1 + (1 + 2a + 1a^2)d1^226d2^1 + (2 + 4a + 0a^2)d1^227d2^1 + (1 + 4a + 3a^2)d1^228d2^1 + (1 + 1a + 3a^2)d1^229d2^1 + (3 + 3a + 3a^2)d1^230d2^1 + (3 + 0a + 3a^2)d1^231d2^1 + (1 + 4a + 2a^2)d1^232d2^1 + (2 + 0a + 2a^2)d1^233d2^1 + (0 + 2a + 0a^2)d1^234d2^1 + (0 + 0a + 1a^2)d1^235d2^1 + (2 + 1a + 2a^2)d1^236d2^1 + (0 + 2a + 2a^2)d1^237d2^1 + (1 + 0a + 4a^2)d1^238d2^1 + (3 + 1a + 3a^2)d1^239d2^1 + (0 + 3a + 1a^2)d1^240d2^1 + (0 + 1a + 0a^2)d1^241d2^1 + (2 + 4a + 0a^2)d1^242d2^1 + (3 + 3a + 3a^2)d1^243d2^1 + (4 + 0a + 2a^2)d1^244d2^1 + (3 + 0a + 0a^2)d1^245d2^1 + (0 + 4a + 0a^2)d1^246d2^1 + (2 + 0a + 4a^2)d1^247d2^1 + (3 + 2a + 1a^2)d1^248d2^1 + (3 + 0a + 0a^2)d1^249d2^1 + (3 + 2a + 3a^2)d1^250d2^1 + (3 + 4a + 2a^2)d1^251d2^1 + (3 + 0a + 1a^2)d1^252d2^1 + (0 + 1a + 2a^2)d1^253d2^1 + (1 + 1a + 2a^2)d1^254d2^1 + (4 + 0a + 3a^2)d1^255d2^1 + (1 + 2a + 0a^2)d1^256d2^1 + (4 + 0a + 2a^2)d1^257d2^1 + (1 + 1a + 4a^2)d1^258d2^1 + (3 + 3a + 1a^2)d1^259d2^1 + (0 + 3a + 4a^2)d1^260d2^1 + (0 + 4a + 3a^2)d1^261d2^1 + (0 + 0a + 4a^2)d1^262d2^1 + (1 + 4a + 1a^2)d1^263d2^1 + (1 + 2a + 1a^2)d1^264d2^1 + (1 + 3a + 0a^2)d1^265d2^1 + (2 + 2a + 2a^2)d1^266d2^1 + (2 + 2a + 1a^2)d1^267d2^1 + (4 + 3a + 3a^2)d1^268d2^1 + (0 + 0a + 2a^2)d1^269d2^1 + (1 + 3a + 1a^2)d1^270d2^1 + (0 + 4a + 4a^2)d1^271d2^1 + (0 + 3a + 0a^2)d1^272d2^1 + (4 + 2a + 2a^2)d1^273d2^1 + (2 + 0a + 2a^2)d1^274d2^1 + (0 + 4a + 3a^2)d1^275d2^1 + (4 + 0a + 3a^2)d1^276d2^1 + (1 + 0a + 4a^2)d1^277d2^1 + (1 + 3a + 1a^2)d1^278d2^1 + (4 + 0a + 4a^2)d1^279d2^1 + (4 + 2a + 0a^2)d1^280d2^1 + (0 + 4a + 3a^2)d1^281d2^1 + (1 + 3a + 3a^2)d1^282d2^1 + (2 + 3a + 2a^2)d1^283d2^1 + (3 + 1a + 1a^2)d1^284d2^1 + (4 + 4a + 0a^2)d1^285d2^1 + (4 + 3a + 2a^2)d1^286d2^1 + (4 + 1a + 3a^2)d1^287d2^1 + (3 + 0a + 2a^2)d1^288d2^1 + (4 + 0a + 4a^2)d1^289d2^1 + (4 + 0a + 1a^2)d1^290d2^1 + (0 + 4a + 2a^2)d1^291d2^1 + (0 + 0a + 2a^2)d1^292d2^1 + (3 + 1a + 3a^2)d1^293d2^1 + (0 + 3a + 3a^2)d2^2 + (3 + 0a + 4a^2)d1^1d2^2 + (2 + 0a + 2a^2)d1^2d2^2 + (3 + 1a + 1a^2)d1^3d2^2 + (0 + 0a + 2a^2)d1^4d2^2 + (0 + 0a + 4a^2)d1^5d2^2 + (1 + 1a + 4a^2)d1^6d2^2 + (0 + 3a + 4a^2)d1^7d2^2 + (0 + 3a + 3a^2)d1^8d2^2 + (3 + 4a + 3a^2)d1^9d2^2 + (2 + 2a + 3a^2)d1^10d2^2 + (3 + 4a + 3a^2)d1^11d2^2 + (3 + 0a + 2a^2)d1^12d2^2 + (1 + 2a + 2a^2)d1^13d2^2 + (0 + 3a + 2a^2)d1^14d2^2 + (0 + 1a + 4a^2)d1^15d2^2 + (0 + 0a + 1a^2)d1^16d2^2 + (4 + 3a + 1a^2)d1^17d2^2 + (3 + 3a + 4a^2)d1^18d2^2 + (3 + 3a + 1a^2)d1^19d2^2 + (3 + 4a + 4a^2)d1^20d2^2 + (2 + 3a + 1a^2)d1^21d2^2 + (3 + 1a + 2a^2)d1^22d2^2 + (1 + 1a + 1a^2)d1^23d2^2 + (3 + 4a + 4a^2)d1^24d2^2 + (1 + 2a + 1a^2)d1^25d2^2 + (2 + 3a + 0a^2)d1^26d2^2 + (4 + 0a + 2a^2)d1^27d2^2 + (4 + 2a + 0a^2)d1^28d2^2 + (1 + 2a + 4a^2)d1^29d2^2 + (1 + 4a + 1a^2)d1^30d2^2 + (1 + 3a + 3a^2)d1^31d2^2 + (4 + 3a + 4a^2)d1^32d2^2 + (4 + 1a + 3a^2)d1^33d2^2 + (0 + 3a + 4a^2)d1^34d2^2 + (1 + 3a + 2a^2)d1^35d2^2 + (3 + 4a + 3a^2)d1^36d2^2 + (0 + 1a + 4a^2)d1^37d2^2 + (3 + 2a + 3a^2)d1^38d2^2 + (1 + 2a + 1a^2)d1^39d2^2 + (0 + 1a + 4a^2)d1^40d2^2 + (2 + 2a + 2a^2)d1^41d2^2 + (1 + 0a + 3a^2)d1^42d2^2 + (4 + 0a + 0a^2)d1^43d2^2 + (1 + 2a + 1a^2)d1^44d2^2 + (2 + 3a + 3a^2)d1^45d2^2 + (1 + 4a + 4a^2)d1^46d2^2 + (1 + 1a + 3a^2)d1^47d2^2 + (3 + 2a + 0a^2)d1^48d2^2 + (4 + 2a + 0a^2)d1^49d2^2 + (1 + 2a + 4a^2)d1^50d2^2 + (2 + 2a + 1a^2)d1^51d2^2 + (2 + 2a + 0a^2)d1^52d2^2 + (1 + 2a + 0a^2)d1^53d2^2 + (0 + 1a + 4a^2)d1^54d2^2 + (2 + 3a + 0a^2)d1^55d2^2 + (2 + 3a + 2a^2)d1^56d2^2 + (4 + 1a + 2a^2)d1^57d2^2 + (0 + 3a + 2a^2)d1^58d2^2 + (4 + 3a + 4a^2)d1^59d2^2 + (4 + 3a + 2a^2)d1^60d2^2 + (4 + 1a + 0a^2)d1^61d2^2 + (4 + 4a + 4a^2)d1^62d2^2 + (3 + 1a + 1a^2)d1^63d2^2 + (2 + 2a + 1a^2)d1^64d2^2 + (0 + 3a + 3a^2)d1^65d2^2 + (3 + 2a + 0a^2)d1^66d2^2 + (3 + 2a + 3a^2)d1^67d2^2 + (4 + 1a + 2a^2)d1^68d2^2 + (0 + 3a + 1a^2)d1^69d2^2 + (3 + 1a + 0a^2)d1^70d2^2 + (1 + 0a + 4a^2)d1^71d2^2 + (3 + 3a + 2a^2)d1^72d2^2 + (3 + 1a + 4a^2)d1^73d2^2 + (4 + 3a + 2a^2)d1^74d2^2 + (4 + 1a + 1a^2)d1^75d2^2 + (2 + 0a + 4a^2)d1^76d2^2 + (3 + 0a + 3a^2)d1^77d2^2 + (4 + 4a + 3a^2)d1^78d2^2 + (0 + 2a + 2a^2)d1^79d2^2 + (3 + 3a + 4a^2)d1^80d2^2 + (4 + 2a + 2a^2)d1^81d2^2 + (3 + 2a + 1a^2)d1^82d2^2 + (2 + 2a + 2a^2)d1^83d2^2 + (1 + 4a + 2a^2)d1^84d2^2 + (3 + 1a + 1a^2)d1^85d2^2 + (3 + 3a + 2a^2)d1^86d2^2 + (0 + 0a + 2a^2)d1^87d2^2 + (4 + 0a + 0a^2)d1^88d2^2 + (1 + 4a + 4a^2)d1^89d2^2 + (3 + 1a + 0a^2)d1^90d2^2 + (0 + 0a + 4a^2)d1^91d2^2 + (2 + 0a + 3a^2)d1^92d2^2 + (3 + 4a + 0a^2)d1^93d2^2 + (1 + 2a + 2a^2)d1^94d2^2 + (1 + 0a + 0a^2)d1^95d2^2 + (0 + 3a + 2a^2)d1^96d2^2 + (2 + 1a + 0a^2)d1^97d2^2 + (3 + 1a + 1a^2)d1^98d2^2 + (0 + 4a + 0a^2)d1^99d2^2 + (2 + 3a + 2a^2)d1^100d2^2 + (0 + 0a + 4a^2)d1^101d2^2 + (4 + 1a + 3a^2)d1^102d2^2 + (2 + 3a + 1a^2)d1^103d2^2 + (0 + 1a + 4a^2)d1^104d2^2 + (1 + 0a + 4a^2)d1^105d2^2 + (3 + 4a + 2a^2)d1^106d2^2 + (4 + 0a + 2a^2)d1^107d2^2 + (4 + 4a + 2a^2)d1^108d2^2 + (0 + 4a + 2a^2)d1^109d2^2 + (4 + 4a + 1a^2)d1^110d2^2 + (4 + 2a + 4a^2)d1^111d2^2 + (3 + 2a + 2a^2)d1^112d2^2 + (2 + 1a + 4a^2)d1^113d2^2 + (4 + 0a + 1a^2)d1^114d2^2 + (2 + 0a + 3a^2)d1^115d2^2 + (3 + 0a + 2a^2)d1^116d2^2 + (2 + 3a + 2a^2)d1^117d2^2 + (4 + 4a + 0a^2)d1^118d2^2 + (1 + 3a + 0a^2)d1^119d2^2 + (4 + 1a + 2a^2)d1^120d2^2 + (4 + 1a + 3a^2)d1^121d2^2 + (1 + 4a + 2a^2)d1^122d2^2 + (0 + 1a + 4a^2)d1^123d2^2 + (3 + 4a + 4a^2)d1^124d2^2 + (1 + 0a + 4a^2)d1^125d2^2 + (3 + 0a + 3a^2)d1^126d2^2 + (2 + 0a + 3a^2)d1^127d2^2 + (3 + 3a + 2a^2)d1^128d2^2 + (3 + 2a + 0a^2)d1^129d2^2 + (0 + 0a + 3a^2)d1^130d2^2 + (4 + 1a + 0a^2)d1^131d2^2 + (1 + 0a + 2a^2)d1^132d2^2 + (3 + 3a + 4a^2)d1^133d2^2 + (2 + 0a + 0a^2)d1^134d2^2 + (2 + 2a + 1a^2)d1^135d2^2 + (1 + 0a + 0a^2)d1^136d2^2 + (1 + 1a + 0a^2)d1^137d2^2 + (0 + 2a + 4a^2)d1^138d2^2 + (4 + 3a + 3a^2)d1^139d2^2 + (1 + 4a + 1a^2)d1^140d2^2 + (2 + 0a + 4a^2)d1^141d2^2 + (3 + 2a + 3a^2)d1^142d2^2 + (3 + 3a + 2a^2)d1^143d2^2 + (3 + 3a + 4a^2)d1^144d2^2 + (0 + 2a + 0a^2)d1^145d2^2 + (2 + 4a + 3a^2)d1^146d2^2 + (3 + 4a + 4a^2)d1^147d2^2 + (2 + 4a + 0a^2)d1^148d2^2 + (1 + 0a + 3a^2)d1^149d2^2 + (2 + 4a + 3a^2)d1^150d2^2 + (0 + 3a + 4a^2)d1^151d2^2 + (0 + 1a + 0a^2)d1^152d2^2 + (2 + 4a + 3a^2)d1^153d2^2 + (4 + 3a + 1a^2)d1^154d2^2 + (1 + 2a + 4a^2)d1^155d2^2 + (0 + 4a + 2a^2)d1^156d2^2 + (2 + 1a + 1a^2)d1^157d2^2 + (3 + 3a + 3a^2)d1^158d2^2 + (1 + 4a + 3a^2)d1^159d2^2 + (1 + 0a + 2a^2)d1^160d2^2 + (1 + 0a + 3a^2)d1^161d2^2 + (1 + 4a + 1a^2)d1^162d2^2 + (4 + 4a + 2a^2)d1^163d2^2 + (4 + 4a + 0a^2)d1^164d2^2 + (2 + 3a + 2a^2)d1^165d2^2 + (3 + 1a + 4a^2)d1^166d2^2 + (4 + 0a + 0a^2)d1^167d2^2 + (1 + 0a + 2a^2)d1^168d2^2 + (3 + 0a + 0a^2)d1^169d2^2 + (3 + 4a + 1a^2)d1^170d2^2 + (0 + 2a + 3a^2)d1^171d2^2 + (4 + 4a + 0a^2)d1^172d2^2 + (4 + 1a + 4a^2)d1^173d2^2 + (4 + 0a + 0a^2)d1^174d2^2 + (1 + 3a + 2a^2)d1^175d2^2 + (4 + 1a + 0a^2)d1^176d2^2 + (3 + 1a + 3a^2)d1^177d2^2 + (2 + 1a + 2a^2)d1^178d2^2 + (4 + 1a + 3a^2)d1^179d2^2 + (1 + 0a + 1a^2)d1^180d2^2 + (4 + 4a + 1a^2)d1^181d2^2 + (3 + 4a + 3a^2)d1^182d2^2 + (3 + 1a + 3a^2)d1^183d2^2 + (0 + 2a + 2a^2)d1^184d2^2 + (0 + 4a + 4a^2)d1^185d2^2 + (4 + 2a + 1a^2)d1^186d2^2 + (4 + 0a + 2a^2)d1^187d2^2 + (4 + 3a + 3a^2)d1^188d2^2 + (4 + 1a + 1a^2)d1^189d2^2 + (0 + 0a + 4a^2)d1^190d2^2 + (4 + 4a + 3a^2)d1^191d2^2 + (2 + 4a + 4a^2)d1^192d2^2 + (4 + 0a + 2a^2)d1^193d2^2 + (3 + 2a + 0a^2)d1^194d2^2 + (3 + 3a + 3a^2)d1^195d2^2 + (0 + 2a + 3a^2)d1^196d2^2 + (2 + 2a + 4a^2)d1^197d2^2 + (0 + 3a + 3a^2)d1^198d2^2 + (0 + 3a + 3a^2)d1^199d2^2 + (1 + 3a + 3a^2)d1^200d2^2 + (1 + 1a + 1a^2)d1^201d2^2 + (1 + 2a + 1a^2)d1^202d2^2 + (1 + 4a + 1a^2)d1^203d2^2 + (1 + 4a + 3a^2)d1^204d2^2 + (3 + 3a + 0a^2)d1^205d2^2 + (2 + 0a + 1a^2)d1^206d2^2 + (4 + 4a + 3a^2)d1^207d2^2 + (3 + 4a + 3a^2)d1^208d2^2 + (0 + 4a + 1a^2)d1^209d2^2 + (4 + 4a + 2a^2)d1^210d2^2 + (0 + 3a + 4a^2)d1^211d2^2 + (1 + 0a + 2a^2)d1^212d2^2 + (3 + 0a + 3a^2)d1^213d2^2 + (3 + 1a + 3a^2)d1^214d2^2 + (3 + 1a + 2a^2)d1^215d2^2 + (1 + 1a + 0a^2)d1^216d2^2 + (0 + 4a + 1a^2)d1^217d2^2 + (2 + 0a + 1a^2)d1^218d2^2 + (1 + 4a + 1a^2)d1^219d2^2 + (4 + 3a + 1a^2)d1^220d2^2 + (4 + 4a + 2a^2)d1^221d2^2 + (3 + 0a + 1a^2)d1^222d2^2 + (2 + 0a + 0a^2)d1^223d2^2 + (3 + 4a + 0a^2)d1^224d2^2 + (4 + 1a + 3a^2)d1^225d2^2 + (1 + 1a + 1a^2)d1^226d2^2 + (0 + 2a + 0a^2)d1^227d2^2 + (4 + 1a + 2a^2)d1^228d2^2 + (0 + 3a + 3a^2)d1^229d2^2 + (1 + 4a + 0a^2)d1^230d2^2 + (4 + 4a + 1a^2)d1^231d2^2 + (3 + 0a + 1a^2)d1^232d2^2 + (2 + 0a + 4a^2)d1^233d2^2 + (4 + 1a + 1a^2)d1^234d2^2 + (2 + 0a + 0a^2)d1^235d2^2 + (4 + 1a + 4a^2)d1^236d2^2 + (4 + 4a + 4a^2)d1^237d2^2 + (2 + 3a + 0a^2)d1^238d2^2 + (3 + 3a + 3a^2)d1^239d2^2 + (4 + 0a + 0a^2)d1^240d2^2 + (2 + 0a + 2a^2)d1^241d2^2 + (3 + 1a + 0a^2)d1^242d2^2 + (4 + 2a + 4a^2)d1^243d2^2 + (0 + 0a + 1a^2)d1^244d2^2 + (4 + 4a + 1a^2)d1^245d2^2 + (1 + 4a + 3a^2)d1^246d2^2 + (1 + 3a + 3a^2)d1^247d2^2 + (3 + 1a + 1a^2)d1^248d2^2 + (0 + 0a + 2a^2)d1^249d2^2 + (2 + 0a + 3a^2)d1^250d2^2 + (0 + 1a + 3a^2)d1^251d2^2 + (2 + 2a + 1a^2)d1^252d2^2 + (0 + 4a + 3a^2)d1^253d2^2 + (4 + 4a + 1a^2)d1^254d2^2 + (2 + 2a + 4a^2)d1^255d2^2 + (4 + 1a + 3a^2)d1^256d2^2 + (2 + 4a + 1a^2)d1^257d2^2 + (0 + 4a + 3a^2)d1^258d2^2 + (4 + 2a + 4a^2)d1^259d2^2 + (0 + 0a + 1a^2)d1^260d2^2 + (1 + 1a + 2a^2)d1^261d2^2 + (1 + 4a + 3a^2)d1^262d2^2 + (3 + 0a + 3a^2)d1^263d2^2 + (2 + 3a + 3a^2)d1^264d2^2 + (3 + 0a + 3a^2)d1^265d2^2 + (3 + 1a + 3a^2)d1^266d2^2 + (3 + 2a + 1a^2)d1^267d2^2 + (3 + 4a + 2a^2)d1^268d2^2 + (3 + 4a + 2a^2)d1^269d2^2 + (1 + 3a + 2a^2)d1^270d2^2 + (4 + 0a + 2a^2)d1^271d2^2 + (3 + 0a + 1a^2)d1^272d2^2 + (3 + 0a + 2a^2)d1^273d2^2 + (1 + 3a + 2a^2)d1^274d2^2 + (1 + 4a + 1a^2)d1^275d2^2 + (4 + 1a + 4a^2)d1^276d2^2 + (1 + 0a + 0a^2)d1^277d2^2 + (1 + 2a + 3a^2)d1^278d2^2 + (4 + 0a + 0a^2)d1^279d2^2 + (1 + 3a + 2a^2)d1^280d2^2 + (4 + 0a + 1a^2)d1^281d2^2 + (2 + 1a + 0a^2)d1^282d2^2 + (1 + 3a + 0a^2)d1^283d2^2 + (3 + 3a + 0a^2)d1^284d2^2 + (2 + 3a + 3a^2)d1^285d2^2 + (1 + 4a + 0a^2)d1^286d2^2 + (3 + 4a + 2a^2)d1^287d2^2 + (0 + 0a + 3a^2)d1^288d2^2 + (0 + 0a + 3a^2)d1^289d2^2 + (2 + 0a + 3a^2)d1^290d2^2 + (2 + 2a + 0a^2)d1^291d2^2 + (0 + 3a + 1a^2)d1^292d2^2 + (2 + 4a + 3a^2)d1^293d2^2 + (1 + 3a + 3a^2)d2^3 + (2 + 0a + 3a^2)d1^1d2^3 + (2 + 2a + 0a^2)d1^2d2^3 + (1 + 1a + 2a^2)d1^3d2^3 + (1 + 0a + 3a^2)d1^4d2^3 + (0 + 4a + 4a^2)d1^5d2^3 + (3 + 3a + 0a^2)d1^6d2^3 + (0 + 4a + 1a^2)d1^7d2^3 + (2 + 2a + 2a^2)d1^8d2^3 + (3 + 2a + 2a^2)d1^9d2^3 + (1 + 0a + 3a^2)d1^10d2^3 + (4 + 3a + 1a^2)d1^11d2^3 + (1 + 0a + 2a^2)d1^12d2^3 + (4 + 4a + 3a^2)d1^13d2^3 + (3 + 3a + 3a^2)d1^14d2^3 + (1 + 2a + 3a^2)d1^15d2^3 + (4 + 4a + 3a^2)d1^16d2^3 + (3 + 4a + 0a^2)d1^17d2^3 + (4 + 2a + 3a^2)d1^18d2^3 + (1 + 1a + 1a^2)d1^19d2^3 + (2 + 2a + 3a^2)d1^20d2^3 + (2 + 0a + 2a^2)d1^21d2^3 + (0 + 4a + 4a^2)d1^22d2^3 + (2 + 0a + 4a^2)d1^23d2^3 + (2 + 3a + 4a^2)d1^24d2^3 + (2 + 2a + 0a^2)d1^25d2^3 + (2 + 0a + 2a^2)d1^26d2^3 + (4 + 0a + 1a^2)d1^27d2^3 + (3 + 3a + 2a^2)d1^28d2^3 + (4 + 4a + 4a^2)d1^29d2^3 + (0 + 4a + 0a^2)d1^30d2^3 + (4 + 0a + 3a^2)d1^31d2^3 + (1 + 0a + 2a^2)d1^32d2^3 + (1 + 3a + 0a^2)d1^33d2^3 + (0 + 2a + 3a^2)d1^34d2^3 + (0 + 1a + 1a^2)d1^35d2^3 + (3 + 0a + 0a^2)d1^36d2^3 + (0 + 3a + 2a^2)d1^37d2^3 + (2 + 0a + 4a^2)d1^38d2^3 + (3 + 4a + 2a^2)d1^39d2^3 + (0 + 2a + 4a^2)d1^40d2^3 + (3 + 4a + 4a^2)d1^41d2^3 + (3 + 2a + 4a^2)d1^42d2^3 + (4 + 4a + 2a^2)d1^43d2^3 + (1 + 2a + 2a^2)d1^44d2^3 + (0 + 0a + 2a^2)d1^45d2^3 + (3 + 0a + 2a^2)d1^46d2^3 + (4 + 1a + 2a^2)d1^47d2^3 + (0 + 4a + 0a^2)d1^48d2^3 + (4 + 0a + 2a^2)d1^49d2^3 + (2 + 4a + 1a^2)d1^50d2^3 + (2 + 3a + 0a^2)d1^51d2^3 + (0 + 2a + 1a^2)d1^52d2^3 + (2 + 1a + 1a^2)d1^53d2^3 + (3 + 4a + 2a^2)d1^54d2^3 + (0 + 0a + 1a^2)d1^55d2^3 + (4 + 1a + 0a^2)d1^56d2^3 + (3 + 2a + 0a^2)d1^57d2^3 + (0 + 2a + 4a^2)d1^58d2^3 + (0 + 4a + 0a^2)d1^59d2^3 + (3 + 2a + 0a^2)d1^60d2^3 + (4 + 1a + 4a^2)d1^61d2^3 + (4 + 4a + 1a^2)d1^62d2^3 + (0 + 2a + 0a^2)d1^63d2^3 + (2 + 3a + 1a^2)d1^64d2^3 + (4 + 1a + 2a^2)d1^65d2^3 + (3 + 3a + 2a^2)d1^66d2^3 + (2 + 4a + 4a^2)d1^67d2^3 + (4 + 3a + 0a^2)d1^68d2^3 + (3 + 1a + 4a^2)d1^69d2^3 + (3 + 3a + 1a^2)d1^70d2^3 + (4 + 2a + 3a^2)d1^71d2^3 + (2 + 2a + 1a^2)d1^72d2^3 + (1 + 3a + 3a^2)d1^73d2^3 + (3 + 2a + 2a^2)d1^74d2^3 + (4 + 3a + 4a^2)d1^75d2^3 + (2 + 1a + 4a^2)d1^76d2^3 + (4 + 2a + 3a^2)d1^77d2^3 + (0 + 3a + 4a^2)d1^78d2^3 + (4 + 1a + 4a^2)d1^79d2^3 + (2 + 3a + 2a^2)d1^80d2^3 + (4 + 3a + 2a^2)d1^81d2^3 + (2 + 2a + 4a^2)d1^82d2^3 + (4 + 4a + 1a^2)d1^83d2^3 + (3 + 1a + 4a^2)d1^84d2^3 + (2 + 3a + 1a^2)d1^85d2^3 + (1 + 4a + 4a^2)d1^86d2^3 + (0 + 4a + 3a^2)d1^87d2^3 + (4 + 3a + 1a^2)d1^88d2^3 + (2 + 1a + 2a^2)d1^89d2^3 + (0 + 2a + 2a^2)d1^90d2^3 + (4 + 4a + 1a^2)d1^91d2^3 + (2 + 0a + 0a^2)d1^92d2^3 + (3 + 2a + 3a^2)d1^93d2^3 + (3 + 3a + 0a^2)d1^94d2^3 + (4 + 3a + 2a^2)d1^95d2^3 + (4 + 0a + 0a^2)d1^96d2^3 + (0 + 2a + 1a^2)d1^97d2^3 + (1 + 4a + 1a^2)d1^98d2^3 + (1 + 0a + 0a^2)d1^99d2^3 + (2 + 2a + 2a^2)d1^100d2^3 + (2 + 4a + 1a^2)d1^101d2^3 + (2 + 3a + 4a^2)d1^102d2^3 + (3 + 4a + 2a^2)d1^103d2^3 + (2 + 0a + 0a^2)d1^104d2^3 + (0 + 2a + 3a^2)d1^105d2^3 + (3 + 2a + 2a^2)d1^106d2^3 + (1 + 4a + 0a^2)d1^107d2^3 + (1 + 0a + 2a^2)d1^108d2^3 + (1 + 2a + 0a^2)d1^109d2^3 + (3 + 4a + 1a^2)d1^110d2^3 + (0 + 4a + 2a^2)d1^111d2^3 + (4 + 1a + 3a^2)d1^112d2^3 + (1 + 3a + 0a^2)d1^113d2^3 + (1 + 1a + 3a^2)d1^114d2^3 + (3 + 0a + 3a^2)d1^115d2^3 + (3 + 3a + 2a^2)d1^116d2^3 + (3 + 2a + 4a^2)d1^117d2^3 + (0 + 3a + 4a^2)d1^118d2^3 + (4 + 0a + 3a^2)d1^119d2^3 + (0 + 1a + 1a^2)d1^120d2^3 + (4 + 4a + 1a^2)d1^121d2^3 + (0 + 1a + 2a^2)d1^122d2^3 + (4 + 3a + 1a^2)d1^123d2^3 + (4 + 1a + 2a^2)d1^124d2^3 + (1 + 4a + 4a^2)d1^125d2^3 + (1 + 4a + 3a^2)d1^126d2^3 + (4 + 3a + 1a^2)d1^127d2^3 + (0 + 0a + 2a^2)d1^128d2^3 + (2 + 2a + 0a^2)d1^129d2^3 + (2 + 4a + 4a^2)d1^130d2^3 + (2 + 4a + 2a^2)d1^131d2^3 + (2 + 4a + 2a^2)d1^132d2^3 + (4 + 0a + 2a^2)d1^133d2^3 + (4 + 0a + 3a^2)d1^134d2^3 + (4 + 3a + 0a^2)d1^135d2^3 + (1 + 4a + 1a^2)d1^137d2^3 + (4 + 2a + 0a^2)d1^138d2^3 + (3 + 2a + 4a^2)d1^139d2^3 + (0 + 4a + 1a^2)d1^140d2^3 + (1 + 4a + 4a^2)d1^141d2^3 + (1 + 1a + 1a^2)d1^142d2^3 + (3 + 4a + 2a^2)d1^143d2^3 + (4 + 0a + 3a^2)d1^144d2^3 + (0 + 4a + 3a^2)d1^145d2^3 + (3 + 3a + 0a^2)d1^146d2^3 + (3 + 2a + 4a^2)d1^148d2^3 + (0 + 4a + 3a^2)d1^149d2^3 + (3 + 4a + 2a^2)d1^150d2^3 + (2 + 2a + 1a^2)d1^151d2^3 + (4 + 0a + 4a^2)d1^152d2^3 + (1 + 1a + 0a^2)d1^153d2^3 + (2 + 2a + 1a^2)d1^154d2^3 + (3 + 2a + 0a^2)d1^155d2^3 + (0 + 4a + 4a^2)d1^156d2^3 + (2 + 1a + 1a^2)d1^157d2^3 + (4 + 3a + 2a^2)d1^158d2^3 + (1 + 0a + 4a^2)d1^159d2^3 + (0 + 1a + 0a^2)d1^160d2^3 + (2 + 4a + 3a^2)d1^161d2^3 + (1 + 3a + 4a^2)d1^162d2^3 + (0 + 3a + 1a^2)d1^163d2^3 + (3 + 4a + 4a^2)d1^164d2^3 + (2 + 3a + 2a^2)d1^165d2^3 + (3 + 2a + 2a^2)d1^166d2^3 + (2 + 2a + 0a^2)d1^167d2^3 + (1 + 2a + 3a^2)d1^168d2^3 + (0 + 4a + 1a^2)d1^169d2^3 + (4 + 0a + 3a^2)d1^170d2^3 + (1 + 3a + 0a^2)d1^171d2^3 + (0 + 4a + 1a^2)d1^172d2^3 + (1 + 0a + 3a^2)d1^173d2^3 + (1 + 2a + 4a^2)d1^174d2^3 + (3 + 3a + 0a^2)d1^175d2^3 + (1 + 2a + 2a^2)d1^176d2^3 + (3 + 0a + 2a^2)d1^177d2^3 + (2 + 1a + 4a^2)d1^178d2^3 + (4 + 3a + 3a^2)d1^179d2^3 + (0 + 4a + 3a^2)d1^180d2^3 + (4 + 1a + 0a^2)d1^181d2^3 + (1 + 2a + 1a^2)d1^182d2^3 + (1 + 2a + 2a^2)d1^183d2^3 + (4 + 4a + 1a^2)d1^184d2^3 + (0 + 1a + 3a^2)d1^185d2^3 + (0 + 3a + 0a^2)d1^186d2^3 + (4 + 3a + 4a^2)d1^187d2^3 + (4 + 4a + 1a^2)d1^188d2^3 + (0 + 2a + 3a^2)d1^189d2^3 + (4 + 1a + 0a^2)d1^190d2^3 + (3 + 3a + 2a^2)d1^191d2^3 + (3 + 2a + 1a^2)d1^192d2^3 + (1 + 2a + 1a^2)d1^193d2^3 + (0 + 2a + 1a^2)d1^194d2^3 + (3 + 4a + 4a^2)d1^195d2^3 + (4 + 2a + 1a^2)d1^196d2^3 + (1 + 4a + 0a^2)d1^197d2^3 + (4 + 0a + 4a^2)d1^198d2^3 + (4 + 3a + 4a^2)d1^199d2^3 + (1 + 0a + 4a^2)d1^200d2^3 + (3 + 4a + 3a^2)d1^201d2^3 + (1 + 3a + 3a^2)d1^202d2^3 + (2 + 4a + 4a^2)d1^203d2^3 + (0 + 4a + 4a^2)d1^204d2^3 + (0 + 4a + 1a^2)d1^205d2^3 + (1 + 0a + 2a^2)d1^206d2^3 + (4 + 0a + 3a^2)d1^207d2^3 + (4 + 0a + 2a^2)d1^208d2^3 + (2 + 4a + 1a^2)d1^209d2^3 + (2 + 0a + 0a^2)d1^210d2^3 + (3 + 2a + 0a^2)d1^211d2^3 + (1 + 4a + 3a^2)d1^212d2^3 + (3 + 3a + 2a^2)d1^213d2^3 + (1 + 0a + 2a^2)d1^214d2^3 + (4 + 1a + 0a^2)d1^215d2^3 + (4 + 0a + 0a^2)d1^216d2^3 + (0 + 1a + 0a^2)d1^217d2^3 + (2 + 4a + 1a^2)d1^218d2^3 + (4 + 3a + 4a^2)d1^219d2^3 + (2 + 1a + 4a^2)d1^220d2^3 + (4 + 4a + 4a^2)d1^221d2^3 + (2 + 0a + 3a^2)d1^222d2^3 + (2 + 1a + 4a^2)d1^223d2^3 + (2 + 4a + 3a^2)d1^224d2^3 + (3 + 0a + 1a^2)d1^225d2^3 + (1 + 3a + 4a^2)d1^226d2^3 + (3 + 3a + 0a^2)d1^227d2^3 + (0 + 4a + 2a^2)d1^228d2^3 + (0 + 3a + 4a^2)d1^229d2^3 + (4 + 4a + 0a^2)d1^230d2^3 + (0 + 1a + 3a^2)d1^231d2^3 + (3 + 3a + 1a^2)d1^232d2^3 + (3 + 4a + 3a^2)d1^233d2^3 + (3 + 3a + 3a^2)d1^234d2^3 + (3 + 0a + 2a^2)d1^235d2^3 + (3 + 1a + 2a^2)d1^236d2^3 + (4 + 3a + 0a^2)d1^237d2^3 + (2 + 0a + 0a^2)d1^238d2^3 + (0 + 1a + 2a^2)d1^239d2^3 + (1 + 0a + 0a^2)d1^240d2^3 + (1 + 1a + 4a^2)d1^241d2^3 + (1 + 2a + 3a^2)d1^242d2^3 + (3 + 4a + 2a^2)d1^243d2^3 + (0 + 0a + 1a^2)d1^244d2^3 + (3 + 3a + 1a^2)d1^245d2^3 + (4 + 1a + 0a^2)d1^246d2^3 + (4 + 4a + 1a^2)d1^248d2^3 + (2 + 0a + 0a^2)d1^249d2^3 + (4 + 2a + 1a^2)d1^250d2^3 + (3 + 1a + 2a^2)d1^251d2^3 + (1 + 3a + 0a^2)d1^252d2^3 + (3 + 3a + 4a^2)d1^253d2^3 + (1 + 1a + 1a^2)d1^254d2^3 + (4 + 4a + 3a^2)d1^255d2^3 + (1 + 2a + 3a^2)d1^256d2^3 + (3 + 1a + 4a^2)d1^257d2^3 + (3 + 2a + 1a^2)d1^258d2^3 + (4 + 3a + 3a^2)d1^259d2^3 + (1 + 0a + 1a^2)d1^260d2^3 + (2 + 3a + 2a^2)d1^261d2^3 + (3 + 4a + 1a^2)d1^262d2^3 + (3 + 1a + 3a^2)d1^263d2^3 + (2 + 4a + 1a^2)d1^264d2^3 + (3 + 2a + 0a^2)d1^265d2^3 + (3 + 2a + 1a^2)d1^266d2^3 + (2 + 3a + 1a^2)d1^267d2^3 + (0 + 2a + 4a^2)d1^268d2^3 + (0 + 4a + 2a^2)d1^269d2^3 + (2 + 4a + 0a^2)d1^270d2^3 + (3 + 2a + 3a^2)d1^271d2^3 + (1 + 1a + 2a^2)d1^272d2^3 + (4 + 0a + 4a^2)d1^273d2^3 + (4 + 0a + 4a^2)d1^274d2^3 + (4 + 3a + 0a^2)d1^275d2^3 + (1 + 1a + 4a^2)d1^276d2^3 + (0 + 1a + 4a^2)d1^277d2^3 + (0 + 1a + 1a^2)d1^278d2^3 + (0 + 3a + 2a^2)d1^279d2^3 + (4 + 4a + 3a^2)d1^280d2^3 + (1 + 4a + 1a^2)d1^281d2^3 + (0 + 2a + 3a^2)d1^282d2^3 + (1 + 0a + 1a^2)d1^283d2^3 + (2 + 1a + 2a^2)d1^284d2^3 + (4 + 1a + 3a^2)d1^285d2^3 + (3 + 1a + 3a^2)d1^286d2^3 + (0 + 4a + 0a^2)d1^287d2^3 + (4 + 3a + 2a^2)d1^288d2^3 + (2 + 0a + 1a^2)d1^289d2^3 + (1 + 1a + 0a^2)d1^290d2^3 + (1 + 0a + 0a^2)d1^291d2^3 + (3 + 0a + 1a^2)d1^292d2^3 + (3 + 0a + 2a^2)d1^293d2^3 + (3 + 4a + 3a^2)d2^4 + (4 + 2a + 4a^2)d1^1d2^4 + (3 + 3a + 1a^2)d1^2d2^4 + (2 + 2a + 3a^2)d1^3d2^4 + (2 + 0a + 1a^2)d1^4d2^4 + (1 + 1a + 0a^2)d1^5d2^4 + (2 + 4a + 2a^2)d1^6d2^4 + (0 + 0a + 1a^2)d1^7d2^4 + (1 + 2a + 0a^2)d1^8d2^4 + (0 + 4a + 0a^2)d1^9d2^4 + (4 + 3a + 0a^2)d1^10d2^4 + (2 + 1a + 3a^2)d1^11d2^4 + (4 + 2a + 3a^2)d1^12d2^4 + (0 + 1a + 3a^2)d1^13d2^4 + (2 + 4a + 3a^2)d1^14d2^4 + (3 + 0a + 0a^2)d1^16d2^4 + (1 + 3a + 3a^2)d1^17d2^4 + (2 + 1a + 0a^2)d1^18d2^4 + (4 + 3a + 2a^2)d1^19d2^4 + (4 + 0a + 1a^2)d1^21d2^4 + (4 + 2a + 0a^2)d1^22d2^4 + (4 + 1a + 2a^2)d1^23d2^4 + (0 + 1a + 0a^2)d1^24d2^4 + (0 + 2a + 1a^2)d1^25d2^4 + (3 + 2a + 1a^2)d1^26d2^4 + (1 + 2a + 1a^2)d1^27d2^4 + (3 + 1a + 0a^2)d1^28d2^4 + (4 + 1a + 0a^2)d1^29d2^4 + (1 + 1a + 1a^2)d1^30d2^4 + (0 + 3a + 0a^2)d1^31d2^4 + (4 + 1a + 4a^2)d1^32d2^4 + (1 + 0a + 1a^2)d1^33d2^4 + (1 + 4a + 1a^2)d1^34d2^4 + (3 + 3a + 4a^2)d1^35d2^4 + (4 + 2a + 4a^2)d1^36d2^4 + (0 + 0a + 3a^2)d1^37d2^4 + (2 + 4a + 2a^2)d1^38d2^4 + (2 + 0a + 2a^2)d1^39d2^4 + (4 + 3a + 4a^2)d1^40d2^4 + (1 + 1a + 1a^2)d1^41d2^4 + (0 + 1a + 1a^2)d1^42d2^4 + (1 + 3a + 0a^2)d1^43d2^4 + (3 + 3a + 3a^2)d1^44d2^4 + (3 + 0a + 4a^2)d1^45d2^4 + (3 + 2a + 3a^2)d1^46d2^4 + (1 + 1a + 3a^2)d1^47d2^4 + (1 + 2a + 3a^2)d1^48d2^4 + (1 + 2a + 4a^2)d1^49d2^4 + (2 + 0a + 1a^2)d1^50d2^4 + (4 + 0a + 0a^2)d1^51d2^4 + (1 + 3a + 3a^2)d1^52d2^4 + (3 + 1a + 0a^2)d1^53d2^4 + (4 + 1a + 2a^2)d1^54d2^4 + (4 + 2a + 4a^2)d1^55d2^4 + (2 + 4a + 1a^2)d1^56d2^4 + (1 + 2a + 0a^2)d1^57d2^4 + (2 + 3a + 3a^2)d1^58d2^4 + (2 + 3a + 0a^2)d1^59d2^4 + (3 + 4a + 4a^2)d1^60d2^4 + (2 + 2a + 0a^2)d1^61d2^4 + (3 + 0a + 0a^2)d1^62d2^4 + (4 + 4a + 3a^2)d1^63d2^4 + (3 + 3a + 3a^2)d1^64d2^4 + (3 + 0a + 1a^2)d1^65d2^4 + (1 + 3a + 1a^2)d1^66d2^4 + (0 + 1a + 0a^2)d1^67d2^4 + (0 + 4a + 4a^2)d1^68d2^4 + (1 + 1a + 0a^2)d1^69d2^4 + (4 + 2a + 3a^2)d1^70d2^4 + (0 + 0a + 2a^2)d1^71d2^4 + (1 + 3a + 0a^2)d1^72d2^4 + (1 + 4a + 2a^2)d1^73d2^4 + (2 + 1a + 2a^2)d1^74d2^4 + (1 + 1a + 2a^2)d1^75d2^4 + (3 + 1a + 4a^2)d1^76d2^4 + (1 + 3a + 4a^2)d1^77d2^4 + (4 + 3a + 1a^2)d1^78d2^4 + (2 + 0a + 0a^2)d1^79d2^4 + (2 + 4a + 4a^2)d1^80d2^4 + (4 + 1a + 4a^2)d1^81d2^4 + (0 + 4a + 4a^2)d1^82d2^4 + (0 + 2a + 1a^2)d1^83d2^4 + (4 + 2a + 1a^2)d1^84d2^4 + (4 + 1a + 1a^2)d1^85d2^4 + (3 + 2a + 3a^2)d1^86d2^4 + (4 + 1a + 4a^2)d1^87d2^4 + (3 + 0a + 2a^2)d1^88d2^4 + (1 + 0a + 4a^2)d1^89d2^4 + (1 + 0a + 3a^2)d1^90d2^4 + (4 + 0a + 1a^2)d1^91d2^4 + (4 + 2a + 2a^2)d1^92d2^4 + (1 + 1a + 1a^2)d1^93d2^4 + (2 + 4a + 3a^2)d1^94d2^4 + (0 + 4a + 4a^2)d1^95d2^4 + (4 + 1a + 3a^2)d1^96d2^4 + (1 + 1a + 4a^2)d1^97d2^4 + (4 + 1a + 4a^2)d1^98d2^4 + (3 + 3a + 4a^2)d1^99d2^4 + (0 + 1a + 1a^2)d1^100d2^4 + (3 + 0a + 1a^2)d1^101d2^4 + (0 + 4a + 1a^2)d1^102d2^4 + (1 + 1a + 4a^2)d1^103d2^4 + (4 + 3a + 3a^2)d1^104d2^4 + (4 + 2a + 3a^2)d1^105d2^4 + (0 + 2a + 0a^2)d1^106d2^4 + (4 + 3a + 2a^2)d1^107d2^4 + (0 + 4a + 2a^2)d1^108d2^4 + (2 + 1a + 4a^2)d1^109d2^4 + (1 + 0a + 2a^2)d1^110d2^4 + (1 + 1a + 3a^2)d1^111d2^4 + (4 + 1a + 3a^2)d1^112d2^4 + (3 + 0a + 3a^2)d1^113d2^4 + (2 + 1a + 1a^2)d1^114d2^4 + (1 + 0a + 3a^2)d1^115d2^4 + (3 + 4a + 4a^2)d1^116d2^4 + (0 + 3a + 4a^2)d1^117d2^4 + (0 + 2a + 2a^2)d1^118d2^4 + (3 + 1a + 1a^2)d1^119d2^4 + (3 + 0a + 0a^2)d1^120d2^4 + (3 + 4a + 3a^2)d1^121d2^4 + (4 + 3a + 3a^2)d1^122d2^4 + (2 + 4a + 2a^2)d1^123d2^4 + (2 + 2a + 2a^2)d1^125d2^4 + (0 + 2a + 0a^2)d1^126d2^4 + (0 + 1a + 3a^2)d1^127d2^4 + (0 + 2a + 3a^2)d1^128d2^4 + (4 + 4a + 4a^2)d1^129d2^4 + (1 + 1a + 2a^2)d1^130d2^4 + (3 + 1a + 1a^2)d1^131d2^4 + (0 + 4a + 1a^2)d1^132d2^4 + (2 + 0a + 2a^2)d1^133d2^4 + (3 + 3a + 3a^2)d1^134d2^4 + (1 + 2a + 4a^2)d1^135d2^4 + (3 + 3a + 0a^2)d1^136d2^4 + (3 + 0a + 2a^2)d1^137d2^4 + (3 + 3a + 3a^2)d1^138d2^4 + (0 + 2a + 0a^2)d1^139d2^4 + (2 + 2a + 2a^2)d1^140d2^4 + (4 + 3a + 1a^2)d1^141d2^4 + (3 + 4a + 0a^2)d1^142d2^4 + (2 + 0a + 2a^2)d1^143d2^4 + (1 + 4a + 2a^2)d1^144d2^4 + (3 + 3a + 1a^2)d1^145d2^4 + (0 + 0a + 3a^2)d1^146d2^4 + (3 + 1a + 1a^2)d1^147d2^4 + (2 + 4a + 0a^2)d1^148d2^4 + (0 + 1a + 0a^2)d1^149d2^4 + (0 + 1a + 1a^2)d1^150d2^4 + (0 + 3a + 3a^2)d1^151d2^4 + (2 + 3a + 4a^2)d1^152d2^4 + (2 + 2a + 1a^2)d1^153d2^4 + (2 + 4a + 4a^2)d1^154d2^4 + (1 + 2a + 2a^2)d1^155d2^4 + (3 + 0a + 4a^2)d1^156d2^4 + (4 + 4a + 4a^2)d1^157d2^4 + (4 + 3a + 0a^2)d1^158d2^4 + (1 + 3a + 2a^2)d1^159d2^4 + (4 + 0a + 4a^2)d1^160d2^4 + (4 + 4a + 1a^2)d1^161d2^4 + (0 + 1a + 0a^2)d1^162d2^4 + (1 + 1a + 0a^2)d1^163d2^4 + (2 + 1a + 2a^2)d1^164d2^4 + (3 + 0a + 0a^2)d1^165d2^4 + (1 + 1a + 2a^2)d1^166d2^4 + (0 + 2a + 0a^2)d1^167d2^4 + (0 + 0a + 3a^2)d1^168d2^4 + (0 + 2a + 0a^2)d1^169d2^4 + (1 + 3a + 1a^2)d1^170d2^4 + (2 + 1a + 3a^2)d1^171d2^4 + (1 + 0a + 4a^2)d1^172d2^4 + (1 + 1a + 2a^2)d1^173d2^4 + (1 + 2a + 4a^2)d1^174d2^4 + (2 + 4a + 4a^2)d1^175d2^4 + (4 + 2a + 3a^2)d1^176d2^4 + (1 + 0a + 2a^2)d1^177d2^4 + (3 + 2a + 3a^2)d1^178d2^4 + (2 + 4a + 2a^2)d1^179d2^4 + (4 + 4a + 2a^2)d1^180d2^4 + (1 + 3a + 2a^2)d1^181d2^4 + (0 + 2a + 3a^2)d1^182d2^4 + (2 + 2a + 3a^2)d1^183d2^4 + (4 + 4a + 2a^2)d1^184d2^4 + (3 + 1a + 0a^2)d1^185d2^4 + (1 + 4a + 2a^2)d1^186d2^4 + (1 + 2a + 4a^2)d1^187d2^4 + (0 + 2a + 4a^2)d1^188d2^4 + (3 + 3a + 1a^2)d1^189d2^4 + (1 + 4a + 2a^2)d1^190d2^4 + (0 + 1a + 2a^2)d1^191d2^4 + (2 + 3a + 1a^2)d1^192d2^4 + (1 + 1a + 0a^2)d1^193d2^4 + (3 + 2a + 1a^2)d1^194d2^4 + (3 + 2a + 0a^2)d1^195d2^4 + (3 + 0a + 2a^2)d1^196d2^4 + (2 + 0a + 2a^2)d1^197d2^4 + (4 + 3a + 0a^2)d1^198d2^4 + (3 + 2a + 3a^2)d1^199d2^4 + (1 + 4a + 2a^2)d1^200d2^4 + (3 + 1a + 1a^2)d1^201d2^4 + (1 + 2a + 3a^2)d1^202d2^4 + (1 + 1a + 4a^2)d1^203d2^4 + (3 + 0a + 1a^2)d1^204d2^4 + (4 + 1a + 4a^2)d1^205d2^4 + (2 + 3a + 4a^2)d1^206d2^4 + (0 + 4a + 1a^2)d1^207d2^4 + (0 + 3a + 4a^2)d1^208d2^4 + (2 + 0a + 2a^2)d1^209d2^4 + (0 + 4a + 3a^2)d1^210d2^4 + (0 + 3a + 1a^2)d1^211d2^4 + (3 + 4a + 1a^2)d1^212d2^4 + (2 + 0a + 0a^2)d1^213d2^4 + (2 + 4a + 1a^2)d1^215d2^4 + (3 + 2a + 1a^2)d1^216d2^4 + (2 + 0a + 4a^2)d1^217d2^4 + (3 + 4a + 0a^2)d1^218d2^4 + (4 + 0a + 2a^2)d1^219d2^4 + (3 + 0a + 3a^2)d1^220d2^4 + (1 + 0a + 4a^2)d1^221d2^4 + (2 + 0a + 4a^2)d1^222d2^4 + (3 + 1a + 3a^2)d1^223d2^4 + (4 + 4a + 0a^2)d1^224d2^4 + (4 + 2a + 1a^2)d1^225d2^4 + (1 + 4a + 4a^2)d1^226d2^4 + (4 + 0a + 2a^2)d1^227d2^4 + (2 + 4a + 2a^2)d1^228d2^4 + (3 + 2a + 1a^2)d1^229d2^4 + (4 + 2a + 2a^2)d1^230d2^4 + (1 + 3a + 2a^2)d1^231d2^4 + (4 + 3a + 0a^2)d1^232d2^4 + (4 + 1a + 3a^2)d1^233d2^4 + (0 + 0a + 1a^2)d1^234d2^4 + (2 + 4a + 4a^2)d1^235d2^4 + (0 + 1a + 0a^2)d1^236d2^4 + (0 + 3a + 3a^2)d1^237d2^4 + (4 + 1a + 0a^2)d1^238d2^4 + (0 + 3a + 4a^2)d1^239d2^4 + (3 + 2a + 2a^2)d1^240d2^4 + (4 + 1a + 0a^2)d1^241d2^4 + (1 + 3a + 3a^2)d1^242d2^4 + (0 + 0a + 3a^2)d1^243d2^4 + (3 + 4a + 0a^2)d1^244d2^4 + (4 + 2a + 3a^2)d1^245d2^4 + (1 + 2a + 1a^2)d1^246d2^4 + (4 + 0a + 1a^2)d1^247d2^4 + (4 + 4a + 1a^2)d1^248d2^4 + (0 + 3a + 1a^2)d1^249d2^4 + (3 + 1a + 4a^2)d1^250d2^4 + (0 + 0a + 1a^2)d1^251d2^4 + (0 + 2a + 1a^2)d1^252d2^4 + (3 + 0a + 2a^2)d1^253d2^4 + (3 + 0a + 0a^2)d1^254d2^4 + (0 + 2a + 3a^2)d1^255d2^4 + (2 + 0a + 4a^2)d1^256d2^4 + (4 + 1a + 1a^2)d1^257d2^4 + (2 + 1a + 1a^2)d1^258d2^4 + (2 + 4a + 2a^2)d1^259d2^4 + (1 + 2a + 0a^2)d1^260d2^4 + (4 + 0a + 0a^2)d1^261d2^4 + (1 + 0a + 2a^2)d1^262d2^4 + (0 + 1a + 0a^2)d1^263d2^4 + (2 + 2a + 1a^2)d1^264d2^4 + (1 + 4a + 3a^2)d1^265d2^4 + (1 + 3a + 3a^2)d1^266d2^4 + (3 + 3a + 1a^2)d1^267d2^4 + (2 + 1a + 3a^2)d1^268d2^4 + (1 + 4a + 3a^2)d1^269d2^4 + (0 + 4a + 2a^2)d1^270d2^4 + (3 + 3a + 0a^2)d1^271d2^4 + (1 + 4a + 3a^2)d1^272d2^4 + (0 + 1a + 0a^2)d1^274d2^4 + (4 + 0a + 4a^2)d1^275d2^4 + (3 + 3a + 4a^2)d1^276d2^4 + (4 + 3a + 0a^2)d1^277d2^4 + (0 + 0a + 3a^2)d1^278d2^4 + (4 + 2a + 1a^2)d1^279d2^4 + (2 + 1a + 3a^2)d1^280d2^4 + (4 + 4a + 0a^2)d1^281d2^4 + (4 + 3a + 0a^2)d1^282d2^4 + (1 + 4a + 2a^2)d1^283d2^4 + (4 + 4a + 2a^2)d1^284d2^4 + (4 + 2a + 3a^2)d1^285d2^4 + (3 + 2a + 4a^2)d1^286d2^4 + (1 + 0a + 2a^2)d1^287d2^4 + (0 + 1a + 0a^2)d1^288d2^4 + (3 + 3a + 4a^2)d1^289d2^4 + (0 + 4a + 4a^2)d1^290d2^4 + (1 + 2a + 3a^2)d1^291d2^4 + (2 + 0a + 2a^2)d1^292d2^4 + (4 + 4a + 0a^2)d1^293d2^4 + (1 + 3a + 0a^2)d2^5 + (1 + 3a + 4a^2)d1^1d2^5 + (3 + 0a + 1a^2)d1^2d2^5 + (0 + 2a + 3a^2)d1^3d2^5 + (0 + 0a + 2a^2)d1^4d2^5 + (0 + 3a + 3a^2)d1^5d2^5 + (3 + 2a + 0a^2)d1^6d2^5 + (0 + 0a + 3a^2)d1^7d2^5 + (0 + 2a + 1a^2)d1^8d2^5 + (2 + 2a + 4a^2)d1^9d2^5 + (0 + 2a + 0a^2)d1^10d2^5 + (4 + 4a + 3a^2)d1^11d2^5 + (4 + 0a + 2a^2)d1^12d2^5 + (1 + 1a + 2a^2)d1^13d2^5 + (1 + 3a + 1a^2)d1^14d2^5 + (1 + 2a + 2a^2)d1^15d2^5 + (4 + 4a + 1a^2)d1^16d2^5 + (0 + 2a + 0a^2)d1^17d2^5 + (2 + 2a + 3a^2)d1^18d2^5 + (2 + 2a + 1a^2)d1^19d2^5 + (0 + 3a + 0a^2)d1^20d2^5 + (3 + 4a + 2a^2)d1^21d2^5 + (0 + 2a + 2a^2)d1^22d2^5 + (3 + 0a + 2a^2)d1^23d2^5 + (0 + 1a + 1a^2)d1^24d2^5 + (1 + 2a + 3a^2)d1^25d2^5 + (4 + 2a + 1a^2)d1^26d2^5 + (4 + 0a + 0a^2)d1^27d2^5 + (4 + 4a + 3a^2)d1^28d2^5 + (0 + 0a + 3a^2)d1^29d2^5 + (2 + 2a + 4a^2)d1^30d2^5 + (2 + 1a + 2a^2)d1^31d2^5 + (0 + 1a + 3a^2)d1^32d2^5 + (2 + 3a + 0a^2)d1^33d2^5 + (1 + 4a + 2a^2)d1^34d2^5 + (3 + 4a + 4a^2)d1^35d2^5 + (0 + 1a + 2a^2)d1^36d2^5 + (3 + 0a + 3a^2)d1^37d2^5 + (1 + 0a + 3a^2)d1^38d2^5 + (0 + 0a + 2a^2)d1^39d2^5 + (4 + 0a + 3a^2)d1^40d2^5 + (0 + 2a + 0a^2)d1^41d2^5 + (2 + 0a + 4a^2)d1^42d2^5 + (4 + 2a + 0a^2)d1^43d2^5 + (4 + 2a + 1a^2)d1^44d2^5 + (4 + 1a + 2a^2)d1^45d2^5 + (2 + 2a + 4a^2)d1^46d2^5 + (4 + 3a + 2a^2)d1^47d2^5 + (4 + 4a + 2a^2)d1^48d2^5 + (0 + 2a + 3a^2)d1^49d2^5 + (4 + 0a + 3a^2)d1^50d2^5 + (4 + 0a + 2a^2)d1^51d2^5 + (0 + 3a + 0a^2)d1^52d2^5 + (1 + 3a + 1a^2)d1^53d2^5 + (3 + 0a + 0a^2)d1^54d2^5 + (1 + 0a + 3a^2)d1^55d2^5 + (0 + 2a + 2a^2)d1^56d2^5 + (4 + 3a + 3a^2)d1^57d2^5 + (4 + 0a + 2a^2)d1^58d2^5 + (0 + 0a + 4a^2)d1^59d2^5 + (4 + 3a + 4a^2)d1^60d2^5 + (3 + 2a + 3a^2)d1^61d2^5 + (0 + 3a + 1a^2)d1^62d2^5 + (3 + 0a + 2a^2)d1^63d2^5 + (4 + 3a + 0a^2)d1^64d2^5 + (3 + 1a + 1a^2)d1^65d2^5 + (4 + 4a + 3a^2)d1^66d2^5 + (4 + 0a + 4a^2)d1^67d2^5 + (1 + 3a + 4a^2)d1^68d2^5 + (2 + 3a + 1a^2)d1^69d2^5 + (4 + 1a + 2a^2)d1^70d2^5 + (1 + 2a + 1a^2)d1^71d2^5 + (1 + 4a + 0a^2)d1^72d2^5 + (3 + 3a + 4a^2)d1^73d2^5 + (2 + 2a + 2a^2)d1^74d2^5 + (3 + 1a + 4a^2)d1^75d2^5 + (4 + 2a + 1a^2)d1^76d2^5 + (0 + 4a + 1a^2)d1^77d2^5 + (1 + 0a + 4a^2)d1^78d2^5 + (3 + 0a + 4a^2)d1^79d2^5 + (0 + 3a + 3a^2)d1^80d2^5 + (0 + 4a + 3a^2)d1^81d2^5 + (2 + 1a + 1a^2)d1^82d2^5 + (3 + 0a + 2a^2)d1^83d2^5 + (4 + 1a + 3a^2)d1^84d2^5 + (3 + 0a + 0a^2)d1^85d2^5 + (0 + 2a + 2a^2)d1^86d2^5 + (0 + 1a + 4a^2)d1^87d2^5 + (4 + 1a + 4a^2)d1^88d2^5 + (3 + 3a + 2a^2)d1^89d2^5 + (0 + 2a + 2a^2)d1^90d2^5 + (1 + 0a + 0a^2)d1^91d2^5 + (3 + 1a + 0a^2)d1^92d2^5 + (3 + 1a + 1a^2)d1^93d2^5 + (1 + 4a + 1a^2)d1^94d2^5 + (2 + 3a + 1a^2)d1^95d2^5 + (1 + 2a + 1a^2)d1^96d2^5 + (0 + 0a + 2a^2)d1^97d2^5 + (1 + 3a + 4a^2)d1^98d2^5 + (4 + 0a + 3a^2)d1^99d2^5 + (4 + 1a + 0a^2)d1^100d2^5 + (1 + 1a + 0a^2)d1^101d2^5 + (3 + 1a + 0a^2)d1^102d2^5 + (0 + 0a + 1a^2)d1^103d2^5 + (0 + 2a + 1a^2)d1^104d2^5 + (0 + 0a + 4a^2)d1^105d2^5 + (3 + 4a + 2a^2)d1^106d2^5 + (0 + 2a + 2a^2)d1^107d2^5 + (3 + 4a + 4a^2)d1^108d2^5 + (4 + 1a + 3a^2)d1^109d2^5 + (2 + 0a + 2a^2)d1^110d2^5 + (2 + 4a + 4a^2)d1^111d2^5 + (4 + 0a + 1a^2)d1^112d2^5 + (0 + 4a + 3a^2)d1^113d2^5 + (0 + 4a + 0a^2)d1^114d2^5 + (2 + 0a + 1a^2)d1^115d2^5 + (2 + 4a + 1a^2)d1^116d2^5 + (3 + 1a + 1a^2)d1^117d2^5 + (0 + 2a + 1a^2)d1^118d2^5 + (0 + 1a + 0a^2)d1^119d2^5 + (2 + 4a + 4a^2)d1^120d2^5 + (0 + 3a + 2a^2)d1^121d2^5 + (4 + 0a + 4a^2)d1^122d2^5 + (0 + 3a + 1a^2)d1^123d2^5 + (1 + 4a + 3a^2)d1^124d2^5 + (4 + 2a + 0a^2)d1^125d2^5 + (2 + 4a + 0a^2)d1^126d2^5 + (2 + 4a + 2a^2)d1^127d2^5 + (3 + 4a + 0a^2)d1^128d2^5 + (2 + 2a + 2a^2)d1^129d2^5 + (1 + 0a + 2a^2)d1^130d2^5 + (0 + 1a + 1a^2)d1^131d2^5 + (1 + 3a + 3a^2)d1^132d2^5 + (2 + 2a + 3a^2)d1^133d2^5 + (1 + 4a + 2a^2)d1^134d2^5 + (3 + 4a + 0a^2)d1^135d2^5 + (3 + 0a + 0a^2)d1^136d2^5 + (4 + 2a + 3a^2)d1^137d2^5 + (4 + 4a + 4a^2)d1^138d2^5 + (0 + 1a + 3a^2)d1^139d2^5 + (2 + 1a + 1a^2)d1^140d2^5 + (0 + 4a + 4a^2)d1^141d2^5 + (3 + 3a + 4a^2)d1^142d2^5 + (1 + 2a + 1a^2)d1^143d2^5 + (2 + 4a + 0a^2)d1^144d2^5 + (3 + 3a + 0a^2)d1^145d2^5 + (1 + 0a + 3a^2)d1^146d2^5 + (4 + 2a + 1a^2)d1^147d2^5 + (3 + 0a + 4a^2)d1^148d2^5 + (1 + 0a + 0a^2)d1^149d2^5 + (0 + 1a + 0a^2)d1^150d2^5 + (4 + 0a + 2a^2)d1^151d2^5 + (3 + 3a + 3a^2)d1^152d2^5 + (4 + 1a + 1a^2)d1^153d2^5 + (0 + 4a + 3a^2)d1^154d2^5 + (1 + 2a + 0a^2)d1^155d2^5 + (2 + 3a + 2a^2)d1^156d2^5 + (1 + 2a + 0a^2)d1^157d2^5 + (3 + 3a + 0a^2)d1^158d2^5 + (2 + 2a + 3a^2)d1^159d2^5 + (3 + 1a + 1a^2)d1^160d2^5 + (3 + 2a + 3a^2)d1^161d2^5 + (3 + 3a + 2a^2)d1^162d2^5 + (2 + 3a + 1a^2)d1^163d2^5 + (2 + 3a + 1a^2)d1^164d2^5 + (0 + 2a + 1a^2)d1^165d2^5 + (3 + 4a + 1a^2)d1^166d2^5 + (2 + 1a + 4a^2)d1^167d2^5 + (0 + 0a + 2a^2)d1^168d2^5 + (3 + 2a + 2a^2)d1^169d2^5 + (2 + 0a + 1a^2)d1^170d2^5 + (4 + 4a + 2a^2)d1^171d2^5 + (1 + 1a + 4a^2)d1^172d2^5 + (2 + 3a + 0a^2)d1^173d2^5 + (0 + 2a + 1a^2)d1^174d2^5 + (1 + 3a + 0a^2)d1^175d2^5 + (2 + 1a + 2a^2)d1^176d2^5 + (4 + 3a + 4a^2)d1^177d2^5 + (3 + 4a + 1a^2)d1^178d2^5 + (1 + 2a + 1a^2)d1^179d2^5 + (4 + 2a + 4a^2)d1^180d2^5 + (2 + 1a + 0a^2)d1^181d2^5 + (1 + 1a + 3a^2)d1^182d2^5 + (3 + 1a + 4a^2)d1^183d2^5 + (1 + 1a + 1a^2)d1^184d2^5 + (2 + 2a + 0a^2)d1^185d2^5 + (3 + 1a + 0a^2)d1^186d2^5 + (3 + 2a + 4a^2)d1^187d2^5 + (3 + 1a + 1a^2)d1^188d2^5 + (2 + 2a + 0a^2)d1^189d2^5 + (3 + 0a + 0a^2)d1^190d2^5 + (3 + 0a + 3a^2)d1^191d2^5 + (2 + 3a + 1a^2)d1^192d2^5 + (1 + 2a + 0a^2)d1^193d2^5 + (1 + 4a + 4a^2)d1^194d2^5 + (0 + 4a + 2a^2)d1^195d2^5 + (0 + 0a + 3a^2)d1^196d2^5 + (3 + 2a + 0a^2)d1^197d2^5 + (2 + 4a + 4a^2)d1^198d2^5 + (4 + 3a + 1a^2)d1^199d2^5 + (1 + 4a + 2a^2)d1^200d2^5 + (4 + 3a + 0a^2)d1^201d2^5 + (2 + 2a + 0a^2)d1^202d2^5 + (1 + 0a + 4a^2)d1^203d2^5 + (3 + 4a + 0a^2)d1^204d2^5 + (4 + 3a + 2a^2)d1^205d2^5 + (0 + 0a + 3a^2)d1^206d2^5 + (1 + 1a + 4a^2)d1^207d2^5 + (1 + 3a + 0a^2)d1^208d2^5 + (4 + 2a + 1a^2)d1^209d2^5 + (4 + 2a + 2a^2)d1^210d2^5 + (2 + 1a + 0a^2)d1^211d2^5 + (3 + 1a + 0a^2)d1^212d2^5 + (0 + 1a + 2a^2)d1^213d2^5 + (1 + 1a + 0a^2)d1^214d2^5 + (4 + 4a + 1a^2)d1^215d2^5 + (4 + 0a + 2a^2)d1^216d2^5 + (2 + 0a + 3a^2)d1^217d2^5 + (1 + 0a + 2a^2)d1^218d2^5 + (0 + 1a + 0a^2)d1^219d2^5 + (3 + 3a + 0a^2)d1^220d2^5 + (2 + 1a + 4a^2)d1^221d2^5 + (3 + 0a + 3a^2)d1^222d2^5 + (0 + 2a + 0a^2)d1^223d2^5 + (0 + 4a + 1a^2)d1^224d2^5 + (0 + 1a + 3a^2)d1^225d2^5 + (1 + 2a + 4a^2)d1^226d2^5 + (1 + 3a + 1a^2)d1^227d2^5 + (2 + 2a + 1a^2)d1^228d2^5 + (0 + 2a + 4a^2)d1^229d2^5 + (3 + 2a + 3a^2)d1^230d2^5 + (0 + 2a + 1a^2)d1^231d2^5 + (4 + 1a + 0a^2)d1^232d2^5 + (4 + 2a + 2a^2)d1^233d2^5 + (2 + 1a + 1a^2)d1^234d2^5 + (1 + 3a + 3a^2)d1^235d2^5 + (0 + 2a + 0a^2)d1^236d2^5 + (3 + 3a + 0a^2)d1^237d2^5 + (0 + 2a + 0a^2)d1^238d2^5 + (1 + 3a + 0a^2)d1^239d2^5 + (1 + 3a + 2a^2)d1^240d2^5 + (3 + 1a + 0a^2)d1^241d2^5 + (0 + 1a + 0a^2)d1^242d2^5 + (3 + 0a + 4a^2)d1^243d2^5 + (4 + 3a + 4a^2)d1^244d2^5 + (2 + 3a + 1a^2)d1^245d2^5 + (3 + 4a + 1a^2)d1^246d2^5 + (0 + 2a + 1a^2)d1^247d2^5 + (3 + 4a + 4a^2)d1^248d2^5 + (3 + 0a + 4a^2)d1^249d2^5 + (1 + 3a + 4a^2)d1^250d2^5 + (4 + 2a + 4a^2)d1^251d2^5 + (0 + 4a + 1a^2)d1^252d2^5 + (4 + 3a + 0a^2)d1^253d2^5 + (1 + 3a + 2a^2)d1^254d2^5 + (2 + 1a + 4a^2)d1^255d2^5 + (0 + 1a + 4a^2)d1^256d2^5 + (0 + 2a + 0a^2)d1^257d2^5 + (3 + 1a + 3a^2)d1^258d2^5 + (1 + 4a + 4a^2)d1^259d2^5 + (0 + 3a + 2a^2)d1^260d2^5 + (0 + 0a + 4a^2)d1^261d2^5 + (1 + 4a + 4a^2)d1^262d2^5 + (1 + 0a + 0a^2)d1^263d2^5 + (0 + 4a + 4a^2)d1^264d2^5 + (1 + 3a + 0a^2)d1^265d2^5 + (3 + 1a + 2a^2)d1^266d2^5 + (4 + 0a + 3a^2)d1^267d2^5 + (0 + 4a + 4a^2)d1^268d2^5 + (2 + 4a + 4a^2)d1^269d2^5 + (0 + 4a + 3a^2)d1^270d2^5 + (3 + 0a + 4a^2)d1^271d2^5 + (4 + 4a + 0a^2)d1^272d2^5 + (2 + 0a + 4a^2)d1^273d2^5 + (0 + 2a + 2a^2)d1^274d2^5 + (0 + 2a + 2a^2)d1^275d2^5 + (0 + 0a + 4a^2)d1^276d2^5 + (0 + 4a + 3a^2)d1^277d2^5 + (2 + 3a + 0a^2)d1^278d2^5 + (1 + 1a + 3a^2)d1^279d2^5 + (4 + 3a + 1a^2)d1^280d2^5 + (0 + 2a + 3a^2)d1^281d2^5 + (1 + 0a + 3a^2)d1^282d2^5 + (2 + 4a + 2a^2)d1^283d2^5 + (1 + 0a + 3a^2)d1^284d2^5 + (2 + 4a + 3a^2)d1^285d2^5 + (0 + 2a + 0a^2)d1^286d2^5 + (0 + 4a + 3a^2)d1^287d2^5 + (4 + 4a + 3a^2)d1^288d2^5 + (3 + 2a + 1a^2)d1^289d2^5 + (4 + 1a + 2a^2)d1^290d2^5 + (4 + 0a + 2a^2)d1^291d2^5 + (2 + 4a + 1a^2)d1^292d2^5 + (1 + 2a + 3a^2)d1^293d2^5 + (3 + 3a + 3a^2)d2^6 + (4 + 2a + 4a^2)d1^1d2^6 + (0 + 3a + 1a^2)d1^2d2^6 + (2 + 3a + 3a^2)d1^3d2^6 + (4 + 1a + 3a^2)d1^4d2^6 + (2 + 0a + 3a^2)d1^5d2^6 + (0 + 3a + 3a^2)d1^6d2^6 + (2 + 3a + 2a^2)d1^7d2^6 + (1 + 1a + 3a^2)d1^8d2^6 + (2 + 2a + 0a^2)d1^9d2^6 + (3 + 3a + 4a^2)d1^10d2^6 + (3 + 1a + 1a^2)d1^11d2^6 + (1 + 0a + 2a^2)d1^12d2^6 + (2 + 0a + 0a^2)d1^13d2^6 + (2 + 1a + 0a^2)d1^14d2^6 + (2 + 1a + 3a^2)d1^15d2^6 + (0 + 3a + 2a^2)d1^16d2^6 + (2 + 0a + 2a^2)d1^17d2^6 + (1 + 0a + 1a^2)d1^18d2^6 + (1 + 0a + 3a^2)d1^19d2^6 + (1 + 2a + 3a^2)d1^20d2^6 + (0 + 2a + 3a^2)d1^21d2^6 + (1 + 1a + 3a^2)d1^22d2^6 + (4 + 0a + 2a^2)d1^23d2^6 + (4 + 0a + 0a^2)d1^24d2^6 + (2 + 1a + 4a^2)d1^25d2^6 + (4 + 2a + 4a^2)d1^26d2^6 + (4 + 4a + 1a^2)d1^27d2^6 + (3 + 0a + 1a^2)d1^28d2^6 + (3 + 1a + 3a^2)d1^29d2^6 + (0 + 1a + 0a^2)d1^30d2^6 + (4 + 2a + 3a^2)d1^31d2^6 + (3 + 2a + 0a^2)d1^32d2^6 + (1 + 2a + 1a^2)d1^33d2^6 + (4 + 3a + 1a^2)d1^34d2^6 + (3 + 3a + 1a^2)d1^35d2^6 + (2 + 1a + 1a^2)d1^36d2^6 + (4 + 1a + 1a^2)d1^37d2^6 + (0 + 4a + 0a^2)d1^38d2^6 + (3 + 3a + 4a^2)d1^39d2^6 + (1 + 2a + 1a^2)d1^40d2^6 + (3 + 1a + 0a^2)d1^41d2^6 + (4 + 0a + 1a^2)d1^42d2^6 + (2 + 3a + 4a^2)d1^43d2^6 + (2 + 4a + 4a^2)d1^44d2^6 + (4 + 3a + 1a^2)d1^45d2^6 + (4 + 0a + 0a^2)d1^46d2^6 + (4 + 1a + 2a^2)d1^47d2^6 + (0 + 3a + 4a^2)d1^48d2^6 + (3 + 1a + 4a^2)d1^49d2^6 + (0 + 2a + 4a^2)d1^50d2^6 + (2 + 4a + 2a^2)d1^51d2^6 + (0 + 0a + 4a^2)d1^52d2^6 + (4 + 1a + 4a^2)d1^53d2^6 + (1 + 1a + 4a^2)d1^54d2^6 + (3 + 2a + 2a^2)d1^55d2^6 + (2 + 2a + 2a^2)d1^56d2^6 + (4 + 3a + 1a^2)d1^57d2^6 + (1 + 4a + 1a^2)d1^58d2^6 + (4 + 4a + 2a^2)d1^59d2^6 + (0 + 0a + 2a^2)d1^60d2^6 + (2 + 2a + 0a^2)d1^61d2^6 + (3 + 3a + 0a^2)d1^62d2^6 + (0 + 1a + 3a^2)d1^63d2^6 + (4 + 2a + 1a^2)d1^64d2^6 + (1 + 2a + 2a^2)d1^65d2^6 + (3 + 3a + 0a^2)d1^66d2^6 + (1 + 1a + 2a^2)d1^67d2^6 + (4 + 1a + 1a^2)d1^68d2^6 + (2 + 3a + 3a^2)d1^69d2^6 + (4 + 2a + 2a^2)d1^70d2^6 + (4 + 4a + 1a^2)d1^71d2^6 + (2 + 3a + 4a^2)d1^72d2^6 + (0 + 0a + 1a^2)d1^73d2^6 + (4 + 0a + 4a^2)d1^74d2^6 + (4 + 4a + 0a^2)d1^75d2^6 + (2 + 0a + 3a^2)d1^76d2^6 + (4 + 3a + 4a^2)d1^77d2^6 + (4 + 3a + 2a^2)d1^78d2^6 + (2 + 1a + 3a^2)d1^79d2^6 + (2 + 2a + 2a^2)d1^80d2^6 + (3 + 2a + 3a^2)d1^81d2^6 + (0 + 2a + 1a^2)d1^82d2^6 + (4 + 0a + 0a^2)d1^83d2^6 + (3 + 2a + 3a^2)d1^84d2^6 + (4 + 1a + 0a^2)d1^85d2^6 + (2 + 2a + 3a^2)d1^86d2^6 + (2 + 4a + 2a^2)d1^87d2^6 + (2 + 2a + 4a^2)d1^88d2^6 + (4 + 2a + 3a^2)d1^89d2^6 + (1 + 2a + 2a^2)d1^90d2^6 + (0 + 4a + 0a^2)d1^91d2^6 + (3 + 0a + 3a^2)d1^92d2^6 + (1 + 3a + 1a^2)d1^94d2^6 + (2 + 3a + 2a^2)d1^95d2^6 + (3 + 4a + 1a^2)d1^96d2^6 + (4 + 0a + 4a^2)d1^97d2^6 + (0 + 1a + 0a^2)d1^98d2^6 + (3 + 1a + 3a^2)d1^99d2^6 + (0 + 1a + 1a^2)d1^100d2^6 + (1 + 3a + 0a^2)d1^101d2^6 + (2 + 1a + 2a^2)d1^102d2^6 + (1 + 1a + 2a^2)d1^103d2^6 + (4 + 3a + 4a^2)d1^104d2^6 + (4 + 3a + 0a^2)d1^105d2^6 + (4 + 3a + 0a^2)d1^106d2^6 + (2 + 4a + 0a^2)d1^107d2^6 + (4 + 4a + 1a^2)d1^108d2^6 + (3 + 0a + 4a^2)d1^109d2^6 + (4 + 3a + 0a^2)d1^110d2^6 + (1 + 0a + 3a^2)d1^111d2^6 + (2 + 3a + 3a^2)d1^112d2^6 + (3 + 1a + 1a^2)d1^113d2^6 + (1 + 4a + 0a^2)d1^114d2^6 + (3 + 3a + 3a^2)d1^115d2^6 + (4 + 4a + 2a^2)d1^116d2^6 + (0 + 1a + 1a^2)d1^117d2^6 + (0 + 1a + 2a^2)d1^118d2^6 + (4 + 2a + 1a^2)d1^119d2^6 + (3 + 3a + 1a^2)d1^120d2^6 + (2 + 1a + 2a^2)d1^121d2^6 + (4 + 1a + 0a^2)d1^122d2^6 + (4 + 1a + 1a^2)d1^123d2^6 + (0 + 4a + 1a^2)d1^124d2^6 + (4 + 4a + 3a^2)d1^125d2^6 + (3 + 4a + 2a^2)d1^126d2^6 + (4 + 3a + 1a^2)d1^127d2^6 + (4 + 0a + 1a^2)d1^128d2^6 + (1 + 3a + 3a^2)d1^129d2^6 + (3 + 3a + 1a^2)d1^130d2^6 + (3 + 4a + 4a^2)d1^131d2^6 + (2 + 3a + 0a^2)d1^132d2^6 + (0 + 2a + 0a^2)d1^133d2^6 + (2 + 1a + 2a^2)d1^134d2^6 + (3 + 4a + 2a^2)d1^135d2^6 + (3 + 1a + 1a^2)d1^136d2^6 + (3 + 2a + 3a^2)d1^137d2^6 + (1 + 0a + 0a^2)d1^138d2^6 + (3 + 4a + 3a^2)d1^139d2^6 + (3 + 1a + 4a^2)d1^140d2^6 + (3 + 4a + 1a^2)d1^141d2^6 + (4 + 1a + 4a^2)d1^142d2^6 + (4 + 3a + 0a^2)d1^143d2^6 + (0 + 2a + 2a^2)d1^144d2^6 + (2 + 3a + 3a^2)d1^145d2^6 + (0 + 3a + 3a^2)d1^146d2^6 + (0 + 0a + 1a^2)d1^147d2^6 + (3 + 0a + 3a^2)d1^148d2^6 + (0 + 3a + 4a^2)d1^149d2^6 + (4 + 4a + 0a^2)d1^150d2^6 + (4 + 0a + 2a^2)d1^151d2^6 + (1 + 1a + 3a^2)d1^152d2^6 + (3 + 2a + 3a^2)d1^153d2^6 + (4 + 1a + 2a^2)d1^154d2^6 + (0 + 1a + 2a^2)d1^155d2^6 + (4 + 1a + 2a^2)d1^156d2^6 + (1 + 4a + 0a^2)d1^157d2^6 + (1 + 2a + 3a^2)d1^158d2^6 + (4 + 4a + 1a^2)d1^159d2^6 + (3 + 0a + 4a^2)d1^160d2^6 + (2 + 1a + 3a^2)d1^161d2^6 + (1 + 2a + 0a^2)d1^162d2^6 + (3 + 4a + 3a^2)d1^163d2^6 + (3 + 0a + 1a^2)d1^164d2^6 + (4 + 3a + 1a^2)d1^165d2^6 + (3 + 2a + 1a^2)d1^166d2^6 + (2 + 2a + 2a^2)d1^167d2^6 + (1 + 2a + 3a^2)d1^168d2^6 + (3 + 2a + 2a^2)d1^169d2^6 + (0 + 2a + 2a^2)d1^170d2^6 + (4 + 2a + 4a^2)d1^171d2^6 + (2 + 4a + 4a^2)d1^172d2^6 + (1 + 3a + 1a^2)d1^173d2^6 + (0 + 3a + 3a^2)d1^174d2^6 + (0 + 3a + 2a^2)d1^175d2^6 + (0 + 3a + 0a^2)d1^176d2^6 + (4 + 2a + 2a^2)d1^177d2^6 + (4 + 3a + 0a^2)d1^178d2^6 + (4 + 3a + 1a^2)d1^179d2^6 + (4 + 0a + 2a^2)d1^180d2^6 + (4 + 2a + 1a^2)d1^181d2^6 + (4 + 3a + 2a^2)d1^182d2^6 + (1 + 4a + 1a^2)d1^183d2^6 + (4 + 2a + 4a^2)d1^184d2^6 + (0 + 3a + 0a^2)d1^185d2^6 + (1 + 3a + 3a^2)d1^186d2^6 + (1 + 2a + 3a^2)d1^187d2^6 + (1 + 2a + 3a^2)d1^188d2^6 + (3 + 1a + 3a^2)d1^189d2^6 + (4 + 2a + 4a^2)d1^190d2^6 + (4 + 0a + 0a^2)d1^191d2^6 + (2 + 3a + 2a^2)d1^192d2^6 + (0 + 0a + 2a^2)d1^193d2^6 + (0 + 4a + 0a^2)d1^194d2^6 + (2 + 1a + 3a^2)d1^195d2^6 + (1 + 4a + 3a^2)d1^196d2^6 + (0 + 2a + 0a^2)d1^197d2^6 + (3 + 1a + 3a^2)d1^198d2^6 + (0 + 4a + 1a^2)d1^199d2^6 + (4 + 3a + 2a^2)d1^200d2^6 + (1 + 0a + 1a^2)d1^201d2^6 + (1 + 4a + 4a^2)d1^202d2^6 + (1 + 1a + 3a^2)d1^203d2^6 + (3 + 0a + 3a^2)d1^204d2^6 + (2 + 2a + 2a^2)d1^205d2^6 + (4 + 4a + 3a^2)d1^206d2^6 + (4 + 0a + 0a^2)d1^207d2^6 + (3 + 4a + 1a^2)d1^208d2^6 + (3 + 3a + 1a^2)d1^209d2^6 + (1 + 0a + 0a^2)d1^210d2^6 + (1 + 4a + 3a^2)d1^211d2^6 + (4 + 1a + 2a^2)d1^212d2^6 + (3 + 0a + 0a^2)d1^213d2^6 + (1 + 1a + 1a^2)d1^214d2^6 + (2 + 4a + 3a^2)d1^215d2^6 + (0 + 0a + 2a^2)d1^216d2^6 + (1 + 2a + 4a^2)d1^217d2^6 + (4 + 2a + 2a^2)d1^218d2^6 + (0 + 3a + 3a^2)d1^219d2^6 + (1 + 3a + 4a^2)d1^220d2^6 + (3 + 1a + 3a^2)d1^221d2^6 + (1 + 3a + 1a^2)d1^222d2^6 + (1 + 4a + 0a^2)d1^223d2^6 + (1 + 0a + 2a^2)d1^224d2^6 + (4 + 0a + 3a^2)d1^225d2^6 + (2 + 2a + 3a^2)d1^226d2^6 + (2 + 2a + 0a^2)d1^227d2^6 + (4 + 4a + 0a^2)d1^228d2^6 + (3 + 4a + 2a^2)d1^229d2^6 + (0 + 0a + 1a^2)d1^230d2^6 + (0 + 1a + 3a^2)d1^231d2^6 + (3 + 2a + 0a^2)d1^232d2^6 + (1 + 0a + 3a^2)d1^233d2^6 + (3 + 4a + 0a^2)d1^234d2^6 + (0 + 4a + 2a^2)d1^235d2^6 + (4 + 0a + 4a^2)d1^236d2^6 + (4 + 3a + 3a^2)d1^237d2^6 + (2 + 4a + 1a^2)d1^238d2^6 + (2 + 3a + 3a^2)d1^239d2^6 + (0 + 3a + 2a^2)d1^240d2^6 + (1 + 4a + 4a^2)d1^241d2^6 + (1 + 0a + 0a^2)d1^242d2^6 + (0 + 0a + 2a^2)d1^243d2^6 + (0 + 0a + 1a^2)d1^244d2^6 + (1 + 2a + 1a^2)d1^245d2^6 + (0 + 4a + 0a^2)d1^246d2^6 + (2 + 0a + 2a^2)d1^247d2^6 + (0 + 0a + 4a^2)d1^248d2^6 + (2 + 3a + 4a^2)d1^249d2^6 + (1 + 3a + 4a^2)d1^250d2^6 + (0 + 2a + 2a^2)d1^251d2^6 + (1 + 3a + 2a^2)d1^252d2^6 + (1 + 1a + 0a^2)d1^253d2^6 + (2 + 1a + 3a^2)d1^254d2^6 + (4 + 4a + 1a^2)d1^255d2^6 + (2 + 4a + 0a^2)d1^256d2^6 + (4 + 4a + 4a^2)d1^257d2^6 + (2 + 4a + 0a^2)d1^258d2^6 + (0 + 2a + 3a^2)d1^259d2^6 + (1 + 0a + 3a^2)d1^260d2^6 + (0 + 3a + 3a^2)d1^261d2^6 + (1 + 2a + 2a^2)d1^262d2^6 + (0 + 3a + 3a^2)d1^263d2^6 + (0 + 1a + 4a^2)d1^264d2^6 + (0 + 4a + 4a^2)d1^265d2^6 + (1 + 3a + 1a^2)d1^266d2^6 + (1 + 1a + 1a^2)d1^267d2^6 + (2 + 2a + 2a^2)d1^268d2^6 + (0 + 0a + 3a^2)d1^269d2^6 + (1 + 2a + 3a^2)d1^270d2^6 + (4 + 3a + 3a^2)d1^271d2^6 + (2 + 1a + 2a^2)d1^272d2^6 + (1 + 0a + 3a^2)d1^273d2^6 + (4 + 4a + 0a^2)d1^274d2^6 + (3 + 4a + 1a^2)d1^275d2^6 + (1 + 3a + 1a^2)d1^276d2^6 + (4 + 1a + 2a^2)d1^277d2^6 + (3 + 3a + 1a^2)d1^278d2^6 + (0 + 0a + 4a^2)d1^279d2^6 + (1 + 2a + 0a^2)d1^280d2^6 + (3 + 3a + 4a^2)d1^281d2^6 + (1 + 4a + 2a^2)d1^282d2^6 + (1 + 4a + 3a^2)d1^283d2^6 + (3 + 2a + 4a^2)d1^284d2^6 + (1 + 0a + 2a^2)d1^285d2^6 + (1 + 2a + 4a^2)d1^286d2^6 + (0 + 2a + 4a^2)d1^287d2^6 + (1 + 2a + 3a^2)d1^288d2^6 + (1 + 3a + 3a^2)d1^289d2^6 + (1 + 1a + 4a^2)d1^290d2^6 + (0 + 2a + 2a^2)d1^291d2^6 + (1 + 1a + 1a^2)d1^292d2^6 + (1 + 0a + 2a^2)d1^293d2^6 + (2 + 1a + 3a^2)d2^7 + (2 + 3a + 2a^2)d1^1d2^7 + (2 + 2a + 2a^2)d1^2d2^7 + (4 + 4a + 3a^2)d1^3d2^7 + (1 + 4a + 3a^2)d1^4d2^7 + (2 + 2a + 0a^2)d1^5d2^7 + (1 + 4a + 1a^2)d1^6d2^7 + (0 + 0a + 2a^2)d1^7d2^7 + (0 + 0a + 3a^2)d1^8d2^7 + (4 + 3a + 1a^2)d1^9d2^7 + (4 + 2a + 4a^2)d1^10d2^7 + (0 + 4a + 3a^2)d1^11d2^7 + (2 + 2a + 3a^2)d1^12d2^7 + (1 + 1a + 4a^2)d1^13d2^7 + (4 + 4a + 2a^2)d1^14d2^7 + (3 + 2a + 1a^2)d1^15d2^7 + (4 + 1a + 0a^2)d1^16d2^7 + (3 + 0a + 4a^2)d1^17d2^7 + (0 + 0a + 4a^2)d1^18d2^7 + (0 + 1a + 3a^2)d1^19d2^7 + (4 + 0a + 2a^2)d1^20d2^7 + (4 + 2a + 1a^2)d1^21d2^7 + (1 + 3a + 4a^2)d1^22d2^7 + (4 + 3a + 4a^2)d1^23d2^7 + (1 + 4a + 0a^2)d1^24d2^7 + (1 + 1a + 0a^2)d1^25d2^7 + (3 + 4a + 0a^2)d1^26d2^7 + (1 + 1a + 4a^2)d1^27d2^7 + (0 + 4a + 2a^2)d1^28d2^7 + (0 + 2a + 2a^2)d1^29d2^7 + (4 + 1a + 2a^2)d1^30d2^7 + (3 + 1a + 4a^2)d1^31d2^7 + (3 + 1a + 2a^2)d1^32d2^7 + (3 + 2a + 1a^2)d1^33d2^7 + (0 + 2a + 2a^2)d1^34d2^7 + (2 + 2a + 1a^2)d1^35d2^7 + (0 + 0a + 3a^2)d1^36d2^7 + (4 + 2a + 3a^2)d1^37d2^7 + (0 + 1a + 4a^2)d1^38d2^7 + (1 + 3a + 0a^2)d1^39d2^7 + (0 + 4a + 4a^2)d1^40d2^7 + (1 + 3a + 0a^2)d1^41d2^7 + (2 + 1a + 0a^2)d1^42d2^7 + (1 + 1a + 2a^2)d1^43d2^7 + (2 + 0a + 0a^2)d1^44d2^7 + (3 + 1a + 3a^2)d1^45d2^7 + (0 + 3a + 0a^2)d1^46d2^7 + (4 + 4a + 2a^2)d1^47d2^7 + (2 + 2a + 4a^2)d1^48d2^7 + (3 + 1a + 1a^2)d1^49d2^7 + (4 + 4a + 0a^2)d1^50d2^7 + (1 + 4a + 0a^2)d1^51d2^7 + (1 + 2a + 3a^2)d1^52d2^7 + (3 + 0a + 2a^2)d1^53d2^7 + (0 + 0a + 1a^2)d1^54d2^7 + (0 + 1a + 4a^2)d1^55d2^7 + (1 + 4a + 0a^2)d1^56d2^7 + (0 + 2a + 0a^2)d1^57d2^7 + (1 + 2a + 4a^2)d1^58d2^7 + (4 + 4a + 3a^2)d1^59d2^7 + (2 + 2a + 4a^2)d1^60d2^7 + (0 + 1a + 2a^2)d1^61d2^7 + (2 + 3a + 2a^2)d1^62d2^7 + (3 + 3a + 0a^2)d1^63d2^7 + (1 + 2a + 4a^2)d1^64d2^7 + (1 + 2a + 3a^2)d1^65d2^7 + (2 + 1a + 4a^2)d1^66d2^7 + (2 + 3a + 3a^2)d1^67d2^7 + (2 + 2a + 4a^2)d1^68d2^7 + (4 + 3a + 0a^2)d1^69d2^7 + (2 + 4a + 0a^2)d1^70d2^7 + (3 + 3a + 1a^2)d1^71d2^7 + (0 + 0a + 1a^2)d1^72d2^7 + (3 + 2a + 1a^2)d1^73d2^7 + (0 + 2a + 0a^2)d1^74d2^7 + (0 + 0a + 2a^2)d1^75d2^7 + (2 + 2a + 0a^2)d1^76d2^7 + (2 + 2a + 4a^2)d1^77d2^7 + (3 + 1a + 0a^2)d1^78d2^7 + (0 + 1a + 3a^2)d1^79d2^7 + (4 + 4a + 0a^2)d1^80d2^7 + (2 + 0a + 3a^2)d1^81d2^7 + (3 + 4a + 2a^2)d1^82d2^7 + (1 + 1a + 4a^2)d1^83d2^7 + (4 + 2a + 2a^2)d1^84d2^7 + (0 + 4a + 3a^2)d1^85d2^7 + (2 + 2a + 2a^2)d1^86d2^7 + (3 + 1a + 3a^2)d1^87d2^7 + (4 + 1a + 0a^2)d1^88d2^7 + (4 + 1a + 4a^2)d1^89d2^7 + (0 + 2a + 2a^2)d1^90d2^7 + (3 + 3a + 4a^2)d1^91d2^7 + (3 + 2a + 2a^2)d1^92d2^7 + (1 + 2a + 3a^2)d1^93d2^7 + (4 + 0a + 0a^2)d1^94d2^7 + (2 + 3a + 3a^2)d1^95d2^7 + (2 + 1a + 4a^2)d1^96d2^7 + (0 + 4a + 0a^2)d1^97d2^7 + (0 + 0a + 1a^2)d1^98d2^7 + (4 + 2a + 4a^2)d1^99d2^7 + (2 + 3a + 1a^2)d1^100d2^7 + (2 + 2a + 0a^2)d1^101d2^7 + (2 + 0a + 2a^2)d1^102d2^7 + (1 + 2a + 2a^2)d1^103d2^7 + (1 + 4a + 4a^2)d1^104d2^7 + (0 + 1a + 0a^2)d1^105d2^7 + (3 + 4a + 0a^2)d1^106d2^7 + (0 + 1a + 4a^2)d1^107d2^7 + (4 + 3a + 4a^2)d1^108d2^7 + (1 + 3a + 1a^2)d1^109d2^7 + (3 + 3a + 0a^2)d1^110d2^7 + (4 + 2a + 2a^2)d1^111d2^7 + (2 + 2a + 1a^2)d1^112d2^7 + (2 + 3a + 2a^2)d1^113d2^7 + (2 + 4a + 1a^2)d1^114d2^7 + (4 + 3a + 1a^2)d1^115d2^7 + (1 + 0a + 1a^2)d1^116d2^7 + (2 + 2a + 0a^2)d1^117d2^7 + (2 + 3a + 2a^2)d1^118d2^7 + (4 + 0a + 3a^2)d1^119d2^7 + (4 + 4a + 1a^2)d1^120d2^7 + (2 + 3a + 2a^2)d1^121d2^7 + (3 + 2a + 3a^2)d1^122d2^7 + (1 + 0a + 0a^2)d1^123d2^7 + (1 + 4a + 0a^2)d1^124d2^7 + (3 + 4a + 4a^2)d1^125d2^7 + (4 + 4a + 2a^2)d1^126d2^7 + (4 + 0a + 0a^2)d1^127d2^7 + (3 + 2a + 3a^2)d1^128d2^7 + (3 + 0a + 3a^2)d1^129d2^7 + (3 + 4a + 4a^2)d1^130d2^7 + (0 + 1a + 2a^2)d1^131d2^7 + (2 + 3a + 4a^2)d1^132d2^7 + (3 + 2a + 1a^2)d1^133d2^7 + (1 + 2a + 4a^2)d1^134d2^7 + (3 + 4a + 0a^2)d1^135d2^7 + (3 + 0a + 2a^2)d1^136d2^7 + (1 + 0a + 0a^2)d1^137d2^7 + (2 + 0a + 4a^2)d1^138d2^7 + (4 + 1a + 1a^2)d1^139d2^7 + (2 + 4a + 3a^2)d1^140d2^7 + (0 + 0a + 4a^2)d1^141d2^7 + (0 + 0a + 1a^2)d1^142d2^7 + (2 + 3a + 0a^2)d1^143d2^7 + (4 + 2a + 2a^2)d1^144d2^7 + (4 + 0a + 1a^2)d1^145d2^7 + (3 + 1a + 0a^2)d1^146d2^7 + (4 + 1a + 1a^2)d1^147d2^7 + (0 + 0a + 2a^2)d1^148d2^7 + (0 + 4a + 1a^2)d1^149d2^7 + (4 + 2a + 1a^2)d1^150d2^7 + (3 + 4a + 3a^2)d1^151d2^7 + (2 + 4a + 3a^2)d1^152d2^7 + (3 + 2a + 4a^2)d1^153d2^7 + (1 + 3a + 2a^2)d1^154d2^7 + (4 + 4a + 0a^2)d1^155d2^7 + (0 + 0a + 1a^2)d1^156d2^7 + (1 + 0a + 0a^2)d1^157d2^7 + (4 + 0a + 4a^2)d1^158d2^7 + (3 + 3a + 4a^2)d1^159d2^7 + (2 + 1a + 1a^2)d1^160d2^7 + (0 + 3a + 3a^2)d1^161d2^7 + (1 + 2a + 3a^2)d1^162d2^7 + (1 + 0a + 0a^2)d1^163d2^7 + (4 + 4a + 3a^2)d1^164d2^7 + (0 + 3a + 0a^2)d1^165d2^7 + (3 + 1a + 4a^2)d1^166d2^7 + (1 + 3a + 0a^2)d1^167d2^7 + (1 + 0a + 3a^2)d1^168d2^7 + (4 + 0a + 4a^2)d1^169d2^7 + (0 + 2a + 0a^2)d1^170d2^7 + (2 + 2a + 1a^2)d1^171d2^7 + (0 + 4a + 0a^2)d1^172d2^7 + (2 + 3a + 3a^2)d1^173d2^7 + (0 + 3a + 2a^2)d1^174d2^7 + (0 + 4a + 0a^2)d1^175d2^7 + (3 + 0a + 1a^2)d1^176d2^7 + (4 + 2a + 1a^2)d1^177d2^7 + (0 + 3a + 1a^2)d1^178d2^7 + (0 + 2a + 3a^2)d1^179d2^7 + (4 + 2a + 4a^2)d1^180d2^7 + (3 + 2a + 0a^2)d1^181d2^7 + (0 + 2a + 1a^2)d1^182d2^7 + (0 + 3a + 2a^2)d1^183d2^7 + (2 + 2a + 0a^2)d1^184d2^7 + (0 + 0a + 3a^2)d1^185d2^7 + (1 + 4a + 0a^2)d1^186d2^7 + (3 + 3a + 0a^2)d1^187d2^7 + (4 + 0a + 2a^2)d1^188d2^7 + (4 + 0a + 1a^2)d1^189d2^7 + (4 + 3a + 1a^2)d1^190d2^7 + (0 + 3a + 3a^2)d1^191d2^7 + (4 + 3a + 0a^2)d1^192d2^7 + (4 + 0a + 2a^2)d1^193d2^7 + (3 + 4a + 3a^2)d1^194d2^7 + (4 + 3a + 0a^2)d1^195d2^7 + (1 + 1a + 0a^2)d1^196d2^7 + (4 + 1a + 1a^2)d1^197d2^7 + (1 + 3a + 4a^2)d1^198d2^7 + (3 + 1a + 2a^2)d1^199d2^7 + (0 + 1a + 4a^2)d1^200d2^7 + (2 + 2a + 2a^2)d1^201d2^7 + (2 + 4a + 4a^2)d1^202d2^7 + (3 + 4a + 0a^2)d1^203d2^7 + (1 + 4a + 1a^2)d1^204d2^7 + (1 + 4a + 3a^2)d1^205d2^7 + (1 + 1a + 2a^2)d1^206d2^7 + (2 + 0a + 4a^2)d1^207d2^7 + (1 + 2a + 2a^2)d1^208d2^7 + (1 + 3a + 2a^2)d1^209d2^7 + (2 + 2a + 1a^2)d1^210d2^7 + (4 + 0a + 2a^2)d1^211d2^7 + (1 + 3a + 2a^2)d1^212d2^7 + (1 + 1a + 4a^2)d1^213d2^7 + (0 + 1a + 2a^2)d1^214d2^7 + (0 + 2a + 0a^2)d1^215d2^7 + (0 + 2a + 0a^2)d1^216d2^7 + (4 + 4a + 1a^2)d1^217d2^7 + (2 + 2a + 1a^2)d1^218d2^7 + (4 + 3a + 3a^2)d1^219d2^7 + (0 + 4a + 2a^2)d1^220d2^7 + (1 + 4a + 4a^2)d1^221d2^7 + (3 + 0a + 3a^2)d1^222d2^7 + (4 + 3a + 0a^2)d1^223d2^7 + (0 + 2a + 1a^2)d1^224d2^7 + (0 + 0a + 1a^2)d1^225d2^7 + (4 + 3a + 4a^2)d1^226d2^7 + (0 + 4a + 3a^2)d1^227d2^7 + (3 + 0a + 1a^2)d1^228d2^7 + (0 + 2a + 0a^2)d1^229d2^7 + (4 + 2a + 3a^2)d1^230d2^7 + (3 + 0a + 4a^2)d1^231d2^7 + (3 + 4a + 3a^2)d1^232d2^7 + (1 + 1a + 2a^2)d1^233d2^7 + (4 + 4a + 0a^2)d1^234d2^7 + (0 + 0a + 4a^2)d1^235d2^7 + (4 + 4a + 4a^2)d1^236d2^7 + (2 + 0a + 3a^2)d1^237d2^7 + (1 + 0a + 1a^2)d1^238d2^7 + (4 + 0a + 4a^2)d1^239d2^7 + (0 + 1a + 0a^2)d1^240d2^7 + (0 + 0a + 2a^2)d1^241d2^7 + (1 + 4a + 3a^2)d1^242d2^7 + (0 + 0a + 1a^2)d1^243d2^7 + (2 + 0a + 1a^2)d1^244d2^7 + (1 + 4a + 4a^2)d1^245d2^7 + (2 + 2a + 3a^2)d1^246d2^7 + (4 + 3a + 1a^2)d1^247d2^7 + (4 + 1a + 4a^2)d1^248d2^7 + (2 + 3a + 2a^2)d1^249d2^7 + (2 + 0a + 3a^2)d1^250d2^7 + (3 + 3a + 1a^2)d1^251d2^7 + (0 + 0a + 3a^2)d1^252d2^7 + (0 + 2a + 4a^2)d1^253d2^7 + (0 + 1a + 0a^2)d1^254d2^7 + (4 + 0a + 0a^2)d1^255d2^7 + (1 + 0a + 0a^2)d1^256d2^7 + (1 + 1a + 2a^2)d1^257d2^7 + (1 + 4a + 4a^2)d1^258d2^7 + (2 + 0a + 2a^2)d1^259d2^7 + (3 + 4a + 4a^2)d1^260d2^7 + (0 + 3a + 1a^2)d1^261d2^7 + (3 + 2a + 4a^2)d1^262d2^7 + (1 + 4a + 4a^2)d1^263d2^7 + (2 + 1a + 2a^2)d1^264d2^7 + (3 + 1a + 3a^2)d1^265d2^7 + (1 + 0a + 0a^2)d1^266d2^7 + (4 + 4a + 2a^2)d1^267d2^7 + (4 + 4a + 1a^2)d1^268d2^7 + (4 + 2a + 4a^2)d1^269d2^7 + (3 + 0a + 0a^2)d1^270d2^7 + (1 + 2a + 1a^2)d1^271d2^7 + (1 + 1a + 0a^2)d1^272d2^7 + (1 + 0a + 4a^2)d1^273d2^7 + (1 + 0a + 4a^2)d1^274d2^7 + (1 + 0a + 3a^2)d1^275d2^7 + (1 + 2a + 0a^2)d1^276d2^7 + (4 + 1a + 1a^2)d1^278d2^7 + (2 + 1a + 4a^2)d1^279d2^7 + (1 + 1a + 4a^2)d1^280d2^7 + (1 + 3a + 3a^2)d1^281d2^7 + (2 + 4a + 4a^2)d1^282d2^7 + (3 + 0a + 1a^2)d1^283d2^7 + (1 + 0a + 1a^2)d1^284d2^7 + (1 + 1a + 4a^2)d1^285d2^7 + (2 + 4a + 4a^2)d1^286d2^7 + (4 + 1a + 4a^2)d1^287d2^7 + (0 + 2a + 1a^2)d1^288d2^7 + (1 + 2a + 3a^2)d1^289d2^7 + (2 + 2a + 1a^2)d1^290d2^7 + (3 + 4a + 1a^2)d1^291d2^7 + (1 + 3a + 0a^2)d1^292d2^7 + (2 + 4a + 1a^2)d1^293d2^7 + (3 + 3a + 3a^2)d2^8 + (2 + 1a + 3a^2)d1^1d2^8 + (3 + 3a + 3a^2)d1^2d2^8 + (1 + 0a + 1a^2)d1^3d2^8 + (1 + 0a + 0a^2)d1^4d2^8 + (2 + 1a + 2a^2)d1^5d2^8 + (3 + 2a + 1a^2)d1^6d2^8 + (1 + 0a + 0a^2)d1^7d2^8 + (4 + 1a + 3a^2)d1^8d2^8 + (4 + 1a + 1a^2)d1^9d2^8 + (1 + 0a + 2a^2)d1^10d2^8 + (1 + 1a + 4a^2)d1^11d2^8 + (2 + 2a + 3a^2)d1^12d2^8 + (2 + 1a + 2a^2)d1^13d2^8 + (0 + 4a + 4a^2)d1^14d2^8 + (0 + 2a + 2a^2)d1^15d2^8 + (0 + 1a + 0a^2)d1^16d2^8 + (4 + 2a + 0a^2)d1^17d2^8 + (0 + 2a + 0a^2)d1^18d2^8 + (2 + 1a + 1a^2)d1^19d2^8 + (3 + 4a + 2a^2)d1^20d2^8 + (4 + 0a + 0a^2)d1^21d2^8 + (0 + 3a + 3a^2)d1^22d2^8 + (3 + 2a + 4a^2)d1^23d2^8 + (3 + 0a + 0a^2)d1^24d2^8 + (2 + 0a + 0a^2)d1^25d2^8 + (3 + 1a + 2a^2)d1^26d2^8 + (1 + 2a + 4a^2)d1^27d2^8 + (0 + 0a + 1a^2)d1^28d2^8 + (4 + 4a + 2a^2)d1^29d2^8 + (2 + 2a + 3a^2)d1^30d2^8 + (4 + 2a + 1a^2)d1^31d2^8 + (0 + 3a + 4a^2)d1^32d2^8 + (2 + 2a + 0a^2)d1^33d2^8 + (2 + 2a + 1a^2)d1^34d2^8 + (2 + 2a + 4a^2)d1^35d2^8 + (0 + 0a + 3a^2)d1^36d2^8 + (0 + 3a + 3a^2)d1^37d2^8 + (2 + 4a + 3a^2)d1^38d2^8 + (4 + 4a + 2a^2)d1^39d2^8 + (3 + 0a + 4a^2)d1^40d2^8 + (3 + 4a + 2a^2)d1^41d2^8 + (4 + 2a + 4a^2)d1^42d2^8 + (4 + 4a + 0a^2)d1^43d2^8 + (0 + 0a + 2a^2)d1^44d2^8 + (4 + 2a + 2a^2)d1^45d2^8 + (1 + 2a + 4a^2)d1^46d2^8 + (3 + 4a + 2a^2)d1^47d2^8 + (2 + 3a + 3a^2)d1^48d2^8 + (0 + 0a + 4a^2)d1^49d2^8 + (0 + 3a + 2a^2)d1^50d2^8 + (0 + 0a + 4a^2)d1^51d2^8 + (2 + 2a + 2a^2)d1^52d2^8 + (4 + 4a + 1a^2)d1^53d2^8 + (0 + 2a + 4a^2)d1^54d2^8 + (4 + 1a + 4a^2)d1^55d2^8 + (4 + 3a + 0a^2)d1^56d2^8 + (4 + 1a + 3a^2)d1^57d2^8 + (4 + 0a + 3a^2)d1^58d2^8 + (0 + 3a + 3a^2)d1^59d2^8 + (2 + 2a + 0a^2)d1^60d2^8 + (2 + 3a + 1a^2)d1^61d2^8 + (4 + 3a + 4a^2)d1^62d2^8 + (2 + 3a + 1a^2)d1^63d2^8 + (0 + 4a + 1a^2)d1^64d2^8 + (2 + 4a + 1a^2)d1^65d2^8 + (0 + 3a + 4a^2)d1^66d2^8 + (3 + 3a + 3a^2)d1^67d2^8 + (4 + 1a + 3a^2)d1^68d2^8 + (1 + 0a + 3a^2)d1^69d2^8 + (1 + 3a + 3a^2)d1^70d2^8 + (2 + 0a + 3a^2)d1^71d2^8 + (2 + 1a + 1a^2)d1^72d2^8 + (0 + 0a + 3a^2)d1^73d2^8 + (1 + 0a + 4a^2)d1^74d2^8 + (4 + 3a + 2a^2)d1^75d2^8 + (4 + 4a + 1a^2)d1^76d2^8 + (4 + 4a + 0a^2)d1^77d2^8 + (2 + 0a + 2a^2)d1^78d2^8 + (1 + 0a + 4a^2)d1^79d2^8 + (2 + 1a + 0a^2)d1^80d2^8 + (1 + 1a + 4a^2)d1^81d2^8 + (1 + 1a + 1a^2)d1^82d2^8 + (1 + 3a + 0a^2)d1^83d2^8 + (4 + 4a + 4a^2)d1^84d2^8 + (2 + 3a + 3a^2)d1^85d2^8 + (1 + 2a + 4a^2)d1^86d2^8 + (2 + 2a + 2a^2)d1^87d2^8 + (3 + 2a + 2a^2)d1^88d2^8 + (3 + 3a + 1a^2)d1^89d2^8 + (4 + 0a + 2a^2)d1^90d2^8 + (4 + 3a + 4a^2)d1^91d2^8 + (1 + 3a + 1a^2)d1^92d2^8 + (4 + 2a + 1a^2)d1^93d2^8 + (4 + 2a + 0a^2)d1^94d2^8 + (1 + 0a + 1a^2)d1^95d2^8 + (4 + 2a + 1a^2)d1^96d2^8 + (1 + 4a + 4a^2)d1^97d2^8 + (3 + 0a + 0a^2)d1^98d2^8 + (4 + 4a + 4a^2)d1^99d2^8 + (4 + 3a + 2a^2)d1^100d2^8 + (3 + 1a + 2a^2)d1^101d2^8 + (4 + 2a + 0a^2)d1^102d2^8 + (1 + 3a + 1a^2)d1^103d2^8 + (4 + 0a + 3a^2)d1^104d2^8 + (1 + 2a + 2a^2)d1^105d2^8 + (2 + 2a + 0a^2)d1^106d2^8 + (4 + 3a + 4a^2)d1^107d2^8 + (0 + 4a + 2a^2)d1^108d2^8 + (1 + 0a + 4a^2)d1^109d2^8 + (1 + 3a + 4a^2)d1^110d2^8 + (4 + 4a + 1a^2)d1^111d2^8 + (2 + 3a + 3a^2)d1^112d2^8 + (3 + 0a + 0a^2)d1^113d2^8 + (0 + 4a + 0a^2)d1^114d2^8 + (2 + 4a + 4a^2)d1^115d2^8 + (2 + 4a + 2a^2)d1^116d2^8 + (4 + 0a + 1a^2)d1^117d2^8 + (2 + 4a + 0a^2)d1^118d2^8 + (3 + 2a + 3a^2)d1^119d2^8 + (1 + 3a + 4a^2)d1^120d2^8 + (2 + 3a + 4a^2)d1^121d2^8 + (3 + 4a + 1a^2)d1^122d2^8 + (1 + 0a + 2a^2)d1^123d2^8 + (2 + 2a + 2a^2)d1^124d2^8 + (4 + 4a + 0a^2)d1^125d2^8 + (0 + 0a + 1a^2)d1^126d2^8 + (0 + 2a + 1a^2)d1^127d2^8 + (0 + 1a + 4a^2)d1^128d2^8 + (0 + 0a + 3a^2)d1^129d2^8 + (3 + 3a + 4a^2)d1^130d2^8 + (2 + 2a + 2a^2)d1^131d2^8 + (4 + 0a + 3a^2)d1^132d2^8 + (0 + 4a + 1a^2)d1^133d2^8 + (0 + 1a + 1a^2)d1^134d2^8 + (2 + 2a + 3a^2)d1^135d2^8 + (3 + 2a + 2a^2)d1^136d2^8 + (1 + 0a + 3a^2)d1^137d2^8 + (3 + 0a + 3a^2)d1^138d2^8 + (0 + 4a + 1a^2)d1^139d2^8 + (4 + 2a + 2a^2)d1^140d2^8 + (2 + 3a + 2a^2)d1^141d2^8 + (2 + 2a + 1a^2)d1^142d2^8 + (3 + 4a + 0a^2)d1^143d2^8 + (0 + 4a + 1a^2)d1^144d2^8 + (1 + 3a + 4a^2)d1^145d2^8 + (1 + 2a + 4a^2)d1^146d2^8 + (4 + 4a + 3a^2)d1^147d2^8 + (2 + 0a + 3a^2)d1^148d2^8 + (2 + 0a + 3a^2)d1^149d2^8 + (0 + 0a + 3a^2)d1^150d2^8 + (2 + 3a + 0a^2)d1^151d2^8 + (1 + 4a + 1a^2)d1^152d2^8 + (0 + 0a + 2a^2)d1^153d2^8 + (3 + 4a + 4a^2)d1^154d2^8 + (4 + 2a + 1a^2)d1^155d2^8 + (4 + 0a + 0a^2)d1^156d2^8 + (0 + 0a + 2a^2)d1^157d2^8 + (0 + 3a + 1a^2)d1^158d2^8 + (3 + 2a + 1a^2)d1^159d2^8 + (3 + 4a + 0a^2)d1^160d2^8 + (4 + 2a + 1a^2)d1^161d2^8 + (0 + 2a + 1a^2)d1^162d2^8 + (0 + 3a + 3a^2)d1^163d2^8 + (1 + 0a + 2a^2)d1^164d2^8 + (1 + 4a + 2a^2)d1^165d2^8 + (4 + 2a + 2a^2)d1^166d2^8 + (3 + 4a + 4a^2)d1^167d2^8 + (2 + 0a + 4a^2)d1^168d2^8 + (0 + 1a + 2a^2)d1^169d2^8 + (0 + 0a + 3a^2)d1^170d2^8 + (1 + 2a + 1a^2)d1^171d2^8 + (4 + 0a + 4a^2)d1^172d2^8 + (4 + 3a + 3a^2)d1^173d2^8 + (4 + 1a + 0a^2)d1^174d2^8 + (4 + 1a + 3a^2)d1^175d2^8 + (3 + 1a + 1a^2)d1^176d2^8 + (0 + 4a + 4a^2)d1^177d2^8 + (4 + 3a + 2a^2)d1^178d2^8 + (0 + 1a + 1a^2)d1^179d2^8 + (0 + 3a + 0a^2)d1^180d2^8 + (2 + 0a + 1a^2)d1^181d2^8 + (4 + 3a + 0a^2)d1^182d2^8 + (2 + 3a + 0a^2)d1^183d2^8 + (0 + 3a + 0a^2)d1^184d2^8 + (3 + 2a + 2a^2)d1^185d2^8 + (0 + 2a + 4a^2)d1^186d2^8 + (4 + 4a + 0a^2)d1^187d2^8 + (4 + 3a + 3a^2)d1^188d2^8 + (4 + 2a + 0a^2)d1^189d2^8 + (1 + 4a + 3a^2)d1^190d2^8 + (3 + 2a + 0a^2)d1^191d2^8 + (1 + 3a + 0a^2)d1^192d2^8 + (4 + 3a + 4a^2)d1^194d2^8 + (1 + 0a + 4a^2)d1^195d2^8 + (0 + 4a + 0a^2)d1^196d2^8 + (0 + 0a + 2a^2)d1^197d2^8 + (1 + 2a + 0a^2)d1^198d2^8 + (1 + 3a + 3a^2)d1^199d2^8 + (4 + 4a + 0a^2)d1^200d2^8 + (4 + 4a + 4a^2)d1^201d2^8 + (1 + 1a + 1a^2)d1^202d2^8 + (3 + 0a + 2a^2)d1^203d2^8 + (3 + 4a + 1a^2)d1^204d2^8 + (0 + 1a + 4a^2)d1^205d2^8 + (3 + 2a + 3a^2)d1^206d2^8 + (2 + 0a + 4a^2)d1^207d2^8 + (1 + 4a + 0a^2)d1^208d2^8 + (0 + 1a + 0a^2)d1^209d2^8 + (2 + 1a + 2a^2)d1^210d2^8 + (4 + 4a + 3a^2)d1^211d2^8 + (1 + 2a + 4a^2)d1^212d2^8 + (3 + 4a + 0a^2)d1^213d2^8 + (0 + 2a + 0a^2)d1^214d2^8 + (2 + 4a + 2a^2)d1^215d2^8 + (2 + 2a + 4a^2)d1^216d2^8 + (3 + 0a + 1a^2)d1^217d2^8 + (2 + 3a + 4a^2)d1^218d2^8 + (1 + 0a + 2a^2)d1^219d2^8 + (1 + 3a + 2a^2)d1^220d2^8 + (2 + 0a + 0a^2)d1^221d2^8 + (1 + 1a + 2a^2)d1^222d2^8 + (4 + 3a + 3a^2)d1^223d2^8 + (4 + 0a + 3a^2)d1^224d2^8 + (2 + 4a + 4a^2)d1^225d2^8 + (2 + 0a + 3a^2)d1^226d2^8 + (4 + 4a + 1a^2)d1^227d2^8 + (2 + 2a + 2a^2)d1^228d2^8 + (3 + 1a + 4a^2)d1^229d2^8 + (0 + 3a + 0a^2)d1^230d2^8 + (4 + 2a + 2a^2)d1^231d2^8 + (0 + 2a + 0a^2)d1^232d2^8 + (2 + 1a + 0a^2)d1^233d2^8 + (1 + 2a + 0a^2)d1^234d2^8 + (4 + 0a + 1a^2)d1^235d2^8 + (4 + 0a + 1a^2)d1^236d2^8 + (3 + 1a + 1a^2)d1^237d2^8 + (4 + 2a + 2a^2)d1^238d2^8 + (3 + 2a + 0a^2)d1^239d2^8 + (3 + 1a + 2a^2)d1^240d2^8 + (2 + 0a + 1a^2)d1^241d2^8 + (3 + 2a + 1a^2)d1^242d2^8 + (2 + 4a + 0a^2)d1^243d2^8 + (2 + 1a + 1a^2)d1^244d2^8 + (3 + 0a + 1a^2)d1^245d2^8 + (0 + 1a + 4a^2)d1^246d2^8 + (1 + 0a + 2a^2)d1^247d2^8 + (2 + 3a + 4a^2)d1^248d2^8 + (1 + 0a + 0a^2)d1^249d2^8 + (0 + 2a + 3a^2)d1^250d2^8 + (3 + 1a + 2a^2)d1^251d2^8 + (0 + 0a + 3a^2)d1^252d2^8 + (3 + 2a + 3a^2)d1^253d2^8 + (1 + 3a + 0a^2)d1^254d2^8 + (4 + 3a + 3a^2)d1^255d2^8 + (3 + 1a + 2a^2)d1^256d2^8 + (3 + 2a + 3a^2)d1^257d2^8 + (1 + 4a + 1a^2)d1^258d2^8 + (1 + 4a + 0a^2)d1^259d2^8 + (3 + 3a + 2a^2)d1^260d2^8 + (1 + 2a + 0a^2)d1^261d2^8 + (0 + 2a + 2a^2)d1^262d2^8 + (3 + 3a + 0a^2)d1^263d2^8 + (1 + 4a + 0a^2)d1^264d2^8 + (0 + 2a + 4a^2)d1^265d2^8 + (0 + 3a + 4a^2)d1^266d2^8 + (4 + 3a + 0a^2)d1^267d2^8 + (2 + 1a + 4a^2)d1^268d2^8 + (2 + 2a + 0a^2)d1^269d2^8 + (1 + 1a + 2a^2)d1^270d2^8 + (2 + 3a + 1a^2)d1^271d2^8 + (0 + 4a + 1a^2)d1^272d2^8 + (2 + 2a + 1a^2)d1^273d2^8 + (4 + 3a + 3a^2)d1^274d2^8 + (2 + 2a + 4a^2)d1^275d2^8 + (3 + 2a + 4a^2)d1^276d2^8 + (2 + 3a + 3a^2)d1^277d2^8 + (2 + 1a + 1a^2)d1^278d2^8 + (4 + 3a + 1a^2)d1^279d2^8 + (0 + 2a + 3a^2)d1^280d2^8 + (1 + 4a + 3a^2)d1^281d2^8 + (1 + 2a + 2a^2)d1^282d2^8 + (0 + 1a + 3a^2)d1^283d2^8 + (2 + 3a + 1a^2)d1^284d2^8 + (4 + 0a + 4a^2)d1^285d2^8 + (0 + 3a + 4a^2)d1^286d2^8 + (0 + 3a + 0a^2)d1^287d2^8 + (2 + 0a + 2a^2)d1^288d2^8 + (2 + 1a + 3a^2)d1^289d2^8 + (2 + 3a + 3a^2)d1^290d2^8 + (0 + 0a + 2a^2)d1^291d2^8 + (4 + 4a + 1a^2)d1^292d2^8 + (3 + 2a + 0a^2)d1^293d2^8 + (4 + 3a + 2a^2)d2^9 + (3 + 2a + 2a^2)d1^1d2^9 + (2 + 3a + 0a^2)d1^2d2^9 + (3 + 3a + 2a^2)d1^3d2^9 + (1 + 2a + 3a^2)d1^4d2^9 + (4 + 4a + 1a^2)d1^5d2^9 + (3 + 0a + 4a^2)d1^6d2^9 + (0 + 3a + 1a^2)d1^7d2^9 + (0 + 3a + 4a^2)d1^8d2^9 + (3 + 3a + 0a^2)d1^9d2^9 + (2 + 2a + 3a^2)d1^10d2^9 + (3 + 3a + 0a^2)d1^11d2^9 + (4 + 2a + 3a^2)d1^12d2^9 + (0 + 2a + 4a^2)d1^13d2^9 + (3 + 2a + 1a^2)d1^14d2^9 + (3 + 0a + 3a^2)d1^15d2^9 + (2 + 1a + 4a^2)d1^16d2^9 + (4 + 3a + 0a^2)d1^17d2^9 + (1 + 3a + 1a^2)d1^18d2^9 + (4 + 0a + 0a^2)d1^19d2^9 + (2 + 0a + 1a^2)d1^20d2^9 + (1 + 4a + 3a^2)d1^21d2^9 + (4 + 1a + 0a^2)d1^22d2^9 + (0 + 3a + 0a^2)d1^23d2^9 + (4 + 0a + 4a^2)d1^24d2^9 + (3 + 4a + 0a^2)d1^25d2^9 + (3 + 3a + 3a^2)d1^26d2^9 + (4 + 1a + 0a^2)d1^27d2^9 + (1 + 3a + 2a^2)d1^28d2^9 + (2 + 3a + 4a^2)d1^29d2^9 + (3 + 0a + 4a^2)d1^30d2^9 + (0 + 0a + 4a^2)d1^31d2^9 + (0 + 2a + 0a^2)d1^32d2^9 + (1 + 3a + 3a^2)d1^33d2^9 + (4 + 2a + 1a^2)d1^34d2^9 + (2 + 2a + 3a^2)d1^35d2^9 + (0 + 3a + 3a^2)d1^36d2^9 + (3 + 3a + 1a^2)d1^37d2^9 + (2 + 1a + 3a^2)d1^38d2^9 + (0 + 3a + 1a^2)d1^39d2^9 + (4 + 3a + 1a^2)d1^40d2^9 + (4 + 1a + 1a^2)d1^41d2^9 + (3 + 2a + 3a^2)d1^42d2^9 + (3 + 4a + 3a^2)d1^43d2^9 + (3 + 0a + 3a^2)d1^44d2^9 + (0 + 2a + 3a^2)d1^45d2^9 + (4 + 2a + 4a^2)d1^46d2^9 + (2 + 1a + 4a^2)d1^47d2^9 + (2 + 0a + 2a^2)d1^48d2^9 + (3 + 4a + 4a^2)d1^49d2^9 + (4 + 0a + 0a^2)d1^50d2^9 + (1 + 1a + 4a^2)d1^51d2^9 + (2 + 4a + 2a^2)d1^52d2^9 + (4 + 1a + 3a^2)d1^53d2^9 + (2 + 3a + 1a^2)d1^54d2^9 + (4 + 4a + 3a^2)d1^55d2^9 + (3 + 4a + 2a^2)d1^56d2^9 + (2 + 2a + 3a^2)d1^57d2^9 + (0 + 2a + 0a^2)d1^58d2^9 + (0 + 0a + 3a^2)d1^59d2^9 + (1 + 4a + 0a^2)d1^60d2^9 + (0 + 3a + 4a^2)d1^61d2^9 + (4 + 2a + 3a^2)d1^62d2^9 + (3 + 4a + 0a^2)d1^63d2^9 + (3 + 4a + 3a^2)d1^64d2^9 + (2 + 2a + 1a^2)d1^65d2^9 + (1 + 0a + 2a^2)d1^66d2^9 + (1 + 1a + 1a^2)d1^67d2^9 + (4 + 4a + 4a^2)d1^68d2^9 + (2 + 4a + 2a^2)d1^69d2^9 + (3 + 2a + 2a^2)d1^70d2^9 + (2 + 1a + 1a^2)d1^71d2^9 + (1 + 3a + 2a^2)d1^72d2^9 + (3 + 3a + 4a^2)d1^73d2^9 + (2 + 2a + 2a^2)d1^74d2^9 + (3 + 2a + 1a^2)d1^75d2^9 + (1 + 3a + 1a^2)d1^76d2^9 + (2 + 2a + 4a^2)d1^77d2^9 + (2 + 0a + 3a^2)d1^78d2^9 + (0 + 3a + 1a^2)d1^79d2^9 + (4 + 3a + 4a^2)d1^80d2^9 + (1 + 3a + 0a^2)d1^81d2^9 + (1 + 3a + 1a^2)d1^82d2^9 + (0 + 4a + 1a^2)d1^83d2^9 + (4 + 2a + 4a^2)d1^84d2^9 + (3 + 1a + 4a^2)d1^85d2^9 + (3 + 0a + 4a^2)d1^86d2^9 + (1 + 4a + 0a^2)d1^87d2^9 + (2 + 0a + 1a^2)d1^88d2^9 + (3 + 1a + 4a^2)d1^89d2^9 + (4 + 0a + 0a^2)d1^90d2^9 + (4 + 3a + 1a^2)d1^91d2^9 + (2 + 4a + 2a^2)d1^92d2^9 + (1 + 3a + 2a^2)d1^93d2^9 + (3 + 0a + 1a^2)d1^94d2^9 + (3 + 1a + 1a^2)d1^95d2^9 + (2 + 2a + 1a^2)d1^96d2^9 + (0 + 2a + 1a^2)d1^97d2^9 + (4 + 2a + 1a^2)d1^98d2^9 + (3 + 3a + 3a^2)d1^99d2^9 + (0 + 2a + 1a^2)d1^100d2^9 + (1 + 1a + 2a^2)d1^101d2^9 + (3 + 1a + 0a^2)d1^102d2^9 + (0 + 2a + 3a^2)d1^103d2^9 + (2 + 0a + 0a^2)d1^104d2^9 + (2 + 3a + 4a^2)d1^105d2^9 + (1 + 4a + 4a^2)d1^106d2^9 + (3 + 2a + 1a^2)d1^107d2^9 + (0 + 1a + 2a^2)d1^108d2^9 + (3 + 1a + 1a^2)d1^109d2^9 + (4 + 4a + 0a^2)d1^110d2^9 + (0 + 2a + 2a^2)d1^111d2^9 + (2 + 1a + 3a^2)d1^112d2^9 + (4 + 2a + 4a^2)d1^113d2^9 + (4 + 4a + 2a^2)d1^114d2^9 + (1 + 2a + 2a^2)d1^115d2^9 + (4 + 4a + 1a^2)d1^116d2^9 + (1 + 1a + 1a^2)d1^117d2^9 + (0 + 0a + 3a^2)d1^118d2^9 + (0 + 0a + 2a^2)d1^119d2^9 + (4 + 0a + 3a^2)d1^120d2^9 + (3 + 1a + 1a^2)d1^121d2^9 + (4 + 0a + 2a^2)d1^122d2^9 + (4 + 2a + 1a^2)d1^123d2^9 + (4 + 3a + 3a^2)d1^124d2^9 + (1 + 1a + 2a^2)d1^125d2^9 + (0 + 3a + 4a^2)d1^126d2^9 + (2 + 4a + 2a^2)d1^127d2^9 + (2 + 0a + 0a^2)d1^128d2^9 + (4 + 2a + 0a^2)d1^129d2^9 + (1 + 2a + 2a^2)d1^130d2^9 + (4 + 1a + 4a^2)d1^131d2^9 + (2 + 4a + 2a^2)d1^132d2^9 + (2 + 0a + 0a^2)d1^133d2^9 + (0 + 4a + 4a^2)d1^134d2^9 + (2 + 2a + 2a^2)d1^135d2^9 + (2 + 2a + 4a^2)d1^136d2^9 + (0 + 0a + 3a^2)d1^137d2^9 + (3 + 4a + 0a^2)d1^138d2^9 + (3 + 3a + 4a^2)d1^139d2^9 + (1 + 2a + 0a^2)d1^141d2^9 + (0 + 2a + 3a^2)d1^142d2^9 + (3 + 4a + 1a^2)d1^143d2^9 + (3 + 1a + 4a^2)d1^144d2^9 + (0 + 3a + 0a^2)d1^145d2^9 + (3 + 0a + 2a^2)d1^146d2^9 + (0 + 0a + 4a^2)d1^147d2^9 + (4 + 0a + 1a^2)d1^148d2^9 + (1 + 2a + 2a^2)d1^149d2^9 + (3 + 2a + 1a^2)d1^150d2^9 + (1 + 1a + 3a^2)d1^151d2^9 + (0 + 2a + 1a^2)d1^152d2^9 + (2 + 3a + 3a^2)d1^153d2^9 + (3 + 3a + 3a^2)d1^154d2^9 + (3 + 2a + 2a^2)d1^155d2^9 + (3 + 3a + 4a^2)d1^156d2^9 + (2 + 1a + 0a^2)d1^157d2^9 + (3 + 3a + 2a^2)d1^158d2^9 + (4 + 0a + 4a^2)d1^159d2^9 + (2 + 3a + 4a^2)d1^160d2^9 + (3 + 0a + 3a^2)d1^161d2^9 + (3 + 3a + 0a^2)d1^162d2^9 + (0 + 0a + 4a^2)d1^163d2^9 + (0 + 2a + 0a^2)d1^164d2^9 + (2 + 3a + 1a^2)d1^165d2^9 + (2 + 0a + 0a^2)d1^166d2^9 + (0 + 4a + 3a^2)d1^167d2^9 + (2 + 3a + 0a^2)d1^168d2^9 + (1 + 1a + 1a^2)d1^169d2^9 + (1 + 0a + 0a^2)d1^170d2^9 + (2 + 0a + 3a^2)d1^171d2^9 + (3 + 3a + 0a^2)d1^172d2^9 + (2 + 3a + 4a^2)d1^173d2^9 + (3 + 1a + 3a^2)d1^174d2^9 + (2 + 2a + 1a^2)d1^175d2^9 + (3 + 2a + 0a^2)d1^176d2^9 + (0 + 2a + 2a^2)d1^177d2^9 + (3 + 4a + 2a^2)d1^178d2^9 + (0 + 1a + 1a^2)d1^180d2^9 + (1 + 4a + 3a^2)d1^181d2^9 + (3 + 0a + 3a^2)d1^182d2^9 + (1 + 4a + 0a^2)d1^183d2^9 + (4 + 3a + 2a^2)d1^184d2^9 + (1 + 1a + 4a^2)d1^185d2^9 + (4 + 2a + 3a^2)d1^186d2^9 + (3 + 0a + 0a^2)d1^187d2^9 + (1 + 2a + 2a^2)d1^188d2^9 + (2 + 3a + 0a^2)d1^189d2^9 + (1 + 2a + 0a^2)d1^190d2^9 + (0 + 4a + 0a^2)d1^191d2^9 + (1 + 2a + 1a^2)d1^192d2^9 + (2 + 4a + 0a^2)d1^193d2^9 + (3 + 2a + 1a^2)d1^194d2^9 + (3 + 2a + 4a^2)d1^195d2^9 + (1 + 3a + 0a^2)d1^196d2^9 + (4 + 4a + 2a^2)d1^197d2^9 + (2 + 0a + 1a^2)d1^198d2^9 + (4 + 2a + 2a^2)d1^199d2^9 + (4 + 4a + 2a^2)d1^200d2^9 + (4 + 4a + 4a^2)d1^201d2^9 + (3 + 3a + 2a^2)d1^202d2^9 + (0 + 3a + 1a^2)d1^203d2^9 + (1 + 1a + 0a^2)d1^204d2^9 + (0 + 3a + 3a^2)d1^205d2^9 + (0 + 2a + 0a^2)d1^206d2^9 + (1 + 0a + 0a^2)d1^207d2^9 + (3 + 1a + 1a^2)d1^208d2^9 + (1 + 0a + 1a^2)d1^209d2^9 + (3 + 0a + 2a^2)d1^210d2^9 + (3 + 2a + 4a^2)d1^211d2^9 + (1 + 1a + 3a^2)d1^212d2^9 + (3 + 2a + 1a^2)d1^213d2^9 + (0 + 2a + 3a^2)d1^214d2^9 + (3 + 4a + 2a^2)d1^215d2^9 + (0 + 3a + 1a^2)d1^216d2^9 + (0 + 3a + 3a^2)d1^217d2^9 + (4 + 4a + 4a^2)d1^218d2^9 + (3 + 4a + 2a^2)d1^219d2^9 + (0 + 2a + 1a^2)d1^220d2^9 + (0 + 2a + 0a^2)d1^221d2^9 + (1 + 3a + 2a^2)d1^222d2^9 + (2 + 0a + 4a^2)d1^223d2^9 + (0 + 0a + 4a^2)d1^224d2^9 + (2 + 3a + 4a^2)d1^225d2^9 + (1 + 4a + 3a^2)d1^226d2^9 + (1 + 2a + 3a^2)d1^227d2^9 + (3 + 0a + 0a^2)d1^228d2^9 + (4 + 4a + 4a^2)d1^229d2^9 + (0 + 2a + 4a^2)d1^230d2^9 + (2 + 3a + 0a^2)d1^231d2^9 + (1 + 1a + 3a^2)d1^232d2^9 + (3 + 3a + 0a^2)d1^233d2^9 + (4 + 1a + 1a^2)d1^234d2^9 + (4 + 3a + 0a^2)d1^235d2^9 + (3 + 3a + 1a^2)d1^236d2^9 + (0 + 0a + 4a^2)d1^237d2^9 + (0 + 0a + 3a^2)d1^238d2^9 + (2 + 4a + 2a^2)d1^239d2^9 + (3 + 1a + 1a^2)d1^240d2^9 + (2 + 1a + 1a^2)d1^241d2^9 + (3 + 1a + 0a^2)d1^242d2^9 + (0 + 2a + 1a^2)d1^243d2^9 + (2 + 3a + 2a^2)d1^244d2^9 + (1 + 1a + 0a^2)d1^245d2^9 + (4 + 2a + 2a^2)d1^246d2^9 + (4 + 2a + 0a^2)d1^247d2^9 + (0 + 4a + 2a^2)d1^248d2^9 + (4 + 1a + 0a^2)d1^249d2^9 + (2 + 2a + 0a^2)d1^250d2^9 + (1 + 4a + 0a^2)d1^251d2^9 + (1 + 4a + 0a^2)d1^252d2^9 + (3 + 4a + 0a^2)d1^253d2^9 + (3 + 0a + 4a^2)d1^254d2^9 + (2 + 3a + 1a^2)d1^255d2^9 + (2 + 2a + 1a^2)d1^256d2^9 + (3 + 1a + 0a^2)d1^257d2^9 + (1 + 0a + 0a^2)d1^258d2^9 + (1 + 3a + 2a^2)d1^259d2^9 + (3 + 1a + 1a^2)d1^260d2^9 + (3 + 3a + 3a^2)d1^261d2^9 + (4 + 1a + 2a^2)d1^262d2^9 + (0 + 2a + 0a^2)d1^263d2^9 + (2 + 0a + 0a^2)d1^264d2^9 + (1 + 2a + 0a^2)d1^265d2^9 + (2 + 2a + 2a^2)d1^266d2^9 + (4 + 4a + 0a^2)d1^267d2^9 + (0 + 4a + 1a^2)d1^268d2^9 + (1 + 2a + 3a^2)d1^269d2^9 + (3 + 3a + 3a^2)d1^270d2^9 + (3 + 2a + 3a^2)d1^271d2^9 + (4 + 4a + 3a^2)d1^272d2^9 + (3 + 1a + 2a^2)d1^273d2^9 + (2 + 1a + 2a^2)d1^274d2^9 + (4 + 2a + 4a^2)d1^275d2^9 + (4 + 4a + 0a^2)d1^276d2^9 + (4 + 3a + 1a^2)d1^277d2^9 + (4 + 2a + 3a^2)d1^278d2^9 + (2 + 2a + 2a^2)d1^279d2^9 + (4 + 4a + 1a^2)d1^280d2^9 + (4 + 2a + 1a^2)d1^281d2^9 + (1 + 0a + 3a^2)d1^282d2^9 + (3 + 0a + 2a^2)d1^283d2^9 + (1 + 0a + 2a^2)d1^284d2^9 + (4 + 2a + 3a^2)d1^285d2^9 + (0 + 0a + 4a^2)d1^286d2^9 + (1 + 0a + 3a^2)d1^287d2^9 + (4 + 4a + 3a^2)d1^288d2^9 + (2 + 3a + 2a^2)d1^289d2^9 + (4 + 0a + 2a^2)d1^290d2^9 + (0 + 2a + 4a^2)d1^291d2^9 + (2 + 3a + 3a^2)d1^292d2^9 + (0 + 0a + 3a^2)d1^293d2^9 + (3 + 4a + 1a^2)d2^10 + (4 + 4a + 3a^2)d1^1d2^10 + (3 + 0a + 3a^2)d1^2d2^10 + (2 + 2a + 4a^2)d1^3d2^10 + (2 + 3a + 3a^2)d1^4d2^10 + (0 + 3a + 2a^2)d1^5d2^10 + (1 + 4a + 2a^2)d1^6d2^10 + (3 + 4a + 4a^2)d1^7d2^10 + (3 + 3a + 3a^2)d1^8d2^10 + (1 + 3a + 4a^2)d1^9d2^10 + (2 + 4a + 1a^2)d1^10d2^10 + (1 + 0a + 0a^2)d1^11d2^10 + (3 + 1a + 1a^2)d1^12d2^10 + (1 + 4a + 2a^2)d1^13d2^10 + (2 + 1a + 1a^2)d1^14d2^10 + (2 + 4a + 2a^2)d1^15d2^10 + (0 + 1a + 0a^2)d1^16d2^10 + (2 + 1a + 2a^2)d1^17d2^10 + (3 + 0a + 4a^2)d1^18d2^10 + (1 + 4a + 0a^2)d1^19d2^10 + (2 + 1a + 4a^2)d1^20d2^10 + (3 + 1a + 3a^2)d1^21d2^10 + (4 + 0a + 1a^2)d1^22d2^10 + (2 + 3a + 3a^2)d1^23d2^10 + (3 + 3a + 3a^2)d1^24d2^10 + (2 + 2a + 4a^2)d1^26d2^10 + (4 + 3a + 1a^2)d1^27d2^10 + (4 + 0a + 2a^2)d1^28d2^10 + (2 + 3a + 0a^2)d1^29d2^10 + (1 + 1a + 3a^2)d1^30d2^10 + (1 + 2a + 4a^2)d1^31d2^10 + (2 + 0a + 4a^2)d1^32d2^10 + (4 + 3a + 0a^2)d1^33d2^10 + (3 + 2a + 3a^2)d1^34d2^10 + (0 + 2a + 4a^2)d1^35d2^10 + (0 + 3a + 1a^2)d1^36d2^10 + (2 + 4a + 0a^2)d1^37d2^10 + (1 + 0a + 3a^2)d1^38d2^10 + (2 + 4a + 3a^2)d1^39d2^10 + (1 + 0a + 1a^2)d1^40d2^10 + (3 + 2a + 0a^2)d1^41d2^10 + (3 + 2a + 2a^2)d1^42d2^10 + (1 + 3a + 1a^2)d1^43d2^10 + (1 + 1a + 4a^2)d1^44d2^10 + (4 + 0a + 0a^2)d1^45d2^10 + (3 + 0a + 4a^2)d1^46d2^10 + (0 + 1a + 2a^2)d1^47d2^10 + (3 + 3a + 3a^2)d1^48d2^10 + (4 + 1a + 1a^2)d1^49d2^10 + (1 + 3a + 2a^2)d1^50d2^10 + (3 + 4a + 2a^2)d1^51d2^10 + (3 + 3a + 2a^2)d1^52d2^10 + (3 + 3a + 4a^2)d1^53d2^10 + (1 + 0a + 3a^2)d1^54d2^10 + (3 + 2a + 4a^2)d1^55d2^10 + (1 + 2a + 2a^2)d1^56d2^10 + (0 + 0a + 1a^2)d1^57d2^10 + (0 + 1a + 4a^2)d1^58d2^10 + (4 + 1a + 2a^2)d1^59d2^10 + (4 + 4a + 3a^2)d1^60d2^10 + (4 + 0a + 1a^2)d1^61d2^10 + (4 + 4a + 0a^2)d1^62d2^10 + (2 + 2a + 4a^2)d1^63d2^10 + (1 + 0a + 4a^2)d1^64d2^10 + (0 + 0a + 2a^2)d1^65d2^10 + (0 + 2a + 0a^2)d1^66d2^10 + (0 + 3a + 1a^2)d1^67d2^10 + (2 + 2a + 3a^2)d1^68d2^10 + (4 + 2a + 4a^2)d1^69d2^10 + (2 + 0a + 3a^2)d1^70d2^10 + (1 + 1a + 4a^2)d1^71d2^10 + (1 + 0a + 2a^2)d1^72d2^10 + (3 + 0a + 2a^2)d1^73d2^10 + (0 + 4a + 0a^2)d1^74d2^10 + (1 + 1a + 4a^2)d1^75d2^10 + (0 + 4a + 0a^2)d1^76d2^10 + (3 + 1a + 3a^2)d1^77d2^10 + (3 + 2a + 4a^2)d1^78d2^10 + (0 + 4a + 1a^2)d1^79d2^10 + (0 + 3a + 4a^2)d1^80d2^10 + (2 + 1a + 0a^2)d1^81d2^10 + (4 + 2a + 3a^2)d1^82d2^10 + (3 + 0a + 0a^2)d1^83d2^10 + (3 + 0a + 3a^2)d1^84d2^10 + (0 + 0a + 2a^2)d1^85d2^10 + (3 + 4a + 2a^2)d1^86d2^10 + (3 + 1a + 1a^2)d1^87d2^10 + (1 + 0a + 3a^2)d1^89d2^10 + (3 + 1a + 0a^2)d1^90d2^10 + (4 + 0a + 2a^2)d1^91d2^10 + (3 + 3a + 1a^2)d1^92d2^10 + (4 + 4a + 2a^2)d1^93d2^10 + (4 + 3a + 4a^2)d1^94d2^10 + (4 + 0a + 0a^2)d1^95d2^10 + (0 + 2a + 0a^2)d1^96d2^10 + (0 + 4a + 0a^2)d1^97d2^10 + (4 + 2a + 4a^2)d1^98d2^10 + (2 + 1a + 3a^2)d1^99d2^10 + (3 + 3a + 0a^2)d1^100d2^10 + (4 + 4a + 0a^2)d1^101d2^10 + (4 + 2a + 2a^2)d1^102d2^10 + (4 + 1a + 2a^2)d1^103d2^10 + (4 + 0a + 3a^2)d1^104d2^10 + (0 + 4a + 1a^2)d1^105d2^10 + (1 + 4a + 3a^2)d1^106d2^10 + (0 + 4a + 3a^2)d1^107d2^10 + (0 + 2a + 1a^2)d1^108d2^10 + (4 + 0a + 1a^2)d1^109d2^10 + (2 + 3a + 2a^2)d1^110d2^10 + (1 + 2a + 2a^2)d1^111d2^10 + (2 + 1a + 4a^2)d1^112d2^10 + (2 + 3a + 1a^2)d1^113d2^10 + (1 + 4a + 1a^2)d1^114d2^10 + (2 + 4a + 4a^2)d1^115d2^10 + (2 + 0a + 2a^2)d1^117d2^10 + (0 + 2a + 1a^2)d1^118d2^10 + (4 + 4a + 2a^2)d1^119d2^10 + (4 + 2a + 4a^2)d1^120d2^10 + (1 + 2a + 2a^2)d1^121d2^10 + (2 + 2a + 3a^2)d1^122d2^10 + (1 + 3a + 3a^2)d1^123d2^10 + (2 + 1a + 0a^2)d1^124d2^10 + (1 + 4a + 3a^2)d1^125d2^10 + (4 + 2a + 1a^2)d1^126d2^10 + (0 + 1a + 3a^2)d1^127d2^10 + (3 + 3a + 2a^2)d1^128d2^10 + (4 + 0a + 2a^2)d1^129d2^10 + (2 + 2a + 4a^2)d1^130d2^10 + (0 + 0a + 3a^2)d1^131d2^10 + (2 + 3a + 3a^2)d1^132d2^10 + (3 + 2a + 4a^2)d1^133d2^10 + (1 + 3a + 3a^2)d1^134d2^10 + (2 + 3a + 4a^2)d1^135d2^10 + (4 + 4a + 4a^2)d1^136d2^10 + (3 + 2a + 3a^2)d1^137d2^10 + (0 + 2a + 0a^2)d1^138d2^10 + (1 + 2a + 0a^2)d1^139d2^10 + (3 + 0a + 3a^2)d1^140d2^10 + (0 + 2a + 4a^2)d1^141d2^10 + (4 + 2a + 1a^2)d1^142d2^10 + (1 + 1a + 0a^2)d1^143d2^10 + (2 + 1a + 1a^2)d1^144d2^10 + (0 + 2a + 1a^2)d1^145d2^10 + (4 + 3a + 2a^2)d1^146d2^10 + (2 + 2a + 2a^2)d1^147d2^10 + (0 + 4a + 1a^2)d1^148d2^10 + (4 + 2a + 3a^2)d1^149d2^10 + (3 + 0a + 2a^2)d1^150d2^10 + (2 + 3a + 2a^2)d1^151d2^10 + (4 + 2a + 3a^2)d1^152d2^10 + (2 + 4a + 0a^2)d1^153d2^10 + (4 + 3a + 2a^2)d1^154d2^10 + (4 + 1a + 1a^2)d1^155d2^10 + (1 + 3a + 1a^2)d1^156d2^10 + (4 + 4a + 3a^2)d1^157d2^10 + (2 + 0a + 3a^2)d1^158d2^10 + (4 + 0a + 2a^2)d1^159d2^10 + (2 + 2a + 0a^2)d1^160d2^10 + (2 + 0a + 4a^2)d1^161d2^10 + (0 + 4a + 4a^2)d1^162d2^10 + (3 + 2a + 2a^2)d1^163d2^10 + (1 + 0a + 4a^2)d1^164d2^10 + (1 + 2a + 3a^2)d1^165d2^10 + (4 + 2a + 4a^2)d1^166d2^10 + (0 + 0a + 4a^2)d1^167d2^10 + (3 + 0a + 0a^2)d1^168d2^10 + (3 + 3a + 1a^2)d1^169d2^10 + (3 + 1a + 1a^2)d1^170d2^10 + (2 + 3a + 1a^2)d1^171d2^10 + (1 + 3a + 0a^2)d1^172d2^10 + (4 + 0a + 0a^2)d1^173d2^10 + (0 + 2a + 2a^2)d1^174d2^10 + (4 + 2a + 3a^2)d1^175d2^10 + (4 + 2a + 0a^2)d1^176d2^10 + (3 + 0a + 2a^2)d1^177d2^10 + (4 + 4a + 1a^2)d1^178d2^10 + (2 + 4a + 4a^2)d1^179d2^10 + (2 + 4a + 0a^2)d1^180d2^10 + (2 + 3a + 0a^2)d1^181d2^10 + (0 + 2a + 0a^2)d1^182d2^10 + (4 + 2a + 3a^2)d1^183d2^10 + (3 + 1a + 1a^2)d1^184d2^10 + (2 + 2a + 1a^2)d1^185d2^10 + (3 + 4a + 0a^2)d1^186d2^10 + (1 + 0a + 4a^2)d1^187d2^10 + (0 + 3a + 2a^2)d1^188d2^10 + (2 + 0a + 4a^2)d1^189d2^10 + (4 + 3a + 1a^2)d1^190d2^10 + (4 + 4a + 4a^2)d1^191d2^10 + (2 + 1a + 3a^2)d1^192d2^10 + (4 + 2a + 1a^2)d1^193d2^10 + (3 + 0a + 4a^2)d1^194d2^10 + (3 + 2a + 2a^2)d1^195d2^10 + (3 + 1a + 2a^2)d1^196d2^10 + (0 + 0a + 2a^2)d1^197d2^10 + (2 + 1a + 2a^2)d1^198d2^10 + (0 + 4a + 4a^2)d1^199d2^10 + (2 + 2a + 1a^2)d1^200d2^10 + (3 + 4a + 1a^2)d1^201d2^10 + (0 + 3a + 3a^2)d1^202d2^10 + (3 + 1a + 3a^2)d1^203d2^10 + (2 + 2a + 1a^2)d1^204d2^10 + (0 + 0a + 2a^2)d1^205d2^10 + (4 + 3a + 1a^2)d1^206d2^10 + (2 + 4a + 2a^2)d1^207d2^10 + (4 + 4a + 3a^2)d1^208d2^10 + (3 + 0a + 4a^2)d1^209d2^10 + (2 + 3a + 3a^2)d1^210d2^10 + (1 + 4a + 1a^2)d1^211d2^10 + (0 + 1a + 2a^2)d1^212d2^10 + (2 + 3a + 3a^2)d1^213d2^10 + (3 + 1a + 3a^2)d1^214d2^10 + (2 + 2a + 4a^2)d1^215d2^10 + (3 + 1a + 3a^2)d1^216d2^10 + (4 + 1a + 2a^2)d1^217d2^10 + (2 + 0a + 1a^2)d1^218d2^10 + (3 + 4a + 4a^2)d1^219d2^10 + (1 + 4a + 2a^2)d1^220d2^10 + (0 + 1a + 1a^2)d1^221d2^10 + (2 + 0a + 3a^2)d1^222d2^10 + (3 + 4a + 1a^2)d1^223d2^10 + (3 + 4a + 0a^2)d1^224d2^10 + (0 + 4a + 0a^2)d1^225d2^10 + (2 + 1a + 2a^2)d1^226d2^10 + (1 + 3a + 1a^2)d1^227d2^10 + (4 + 2a + 4a^2)d1^228d2^10 + (2 + 0a + 0a^2)d1^229d2^10 + (1 + 2a + 1a^2)d1^230d2^10 + (3 + 3a + 4a^2)d1^231d2^10 + (0 + 3a + 2a^2)d1^232d2^10 + (1 + 3a + 4a^2)d1^233d2^10 + (1 + 2a + 1a^2)d1^234d2^10 + (0 + 2a + 2a^2)d1^235d2^10 + (3 + 3a + 1a^2)d1^236d2^10 + (4 + 2a + 2a^2)d1^237d2^10 + (3 + 1a + 1a^2)d1^238d2^10 + (2 + 4a + 0a^2)d1^239d2^10 + (0 + 1a + 1a^2)d1^240d2^10 + (0 + 3a + 4a^2)d1^241d2^10 + (3 + 1a + 0a^2)d1^243d2^10 + (3 + 3a + 0a^2)d1^244d2^10 + (1 + 4a + 3a^2)d1^245d2^10 + (1 + 3a + 4a^2)d1^246d2^10 + (0 + 2a + 0a^2)d1^247d2^10 + (4 + 1a + 1a^2)d1^248d2^10 + (2 + 1a + 3a^2)d1^249d2^10 + (3 + 2a + 2a^2)d1^250d2^10 + (3 + 3a + 2a^2)d1^251d2^10 + (1 + 2a + 1a^2)d1^252d2^10 + (0 + 2a + 3a^2)d1^253d2^10 + (2 + 1a + 4a^2)d1^254d2^10 + (0 + 4a + 3a^2)d1^255d2^10 + (4 + 1a + 3a^2)d1^256d2^10 + (4 + 0a + 0a^2)d1^257d2^10 + (4 + 1a + 1a^2)d1^258d2^10 + (1 + 0a + 3a^2)d1^259d2^10 + (2 + 0a + 1a^2)d1^260d2^10 + (1 + 2a + 1a^2)d1^261d2^10 + (2 + 2a + 2a^2)d1^262d2^10 + (2 + 0a + 0a^2)d1^263d2^10 + (2 + 0a + 1a^2)d1^264d2^10 + (0 + 3a + 4a^2)d1^265d2^10 + (2 + 1a + 4a^2)d1^266d2^10 + (2 + 1a + 0a^2)d1^267d2^10 + (3 + 0a + 2a^2)d1^268d2^10 + (4 + 0a + 1a^2)d1^269d2^10 + (1 + 4a + 2a^2)d1^270d2^10 + (3 + 2a + 3a^2)d1^271d2^10 + (4 + 2a + 1a^2)d1^272d2^10 + (3 + 1a + 0a^2)d1^273d2^10 + (3 + 1a + 4a^2)d1^274d2^10 + (3 + 1a + 2a^2)d1^275d2^10 + (1 + 4a + 4a^2)d1^276d2^10 + (4 + 1a + 1a^2)d1^277d2^10 + (3 + 4a + 4a^2)d1^278d2^10 + (4 + 1a + 2a^2)d1^279d2^10 + (4 + 1a + 2a^2)d1^280d2^10 + (2 + 4a + 4a^2)d1^281d2^10 + (3 + 1a + 3a^2)d1^282d2^10 + (0 + 0a + 3a^2)d1^283d2^10 + (4 + 1a + 4a^2)d1^284d2^10 + (1 + 4a + 0a^2)d1^285d2^10 + (4 + 3a + 1a^2)d1^286d2^10 + (2 + 3a + 2a^2)d1^287d2^10 + (1 + 3a + 4a^2)d1^288d2^10 + (1 + 4a + 4a^2)d1^289d2^10 + (1 + 4a + 4a^2)d1^290d2^10 + (0 + 3a + 1a^2)d1^291d2^10 + (3 + 3a + 2a^2)d1^292d2^10 + (4 + 1a + 3a^2)d1^293d2^10 + (2 + 2a + 0a^2)d2^11 + (1 + 3a + 1a^2)d1^1d2^11 + (4 + 2a + 3a^2)d1^2d2^11 + (1 + 2a + 0a^2)d1^3d2^11 + (2 + 2a + 3a^2)d1^4d2^11 + (4 + 0a + 4a^2)d1^5d2^11 + (0 + 4a + 4a^2)d1^6d2^11 + (1 + 4a + 1a^2)d1^7d2^11 + (0 + 1a + 1a^2)d1^8d2^11 + (1 + 1a + 2a^2)d1^9d2^11 + (2 + 1a + 4a^2)d1^10d2^11 + (1 + 1a + 1a^2)d1^11d2^11 + (2 + 3a + 2a^2)d1^12d2^11 + (2 + 2a + 3a^2)d1^13d2^11 + (3 + 2a + 4a^2)d1^14d2^11 + (2 + 4a + 4a^2)d1^15d2^11 + (4 + 0a + 3a^2)d1^16d2^11 + (4 + 1a + 3a^2)d1^17d2^11 + (0 + 2a + 4a^2)d1^18d2^11 + (3 + 1a + 0a^2)d1^19d2^11 + (0 + 3a + 2a^2)d1^20d2^11 + (0 + 4a + 2a^2)d1^21d2^11 + (4 + 4a + 4a^2)d1^22d2^11 + (0 + 3a + 1a^2)d1^23d2^11 + (2 + 0a + 4a^2)d1^24d2^11 + (1 + 2a + 2a^2)d1^25d2^11 + (0 + 1a + 2a^2)d1^26d2^11 + (0 + 0a + 4a^2)d1^27d2^11 + (0 + 3a + 1a^2)d1^28d2^11 + (3 + 4a + 2a^2)d1^29d2^11 + (4 + 3a + 2a^2)d1^30d2^11 + (1 + 3a + 4a^2)d1^31d2^11 + (0 + 0a + 2a^2)d1^32d2^11 + (4 + 3a + 3a^2)d1^33d2^11 + (4 + 4a + 2a^2)d1^34d2^11 + (3 + 1a + 0a^2)d1^35d2^11 + (3 + 4a + 4a^2)d1^36d2^11 + (1 + 4a + 2a^2)d1^37d2^11 + (0 + 4a + 2a^2)d1^38d2^11 + (0 + 2a + 4a^2)d1^39d2^11 + (3 + 4a + 3a^2)d1^40d2^11 + (2 + 2a + 3a^2)d1^41d2^11 + (2 + 4a + 2a^2)d1^42d2^11 + (2 + 0a + 0a^2)d1^43d2^11 + (1 + 1a + 0a^2)d1^44d2^11 + (1 + 3a + 2a^2)d1^45d2^11 + (3 + 3a + 3a^2)d1^46d2^11 + (2 + 3a + 0a^2)d1^47d2^11 + (1 + 4a + 2a^2)d1^48d2^11 + (0 + 2a + 0a^2)d1^49d2^11 + (0 + 2a + 3a^2)d1^50d2^11 + (4 + 1a + 2a^2)d1^51d2^11 + (2 + 4a + 3a^2)d1^52d2^11 + (2 + 1a + 4a^2)d1^53d2^11 + (1 + 1a + 0a^2)d1^55d2^11 + (3 + 4a + 1a^2)d1^56d2^11 + (3 + 3a + 1a^2)d1^57d2^11 + (2 + 0a + 2a^2)d1^58d2^11 + (4 + 0a + 2a^2)d1^59d2^11 + (4 + 2a + 0a^2)d1^60d2^11 + (2 + 3a + 3a^2)d1^61d2^11 + (2 + 0a + 2a^2)d1^62d2^11 + (4 + 2a + 2a^2)d1^63d2^11 + (3 + 2a + 4a^2)d1^64d2^11 + (1 + 3a + 0a^2)d1^65d2^11 + (1 + 0a + 0a^2)d1^66d2^11 + (3 + 1a + 0a^2)d1^67d2^11 + (0 + 0a + 2a^2)d1^68d2^11 + (2 + 1a + 4a^2)d1^69d2^11 + (2 + 1a + 0a^2)d1^70d2^11 + (1 + 4a + 1a^2)d1^71d2^11 + (0 + 1a + 3a^2)d1^72d2^11 + (2 + 2a + 1a^2)d1^73d2^11 + (1 + 3a + 2a^2)d1^74d2^11 + (2 + 4a + 1a^2)d1^75d2^11 + (4 + 2a + 2a^2)d1^76d2^11 + (1 + 2a + 4a^2)d1^77d2^11 + (4 + 1a + 3a^2)d1^78d2^11 + (0 + 0a + 4a^2)d1^79d2^11 + (2 + 2a + 3a^2)d1^80d2^11 + (2 + 1a + 0a^2)d1^81d2^11 + (1 + 3a + 0a^2)d1^82d2^11 + (2 + 3a + 2a^2)d1^83d2^11 + (3 + 3a + 1a^2)d1^84d2^11 + (4 + 1a + 0a^2)d1^85d2^11 + (1 + 2a + 0a^2)d1^86d2^11 + (0 + 3a + 2a^2)d1^87d2^11 + (1 + 4a + 3a^2)d1^88d2^11 + (1 + 1a + 2a^2)d1^89d2^11 + (1 + 0a + 4a^2)d1^90d2^11 + (3 + 1a + 2a^2)d1^91d2^11 + (1 + 3a + 2a^2)d1^92d2^11 + (3 + 4a + 4a^2)d1^93d2^11 + (0 + 3a + 3a^2)d1^94d2^11 + (2 + 1a + 4a^2)d1^95d2^11 + (2 + 4a + 3a^2)d1^96d2^11 + (1 + 3a + 3a^2)d1^97d2^11 + (3 + 0a + 0a^2)d1^98d2^11 + (4 + 1a + 0a^2)d1^99d2^11 + (2 + 4a + 2a^2)d1^100d2^11 + (3 + 0a + 3a^2)d1^101d2^11 + (0 + 0a + 4a^2)d1^102d2^11 + (4 + 1a + 0a^2)d1^103d2^11 + (0 + 2a + 0a^2)d1^104d2^11 + (3 + 0a + 1a^2)d1^105d2^11 + (3 + 0a + 0a^2)d1^106d2^11 + (0 + 1a + 0a^2)d1^107d2^11 + (0 + 1a + 3a^2)d1^108d2^11 + (0 + 2a + 3a^2)d1^109d2^11 + (0 + 2a + 4a^2)d1^110d2^11 + (0 + 3a + 3a^2)d1^111d2^11 + (4 + 2a + 0a^2)d1^112d2^11 + (1 + 1a + 0a^2)d1^113d2^11 + (0 + 4a + 0a^2)d1^114d2^11 + (1 + 0a + 3a^2)d1^115d2^11 + (3 + 3a + 1a^2)d1^116d2^11 + (2 + 2a + 0a^2)d1^117d2^11 + (4 + 4a + 3a^2)d1^118d2^11 + (0 + 3a + 3a^2)d1^119d2^11 + (2 + 3a + 3a^2)d1^120d2^11 + (0 + 4a + 3a^2)d1^121d2^11 + (3 + 0a + 0a^2)d1^122d2^11 + (1 + 4a + 0a^2)d1^123d2^11 + (1 + 2a + 1a^2)d1^124d2^11 + (1 + 3a + 1a^2)d1^125d2^11 + (3 + 2a + 0a^2)d1^126d2^11 + (4 + 1a + 4a^2)d1^127d2^11 + (3 + 2a + 2a^2)d1^128d2^11 + (1 + 0a + 4a^2)d1^129d2^11 + (0 + 1a + 0a^2)d1^130d2^11 + (1 + 1a + 1a^2)d1^131d2^11 + (1 + 1a + 1a^2)d1^132d2^11 + (4 + 2a + 4a^2)d1^133d2^11 + (2 + 3a + 4a^2)d1^134d2^11 + (0 + 4a + 0a^2)d1^135d2^11 + (0 + 2a + 0a^2)d1^136d2^11 + (1 + 2a + 3a^2)d1^137d2^11 + (0 + 0a + 4a^2)d1^138d2^11 + (1 + 0a + 3a^2)d1^140d2^11 + (1 + 3a + 0a^2)d1^141d2^11 + (0 + 2a + 2a^2)d1^142d2^11 + (1 + 1a + 4a^2)d1^143d2^11 + (4 + 4a + 0a^2)d1^144d2^11 + (1 + 3a + 2a^2)d1^145d2^11 + (0 + 0a + 3a^2)d1^146d2^11 + (3 + 1a + 0a^2)d1^147d2^11 + (1 + 3a + 1a^2)d1^148d2^11 + (4 + 0a + 1a^2)d1^149d2^11 + (2 + 3a + 1a^2)d1^150d2^11 + (3 + 4a + 4a^2)d1^151d2^11 + (3 + 1a + 3a^2)d1^152d2^11 + (4 + 0a + 1a^2)d1^153d2^11 + (3 + 4a + 4a^2)d1^154d2^11 + (3 + 2a + 0a^2)d1^155d2^11 + (1 + 0a + 2a^2)d1^156d2^11 + (1 + 2a + 1a^2)d1^157d2^11 + (0 + 0a + 3a^2)d1^158d2^11 + (2 + 3a + 4a^2)d1^159d2^11 + (3 + 0a + 2a^2)d1^160d2^11 + (0 + 0a + 2a^2)d1^161d2^11 + (0 + 2a + 4a^2)d1^162d2^11 + (2 + 0a + 2a^2)d1^163d2^11 + (3 + 0a + 3a^2)d1^164d2^11 + (1 + 2a + 3a^2)d1^165d2^11 + (2 + 0a + 1a^2)d1^166d2^11 + (0 + 1a + 2a^2)d1^167d2^11 + (3 + 3a + 3a^2)d1^168d2^11 + (1 + 0a + 0a^2)d1^169d2^11 + (1 + 4a + 3a^2)d1^170d2^11 + (4 + 3a + 2a^2)d1^171d2^11 + (1 + 0a + 2a^2)d1^172d2^11 + (2 + 3a + 1a^2)d1^173d2^11 + (2 + 0a + 4a^2)d1^174d2^11 + (4 + 3a + 1a^2)d1^175d2^11 + (4 + 0a + 4a^2)d1^176d2^11 + (2 + 1a + 2a^2)d1^177d2^11 + (1 + 1a + 4a^2)d1^178d2^11 + (4 + 4a + 2a^2)d1^179d2^11 + (1 + 3a + 4a^2)d1^180d2^11 + (2 + 4a + 4a^2)d1^181d2^11 + (1 + 3a + 3a^2)d1^182d2^11 + (3 + 2a + 3a^2)d1^183d2^11 + (1 + 4a + 4a^2)d1^184d2^11 + (2 + 2a + 1a^2)d1^185d2^11 + (0 + 4a + 4a^2)d1^186d2^11 + (3 + 2a + 1a^2)d1^187d2^11 + (0 + 1a + 4a^2)d1^188d2^11 + (0 + 4a + 1a^2)d1^189d2^11 + (1 + 0a + 2a^2)d1^190d2^11 + (4 + 2a + 0a^2)d1^191d2^11 + (4 + 3a + 0a^2)d1^192d2^11 + (4 + 0a + 2a^2)d1^193d2^11 + (0 + 4a + 0a^2)d1^194d2^11 + (4 + 3a + 1a^2)d1^195d2^11 + (0 + 4a + 1a^2)d1^196d2^11 + (4 + 4a + 3a^2)d1^197d2^11 + (4 + 4a + 4a^2)d1^198d2^11 + (3 + 4a + 3a^2)d1^199d2^11 + (4 + 4a + 0a^2)d1^200d2^11 + (0 + 4a + 1a^2)d1^201d2^11 + (4 + 0a + 3a^2)d1^202d2^11 + (4 + 4a + 4a^2)d1^203d2^11 + (1 + 0a + 1a^2)d1^204d2^11 + (2 + 3a + 3a^2)d1^205d2^11 + (3 + 4a + 2a^2)d1^206d2^11 + (4 + 1a + 2a^2)d1^207d2^11 + (1 + 2a + 4a^2)d1^208d2^11 + (0 + 2a + 0a^2)d1^209d2^11 + (0 + 1a + 3a^2)d1^210d2^11 + (4 + 3a + 0a^2)d1^211d2^11 + (2 + 2a + 3a^2)d1^212d2^11 + (3 + 2a + 2a^2)d1^213d2^11 + (1 + 3a + 2a^2)d1^214d2^11 + (1 + 0a + 4a^2)d1^215d2^11 + (4 + 1a + 0a^2)d1^216d2^11 + (4 + 2a + 2a^2)d1^217d2^11 + (2 + 2a + 3a^2)d1^218d2^11 + (4 + 0a + 2a^2)d1^219d2^11 + (0 + 1a + 1a^2)d1^220d2^11 + (3 + 3a + 3a^2)d1^221d2^11 + (0 + 0a + 1a^2)d1^222d2^11 + (2 + 3a + 2a^2)d1^223d2^11 + (0 + 2a + 4a^2)d1^224d2^11 + (3 + 1a + 1a^2)d1^225d2^11 + (0 + 1a + 1a^2)d1^226d2^11 + (4 + 1a + 3a^2)d1^227d2^11 + (1 + 2a + 1a^2)d1^228d2^11 + (2 + 3a + 2a^2)d1^229d2^11 + (0 + 1a + 2a^2)d1^230d2^11 + (3 + 2a + 3a^2)d1^231d2^11 + (2 + 0a + 1a^2)d1^232d2^11 + (1 + 4a + 2a^2)d1^233d2^11 + (1 + 3a + 2a^2)d1^234d2^11 + (4 + 1a + 3a^2)d1^235d2^11 + (2 + 1a + 2a^2)d1^236d2^11 + (1 + 0a + 3a^2)d1^237d2^11 + (3 + 3a + 3a^2)d1^238d2^11 + (0 + 4a + 2a^2)d1^239d2^11 + (0 + 4a + 1a^2)d1^240d2^11 + (1 + 4a + 2a^2)d1^241d2^11 + (4 + 0a + 0a^2)d1^242d2^11 + (1 + 0a + 0a^2)d1^243d2^11 + (1 + 1a + 0a^2)d1^244d2^11 + (4 + 1a + 1a^2)d1^245d2^11 + (4 + 2a + 1a^2)d1^246d2^11 + (3 + 0a + 2a^2)d1^247d2^11 + (3 + 0a + 0a^2)d1^248d2^11 + (1 + 3a + 0a^2)d1^249d2^11 + (2 + 2a + 1a^2)d1^250d2^11 + (3 + 3a + 0a^2)d1^251d2^11 + (3 + 0a + 3a^2)d1^252d2^11 + (1 + 4a + 3a^2)d1^253d2^11 + (2 + 4a + 1a^2)d1^254d2^11 + (3 + 4a + 0a^2)d1^255d2^11 + (3 + 1a + 1a^2)d1^256d2^11 + (2 + 1a + 1a^2)d1^257d2^11 + (4 + 4a + 2a^2)d1^258d2^11 + (0 + 1a + 0a^2)d1^259d2^11 + (0 + 1a + 3a^2)d1^260d2^11 + (3 + 2a + 0a^2)d1^261d2^11 + (2 + 2a + 2a^2)d1^262d2^11 + (4 + 0a + 4a^2)d1^263d2^11 + (0 + 0a + 2a^2)d1^264d2^11 + (2 + 1a + 2a^2)d1^265d2^11 + (0 + 2a + 4a^2)d1^266d2^11 + (4 + 0a + 1a^2)d1^267d2^11 + (0 + 4a + 0a^2)d1^268d2^11 + (3 + 4a + 4a^2)d1^269d2^11 + (3 + 4a + 3a^2)d1^270d2^11 + (4 + 0a + 3a^2)d1^271d2^11 + (0 + 0a + 1a^2)d1^272d2^11 + (1 + 0a + 4a^2)d1^273d2^11 + (3 + 1a + 3a^2)d1^274d2^11 + (4 + 4a + 1a^2)d1^275d2^11 + (0 + 2a + 3a^2)d1^276d2^11 + (1 + 4a + 1a^2)d1^277d2^11 + (3 + 2a + 3a^2)d1^278d2^11 + (4 + 2a + 3a^2)d1^279d2^11 + (3 + 1a + 4a^2)d1^280d2^11 + (2 + 1a + 2a^2)d1^281d2^11 + (3 + 1a + 0a^2)d1^282d2^11 + (0 + 2a + 3a^2)d1^283d2^11 + (2 + 4a + 0a^2)d1^284d2^11 + (2 + 4a + 1a^2)d1^285d2^11 + (1 + 4a + 4a^2)d1^286d2^11 + (2 + 1a + 1a^2)d1^287d2^11 + (2 + 0a + 1a^2)d1^288d2^11 + (0 + 1a + 4a^2)d1^289d2^11 + (1 + 1a + 1a^2)d1^290d2^11 + (4 + 4a + 2a^2)d1^291d2^11 + (0 + 1a + 2a^2)d1^292d2^11 + (0 + 3a + 2a^2)d1^293d2^11 + (1 + 3a + 4a^2)d2^12 + (1 + 4a + 2a^2)d1^1d2^12 + (3 + 2a + 2a^2)d1^2d2^12 + (2 + 2a + 1a^2)d1^3d2^12 + (1 + 4a + 0a^2)d1^4d2^12 + (2 + 2a + 1a^2)d1^5d2^12 + (0 + 0a + 2a^2)d1^6d2^12 + (2 + 3a + 2a^2)d1^7d2^12 + (3 + 2a + 3a^2)d1^8d2^12 + (4 + 2a + 3a^2)d1^9d2^12 + (4 + 4a + 4a^2)d1^10d2^12 + (0 + 2a + 0a^2)d1^11d2^12 + (3 + 1a + 1a^2)d1^12d2^12 + (1 + 0a + 2a^2)d1^13d2^12 + (2 + 1a + 2a^2)d1^14d2^12 + (4 + 1a + 1a^2)d1^15d2^12 + (2 + 1a + 4a^2)d1^16d2^12 + (1 + 4a + 1a^2)d1^17d2^12 + (0 + 1a + 2a^2)d1^18d2^12 + (0 + 4a + 2a^2)d1^19d2^12 + (2 + 1a + 3a^2)d1^20d2^12 + (1 + 4a + 1a^2)d1^21d2^12 + (2 + 4a + 1a^2)d1^22d2^12 + (0 + 0a + 3a^2)d1^23d2^12 + (2 + 1a + 4a^2)d1^24d2^12 + (4 + 0a + 3a^2)d1^25d2^12 + (2 + 0a + 2a^2)d1^26d2^12 + (2 + 0a + 2a^2)d1^27d2^12 + (2 + 3a + 1a^2)d1^28d2^12 + (2 + 0a + 2a^2)d1^29d2^12 + (1 + 1a + 1a^2)d1^30d2^12 + (0 + 1a + 0a^2)d1^31d2^12 + (2 + 3a + 3a^2)d1^32d2^12 + (0 + 2a + 0a^2)d1^33d2^12 + (0 + 1a + 4a^2)d1^34d2^12 + (4 + 4a + 1a^2)d1^35d2^12 + (2 + 1a + 0a^2)d1^36d2^12 + (3 + 1a + 1a^2)d1^37d2^12 + (4 + 3a + 3a^2)d1^38d2^12 + (3 + 1a + 4a^2)d1^39d2^12 + (3 + 4a + 4a^2)d1^40d2^12 + (4 + 3a + 0a^2)d1^41d2^12 + (1 + 2a + 2a^2)d1^42d2^12 + (4 + 4a + 4a^2)d1^43d2^12 + (2 + 1a + 4a^2)d1^44d2^12 + (2 + 0a + 2a^2)d1^45d2^12 + (4 + 0a + 3a^2)d1^46d2^12 + (4 + 1a + 3a^2)d1^47d2^12 + (2 + 0a + 2a^2)d1^48d2^12 + (4 + 0a + 0a^2)d1^49d2^12 + (0 + 1a + 1a^2)d1^50d2^12 + (1 + 4a + 2a^2)d1^51d2^12 + (4 + 3a + 3a^2)d1^52d2^12 + (3 + 4a + 0a^2)d1^53d2^12 + (1 + 3a + 3a^2)d1^54d2^12 + (2 + 1a + 3a^2)d1^55d2^12 + (3 + 4a + 1a^2)d1^56d2^12 + (3 + 0a + 3a^2)d1^57d2^12 + (4 + 1a + 4a^2)d1^58d2^12 + (1 + 2a + 0a^2)d1^59d2^12 + (2 + 3a + 3a^2)d1^60d2^12 + (1 + 1a + 0a^2)d1^61d2^12 + (2 + 1a + 0a^2)d1^62d2^12 + (4 + 3a + 2a^2)d1^63d2^12 + (0 + 2a + 4a^2)d1^64d2^12 + (4 + 2a + 4a^2)d1^65d2^12 + (1 + 4a + 4a^2)d1^66d2^12 + (1 + 1a + 4a^2)d1^67d2^12 + (3 + 0a + 0a^2)d1^68d2^12 + (1 + 3a + 4a^2)d1^69d2^12 + (3 + 3a + 2a^2)d1^70d2^12 + (3 + 4a + 2a^2)d1^71d2^12 + (0 + 2a + 1a^2)d1^72d2^12 + (3 + 2a + 1a^2)d1^73d2^12 + (4 + 2a + 0a^2)d1^74d2^12 + (0 + 4a + 3a^2)d1^75d2^12 + (2 + 2a + 0a^2)d1^76d2^12 + (2 + 3a + 4a^2)d1^77d2^12 + (3 + 0a + 2a^2)d1^78d2^12 + (0 + 4a + 4a^2)d1^79d2^12 + (1 + 4a + 3a^2)d1^80d2^12 + (2 + 4a + 1a^2)d1^81d2^12 + (3 + 0a + 4a^2)d1^82d2^12 + (2 + 2a + 2a^2)d1^83d2^12 + (2 + 4a + 0a^2)d1^84d2^12 + (3 + 4a + 1a^2)d1^85d2^12 + (2 + 4a + 0a^2)d1^86d2^12 + (1 + 2a + 4a^2)d1^87d2^12 + (3 + 1a + 3a^2)d1^88d2^12 + (3 + 2a + 4a^2)d1^89d2^12 + (2 + 1a + 1a^2)d1^90d2^12 + (2 + 1a + 2a^2)d1^91d2^12 + (3 + 0a + 2a^2)d1^92d2^12 + (2 + 3a + 0a^2)d1^93d2^12 + (2 + 0a + 1a^2)d1^94d2^12 + (0 + 4a + 4a^2)d1^95d2^12 + (4 + 1a + 1a^2)d1^96d2^12 + (4 + 3a + 3a^2)d1^97d2^12 + (4 + 1a + 2a^2)d1^98d2^12 + (0 + 2a + 2a^2)d1^99d2^12 + (0 + 3a + 1a^2)d1^100d2^12 + (1 + 1a + 0a^2)d1^101d2^12 + (4 + 4a + 0a^2)d1^102d2^12 + (3 + 4a + 2a^2)d1^103d2^12 + (1 + 4a + 3a^2)d1^104d2^12 + (0 + 4a + 3a^2)d1^105d2^12 + (4 + 4a + 4a^2)d1^106d2^12 + (0 + 4a + 2a^2)d1^107d2^12 + (3 + 2a + 3a^2)d1^108d2^12 + (3 + 3a + 3a^2)d1^109d2^12 + (3 + 1a + 3a^2)d1^110d2^12 + (0 + 1a + 4a^2)d1^111d2^12 + (3 + 0a + 0a^2)d1^112d2^12 + (2 + 3a + 0a^2)d1^113d2^12 + (4 + 3a + 1a^2)d1^114d2^12 + (2 + 1a + 0a^2)d1^115d2^12 + (2 + 4a + 2a^2)d1^116d2^12 + (1 + 4a + 0a^2)d1^117d2^12 + (2 + 4a + 1a^2)d1^118d2^12 + (2 + 0a + 3a^2)d1^119d2^12 + (1 + 3a + 0a^2)d1^120d2^12 + (2 + 1a + 2a^2)d1^121d2^12 + (4 + 0a + 3a^2)d1^122d2^12 + (1 + 0a + 1a^2)d1^123d2^12 + (1 + 0a + 3a^2)d1^124d2^12 + (0 + 3a + 3a^2)d1^125d2^12 + (2 + 1a + 3a^2)d1^126d2^12 + (4 + 3a + 3a^2)d1^127d2^12 + (4 + 4a + 0a^2)d1^128d2^12 + (2 + 0a + 0a^2)d1^129d2^12 + (3 + 0a + 3a^2)d1^130d2^12 + (3 + 3a + 3a^2)d1^131d2^12 + (1 + 2a + 1a^2)d1^132d2^12 + (4 + 1a + 0a^2)d1^133d2^12 + (0 + 4a + 3a^2)d1^134d2^12 + (0 + 3a + 0a^2)d1^135d2^12 + (1 + 3a + 4a^2)d1^136d2^12 + (4 + 0a + 1a^2)d1^137d2^12 + (3 + 1a + 3a^2)d1^138d2^12 + (4 + 4a + 4a^2)d1^139d2^12 + (3 + 3a + 4a^2)d1^140d2^12 + (3 + 2a + 0a^2)d1^142d2^12 + (1 + 2a + 4a^2)d1^143d2^12 + (2 + 3a + 3a^2)d1^144d2^12 + (2 + 1a + 2a^2)d1^145d2^12 + (1 + 2a + 4a^2)d1^146d2^12 + (3 + 1a + 2a^2)d1^147d2^12 + (4 + 1a + 2a^2)d1^148d2^12 + (2 + 0a + 1a^2)d1^149d2^12 + (3 + 4a + 3a^2)d1^150d2^12 + (1 + 1a + 4a^2)d1^151d2^12 + (2 + 0a + 3a^2)d1^152d2^12 + (3 + 0a + 3a^2)d1^153d2^12 + (4 + 0a + 0a^2)d1^154d2^12 + (0 + 1a + 0a^2)d1^156d2^12 + (2 + 3a + 0a^2)d1^157d2^12 + (0 + 1a + 3a^2)d1^158d2^12 + (3 + 0a + 4a^2)d1^159d2^12 + (3 + 3a + 2a^2)d1^160d2^12 + (3 + 1a + 1a^2)d1^161d2^12 + (3 + 3a + 4a^2)d1^162d2^12 + (3 + 2a + 4a^2)d1^163d2^12 + (4 + 2a + 0a^2)d1^164d2^12 + (0 + 0a + 1a^2)d1^165d2^12 + (1 + 2a + 0a^2)d1^166d2^12 + (1 + 3a + 1a^2)d1^167d2^12 + (2 + 2a + 2a^2)d1^168d2^12 + (0 + 1a + 1a^2)d1^169d2^12 + (4 + 2a + 1a^2)d1^170d2^12 + (1 + 3a + 2a^2)d1^171d2^12 + (3 + 0a + 2a^2)d1^172d2^12 + (4 + 1a + 2a^2)d1^173d2^12 + (4 + 0a + 4a^2)d1^174d2^12 + (2 + 3a + 3a^2)d1^175d2^12 + (3 + 3a + 1a^2)d1^176d2^12 + (4 + 2a + 3a^2)d1^177d2^12 + (2 + 3a + 3a^2)d1^178d2^12 + (0 + 1a + 0a^2)d1^179d2^12 + (0 + 2a + 1a^2)d1^180d2^12 + (3 + 4a + 4a^2)d1^181d2^12 + (2 + 0a + 1a^2)d1^182d2^12 + (3 + 1a + 1a^2)d1^183d2^12 + (1 + 1a + 0a^2)d1^184d2^12 + (2 + 4a + 2a^2)d1^185d2^12 + (1 + 2a + 4a^2)d1^186d2^12 + (2 + 1a + 4a^2)d1^187d2^12 + (2 + 0a + 1a^2)d1^188d2^12 + (1 + 3a + 0a^2)d1^189d2^12 + (2 + 1a + 0a^2)d1^190d2^12 + (0 + 4a + 1a^2)d1^191d2^12 + (3 + 1a + 2a^2)d1^192d2^12 + (3 + 1a + 1a^2)d1^193d2^12 + (3 + 3a + 4a^2)d1^194d2^12 + (1 + 2a + 0a^2)d1^195d2^12 + (2 + 1a + 1a^2)d1^196d2^12 + (4 + 3a + 4a^2)d1^197d2^12 + (1 + 1a + 2a^2)d1^198d2^12 + (0 + 1a + 1a^2)d1^199d2^12 + (1 + 3a + 1a^2)d1^200d2^12 + (1 + 2a + 1a^2)d1^201d2^12 + (1 + 1a + 2a^2)d1^202d2^12 + (0 + 0a + 4a^2)d1^203d2^12 + (0 + 0a + 1a^2)d1^204d2^12 + (3 + 1a + 1a^2)d1^205d2^12 + (1 + 0a + 4a^2)d1^206d2^12 + (4 + 3a + 3a^2)d1^207d2^12 + (3 + 3a + 4a^2)d1^208d2^12 + (4 + 0a + 0a^2)d1^209d2^12 + (1 + 0a + 4a^2)d1^210d2^12 + (0 + 3a + 4a^2)d1^211d2^12 + (4 + 2a + 2a^2)d1^212d2^12 + (3 + 1a + 3a^2)d1^213d2^12 + (4 + 3a + 1a^2)d1^214d2^12 + (0 + 2a + 3a^2)d1^215d2^12 + (3 + 2a + 1a^2)d1^216d2^12 + (1 + 4a + 2a^2)d1^217d2^12 + (1 + 3a + 3a^2)d1^218d2^12 + (0 + 1a + 1a^2)d1^219d2^12 + (3 + 1a + 4a^2)d1^220d2^12 + (1 + 3a + 2a^2)d1^221d2^12 + (0 + 4a + 2a^2)d1^222d2^12 + (1 + 4a + 4a^2)d1^223d2^12 + (3 + 3a + 3a^2)d1^224d2^12 + (2 + 1a + 0a^2)d1^225d2^12 + (2 + 0a + 0a^2)d1^226d2^12 + (1 + 0a + 2a^2)d1^227d2^12 + (4 + 0a + 2a^2)d1^228d2^12 + (0 + 0a + 4a^2)d1^229d2^12 + (4 + 2a + 2a^2)d1^230d2^12 + (1 + 1a + 4a^2)d1^231d2^12 + (3 + 0a + 4a^2)d1^232d2^12 + (3 + 4a + 0a^2)d1^233d2^12 + (0 + 0a + 2a^2)d1^234d2^12 + (2 + 4a + 0a^2)d1^235d2^12 + (4 + 0a + 3a^2)d1^236d2^12 + (0 + 2a + 1a^2)d1^237d2^12 + (2 + 4a + 4a^2)d1^238d2^12 + (3 + 1a + 4a^2)d1^239d2^12 + (3 + 0a + 3a^2)d1^240d2^12 + (3 + 4a + 0a^2)d1^241d2^12 + (4 + 4a + 3a^2)d1^242d2^12 + (0 + 0a + 1a^2)d1^243d2^12 + (3 + 2a + 3a^2)d1^244d2^12 + (0 + 3a + 3a^2)d1^245d2^12 + (3 + 4a + 4a^2)d1^246d2^12 + (4 + 0a + 2a^2)d1^247d2^12 + (2 + 2a + 3a^2)d1^248d2^12 + (4 + 1a + 4a^2)d1^249d2^12 + (2 + 0a + 2a^2)d1^250d2^12 + (1 + 2a + 4a^2)d1^251d2^12 + (2 + 2a + 0a^2)d1^252d2^12 + (4 + 0a + 3a^2)d1^253d2^12 + (3 + 0a + 3a^2)d1^254d2^12 + (0 + 4a + 1a^2)d1^255d2^12 + (4 + 1a + 2a^2)d1^256d2^12 + (4 + 0a + 3a^2)d1^257d2^12 + (1 + 2a + 3a^2)d1^258d2^12 + (4 + 0a + 2a^2)d1^259d2^12 + (4 + 2a + 3a^2)d1^260d2^12 + (4 + 3a + 2a^2)d1^261d2^12 + (2 + 1a + 3a^2)d1^262d2^12 + (3 + 0a + 2a^2)d1^263d2^12 + (4 + 1a + 3a^2)d1^264d2^12 + (3 + 0a + 4a^2)d1^265d2^12 + (1 + 1a + 2a^2)d1^266d2^12 + (4 + 4a + 4a^2)d1^267d2^12 + (4 + 4a + 2a^2)d1^268d2^12 + (4 + 1a + 0a^2)d1^269d2^12 + (3 + 0a + 0a^2)d1^270d2^12 + (0 + 1a + 4a^2)d1^271d2^12 + (4 + 3a + 1a^2)d1^272d2^12 + (3 + 0a + 2a^2)d1^273d2^12 + (3 + 2a + 3a^2)d1^274d2^12 + (3 + 0a + 1a^2)d1^275d2^12 + (3 + 1a + 3a^2)d1^276d2^12 + (3 + 4a + 2a^2)d1^277d2^12 + (1 + 2a + 4a^2)d1^278d2^12 + (1 + 0a + 1a^2)d1^279d2^12 + (2 + 3a + 4a^2)d1^280d2^12 + (1 + 2a + 0a^2)d1^281d2^12 + (1 + 1a + 3a^2)d1^282d2^12 + (0 + 1a + 2a^2)d1^283d2^12 + (4 + 0a + 0a^2)d1^284d2^12 + (3 + 0a + 1a^2)d1^285d2^12 + (1 + 0a + 4a^2)d1^286d2^12 + (3 + 3a + 0a^2)d1^287d2^12 + (4 + 1a + 3a^2)d1^288d2^12 + (2 + 0a + 4a^2)d1^289d2^12 + (0 + 3a + 4a^2)d1^290d2^12 + (3 + 1a + 2a^2)d1^291d2^12 + (0 + 0a + 4a^2)d1^292d2^12 + (0 + 0a + 3a^2)d1^293d2^12 + (4 + 0a + 4a^2)d2^13 + (4 + 1a + 1a^2)d1^1d2^13 + (1 + 1a + 0a^2)d1^2d2^13 + (3 + 2a + 0a^2)d1^3d2^13 + (1 + 2a + 2a^2)d1^4d2^13 + (3 + 0a + 1a^2)d1^5d2^13 + (2 + 1a + 0a^2)d1^6d2^13 + (1 + 2a + 4a^2)d1^7d2^13 + (0 + 3a + 1a^2)d1^8d2^13 + (3 + 1a + 2a^2)d1^9d2^13 + (1 + 1a + 1a^2)d1^10d2^13 + (2 + 4a + 0a^2)d1^11d2^13 + (0 + 4a + 2a^2)d1^12d2^13 + (0 + 2a + 3a^2)d1^13d2^13 + (4 + 3a + 2a^2)d1^14d2^13 + (4 + 0a + 4a^2)d1^15d2^13 + (2 + 1a + 0a^2)d1^16d2^13 + (1 + 3a + 0a^2)d1^17d2^13 + (2 + 3a + 4a^2)d1^18d2^13 + (3 + 3a + 0a^2)d1^19d2^13 + (0 + 3a + 2a^2)d1^20d2^13 + (1 + 4a + 2a^2)d1^21d2^13 + (0 + 0a + 3a^2)d1^22d2^13 + (2 + 4a + 2a^2)d1^23d2^13 + (0 + 1a + 1a^2)d1^24d2^13 + (3 + 3a + 1a^2)d1^25d2^13 + (3 + 3a + 1a^2)d1^26d2^13 + (0 + 2a + 0a^2)d1^27d2^13 + (2 + 3a + 3a^2)d1^28d2^13 + (1 + 2a + 0a^2)d1^29d2^13 + (0 + 3a + 0a^2)d1^30d2^13 + (0 + 1a + 3a^2)d1^31d2^13 + (0 + 0a + 1a^2)d1^32d2^13 + (1 + 2a + 3a^2)d1^33d2^13 + (3 + 1a + 1a^2)d1^34d2^13 + (2 + 4a + 2a^2)d1^35d2^13 + (3 + 2a + 2a^2)d1^36d2^13 + (4 + 2a + 4a^2)d1^37d2^13 + (0 + 0a + 1a^2)d1^38d2^13 + (1 + 2a + 3a^2)d1^39d2^13 + (3 + 4a + 1a^2)d1^40d2^13 + (1 + 0a + 1a^2)d1^41d2^13 + (1 + 4a + 1a^2)d1^42d2^13 + (3 + 0a + 4a^2)d1^43d2^13 + (1 + 2a + 2a^2)d1^44d2^13 + (3 + 2a + 0a^2)d1^45d2^13 + (2 + 2a + 2a^2)d1^46d2^13 + (4 + 4a + 4a^2)d1^47d2^13 + (0 + 3a + 3a^2)d1^48d2^13 + (2 + 4a + 2a^2)d1^49d2^13 + (1 + 1a + 1a^2)d1^50d2^13 + (3 + 0a + 3a^2)d1^51d2^13 + (3 + 4a + 2a^2)d1^52d2^13 + (1 + 0a + 0a^2)d1^53d2^13 + (4 + 3a + 2a^2)d1^54d2^13 + (4 + 3a + 1a^2)d1^55d2^13 + (2 + 2a + 2a^2)d1^56d2^13 + (4 + 2a + 2a^2)d1^57d2^13 + (2 + 2a + 1a^2)d1^58d2^13 + (4 + 2a + 3a^2)d1^59d2^13 + (4 + 4a + 0a^2)d1^60d2^13 + (0 + 3a + 3a^2)d1^61d2^13 + (3 + 2a + 1a^2)d1^62d2^13 + (2 + 2a + 3a^2)d1^63d2^13 + (3 + 3a + 2a^2)d1^64d2^13 + (3 + 1a + 3a^2)d1^65d2^13 + (1 + 4a + 1a^2)d1^66d2^13 + (2 + 3a + 2a^2)d1^67d2^13 + (4 + 4a + 1a^2)d1^68d2^13 + (1 + 4a + 2a^2)d1^69d2^13 + (3 + 1a + 3a^2)d1^70d2^13 + (1 + 0a + 0a^2)d1^71d2^13 + (1 + 4a + 4a^2)d1^72d2^13 + (3 + 0a + 1a^2)d1^73d2^13 + (2 + 3a + 2a^2)d1^74d2^13 + (3 + 4a + 3a^2)d1^75d2^13 + (3 + 1a + 2a^2)d1^76d2^13 + (3 + 4a + 2a^2)d1^77d2^13 + (0 + 4a + 4a^2)d1^78d2^13 + (1 + 2a + 0a^2)d1^79d2^13 + (2 + 2a + 1a^2)d1^80d2^13 + (0 + 1a + 3a^2)d1^81d2^13 + (1 + 0a + 4a^2)d1^82d2^13 + (1 + 2a + 0a^2)d1^83d2^13 + (2 + 3a + 0a^2)d1^84d2^13 + (0 + 3a + 1a^2)d1^85d2^13 + (0 + 2a + 2a^2)d1^86d2^13 + (0 + 1a + 3a^2)d1^87d2^13 + (2 + 1a + 0a^2)d1^88d2^13 + (1 + 4a + 1a^2)d1^89d2^13 + (1 + 4a + 2a^2)d1^90d2^13 + (0 + 4a + 0a^2)d1^91d2^13 + (3 + 3a + 3a^2)d1^92d2^13 + (4 + 3a + 4a^2)d1^93d2^13 + (1 + 3a + 3a^2)d1^94d2^13 + (1 + 4a + 2a^2)d1^95d2^13 + (0 + 1a + 2a^2)d1^96d2^13 + (0 + 1a + 3a^2)d1^97d2^13 + (3 + 2a + 2a^2)d1^98d2^13 + (0 + 0a + 3a^2)d1^99d2^13 + (0 + 0a + 1a^2)d1^100d2^13 + (1 + 0a + 4a^2)d1^101d2^13 + (4 + 1a + 4a^2)d1^102d2^13 + (4 + 2a + 2a^2)d1^103d2^13 + (1 + 2a + 4a^2)d1^104d2^13 + (3 + 3a + 1a^2)d1^105d2^13 + (3 + 1a + 4a^2)d1^106d2^13 + (2 + 0a + 0a^2)d1^107d2^13 + (2 + 3a + 4a^2)d1^108d2^13 + (3 + 2a + 2a^2)d1^109d2^13 + (2 + 2a + 2a^2)d1^110d2^13 + (4 + 3a + 2a^2)d1^111d2^13 + (0 + 1a + 0a^2)d1^112d2^13 + (1 + 1a + 0a^2)d1^113d2^13 + (4 + 2a + 1a^2)d1^114d2^13 + (3 + 1a + 0a^2)d1^115d2^13 + (1 + 2a + 3a^2)d1^116d2^13 + (4 + 2a + 3a^2)d1^117d2^13 + (2 + 1a + 0a^2)d1^118d2^13 + (3 + 3a + 1a^2)d1^119d2^13 + (2 + 2a + 4a^2)d1^120d2^13 + (2 + 3a + 0a^2)d1^121d2^13 + (0 + 4a + 4a^2)d1^122d2^13 + (4 + 3a + 0a^2)d1^123d2^13 + (3 + 0a + 1a^2)d1^124d2^13 + (2 + 3a + 2a^2)d1^125d2^13 + (2 + 1a + 4a^2)d1^126d2^13 + (3 + 1a + 1a^2)d1^127d2^13 + (4 + 1a + 3a^2)d1^128d2^13 + (2 + 1a + 0a^2)d1^129d2^13 + (0 + 4a + 3a^2)d1^130d2^13 + (4 + 0a + 1a^2)d1^131d2^13 + (2 + 2a + 0a^2)d1^132d2^13 + (2 + 3a + 4a^2)d1^133d2^13 + (3 + 2a + 3a^2)d1^134d2^13 + (0 + 1a + 1a^2)d1^135d2^13 + (2 + 0a + 3a^2)d1^136d2^13 + (0 + 4a + 2a^2)d1^137d2^13 + (3 + 0a + 0a^2)d1^138d2^13 + (1 + 1a + 3a^2)d1^139d2^13 + (1 + 4a + 3a^2)d1^140d2^13 + (0 + 0a + 1a^2)d1^141d2^13 + (0 + 1a + 4a^2)d1^142d2^13 + (1 + 4a + 1a^2)d1^143d2^13 + (3 + 3a + 4a^2)d1^144d2^13 + (2 + 4a + 0a^2)d1^145d2^13 + (4 + 3a + 0a^2)d1^146d2^13 + (1 + 4a + 0a^2)d1^147d2^13 + (4 + 3a + 3a^2)d1^148d2^13 + (1 + 3a + 1a^2)d1^149d2^13 + (3 + 2a + 0a^2)d1^150d2^13 + (1 + 4a + 1a^2)d1^151d2^13 + (0 + 1a + 0a^2)d1^152d2^13 + (3 + 1a + 2a^2)d1^153d2^13 + (0 + 3a + 4a^2)d1^154d2^13 + (0 + 2a + 0a^2)d1^155d2^13 + (4 + 1a + 2a^2)d1^156d2^13 + (2 + 2a + 4a^2)d1^157d2^13 + (4 + 1a + 2a^2)d1^158d2^13 + (0 + 0a + 1a^2)d1^159d2^13 + (3 + 0a + 0a^2)d1^160d2^13 + (4 + 1a + 4a^2)d1^161d2^13 + (0 + 1a + 0a^2)d1^162d2^13 + (1 + 0a + 2a^2)d1^163d2^13 + (2 + 4a + 2a^2)d1^164d2^13 + (1 + 1a + 0a^2)d1^165d2^13 + (4 + 1a + 2a^2)d1^166d2^13 + (0 + 2a + 3a^2)d1^167d2^13 + (2 + 0a + 0a^2)d1^168d2^13 + (4 + 3a + 1a^2)d1^169d2^13 + (4 + 4a + 4a^2)d1^170d2^13 + (0 + 2a + 1a^2)d1^171d2^13 + (1 + 4a + 4a^2)d1^172d2^13 + (0 + 0a + 2a^2)d1^173d2^13 + (4 + 4a + 0a^2)d1^174d2^13 + (4 + 4a + 3a^2)d1^175d2^13 + (2 + 1a + 3a^2)d1^176d2^13 + (1 + 0a + 0a^2)d1^177d2^13 + (1 + 3a + 4a^2)d1^178d2^13 + (2 + 1a + 4a^2)d1^179d2^13 + (3 + 4a + 0a^2)d1^180d2^13 + (0 + 4a + 0a^2)d1^181d2^13 + (4 + 0a + 1a^2)d1^182d2^13 + (4 + 3a + 2a^2)d1^183d2^13 + (0 + 1a + 4a^2)d1^184d2^13 + (3 + 3a + 0a^2)d1^185d2^13 + (1 + 4a + 0a^2)d1^186d2^13 + (4 + 2a + 0a^2)d1^187d2^13 + (4 + 0a + 4a^2)d1^188d2^13 + (2 + 2a + 1a^2)d1^189d2^13 + (0 + 0a + 2a^2)d1^190d2^13 + (1 + 0a + 0a^2)d1^191d2^13 + (1 + 3a + 2a^2)d1^192d2^13 + (0 + 1a + 2a^2)d1^193d2^13 + (0 + 3a + 3a^2)d1^194d2^13 + (0 + 4a + 4a^2)d1^195d2^13 + (2 + 2a + 2a^2)d1^196d2^13 + (4 + 3a + 1a^2)d1^197d2^13 + (1 + 4a + 3a^2)d1^198d2^13 + (4 + 3a + 1a^2)d1^199d2^13 + (2 + 0a + 0a^2)d1^200d2^13 + (0 + 0a + 1a^2)d1^201d2^13 + (4 + 3a + 0a^2)d1^202d2^13 + (3 + 1a + 3a^2)d1^203d2^13 + (3 + 4a + 4a^2)d1^204d2^13 + (1 + 0a + 4a^2)d1^205d2^13 + (2 + 0a + 3a^2)d1^206d2^13 + (3 + 3a + 0a^2)d1^207d2^13 + (4 + 4a + 1a^2)d1^208d2^13 + (3 + 4a + 0a^2)d1^209d2^13 + (1 + 4a + 0a^2)d1^210d2^13 + (3 + 1a + 3a^2)d1^211d2^13 + (4 + 0a + 1a^2)d1^212d2^13 + (3 + 4a + 0a^2)d1^213d2^13 + (1 + 0a + 4a^2)d1^214d2^13 + (4 + 1a + 3a^2)d1^215d2^13 + (4 + 4a + 2a^2)d1^216d2^13 + (2 + 0a + 0a^2)d1^217d2^13 + (2 + 2a + 4a^2)d1^218d2^13 + (1 + 1a + 2a^2)d1^219d2^13 + (4 + 1a + 1a^2)d1^220d2^13 + (3 + 2a + 3a^2)d1^221d2^13 + (0 + 2a + 0a^2)d1^222d2^13 + (0 + 4a + 1a^2)d1^223d2^13 + (4 + 3a + 4a^2)d1^224d2^13 + (2 + 4a + 2a^2)d1^225d2^13 + (2 + 3a + 3a^2)d1^226d2^13 + (2 + 2a + 4a^2)d1^227d2^13 + (1 + 1a + 3a^2)d1^228d2^13 + (2 + 2a + 0a^2)d1^229d2^13 + (4 + 2a + 1a^2)d1^230d2^13 + (0 + 0a + 1a^2)d1^231d2^13 + (1 + 0a + 1a^2)d1^232d2^13 + (4 + 4a + 0a^2)d1^233d2^13 + (4 + 0a + 4a^2)d1^234d2^13 + (3 + 4a + 1a^2)d1^235d2^13 + (1 + 3a + 2a^2)d1^236d2^13 + (4 + 2a + 3a^2)d1^237d2^13 + (2 + 3a + 4a^2)d1^238d2^13 + (3 + 4a + 0a^2)d1^239d2^13 + (4 + 4a + 3a^2)d1^240d2^13 + (0 + 4a + 3a^2)d1^241d2^13 + (4 + 1a + 2a^2)d1^242d2^13 + (0 + 4a + 1a^2)d1^243d2^13 + (1 + 3a + 3a^2)d1^244d2^13 + (3 + 2a + 1a^2)d1^245d2^13 + (4 + 1a + 0a^2)d1^246d2^13 + (4 + 0a + 2a^2)d1^247d2^13 + (2 + 3a + 2a^2)d1^248d2^13 + (0 + 1a + 2a^2)d1^249d2^13 + (4 + 3a + 2a^2)d1^250d2^13 + (3 + 3a + 1a^2)d1^251d2^13 + (3 + 0a + 0a^2)d1^252d2^13 + (3 + 0a + 2a^2)d1^253d2^13 + (0 + 2a + 0a^2)d1^254d2^13 + (0 + 1a + 0a^2)d1^255d2^13 + (0 + 4a + 3a^2)d1^256d2^13 + (1 + 2a + 4a^2)d1^257d2^13 + (1 + 0a + 4a^2)d1^258d2^13 + (3 + 2a + 0a^2)d1^259d2^13 + (0 + 3a + 4a^2)d1^260d2^13 + (4 + 1a + 0a^2)d1^261d2^13 + (3 + 3a + 3a^2)d1^262d2^13 + (4 + 0a + 3a^2)d1^263d2^13 + (2 + 3a + 4a^2)d1^264d2^13 + (0 + 0a + 2a^2)d1^265d2^13 + (0 + 2a + 0a^2)d1^266d2^13 + (1 + 3a + 4a^2)d1^267d2^13 + (3 + 0a + 1a^2)d1^268d2^13 + (0 + 1a + 1a^2)d1^269d2^13 + (1 + 0a + 2a^2)d1^270d2^13 + (0 + 2a + 1a^2)d1^271d2^13 + (0 + 4a + 1a^2)d1^272d2^13 + (2 + 0a + 4a^2)d1^273d2^13 + (0 + 1a + 4a^2)d1^275d2^13 + (2 + 3a + 2a^2)d1^276d2^13 + (1 + 3a + 0a^2)d1^277d2^13 + (0 + 3a + 1a^2)d1^278d2^13 + (1 + 2a + 4a^2)d1^279d2^13 + (3 + 1a + 4a^2)d1^280d2^13 + (4 + 3a + 3a^2)d1^281d2^13 + (4 + 3a + 1a^2)d1^282d2^13 + (4 + 0a + 2a^2)d1^283d2^13 + (4 + 2a + 4a^2)d1^284d2^13 + (1 + 3a + 1a^2)d1^285d2^13 + (2 + 4a + 2a^2)d1^286d2^13 + (0 + 4a + 3a^2)d1^287d2^13 + (3 + 4a + 2a^2)d1^288d2^13 + (0 + 3a + 4a^2)d1^289d2^13 + (0 + 4a + 1a^2)d1^290d2^13 + (0 + 2a + 4a^2)d1^291d2^13 + (2 + 1a + 1a^2)d1^292d2^13 + (1 + 0a + 4a^2)d1^293d2^13 + (4 + 1a + 3a^2)d2^14 + (3 + 4a + 4a^2)d1^1d2^14 + (4 + 0a + 2a^2)d1^2d2^14 + (1 + 0a + 1a^2)d1^3d2^14 + (4 + 2a + 3a^2)d1^4d2^14 + (4 + 4a + 3a^2)d1^5d2^14 + (0 + 4a + 0a^2)d1^6d2^14 + (2 + 0a + 2a^2)d1^7d2^14 + (0 + 1a + 0a^2)d1^8d2^14 + (4 + 1a + 3a^2)d1^9d2^14 + (0 + 2a + 0a^2)d1^10d2^14 + (4 + 0a + 0a^2)d1^11d2^14 + (4 + 0a + 2a^2)d1^12d2^14 + (0 + 0a + 1a^2)d1^13d2^14 + (0 + 0a + 1a^2)d1^14d2^14 + (1 + 0a + 4a^2)d1^15d2^14 + (1 + 0a + 2a^2)d1^16d2^14 + (3 + 4a + 4a^2)d1^17d2^14 + (2 + 0a + 2a^2)d1^18d2^14 + (4 + 1a + 4a^2)d1^19d2^14 + (1 + 1a + 0a^2)d1^20d2^14 + (1 + 3a + 4a^2)d1^21d2^14 + (2 + 2a + 0a^2)d1^22d2^14 + (3 + 4a + 3a^2)d1^23d2^14 + (2 + 1a + 4a^2)d1^24d2^14 + (2 + 0a + 0a^2)d1^25d2^14 + (2 + 0a + 0a^2)d1^26d2^14 + (4 + 3a + 4a^2)d1^27d2^14 + (4 + 1a + 1a^2)d1^28d2^14 + (1 + 3a + 1a^2)d1^29d2^14 + (2 + 0a + 4a^2)d1^30d2^14 + (3 + 1a + 4a^2)d1^31d2^14 + (2 + 1a + 1a^2)d1^32d2^14 + (4 + 4a + 0a^2)d1^33d2^14 + (4 + 1a + 4a^2)d1^34d2^14 + (1 + 4a + 0a^2)d1^35d2^14 + (4 + 2a + 1a^2)d1^36d2^14 + (0 + 0a + 3a^2)d1^37d2^14 + (4 + 2a + 1a^2)d1^38d2^14 + (4 + 2a + 1a^2)d1^39d2^14 + (2 + 3a + 4a^2)d1^40d2^14 + (0 + 0a + 4a^2)d1^41d2^14 + (0 + 3a + 3a^2)d1^42d2^14 + (0 + 4a + 4a^2)d1^43d2^14 + (0 + 1a + 2a^2)d1^44d2^14 + (1 + 4a + 1a^2)d1^45d2^14 + (4 + 3a + 1a^2)d1^46d2^14 + (1 + 3a + 0a^2)d1^47d2^14 + (4 + 2a + 2a^2)d1^48d2^14 + (4 + 1a + 4a^2)d1^49d2^14 + (4 + 0a + 3a^2)d1^50d2^14 + (4 + 3a + 1a^2)d1^51d2^14 + (2 + 4a + 4a^2)d1^52d2^14 + (0 + 0a + 3a^2)d1^53d2^14 + (4 + 4a + 4a^2)d1^54d2^14 + (2 + 2a + 4a^2)d1^55d2^14 + (0 + 0a + 4a^2)d1^56d2^14 + (3 + 1a + 0a^2)d1^57d2^14 + (2 + 1a + 2a^2)d1^58d2^14 + (0 + 2a + 1a^2)d1^59d2^14 + (1 + 2a + 0a^2)d1^60d2^14 + (4 + 4a + 0a^2)d1^61d2^14 + (1 + 3a + 4a^2)d1^62d2^14 + (2 + 2a + 4a^2)d1^63d2^14 + (1 + 3a + 1a^2)d1^64d2^14 + (1 + 4a + 1a^2)d1^65d2^14 + (0 + 2a + 3a^2)d1^66d2^14 + (3 + 0a + 3a^2)d1^67d2^14 + (4 + 4a + 0a^2)d1^68d2^14 + (2 + 4a + 1a^2)d1^69d2^14 + (0 + 3a + 0a^2)d1^70d2^14 + (0 + 1a + 2a^2)d1^71d2^14 + (4 + 3a + 1a^2)d1^72d2^14 + (1 + 3a + 2a^2)d1^73d2^14 + (1 + 4a + 0a^2)d1^74d2^14 + (1 + 0a + 2a^2)d1^75d2^14 + (1 + 1a + 2a^2)d1^76d2^14 + (4 + 1a + 3a^2)d1^77d2^14 + (4 + 4a + 3a^2)d1^78d2^14 + (1 + 2a + 3a^2)d1^79d2^14 + (1 + 1a + 3a^2)d1^80d2^14 + (4 + 2a + 1a^2)d1^81d2^14 + (2 + 0a + 3a^2)d1^82d2^14 + (2 + 3a + 1a^2)d1^83d2^14 + (3 + 2a + 2a^2)d1^84d2^14 + (2 + 2a + 3a^2)d1^85d2^14 + (1 + 0a + 4a^2)d1^86d2^14 + (3 + 3a + 1a^2)d1^87d2^14 + (4 + 3a + 0a^2)d1^88d2^14 + (2 + 2a + 2a^2)d1^89d2^14 + (2 + 3a + 4a^2)d1^90d2^14 + (2 + 1a + 4a^2)d1^91d2^14 + (0 + 0a + 4a^2)d1^92d2^14 + (3 + 1a + 1a^2)d1^93d2^14 + (3 + 1a + 0a^2)d1^94d2^14 + (4 + 3a + 1a^2)d1^95d2^14 + (2 + 4a + 3a^2)d1^96d2^14 + (2 + 1a + 3a^2)d1^97d2^14 + (0 + 1a + 4a^2)d1^98d2^14 + (4 + 1a + 2a^2)d1^99d2^14 + (1 + 2a + 4a^2)d1^100d2^14 + (3 + 0a + 0a^2)d1^101d2^14 + (3 + 2a + 1a^2)d1^102d2^14 + (2 + 4a + 1a^2)d1^103d2^14 + (2 + 4a + 0a^2)d1^104d2^14 + (3 + 1a + 0a^2)d1^105d2^14 + (2 + 0a + 3a^2)d1^106d2^14 + (4 + 3a + 4a^2)d1^107d2^14 + (1 + 0a + 4a^2)d1^108d2^14 + (4 + 3a + 0a^2)d1^109d2^14 + (1 + 1a + 0a^2)d1^110d2^14 + (2 + 1a + 0a^2)d1^111d2^14 + (0 + 2a + 0a^2)d1^112d2^14 + (2 + 4a + 4a^2)d1^113d2^14 + (2 + 3a + 2a^2)d1^114d2^14 + (2 + 4a + 1a^2)d1^115d2^14 + (3 + 4a + 4a^2)d1^116d2^14 + (2 + 4a + 3a^2)d1^117d2^14 + (4 + 4a + 3a^2)d1^118d2^14 + (4 + 4a + 0a^2)d1^119d2^14 + (0 + 1a + 0a^2)d1^120d2^14 + (1 + 3a + 1a^2)d1^121d2^14 + (1 + 1a + 1a^2)d1^122d2^14 + (2 + 2a + 1a^2)d1^123d2^14 + (0 + 1a + 0a^2)d1^124d2^14 + (0 + 1a + 1a^2)d1^125d2^14 + (0 + 1a + 1a^2)d1^126d2^14 + (4 + 4a + 4a^2)d1^127d2^14 + (0 + 2a + 3a^2)d1^128d2^14 + (4 + 1a + 1a^2)d1^129d2^14 + (2 + 2a + 0a^2)d1^130d2^14 + (4 + 3a + 3a^2)d1^131d2^14 + (2 + 2a + 4a^2)d1^132d2^14 + (2 + 4a + 4a^2)d1^133d2^14 + (4 + 4a + 4a^2)d1^134d2^14 + (1 + 4a + 3a^2)d1^135d2^14 + (2 + 2a + 2a^2)d1^136d2^14 + (0 + 0a + 4a^2)d1^137d2^14 + (2 + 1a + 0a^2)d1^138d2^14 + (0 + 1a + 2a^2)d1^139d2^14 + (2 + 2a + 4a^2)d1^140d2^14 + (4 + 1a + 4a^2)d1^141d2^14 + (4 + 2a + 3a^2)d1^142d2^14 + (4 + 4a + 0a^2)d1^143d2^14 + (2 + 3a + 1a^2)d1^144d2^14 + (1 + 2a + 2a^2)d1^145d2^14 + (3 + 0a + 1a^2)d1^146d2^14 + (1 + 0a + 2a^2)d1^148d2^14 + (2 + 0a + 4a^2)d1^149d2^14 + (0 + 4a + 3a^2)d1^150d2^14 + (0 + 4a + 1a^2)d1^151d2^14 + (2 + 2a + 0a^2)d1^152d2^14 + (1 + 4a + 0a^2)d1^153d2^14 + (1 + 1a + 3a^2)d1^154d2^14 + (3 + 2a + 4a^2)d1^155d2^14 + (1 + 2a + 0a^2)d1^156d2^14 + (3 + 0a + 0a^2)d1^157d2^14 + (3 + 0a + 1a^2)d1^158d2^14 + (0 + 0a + 4a^2)d1^159d2^14 + (4 + 0a + 4a^2)d1^160d2^14 + (1 + 2a + 4a^2)d1^161d2^14 + (0 + 2a + 2a^2)d1^162d2^14 + (4 + 1a + 4a^2)d1^163d2^14 + (1 + 2a + 1a^2)d1^164d2^14 + (3 + 4a + 2a^2)d1^165d2^14 + (4 + 0a + 4a^2)d1^166d2^14 + (0 + 4a + 2a^2)d1^167d2^14 + (1 + 2a + 3a^2)d1^168d2^14 + (0 + 2a + 4a^2)d1^169d2^14 + (2 + 3a + 0a^2)d1^170d2^14 + (0 + 1a + 2a^2)d1^171d2^14 + (0 + 0a + 1a^2)d1^172d2^14 + (2 + 0a + 4a^2)d1^173d2^14 + (0 + 2a + 2a^2)d1^174d2^14 + (3 + 2a + 3a^2)d1^175d2^14 + (1 + 2a + 4a^2)d1^176d2^14 + (3 + 0a + 3a^2)d1^177d2^14 + (1 + 4a + 2a^2)d1^179d2^14 + (1 + 3a + 2a^2)d1^180d2^14 + (0 + 4a + 2a^2)d1^181d2^14 + (2 + 3a + 2a^2)d1^182d2^14 + (2 + 4a + 2a^2)d1^183d2^14 + (2 + 3a + 1a^2)d1^184d2^14 + (2 + 3a + 4a^2)d1^185d2^14 + (4 + 3a + 4a^2)d1^186d2^14 + (3 + 2a + 3a^2)d1^187d2^14 + (4 + 4a + 3a^2)d1^188d2^14 + (1 + 4a + 0a^2)d1^189d2^14 + (1 + 3a + 2a^2)d1^190d2^14 + (2 + 0a + 4a^2)d1^191d2^14 + (3 + 2a + 2a^2)d1^192d2^14 + (0 + 2a + 4a^2)d1^193d2^14 + (3 + 1a + 1a^2)d1^194d2^14 + (2 + 4a + 3a^2)d1^195d2^14 + (3 + 3a + 1a^2)d1^196d2^14 + (4 + 3a + 1a^2)d1^197d2^14 + (2 + 4a + 1a^2)d1^198d2^14 + (3 + 0a + 3a^2)d1^199d2^14 + (0 + 0a + 3a^2)d1^200d2^14 + (3 + 0a + 0a^2)d1^201d2^14 + (3 + 1a + 2a^2)d1^202d2^14 + (4 + 4a + 0a^2)d1^203d2^14 + (2 + 4a + 3a^2)d1^204d2^14 + (2 + 3a + 3a^2)d1^205d2^14 + (4 + 2a + 0a^2)d1^206d2^14 + (2 + 0a + 0a^2)d1^207d2^14 + (4 + 2a + 1a^2)d1^208d2^14 + (3 + 4a + 2a^2)d1^209d2^14 + (2 + 3a + 2a^2)d1^210d2^14 + (1 + 1a + 1a^2)d1^211d2^14 + (4 + 3a + 3a^2)d1^212d2^14 + (1 + 3a + 3a^2)d1^213d2^14 + (4 + 1a + 3a^2)d1^214d2^14 + (0 + 4a + 3a^2)d1^215d2^14 + (0 + 2a + 2a^2)d1^216d2^14 + (1 + 1a + 0a^2)d1^217d2^14 + (1 + 3a + 2a^2)d1^218d2^14 + (0 + 0a + 3a^2)d1^219d2^14 + (2 + 2a + 3a^2)d1^220d2^14 + (1 + 2a + 3a^2)d1^221d2^14 + (0 + 3a + 1a^2)d1^222d2^14 + (4 + 3a + 4a^2)d1^223d2^14 + (1 + 0a + 1a^2)d1^224d2^14 + (3 + 0a + 4a^2)d1^225d2^14 + (0 + 0a + 1a^2)d1^226d2^14 + (2 + 2a + 4a^2)d1^227d2^14 + (3 + 3a + 0a^2)d1^228d2^14 + (2 + 0a + 2a^2)d1^229d2^14 + (0 + 2a + 1a^2)d1^230d2^14 + (3 + 0a + 1a^2)d1^231d2^14 + (3 + 0a + 0a^2)d1^232d2^14 + (4 + 2a + 1a^2)d1^233d2^14 + (2 + 2a + 2a^2)d1^234d2^14 + (3 + 0a + 0a^2)d1^235d2^14 + (3 + 1a + 0a^2)d1^236d2^14 + (0 + 1a + 2a^2)d1^237d2^14 + (4 + 0a + 1a^2)d1^238d2^14 + (0 + 2a + 1a^2)d1^239d2^14 + (2 + 2a + 3a^2)d1^240d2^14 + (2 + 3a + 3a^2)d1^241d2^14 + (3 + 0a + 3a^2)d1^242d2^14 + (2 + 0a + 2a^2)d1^243d2^14 + (1 + 4a + 2a^2)d1^244d2^14 + (1 + 2a + 2a^2)d1^245d2^14 + (1 + 3a + 1a^2)d1^246d2^14 + (4 + 3a + 1a^2)d1^247d2^14 + (1 + 0a + 1a^2)d1^248d2^14 + (2 + 1a + 0a^2)d1^249d2^14 + (1 + 4a + 2a^2)d1^250d2^14 + (3 + 1a + 3a^2)d1^251d2^14 + (2 + 3a + 3a^2)d1^252d2^14 + (2 + 2a + 3a^2)d1^253d2^14 + (1 + 2a + 4a^2)d1^254d2^14 + (2 + 0a + 1a^2)d1^255d2^14 + (2 + 1a + 1a^2)d1^256d2^14 + (4 + 4a + 2a^2)d1^257d2^14 + (2 + 1a + 0a^2)d1^258d2^14 + (1 + 2a + 1a^2)d1^259d2^14 + (0 + 0a + 2a^2)d1^260d2^14 + (2 + 3a + 2a^2)d1^261d2^14 + (0 + 3a + 1a^2)d1^262d2^14 + (3 + 2a + 2a^2)d1^263d2^14 + (3 + 3a + 3a^2)d1^264d2^14 + (3 + 0a + 1a^2)d1^265d2^14 + (0 + 3a + 0a^2)d1^266d2^14 + (4 + 4a + 0a^2)d1^267d2^14 + (1 + 0a + 0a^2)d1^268d2^14 + (3 + 3a + 1a^2)d1^269d2^14 + (3 + 2a + 3a^2)d1^270d2^14 + (1 + 3a + 1a^2)d1^271d2^14 + (3 + 1a + 4a^2)d1^272d2^14 + (1 + 1a + 0a^2)d1^273d2^14 + (3 + 2a + 3a^2)d1^274d2^14 + (1 + 0a + 4a^2)d1^275d2^14 + (0 + 2a + 2a^2)d1^276d2^14 + (0 + 2a + 4a^2)d1^277d2^14 + (3 + 4a + 2a^2)d1^278d2^14 + (3 + 0a + 4a^2)d1^279d2^14 + (0 + 2a + 4a^2)d1^280d2^14 + (1 + 4a + 3a^2)d1^281d2^14 + (3 + 4a + 2a^2)d1^282d2^14 + (2 + 2a + 0a^2)d1^283d2^14 + (1 + 3a + 4a^2)d1^284d2^14 + (3 + 0a + 1a^2)d1^285d2^14 + (0 + 2a + 0a^2)d1^286d2^14 + (3 + 4a + 0a^2)d1^287d2^14 + (3 + 1a + 3a^2)d1^288d2^14 + (4 + 0a + 3a^2)d1^289d2^14 + (3 + 1a + 3a^2)d1^290d2^14 + (0 + 1a + 0a^2)d1^291d2^14 + (1 + 1a + 1a^2)d1^292d2^14 + (3 + 0a + 4a^2)d1^293d2^14 + (4 + 0a + 3a^2)d2^15 + (2 + 2a + 3a^2)d1^1d2^15 + (2 + 1a + 3a^2)d1^2d2^15 + (3 + 1a + 2a^2)d1^3d2^15 + (4 + 0a + 0a^2)d1^4d2^15 + (2 + 2a + 1a^2)d1^5d2^15 + (3 + 3a + 3a^2)d1^6d2^15 + (1 + 0a + 1a^2)d1^7d2^15 + (0 + 4a + 3a^2)d1^8d2^15 + (3 + 3a + 2a^2)d1^9d2^15 + (3 + 4a + 1a^2)d1^10d2^15 + (0 + 2a + 1a^2)d1^11d2^15 + (3 + 3a + 2a^2)d1^12d2^15 + (1 + 1a + 3a^2)d1^13d2^15 + (2 + 2a + 4a^2)d1^14d2^15 + (1 + 3a + 2a^2)d1^15d2^15 + (3 + 1a + 3a^2)d1^16d2^15 + (3 + 2a + 0a^2)d1^17d2^15 + (1 + 0a + 3a^2)d1^18d2^15 + (4 + 4a + 2a^2)d1^19d2^15 + (4 + 3a + 1a^2)d1^20d2^15 + (2 + 1a + 2a^2)d1^21d2^15 + (4 + 1a + 3a^2)d1^22d2^15 + (1 + 2a + 3a^2)d1^23d2^15 + (1 + 2a + 3a^2)d1^24d2^15 + (3 + 3a + 1a^2)d1^25d2^15 + (4 + 2a + 3a^2)d1^26d2^15 + (4 + 4a + 0a^2)d1^27d2^15 + (4 + 3a + 2a^2)d1^28d2^15 + (3 + 2a + 1a^2)d1^29d2^15 + (1 + 2a + 2a^2)d1^30d2^15 + (1 + 4a + 3a^2)d1^31d2^15 + (2 + 3a + 3a^2)d1^32d2^15 + (4 + 0a + 1a^2)d1^33d2^15 + (0 + 2a + 0a^2)d1^34d2^15 + (0 + 2a + 0a^2)d1^35d2^15 + (3 + 1a + 1a^2)d1^36d2^15 + (3 + 4a + 0a^2)d1^37d2^15 + (4 + 1a + 0a^2)d1^38d2^15 + (4 + 4a + 0a^2)d1^39d2^15 + (0 + 3a + 4a^2)d1^40d2^15 + (0 + 3a + 1a^2)d1^41d2^15 + (1 + 1a + 2a^2)d1^42d2^15 + (4 + 0a + 1a^2)d1^43d2^15 + (1 + 2a + 1a^2)d1^44d2^15 + (0 + 3a + 4a^2)d1^45d2^15 + (4 + 3a + 0a^2)d1^46d2^15 + (1 + 1a + 0a^2)d1^47d2^15 + (3 + 4a + 1a^2)d1^48d2^15 + (4 + 4a + 1a^2)d1^49d2^15 + (3 + 2a + 4a^2)d1^50d2^15 + (0 + 4a + 3a^2)d1^51d2^15 + (3 + 3a + 4a^2)d1^52d2^15 + (2 + 2a + 1a^2)d1^53d2^15 + (3 + 3a + 1a^2)d1^54d2^15 + (4 + 1a + 0a^2)d1^55d2^15 + (3 + 3a + 3a^2)d1^56d2^15 + (2 + 2a + 2a^2)d1^57d2^15 + (3 + 4a + 0a^2)d1^58d2^15 + (4 + 4a + 3a^2)d1^59d2^15 + (3 + 3a + 0a^2)d1^60d2^15 + (4 + 2a + 3a^2)d1^61d2^15 + (0 + 3a + 3a^2)d1^62d2^15 + (1 + 0a + 1a^2)d1^63d2^15 + (2 + 1a + 2a^2)d1^64d2^15 + (1 + 2a + 1a^2)d1^65d2^15 + (4 + 3a + 3a^2)d1^66d2^15 + (3 + 2a + 0a^2)d1^67d2^15 + (4 + 4a + 1a^2)d1^68d2^15 + (3 + 4a + 2a^2)d1^69d2^15 + (2 + 0a + 4a^2)d1^70d2^15 + (1 + 0a + 0a^2)d1^71d2^15 + (0 + 3a + 3a^2)d1^72d2^15 + (3 + 1a + 1a^2)d1^73d2^15 + (4 + 4a + 3a^2)d1^74d2^15 + (4 + 1a + 3a^2)d1^75d2^15 + (0 + 3a + 1a^2)d1^76d2^15 + (4 + 1a + 4a^2)d1^77d2^15 + (3 + 4a + 2a^2)d1^78d2^15 + (2 + 0a + 2a^2)d1^79d2^15 + (0 + 3a + 2a^2)d1^80d2^15 + (3 + 4a + 3a^2)d1^81d2^15 + (4 + 1a + 4a^2)d1^82d2^15 + (4 + 1a + 1a^2)d1^83d2^15 + (0 + 1a + 2a^2)d1^84d2^15 + (4 + 3a + 3a^2)d1^85d2^15 + (0 + 2a + 0a^2)d1^86d2^15 + (1 + 0a + 2a^2)d1^87d2^15 + (4 + 4a + 1a^2)d1^88d2^15 + (0 + 1a + 1a^2)d1^89d2^15 + (0 + 2a + 1a^2)d1^90d2^15 + (2 + 1a + 2a^2)d1^91d2^15 + (4 + 0a + 2a^2)d1^92d2^15 + (1 + 4a + 4a^2)d1^93d2^15 + (0 + 0a + 3a^2)d1^94d2^15 + (1 + 1a + 4a^2)d1^95d2^15 + (3 + 3a + 1a^2)d1^96d2^15 + (1 + 4a + 3a^2)d1^97d2^15 + (2 + 4a + 1a^2)d1^98d2^15 + (2 + 2a + 4a^2)d1^99d2^15 + (1 + 1a + 2a^2)d1^100d2^15 + (2 + 1a + 2a^2)d1^101d2^15 + (1 + 2a + 2a^2)d1^102d2^15 + (1 + 0a + 0a^2)d1^103d2^15 + (4 + 0a + 1a^2)d1^104d2^15 + (0 + 1a + 0a^2)d1^105d2^15 + (0 + 0a + 3a^2)d1^106d2^15 + (1 + 3a + 4a^2)d1^107d2^15 + (3 + 4a + 4a^2)d1^108d2^15 + (3 + 4a + 4a^2)d1^109d2^15 + (3 + 4a + 0a^2)d1^110d2^15 + (3 + 0a + 3a^2)d1^111d2^15 + (3 + 0a + 4a^2)d1^112d2^15 + (4 + 1a + 2a^2)d1^113d2^15 + (4 + 0a + 0a^2)d1^114d2^15 + (3 + 0a + 1a^2)d1^115d2^15 + (0 + 0a + 3a^2)d1^116d2^15 + (3 + 3a + 2a^2)d1^117d2^15 + (2 + 1a + 0a^2)d1^118d2^15 + (0 + 1a + 0a^2)d1^120d2^15 + (4 + 1a + 2a^2)d1^121d2^15 + (1 + 2a + 3a^2)d1^122d2^15 + (1 + 4a + 4a^2)d1^123d2^15 + (1 + 1a + 2a^2)d1^124d2^15 + (1 + 2a + 2a^2)d1^125d2^15 + (1 + 4a + 0a^2)d1^126d2^15 + (0 + 4a + 4a^2)d1^127d2^15 + (3 + 4a + 2a^2)d1^128d2^15 + (4 + 2a + 2a^2)d1^129d2^15 + (3 + 2a + 2a^2)d1^130d2^15 + (3 + 3a + 3a^2)d1^131d2^15 + (2 + 1a + 4a^2)d1^132d2^15 + (3 + 1a + 1a^2)d1^133d2^15 + (2 + 2a + 0a^2)d1^134d2^15 + (4 + 4a + 0a^2)d1^135d2^15 + (2 + 3a + 0a^2)d1^136d2^15 + (3 + 0a + 0a^2)d1^137d2^15 + (4 + 3a + 4a^2)d1^138d2^15 + (0 + 1a + 2a^2)d1^139d2^15 + (4 + 1a + 1a^2)d1^140d2^15 + (2 + 2a + 4a^2)d1^141d2^15 + (4 + 0a + 2a^2)d1^142d2^15 + (4 + 2a + 2a^2)d1^143d2^15 + (0 + 1a + 0a^2)d1^144d2^15 + (2 + 2a + 0a^2)d1^145d2^15 + (4 + 0a + 2a^2)d1^146d2^15 + (1 + 4a + 0a^2)d1^147d2^15 + (2 + 2a + 3a^2)d1^148d2^15 + (2 + 0a + 0a^2)d1^149d2^15 + (0 + 3a + 2a^2)d1^150d2^15 + (4 + 2a + 2a^2)d1^151d2^15 + (0 + 1a + 1a^2)d1^152d2^15 + (2 + 1a + 4a^2)d1^153d2^15 + (2 + 2a + 1a^2)d1^154d2^15 + (2 + 3a + 2a^2)d1^155d2^15 + (2 + 4a + 4a^2)d1^156d2^15 + (4 + 3a + 1a^2)d1^157d2^15 + (0 + 2a + 4a^2)d1^158d2^15 + (0 + 1a + 1a^2)d1^159d2^15 + (0 + 3a + 0a^2)d1^160d2^15 + (0 + 4a + 1a^2)d1^161d2^15 + (3 + 4a + 2a^2)d1^162d2^15 + (2 + 1a + 4a^2)d1^163d2^15 + (3 + 4a + 1a^2)d1^164d2^15 + (2 + 2a + 1a^2)d1^165d2^15 + (1 + 0a + 3a^2)d1^166d2^15 + (1 + 0a + 0a^2)d1^167d2^15 + (1 + 2a + 2a^2)d1^168d2^15 + (0 + 3a + 0a^2)d1^169d2^15 + (2 + 2a + 0a^2)d1^170d2^15 + (3 + 3a + 1a^2)d1^171d2^15 + (4 + 4a + 3a^2)d1^172d2^15 + (2 + 2a + 4a^2)d1^173d2^15 + (2 + 0a + 3a^2)d1^174d2^15 + (1 + 2a + 2a^2)d1^175d2^15 + (4 + 1a + 2a^2)d1^176d2^15 + (4 + 0a + 3a^2)d1^177d2^15 + (3 + 3a + 3a^2)d1^178d2^15 + (4 + 3a + 0a^2)d1^179d2^15 + (0 + 4a + 0a^2)d1^180d2^15 + (4 + 4a + 2a^2)d1^181d2^15 + (1 + 4a + 4a^2)d1^182d2^15 + (0 + 0a + 2a^2)d1^183d2^15 + (1 + 4a + 1a^2)d1^184d2^15 + (1 + 4a + 2a^2)d1^185d2^15 + (2 + 2a + 3a^2)d1^186d2^15 + (2 + 3a + 0a^2)d1^187d2^15 + (4 + 0a + 2a^2)d1^188d2^15 + (3 + 3a + 4a^2)d1^189d2^15 + (3 + 3a + 0a^2)d1^190d2^15 + (1 + 2a + 1a^2)d1^191d2^15 + (2 + 0a + 2a^2)d1^192d2^15 + (0 + 3a + 1a^2)d1^193d2^15 + (4 + 0a + 4a^2)d1^194d2^15 + (1 + 2a + 2a^2)d1^195d2^15 + (0 + 0a + 2a^2)d1^196d2^15 + (3 + 4a + 1a^2)d1^197d2^15 + (2 + 4a + 4a^2)d1^198d2^15 + (1 + 0a + 3a^2)d1^199d2^15 + (1 + 0a + 4a^2)d1^200d2^15 + (4 + 3a + 4a^2)d1^201d2^15 + (3 + 0a + 2a^2)d1^202d2^15 + (3 + 2a + 4a^2)d1^203d2^15 + (2 + 3a + 1a^2)d1^204d2^15 + (1 + 2a + 2a^2)d1^205d2^15 + (2 + 2a + 4a^2)d1^206d2^15 + (1 + 1a + 3a^2)d1^207d2^15 + (2 + 0a + 1a^2)d1^208d2^15 + (3 + 0a + 4a^2)d1^209d2^15 + (2 + 3a + 4a^2)d1^210d2^15 + (2 + 1a + 1a^2)d1^211d2^15 + (4 + 4a + 4a^2)d1^212d2^15 + (4 + 0a + 0a^2)d1^213d2^15 + (0 + 4a + 0a^2)d1^214d2^15 + (2 + 3a + 1a^2)d1^215d2^15 + (2 + 4a + 2a^2)d1^216d2^15 + (0 + 0a + 2a^2)d1^217d2^15 + (3 + 1a + 3a^2)d1^218d2^15 + (0 + 1a + 2a^2)d1^219d2^15 + (4 + 4a + 2a^2)d1^220d2^15 + (3 + 1a + 3a^2)d1^221d2^15 + (3 + 1a + 1a^2)d1^222d2^15 + (3 + 4a + 2a^2)d1^223d2^15 + (4 + 2a + 3a^2)d1^224d2^15 + (0 + 4a + 2a^2)d1^225d2^15 + (3 + 3a + 3a^2)d1^226d2^15 + (4 + 2a + 3a^2)d1^227d2^15 + (2 + 4a + 1a^2)d1^228d2^15 + (3 + 4a + 1a^2)d1^229d2^15 + (3 + 2a + 0a^2)d1^230d2^15 + (3 + 4a + 3a^2)d1^231d2^15 + (2 + 1a + 1a^2)d1^232d2^15 + (1 + 1a + 4a^2)d1^233d2^15 + (1 + 4a + 0a^2)d1^234d2^15 + (3 + 0a + 1a^2)d1^235d2^15 + (0 + 1a + 0a^2)d1^236d2^15 + (0 + 0a + 1a^2)d1^237d2^15 + (2 + 3a + 4a^2)d1^238d2^15 + (1 + 2a + 3a^2)d1^239d2^15 + (4 + 4a + 3a^2)d1^240d2^15 + (1 + 0a + 1a^2)d1^241d2^15 + (3 + 3a + 2a^2)d1^242d2^15 + (1 + 2a + 0a^2)d1^243d2^15 + (4 + 0a + 4a^2)d1^244d2^15 + (2 + 3a + 2a^2)d1^245d2^15 + (4 + 1a + 2a^2)d1^246d2^15 + (1 + 1a + 3a^2)d1^247d2^15 + (2 + 0a + 2a^2)d1^248d2^15 + (1 + 4a + 4a^2)d1^249d2^15 + (1 + 2a + 1a^2)d1^250d2^15 + (3 + 0a + 2a^2)d1^251d2^15 + (2 + 2a + 4a^2)d1^252d2^15 + (3 + 2a + 3a^2)d1^253d2^15 + (2 + 4a + 1a^2)d1^254d2^15 + (2 + 3a + 3a^2)d1^255d2^15 + (0 + 1a + 2a^2)d1^256d2^15 + (0 + 3a + 2a^2)d1^257d2^15 + (3 + 1a + 2a^2)d1^258d2^15 + (1 + 2a + 2a^2)d1^259d2^15 + (2 + 0a + 2a^2)d1^260d2^15 + (0 + 3a + 1a^2)d1^261d2^15 + (2 + 4a + 0a^2)d1^262d2^15 + (0 + 3a + 0a^2)d1^263d2^15 + (3 + 2a + 0a^2)d1^264d2^15 + (4 + 2a + 2a^2)d1^265d2^15 + (0 + 1a + 0a^2)d1^266d2^15 + (2 + 3a + 2a^2)d1^267d2^15 + (1 + 4a + 1a^2)d1^268d2^15 + (2 + 2a + 1a^2)d1^269d2^15 + (4 + 2a + 1a^2)d1^270d2^15 + (2 + 3a + 1a^2)d1^271d2^15 + (0 + 0a + 2a^2)d1^272d2^15 + (2 + 0a + 0a^2)d1^273d2^15 + (2 + 1a + 0a^2)d1^274d2^15 + (3 + 2a + 1a^2)d1^275d2^15 + (2 + 1a + 3a^2)d1^276d2^15 + (3 + 0a + 2a^2)d1^277d2^15 + (1 + 3a + 1a^2)d1^278d2^15 + (1 + 1a + 4a^2)d1^279d2^15 + (0 + 3a + 4a^2)d1^280d2^15 + (3 + 4a + 4a^2)d1^281d2^15 + (3 + 1a + 0a^2)d1^282d2^15 + (2 + 1a + 0a^2)d1^283d2^15 + (4 + 4a + 0a^2)d1^284d2^15 + (2 + 3a + 4a^2)d1^285d2^15 + (1 + 4a + 1a^2)d1^286d2^15 + (4 + 2a + 4a^2)d1^287d2^15 + (3 + 0a + 3a^2)d1^288d2^15 + (3 + 2a + 2a^2)d1^289d2^15 + (0 + 0a + 2a^2)d1^290d2^15 + (0 + 4a + 2a^2)d1^291d2^15 + (0 + 3a + 0a^2)d1^292d2^15 + (0 + 1a + 4a^2)d1^293d2^15 + (3 + 1a + 1a^2)d2^16 + (2 + 4a + 0a^2)d1^1d2^16 + (4 + 4a + 2a^2)d1^2d2^16 + (2 + 3a + 2a^2)d1^3d2^16 + (1 + 4a + 4a^2)d1^4d2^16 + (3 + 4a + 4a^2)d1^5d2^16 + (0 + 0a + 1a^2)d1^6d2^16 + (0 + 4a + 1a^2)d1^7d2^16 + (4 + 4a + 4a^2)d1^8d2^16 + (4 + 1a + 0a^2)d1^9d2^16 + (0 + 3a + 4a^2)d1^10d2^16 + (3 + 2a + 1a^2)d1^11d2^16 + (3 + 2a + 3a^2)d1^12d2^16 + (1 + 2a + 1a^2)d1^13d2^16 + (3 + 2a + 4a^2)d1^14d2^16 + (2 + 1a + 2a^2)d1^15d2^16 + (0 + 0a + 1a^2)d1^16d2^16 + (3 + 0a + 2a^2)d1^17d2^16 + (2 + 1a + 0a^2)d1^18d2^16 + (1 + 3a + 0a^2)d1^19d2^16 + (4 + 2a + 0a^2)d1^20d2^16 + (4 + 1a + 2a^2)d1^21d2^16 + (0 + 4a + 4a^2)d1^22d2^16 + (4 + 2a + 0a^2)d1^23d2^16 + (3 + 0a + 2a^2)d1^24d2^16 + (1 + 4a + 2a^2)d1^25d2^16 + (2 + 3a + 3a^2)d1^26d2^16 + (1 + 1a + 3a^2)d1^27d2^16 + (1 + 0a + 2a^2)d1^28d2^16 + (4 + 2a + 4a^2)d1^29d2^16 + (3 + 4a + 3a^2)d1^30d2^16 + (4 + 4a + 4a^2)d1^31d2^16 + (2 + 3a + 2a^2)d1^32d2^16 + (1 + 4a + 0a^2)d1^33d2^16 + (1 + 3a + 4a^2)d1^34d2^16 + (4 + 4a + 1a^2)d1^35d2^16 + (4 + 1a + 3a^2)d1^36d2^16 + (0 + 3a + 0a^2)d1^37d2^16 + (1 + 1a + 3a^2)d1^38d2^16 + (2 + 2a + 0a^2)d1^39d2^16 + (1 + 3a + 0a^2)d1^40d2^16 + (4 + 1a + 4a^2)d1^41d2^16 + (4 + 3a + 2a^2)d1^42d2^16 + (2 + 1a + 4a^2)d1^43d2^16 + (2 + 1a + 3a^2)d1^44d2^16 + (1 + 1a + 4a^2)d1^45d2^16 + (1 + 4a + 1a^2)d1^46d2^16 + (4 + 0a + 3a^2)d1^47d2^16 + (3 + 4a + 1a^2)d1^48d2^16 + (4 + 1a + 2a^2)d1^49d2^16 + (0 + 4a + 2a^2)d1^50d2^16 + (0 + 0a + 3a^2)d1^51d2^16 + (2 + 3a + 3a^2)d1^53d2^16 + (0 + 2a + 2a^2)d1^54d2^16 + (2 + 4a + 4a^2)d1^55d2^16 + (2 + 4a + 2a^2)d1^56d2^16 + (3 + 3a + 0a^2)d1^57d2^16 + (4 + 0a + 0a^2)d1^58d2^16 + (3 + 0a + 0a^2)d1^59d2^16 + (0 + 2a + 1a^2)d1^60d2^16 + (1 + 3a + 2a^2)d1^61d2^16 + (2 + 0a + 3a^2)d1^62d2^16 + (0 + 3a + 3a^2)d1^63d2^16 + (2 + 3a + 1a^2)d1^64d2^16 + (3 + 3a + 0a^2)d1^65d2^16 + (1 + 1a + 1a^2)d1^66d2^16 + (2 + 4a + 1a^2)d1^67d2^16 + (1 + 1a + 2a^2)d1^68d2^16 + (4 + 0a + 1a^2)d1^69d2^16 + (0 + 4a + 2a^2)d1^70d2^16 + (1 + 0a + 1a^2)d1^71d2^16 + (2 + 3a + 1a^2)d1^72d2^16 + (3 + 0a + 3a^2)d1^73d2^16 + (0 + 4a + 3a^2)d1^74d2^16 + (3 + 0a + 4a^2)d1^75d2^16 + (1 + 1a + 4a^2)d1^76d2^16 + (4 + 3a + 3a^2)d1^77d2^16 + (4 + 1a + 4a^2)d1^78d2^16 + (4 + 4a + 0a^2)d1^79d2^16 + (2 + 4a + 0a^2)d1^80d2^16 + (0 + 3a + 0a^2)d1^81d2^16 + (2 + 0a + 4a^2)d1^82d2^16 + (1 + 2a + 2a^2)d1^83d2^16 + (3 + 4a + 1a^2)d1^84d2^16 + (3 + 3a + 0a^2)d1^85d2^16 + (2 + 1a + 0a^2)d1^86d2^16 + (1 + 4a + 3a^2)d1^87d2^16 + (1 + 0a + 3a^2)d1^88d2^16 + (3 + 4a + 0a^2)d1^89d2^16 + (3 + 0a + 3a^2)d1^90d2^16 + (0 + 4a + 3a^2)d1^91d2^16 + (0 + 4a + 3a^2)d1^92d2^16 + (2 + 2a + 2a^2)d1^93d2^16 + (2 + 2a + 4a^2)d1^94d2^16 + (3 + 3a + 0a^2)d1^95d2^16 + (0 + 2a + 0a^2)d1^96d2^16 + (0 + 1a + 4a^2)d1^97d2^16 + (4 + 3a + 2a^2)d1^98d2^16 + (0 + 3a + 1a^2)d1^99d2^16 + (2 + 4a + 1a^2)d1^100d2^16 + (3 + 4a + 3a^2)d1^101d2^16 + (4 + 2a + 4a^2)d1^102d2^16 + (1 + 2a + 1a^2)d1^103d2^16 + (0 + 2a + 3a^2)d1^104d2^16 + (2 + 2a + 3a^2)d1^105d2^16 + (4 + 1a + 2a^2)d1^106d2^16 + (1 + 3a + 0a^2)d1^107d2^16 + (3 + 2a + 0a^2)d1^108d2^16 + (2 + 4a + 2a^2)d1^109d2^16 + (2 + 4a + 4a^2)d1^110d2^16 + (2 + 1a + 4a^2)d1^111d2^16 + (1 + 3a + 0a^2)d1^112d2^16 + (0 + 2a + 3a^2)d1^113d2^16 + (0 + 1a + 4a^2)d1^114d2^16 + (1 + 2a + 3a^2)d1^115d2^16 + (2 + 1a + 4a^2)d1^116d2^16 + (3 + 2a + 4a^2)d1^117d2^16 + (2 + 2a + 3a^2)d1^118d2^16 + (1 + 1a + 1a^2)d1^119d2^16 + (3 + 2a + 4a^2)d1^120d2^16 + (1 + 1a + 1a^2)d1^121d2^16 + (1 + 3a + 0a^2)d1^122d2^16 + (1 + 4a + 1a^2)d1^123d2^16 + (0 + 3a + 0a^2)d1^124d2^16 + (2 + 2a + 0a^2)d1^125d2^16 + (2 + 2a + 4a^2)d1^126d2^16 + (3 + 3a + 3a^2)d1^127d2^16 + (0 + 3a + 3a^2)d1^128d2^16 + (1 + 2a + 4a^2)d1^129d2^16 + (0 + 0a + 3a^2)d1^130d2^16 + (4 + 1a + 4a^2)d1^131d2^16 + (4 + 0a + 4a^2)d1^132d2^16 + (3 + 0a + 1a^2)d1^133d2^16 + (1 + 2a + 2a^2)d1^134d2^16 + (4 + 0a + 2a^2)d1^135d2^16 + (1 + 4a + 0a^2)d1^136d2^16 + (3 + 0a + 4a^2)d1^137d2^16 + (1 + 0a + 3a^2)d1^138d2^16 + (2 + 2a + 4a^2)d1^139d2^16 + (1 + 3a + 1a^2)d1^140d2^16 + (4 + 0a + 4a^2)d1^141d2^16 + (3 + 3a + 2a^2)d1^142d2^16 + (3 + 1a + 1a^2)d1^143d2^16 + (2 + 4a + 4a^2)d1^144d2^16 + (2 + 2a + 4a^2)d1^145d2^16 + (1 + 1a + 0a^2)d1^146d2^16 + (3 + 4a + 1a^2)d1^147d2^16 + (4 + 4a + 3a^2)d1^148d2^16 + (1 + 3a + 3a^2)d1^149d2^16 + (4 + 3a + 4a^2)d1^150d2^16 + (0 + 2a + 3a^2)d1^151d2^16 + (3 + 0a + 4a^2)d1^152d2^16 + (4 + 2a + 0a^2)d1^153d2^16 + (3 + 0a + 2a^2)d1^154d2^16 + (4 + 4a + 0a^2)d1^155d2^16 + (3 + 2a + 4a^2)d1^156d2^16 + (3 + 4a + 1a^2)d1^157d2^16 + (2 + 2a + 0a^2)d1^158d2^16 + (3 + 1a + 1a^2)d1^159d2^16 + (1 + 0a + 1a^2)d1^160d2^16 + (3 + 0a + 4a^2)d1^161d2^16 + (4 + 1a + 0a^2)d1^162d2^16 + (2 + 1a + 0a^2)d1^163d2^16 + (2 + 3a + 0a^2)d1^164d2^16 + (4 + 3a + 3a^2)d1^165d2^16 + (4 + 4a + 2a^2)d1^166d2^16 + (2 + 4a + 3a^2)d1^167d2^16 + (2 + 3a + 4a^2)d1^168d2^16 + (1 + 3a + 4a^2)d1^169d2^16 + (2 + 4a + 2a^2)d1^170d2^16 + (3 + 1a + 2a^2)d1^171d2^16 + (4 + 4a + 2a^2)d1^172d2^16 + (2 + 4a + 4a^2)d1^173d2^16 + (4 + 1a + 2a^2)d1^174d2^16 + (2 + 2a + 2a^2)d1^175d2^16 + (0 + 4a + 2a^2)d1^176d2^16 + (3 + 0a + 0a^2)d1^177d2^16 + (4 + 1a + 4a^2)d1^178d2^16 + (4 + 2a + 4a^2)d1^179d2^16 + (1 + 2a + 3a^2)d1^180d2^16 + (4 + 0a + 3a^2)d1^181d2^16 + (2 + 0a + 3a^2)d1^182d2^16 + (1 + 2a + 2a^2)d1^183d2^16 + (1 + 3a + 0a^2)d1^184d2^16 + (0 + 3a + 1a^2)d1^185d2^16 + (3 + 1a + 4a^2)d1^186d2^16 + (2 + 3a + 1a^2)d1^187d2^16 + (1 + 2a + 3a^2)d1^188d2^16 + (1 + 0a + 4a^2)d1^189d2^16 + (2 + 3a + 2a^2)d1^190d2^16 + (3 + 0a + 2a^2)d1^191d2^16 + (2 + 0a + 2a^2)d1^192d2^16 + (3 + 1a + 4a^2)d1^193d2^16 + (1 + 4a + 4a^2)d1^194d2^16 + (4 + 0a + 2a^2)d1^195d2^16 + (2 + 4a + 3a^2)d1^196d2^16 + (2 + 1a + 2a^2)d1^197d2^16 + (0 + 1a + 2a^2)d1^198d2^16 + (1 + 3a + 1a^2)d1^199d2^16 + (3 + 0a + 0a^2)d1^200d2^16 + (1 + 0a + 2a^2)d1^201d2^16 + (2 + 0a + 4a^2)d1^202d2^16 + (3 + 3a + 2a^2)d1^203d2^16 + (4 + 3a + 3a^2)d1^204d2^16 + (2 + 4a + 2a^2)d1^205d2^16 + (4 + 1a + 2a^2)d1^206d2^16 + (1 + 4a + 1a^2)d1^207d2^16 + (1 + 0a + 3a^2)d1^208d2^16 + (4 + 1a + 4a^2)d1^209d2^16 + (0 + 2a + 2a^2)d1^210d2^16 + (1 + 3a + 1a^2)d1^211d2^16 + (2 + 2a + 3a^2)d1^212d2^16 + (1 + 0a + 1a^2)d1^213d2^16 + (0 + 3a + 4a^2)d1^214d2^16 + (4 + 4a + 0a^2)d1^215d2^16 + (1 + 3a + 0a^2)d1^216d2^16 + (1 + 4a + 1a^2)d1^217d2^16 + (3 + 3a + 1a^2)d1^218d2^16 + (4 + 0a + 3a^2)d1^219d2^16 + (3 + 4a + 2a^2)d1^220d2^16 + (2 + 4a + 0a^2)d1^221d2^16 + (1 + 0a + 2a^2)d1^222d2^16 + (4 + 0a + 0a^2)d1^223d2^16 + (0 + 3a + 1a^2)d1^224d2^16 + (1 + 2a + 3a^2)d1^225d2^16 + (3 + 3a + 1a^2)d1^226d2^16 + (0 + 2a + 2a^2)d1^227d2^16 + (3 + 1a + 1a^2)d1^228d2^16 + (1 + 3a + 3a^2)d1^229d2^16 + (4 + 1a + 3a^2)d1^230d2^16 + (4 + 4a + 0a^2)d1^231d2^16 + (1 + 2a + 1a^2)d1^232d2^16 + (2 + 4a + 1a^2)d1^233d2^16 + (2 + 0a + 3a^2)d1^234d2^16 + (1 + 1a + 3a^2)d1^235d2^16 + (3 + 2a + 1a^2)d1^236d2^16 + (4 + 1a + 4a^2)d1^237d2^16 + (4 + 3a + 0a^2)d1^238d2^16 + (0 + 0a + 2a^2)d1^239d2^16 + (3 + 0a + 1a^2)d1^240d2^16 + (3 + 2a + 2a^2)d1^241d2^16 + (1 + 3a + 2a^2)d1^242d2^16 + (1 + 2a + 0a^2)d1^243d2^16 + (4 + 4a + 3a^2)d1^244d2^16 + (4 + 1a + 1a^2)d1^245d2^16 + (1 + 1a + 1a^2)d1^246d2^16 + (0 + 2a + 4a^2)d1^247d2^16 + (1 + 4a + 2a^2)d1^248d2^16 + (2 + 0a + 3a^2)d1^249d2^16 + (3 + 1a + 4a^2)d1^250d2^16 + (4 + 0a + 1a^2)d1^251d2^16 + (1 + 0a + 0a^2)d1^252d2^16 + (0 + 1a + 3a^2)d1^253d2^16 + (0 + 3a + 0a^2)d1^254d2^16 + (2 + 4a + 0a^2)d1^255d2^16 + (0 + 2a + 0a^2)d1^256d2^16 + (1 + 2a + 4a^2)d1^257d2^16 + (3 + 2a + 2a^2)d1^258d2^16 + (3 + 3a + 3a^2)d1^259d2^16 + (4 + 2a + 3a^2)d1^260d2^16 + (4 + 3a + 3a^2)d1^261d2^16 + (3 + 2a + 2a^2)d1^262d2^16 + (2 + 3a + 0a^2)d1^263d2^16 + (3 + 1a + 2a^2)d1^264d2^16 + (1 + 0a + 1a^2)d1^265d2^16 + (0 + 3a + 0a^2)d1^266d2^16 + (1 + 0a + 4a^2)d1^267d2^16 + (1 + 0a + 2a^2)d1^268d2^16 + (3 + 0a + 0a^2)d1^269d2^16 + (4 + 2a + 1a^2)d1^270d2^16 + (2 + 4a + 1a^2)d1^271d2^16 + (1 + 4a + 1a^2)d1^272d2^16 + (3 + 3a + 1a^2)d1^273d2^16 + (4 + 1a + 0a^2)d1^275d2^16 + (4 + 3a + 4a^2)d1^276d2^16 + (1 + 0a + 1a^2)d1^277d2^16 + (2 + 4a + 4a^2)d1^278d2^16 + (2 + 2a + 2a^2)d1^279d2^16 + (3 + 3a + 1a^2)d1^280d2^16 + (0 + 3a + 1a^2)d1^281d2^16 + (1 + 3a + 3a^2)d1^282d2^16 + (4 + 1a + 2a^2)d1^283d2^16 + (2 + 0a + 2a^2)d1^284d2^16 + (2 + 0a + 2a^2)d1^285d2^16 + (1 + 4a + 1a^2)d1^286d2^16 + (0 + 0a + 4a^2)d1^287d2^16 + (3 + 4a + 1a^2)d1^288d2^16 + (4 + 1a + 4a^2)d1^289d2^16 + (1 + 1a + 0a^2)d1^290d2^16 + (0 + 3a + 0a^2)d1^291d2^16 + (2 + 3a + 4a^2)d1^292d2^16 + (2 + 2a + 1a^2)d1^293d2^16 + (2 + 0a + 0a^2)d2^17 + (1 + 0a + 1a^2)d1^1d2^17 + (1 + 0a + 3a^2)d1^2d2^17 + (0 + 0a + 2a^2)d1^3d2^17 + (4 + 1a + 3a^2)d1^4d2^17 + (0 + 2a + 2a^2)d1^5d2^17 + (1 + 2a + 4a^2)d1^6d2^17 + (1 + 0a + 4a^2)d1^7d2^17 + (4 + 3a + 0a^2)d1^8d2^17 + (3 + 0a + 2a^2)d1^9d2^17 + (4 + 4a + 3a^2)d1^10d2^17 + (1 + 2a + 2a^2)d1^11d2^17 + (2 + 0a + 1a^2)d1^12d2^17 + (3 + 0a + 2a^2)d1^13d2^17 + (1 + 4a + 2a^2)d1^14d2^17 + (2 + 0a + 0a^2)d1^15d2^17 + (1 + 3a + 0a^2)d1^16d2^17 + (4 + 2a + 2a^2)d1^17d2^17 + (1 + 1a + 1a^2)d1^18d2^17 + (0 + 0a + 4a^2)d1^19d2^17 + (1 + 0a + 0a^2)d1^20d2^17 + (0 + 4a + 4a^2)d1^21d2^17 + (3 + 1a + 2a^2)d1^22d2^17 + (4 + 4a + 3a^2)d1^23d2^17 + (0 + 1a + 2a^2)d1^24d2^17 + (4 + 0a + 0a^2)d1^25d2^17 + (4 + 2a + 0a^2)d1^26d2^17 + (0 + 4a + 0a^2)d1^27d2^17 + (2 + 2a + 1a^2)d1^28d2^17 + (0 + 1a + 1a^2)d1^29d2^17 + (4 + 0a + 1a^2)d1^30d2^17 + (4 + 0a + 3a^2)d1^31d2^17 + (0 + 4a + 3a^2)d1^32d2^17 + (2 + 3a + 0a^2)d1^33d2^17 + (3 + 2a + 3a^2)d1^34d2^17 + (1 + 2a + 3a^2)d1^35d2^17 + (1 + 1a + 3a^2)d1^36d2^17 + (3 + 3a + 4a^2)d1^37d2^17 + (4 + 4a + 0a^2)d1^38d2^17 + (4 + 2a + 0a^2)d1^39d2^17 + (4 + 1a + 0a^2)d1^40d2^17 + (2 + 1a + 3a^2)d1^41d2^17 + (2 + 1a + 0a^2)d1^42d2^17 + (0 + 3a + 1a^2)d1^43d2^17 + (1 + 2a + 4a^2)d1^44d2^17 + (2 + 4a + 0a^2)d1^45d2^17 + (2 + 2a + 1a^2)d1^46d2^17 + (1 + 2a + 0a^2)d1^47d2^17 + (3 + 1a + 0a^2)d1^48d2^17 + (4 + 1a + 3a^2)d1^49d2^17 + (0 + 2a + 3a^2)d1^50d2^17 + (0 + 4a + 0a^2)d1^51d2^17 + (2 + 3a + 4a^2)d1^52d2^17 + (0 + 2a + 2a^2)d1^53d2^17 + (2 + 3a + 3a^2)d1^54d2^17 + (1 + 2a + 0a^2)d1^55d2^17 + (0 + 3a + 0a^2)d1^56d2^17 + (2 + 2a + 2a^2)d1^57d2^17 + (4 + 1a + 4a^2)d1^58d2^17 + (3 + 1a + 1a^2)d1^59d2^17 + (4 + 1a + 4a^2)d1^60d2^17 + (3 + 1a + 3a^2)d1^61d2^17 + (0 + 1a + 0a^2)d1^62d2^17 + (4 + 1a + 2a^2)d1^63d2^17 + (3 + 3a + 1a^2)d1^64d2^17 + (0 + 2a + 4a^2)d1^65d2^17 + (2 + 4a + 3a^2)d1^66d2^17 + (3 + 3a + 0a^2)d1^67d2^17 + (2 + 2a + 3a^2)d1^68d2^17 + (3 + 1a + 3a^2)d1^69d2^17 + (1 + 1a + 3a^2)d1^70d2^17 + (1 + 0a + 1a^2)d1^71d2^17 + (3 + 0a + 2a^2)d1^72d2^17 + (4 + 3a + 3a^2)d1^73d2^17 + (1 + 2a + 1a^2)d1^74d2^17 + (1 + 2a + 0a^2)d1^75d2^17 + (0 + 3a + 3a^2)d1^76d2^17 + (3 + 4a + 0a^2)d1^77d2^17 + (0 + 2a + 1a^2)d1^78d2^17 + (3 + 2a + 1a^2)d1^79d2^17 + (2 + 1a + 3a^2)d1^80d2^17 + (2 + 2a + 0a^2)d1^81d2^17 + (2 + 1a + 2a^2)d1^82d2^17 + (1 + 2a + 4a^2)d1^83d2^17 + (1 + 3a + 0a^2)d1^84d2^17 + (3 + 1a + 1a^2)d1^85d2^17 + (2 + 2a + 2a^2)d1^86d2^17 + (3 + 1a + 1a^2)d1^87d2^17 + (2 + 4a + 4a^2)d1^88d2^17 + (1 + 4a + 1a^2)d1^89d2^17 + (3 + 3a + 2a^2)d1^90d2^17 + (3 + 0a + 4a^2)d1^91d2^17 + (4 + 0a + 1a^2)d1^92d2^17 + (3 + 4a + 2a^2)d1^93d2^17 + (0 + 4a + 4a^2)d1^94d2^17 + (0 + 3a + 0a^2)d1^95d2^17 + (2 + 3a + 0a^2)d1^96d2^17 + (2 + 0a + 3a^2)d1^97d2^17 + (4 + 4a + 1a^2)d1^98d2^17 + (1 + 1a + 1a^2)d1^99d2^17 + (4 + 3a + 4a^2)d1^100d2^17 + (2 + 3a + 2a^2)d1^101d2^17 + (0 + 1a + 1a^2)d1^102d2^17 + (3 + 3a + 1a^2)d1^103d2^17 + (1 + 0a + 4a^2)d1^104d2^17 + (2 + 4a + 4a^2)d1^105d2^17 + (3 + 4a + 1a^2)d1^106d2^17 + (3 + 0a + 2a^2)d1^107d2^17 + (3 + 4a + 0a^2)d1^108d2^17 + (4 + 4a + 1a^2)d1^109d2^17 + (0 + 4a + 0a^2)d1^110d2^17 + (1 + 0a + 3a^2)d1^111d2^17 + (4 + 2a + 3a^2)d1^112d2^17 + (1 + 3a + 2a^2)d1^113d2^17 + (1 + 4a + 0a^2)d1^114d2^17 + (0 + 2a + 3a^2)d1^115d2^17 + (4 + 0a + 1a^2)d1^116d2^17 + (1 + 1a + 3a^2)d1^117d2^17 + (0 + 0a + 3a^2)d1^118d2^17 + (4 + 4a + 4a^2)d1^119d2^17 + (4 + 4a + 4a^2)d1^120d2^17 + (4 + 2a + 3a^2)d1^121d2^17 + (0 + 3a + 0a^2)d1^122d2^17 + (3 + 3a + 1a^2)d1^123d2^17 + (4 + 3a + 4a^2)d1^124d2^17 + (0 + 1a + 3a^2)d1^125d2^17 + (0 + 1a + 2a^2)d1^126d2^17 + (3 + 2a + 1a^2)d1^127d2^17 + (2 + 4a + 3a^2)d1^128d2^17 + (2 + 2a + 4a^2)d1^129d2^17 + (1 + 4a + 0a^2)d1^130d2^17 + (3 + 4a + 4a^2)d1^131d2^17 + (0 + 4a + 0a^2)d1^132d2^17 + (1 + 0a + 2a^2)d1^133d2^17 + (3 + 4a + 4a^2)d1^134d2^17 + (4 + 2a + 1a^2)d1^135d2^17 + (4 + 1a + 4a^2)d1^136d2^17 + (1 + 1a + 2a^2)d1^137d2^17 + (2 + 4a + 3a^2)d1^138d2^17 + (0 + 3a + 0a^2)d1^139d2^17 + (4 + 2a + 1a^2)d1^140d2^17 + (2 + 3a + 2a^2)d1^141d2^17 + (2 + 0a + 1a^2)d1^142d2^17 + (1 + 3a + 1a^2)d1^143d2^17 + (0 + 3a + 4a^2)d1^144d2^17 + (4 + 0a + 4a^2)d1^145d2^17 + (1 + 1a + 4a^2)d1^146d2^17 + (3 + 1a + 1a^2)d1^147d2^17 + (4 + 4a + 4a^2)d1^148d2^17 + (4 + 0a + 0a^2)d1^149d2^17 + (0 + 4a + 3a^2)d1^150d2^17 + (4 + 0a + 1a^2)d1^151d2^17 + (0 + 4a + 3a^2)d1^152d2^17 + (3 + 2a + 1a^2)d1^153d2^17 + (1 + 1a + 1a^2)d1^154d2^17 + (0 + 1a + 4a^2)d1^155d2^17 + (3 + 0a + 1a^2)d1^156d2^17 + (4 + 3a + 2a^2)d1^157d2^17 + (3 + 4a + 3a^2)d1^158d2^17 + (3 + 4a + 4a^2)d1^159d2^17 + (2 + 3a + 1a^2)d1^160d2^17 + (3 + 0a + 4a^2)d1^161d2^17 + (0 + 0a + 1a^2)d1^162d2^17 + (1 + 4a + 4a^2)d1^163d2^17 + (4 + 1a + 3a^2)d1^164d2^17 + (3 + 0a + 0a^2)d1^165d2^17 + (3 + 2a + 4a^2)d1^166d2^17 + (2 + 3a + 3a^2)d1^167d2^17 + (3 + 1a + 2a^2)d1^168d2^17 + (0 + 3a + 3a^2)d1^169d2^17 + (0 + 0a + 1a^2)d1^170d2^17 + (4 + 2a + 2a^2)d1^171d2^17 + (0 + 2a + 2a^2)d1^172d2^17 + (4 + 1a + 3a^2)d1^173d2^17 + (4 + 2a + 0a^2)d1^174d2^17 + (0 + 0a + 4a^2)d1^175d2^17 + (1 + 1a + 3a^2)d1^176d2^17 + (4 + 4a + 2a^2)d1^177d2^17 + (0 + 0a + 1a^2)d1^178d2^17 + (0 + 3a + 0a^2)d1^179d2^17 + (3 + 3a + 2a^2)d1^180d2^17 + (1 + 2a + 3a^2)d1^181d2^17 + (0 + 2a + 3a^2)d1^182d2^17 + (2 + 0a + 1a^2)d1^183d2^17 + (1 + 0a + 3a^2)d1^184d2^17 + (0 + 4a + 4a^2)d1^185d2^17 + (3 + 1a + 0a^2)d1^186d2^17 + (1 + 4a + 0a^2)d1^187d2^17 + (4 + 0a + 0a^2)d1^188d2^17 + (2 + 3a + 2a^2)d1^189d2^17 + (4 + 1a + 1a^2)d1^190d2^17 + (2 + 1a + 3a^2)d1^191d2^17 + (4 + 0a + 2a^2)d1^192d2^17 + (1 + 0a + 2a^2)d1^193d2^17 + (2 + 2a + 2a^2)d1^194d2^17 + (4 + 4a + 1a^2)d1^195d2^17 + (0 + 4a + 4a^2)d1^196d2^17 + (1 + 3a + 4a^2)d1^197d2^17 + (3 + 4a + 3a^2)d1^198d2^17 + (0 + 2a + 3a^2)d1^199d2^17 + (0 + 0a + 4a^2)d1^200d2^17 + (3 + 1a + 4a^2)d1^201d2^17 + (0 + 3a + 2a^2)d1^202d2^17 + (3 + 3a + 3a^2)d1^203d2^17 + (4 + 3a + 3a^2)d1^204d2^17 + (4 + 4a + 1a^2)d1^205d2^17 + (3 + 0a + 1a^2)d1^206d2^17 + (3 + 1a + 2a^2)d1^207d2^17 + (4 + 2a + 4a^2)d1^208d2^17 + (2 + 3a + 0a^2)d1^209d2^17 + (1 + 0a + 3a^2)d1^210d2^17 + (2 + 1a + 4a^2)d1^211d2^17 + (0 + 0a + 1a^2)d1^212d2^17 + (1 + 0a + 1a^2)d1^213d2^17 + (0 + 1a + 4a^2)d1^214d2^17 + (1 + 2a + 2a^2)d1^216d2^17 + (3 + 2a + 0a^2)d1^217d2^17 + (3 + 3a + 4a^2)d1^218d2^17 + (0 + 1a + 0a^2)d1^219d2^17 + (0 + 2a + 3a^2)d1^220d2^17 + (4 + 1a + 2a^2)d1^221d2^17 + (0 + 1a + 4a^2)d1^222d2^17 + (4 + 1a + 1a^2)d1^223d2^17 + (4 + 0a + 4a^2)d1^224d2^17 + (3 + 1a + 1a^2)d1^225d2^17 + (4 + 2a + 0a^2)d1^226d2^17 + (0 + 3a + 4a^2)d1^227d2^17 + (1 + 4a + 1a^2)d1^228d2^17 + (3 + 2a + 3a^2)d1^229d2^17 + (2 + 0a + 1a^2)d1^230d2^17 + (2 + 1a + 0a^2)d1^231d2^17 + (3 + 4a + 2a^2)d1^232d2^17 + (3 + 1a + 3a^2)d1^233d2^17 + (0 + 1a + 0a^2)d1^234d2^17 + (2 + 2a + 2a^2)d1^235d2^17 + (0 + 1a + 1a^2)d1^236d2^17 + (0 + 4a + 4a^2)d1^237d2^17 + (2 + 0a + 1a^2)d1^238d2^17 + (0 + 0a + 3a^2)d1^239d2^17 + (4 + 1a + 2a^2)d1^240d2^17 + (4 + 0a + 4a^2)d1^241d2^17 + (2 + 2a + 2a^2)d1^242d2^17 + (0 + 0a + 2a^2)d1^243d2^17 + (4 + 3a + 1a^2)d1^244d2^17 + (0 + 4a + 1a^2)d1^245d2^17 + (3 + 4a + 3a^2)d1^246d2^17 + (0 + 1a + 4a^2)d1^247d2^17 + (1 + 0a + 2a^2)d1^248d2^17 + (3 + 2a + 4a^2)d1^249d2^17 + (4 + 1a + 3a^2)d1^250d2^17 + (3 + 1a + 1a^2)d1^251d2^17 + (2 + 4a + 0a^2)d1^252d2^17 + (2 + 4a + 3a^2)d1^253d2^17 + (0 + 0a + 2a^2)d1^254d2^17 + (3 + 3a + 3a^2)d1^256d2^17 + (3 + 2a + 1a^2)d1^257d2^17 + (4 + 0a + 2a^2)d1^258d2^17 + (4 + 2a + 0a^2)d1^259d2^17 + (4 + 0a + 1a^2)d1^260d2^17 + (3 + 1a + 2a^2)d1^261d2^17 + (0 + 0a + 3a^2)d1^262d2^17 + (3 + 4a + 3a^2)d1^263d2^17 + (2 + 1a + 2a^2)d1^264d2^17 + (0 + 3a + 4a^2)d1^265d2^17 + (3 + 4a + 4a^2)d1^266d2^17 + (3 + 3a + 2a^2)d1^267d2^17 + (1 + 4a + 0a^2)d1^268d2^17 + (1 + 1a + 2a^2)d1^269d2^17 + (0 + 3a + 1a^2)d1^270d2^17 + (4 + 4a + 4a^2)d1^271d2^17 + (1 + 1a + 1a^2)d1^272d2^17 + (0 + 0a + 3a^2)d1^273d2^17 + (4 + 1a + 0a^2)d1^274d2^17 + (0 + 1a + 0a^2)d1^275d2^17 + (3 + 3a + 2a^2)d1^276d2^17 + (0 + 0a + 3a^2)d1^277d2^17 + (4 + 0a + 0a^2)d1^278d2^17 + (4 + 4a + 1a^2)d1^279d2^17 + (4 + 2a + 1a^2)d1^280d2^17 + (0 + 2a + 1a^2)d1^281d2^17 + (0 + 1a + 3a^2)d1^282d2^17 + (0 + 3a + 3a^2)d1^283d2^17 + (4 + 2a + 3a^2)d1^284d2^17 + (3 + 3a + 3a^2)d1^285d2^17 + (2 + 0a + 3a^2)d1^286d2^17 + (0 + 2a + 3a^2)d1^287d2^17 + (4 + 4a + 2a^2)d1^288d2^17 + (1 + 2a + 1a^2)d1^289d2^17 + (1 + 1a + 3a^2)d1^290d2^17 + (1 + 2a + 1a^2)d1^291d2^17 + (1 + 3a + 4a^2)d1^292d2^17 + (0 + 4a + 2a^2)d1^293d2^17 + (4 + 4a + 0a^2)d2^18 + (1 + 1a + 4a^2)d1^1d2^18 + (2 + 2a + 1a^2)d1^2d2^18 + (0 + 3a + 1a^2)d1^3d2^18 + (4 + 3a + 4a^2)d1^4d2^18 + (0 + 4a + 1a^2)d1^5d2^18 + (1 + 4a + 2a^2)d1^6d2^18 + (4 + 3a + 0a^2)d1^7d2^18 + (0 + 2a + 4a^2)d1^8d2^18 + (1 + 1a + 3a^2)d1^9d2^18 + (1 + 1a + 4a^2)d1^10d2^18 + (2 + 3a + 1a^2)d1^11d2^18 + (0 + 0a + 2a^2)d1^12d2^18 + (4 + 4a + 2a^2)d1^13d2^18 + (1 + 2a + 1a^2)d1^14d2^18 + (0 + 4a + 4a^2)d1^15d2^18 + (0 + 1a + 1a^2)d1^16d2^18 + (2 + 4a + 1a^2)d1^17d2^18 + (1 + 2a + 4a^2)d1^18d2^18 + (1 + 2a + 3a^2)d1^19d2^18 + (1 + 3a + 0a^2)d1^20d2^18 + (2 + 0a + 2a^2)d1^21d2^18 + (1 + 4a + 1a^2)d1^22d2^18 + (1 + 1a + 2a^2)d1^23d2^18 + (1 + 3a + 4a^2)d1^24d2^18 + (4 + 2a + 3a^2)d1^25d2^18 + (0 + 1a + 3a^2)d1^26d2^18 + (0 + 2a + 2a^2)d1^27d2^18 + (4 + 1a + 0a^2)d1^28d2^18 + (1 + 3a + 4a^2)d1^29d2^18 + (3 + 0a + 2a^2)d1^30d2^18 + (0 + 1a + 1a^2)d1^31d2^18 + (0 + 4a + 3a^2)d1^32d2^18 + (4 + 1a + 4a^2)d1^33d2^18 + (4 + 2a + 3a^2)d1^34d2^18 + (2 + 4a + 0a^2)d1^35d2^18 + (4 + 2a + 3a^2)d1^36d2^18 + (4 + 4a + 1a^2)d1^37d2^18 + (3 + 1a + 4a^2)d1^38d2^18 + (2 + 4a + 3a^2)d1^39d2^18 + (3 + 3a + 1a^2)d1^40d2^18 + (1 + 1a + 3a^2)d1^41d2^18 + (3 + 3a + 1a^2)d1^42d2^18 + (1 + 3a + 0a^2)d1^43d2^18 + (2 + 1a + 0a^2)d1^44d2^18 + (2 + 1a + 4a^2)d1^45d2^18 + (3 + 4a + 3a^2)d1^46d2^18 + (0 + 1a + 4a^2)d1^47d2^18 + (0 + 3a + 0a^2)d1^48d2^18 + (0 + 4a + 0a^2)d1^49d2^18 + (3 + 2a + 4a^2)d1^50d2^18 + (2 + 4a + 3a^2)d1^51d2^18 + (4 + 0a + 3a^2)d1^52d2^18 + (0 + 2a + 3a^2)d1^53d2^18 + (3 + 3a + 1a^2)d1^54d2^18 + (2 + 1a + 0a^2)d1^55d2^18 + (1 + 0a + 4a^2)d1^56d2^18 + (4 + 4a + 4a^2)d1^57d2^18 + (2 + 2a + 2a^2)d1^58d2^18 + (4 + 0a + 4a^2)d1^59d2^18 + (4 + 1a + 1a^2)d1^60d2^18 + (4 + 4a + 0a^2)d1^61d2^18 + (0 + 2a + 0a^2)d1^62d2^18 + (3 + 4a + 0a^2)d1^63d2^18 + (1 + 0a + 0a^2)d1^64d2^18 + (4 + 2a + 1a^2)d1^65d2^18 + (3 + 1a + 2a^2)d1^66d2^18 + (3 + 2a + 2a^2)d1^67d2^18 + (0 + 4a + 2a^2)d1^68d2^18 + (2 + 3a + 1a^2)d1^69d2^18 + (4 + 3a + 3a^2)d1^70d2^18 + (2 + 1a + 3a^2)d1^71d2^18 + (3 + 1a + 1a^2)d1^72d2^18 + (4 + 1a + 2a^2)d1^73d2^18 + (2 + 2a + 2a^2)d1^74d2^18 + (4 + 2a + 2a^2)d1^75d2^18 + (4 + 0a + 4a^2)d1^76d2^18 + (0 + 2a + 3a^2)d1^77d2^18 + (4 + 0a + 2a^2)d1^78d2^18 + (0 + 1a + 1a^2)d1^79d2^18 + (1 + 3a + 4a^2)d1^80d2^18 + (0 + 4a + 2a^2)d1^81d2^18 + (4 + 4a + 4a^2)d1^82d2^18 + (4 + 4a + 3a^2)d1^83d2^18 + (1 + 4a + 1a^2)d1^84d2^18 + (3 + 3a + 0a^2)d1^85d2^18 + (2 + 2a + 3a^2)d1^86d2^18 + (0 + 2a + 3a^2)d1^87d2^18 + (2 + 1a + 0a^2)d1^88d2^18 + (1 + 2a + 2a^2)d1^89d2^18 + (2 + 3a + 1a^2)d1^90d2^18 + (2 + 3a + 4a^2)d1^91d2^18 + (3 + 2a + 1a^2)d1^92d2^18 + (3 + 0a + 3a^2)d1^93d2^18 + (2 + 1a + 1a^2)d1^94d2^18 + (4 + 4a + 2a^2)d1^95d2^18 + (1 + 1a + 4a^2)d1^96d2^18 + (1 + 3a + 3a^2)d1^97d2^18 + (1 + 4a + 2a^2)d1^98d2^18 + (0 + 3a + 0a^2)d1^99d2^18 + (3 + 2a + 2a^2)d1^100d2^18 + (0 + 0a + 2a^2)d1^101d2^18 + (4 + 0a + 1a^2)d1^102d2^18 + (4 + 2a + 3a^2)d1^103d2^18 + (4 + 0a + 0a^2)d1^104d2^18 + (1 + 2a + 4a^2)d1^105d2^18 + (0 + 3a + 2a^2)d1^106d2^18 + (1 + 3a + 4a^2)d1^107d2^18 + (1 + 4a + 3a^2)d1^108d2^18 + (1 + 2a + 0a^2)d1^109d2^18 + (0 + 4a + 4a^2)d1^110d2^18 + (3 + 2a + 2a^2)d1^111d2^18 + (2 + 0a + 2a^2)d1^112d2^18 + (2 + 2a + 1a^2)d1^113d2^18 + (0 + 2a + 1a^2)d1^114d2^18 + (1 + 0a + 2a^2)d1^115d2^18 + (2 + 1a + 1a^2)d1^116d2^18 + (2 + 2a + 3a^2)d1^117d2^18 + (3 + 2a + 0a^2)d1^118d2^18 + (4 + 1a + 3a^2)d1^119d2^18 + (0 + 4a + 0a^2)d1^120d2^18 + (1 + 3a + 2a^2)d1^121d2^18 + (3 + 2a + 2a^2)d1^122d2^18 + (4 + 1a + 2a^2)d1^123d2^18 + (3 + 1a + 4a^2)d1^124d2^18 + (3 + 1a + 1a^2)d1^125d2^18 + (2 + 3a + 1a^2)d1^126d2^18 + (4 + 0a + 2a^2)d1^127d2^18 + (3 + 2a + 1a^2)d1^128d2^18 + (1 + 4a + 2a^2)d1^129d2^18 + (2 + 1a + 4a^2)d1^130d2^18 + (1 + 4a + 2a^2)d1^131d2^18 + (4 + 0a + 3a^2)d1^132d2^18 + (0 + 0a + 2a^2)d1^133d2^18 + (0 + 1a + 0a^2)d1^134d2^18 + (2 + 3a + 2a^2)d1^135d2^18 + (1 + 2a + 0a^2)d1^136d2^18 + (3 + 2a + 2a^2)d1^137d2^18 + (1 + 3a + 4a^2)d1^138d2^18 + (2 + 1a + 2a^2)d1^139d2^18 + (4 + 3a + 1a^2)d1^140d2^18 + (0 + 3a + 3a^2)d1^141d2^18 + (3 + 3a + 0a^2)d1^142d2^18 + (4 + 4a + 0a^2)d1^143d2^18 + (0 + 2a + 4a^2)d1^144d2^18 + (4 + 0a + 1a^2)d1^145d2^18 + (0 + 2a + 3a^2)d1^146d2^18 + (3 + 4a + 3a^2)d1^147d2^18 + (2 + 2a + 3a^2)d1^148d2^18 + (0 + 0a + 2a^2)d1^149d2^18 + (2 + 3a + 0a^2)d1^150d2^18 + (0 + 1a + 2a^2)d1^151d2^18 + (2 + 0a + 1a^2)d1^152d2^18 + (0 + 0a + 1a^2)d1^153d2^18 + (4 + 1a + 4a^2)d1^154d2^18 + (4 + 3a + 4a^2)d1^155d2^18 + (3 + 4a + 0a^2)d1^156d2^18 + (0 + 0a + 4a^2)d1^157d2^18 + (0 + 4a + 0a^2)d1^158d2^18 + (4 + 0a + 1a^2)d1^159d2^18 + (2 + 3a + 3a^2)d1^160d2^18 + (1 + 4a + 2a^2)d1^161d2^18 + (2 + 1a + 2a^2)d1^162d2^18 + (2 + 1a + 1a^2)d1^163d2^18 + (4 + 4a + 1a^2)d1^164d2^18 + (4 + 1a + 1a^2)d1^165d2^18 + (3 + 3a + 0a^2)d1^166d2^18 + (4 + 3a + 4a^2)d1^167d2^18 + (2 + 3a + 2a^2)d1^168d2^18 + (1 + 2a + 0a^2)d1^169d2^18 + (2 + 0a + 1a^2)d1^170d2^18 + (4 + 2a + 2a^2)d1^171d2^18 + (1 + 2a + 0a^2)d1^172d2^18 + (3 + 1a + 1a^2)d1^173d2^18 + (2 + 4a + 0a^2)d1^174d2^18 + (4 + 3a + 3a^2)d1^175d2^18 + (2 + 2a + 1a^2)d1^176d2^18 + (3 + 0a + 0a^2)d1^177d2^18 + (3 + 3a + 2a^2)d1^178d2^18 + (2 + 1a + 2a^2)d1^179d2^18 + (1 + 2a + 1a^2)d1^180d2^18 + (4 + 1a + 1a^2)d1^181d2^18 + (3 + 3a + 3a^2)d1^182d2^18 + (0 + 4a + 0a^2)d1^183d2^18 + (2 + 0a + 4a^2)d1^184d2^18 + (4 + 2a + 4a^2)d1^185d2^18 + (0 + 2a + 4a^2)d1^186d2^18 + (3 + 1a + 3a^2)d1^187d2^18 + (3 + 0a + 2a^2)d1^188d2^18 + (2 + 1a + 1a^2)d1^189d2^18 + (0 + 1a + 2a^2)d1^190d2^18 + (1 + 1a + 3a^2)d1^191d2^18 + (1 + 0a + 4a^2)d1^192d2^18 + (3 + 2a + 1a^2)d1^193d2^18 + (4 + 4a + 1a^2)d1^194d2^18 + (4 + 4a + 1a^2)d1^195d2^18 + (0 + 0a + 4a^2)d1^196d2^18 + (0 + 1a + 3a^2)d1^197d2^18 + (3 + 3a + 4a^2)d1^198d2^18 + (4 + 2a + 2a^2)d1^199d2^18 + (2 + 3a + 0a^2)d1^200d2^18 + (0 + 2a + 0a^2)d1^201d2^18 + (0 + 4a + 3a^2)d1^202d2^18 + (0 + 4a + 4a^2)d1^203d2^18 + (1 + 1a + 1a^2)d1^204d2^18 + (3 + 1a + 0a^2)d1^205d2^18 + (2 + 3a + 4a^2)d1^206d2^18 + (4 + 0a + 4a^2)d1^207d2^18 + (3 + 0a + 4a^2)d1^208d2^18 + (1 + 2a + 2a^2)d1^209d2^18 + (2 + 4a + 0a^2)d1^210d2^18 + (1 + 0a + 3a^2)d1^211d2^18 + (4 + 0a + 4a^2)d1^212d2^18 + (0 + 4a + 3a^2)d1^213d2^18 + (1 + 2a + 2a^2)d1^214d2^18 + (4 + 1a + 4a^2)d1^215d2^18 + (0 + 3a + 0a^2)d1^216d2^18 + (1 + 0a + 4a^2)d1^217d2^18 + (3 + 0a + 1a^2)d1^218d2^18 + (3 + 1a + 2a^2)d1^219d2^18 + (2 + 2a + 2a^2)d1^220d2^18 + (3 + 1a + 0a^2)d1^221d2^18 + (0 + 0a + 4a^2)d1^222d2^18 + (3 + 2a + 0a^2)d1^223d2^18 + (2 + 1a + 1a^2)d1^224d2^18 + (4 + 4a + 2a^2)d1^225d2^18 + (2 + 4a + 1a^2)d1^226d2^18 + (0 + 2a + 1a^2)d1^227d2^18 + (4 + 3a + 1a^2)d1^228d2^18 + (1 + 4a + 4a^2)d1^230d2^18 + (4 + 2a + 1a^2)d1^231d2^18 + (1 + 3a + 2a^2)d1^232d2^18 + (2 + 2a + 0a^2)d1^233d2^18 + (2 + 2a + 3a^2)d1^234d2^18 + (3 + 2a + 0a^2)d1^235d2^18 + (2 + 0a + 3a^2)d1^236d2^18 + (0 + 0a + 3a^2)d1^237d2^18 + (3 + 1a + 4a^2)d1^238d2^18 + (4 + 2a + 1a^2)d1^239d2^18 + (3 + 0a + 3a^2)d1^240d2^18 + (1 + 2a + 2a^2)d1^241d2^18 + (1 + 1a + 3a^2)d1^242d2^18 + (0 + 0a + 2a^2)d1^243d2^18 + (2 + 3a + 2a^2)d1^244d2^18 + (1 + 1a + 0a^2)d1^245d2^18 + (4 + 1a + 4a^2)d1^246d2^18 + (3 + 1a + 2a^2)d1^247d2^18 + (2 + 0a + 4a^2)d1^248d2^18 + (0 + 3a + 3a^2)d1^249d2^18 + (3 + 3a + 2a^2)d1^250d2^18 + (4 + 3a + 4a^2)d1^251d2^18 + (1 + 4a + 2a^2)d1^252d2^18 + (0 + 3a + 4a^2)d1^253d2^18 + (3 + 2a + 3a^2)d1^254d2^18 + (1 + 1a + 0a^2)d1^255d2^18 + (0 + 0a + 2a^2)d1^256d2^18 + (4 + 3a + 3a^2)d1^257d2^18 + (0 + 0a + 4a^2)d1^258d2^18 + (1 + 2a + 1a^2)d1^259d2^18 + (0 + 2a + 0a^2)d1^260d2^18 + (1 + 2a + 0a^2)d1^261d2^18 + (2 + 2a + 0a^2)d1^262d2^18 + (3 + 2a + 0a^2)d1^263d2^18 + (0 + 3a + 1a^2)d1^264d2^18 + (0 + 2a + 1a^2)d1^265d2^18 + (1 + 4a + 3a^2)d1^266d2^18 + (0 + 1a + 2a^2)d1^267d2^18 + (2 + 2a + 2a^2)d1^268d2^18 + (4 + 1a + 1a^2)d1^269d2^18 + (0 + 1a + 3a^2)d1^270d2^18 + (1 + 0a + 0a^2)d1^271d2^18 + (3 + 0a + 4a^2)d1^272d2^18 + (4 + 2a + 0a^2)d1^273d2^18 + (0 + 3a + 0a^2)d1^274d2^18 + (2 + 1a + 4a^2)d1^275d2^18 + (2 + 3a + 1a^2)d1^276d2^18 + (1 + 0a + 4a^2)d1^277d2^18 + (2 + 1a + 0a^2)d1^278d2^18 + (3 + 4a + 4a^2)d1^279d2^18 + (3 + 4a + 4a^2)d1^280d2^18 + (2 + 2a + 2a^2)d1^281d2^18 + (4 + 1a + 1a^2)d1^282d2^18 + (1 + 4a + 4a^2)d1^283d2^18 + (2 + 2a + 3a^2)d1^284d2^18 + (2 + 3a + 3a^2)d1^285d2^18 + (1 + 3a + 0a^2)d1^286d2^18 + (4 + 0a + 0a^2)d1^287d2^18 + (0 + 0a + 3a^2)d1^288d2^18 + (1 + 1a + 0a^2)d1^289d2^18 + (0 + 1a + 3a^2)d1^290d2^18 + (4 + 4a + 1a^2)d1^291d2^18 + (1 + 2a + 2a^2)d1^292d2^18 + (0 + 2a + 1a^2)d1^293d2^18 + (3 + 4a + 1a^2)d2^19 + (3 + 4a + 0a^2)d1^1d2^19 + (4 + 0a + 3a^2)d1^2d2^19 + (2 + 3a + 2a^2)d1^3d2^19 + (3 + 0a + 4a^2)d1^4d2^19 + (1 + 3a + 0a^2)d1^5d2^19 + (0 + 0a + 2a^2)d1^6d2^19 + (4 + 4a + 0a^2)d1^7d2^19 + (2 + 0a + 1a^2)d1^8d2^19 + (1 + 3a + 2a^2)d1^9d2^19 + (1 + 0a + 0a^2)d1^10d2^19 + (4 + 0a + 2a^2)d1^11d2^19 + (1 + 1a + 3a^2)d1^12d2^19 + (0 + 3a + 1a^2)d1^13d2^19 + (2 + 0a + 1a^2)d1^14d2^19 + (1 + 2a + 0a^2)d1^15d2^19 + (0 + 1a + 2a^2)d1^16d2^19 + (1 + 0a + 1a^2)d1^17d2^19 + (2 + 4a + 3a^2)d1^18d2^19 + (4 + 2a + 1a^2)d1^19d2^19 + (3 + 4a + 2a^2)d1^20d2^19 + (3 + 0a + 0a^2)d1^21d2^19 + (0 + 1a + 2a^2)d1^22d2^19 + (0 + 3a + 3a^2)d1^23d2^19 + (1 + 2a + 4a^2)d1^24d2^19 + (4 + 0a + 4a^2)d1^25d2^19 + (1 + 4a + 1a^2)d1^26d2^19 + (1 + 1a + 0a^2)d1^27d2^19 + (1 + 1a + 3a^2)d1^28d2^19 + (3 + 4a + 2a^2)d1^29d2^19 + (0 + 3a + 1a^2)d1^30d2^19 + (3 + 1a + 4a^2)d1^31d2^19 + (3 + 2a + 1a^2)d1^32d2^19 + (1 + 4a + 1a^2)d1^33d2^19 + (3 + 4a + 0a^2)d1^34d2^19 + (3 + 3a + 4a^2)d1^35d2^19 + (2 + 3a + 3a^2)d1^36d2^19 + (3 + 4a + 4a^2)d1^37d2^19 + (3 + 3a + 4a^2)d1^38d2^19 + (2 + 0a + 4a^2)d1^39d2^19 + (2 + 0a + 1a^2)d1^40d2^19 + (1 + 3a + 3a^2)d1^42d2^19 + (0 + 4a + 2a^2)d1^43d2^19 + (1 + 3a + 1a^2)d1^44d2^19 + (0 + 4a + 1a^2)d1^45d2^19 + (0 + 3a + 2a^2)d1^46d2^19 + (3 + 1a + 4a^2)d1^47d2^19 + (1 + 3a + 0a^2)d1^48d2^19 + (3 + 2a + 0a^2)d1^49d2^19 + (1 + 3a + 2a^2)d1^50d2^19 + (1 + 1a + 2a^2)d1^52d2^19 + (0 + 4a + 3a^2)d1^53d2^19 + (1 + 4a + 2a^2)d1^54d2^19 + (3 + 4a + 3a^2)d1^55d2^19 + (1 + 3a + 3a^2)d1^56d2^19 + (4 + 3a + 3a^2)d1^57d2^19 + (3 + 0a + 2a^2)d1^58d2^19 + (3 + 4a + 0a^2)d1^59d2^19 + (3 + 1a + 2a^2)d1^60d2^19 + (1 + 2a + 4a^2)d1^61d2^19 + (4 + 0a + 4a^2)d1^62d2^19 + (4 + 1a + 0a^2)d1^63d2^19 + (3 + 4a + 3a^2)d1^64d2^19 + (0 + 1a + 4a^2)d1^65d2^19 + (4 + 0a + 4a^2)d1^66d2^19 + (4 + 4a + 4a^2)d1^67d2^19 + (0 + 0a + 4a^2)d1^68d2^19 + (0 + 3a + 1a^2)d1^69d2^19 + (4 + 0a + 1a^2)d1^70d2^19 + (3 + 0a + 2a^2)d1^71d2^19 + (0 + 0a + 2a^2)d1^72d2^19 + (4 + 3a + 1a^2)d1^73d2^19 + (1 + 0a + 4a^2)d1^74d2^19 + (4 + 2a + 2a^2)d1^75d2^19 + (3 + 4a + 1a^2)d1^76d2^19 + (1 + 2a + 0a^2)d1^77d2^19 + (3 + 2a + 0a^2)d1^78d2^19 + (1 + 0a + 0a^2)d1^79d2^19 + (4 + 1a + 0a^2)d1^80d2^19 + (0 + 4a + 4a^2)d1^81d2^19 + (0 + 2a + 0a^2)d1^82d2^19 + (2 + 0a + 1a^2)d1^83d2^19 + (4 + 4a + 2a^2)d1^84d2^19 + (3 + 3a + 1a^2)d1^85d2^19 + (0 + 2a + 0a^2)d1^86d2^19 + (1 + 2a + 2a^2)d1^87d2^19 + (0 + 3a + 3a^2)d1^88d2^19 + (0 + 2a + 3a^2)d1^89d2^19 + (1 + 0a + 1a^2)d1^90d2^19 + (4 + 1a + 0a^2)d1^91d2^19 + (4 + 4a + 2a^2)d1^92d2^19 + (0 + 0a + 2a^2)d1^93d2^19 + (0 + 1a + 3a^2)d1^94d2^19 + (2 + 0a + 4a^2)d1^95d2^19 + (2 + 1a + 1a^2)d1^96d2^19 + (3 + 3a + 2a^2)d1^97d2^19 + (4 + 4a + 4a^2)d1^98d2^19 + (3 + 3a + 2a^2)d1^99d2^19 + (4 + 1a + 1a^2)d1^100d2^19 + (3 + 1a + 4a^2)d1^101d2^19 + (3 + 4a + 0a^2)d1^102d2^19 + (0 + 0a + 3a^2)d1^103d2^19 + (3 + 4a + 0a^2)d1^104d2^19 + (1 + 1a + 3a^2)d1^105d2^19 + (2 + 2a + 0a^2)d1^106d2^19 + (2 + 4a + 2a^2)d1^107d2^19 + (2 + 1a + 2a^2)d1^108d2^19 + (4 + 0a + 3a^2)d1^109d2^19 + (3 + 3a + 0a^2)d1^110d2^19 + (4 + 1a + 2a^2)d1^111d2^19 + (0 + 0a + 3a^2)d1^112d2^19 + (2 + 4a + 2a^2)d1^113d2^19 + (2 + 3a + 3a^2)d1^114d2^19 + (3 + 2a + 2a^2)d1^115d2^19 + (4 + 3a + 2a^2)d1^116d2^19 + (0 + 1a + 1a^2)d1^117d2^19 + (3 + 1a + 4a^2)d1^118d2^19 + (0 + 1a + 2a^2)d1^119d2^19 + (2 + 4a + 4a^2)d1^120d2^19 + (4 + 0a + 3a^2)d1^121d2^19 + (1 + 1a + 1a^2)d1^122d2^19 + (1 + 0a + 4a^2)d1^123d2^19 + (2 + 4a + 3a^2)d1^124d2^19 + (3 + 4a + 2a^2)d1^125d2^19 + (0 + 1a + 2a^2)d1^126d2^19 + (4 + 2a + 1a^2)d1^127d2^19 + (0 + 3a + 4a^2)d1^128d2^19 + (4 + 3a + 1a^2)d1^129d2^19 + (2 + 0a + 1a^2)d1^130d2^19 + (0 + 0a + 4a^2)d1^131d2^19 + (4 + 2a + 1a^2)d1^132d2^19 + (2 + 3a + 3a^2)d1^133d2^19 + (1 + 3a + 1a^2)d1^134d2^19 + (1 + 2a + 3a^2)d1^135d2^19 + (0 + 2a + 1a^2)d1^136d2^19 + (1 + 4a + 4a^2)d1^137d2^19 + (4 + 3a + 2a^2)d1^138d2^19 + (1 + 1a + 1a^2)d1^139d2^19 + (3 + 3a + 1a^2)d1^140d2^19 + (1 + 0a + 2a^2)d1^141d2^19 + (2 + 4a + 1a^2)d1^142d2^19 + (4 + 1a + 4a^2)d1^143d2^19 + (0 + 1a + 4a^2)d1^144d2^19 + (3 + 0a + 2a^2)d1^145d2^19 + (0 + 3a + 2a^2)d1^146d2^19 + (1 + 3a + 3a^2)d1^147d2^19 + (1 + 4a + 0a^2)d1^148d2^19 + (4 + 4a + 2a^2)d1^149d2^19 + (3 + 2a + 1a^2)d1^150d2^19 + (3 + 0a + 1a^2)d1^151d2^19 + (1 + 0a + 4a^2)d1^152d2^19 + (0 + 2a + 4a^2)d1^153d2^19 + (0 + 1a + 4a^2)d1^154d2^19 + (0 + 2a + 0a^2)d1^155d2^19 + (0 + 1a + 3a^2)d1^156d2^19 + (2 + 4a + 1a^2)d1^157d2^19 + (1 + 3a + 0a^2)d1^158d2^19 + (2 + 1a + 4a^2)d1^159d2^19 + (2 + 2a + 1a^2)d1^160d2^19 + (1 + 3a + 3a^2)d1^161d2^19 + (2 + 4a + 4a^2)d1^162d2^19 + (3 + 2a + 1a^2)d1^163d2^19 + (1 + 2a + 4a^2)d1^164d2^19 + (4 + 0a + 4a^2)d1^165d2^19 + (4 + 1a + 1a^2)d1^166d2^19 + (4 + 1a + 4a^2)d1^167d2^19 + (3 + 2a + 4a^2)d1^168d2^19 + (4 + 2a + 3a^2)d1^169d2^19 + (1 + 0a + 2a^2)d1^170d2^19 + (2 + 1a + 4a^2)d1^171d2^19 + (0 + 4a + 0a^2)d1^173d2^19 + (3 + 1a + 3a^2)d1^174d2^19 + (3 + 2a + 1a^2)d1^175d2^19 + (1 + 3a + 0a^2)d1^176d2^19 + (0 + 3a + 4a^2)d1^177d2^19 + (4 + 3a + 1a^2)d1^178d2^19 + (4 + 4a + 3a^2)d1^179d2^19 + (1 + 0a + 0a^2)d1^180d2^19 + (2 + 4a + 1a^2)d1^181d2^19 + (0 + 1a + 2a^2)d1^182d2^19 + (4 + 4a + 4a^2)d1^183d2^19 + (0 + 1a + 3a^2)d1^184d2^19 + (4 + 0a + 4a^2)d1^185d2^19 + (3 + 3a + 0a^2)d1^186d2^19 + (2 + 1a + 1a^2)d1^187d2^19 + (3 + 0a + 2a^2)d1^188d2^19 + (4 + 2a + 1a^2)d1^189d2^19 + (4 + 2a + 3a^2)d1^190d2^19 + (4 + 3a + 4a^2)d1^191d2^19 + (0 + 1a + 2a^2)d1^192d2^19 + (0 + 3a + 2a^2)d1^193d2^19 + (4 + 3a + 4a^2)d1^194d2^19 + (0 + 1a + 0a^2)d1^195d2^19 + (2 + 1a + 4a^2)d1^196d2^19 + (2 + 1a + 4a^2)d1^197d2^19 + (4 + 3a + 3a^2)d1^198d2^19 + (2 + 4a + 4a^2)d1^199d2^19 + (0 + 0a + 2a^2)d1^200d2^19 + (2 + 2a + 4a^2)d1^201d2^19 + (0 + 4a + 0a^2)d1^202d2^19 + (1 + 0a + 0a^2)d1^203d2^19 + (3 + 4a + 4a^2)d1^204d2^19 + (1 + 1a + 4a^2)d1^205d2^19 + (3 + 2a + 1a^2)d1^206d2^19 + (0 + 0a + 2a^2)d1^207d2^19 + (0 + 2a + 1a^2)d1^208d2^19 + (0 + 3a + 2a^2)d1^209d2^19 + (1 + 4a + 0a^2)d1^210d2^19 + (4 + 3a + 4a^2)d1^211d2^19 + (3 + 3a + 2a^2)d1^212d2^19 + (1 + 2a + 0a^2)d1^213d2^19 + (3 + 3a + 2a^2)d1^214d2^19 + (1 + 0a + 3a^2)d1^215d2^19 + (1 + 1a + 3a^2)d1^216d2^19 + (2 + 2a + 2a^2)d1^217d2^19 + (0 + 1a + 3a^2)d1^218d2^19 + (0 + 3a + 4a^2)d1^219d2^19 + (4 + 2a + 0a^2)d1^220d2^19 + (3 + 0a + 4a^2)d1^221d2^19 + (0 + 1a + 3a^2)d1^222d2^19 + (3 + 0a + 3a^2)d1^223d2^19 + (0 + 1a + 0a^2)d1^224d2^19 + (0 + 2a + 1a^2)d1^225d2^19 + (3 + 1a + 3a^2)d1^226d2^19 + (4 + 4a + 2a^2)d1^227d2^19 + (4 + 1a + 4a^2)d1^228d2^19 + (1 + 2a + 4a^2)d1^229d2^19 + (2 + 4a + 0a^2)d1^230d2^19 + (2 + 1a + 0a^2)d1^231d2^19 + (1 + 2a + 3a^2)d1^232d2^19 + (4 + 1a + 0a^2)d1^233d2^19 + (0 + 1a + 2a^2)d1^234d2^19 + (3 + 0a + 3a^2)d1^235d2^19 + (2 + 2a + 2a^2)d1^236d2^19 + (3 + 3a + 3a^2)d1^237d2^19 + (0 + 0a + 1a^2)d1^238d2^19 + (1 + 0a + 3a^2)d1^239d2^19 + (1 + 4a + 4a^2)d1^240d2^19 + (4 + 1a + 4a^2)d1^241d2^19 + (3 + 4a + 2a^2)d1^242d2^19 + (1 + 4a + 2a^2)d1^243d2^19 + (1 + 3a + 4a^2)d1^244d2^19 + (2 + 2a + 2a^2)d1^245d2^19 + (2 + 0a + 3a^2)d1^246d2^19 + (4 + 0a + 0a^2)d1^247d2^19 + (3 + 3a + 1a^2)d1^248d2^19 + (2 + 0a + 4a^2)d1^249d2^19 + (3 + 0a + 2a^2)d1^250d2^19 + (4 + 4a + 3a^2)d1^251d2^19 + (0 + 1a + 1a^2)d1^252d2^19 + (4 + 2a + 3a^2)d1^253d2^19 + (1 + 1a + 0a^2)d1^254d2^19 + (0 + 4a + 1a^2)d1^255d2^19 + (3 + 3a + 4a^2)d1^256d2^19 + (2 + 0a + 1a^2)d1^257d2^19 + (3 + 2a + 4a^2)d1^258d2^19 + (1 + 0a + 0a^2)d1^259d2^19 + (2 + 3a + 2a^2)d1^260d2^19 + (0 + 1a + 4a^2)d1^261d2^19 + (1 + 2a + 2a^2)d1^262d2^19 + (0 + 1a + 4a^2)d1^263d2^19 + (3 + 1a + 1a^2)d1^264d2^19 + (4 + 2a + 0a^2)d1^265d2^19 + (4 + 2a + 0a^2)d1^266d2^19 + (1 + 1a + 3a^2)d1^267d2^19 + (0 + 2a + 0a^2)d1^268d2^19 + (2 + 1a + 1a^2)d1^269d2^19 + (0 + 2a + 4a^2)d1^270d2^19 + (3 + 4a + 1a^2)d1^271d2^19 + (3 + 1a + 4a^2)d1^272d2^19 + (4 + 4a + 0a^2)d1^273d2^19 + (0 + 1a + 2a^2)d1^274d2^19 + (1 + 3a + 3a^2)d1^275d2^19 + (2 + 3a + 4a^2)d1^276d2^19 + (4 + 0a + 3a^2)d1^277d2^19 + (1 + 0a + 4a^2)d1^278d2^19 + (3 + 0a + 4a^2)d1^279d2^19 + (3 + 4a + 1a^2)d1^280d2^19 + (1 + 1a + 1a^2)d1^281d2^19 + (1 + 3a + 2a^2)d1^282d2^19 + (1 + 3a + 3a^2)d1^283d2^19 + (2 + 2a + 1a^2)d1^284d2^19 + (0 + 1a + 1a^2)d1^285d2^19 + (2 + 2a + 4a^2)d1^286d2^19 + (4 + 3a + 3a^2)d1^287d2^19 + (4 + 4a + 0a^2)d1^288d2^19 + (2 + 3a + 4a^2)d1^289d2^19 + (1 + 1a + 4a^2)d1^290d2^19 + (4 + 1a + 2a^2)d1^291d2^19 + (0 + 2a + 0a^2)d1^292d2^19 + (4 + 3a + 1a^2)d1^293d2^19 + (4 + 1a + 4a^2)d2^20 + (0 + 2a + 4a^2)d1^1d2^20 + (1 + 0a + 0a^2)d1^2d2^20 + (4 + 0a + 1a^2)d1^3d2^20 + (3 + 3a + 0a^2)d1^4d2^20 + (3 + 1a + 2a^2)d1^5d2^20 + (4 + 1a + 0a^2)d1^6d2^20 + (1 + 3a + 0a^2)d1^7d2^20 + (1 + 4a + 1a^2)d1^8d2^20 + (4 + 0a + 4a^2)d1^9d2^20 + (3 + 1a + 0a^2)d1^10d2^20 + (4 + 3a + 0a^2)d1^11d2^20 + (1 + 1a + 3a^2)d1^12d2^20 + (3 + 3a + 1a^2)d1^13d2^20 + (3 + 0a + 3a^2)d1^14d2^20 + (2 + 2a + 4a^2)d1^15d2^20 + (2 + 3a + 3a^2)d1^16d2^20 + (4 + 1a + 4a^2)d1^17d2^20 + (1 + 2a + 0a^2)d1^18d2^20 + (4 + 4a + 3a^2)d1^19d2^20 + (3 + 1a + 1a^2)d1^20d2^20 + (0 + 3a + 4a^2)d1^21d2^20 + (1 + 2a + 1a^2)d1^22d2^20 + (3 + 3a + 0a^2)d1^23d2^20 + (4 + 3a + 1a^2)d1^24d2^20 + (4 + 0a + 4a^2)d1^25d2^20 + (1 + 3a + 1a^2)d1^26d2^20 + (3 + 0a + 4a^2)d1^27d2^20 + (3 + 0a + 3a^2)d1^28d2^20 + (0 + 4a + 1a^2)d1^29d2^20 + (4 + 1a + 2a^2)d1^30d2^20 + (2 + 4a + 4a^2)d1^31d2^20 + (0 + 2a + 2a^2)d1^32d2^20 + (3 + 0a + 1a^2)d1^33d2^20 + (2 + 3a + 2a^2)d1^34d2^20 + (4 + 2a + 1a^2)d1^35d2^20 + (0 + 1a + 2a^2)d1^36d2^20 + (0 + 3a + 4a^2)d1^37d2^20 + (3 + 3a + 1a^2)d1^38d2^20 + (3 + 2a + 0a^2)d1^39d2^20 + (3 + 3a + 0a^2)d1^40d2^20 + (4 + 1a + 1a^2)d1^41d2^20 + (1 + 1a + 4a^2)d1^42d2^20 + (4 + 4a + 1a^2)d1^43d2^20 + (3 + 1a + 1a^2)d1^44d2^20 + (0 + 3a + 1a^2)d1^45d2^20 + (3 + 2a + 2a^2)d1^46d2^20 + (3 + 2a + 2a^2)d1^47d2^20 + (3 + 2a + 4a^2)d1^48d2^20 + (0 + 0a + 2a^2)d1^49d2^20 + (1 + 3a + 0a^2)d1^50d2^20 + (1 + 0a + 3a^2)d1^51d2^20 + (4 + 1a + 4a^2)d1^52d2^20 + (3 + 3a + 3a^2)d1^53d2^20 + (0 + 2a + 1a^2)d1^54d2^20 + (0 + 0a + 2a^2)d1^55d2^20 + (0 + 1a + 1a^2)d1^56d2^20 + (3 + 1a + 3a^2)d1^57d2^20 + (3 + 3a + 2a^2)d1^58d2^20 + (2 + 1a + 2a^2)d1^60d2^20 + (4 + 2a + 2a^2)d1^61d2^20 + (1 + 4a + 4a^2)d1^62d2^20 + (4 + 1a + 3a^2)d1^63d2^20 + (1 + 4a + 4a^2)d1^64d2^20 + (3 + 0a + 2a^2)d1^65d2^20 + (0 + 3a + 3a^2)d1^66d2^20 + (2 + 0a + 2a^2)d1^67d2^20 + (0 + 1a + 2a^2)d1^68d2^20 + (4 + 4a + 4a^2)d1^69d2^20 + (4 + 2a + 0a^2)d1^70d2^20 + (2 + 3a + 2a^2)d1^71d2^20 + (1 + 1a + 4a^2)d1^72d2^20 + (0 + 1a + 3a^2)d1^73d2^20 + (1 + 3a + 1a^2)d1^74d2^20 + (0 + 1a + 1a^2)d1^75d2^20 + (3 + 3a + 3a^2)d1^76d2^20 + (4 + 1a + 2a^2)d1^77d2^20 + (4 + 4a + 4a^2)d1^78d2^20 + (1 + 1a + 2a^2)d1^79d2^20 + (4 + 1a + 1a^2)d1^80d2^20 + (1 + 3a + 1a^2)d1^81d2^20 + (2 + 4a + 3a^2)d1^82d2^20 + (1 + 0a + 0a^2)d1^83d2^20 + (3 + 4a + 3a^2)d1^84d2^20 + (0 + 1a + 4a^2)d1^85d2^20 + (2 + 3a + 0a^2)d1^86d2^20 + (2 + 4a + 2a^2)d1^87d2^20 + (3 + 2a + 2a^2)d1^88d2^20 + (1 + 3a + 2a^2)d1^89d2^20 + (4 + 2a + 1a^2)d1^90d2^20 + (0 + 1a + 0a^2)d1^91d2^20 + (1 + 1a + 2a^2)d1^92d2^20 + (4 + 0a + 0a^2)d1^93d2^20 + (0 + 4a + 1a^2)d1^94d2^20 + (3 + 1a + 2a^2)d1^95d2^20 + (2 + 0a + 1a^2)d1^96d2^20 + (4 + 3a + 4a^2)d1^97d2^20 + (3 + 1a + 1a^2)d1^98d2^20 + (4 + 1a + 0a^2)d1^99d2^20 + (4 + 2a + 2a^2)d1^100d2^20 + (2 + 2a + 3a^2)d1^101d2^20 + (3 + 3a + 2a^2)d1^102d2^20 + (3 + 1a + 4a^2)d1^103d2^20 + (3 + 3a + 0a^2)d1^104d2^20 + (1 + 1a + 2a^2)d1^105d2^20 + (0 + 2a + 0a^2)d1^106d2^20 + (2 + 3a + 0a^2)d1^107d2^20 + (1 + 2a + 2a^2)d1^108d2^20 + (2 + 3a + 4a^2)d1^109d2^20 + (2 + 1a + 1a^2)d1^110d2^20 + (3 + 3a + 3a^2)d1^111d2^20 + (4 + 4a + 4a^2)d1^112d2^20 + (4 + 3a + 3a^2)d1^113d2^20 + (0 + 4a + 4a^2)d1^114d2^20 + (2 + 4a + 4a^2)d1^115d2^20 + (3 + 1a + 0a^2)d1^116d2^20 + (2 + 4a + 3a^2)d1^117d2^20 + (3 + 2a + 3a^2)d1^118d2^20 + (3 + 4a + 4a^2)d1^119d2^20 + (3 + 3a + 3a^2)d1^120d2^20 + (4 + 1a + 3a^2)d1^121d2^20 + (0 + 1a + 2a^2)d1^122d2^20 + (2 + 2a + 0a^2)d1^123d2^20 + (1 + 4a + 1a^2)d1^125d2^20 + (1 + 1a + 2a^2)d1^126d2^20 + (4 + 3a + 0a^2)d1^127d2^20 + (2 + 4a + 3a^2)d1^128d2^20 + (3 + 3a + 3a^2)d1^129d2^20 + (4 + 2a + 0a^2)d1^130d2^20 + (3 + 2a + 3a^2)d1^131d2^20 + (4 + 1a + 3a^2)d1^132d2^20 + (4 + 2a + 0a^2)d1^133d2^20 + (4 + 2a + 0a^2)d1^134d2^20 + (2 + 3a + 0a^2)d1^135d2^20 + (1 + 3a + 1a^2)d1^136d2^20 + (1 + 0a + 1a^2)d1^137d2^20 + (4 + 3a + 2a^2)d1^138d2^20 + (3 + 4a + 4a^2)d1^139d2^20 + (4 + 2a + 3a^2)d1^140d2^20 + (0 + 1a + 4a^2)d1^141d2^20 + (4 + 3a + 2a^2)d1^142d2^20 + (3 + 0a + 2a^2)d1^143d2^20 + (0 + 4a + 2a^2)d1^144d2^20 + (0 + 0a + 1a^2)d1^145d2^20 + (3 + 2a + 3a^2)d1^146d2^20 + (0 + 4a + 2a^2)d1^147d2^20 + (3 + 0a + 3a^2)d1^148d2^20 + (4 + 4a + 2a^2)d1^149d2^20 + (4 + 1a + 0a^2)d1^150d2^20 + (2 + 2a + 3a^2)d1^151d2^20 + (2 + 3a + 1a^2)d1^152d2^20 + (3 + 4a + 0a^2)d1^153d2^20 + (2 + 4a + 3a^2)d1^154d2^20 + (0 + 0a + 1a^2)d1^155d2^20 + (1 + 0a + 4a^2)d1^156d2^20 + (1 + 2a + 1a^2)d1^157d2^20 + (3 + 3a + 1a^2)d1^158d2^20 + (2 + 4a + 2a^2)d1^159d2^20 + (1 + 4a + 4a^2)d1^160d2^20 + (1 + 3a + 0a^2)d1^161d2^20 + (3 + 1a + 0a^2)d1^162d2^20 + (3 + 2a + 4a^2)d1^163d2^20 + (4 + 0a + 4a^2)d1^164d2^20 + (4 + 4a + 0a^2)d1^165d2^20 + (4 + 3a + 2a^2)d1^166d2^20 + (0 + 0a + 1a^2)d1^167d2^20 + (2 + 1a + 1a^2)d1^168d2^20 + (3 + 1a + 2a^2)d1^169d2^20 + (3 + 2a + 4a^2)d1^170d2^20 + (1 + 4a + 4a^2)d1^171d2^20 + (4 + 2a + 3a^2)d1^172d2^20 + (4 + 0a + 0a^2)d1^173d2^20 + (0 + 0a + 3a^2)d1^174d2^20 + (1 + 4a + 4a^2)d1^175d2^20 + (1 + 2a + 1a^2)d1^176d2^20 + (0 + 3a + 2a^2)d1^177d2^20 + (4 + 3a + 4a^2)d1^178d2^20 + (2 + 3a + 3a^2)d1^179d2^20 + (0 + 4a + 3a^2)d1^180d2^20 + (0 + 3a + 0a^2)d1^181d2^20 + (3 + 3a + 4a^2)d1^182d2^20 + (3 + 0a + 2a^2)d1^183d2^20 + (2 + 2a + 2a^2)d1^185d2^20 + (3 + 2a + 1a^2)d1^186d2^20 + (2 + 4a + 2a^2)d1^187d2^20 + (3 + 3a + 0a^2)d1^188d2^20 + (4 + 4a + 3a^2)d1^189d2^20 + (1 + 1a + 4a^2)d1^190d2^20 + (1 + 4a + 4a^2)d1^191d2^20 + (4 + 1a + 0a^2)d1^192d2^20 + (1 + 2a + 0a^2)d1^193d2^20 + (3 + 4a + 2a^2)d1^194d2^20 + (0 + 1a + 3a^2)d1^195d2^20 + (3 + 0a + 0a^2)d1^196d2^20 + (1 + 4a + 2a^2)d1^197d2^20 + (3 + 4a + 3a^2)d1^198d2^20 + (2 + 3a + 3a^2)d1^199d2^20 + (2 + 2a + 3a^2)d1^200d2^20 + (0 + 4a + 3a^2)d1^201d2^20 + (4 + 2a + 3a^2)d1^202d2^20 + (0 + 3a + 3a^2)d1^203d2^20 + (2 + 3a + 3a^2)d1^204d2^20 + (4 + 2a + 3a^2)d1^205d2^20 + (4 + 1a + 2a^2)d1^206d2^20 + (1 + 4a + 2a^2)d1^207d2^20 + (3 + 0a + 2a^2)d1^208d2^20 + (0 + 2a + 4a^2)d1^209d2^20 + (0 + 4a + 4a^2)d1^210d2^20 + (2 + 2a + 1a^2)d1^211d2^20 + (2 + 2a + 4a^2)d1^212d2^20 + (0 + 1a + 4a^2)d1^213d2^20 + (3 + 0a + 2a^2)d1^214d2^20 + (1 + 0a + 0a^2)d1^215d2^20 + (1 + 4a + 2a^2)d1^216d2^20 + (4 + 3a + 2a^2)d1^217d2^20 + (2 + 2a + 1a^2)d1^218d2^20 + (0 + 2a + 2a^2)d1^219d2^20 + (0 + 2a + 2a^2)d1^220d2^20 + (3 + 2a + 1a^2)d1^221d2^20 + (3 + 4a + 4a^2)d1^222d2^20 + (4 + 4a + 1a^2)d1^223d2^20 + (0 + 1a + 2a^2)d1^224d2^20 + (0 + 1a + 1a^2)d1^225d2^20 + (1 + 4a + 1a^2)d1^227d2^20 + (2 + 1a + 0a^2)d1^228d2^20 + (0 + 1a + 0a^2)d1^229d2^20 + (1 + 3a + 1a^2)d1^230d2^20 + (0 + 4a + 2a^2)d1^231d2^20 + (0 + 1a + 3a^2)d1^232d2^20 + (0 + 2a + 4a^2)d1^233d2^20 + (1 + 4a + 2a^2)d1^234d2^20 + (0 + 1a + 2a^2)d1^235d2^20 + (3 + 2a + 1a^2)d1^237d2^20 + (3 + 4a + 0a^2)d1^238d2^20 + (4 + 3a + 1a^2)d1^239d2^20 + (2 + 3a + 1a^2)d1^240d2^20 + (3 + 2a + 4a^2)d1^241d2^20 + (1 + 1a + 1a^2)d1^242d2^20 + (2 + 3a + 4a^2)d1^243d2^20 + (0 + 0a + 2a^2)d1^244d2^20 + (4 + 4a + 1a^2)d1^245d2^20 + (2 + 1a + 4a^2)d1^246d2^20 + (3 + 1a + 4a^2)d1^247d2^20 + (4 + 4a + 4a^2)d1^248d2^20 + (0 + 2a + 1a^2)d1^249d2^20 + (0 + 1a + 3a^2)d1^250d2^20 + (4 + 3a + 2a^2)d1^251d2^20 + (4 + 0a + 3a^2)d1^252d2^20 + (0 + 1a + 0a^2)d1^253d2^20 + (0 + 3a + 3a^2)d1^254d2^20 + (4 + 4a + 4a^2)d1^255d2^20 + (1 + 0a + 0a^2)d1^256d2^20 + (2 + 4a + 2a^2)d1^257d2^20 + (2 + 4a + 3a^2)d1^258d2^20 + (3 + 4a + 1a^2)d1^259d2^20 + (1 + 3a + 4a^2)d1^260d2^20 + (3 + 3a + 4a^2)d1^261d2^20 + (1 + 0a + 4a^2)d1^262d2^20 + (4 + 2a + 2a^2)d1^263d2^20 + (0 + 1a + 0a^2)d1^264d2^20 + (1 + 3a + 2a^2)d1^265d2^20 + (0 + 3a + 2a^2)d1^266d2^20 + (2 + 0a + 3a^2)d1^267d2^20 + (0 + 1a + 3a^2)d1^268d2^20 + (4 + 1a + 0a^2)d1^269d2^20 + (3 + 1a + 0a^2)d1^270d2^20 + (0 + 4a + 1a^2)d1^271d2^20 + (1 + 1a + 1a^2)d1^272d2^20 + (0 + 4a + 1a^2)d1^273d2^20 + (1 + 4a + 0a^2)d1^274d2^20 + (3 + 4a + 2a^2)d1^275d2^20 + (2 + 2a + 3a^2)d1^276d2^20 + (1 + 2a + 3a^2)d1^277d2^20 + (1 + 2a + 2a^2)d1^278d2^20 + (2 + 1a + 3a^2)d1^279d2^20 + (0 + 2a + 0a^2)d1^280d2^20 + (3 + 4a + 2a^2)d1^281d2^20 + (2 + 2a + 1a^2)d1^282d2^20 + (4 + 4a + 3a^2)d1^283d2^20 + (1 + 3a + 3a^2)d1^284d2^20 + (2 + 3a + 1a^2)d1^285d2^20 + (2 + 2a + 2a^2)d1^286d2^20 + (1 + 1a + 3a^2)d1^287d2^20 + (3 + 0a + 4a^2)d1^288d2^20 + (1 + 3a + 3a^2)d1^289d2^20 + (0 + 0a + 1a^2)d1^290d2^20 + (3 + 0a + 1a^2)d1^291d2^20 + (1 + 0a + 2a^2)d1^292d2^20 + (3 + 0a + 4a^2)d1^293d2^20 + (2 + 4a + 3a^2)d2^21 + (1 + 1a + 2a^2)d1^1d2^21 + (4 + 0a + 4a^2)d1^2d2^21 + (4 + 1a + 2a^2)d1^3d2^21 + (3 + 4a + 1a^2)d1^4d2^21 + (3 + 3a + 4a^2)d1^5d2^21 + (4 + 3a + 2a^2)d1^6d2^21 + (4 + 4a + 2a^2)d1^7d2^21 + (0 + 3a + 2a^2)d1^8d2^21 + (4 + 2a + 1a^2)d1^9d2^21 + (1 + 0a + 2a^2)d1^10d2^21 + (3 + 0a + 1a^2)d1^11d2^21 + (4 + 4a + 3a^2)d1^12d2^21 + (2 + 1a + 1a^2)d1^13d2^21 + (1 + 2a + 4a^2)d1^14d2^21 + (2 + 0a + 0a^2)d1^15d2^21 + (3 + 4a + 2a^2)d1^16d2^21 + (4 + 1a + 1a^2)d1^17d2^21 + (3 + 3a + 3a^2)d1^18d2^21 + (2 + 4a + 3a^2)d1^19d2^21 + (3 + 2a + 4a^2)d1^20d2^21 + (4 + 1a + 3a^2)d1^21d2^21 + (4 + 4a + 0a^2)d1^22d2^21 + (0 + 2a + 2a^2)d1^23d2^21 + (4 + 3a + 4a^2)d1^24d2^21 + (1 + 2a + 0a^2)d1^25d2^21 + (4 + 1a + 0a^2)d1^26d2^21 + (4 + 4a + 3a^2)d1^27d2^21 + (4 + 0a + 4a^2)d1^28d2^21 + (1 + 3a + 3a^2)d1^29d2^21 + (0 + 1a + 0a^2)d1^30d2^21 + (3 + 2a + 1a^2)d1^31d2^21 + (1 + 1a + 3a^2)d1^32d2^21 + (1 + 0a + 3a^2)d1^33d2^21 + (3 + 2a + 4a^2)d1^34d2^21 + (3 + 1a + 2a^2)d1^35d2^21 + (1 + 4a + 3a^2)d1^36d2^21 + (3 + 0a + 4a^2)d1^37d2^21 + (2 + 1a + 4a^2)d1^38d2^21 + (1 + 1a + 2a^2)d1^39d2^21 + (1 + 0a + 3a^2)d1^40d2^21 + (2 + 0a + 1a^2)d1^41d2^21 + (0 + 0a + 2a^2)d1^42d2^21 + (4 + 4a + 1a^2)d1^43d2^21 + (3 + 3a + 2a^2)d1^44d2^21 + (0 + 0a + 1a^2)d1^45d2^21 + (2 + 2a + 1a^2)d1^46d2^21 + (3 + 0a + 2a^2)d1^47d2^21 + (2 + 2a + 3a^2)d1^48d2^21 + (1 + 2a + 1a^2)d1^49d2^21 + (2 + 2a + 3a^2)d1^50d2^21 + (2 + 3a + 0a^2)d1^51d2^21 + (3 + 0a + 0a^2)d1^52d2^21 + (4 + 3a + 4a^2)d1^53d2^21 + (3 + 0a + 0a^2)d1^54d2^21 + (2 + 0a + 3a^2)d1^55d2^21 + (3 + 4a + 4a^2)d1^56d2^21 + (2 + 0a + 0a^2)d1^57d2^21 + (0 + 2a + 4a^2)d1^58d2^21 + (1 + 2a + 0a^2)d1^59d2^21 + (4 + 3a + 3a^2)d1^60d2^21 + (3 + 3a + 3a^2)d1^61d2^21 + (3 + 2a + 3a^2)d1^62d2^21 + (4 + 1a + 4a^2)d1^63d2^21 + (1 + 3a + 2a^2)d1^64d2^21 + (1 + 4a + 0a^2)d1^65d2^21 + (2 + 1a + 3a^2)d1^66d2^21 + (1 + 4a + 0a^2)d1^67d2^21 + (0 + 2a + 2a^2)d1^68d2^21 + (1 + 0a + 4a^2)d1^69d2^21 + (4 + 0a + 3a^2)d1^70d2^21 + (1 + 2a + 2a^2)d1^71d2^21 + (2 + 0a + 1a^2)d1^72d2^21 + (3 + 1a + 2a^2)d1^73d2^21 + (3 + 1a + 4a^2)d1^74d2^21 + (2 + 3a + 1a^2)d1^75d2^21 + (2 + 1a + 1a^2)d1^76d2^21 + (2 + 4a + 4a^2)d1^77d2^21 + (2 + 1a + 2a^2)d1^78d2^21 + (0 + 3a + 0a^2)d1^79d2^21 + (0 + 2a + 3a^2)d1^80d2^21 + (3 + 4a + 1a^2)d1^81d2^21 + (3 + 1a + 3a^2)d1^82d2^21 + (1 + 0a + 2a^2)d1^83d2^21 + (3 + 3a + 3a^2)d1^84d2^21 + (0 + 1a + 4a^2)d1^85d2^21 + (2 + 0a + 1a^2)d1^86d2^21 + (3 + 4a + 2a^2)d1^87d2^21 + (2 + 2a + 4a^2)d1^88d2^21 + (0 + 4a + 4a^2)d1^89d2^21 + (1 + 4a + 2a^2)d1^90d2^21 + (4 + 2a + 0a^2)d1^91d2^21 + (0 + 4a + 1a^2)d1^92d2^21 + (1 + 1a + 4a^2)d1^93d2^21 + (3 + 0a + 2a^2)d1^94d2^21 + (1 + 3a + 4a^2)d1^95d2^21 + (0 + 1a + 2a^2)d1^96d2^21 + (4 + 1a + 4a^2)d1^97d2^21 + (0 + 0a + 3a^2)d1^98d2^21 + (0 + 1a + 3a^2)d1^99d2^21 + (3 + 3a + 0a^2)d1^100d2^21 + (3 + 1a + 3a^2)d1^101d2^21 + (3 + 0a + 4a^2)d1^102d2^21 + (0 + 0a + 1a^2)d1^103d2^21 + (1 + 4a + 2a^2)d1^104d2^21 + (3 + 1a + 1a^2)d1^105d2^21 + (2 + 0a + 1a^2)d1^106d2^21 + (3 + 2a + 1a^2)d1^107d2^21 + (3 + 3a + 0a^2)d1^108d2^21 + (1 + 2a + 3a^2)d1^109d2^21 + (3 + 2a + 0a^2)d1^110d2^21 + (2 + 1a + 3a^2)d1^111d2^21 + (0 + 2a + 4a^2)d1^112d2^21 + (4 + 3a + 0a^2)d1^113d2^21 + (1 + 2a + 4a^2)d1^114d2^21 + (2 + 4a + 3a^2)d1^115d2^21 + (0 + 3a + 3a^2)d1^116d2^21 + (4 + 4a + 1a^2)d1^117d2^21 + (2 + 2a + 4a^2)d1^118d2^21 + (1 + 0a + 2a^2)d1^119d2^21 + (4 + 4a + 4a^2)d1^120d2^21 + (2 + 1a + 4a^2)d1^121d2^21 + (4 + 1a + 2a^2)d1^122d2^21 + (1 + 1a + 4a^2)d1^123d2^21 + (2 + 1a + 3a^2)d1^124d2^21 + (4 + 0a + 2a^2)d1^125d2^21 + (3 + 1a + 4a^2)d1^126d2^21 + (0 + 0a + 2a^2)d1^127d2^21 + (0 + 2a + 2a^2)d1^128d2^21 + (0 + 4a + 0a^2)d1^129d2^21 + (4 + 4a + 4a^2)d1^130d2^21 + (1 + 2a + 0a^2)d1^131d2^21 + (0 + 3a + 3a^2)d1^132d2^21 + (2 + 4a + 2a^2)d1^133d2^21 + (4 + 1a + 1a^2)d1^134d2^21 + (1 + 3a + 4a^2)d1^135d2^21 + (0 + 2a + 1a^2)d1^136d2^21 + (0 + 0a + 4a^2)d1^137d2^21 + (4 + 4a + 4a^2)d1^138d2^21 + (1 + 0a + 2a^2)d1^139d2^21 + (2 + 0a + 4a^2)d1^140d2^21 + (2 + 2a + 2a^2)d1^141d2^21 + (1 + 0a + 0a^2)d1^142d2^21 + (1 + 0a + 0a^2)d1^143d2^21 + (2 + 0a + 1a^2)d1^144d2^21 + (4 + 3a + 3a^2)d1^145d2^21 + (2 + 2a + 1a^2)d1^146d2^21 + (2 + 3a + 2a^2)d1^147d2^21 + (1 + 2a + 3a^2)d1^148d2^21 + (1 + 2a + 0a^2)d1^149d2^21 + (4 + 1a + 3a^2)d1^150d2^21 + (0 + 2a + 4a^2)d1^151d2^21 + (2 + 2a + 0a^2)d1^152d2^21 + (0 + 3a + 4a^2)d1^153d2^21 + (1 + 2a + 0a^2)d1^154d2^21 + (3 + 4a + 4a^2)d1^155d2^21 + (4 + 1a + 4a^2)d1^156d2^21 + (1 + 3a + 0a^2)d1^157d2^21 + (0 + 2a + 3a^2)d1^158d2^21 + (1 + 1a + 0a^2)d1^159d2^21 + (2 + 2a + 4a^2)d1^160d2^21 + (1 + 0a + 3a^2)d1^161d2^21 + (4 + 3a + 3a^2)d1^162d2^21 + (3 + 0a + 2a^2)d1^164d2^21 + (3 + 2a + 2a^2)d1^165d2^21 + (2 + 4a + 2a^2)d1^166d2^21 + (4 + 1a + 1a^2)d1^167d2^21 + (1 + 0a + 2a^2)d1^168d2^21 + (1 + 4a + 1a^2)d1^169d2^21 + (2 + 4a + 2a^2)d1^170d2^21 + (4 + 3a + 1a^2)d1^171d2^21 + (3 + 0a + 1a^2)d1^172d2^21 + (1 + 2a + 4a^2)d1^173d2^21 + (3 + 2a + 0a^2)d1^174d2^21 + (0 + 1a + 4a^2)d1^175d2^21 + (3 + 3a + 2a^2)d1^176d2^21 + (1 + 0a + 3a^2)d1^177d2^21 + (4 + 4a + 4a^2)d1^178d2^21 + (2 + 3a + 4a^2)d1^179d2^21 + (3 + 0a + 2a^2)d1^180d2^21 + (0 + 3a + 1a^2)d1^181d2^21 + (1 + 1a + 1a^2)d1^182d2^21 + (3 + 0a + 3a^2)d1^183d2^21 + (0 + 0a + 1a^2)d1^184d2^21 + (0 + 2a + 1a^2)d1^185d2^21 + (3 + 4a + 3a^2)d1^186d2^21 + (4 + 3a + 0a^2)d1^187d2^21 + (1 + 0a + 0a^2)d1^188d2^21 + (1 + 3a + 3a^2)d1^189d2^21 + (4 + 1a + 1a^2)d1^190d2^21 + (4 + 1a + 1a^2)d1^191d2^21 + (0 + 0a + 3a^2)d1^192d2^21 + (2 + 4a + 1a^2)d1^193d2^21 + (0 + 2a + 3a^2)d1^194d2^21 + (1 + 3a + 0a^2)d1^195d2^21 + (2 + 4a + 0a^2)d1^196d2^21 + (0 + 4a + 1a^2)d1^197d2^21 + (1 + 1a + 1a^2)d1^198d2^21 + (3 + 3a + 3a^2)d1^199d2^21 + (1 + 2a + 4a^2)d1^200d2^21 + (1 + 3a + 0a^2)d1^201d2^21 + (0 + 3a + 3a^2)d1^202d2^21 + (0 + 4a + 3a^2)d1^203d2^21 + (0 + 3a + 0a^2)d1^204d2^21 + (1 + 3a + 0a^2)d1^205d2^21 + (0 + 3a + 1a^2)d1^206d2^21 + (4 + 3a + 3a^2)d1^207d2^21 + (1 + 0a + 2a^2)d1^208d2^21 + (0 + 0a + 1a^2)d1^209d2^21 + (4 + 0a + 1a^2)d1^210d2^21 + (3 + 0a + 2a^2)d1^211d2^21 + (3 + 4a + 3a^2)d1^212d2^21 + (3 + 3a + 4a^2)d1^213d2^21 + (2 + 1a + 0a^2)d1^214d2^21 + (1 + 0a + 1a^2)d1^215d2^21 + (4 + 3a + 1a^2)d1^216d2^21 + (3 + 3a + 3a^2)d1^217d2^21 + (4 + 4a + 0a^2)d1^219d2^21 + (2 + 2a + 4a^2)d1^220d2^21 + (0 + 2a + 0a^2)d1^221d2^21 + (3 + 0a + 0a^2)d1^222d2^21 + (0 + 0a + 1a^2)d1^223d2^21 + (1 + 2a + 3a^2)d1^224d2^21 + (2 + 0a + 4a^2)d1^225d2^21 + (4 + 2a + 4a^2)d1^226d2^21 + (3 + 4a + 4a^2)d1^227d2^21 + (4 + 4a + 1a^2)d1^228d2^21 + (3 + 1a + 3a^2)d1^229d2^21 + (0 + 2a + 3a^2)d1^230d2^21 + (2 + 3a + 2a^2)d1^231d2^21 + (2 + 4a + 4a^2)d1^232d2^21 + (4 + 2a + 2a^2)d1^233d2^21 + (0 + 1a + 4a^2)d1^234d2^21 + (1 + 1a + 3a^2)d1^235d2^21 + (4 + 1a + 2a^2)d1^236d2^21 + (1 + 1a + 3a^2)d1^237d2^21 + (0 + 4a + 4a^2)d1^238d2^21 + (0 + 0a + 2a^2)d1^239d2^21 + (4 + 4a + 4a^2)d1^240d2^21 + (0 + 2a + 4a^2)d1^241d2^21 + (3 + 3a + 3a^2)d1^242d2^21 + (2 + 4a + 1a^2)d1^243d2^21 + (2 + 3a + 1a^2)d1^244d2^21 + (3 + 2a + 4a^2)d1^245d2^21 + (0 + 0a + 2a^2)d1^246d2^21 + (2 + 0a + 0a^2)d1^247d2^21 + (1 + 2a + 4a^2)d1^248d2^21 + (0 + 0a + 3a^2)d1^249d2^21 + (0 + 1a + 3a^2)d1^250d2^21 + (0 + 3a + 1a^2)d1^251d2^21 + (1 + 0a + 3a^2)d1^252d2^21 + (4 + 1a + 3a^2)d1^253d2^21 + (4 + 4a + 2a^2)d1^254d2^21 + (2 + 3a + 1a^2)d1^255d2^21 + (1 + 2a + 2a^2)d1^256d2^21 + (2 + 2a + 0a^2)d1^257d2^21 + (4 + 1a + 2a^2)d1^258d2^21 + (4 + 4a + 3a^2)d1^259d2^21 + (4 + 1a + 3a^2)d1^260d2^21 + (1 + 0a + 1a^2)d1^261d2^21 + (1 + 0a + 0a^2)d1^262d2^21 + (0 + 4a + 1a^2)d1^263d2^21 + (2 + 3a + 1a^2)d1^264d2^21 + (1 + 2a + 1a^2)d1^265d2^21 + (4 + 3a + 0a^2)d1^266d2^21 + (1 + 2a + 4a^2)d1^267d2^21 + (4 + 1a + 3a^2)d1^268d2^21 + (0 + 1a + 3a^2)d1^269d2^21 + (2 + 2a + 4a^2)d1^270d2^21 + (4 + 2a + 2a^2)d1^271d2^21 + (1 + 0a + 3a^2)d1^272d2^21 + (2 + 2a + 4a^2)d1^273d2^21 + (2 + 1a + 1a^2)d1^274d2^21 + (4 + 2a + 0a^2)d1^275d2^21 + (3 + 3a + 3a^2)d1^276d2^21 + (4 + 0a + 3a^2)d1^278d2^21 + (1 + 3a + 4a^2)d1^279d2^21 + (0 + 0a + 1a^2)d1^280d2^21 + (4 + 0a + 1a^2)d1^281d2^21 + (1 + 2a + 4a^2)d1^282d2^21 + (3 + 1a + 1a^2)d1^283d2^21 + (1 + 3a + 0a^2)d1^284d2^21 + (3 + 2a + 1a^2)d1^285d2^21 + (4 + 0a + 4a^2)d1^286d2^21 + (0 + 1a + 3a^2)d1^287d2^21 + (3 + 2a + 3a^2)d1^288d2^21 + (0 + 4a + 3a^2)d1^289d2^21 + (3 + 3a + 3a^2)d1^290d2^21 + (4 + 2a + 1a^2)d1^291d2^21 + (4 + 4a + 3a^2)d1^292d2^21 + (1 + 2a + 2a^2)d1^293d2^21 + (3 + 3a + 0a^2)d2^22 + (0 + 4a + 2a^2)d1^1d2^22 + (1 + 2a + 0a^2)d1^2d2^22 + (1 + 3a + 3a^2)d1^3d2^22 + (0 + 2a + 2a^2)d1^4d2^22 + (1 + 4a + 0a^2)d1^5d2^22 + (1 + 3a + 3a^2)d1^6d2^22 + (2 + 1a + 2a^2)d1^7d2^22 + (1 + 1a + 0a^2)d1^8d2^22 + (0 + 2a + 1a^2)d1^9d2^22 + (3 + 3a + 3a^2)d1^10d2^22 + (1 + 2a + 3a^2)d1^11d2^22 + (4 + 1a + 1a^2)d1^12d2^22 + (2 + 0a + 3a^2)d1^13d2^22 + (4 + 4a + 2a^2)d1^14d2^22 + (1 + 4a + 3a^2)d1^15d2^22 + (0 + 3a + 4a^2)d1^16d2^22 + (4 + 4a + 3a^2)d1^17d2^22 + (1 + 1a + 0a^2)d1^18d2^22 + (3 + 2a + 1a^2)d1^19d2^22 + (0 + 1a + 4a^2)d1^20d2^22 + (4 + 3a + 0a^2)d1^21d2^22 + (1 + 2a + 0a^2)d1^22d2^22 + (4 + 3a + 1a^2)d1^23d2^22 + (1 + 2a + 3a^2)d1^24d2^22 + (3 + 3a + 4a^2)d1^26d2^22 + (2 + 1a + 4a^2)d1^27d2^22 + (0 + 4a + 3a^2)d1^28d2^22 + (1 + 4a + 1a^2)d1^29d2^22 + (3 + 3a + 2a^2)d1^30d2^22 + (0 + 2a + 3a^2)d1^31d2^22 + (2 + 3a + 4a^2)d1^32d2^22 + (0 + 0a + 3a^2)d1^33d2^22 + (3 + 3a + 4a^2)d1^34d2^22 + (1 + 0a + 2a^2)d1^35d2^22 + (1 + 1a + 4a^2)d1^36d2^22 + (2 + 2a + 2a^2)d1^37d2^22 + (3 + 2a + 2a^2)d1^38d2^22 + (3 + 2a + 1a^2)d1^39d2^22 + (0 + 3a + 3a^2)d1^40d2^22 + (2 + 1a + 3a^2)d1^41d2^22 + (2 + 1a + 2a^2)d1^42d2^22 + (4 + 2a + 0a^2)d1^43d2^22 + (4 + 0a + 2a^2)d1^44d2^22 + (0 + 0a + 3a^2)d1^45d2^22 + (0 + 2a + 4a^2)d1^46d2^22 + (0 + 0a + 1a^2)d1^47d2^22 + (0 + 4a + 3a^2)d1^48d2^22 + (3 + 0a + 0a^2)d1^49d2^22 + (0 + 2a + 4a^2)d1^50d2^22 + (1 + 4a + 0a^2)d1^51d2^22 + (0 + 3a + 2a^2)d1^52d2^22 + (2 + 0a + 4a^2)d1^53d2^22 + (4 + 0a + 0a^2)d1^54d2^22 + (2 + 2a + 2a^2)d1^55d2^22 + (3 + 1a + 3a^2)d1^56d2^22 + (4 + 3a + 3a^2)d1^57d2^22 + (3 + 1a + 3a^2)d1^58d2^22 + (1 + 2a + 2a^2)d1^59d2^22 + (1 + 3a + 2a^2)d1^60d2^22 + (0 + 1a + 3a^2)d1^61d2^22 + (1 + 1a + 2a^2)d1^62d2^22 + (4 + 2a + 1a^2)d1^63d2^22 + (1 + 3a + 1a^2)d1^64d2^22 + (0 + 3a + 0a^2)d1^65d2^22 + (1 + 2a + 2a^2)d1^66d2^22 + (4 + 3a + 1a^2)d1^67d2^22 + (4 + 3a + 1a^2)d1^69d2^22 + (4 + 4a + 0a^2)d1^70d2^22 + (4 + 4a + 0a^2)d1^71d2^22 + (3 + 2a + 4a^2)d1^72d2^22 + (1 + 3a + 4a^2)d1^73d2^22 + (0 + 0a + 1a^2)d1^74d2^22 + (0 + 1a + 0a^2)d1^75d2^22 + (2 + 2a + 0a^2)d1^76d2^22 + (2 + 4a + 4a^2)d1^77d2^22 + (1 + 0a + 1a^2)d1^78d2^22 + (2 + 2a + 3a^2)d1^79d2^22 + (2 + 0a + 0a^2)d1^80d2^22 + (0 + 1a + 2a^2)d1^81d2^22 + (0 + 1a + 4a^2)d1^82d2^22 + (4 + 2a + 1a^2)d1^83d2^22 + (3 + 0a + 4a^2)d1^84d2^22 + (0 + 3a + 4a^2)d1^85d2^22 + (4 + 2a + 2a^2)d1^86d2^22 + (3 + 0a + 0a^2)d1^87d2^22 + (0 + 1a + 0a^2)d1^88d2^22 + (3 + 2a + 1a^2)d1^89d2^22 + (4 + 2a + 1a^2)d1^90d2^22 + (3 + 1a + 4a^2)d1^91d2^22 + (2 + 0a + 2a^2)d1^92d2^22 + (2 + 0a + 1a^2)d1^93d2^22 + (1 + 4a + 0a^2)d1^94d2^22 + (4 + 1a + 0a^2)d1^95d2^22 + (1 + 2a + 4a^2)d1^96d2^22 + (2 + 4a + 1a^2)d1^97d2^22 + (1 + 3a + 2a^2)d1^98d2^22 + (1 + 1a + 2a^2)d1^99d2^22 + (4 + 0a + 0a^2)d1^100d2^22 + (2 + 2a + 1a^2)d1^101d2^22 + (0 + 0a + 1a^2)d1^102d2^22 + (2 + 1a + 3a^2)d1^103d2^22 + (2 + 3a + 2a^2)d1^104d2^22 + (1 + 3a + 2a^2)d1^105d2^22 + (0 + 2a + 3a^2)d1^106d2^22 + (4 + 1a + 4a^2)d1^107d2^22 + (0 + 1a + 2a^2)d1^108d2^22 + (1 + 3a + 1a^2)d1^109d2^22 + (3 + 3a + 0a^2)d1^110d2^22 + (0 + 1a + 2a^2)d1^111d2^22 + (3 + 3a + 0a^2)d1^112d2^22 + (1 + 3a + 4a^2)d1^113d2^22 + (3 + 3a + 1a^2)d1^114d2^22 + (4 + 3a + 3a^2)d1^115d2^22 + (3 + 4a + 0a^2)d1^116d2^22 + (3 + 1a + 0a^2)d1^117d2^22 + (1 + 4a + 3a^2)d1^118d2^22 + (4 + 3a + 2a^2)d1^119d2^22 + (4 + 4a + 4a^2)d1^120d2^22 + (0 + 0a + 1a^2)d1^121d2^22 + (3 + 0a + 0a^2)d1^122d2^22 + (1 + 3a + 1a^2)d1^123d2^22 + (2 + 2a + 1a^2)d1^124d2^22 + (2 + 3a + 4a^2)d1^125d2^22 + (4 + 1a + 3a^2)d1^126d2^22 + (1 + 2a + 4a^2)d1^127d2^22 + (3 + 4a + 1a^2)d1^128d2^22 + (3 + 2a + 2a^2)d1^129d2^22 + (1 + 2a + 2a^2)d1^130d2^22 + (3 + 3a + 0a^2)d1^131d2^22 + (2 + 3a + 0a^2)d1^132d2^22 + (1 + 4a + 1a^2)d1^133d2^22 + (0 + 0a + 4a^2)d1^134d2^22 + (0 + 4a + 2a^2)d1^135d2^22 + (4 + 3a + 3a^2)d1^136d2^22 + (2 + 2a + 0a^2)d1^137d2^22 + (2 + 3a + 4a^2)d1^138d2^22 + (0 + 1a + 0a^2)d1^139d2^22 + (1 + 3a + 3a^2)d1^140d2^22 + (0 + 3a + 1a^2)d1^141d2^22 + (3 + 4a + 4a^2)d1^142d2^22 + (2 + 1a + 2a^2)d1^143d2^22 + (4 + 1a + 2a^2)d1^144d2^22 + (3 + 1a + 3a^2)d1^145d2^22 + (2 + 3a + 1a^2)d1^146d2^22 + (1 + 2a + 4a^2)d1^147d2^22 + (3 + 4a + 1a^2)d1^148d2^22 + (1 + 0a + 1a^2)d1^149d2^22 + (0 + 3a + 3a^2)d1^150d2^22 + (4 + 2a + 2a^2)d1^151d2^22 + (3 + 1a + 2a^2)d1^152d2^22 + (0 + 4a + 4a^2)d1^153d2^22 + (4 + 4a + 2a^2)d1^154d2^22 + (2 + 3a + 1a^2)d1^155d2^22 + (2 + 0a + 0a^2)d1^156d2^22 + (4 + 0a + 3a^2)d1^157d2^22 + (2 + 2a + 1a^2)d1^158d2^22 + (1 + 0a + 1a^2)d1^159d2^22 + (4 + 1a + 0a^2)d1^160d2^22 + (2 + 4a + 2a^2)d1^161d2^22 + (1 + 0a + 2a^2)d1^162d2^22 + (3 + 0a + 2a^2)d1^163d2^22 + (1 + 2a + 0a^2)d1^164d2^22 + (2 + 3a + 0a^2)d1^165d2^22 + (3 + 4a + 1a^2)d1^166d2^22 + (3 + 1a + 4a^2)d1^167d2^22 + (4 + 0a + 4a^2)d1^168d2^22 + (3 + 2a + 3a^2)d1^169d2^22 + (2 + 2a + 2a^2)d1^170d2^22 + (0 + 1a + 1a^2)d1^171d2^22 + (3 + 4a + 3a^2)d1^172d2^22 + (4 + 1a + 1a^2)d1^173d2^22 + (2 + 2a + 3a^2)d1^174d2^22 + (0 + 2a + 4a^2)d1^175d2^22 + (0 + 4a + 1a^2)d1^176d2^22 + (0 + 4a + 3a^2)d1^177d2^22 + (1 + 4a + 4a^2)d1^178d2^22 + (1 + 1a + 2a^2)d1^179d2^22 + (1 + 2a + 4a^2)d1^180d2^22 + (0 + 4a + 0a^2)d1^181d2^22 + (1 + 0a + 3a^2)d1^182d2^22 + (4 + 3a + 4a^2)d1^183d2^22 + (3 + 1a + 1a^2)d1^184d2^22 + (2 + 1a + 3a^2)d1^185d2^22 + (4 + 0a + 2a^2)d1^186d2^22 + (3 + 2a + 4a^2)d1^187d2^22 + (1 + 0a + 2a^2)d1^188d2^22 + (1 + 2a + 3a^2)d1^189d2^22 + (4 + 4a + 0a^2)d1^190d2^22 + (4 + 1a + 0a^2)d1^191d2^22 + (4 + 4a + 4a^2)d1^192d2^22 + (0 + 3a + 3a^2)d1^193d2^22 + (1 + 4a + 0a^2)d1^194d2^22 + (2 + 0a + 1a^2)d1^195d2^22 + (2 + 1a + 3a^2)d1^196d2^22 + (0 + 4a + 4a^2)d1^197d2^22 + (4 + 1a + 0a^2)d1^198d2^22 + (2 + 1a + 0a^2)d1^199d2^22 + (3 + 3a + 3a^2)d1^200d2^22 + (0 + 3a + 1a^2)d1^201d2^22 + (2 + 2a + 3a^2)d1^202d2^22 + (2 + 3a + 0a^2)d1^203d2^22 + (3 + 1a + 0a^2)d1^204d2^22 + (3 + 2a + 0a^2)d1^205d2^22 + (1 + 0a + 1a^2)d1^206d2^22 + (3 + 1a + 2a^2)d1^207d2^22 + (4 + 2a + 3a^2)d1^208d2^22 + (2 + 4a + 3a^2)d1^209d2^22 + (0 + 2a + 3a^2)d1^210d2^22 + (4 + 3a + 0a^2)d1^211d2^22 + (1 + 4a + 2a^2)d1^212d2^22 + (0 + 0a + 3a^2)d1^213d2^22 + (0 + 2a + 3a^2)d1^214d2^22 + (1 + 3a + 4a^2)d1^215d2^22 + (2 + 0a + 3a^2)d1^216d2^22 + (1 + 0a + 2a^2)d1^217d2^22 + (4 + 2a + 0a^2)d1^218d2^22 + (0 + 0a + 1a^2)d1^219d2^22 + (1 + 3a + 0a^2)d1^220d2^22 + (2 + 4a + 0a^2)d1^221d2^22 + (3 + 2a + 4a^2)d1^222d2^22 + (3 + 3a + 4a^2)d1^223d2^22 + (3 + 4a + 4a^2)d1^224d2^22 + (1 + 1a + 2a^2)d1^225d2^22 + (1 + 1a + 2a^2)d1^226d2^22 + (3 + 2a + 2a^2)d1^227d2^22 + (0 + 2a + 3a^2)d1^228d2^22 + (1 + 1a + 4a^2)d1^229d2^22 + (0 + 1a + 3a^2)d1^230d2^22 + (4 + 4a + 3a^2)d1^231d2^22 + (3 + 2a + 3a^2)d1^232d2^22 + (2 + 3a + 4a^2)d1^233d2^22 + (0 + 0a + 3a^2)d1^234d2^22 + (1 + 1a + 0a^2)d1^235d2^22 + (4 + 4a + 2a^2)d1^236d2^22 + (1 + 3a + 4a^2)d1^237d2^22 + (0 + 4a + 4a^2)d1^238d2^22 + (2 + 1a + 2a^2)d1^239d2^22 + (2 + 1a + 2a^2)d1^240d2^22 + (4 + 4a + 2a^2)d1^241d2^22 + (2 + 2a + 3a^2)d1^242d2^22 + (2 + 4a + 3a^2)d1^243d2^22 + (2 + 0a + 1a^2)d1^244d2^22 + (1 + 4a + 3a^2)d1^245d2^22 + (3 + 3a + 1a^2)d1^246d2^22 + (3 + 2a + 3a^2)d1^247d2^22 + (2 + 2a + 1a^2)d1^248d2^22 + (1 + 3a + 4a^2)d1^249d2^22 + (4 + 1a + 2a^2)d1^250d2^22 + (3 + 2a + 2a^2)d1^251d2^22 + (3 + 1a + 0a^2)d1^252d2^22 + (2 + 0a + 0a^2)d1^253d2^22 + (4 + 2a + 3a^2)d1^254d2^22 + (3 + 0a + 3a^2)d1^255d2^22 + (0 + 0a + 4a^2)d1^256d2^22 + (0 + 4a + 2a^2)d1^257d2^22 + (4 + 0a + 3a^2)d1^258d2^22 + (0 + 0a + 4a^2)d1^259d2^22 + (0 + 3a + 3a^2)d1^260d2^22 + (0 + 3a + 3a^2)d1^261d2^22 + (1 + 4a + 2a^2)d1^262d2^22 + (0 + 0a + 1a^2)d1^263d2^22 + (2 + 3a + 1a^2)d1^264d2^22 + (4 + 0a + 3a^2)d1^266d2^22 + (2 + 2a + 2a^2)d1^267d2^22 + (0 + 1a + 2a^2)d1^268d2^22 + (2 + 1a + 1a^2)d1^269d2^22 + (0 + 4a + 4a^2)d1^270d2^22 + (0 + 0a + 4a^2)d1^271d2^22 + (1 + 3a + 4a^2)d1^272d2^22 + (0 + 0a + 3a^2)d1^273d2^22 + (0 + 2a + 4a^2)d1^274d2^22 + (3 + 4a + 3a^2)d1^275d2^22 + (2 + 1a + 3a^2)d1^276d2^22 + (4 + 1a + 2a^2)d1^277d2^22 + (2 + 4a + 3a^2)d1^278d2^22 + (3 + 0a + 1a^2)d1^279d2^22 + (1 + 2a + 2a^2)d1^280d2^22 + (1 + 0a + 0a^2)d1^281d2^22 + (1 + 1a + 1a^2)d1^282d2^22 + (4 + 2a + 0a^2)d1^283d2^22 + (0 + 1a + 0a^2)d1^284d2^22 + (1 + 3a + 1a^2)d1^285d2^22 + (0 + 2a + 2a^2)d1^286d2^22 + (0 + 2a + 1a^2)d1^287d2^22 + (3 + 0a + 4a^2)d1^288d2^22 + (1 + 3a + 4a^2)d1^289d2^22 + (1 + 0a + 2a^2)d1^290d2^22 + (0 + 3a + 3a^2)d1^291d2^22 + (1 + 0a + 0a^2)d1^292d2^22 + (2 + 0a + 3a^2)d1^293d2^22 + (3 + 0a + 1a^2)d2^23 + (0 + 2a + 1a^2)d1^1d2^23 + (3 + 3a + 2a^2)d1^2d2^23 + (1 + 1a + 2a^2)d1^3d2^23 + (1 + 0a + 4a^2)d1^4d2^23 + (3 + 4a + 4a^2)d1^5d2^23 + (2 + 1a + 2a^2)d1^6d2^23 + (0 + 4a + 0a^2)d1^7d2^23 + (3 + 0a + 2a^2)d1^8d2^23 + (1 + 2a + 0a^2)d1^9d2^23 + (3 + 2a + 0a^2)d1^10d2^23 + (4 + 0a + 3a^2)d1^11d2^23 + (3 + 4a + 2a^2)d1^12d2^23 + (0 + 2a + 2a^2)d1^13d2^23 + (0 + 2a + 0a^2)d1^14d2^23 + (4 + 2a + 1a^2)d1^15d2^23 + (4 + 3a + 3a^2)d1^16d2^23 + (0 + 0a + 2a^2)d1^17d2^23 + (0 + 4a + 4a^2)d1^18d2^23 + (4 + 1a + 0a^2)d1^19d2^23 + (3 + 1a + 3a^2)d1^20d2^23 + (3 + 1a + 4a^2)d1^21d2^23 + (1 + 3a + 1a^2)d1^22d2^23 + (4 + 4a + 3a^2)d1^23d2^23 + (1 + 2a + 2a^2)d1^24d2^23 + (1 + 2a + 2a^2)d1^25d2^23 + (3 + 4a + 0a^2)d1^26d2^23 + (2 + 4a + 4a^2)d1^27d2^23 + (1 + 2a + 2a^2)d1^28d2^23 + (3 + 2a + 4a^2)d1^29d2^23 + (0 + 0a + 3a^2)d1^30d2^23 + (2 + 0a + 4a^2)d1^31d2^23 + (2 + 4a + 1a^2)d1^32d2^23 + (1 + 2a + 3a^2)d1^33d2^23 + (2 + 4a + 4a^2)d1^34d2^23 + (1 + 2a + 3a^2)d1^35d2^23 + (4 + 0a + 1a^2)d1^36d2^23 + (3 + 4a + 1a^2)d1^37d2^23 + (2 + 4a + 2a^2)d1^38d2^23 + (4 + 1a + 0a^2)d1^39d2^23 + (0 + 4a + 3a^2)d1^40d2^23 + (1 + 3a + 1a^2)d1^41d2^23 + (2 + 4a + 0a^2)d1^42d2^23 + (4 + 2a + 0a^2)d1^43d2^23 + (0 + 2a + 3a^2)d1^44d2^23 + (4 + 0a + 0a^2)d1^45d2^23 + (0 + 2a + 1a^2)d1^46d2^23 + (2 + 0a + 4a^2)d1^47d2^23 + (3 + 4a + 1a^2)d1^48d2^23 + (3 + 3a + 0a^2)d1^49d2^23 + (4 + 4a + 1a^2)d1^50d2^23 + (3 + 4a + 0a^2)d1^51d2^23 + (1 + 1a + 2a^2)d1^52d2^23 + (3 + 1a + 4a^2)d1^53d2^23 + (2 + 1a + 1a^2)d1^54d2^23 + (1 + 3a + 2a^2)d1^55d2^23 + (1 + 0a + 2a^2)d1^56d2^23 + (3 + 0a + 2a^2)d1^57d2^23 + (4 + 1a + 2a^2)d1^58d2^23 + (2 + 0a + 0a^2)d1^59d2^23 + (2 + 1a + 3a^2)d1^60d2^23 + (4 + 4a + 2a^2)d1^61d2^23 + (2 + 1a + 4a^2)d1^62d2^23 + (2 + 4a + 1a^2)d1^63d2^23 + (2 + 0a + 3a^2)d1^64d2^23 + (3 + 1a + 3a^2)d1^65d2^23 + (0 + 4a + 0a^2)d1^66d2^23 + (2 + 4a + 3a^2)d1^67d2^23 + (2 + 4a + 2a^2)d1^68d2^23 + (4 + 4a + 4a^2)d1^69d2^23 + (1 + 1a + 1a^2)d1^70d2^23 + (1 + 3a + 2a^2)d1^71d2^23 + (3 + 2a + 2a^2)d1^72d2^23 + (3 + 1a + 4a^2)d1^73d2^23 + (3 + 0a + 0a^2)d1^74d2^23 + (2 + 1a + 0a^2)d1^75d2^23 + (1 + 0a + 4a^2)d1^76d2^23 + (0 + 1a + 1a^2)d1^77d2^23 + (1 + 0a + 3a^2)d1^78d2^23 + (4 + 0a + 4a^2)d1^79d2^23 + (4 + 0a + 2a^2)d1^80d2^23 + (2 + 3a + 2a^2)d1^81d2^23 + (1 + 0a + 1a^2)d1^82d2^23 + (1 + 4a + 3a^2)d1^83d2^23 + (2 + 2a + 2a^2)d1^84d2^23 + (4 + 4a + 0a^2)d1^85d2^23 + (3 + 1a + 2a^2)d1^86d2^23 + (2 + 4a + 1a^2)d1^87d2^23 + (2 + 2a + 0a^2)d1^88d2^23 + (0 + 2a + 0a^2)d1^89d2^23 + (0 + 4a + 0a^2)d1^91d2^23 + (1 + 2a + 4a^2)d1^92d2^23 + (2 + 2a + 4a^2)d1^93d2^23 + (3 + 4a + 0a^2)d1^94d2^23 + (1 + 0a + 1a^2)d1^95d2^23 + (2 + 0a + 4a^2)d1^96d2^23 + (3 + 2a + 4a^2)d1^97d2^23 + (0 + 3a + 1a^2)d1^98d2^23 + (0 + 3a + 1a^2)d1^99d2^23 + (1 + 4a + 2a^2)d1^100d2^23 + (2 + 4a + 2a^2)d1^101d2^23 + (3 + 0a + 2a^2)d1^103d2^23 + (2 + 3a + 2a^2)d1^104d2^23 + (3 + 1a + 0a^2)d1^105d2^23 + (3 + 4a + 3a^2)d1^106d2^23 + (2 + 2a + 4a^2)d1^107d2^23 + (0 + 1a + 1a^2)d1^108d2^23 + (4 + 0a + 1a^2)d1^109d2^23 + (1 + 4a + 3a^2)d1^110d2^23 + (3 + 2a + 2a^2)d1^111d2^23 + (4 + 3a + 3a^2)d1^112d2^23 + (0 + 4a + 2a^2)d1^113d2^23 + (3 + 0a + 0a^2)d1^114d2^23 + (0 + 4a + 0a^2)d1^115d2^23 + (1 + 0a + 4a^2)d1^116d2^23 + (0 + 3a + 2a^2)d1^117d2^23 + (2 + 1a + 0a^2)d1^118d2^23 + (2 + 3a + 2a^2)d1^119d2^23 + (4 + 3a + 3a^2)d1^120d2^23 + (0 + 2a + 2a^2)d1^121d2^23 + (0 + 1a + 4a^2)d1^122d2^23 + (0 + 2a + 1a^2)d1^123d2^23 + (1 + 3a + 4a^2)d1^124d2^23 + (4 + 1a + 1a^2)d1^125d2^23 + (4 + 2a + 3a^2)d1^126d2^23 + (3 + 4a + 2a^2)d1^127d2^23 + (3 + 0a + 0a^2)d1^128d2^23 + (0 + 0a + 1a^2)d1^129d2^23 + (4 + 1a + 4a^2)d1^130d2^23 + (0 + 1a + 0a^2)d1^131d2^23 + (1 + 2a + 2a^2)d1^132d2^23 + (1 + 2a + 4a^2)d1^133d2^23 + (2 + 3a + 1a^2)d1^134d2^23 + (0 + 3a + 2a^2)d1^135d2^23 + (0 + 4a + 0a^2)d1^136d2^23 + (2 + 1a + 4a^2)d1^137d2^23 + (2 + 0a + 1a^2)d1^138d2^23 + (4 + 1a + 1a^2)d1^139d2^23 + (1 + 0a + 2a^2)d1^140d2^23 + (3 + 4a + 4a^2)d1^141d2^23 + (2 + 0a + 4a^2)d1^142d2^23 + (0 + 2a + 0a^2)d1^143d2^23 + (1 + 0a + 3a^2)d1^144d2^23 + (2 + 3a + 0a^2)d1^145d2^23 + (2 + 3a + 0a^2)d1^146d2^23 + (2 + 2a + 0a^2)d1^147d2^23 + (1 + 0a + 0a^2)d1^148d2^23 + (0 + 4a + 0a^2)d1^149d2^23 + (1 + 2a + 4a^2)d1^150d2^23 + (1 + 4a + 2a^2)d1^151d2^23 + (2 + 1a + 3a^2)d1^152d2^23 + (2 + 3a + 0a^2)d1^153d2^23 + (1 + 0a + 1a^2)d1^154d2^23 + (0 + 4a + 0a^2)d1^155d2^23 + (2 + 1a + 4a^2)d1^156d2^23 + (3 + 4a + 4a^2)d1^157d2^23 + (1 + 3a + 0a^2)d1^158d2^23 + (3 + 3a + 1a^2)d1^159d2^23 + (2 + 2a + 2a^2)d1^160d2^23 + (2 + 1a + 0a^2)d1^161d2^23 + (4 + 2a + 4a^2)d1^162d2^23 + (3 + 4a + 2a^2)d1^163d2^23 + (1 + 0a + 1a^2)d1^164d2^23 + (4 + 1a + 2a^2)d1^165d2^23 + (1 + 4a + 2a^2)d1^166d2^23 + (4 + 3a + 3a^2)d1^167d2^23 + (3 + 1a + 0a^2)d1^168d2^23 + (2 + 4a + 2a^2)d1^169d2^23 + (2 + 0a + 3a^2)d1^170d2^23 + (0 + 2a + 2a^2)d1^171d2^23 + (2 + 3a + 0a^2)d1^172d2^23 + (3 + 0a + 0a^2)d1^173d2^23 + (0 + 1a + 2a^2)d1^174d2^23 + (3 + 2a + 2a^2)d1^175d2^23 + (2 + 0a + 1a^2)d1^176d2^23 + (4 + 0a + 4a^2)d1^177d2^23 + (3 + 4a + 4a^2)d1^178d2^23 + (2 + 3a + 1a^2)d1^179d2^23 + (2 + 2a + 1a^2)d1^180d2^23 + (3 + 1a + 4a^2)d1^181d2^23 + (3 + 1a + 1a^2)d1^182d2^23 + (1 + 0a + 1a^2)d1^183d2^23 + (4 + 1a + 2a^2)d1^184d2^23 + (4 + 2a + 1a^2)d1^185d2^23 + (3 + 2a + 3a^2)d1^186d2^23 + (1 + 0a + 3a^2)d1^187d2^23 + (0 + 3a + 3a^2)d1^188d2^23 + (3 + 2a + 4a^2)d1^189d2^23 + (3 + 2a + 1a^2)d1^190d2^23 + (2 + 1a + 2a^2)d1^191d2^23 + (1 + 1a + 3a^2)d1^192d2^23 + (3 + 2a + 4a^2)d1^193d2^23 + (0 + 4a + 2a^2)d1^194d2^23 + (2 + 1a + 1a^2)d1^195d2^23 + (3 + 0a + 2a^2)d1^196d2^23 + (2 + 2a + 2a^2)d1^197d2^23 + (3 + 0a + 3a^2)d1^198d2^23 + (0 + 0a + 4a^2)d1^199d2^23 + (3 + 3a + 0a^2)d1^200d2^23 + (0 + 0a + 2a^2)d1^201d2^23 + (3 + 2a + 1a^2)d1^202d2^23 + (2 + 2a + 2a^2)d1^203d2^23 + (4 + 0a + 0a^2)d1^204d2^23 + (1 + 2a + 1a^2)d1^205d2^23 + (2 + 2a + 3a^2)d1^206d2^23 + (0 + 0a + 1a^2)d1^207d2^23 + (0 + 4a + 0a^2)d1^208d2^23 + (2 + 2a + 3a^2)d1^209d2^23 + (2 + 4a + 4a^2)d1^210d2^23 + (2 + 1a + 2a^2)d1^211d2^23 + (3 + 0a + 3a^2)d1^212d2^23 + (2 + 1a + 3a^2)d1^213d2^23 + (4 + 0a + 2a^2)d1^214d2^23 + (1 + 0a + 0a^2)d1^215d2^23 + (2 + 2a + 1a^2)d1^216d2^23 + (3 + 2a + 2a^2)d1^217d2^23 + (3 + 0a + 0a^2)d1^218d2^23 + (2 + 1a + 2a^2)d1^219d2^23 + (2 + 4a + 4a^2)d1^220d2^23 + (2 + 0a + 0a^2)d1^221d2^23 + (2 + 0a + 2a^2)d1^222d2^23 + (4 + 1a + 2a^2)d1^223d2^23 + (4 + 4a + 3a^2)d1^224d2^23 + (3 + 4a + 4a^2)d1^225d2^23 + (1 + 3a + 0a^2)d1^226d2^23 + (1 + 2a + 4a^2)d1^227d2^23 + (0 + 0a + 2a^2)d1^228d2^23 + (3 + 2a + 4a^2)d1^229d2^23 + (4 + 1a + 1a^2)d1^230d2^23 + (2 + 2a + 3a^2)d1^231d2^23 + (1 + 3a + 1a^2)d1^232d2^23 + (4 + 4a + 2a^2)d1^233d2^23 + (4 + 2a + 2a^2)d1^234d2^23 + (1 + 1a + 3a^2)d1^235d2^23 + (4 + 3a + 3a^2)d1^236d2^23 + (4 + 0a + 4a^2)d1^237d2^23 + (0 + 3a + 0a^2)d1^238d2^23 + (0 + 3a + 3a^2)d1^239d2^23 + (1 + 0a + 0a^2)d1^240d2^23 + (1 + 4a + 0a^2)d1^241d2^23 + (3 + 3a + 3a^2)d1^242d2^23 + (4 + 1a + 3a^2)d1^243d2^23 + (2 + 4a + 3a^2)d1^244d2^23 + (4 + 4a + 1a^2)d1^245d2^23 + (3 + 3a + 4a^2)d1^246d2^23 + (4 + 1a + 1a^2)d1^247d2^23 + (1 + 1a + 3a^2)d1^248d2^23 + (0 + 4a + 1a^2)d1^249d2^23 + (2 + 1a + 1a^2)d1^250d2^23 + (0 + 2a + 1a^2)d1^251d2^23 + (0 + 4a + 3a^2)d1^252d2^23 + (1 + 4a + 2a^2)d1^253d2^23 + (1 + 2a + 4a^2)d1^255d2^23 + (2 + 2a + 4a^2)d1^256d2^23 + (0 + 1a + 0a^2)d1^257d2^23 + (0 + 0a + 2a^2)d1^258d2^23 + (2 + 1a + 4a^2)d1^259d2^23 + (4 + 1a + 0a^2)d1^260d2^23 + (1 + 0a + 0a^2)d1^261d2^23 + (0 + 2a + 1a^2)d1^262d2^23 + (2 + 1a + 2a^2)d1^263d2^23 + (4 + 3a + 4a^2)d1^264d2^23 + (2 + 2a + 2a^2)d1^265d2^23 + (4 + 0a + 0a^2)d1^266d2^23 + (2 + 1a + 2a^2)d1^267d2^23 + (0 + 3a + 0a^2)d1^268d2^23 + (3 + 3a + 3a^2)d1^269d2^23 + (2 + 3a + 4a^2)d1^270d2^23 + (2 + 1a + 2a^2)d1^271d2^23 + (1 + 2a + 4a^2)d1^272d2^23 + (4 + 0a + 3a^2)d1^273d2^23 + (4 + 3a + 2a^2)d1^274d2^23 + (1 + 3a + 2a^2)d1^275d2^23 + (3 + 0a + 0a^2)d1^276d2^23 + (3 + 0a + 4a^2)d1^277d2^23 + (0 + 4a + 3a^2)d1^278d2^23 + (0 + 2a + 1a^2)d1^279d2^23 + (2 + 2a + 2a^2)d1^280d2^23 + (1 + 0a + 4a^2)d1^281d2^23 + (2 + 3a + 4a^2)d1^282d2^23 + (4 + 3a + 2a^2)d1^283d2^23 + (1 + 4a + 3a^2)d1^284d2^23 + (3 + 0a + 1a^2)d1^285d2^23 + (3 + 4a + 0a^2)d1^286d2^23 + (2 + 3a + 0a^2)d1^287d2^23 + (3 + 3a + 4a^2)d1^288d2^23 + (1 + 3a + 4a^2)d1^289d2^23 + (4 + 2a + 1a^2)d1^290d2^23 + (0 + 4a + 3a^2)d1^291d2^23 + (3 + 2a + 1a^2)d1^292d2^23 + (2 + 0a + 3a^2)d1^293d2^23 + (1 + 2a + 4a^2)d2^24 + (3 + 4a + 0a^2)d1^1d2^24 + (2 + 4a + 3a^2)d1^2d2^24 + (3 + 1a + 1a^2)d1^3d2^24 + (2 + 3a + 2a^2)d1^4d2^24 + (4 + 0a + 0a^2)d1^5d2^24 + (3 + 2a + 0a^2)d1^6d2^24 + (1 + 1a + 3a^2)d1^7d2^24 + (0 + 1a + 4a^2)d1^8d2^24 + (4 + 2a + 1a^2)d1^10d2^24 + (2 + 0a + 1a^2)d1^11d2^24 + (1 + 1a + 2a^2)d1^12d2^24 + (0 + 3a + 1a^2)d1^13d2^24 + (3 + 2a + 2a^2)d1^14d2^24 + (0 + 0a + 4a^2)d1^15d2^24 + (1 + 3a + 1a^2)d1^16d2^24 + (1 + 1a + 2a^2)d1^17d2^24 + (4 + 1a + 0a^2)d1^18d2^24 + (1 + 4a + 3a^2)d1^19d2^24 + (3 + 2a + 0a^2)d1^20d2^24 + (0 + 2a + 0a^2)d1^21d2^24 + (0 + 0a + 4a^2)d1^22d2^24 + (1 + 2a + 3a^2)d1^23d2^24 + (3 + 2a + 4a^2)d1^24d2^24 + (4 + 2a + 1a^2)d1^25d2^24 + (0 + 3a + 0a^2)d1^26d2^24 + (3 + 2a + 0a^2)d1^27d2^24 + (2 + 4a + 0a^2)d1^28d2^24 + (4 + 1a + 0a^2)d1^30d2^24 + (4 + 1a + 1a^2)d1^31d2^24 + (4 + 0a + 4a^2)d1^32d2^24 + (1 + 0a + 4a^2)d1^33d2^24 + (0 + 3a + 1a^2)d1^34d2^24 + (1 + 3a + 0a^2)d1^35d2^24 + (4 + 1a + 2a^2)d1^36d2^24 + (0 + 0a + 1a^2)d1^37d2^24 + (3 + 3a + 0a^2)d1^38d2^24 + (0 + 0a + 4a^2)d1^39d2^24 + (1 + 0a + 4a^2)d1^40d2^24 + (1 + 3a + 4a^2)d1^41d2^24 + (3 + 3a + 1a^2)d1^42d2^24 + (4 + 2a + 2a^2)d1^43d2^24 + (4 + 0a + 1a^2)d1^44d2^24 + (2 + 2a + 4a^2)d1^45d2^24 + (2 + 4a + 1a^2)d1^46d2^24 + (0 + 4a + 0a^2)d1^47d2^24 + (1 + 1a + 3a^2)d1^48d2^24 + (2 + 3a + 2a^2)d1^49d2^24 + (1 + 4a + 3a^2)d1^50d2^24 + (0 + 4a + 4a^2)d1^51d2^24 + (2 + 2a + 2a^2)d1^52d2^24 + (3 + 1a + 2a^2)d1^53d2^24 + (3 + 2a + 2a^2)d1^54d2^24 + (3 + 1a + 2a^2)d1^55d2^24 + (4 + 0a + 0a^2)d1^56d2^24 + (4 + 0a + 2a^2)d1^57d2^24 + (3 + 1a + 4a^2)d1^58d2^24 + (0 + 3a + 0a^2)d1^59d2^24 + (0 + 4a + 2a^2)d1^60d2^24 + (4 + 4a + 1a^2)d1^61d2^24 + (2 + 2a + 0a^2)d1^62d2^24 + (3 + 2a + 0a^2)d1^63d2^24 + (2 + 4a + 1a^2)d1^64d2^24 + (3 + 2a + 2a^2)d1^65d2^24 + (1 + 4a + 0a^2)d1^66d2^24 + (0 + 1a + 0a^2)d1^67d2^24 + (2 + 1a + 0a^2)d1^68d2^24 + (0 + 4a + 4a^2)d1^69d2^24 + (4 + 3a + 2a^2)d1^70d2^24 + (0 + 3a + 4a^2)d1^72d2^24 + (2 + 3a + 2a^2)d1^73d2^24 + (3 + 3a + 0a^2)d1^74d2^24 + (1 + 4a + 0a^2)d1^75d2^24 + (3 + 4a + 0a^2)d1^76d2^24 + (1 + 3a + 2a^2)d1^77d2^24 + (2 + 0a + 4a^2)d1^78d2^24 + (4 + 4a + 2a^2)d1^80d2^24 + (0 + 1a + 0a^2)d1^81d2^24 + (3 + 3a + 3a^2)d1^82d2^24 + (0 + 0a + 3a^2)d1^83d2^24 + (4 + 3a + 4a^2)d1^84d2^24 + (0 + 4a + 3a^2)d1^85d2^24 + (0 + 2a + 4a^2)d1^86d2^24 + (3 + 3a + 4a^2)d1^87d2^24 + (1 + 3a + 1a^2)d1^88d2^24 + (4 + 4a + 1a^2)d1^89d2^24 + (2 + 1a + 4a^2)d1^90d2^24 + (1 + 4a + 2a^2)d1^91d2^24 + (1 + 0a + 3a^2)d1^92d2^24 + (1 + 2a + 1a^2)d1^93d2^24 + (1 + 0a + 0a^2)d1^94d2^24 + (4 + 4a + 4a^2)d1^95d2^24 + (4 + 1a + 4a^2)d1^96d2^24 + (2 + 3a + 0a^2)d1^97d2^24 + (3 + 3a + 2a^2)d1^98d2^24 + (1 + 4a + 0a^2)d1^99d2^24 + (0 + 0a + 3a^2)d1^100d2^24 + (1 + 2a + 0a^2)d1^101d2^24 + (2 + 3a + 2a^2)d1^102d2^24 + (2 + 4a + 4a^2)d1^103d2^24 + (4 + 2a + 4a^2)d1^104d2^24 + (0 + 3a + 3a^2)d1^105d2^24 + (4 + 0a + 1a^2)d1^106d2^24 + (2 + 2a + 1a^2)d1^107d2^24 + (3 + 3a + 3a^2)d1^108d2^24 + (1 + 4a + 4a^2)d1^109d2^24 + (3 + 1a + 3a^2)d1^110d2^24 + (4 + 2a + 1a^2)d1^111d2^24 + (2 + 2a + 2a^2)d1^112d2^24 + (0 + 3a + 1a^2)d1^113d2^24 + (1 + 2a + 1a^2)d1^114d2^24 + (1 + 0a + 3a^2)d1^115d2^24 + (1 + 0a + 1a^2)d1^116d2^24 + (4 + 0a + 0a^2)d1^117d2^24 + (2 + 2a + 1a^2)d1^118d2^24 + (0 + 2a + 2a^2)d1^119d2^24 + (2 + 3a + 2a^2)d1^120d2^24 + (0 + 0a + 3a^2)d1^121d2^24 + (3 + 4a + 0a^2)d1^122d2^24 + (4 + 4a + 3a^2)d1^123d2^24 + (3 + 3a + 1a^2)d1^124d2^24 + (0 + 2a + 3a^2)d1^125d2^24 + (1 + 1a + 2a^2)d1^126d2^24 + (4 + 0a + 2a^2)d1^127d2^24 + (3 + 2a + 2a^2)d1^128d2^24 + (2 + 3a + 2a^2)d1^129d2^24 + (2 + 2a + 1a^2)d1^130d2^24 + (4 + 0a + 4a^2)d1^131d2^24 + (0 + 1a + 0a^2)d1^133d2^24 + (1 + 3a + 4a^2)d1^134d2^24 + (1 + 0a + 4a^2)d1^135d2^24 + (3 + 4a + 0a^2)d1^136d2^24 + (3 + 0a + 1a^2)d1^137d2^24 + (3 + 1a + 0a^2)d1^138d2^24 + (4 + 2a + 3a^2)d1^139d2^24 + (4 + 0a + 2a^2)d1^140d2^24 + (4 + 1a + 3a^2)d1^141d2^24 + (1 + 1a + 1a^2)d1^142d2^24 + (2 + 0a + 0a^2)d1^143d2^24 + (4 + 1a + 4a^2)d1^144d2^24 + (3 + 4a + 2a^2)d1^145d2^24 + (0 + 3a + 3a^2)d1^146d2^24 + (3 + 2a + 1a^2)d1^147d2^24 + (2 + 1a + 0a^2)d1^148d2^24 + (1 + 2a + 3a^2)d1^149d2^24 + (1 + 2a + 2a^2)d1^150d2^24 + (4 + 4a + 1a^2)d1^151d2^24 + (3 + 1a + 2a^2)d1^152d2^24 + (0 + 2a + 2a^2)d1^153d2^24 + (3 + 1a + 0a^2)d1^154d2^24 + (3 + 0a + 3a^2)d1^155d2^24 + (2 + 0a + 2a^2)d1^156d2^24 + (1 + 1a + 1a^2)d1^157d2^24 + (0 + 1a + 4a^2)d1^158d2^24 + (1 + 0a + 1a^2)d1^159d2^24 + (3 + 4a + 0a^2)d1^160d2^24 + (4 + 2a + 2a^2)d1^161d2^24 + (1 + 4a + 1a^2)d1^162d2^24 + (3 + 0a + 3a^2)d1^163d2^24 + (4 + 1a + 1a^2)d1^164d2^24 + (1 + 4a + 0a^2)d1^165d2^24 + (0 + 2a + 2a^2)d1^166d2^24 + (1 + 3a + 0a^2)d1^167d2^24 + (3 + 0a + 3a^2)d1^168d2^24 + (3 + 2a + 2a^2)d1^169d2^24 + (3 + 1a + 2a^2)d1^170d2^24 + (3 + 3a + 2a^2)d1^171d2^24 + (1 + 2a + 1a^2)d1^172d2^24 + (0 + 1a + 1a^2)d1^173d2^24 + (2 + 3a + 0a^2)d1^174d2^24 + (0 + 0a + 1a^2)d1^175d2^24 + (4 + 3a + 3a^2)d1^176d2^24 + (3 + 0a + 1a^2)d1^177d2^24 + (0 + 0a + 3a^2)d1^178d2^24 + (0 + 1a + 4a^2)d1^179d2^24 + (1 + 3a + 3a^2)d1^180d2^24 + (3 + 1a + 4a^2)d1^181d2^24 + (2 + 1a + 4a^2)d1^182d2^24 + (1 + 3a + 4a^2)d1^183d2^24 + (2 + 1a + 3a^2)d1^184d2^24 + (3 + 3a + 2a^2)d1^185d2^24 + (3 + 3a + 0a^2)d1^186d2^24 + (3 + 4a + 3a^2)d1^187d2^24 + (1 + 0a + 1a^2)d1^188d2^24 + (3 + 2a + 4a^2)d1^189d2^24 + (2 + 2a + 2a^2)d1^190d2^24 + (3 + 4a + 3a^2)d1^191d2^24 + (2 + 0a + 1a^2)d1^192d2^24 + (1 + 2a + 1a^2)d1^193d2^24 + (4 + 3a + 0a^2)d1^194d2^24 + (1 + 1a + 0a^2)d1^195d2^24 + (4 + 4a + 0a^2)d1^196d2^24 + (1 + 1a + 4a^2)d1^197d2^24 + (0 + 3a + 3a^2)d1^198d2^24 + (2 + 4a + 2a^2)d1^199d2^24 + (1 + 4a + 2a^2)d1^200d2^24 + (3 + 4a + 0a^2)d1^201d2^24 + (0 + 1a + 2a^2)d1^202d2^24 + (3 + 1a + 1a^2)d1^203d2^24 + (3 + 2a + 3a^2)d1^204d2^24 + (4 + 2a + 4a^2)d1^205d2^24 + (1 + 4a + 4a^2)d1^206d2^24 + (0 + 1a + 1a^2)d1^207d2^24 + (1 + 2a + 3a^2)d1^208d2^24 + (2 + 2a + 3a^2)d1^209d2^24 + (0 + 4a + 4a^2)d1^210d2^24 + (4 + 2a + 4a^2)d1^211d2^24 + (3 + 3a + 2a^2)d1^212d2^24 + (2 + 0a + 1a^2)d1^213d2^24 + (1 + 3a + 2a^2)d1^214d2^24 + (3 + 0a + 1a^2)d1^215d2^24 + (2 + 4a + 3a^2)d1^216d2^24 + (0 + 4a + 2a^2)d1^217d2^24 + (1 + 4a + 2a^2)d1^218d2^24 + (2 + 2a + 0a^2)d1^219d2^24 + (0 + 4a + 4a^2)d1^220d2^24 + (3 + 4a + 0a^2)d1^222d2^24 + (1 + 2a + 2a^2)d1^223d2^24 + (3 + 3a + 3a^2)d1^224d2^24 + (4 + 4a + 1a^2)d1^225d2^24 + (0 + 3a + 1a^2)d1^226d2^24 + (1 + 2a + 4a^2)d1^227d2^24 + (3 + 3a + 4a^2)d1^228d2^24 + (2 + 2a + 3a^2)d1^229d2^24 + (3 + 0a + 3a^2)d1^230d2^24 + (4 + 3a + 1a^2)d1^231d2^24 + (2 + 2a + 1a^2)d1^232d2^24 + (2 + 0a + 3a^2)d1^233d2^24 + (3 + 4a + 3a^2)d1^234d2^24 + (1 + 0a + 0a^2)d1^235d2^24 + (3 + 3a + 2a^2)d1^236d2^24 + (0 + 0a + 1a^2)d1^237d2^24 + (0 + 3a + 3a^2)d1^238d2^24 + (3 + 4a + 1a^2)d1^239d2^24 + (0 + 4a + 2a^2)d1^240d2^24 + (1 + 0a + 0a^2)d1^241d2^24 + (0 + 0a + 2a^2)d1^242d2^24 + (4 + 4a + 2a^2)d1^243d2^24 + (4 + 4a + 3a^2)d1^244d2^24 + (2 + 2a + 0a^2)d1^245d2^24 + (0 + 1a + 1a^2)d1^246d2^24 + (3 + 4a + 3a^2)d1^247d2^24 + (2 + 2a + 3a^2)d1^248d2^24 + (1 + 0a + 0a^2)d1^249d2^24 + (4 + 4a + 3a^2)d1^250d2^24 + (4 + 0a + 0a^2)d1^251d2^24 + (0 + 3a + 1a^2)d1^252d2^24 + (3 + 4a + 3a^2)d1^253d2^24 + (2 + 3a + 3a^2)d1^254d2^24 + (1 + 2a + 0a^2)d1^255d2^24 + (4 + 2a + 2a^2)d1^256d2^24 + (3 + 4a + 2a^2)d1^257d2^24 + (4 + 4a + 4a^2)d1^258d2^24 + (2 + 2a + 3a^2)d1^259d2^24 + (4 + 4a + 2a^2)d1^260d2^24 + (2 + 1a + 0a^2)d1^261d2^24 + (4 + 1a + 1a^2)d1^262d2^24 + (0 + 3a + 2a^2)d1^263d2^24 + (2 + 3a + 1a^2)d1^264d2^24 + (4 + 4a + 4a^2)d1^265d2^24 + (2 + 1a + 0a^2)d1^266d2^24 + (0 + 0a + 4a^2)d1^267d2^24 + (2 + 2a + 1a^2)d1^268d2^24 + (0 + 4a + 0a^2)d1^269d2^24 + (4 + 0a + 2a^2)d1^270d2^24 + (0 + 3a + 0a^2)d1^271d2^24 + (1 + 0a + 4a^2)d1^272d2^24 + (3 + 3a + 1a^2)d1^273d2^24 + (4 + 4a + 0a^2)d1^274d2^24 + (1 + 1a + 4a^2)d1^275d2^24 + (1 + 0a + 0a^2)d1^276d2^24 + (2 + 2a + 0a^2)d1^277d2^24 + (3 + 0a + 1a^2)d1^278d2^24 + (2 + 4a + 1a^2)d1^279d2^24 + (1 + 0a + 3a^2)d1^280d2^24 + (0 + 3a + 0a^2)d1^281d2^24 + (3 + 3a + 1a^2)d1^282d2^24 + (2 + 4a + 4a^2)d1^283d2^24 + (1 + 4a + 2a^2)d1^284d2^24 + (3 + 1a + 3a^2)d1^285d2^24 + (2 + 3a + 1a^2)d1^286d2^24 + (0 + 2a + 0a^2)d1^287d2^24 + (4 + 1a + 2a^2)d1^288d2^24 + (3 + 2a + 0a^2)d1^289d2^24 + (4 + 0a + 0a^2)d1^290d2^24 + (2 + 2a + 1a^2)d1^291d2^24 + (1 + 4a + 3a^2)d1^292d2^24 + (1 + 4a + 1a^2)d1^293d2^24 + (3 + 4a + 2a^2)d2^25 + (1 + 1a + 2a^2)d1^1d2^25 + (1 + 4a + 2a^2)d1^2d2^25 + (2 + 1a + 1a^2)d1^3d2^25 + (1 + 2a + 3a^2)d1^4d2^25 + (2 + 3a + 0a^2)d1^5d2^25 + (0 + 2a + 3a^2)d1^6d2^25 + (4 + 1a + 1a^2)d1^7d2^25 + (2 + 4a + 1a^2)d1^8d2^25 + (0 + 1a + 3a^2)d1^9d2^25 + (3 + 0a + 2a^2)d1^10d2^25 + (2 + 3a + 4a^2)d1^11d2^25 + (2 + 4a + 1a^2)d1^12d2^25 + (4 + 2a + 0a^2)d1^13d2^25 + (2 + 4a + 4a^2)d1^14d2^25 + (0 + 3a + 4a^2)d1^15d2^25 + (2 + 4a + 0a^2)d1^16d2^25 + (3 + 3a + 1a^2)d1^17d2^25 + (4 + 3a + 3a^2)d1^18d2^25 + (0 + 2a + 0a^2)d1^19d2^25 + (3 + 4a + 4a^2)d1^20d2^25 + (4 + 1a + 0a^2)d1^21d2^25 + (0 + 4a + 4a^2)d1^22d2^25 + (0 + 3a + 2a^2)d1^23d2^25 + (3 + 2a + 1a^2)d1^24d2^25 + (3 + 4a + 2a^2)d1^25d2^25 + (1 + 0a + 3a^2)d1^26d2^25 + (4 + 0a + 2a^2)d1^27d2^25 + (3 + 2a + 3a^2)d1^28d2^25 + (3 + 2a + 1a^2)d1^29d2^25 + (1 + 0a + 3a^2)d1^30d2^25 + (3 + 2a + 2a^2)d1^31d2^25 + (2 + 4a + 4a^2)d1^32d2^25 + (0 + 3a + 2a^2)d1^33d2^25 + (4 + 1a + 4a^2)d1^34d2^25 + (3 + 0a + 3a^2)d1^36d2^25 + (0 + 4a + 0a^2)d1^37d2^25 + (4 + 1a + 2a^2)d1^38d2^25 + (1 + 1a + 0a^2)d1^39d2^25 + (2 + 0a + 0a^2)d1^40d2^25 + (0 + 0a + 1a^2)d1^41d2^25 + (2 + 0a + 3a^2)d1^42d2^25 + (2 + 1a + 4a^2)d1^43d2^25 + (2 + 1a + 1a^2)d1^44d2^25 + (3 + 1a + 0a^2)d1^45d2^25 + (1 + 4a + 2a^2)d1^46d2^25 + (4 + 0a + 0a^2)d1^47d2^25 + (3 + 1a + 1a^2)d1^48d2^25 + (2 + 3a + 0a^2)d1^49d2^25 + (1 + 2a + 2a^2)d1^50d2^25 + (4 + 2a + 2a^2)d1^51d2^25 + (0 + 4a + 2a^2)d1^52d2^25 + (1 + 3a + 3a^2)d1^53d2^25 + (1 + 3a + 1a^2)d1^54d2^25 + (3 + 0a + 0a^2)d1^55d2^25 + (2 + 1a + 0a^2)d1^56d2^25 + (2 + 1a + 4a^2)d1^57d2^25 + (4 + 2a + 0a^2)d1^58d2^25 + (0 + 4a + 0a^2)d1^59d2^25 + (1 + 3a + 4a^2)d1^60d2^25 + (0 + 1a + 3a^2)d1^61d2^25 + (1 + 2a + 2a^2)d1^62d2^25 + (1 + 4a + 4a^2)d1^63d2^25 + (1 + 0a + 1a^2)d1^64d2^25 + (4 + 1a + 1a^2)d1^65d2^25 + (1 + 0a + 1a^2)d1^66d2^25 + (4 + 0a + 4a^2)d1^67d2^25 + (4 + 0a + 2a^2)d1^68d2^25 + (4 + 3a + 0a^2)d1^69d2^25 + (1 + 2a + 2a^2)d1^70d2^25 + (3 + 1a + 0a^2)d1^71d2^25 + (2 + 4a + 3a^2)d1^72d2^25 + (1 + 3a + 1a^2)d1^73d2^25 + (4 + 2a + 4a^2)d1^74d2^25 + (4 + 1a + 4a^2)d1^75d2^25 + (0 + 2a + 2a^2)d1^76d2^25 + (4 + 0a + 2a^2)d1^77d2^25 + (2 + 3a + 0a^2)d1^78d2^25 + (3 + 3a + 4a^2)d1^79d2^25 + (4 + 4a + 0a^2)d1^80d2^25 + (4 + 0a + 4a^2)d1^81d2^25 + (3 + 3a + 4a^2)d1^82d2^25 + (2 + 1a + 4a^2)d1^83d2^25 + (4 + 4a + 3a^2)d1^84d2^25 + (1 + 3a + 3a^2)d1^85d2^25 + (2 + 2a + 0a^2)d1^86d2^25 + (0 + 4a + 0a^2)d1^87d2^25 + (0 + 2a + 0a^2)d1^88d2^25 + (3 + 4a + 4a^2)d1^89d2^25 + (1 + 0a + 0a^2)d1^90d2^25 + (4 + 2a + 1a^2)d1^91d2^25 + (4 + 1a + 1a^2)d1^92d2^25 + (4 + 3a + 2a^2)d1^93d2^25 + (3 + 2a + 4a^2)d1^94d2^25 + (4 + 0a + 3a^2)d1^95d2^25 + (1 + 3a + 3a^2)d1^96d2^25 + (4 + 1a + 0a^2)d1^97d2^25 + (3 + 2a + 4a^2)d1^98d2^25 + (3 + 3a + 1a^2)d1^99d2^25 + (4 + 3a + 2a^2)d1^100d2^25 + (3 + 0a + 1a^2)d1^101d2^25 + (4 + 2a + 1a^2)d1^102d2^25 + (4 + 0a + 0a^2)d1^103d2^25 + (2 + 2a + 4a^2)d1^104d2^25 + (4 + 3a + 2a^2)d1^105d2^25 + (0 + 1a + 2a^2)d1^106d2^25 + (3 + 1a + 4a^2)d1^107d2^25 + (4 + 0a + 2a^2)d1^108d2^25 + (2 + 0a + 1a^2)d1^109d2^25 + (0 + 1a + 2a^2)d1^110d2^25 + (1 + 4a + 0a^2)d1^111d2^25 + (0 + 0a + 2a^2)d1^112d2^25 + (3 + 3a + 1a^2)d1^113d2^25 + (1 + 3a + 4a^2)d1^114d2^25 + (0 + 3a + 2a^2)d1^115d2^25 + (2 + 2a + 1a^2)d1^116d2^25 + (0 + 4a + 0a^2)d1^117d2^25 + (2 + 1a + 0a^2)d1^118d2^25 + (4 + 2a + 3a^2)d1^119d2^25 + (2 + 0a + 3a^2)d1^120d2^25 + (3 + 3a + 3a^2)d1^121d2^25 + (1 + 1a + 3a^2)d1^122d2^25 + (1 + 4a + 2a^2)d1^123d2^25 + (1 + 0a + 3a^2)d1^124d2^25 + (1 + 1a + 0a^2)d1^125d2^25 + (1 + 1a + 3a^2)d1^126d2^25 + (1 + 1a + 1a^2)d1^127d2^25 + (3 + 3a + 4a^2)d1^128d2^25 + (0 + 4a + 1a^2)d1^129d2^25 + (0 + 3a + 2a^2)d1^130d2^25 + (0 + 3a + 2a^2)d1^131d2^25 + (3 + 2a + 1a^2)d1^132d2^25 + (4 + 1a + 4a^2)d1^133d2^25 + (0 + 1a + 1a^2)d1^134d2^25 + (0 + 2a + 1a^2)d1^135d2^25 + (0 + 1a + 0a^2)d1^136d2^25 + (4 + 3a + 4a^2)d1^137d2^25 + (2 + 3a + 0a^2)d1^138d2^25 + (1 + 2a + 4a^2)d1^139d2^25 + (2 + 2a + 4a^2)d1^140d2^25 + (1 + 1a + 2a^2)d1^141d2^25 + (1 + 2a + 4a^2)d1^142d2^25 + (4 + 4a + 1a^2)d1^143d2^25 + (1 + 1a + 2a^2)d1^144d2^25 + (2 + 0a + 1a^2)d1^145d2^25 + (2 + 1a + 3a^2)d1^146d2^25 + (4 + 4a + 4a^2)d1^147d2^25 + (1 + 0a + 3a^2)d1^148d2^25 + (0 + 1a + 0a^2)d1^149d2^25 + (4 + 4a + 3a^2)d1^150d2^25 + (3 + 4a + 4a^2)d1^151d2^25 + (2 + 4a + 2a^2)d1^152d2^25 + (2 + 4a + 0a^2)d1^153d2^25 + (4 + 0a + 2a^2)d1^154d2^25 + (1 + 3a + 2a^2)d1^155d2^25 + (2 + 0a + 1a^2)d1^156d2^25 + (3 + 4a + 4a^2)d1^157d2^25 + (3 + 1a + 3a^2)d1^158d2^25 + (3 + 3a + 2a^2)d1^159d2^25 + (1 + 2a + 1a^2)d1^160d2^25 + (3 + 2a + 2a^2)d1^161d2^25 + (0 + 2a + 3a^2)d1^162d2^25 + (4 + 4a + 0a^2)d1^163d2^25 + (3 + 2a + 0a^2)d1^164d2^25 + (1 + 0a + 4a^2)d1^165d2^25 + (1 + 1a + 2a^2)d1^166d2^25 + (3 + 0a + 1a^2)d1^167d2^25 + (2 + 2a + 3a^2)d1^168d2^25 + (1 + 0a + 0a^2)d1^169d2^25 + (0 + 1a + 3a^2)d1^170d2^25 + (0 + 0a + 3a^2)d1^171d2^25 + (0 + 3a + 1a^2)d1^172d2^25 + (1 + 2a + 1a^2)d1^173d2^25 + (1 + 1a + 4a^2)d1^174d2^25 + (0 + 4a + 0a^2)d1^175d2^25 + (4 + 1a + 2a^2)d1^176d2^25 + (1 + 2a + 3a^2)d1^177d2^25 + (1 + 4a + 1a^2)d1^178d2^25 + (0 + 3a + 3a^2)d1^179d2^25 + (0 + 2a + 0a^2)d1^180d2^25 + (1 + 4a + 4a^2)d1^181d2^25 + (2 + 2a + 0a^2)d1^182d2^25 + (3 + 2a + 1a^2)d1^183d2^25 + (1 + 4a + 0a^2)d1^184d2^25 + (4 + 4a + 0a^2)d1^185d2^25 + (3 + 4a + 3a^2)d1^186d2^25 + (4 + 2a + 3a^2)d1^187d2^25 + (2 + 0a + 0a^2)d1^188d2^25 + (1 + 0a + 3a^2)d1^189d2^25 + (3 + 4a + 2a^2)d1^190d2^25 + (3 + 0a + 1a^2)d1^191d2^25 + (1 + 0a + 3a^2)d1^192d2^25 + (0 + 0a + 3a^2)d1^193d2^25 + (3 + 4a + 0a^2)d1^195d2^25 + (2 + 1a + 3a^2)d1^196d2^25 + (3 + 4a + 1a^2)d1^197d2^25 + (0 + 3a + 1a^2)d1^198d2^25 + (2 + 0a + 3a^2)d1^199d2^25 + (2 + 0a + 3a^2)d1^200d2^25 + (1 + 1a + 1a^2)d1^201d2^25 + (3 + 2a + 3a^2)d1^202d2^25 + (4 + 3a + 0a^2)d1^203d2^25 + (2 + 0a + 3a^2)d1^204d2^25 + (1 + 4a + 4a^2)d1^205d2^25 + (1 + 3a + 4a^2)d1^206d2^25 + (2 + 0a + 3a^2)d1^207d2^25 + (1 + 2a + 2a^2)d1^208d2^25 + (1 + 4a + 0a^2)d1^209d2^25 + (0 + 2a + 3a^2)d1^210d2^25 + (1 + 3a + 3a^2)d1^211d2^25 + (1 + 0a + 0a^2)d1^212d2^25 + (3 + 4a + 2a^2)d1^213d2^25 + (3 + 4a + 4a^2)d1^214d2^25 + (2 + 2a + 3a^2)d1^215d2^25 + (0 + 1a + 0a^2)d1^216d2^25 + (2 + 3a + 0a^2)d1^217d2^25 + (1 + 2a + 3a^2)d1^218d2^25 + (2 + 1a + 4a^2)d1^219d2^25 + (4 + 0a + 2a^2)d1^220d2^25 + (4 + 2a + 2a^2)d1^221d2^25 + (4 + 0a + 2a^2)d1^222d2^25 + (4 + 2a + 0a^2)d1^223d2^25 + (0 + 4a + 0a^2)d1^224d2^25 + (4 + 0a + 1a^2)d1^225d2^25 + (4 + 2a + 2a^2)d1^226d2^25 + (0 + 0a + 3a^2)d1^227d2^25 + (1 + 1a + 4a^2)d1^228d2^25 + (2 + 4a + 0a^2)d1^229d2^25 + (4 + 4a + 4a^2)d1^230d2^25 + (1 + 3a + 4a^2)d1^231d2^25 + (3 + 3a + 3a^2)d1^232d2^25 + (2 + 1a + 0a^2)d1^233d2^25 + (4 + 2a + 2a^2)d1^234d2^25 + (4 + 1a + 0a^2)d1^235d2^25 + (1 + 0a + 0a^2)d1^236d2^25 + (2 + 0a + 3a^2)d1^237d2^25 + (0 + 3a + 0a^2)d1^238d2^25 + (1 + 0a + 3a^2)d1^239d2^25 + (2 + 0a + 4a^2)d1^240d2^25 + (1 + 4a + 0a^2)d1^241d2^25 + (1 + 3a + 4a^2)d1^242d2^25 + (4 + 1a + 4a^2)d1^243d2^25 + (0 + 2a + 1a^2)d1^244d2^25 + (0 + 0a + 2a^2)d1^245d2^25 + (4 + 1a + 2a^2)d1^246d2^25 + (1 + 0a + 0a^2)d1^247d2^25 + (2 + 3a + 4a^2)d1^248d2^25 + (2 + 2a + 1a^2)d1^249d2^25 + (1 + 1a + 1a^2)d1^250d2^25 + (3 + 2a + 2a^2)d1^251d2^25 + (3 + 0a + 4a^2)d1^252d2^25 + (1 + 3a + 3a^2)d1^253d2^25 + (1 + 2a + 2a^2)d1^254d2^25 + (4 + 2a + 0a^2)d1^255d2^25 + (4 + 2a + 1a^2)d1^256d2^25 + (3 + 1a + 2a^2)d1^257d2^25 + (3 + 1a + 3a^2)d1^258d2^25 + (2 + 3a + 1a^2)d1^259d2^25 + (1 + 3a + 1a^2)d1^260d2^25 + (1 + 3a + 0a^2)d1^261d2^25 + (1 + 2a + 1a^2)d1^262d2^25 + (1 + 4a + 2a^2)d1^263d2^25 + (0 + 1a + 0a^2)d1^264d2^25 + (0 + 1a + 4a^2)d1^265d2^25 + (2 + 4a + 0a^2)d1^266d2^25 + (1 + 4a + 0a^2)d1^267d2^25 + (3 + 2a + 1a^2)d1^268d2^25 + (1 + 0a + 4a^2)d1^269d2^25 + (1 + 1a + 2a^2)d1^270d2^25 + (1 + 2a + 4a^2)d1^271d2^25 + (1 + 2a + 4a^2)d1^272d2^25 + (0 + 2a + 0a^2)d1^273d2^25 + (0 + 4a + 0a^2)d1^274d2^25 + (4 + 3a + 2a^2)d1^275d2^25 + (0 + 3a + 4a^2)d1^276d2^25 + (0 + 1a + 1a^2)d1^277d2^25 + (2 + 1a + 0a^2)d1^278d2^25 + (0 + 2a + 3a^2)d1^279d2^25 + (0 + 3a + 3a^2)d1^280d2^25 + (3 + 4a + 3a^2)d1^281d2^25 + (1 + 0a + 3a^2)d1^282d2^25 + (1 + 3a + 3a^2)d1^283d2^25 + (0 + 1a + 3a^2)d1^284d2^25 + (4 + 1a + 2a^2)d1^285d2^25 + (1 + 3a + 0a^2)d1^286d2^25 + (4 + 0a + 0a^2)d1^287d2^25 + (2 + 0a + 4a^2)d1^288d2^25 + (0 + 1a + 2a^2)d1^289d2^25 + (2 + 1a + 4a^2)d1^290d2^25 + (1 + 1a + 1a^2)d1^291d2^25 + (1 + 4a + 3a^2)d1^292d2^25 + (0 + 1a + 1a^2)d1^293d2^25 + (4 + 4a + 3a^2)d2^26 + (1 + 0a + 4a^2)d1^1d2^26 + (2 + 3a + 1a^2)d1^2d2^26 + (2 + 3a + 0a^2)d1^3d2^26 + (4 + 4a + 3a^2)d1^4d2^26 + (1 + 3a + 3a^2)d1^5d2^26 + (1 + 2a + 1a^2)d1^6d2^26 + (0 + 2a + 3a^2)d1^7d2^26 + (0 + 0a + 1a^2)d1^8d2^26 + (0 + 2a + 3a^2)d1^9d2^26 + (2 + 2a + 4a^2)d1^10d2^26 + (2 + 3a + 0a^2)d1^11d2^26 + (3 + 1a + 1a^2)d1^12d2^26 + (4 + 4a + 0a^2)d1^13d2^26 + (2 + 3a + 2a^2)d1^14d2^26 + (4 + 2a + 1a^2)d1^15d2^26 + (3 + 3a + 1a^2)d1^16d2^26 + (1 + 0a + 2a^2)d1^17d2^26 + (4 + 4a + 0a^2)d1^18d2^26 + (4 + 3a + 0a^2)d1^19d2^26 + (4 + 3a + 4a^2)d1^20d2^26 + (1 + 3a + 1a^2)d1^21d2^26 + (3 + 3a + 1a^2)d1^22d2^26 + (3 + 1a + 4a^2)d1^23d2^26 + (3 + 1a + 4a^2)d1^24d2^26 + (3 + 1a + 1a^2)d1^25d2^26 + (4 + 3a + 1a^2)d1^26d2^26 + (1 + 0a + 0a^2)d1^27d2^26 + (1 + 4a + 1a^2)d1^28d2^26 + (4 + 0a + 1a^2)d1^29d2^26 + (3 + 3a + 3a^2)d1^30d2^26 + (1 + 2a + 3a^2)d1^31d2^26 + (3 + 1a + 2a^2)d1^32d2^26 + (0 + 1a + 1a^2)d1^33d2^26 + (1 + 3a + 1a^2)d1^34d2^26 + (0 + 0a + 1a^2)d1^35d2^26 + (0 + 1a + 3a^2)d1^36d2^26 + (4 + 4a + 4a^2)d1^37d2^26 + (2 + 2a + 1a^2)d1^39d2^26 + (2 + 0a + 4a^2)d1^40d2^26 + (0 + 4a + 1a^2)d1^41d2^26 + (2 + 2a + 4a^2)d1^42d2^26 + (0 + 2a + 4a^2)d1^43d2^26 + (2 + 1a + 0a^2)d1^44d2^26 + (1 + 2a + 2a^2)d1^45d2^26 + (4 + 0a + 0a^2)d1^46d2^26 + (3 + 2a + 3a^2)d1^47d2^26 + (2 + 3a + 4a^2)d1^48d2^26 + (1 + 1a + 1a^2)d1^49d2^26 + (1 + 4a + 0a^2)d1^50d2^26 + (1 + 2a + 0a^2)d1^51d2^26 + (3 + 1a + 3a^2)d1^52d2^26 + (0 + 3a + 4a^2)d1^53d2^26 + (4 + 2a + 2a^2)d1^54d2^26 + (1 + 1a + 2a^2)d1^55d2^26 + (0 + 2a + 3a^2)d1^56d2^26 + (0 + 3a + 0a^2)d1^57d2^26 + (2 + 3a + 1a^2)d1^58d2^26 + (0 + 4a + 4a^2)d1^59d2^26 + (3 + 3a + 3a^2)d1^60d2^26 + (0 + 4a + 0a^2)d1^61d2^26 + (2 + 1a + 1a^2)d1^62d2^26 + (3 + 3a + 0a^2)d1^63d2^26 + (3 + 3a + 0a^2)d1^64d2^26 + (0 + 4a + 3a^2)d1^65d2^26 + (1 + 0a + 2a^2)d1^66d2^26 + (1 + 1a + 2a^2)d1^67d2^26 + (2 + 1a + 0a^2)d1^68d2^26 + (3 + 0a + 2a^2)d1^69d2^26 + (3 + 0a + 2a^2)d1^70d2^26 + (2 + 3a + 3a^2)d1^71d2^26 + (0 + 1a + 2a^2)d1^72d2^26 + (0 + 1a + 3a^2)d1^73d2^26 + (4 + 1a + 0a^2)d1^74d2^26 + (1 + 4a + 3a^2)d1^75d2^26 + (3 + 2a + 1a^2)d1^76d2^26 + (2 + 1a + 3a^2)d1^77d2^26 + (2 + 1a + 1a^2)d1^78d2^26 + (1 + 0a + 3a^2)d1^79d2^26 + (2 + 1a + 2a^2)d1^80d2^26 + (4 + 1a + 1a^2)d1^81d2^26 + (3 + 3a + 2a^2)d1^82d2^26 + (3 + 2a + 2a^2)d1^84d2^26 + (2 + 1a + 0a^2)d1^85d2^26 + (1 + 1a + 4a^2)d1^86d2^26 + (3 + 2a + 0a^2)d1^87d2^26 + (3 + 2a + 0a^2)d1^88d2^26 + (2 + 3a + 0a^2)d1^89d2^26 + (1 + 1a + 0a^2)d1^90d2^26 + (0 + 3a + 1a^2)d1^91d2^26 + (2 + 0a + 4a^2)d1^92d2^26 + (0 + 0a + 2a^2)d1^93d2^26 + (3 + 4a + 4a^2)d1^94d2^26 + (1 + 0a + 4a^2)d1^95d2^26 + (0 + 4a + 4a^2)d1^96d2^26 + (1 + 2a + 4a^2)d1^97d2^26 + (0 + 3a + 3a^2)d1^98d2^26 + (0 + 4a + 1a^2)d1^99d2^26 + (0 + 0a + 2a^2)d1^100d2^26 + (1 + 3a + 3a^2)d1^101d2^26 + (2 + 2a + 4a^2)d1^102d2^26 + (0 + 3a + 0a^2)d1^103d2^26 + (3 + 2a + 2a^2)d1^104d2^26 + (0 + 0a + 3a^2)d1^105d2^26 + (3 + 1a + 4a^2)d1^106d2^26 + (4 + 3a + 0a^2)d1^107d2^26 + (0 + 2a + 3a^2)d1^108d2^26 + (4 + 3a + 2a^2)d1^109d2^26 + (2 + 3a + 1a^2)d1^110d2^26 + (2 + 1a + 0a^2)d1^111d2^26 + (1 + 2a + 2a^2)d1^112d2^26 + (3 + 0a + 2a^2)d1^113d2^26 + (4 + 3a + 4a^2)d1^114d2^26 + (4 + 3a + 3a^2)d1^115d2^26 + (1 + 2a + 1a^2)d1^116d2^26 + (1 + 4a + 3a^2)d1^117d2^26 + (1 + 4a + 2a^2)d1^118d2^26 + (3 + 4a + 2a^2)d1^119d2^26 + (2 + 2a + 4a^2)d1^120d2^26 + (0 + 4a + 1a^2)d1^121d2^26 + (4 + 2a + 3a^2)d1^122d2^26 + (0 + 4a + 1a^2)d1^123d2^26 + (0 + 3a + 0a^2)d1^124d2^26 + (2 + 2a + 3a^2)d1^125d2^26 + (4 + 3a + 2a^2)d1^126d2^26 + (3 + 4a + 0a^2)d1^127d2^26 + (0 + 2a + 2a^2)d1^128d2^26 + (2 + 3a + 2a^2)d1^129d2^26 + (0 + 2a + 0a^2)d1^130d2^26 + (2 + 2a + 2a^2)d1^131d2^26 + (1 + 0a + 0a^2)d1^132d2^26 + (1 + 0a + 4a^2)d1^133d2^26 + (0 + 2a + 0a^2)d1^134d2^26 + (4 + 2a + 4a^2)d1^135d2^26 + (4 + 4a + 4a^2)d1^136d2^26 + (0 + 1a + 3a^2)d1^137d2^26 + (1 + 4a + 1a^2)d1^138d2^26 + (1 + 2a + 1a^2)d1^139d2^26 + (3 + 4a + 2a^2)d1^140d2^26 + (3 + 1a + 1a^2)d1^141d2^26 + (3 + 4a + 1a^2)d1^142d2^26 + (2 + 4a + 1a^2)d1^143d2^26 + (0 + 4a + 3a^2)d1^144d2^26 + (3 + 4a + 4a^2)d1^145d2^26 + (2 + 2a + 2a^2)d1^146d2^26 + (0 + 4a + 0a^2)d1^147d2^26 + (3 + 2a + 0a^2)d1^148d2^26 + (1 + 2a + 2a^2)d1^149d2^26 + (3 + 4a + 1a^2)d1^150d2^26 + (1 + 3a + 1a^2)d1^151d2^26 + (4 + 0a + 3a^2)d1^152d2^26 + (2 + 2a + 3a^2)d1^153d2^26 + (4 + 2a + 3a^2)d1^154d2^26 + (1 + 4a + 1a^2)d1^155d2^26 + (0 + 0a + 2a^2)d1^156d2^26 + (0 + 1a + 2a^2)d1^157d2^26 + (4 + 1a + 2a^2)d1^158d2^26 + (2 + 4a + 2a^2)d1^159d2^26 + (2 + 1a + 0a^2)d1^160d2^26 + (2 + 4a + 3a^2)d1^161d2^26 + (2 + 1a + 2a^2)d1^162d2^26 + (2 + 2a + 0a^2)d1^163d2^26 + (2 + 0a + 2a^2)d1^164d2^26 + (1 + 2a + 1a^2)d1^165d2^26 + (2 + 3a + 0a^2)d1^166d2^26 + (1 + 0a + 3a^2)d1^167d2^26 + (1 + 2a + 3a^2)d1^168d2^26 + (3 + 4a + 4a^2)d1^169d2^26 + (2 + 1a + 2a^2)d1^170d2^26 + (1 + 2a + 2a^2)d1^171d2^26 + (2 + 2a + 1a^2)d1^172d2^26 + (0 + 0a + 3a^2)d1^173d2^26 + (2 + 4a + 0a^2)d1^174d2^26 + (2 + 4a + 0a^2)d1^175d2^26 + (1 + 0a + 1a^2)d1^176d2^26 + (4 + 4a + 2a^2)d1^177d2^26 + (3 + 2a + 0a^2)d1^178d2^26 + (4 + 1a + 3a^2)d1^179d2^26 + (3 + 4a + 3a^2)d1^180d2^26 + (2 + 1a + 2a^2)d1^181d2^26 + (1 + 2a + 2a^2)d1^182d2^26 + (0 + 2a + 4a^2)d1^183d2^26 + (3 + 2a + 4a^2)d1^184d2^26 + (4 + 1a + 0a^2)d1^185d2^26 + (1 + 0a + 0a^2)d1^186d2^26 + (1 + 2a + 1a^2)d1^188d2^26 + (1 + 4a + 2a^2)d1^189d2^26 + (0 + 2a + 0a^2)d1^190d2^26 + (1 + 3a + 0a^2)d1^191d2^26 + (3 + 4a + 4a^2)d1^192d2^26 + (2 + 2a + 0a^2)d1^193d2^26 + (1 + 3a + 1a^2)d1^194d2^26 + (4 + 2a + 1a^2)d1^195d2^26 + (4 + 4a + 2a^2)d1^196d2^26 + (3 + 1a + 4a^2)d1^197d2^26 + (0 + 1a + 2a^2)d1^198d2^26 + (0 + 2a + 3a^2)d1^199d2^26 + (3 + 3a + 2a^2)d1^200d2^26 + (1 + 4a + 1a^2)d1^201d2^26 + (4 + 1a + 1a^2)d1^202d2^26 + (2 + 0a + 2a^2)d1^203d2^26 + (4 + 1a + 0a^2)d1^204d2^26 + (4 + 0a + 1a^2)d1^205d2^26 + (3 + 3a + 1a^2)d1^206d2^26 + (2 + 1a + 4a^2)d1^207d2^26 + (4 + 4a + 3a^2)d1^208d2^26 + (1 + 4a + 3a^2)d1^209d2^26 + (0 + 3a + 2a^2)d1^210d2^26 + (3 + 4a + 0a^2)d1^211d2^26 + (0 + 3a + 2a^2)d1^213d2^26 + (3 + 4a + 2a^2)d1^214d2^26 + (2 + 0a + 0a^2)d1^215d2^26 + (1 + 2a + 2a^2)d1^216d2^26 + (3 + 1a + 0a^2)d1^217d2^26 + (4 + 1a + 0a^2)d1^218d2^26 + (3 + 0a + 0a^2)d1^219d2^26 + (3 + 1a + 1a^2)d1^220d2^26 + (0 + 2a + 4a^2)d1^221d2^26 + (1 + 0a + 4a^2)d1^222d2^26 + (4 + 4a + 1a^2)d1^223d2^26 + (2 + 2a + 2a^2)d1^224d2^26 + (2 + 1a + 1a^2)d1^225d2^26 + (1 + 2a + 4a^2)d1^226d2^26 + (2 + 1a + 4a^2)d1^227d2^26 + (0 + 1a + 0a^2)d1^228d2^26 + (2 + 0a + 2a^2)d1^229d2^26 + (0 + 4a + 3a^2)d1^230d2^26 + (2 + 1a + 0a^2)d1^231d2^26 + (4 + 0a + 3a^2)d1^232d2^26 + (2 + 4a + 2a^2)d1^233d2^26 + (2 + 3a + 0a^2)d1^234d2^26 + (0 + 2a + 1a^2)d1^235d2^26 + (2 + 1a + 1a^2)d1^236d2^26 + (4 + 3a + 3a^2)d1^237d2^26 + (2 + 4a + 1a^2)d1^238d2^26 + (0 + 1a + 4a^2)d1^239d2^26 + (1 + 0a + 0a^2)d1^240d2^26 + (0 + 3a + 3a^2)d1^241d2^26 + (2 + 3a + 3a^2)d1^242d2^26 + (2 + 1a + 0a^2)d1^243d2^26 + (3 + 1a + 4a^2)d1^244d2^26 + (4 + 0a + 3a^2)d1^245d2^26 + (4 + 3a + 3a^2)d1^246d2^26 + (0 + 3a + 0a^2)d1^247d2^26 + (4 + 3a + 0a^2)d1^248d2^26 + (0 + 1a + 0a^2)d1^250d2^26 + (3 + 1a + 2a^2)d1^251d2^26 + (1 + 1a + 1a^2)d1^252d2^26 + (2 + 2a + 1a^2)d1^253d2^26 + (3 + 1a + 4a^2)d1^254d2^26 + (3 + 0a + 2a^2)d1^255d2^26 + (2 + 0a + 2a^2)d1^256d2^26 + (2 + 4a + 4a^2)d1^257d2^26 + (1 + 4a + 2a^2)d1^258d2^26 + (1 + 3a + 1a^2)d1^259d2^26 + (2 + 2a + 2a^2)d1^260d2^26 + (4 + 0a + 1a^2)d1^261d2^26 + (0 + 2a + 3a^2)d1^262d2^26 + (1 + 3a + 1a^2)d1^263d2^26 + (4 + 3a + 1a^2)d1^264d2^26 + (1 + 2a + 1a^2)d1^265d2^26 + (0 + 2a + 1a^2)d1^266d2^26 + (3 + 3a + 3a^2)d1^267d2^26 + (1 + 3a + 0a^2)d1^268d2^26 + (0 + 1a + 0a^2)d1^269d2^26 + (2 + 1a + 0a^2)d1^270d2^26 + (2 + 1a + 2a^2)d1^271d2^26 + (0 + 1a + 0a^2)d1^272d2^26 + (0 + 3a + 4a^2)d1^273d2^26 + (0 + 2a + 2a^2)d1^274d2^26 + (2 + 3a + 4a^2)d1^275d2^26 + (1 + 1a + 0a^2)d1^276d2^26 + (4 + 3a + 0a^2)d1^277d2^26 + (0 + 3a + 3a^2)d1^278d2^26 + (4 + 1a + 2a^2)d1^279d2^26 + (1 + 3a + 0a^2)d1^280d2^26 + (3 + 3a + 1a^2)d1^281d2^26 + (1 + 3a + 2a^2)d1^282d2^26 + (4 + 0a + 4a^2)d1^283d2^26 + (3 + 3a + 0a^2)d1^284d2^26 + (2 + 2a + 2a^2)d1^285d2^26 + (4 + 3a + 0a^2)d1^286d2^26 + (4 + 0a + 0a^2)d1^287d2^26 + (2 + 2a + 1a^2)d1^288d2^26 + (1 + 3a + 1a^2)d1^289d2^26 + (3 + 0a + 3a^2)d1^290d2^26 + (0 + 0a + 3a^2)d1^291d2^26 + (0 + 0a + 3a^2)d1^292d2^26 + (4 + 0a + 4a^2)d1^293d2^26 + (3 + 3a + 1a^2)d2^27 + (1 + 0a + 0a^2)d1^1d2^27 + (2 + 0a + 3a^2)d1^2d2^27 + (1 + 3a + 2a^2)d1^3d2^27 + (0 + 2a + 3a^2)d1^4d2^27 + (0 + 1a + 4a^2)d1^5d2^27 + (1 + 1a + 3a^2)d1^6d2^27 + (3 + 0a + 0a^2)d1^7d2^27 + (4 + 4a + 1a^2)d1^8d2^27 + (3 + 4a + 1a^2)d1^9d2^27 + (0 + 0a + 2a^2)d1^10d2^27 + (1 + 3a + 2a^2)d1^11d2^27 + (2 + 4a + 1a^2)d1^12d2^27 + (3 + 2a + 4a^2)d1^13d2^27 + (3 + 2a + 4a^2)d1^14d2^27 + (2 + 0a + 3a^2)d1^15d2^27 + (1 + 2a + 1a^2)d1^16d2^27 + (2 + 3a + 1a^2)d1^17d2^27 + (3 + 0a + 4a^2)d1^18d2^27 + (1 + 4a + 1a^2)d1^19d2^27 + (1 + 1a + 4a^2)d1^20d2^27 + (2 + 1a + 3a^2)d1^21d2^27 + (1 + 3a + 4a^2)d1^22d2^27 + (2 + 0a + 2a^2)d1^23d2^27 + (0 + 4a + 1a^2)d1^24d2^27 + (3 + 4a + 0a^2)d1^25d2^27 + (2 + 3a + 4a^2)d1^26d2^27 + (2 + 3a + 1a^2)d1^27d2^27 + (3 + 0a + 4a^2)d1^28d2^27 + (3 + 2a + 0a^2)d1^29d2^27 + (1 + 0a + 2a^2)d1^30d2^27 + (4 + 3a + 1a^2)d1^31d2^27 + (4 + 4a + 0a^2)d1^32d2^27 + (3 + 0a + 3a^2)d1^33d2^27 + (0 + 0a + 1a^2)d1^34d2^27 + (1 + 4a + 1a^2)d1^35d2^27 + (3 + 1a + 1a^2)d1^36d2^27 + (0 + 1a + 3a^2)d1^37d2^27 + (4 + 0a + 3a^2)d1^38d2^27 + (2 + 1a + 4a^2)d1^39d2^27 + (1 + 2a + 2a^2)d1^40d2^27 + (2 + 1a + 0a^2)d1^41d2^27 + (3 + 4a + 0a^2)d1^42d2^27 + (2 + 3a + 2a^2)d1^43d2^27 + (4 + 2a + 3a^2)d1^44d2^27 + (1 + 3a + 2a^2)d1^45d2^27 + (4 + 3a + 1a^2)d1^46d2^27 + (4 + 2a + 3a^2)d1^47d2^27 + (1 + 3a + 1a^2)d1^48d2^27 + (3 + 0a + 0a^2)d1^49d2^27 + (0 + 1a + 0a^2)d1^50d2^27 + (1 + 1a + 1a^2)d1^51d2^27 + (0 + 0a + 1a^2)d1^52d2^27 + (4 + 3a + 4a^2)d1^53d2^27 + (4 + 3a + 1a^2)d1^54d2^27 + (0 + 2a + 3a^2)d1^55d2^27 + (3 + 3a + 4a^2)d1^56d2^27 + (4 + 0a + 4a^2)d1^57d2^27 + (2 + 0a + 3a^2)d1^58d2^27 + (1 + 3a + 3a^2)d1^59d2^27 + (4 + 2a + 0a^2)d1^60d2^27 + (3 + 2a + 4a^2)d1^61d2^27 + (3 + 1a + 3a^2)d1^62d2^27 + (1 + 4a + 1a^2)d1^63d2^27 + (0 + 4a + 4a^2)d1^64d2^27 + (3 + 4a + 3a^2)d1^65d2^27 + (2 + 2a + 0a^2)d1^66d2^27 + (3 + 3a + 1a^2)d1^67d2^27 + (4 + 2a + 3a^2)d1^68d2^27 + (2 + 4a + 0a^2)d1^69d2^27 + (0 + 3a + 1a^2)d1^70d2^27 + (2 + 4a + 3a^2)d1^71d2^27 + (0 + 3a + 0a^2)d1^72d2^27 + (0 + 3a + 2a^2)d1^73d2^27 + (2 + 0a + 3a^2)d1^74d2^27 + (3 + 1a + 3a^2)d1^75d2^27 + (1 + 3a + 0a^2)d1^76d2^27 + (0 + 0a + 4a^2)d1^77d2^27 + (4 + 4a + 2a^2)d1^78d2^27 + (2 + 4a + 3a^2)d1^79d2^27 + (0 + 2a + 0a^2)d1^80d2^27 + (3 + 0a + 1a^2)d1^81d2^27 + (1 + 3a + 3a^2)d1^82d2^27 + (4 + 1a + 2a^2)d1^83d2^27 + (2 + 3a + 1a^2)d1^84d2^27 + (0 + 4a + 4a^2)d1^85d2^27 + (3 + 2a + 4a^2)d1^86d2^27 + (1 + 4a + 3a^2)d1^87d2^27 + (1 + 1a + 3a^2)d1^88d2^27 + (2 + 3a + 0a^2)d1^89d2^27 + (2 + 1a + 0a^2)d1^90d2^27 + (4 + 4a + 2a^2)d1^91d2^27 + (4 + 3a + 3a^2)d1^92d2^27 + (0 + 3a + 1a^2)d1^93d2^27 + (0 + 3a + 1a^2)d1^94d2^27 + (1 + 2a + 4a^2)d1^95d2^27 + (0 + 4a + 4a^2)d1^96d2^27 + (3 + 4a + 2a^2)d1^97d2^27 + (1 + 3a + 3a^2)d1^98d2^27 + (4 + 3a + 4a^2)d1^99d2^27 + (3 + 1a + 0a^2)d1^100d2^27 + (2 + 0a + 2a^2)d1^101d2^27 + (1 + 0a + 4a^2)d1^102d2^27 + (1 + 0a + 0a^2)d1^103d2^27 + (4 + 1a + 1a^2)d1^104d2^27 + (1 + 0a + 1a^2)d1^105d2^27 + (3 + 3a + 4a^2)d1^106d2^27 + (3 + 1a + 0a^2)d1^107d2^27 + (1 + 2a + 2a^2)d1^108d2^27 + (0 + 4a + 4a^2)d1^109d2^27 + (3 + 3a + 3a^2)d1^110d2^27 + (3 + 2a + 0a^2)d1^111d2^27 + (1 + 1a + 1a^2)d1^112d2^27 + (1 + 0a + 1a^2)d1^113d2^27 + (3 + 3a + 2a^2)d1^114d2^27 + (0 + 1a + 3a^2)d1^115d2^27 + (2 + 4a + 0a^2)d1^116d2^27 + (4 + 2a + 0a^2)d1^117d2^27 + (4 + 0a + 4a^2)d1^118d2^27 + (1 + 0a + 0a^2)d1^119d2^27 + (3 + 0a + 3a^2)d1^120d2^27 + (0 + 1a + 2a^2)d1^121d2^27 + (3 + 2a + 1a^2)d1^122d2^27 + (0 + 4a + 2a^2)d1^123d2^27 + (0 + 4a + 1a^2)d1^124d2^27 + (4 + 2a + 1a^2)d1^125d2^27 + (0 + 4a + 1a^2)d1^126d2^27 + (1 + 3a + 4a^2)d1^127d2^27 + (0 + 3a + 2a^2)d1^128d2^27 + (2 + 2a + 4a^2)d1^129d2^27 + (2 + 3a + 2a^2)d1^130d2^27 + (4 + 2a + 1a^2)d1^131d2^27 + (2 + 1a + 2a^2)d1^132d2^27 + (1 + 2a + 0a^2)d1^133d2^27 + (4 + 1a + 1a^2)d1^134d2^27 + (4 + 4a + 2a^2)d1^135d2^27 + (1 + 2a + 3a^2)d1^136d2^27 + (0 + 3a + 4a^2)d1^137d2^27 + (0 + 0a + 4a^2)d1^138d2^27 + (0 + 2a + 0a^2)d1^139d2^27 + (4 + 1a + 4a^2)d1^140d2^27 + (2 + 1a + 0a^2)d1^141d2^27 + (4 + 4a + 2a^2)d1^142d2^27 + (1 + 0a + 4a^2)d1^143d2^27 + (0 + 4a + 4a^2)d1^144d2^27 + (4 + 3a + 1a^2)d1^145d2^27 + (4 + 1a + 0a^2)d1^146d2^27 + (0 + 4a + 0a^2)d1^147d2^27 + (0 + 3a + 2a^2)d1^148d2^27 + (4 + 3a + 0a^2)d1^149d2^27 + (2 + 1a + 0a^2)d1^151d2^27 + (3 + 4a + 2a^2)d1^152d2^27 + (3 + 0a + 4a^2)d1^153d2^27 + (2 + 2a + 2a^2)d1^154d2^27 + (0 + 3a + 3a^2)d1^155d2^27 + (2 + 0a + 4a^2)d1^156d2^27 + (0 + 4a + 0a^2)d1^157d2^27 + (4 + 1a + 2a^2)d1^158d2^27 + (3 + 0a + 4a^2)d1^159d2^27 + (2 + 1a + 2a^2)d1^160d2^27 + (1 + 1a + 0a^2)d1^161d2^27 + (4 + 0a + 3a^2)d1^162d2^27 + (0 + 1a + 4a^2)d1^163d2^27 + (4 + 0a + 4a^2)d1^164d2^27 + (4 + 3a + 0a^2)d1^165d2^27 + (2 + 2a + 0a^2)d1^166d2^27 + (1 + 0a + 3a^2)d1^167d2^27 + (2 + 1a + 3a^2)d1^168d2^27 + (3 + 4a + 1a^2)d1^169d2^27 + (3 + 2a + 4a^2)d1^170d2^27 + (1 + 1a + 0a^2)d1^171d2^27 + (2 + 0a + 4a^2)d1^172d2^27 + (1 + 1a + 2a^2)d1^173d2^27 + (0 + 4a + 4a^2)d1^174d2^27 + (3 + 2a + 3a^2)d1^175d2^27 + (0 + 3a + 3a^2)d1^176d2^27 + (0 + 0a + 1a^2)d1^177d2^27 + (3 + 0a + 2a^2)d1^178d2^27 + (3 + 2a + 2a^2)d1^179d2^27 + (1 + 3a + 1a^2)d1^180d2^27 + (0 + 3a + 3a^2)d1^181d2^27 + (4 + 3a + 1a^2)d1^182d2^27 + (1 + 4a + 2a^2)d1^183d2^27 + (2 + 0a + 2a^2)d1^184d2^27 + (0 + 0a + 1a^2)d1^185d2^27 + (2 + 1a + 0a^2)d1^186d2^27 + (0 + 3a + 2a^2)d1^187d2^27 + (3 + 4a + 1a^2)d1^188d2^27 + (3 + 4a + 3a^2)d1^189d2^27 + (4 + 1a + 2a^2)d1^190d2^27 + (1 + 3a + 1a^2)d1^191d2^27 + (3 + 2a + 2a^2)d1^192d2^27 + (2 + 4a + 4a^2)d1^193d2^27 + (4 + 4a + 3a^2)d1^194d2^27 + (3 + 0a + 3a^2)d1^195d2^27 + (1 + 4a + 0a^2)d1^196d2^27 + (4 + 4a + 2a^2)d1^197d2^27 + (4 + 2a + 2a^2)d1^198d2^27 + (4 + 1a + 0a^2)d1^199d2^27 + (3 + 4a + 4a^2)d1^200d2^27 + (2 + 1a + 0a^2)d1^201d2^27 + (2 + 1a + 3a^2)d1^202d2^27 + (4 + 0a + 0a^2)d1^203d2^27 + (3 + 0a + 1a^2)d1^204d2^27 + (2 + 2a + 4a^2)d1^205d2^27 + (0 + 0a + 4a^2)d1^206d2^27 + (3 + 2a + 1a^2)d1^207d2^27 + (2 + 3a + 1a^2)d1^208d2^27 + (2 + 0a + 0a^2)d1^209d2^27 + (2 + 0a + 1a^2)d1^210d2^27 + (3 + 2a + 3a^2)d1^211d2^27 + (0 + 2a + 4a^2)d1^212d2^27 + (0 + 4a + 2a^2)d1^213d2^27 + (1 + 1a + 1a^2)d1^214d2^27 + (0 + 0a + 1a^2)d1^215d2^27 + (3 + 3a + 2a^2)d1^216d2^27 + (3 + 0a + 1a^2)d1^217d2^27 + (3 + 2a + 3a^2)d1^218d2^27 + (0 + 0a + 4a^2)d1^219d2^27 + (1 + 3a + 3a^2)d1^220d2^27 + (0 + 4a + 1a^2)d1^221d2^27 + (4 + 2a + 4a^2)d1^222d2^27 + (0 + 2a + 3a^2)d1^223d2^27 + (0 + 4a + 1a^2)d1^224d2^27 + (4 + 0a + 3a^2)d1^225d2^27 + (3 + 0a + 3a^2)d1^226d2^27 + (3 + 0a + 2a^2)d1^227d2^27 + (0 + 2a + 1a^2)d1^228d2^27 + (4 + 3a + 1a^2)d1^229d2^27 + (3 + 1a + 4a^2)d1^230d2^27 + (4 + 3a + 0a^2)d1^231d2^27 + (2 + 1a + 1a^2)d1^232d2^27 + (1 + 1a + 1a^2)d1^233d2^27 + (0 + 2a + 0a^2)d1^234d2^27 + (1 + 4a + 4a^2)d1^235d2^27 + (3 + 2a + 2a^2)d1^236d2^27 + (1 + 2a + 0a^2)d1^237d2^27 + (2 + 0a + 3a^2)d1^238d2^27 + (4 + 2a + 1a^2)d1^239d2^27 + (0 + 4a + 0a^2)d1^240d2^27 + (0 + 0a + 4a^2)d1^241d2^27 + (3 + 0a + 2a^2)d1^242d2^27 + (3 + 0a + 4a^2)d1^243d2^27 + (4 + 2a + 2a^2)d1^244d2^27 + (4 + 3a + 4a^2)d1^245d2^27 + (0 + 1a + 4a^2)d1^246d2^27 + (2 + 1a + 1a^2)d1^247d2^27 + (3 + 3a + 0a^2)d1^248d2^27 + (1 + 0a + 3a^2)d1^249d2^27 + (1 + 1a + 0a^2)d1^250d2^27 + (2 + 0a + 2a^2)d1^251d2^27 + (2 + 2a + 0a^2)d1^252d2^27 + (1 + 1a + 3a^2)d1^253d2^27 + (3 + 3a + 0a^2)d1^254d2^27 + (0 + 2a + 1a^2)d1^255d2^27 + (0 + 0a + 4a^2)d1^256d2^27 + (0 + 2a + 0a^2)d1^257d2^27 + (0 + 2a + 4a^2)d1^258d2^27 + (1 + 3a + 4a^2)d1^259d2^27 + (2 + 0a + 3a^2)d1^260d2^27 + (2 + 3a + 2a^2)d1^261d2^27 + (2 + 0a + 0a^2)d1^262d2^27 + (1 + 3a + 0a^2)d1^263d2^27 + (0 + 2a + 2a^2)d1^264d2^27 + (3 + 1a + 2a^2)d1^265d2^27 + (4 + 3a + 3a^2)d1^266d2^27 + (3 + 4a + 3a^2)d1^267d2^27 + (0 + 3a + 2a^2)d1^268d2^27 + (4 + 3a + 4a^2)d1^269d2^27 + (0 + 1a + 1a^2)d1^270d2^27 + (1 + 2a + 0a^2)d1^271d2^27 + (2 + 4a + 3a^2)d1^272d2^27 + (2 + 3a + 2a^2)d1^273d2^27 + (3 + 0a + 4a^2)d1^274d2^27 + (2 + 3a + 1a^2)d1^275d2^27 + (4 + 4a + 0a^2)d1^276d2^27 + (3 + 3a + 2a^2)d1^277d2^27 + (2 + 1a + 2a^2)d1^278d2^27 + (4 + 3a + 1a^2)d1^279d2^27 + (0 + 2a + 3a^2)d1^280d2^27 + (1 + 2a + 4a^2)d1^281d2^27 + (4 + 4a + 1a^2)d1^282d2^27 + (3 + 3a + 3a^2)d1^283d2^27 + (0 + 3a + 0a^2)d1^284d2^27 + (4 + 2a + 3a^2)d1^285d2^27 + (0 + 4a + 3a^2)d1^286d2^27 + (0 + 1a + 3a^2)d1^287d2^27 + (4 + 0a + 2a^2)d1^288d2^27 + (4 + 4a + 1a^2)d1^289d2^27 + (3 + 3a + 1a^2)d1^290d2^27 + (0 + 4a + 2a^2)d1^291d2^27 + (1 + 0a + 4a^2)d1^292d2^27 + (3 + 1a + 2a^2)d1^293d2^27 + (0 + 0a + 1a^2)d2^28 + (2 + 1a + 2a^2)d1^1d2^28 + (0 + 1a + 4a^2)d1^2d2^28 + (4 + 1a + 0a^2)d1^3d2^28 + (1 + 3a + 3a^2)d1^4d2^28 + (1 + 4a + 3a^2)d1^5d2^28 + (0 + 3a + 3a^2)d1^6d2^28 + (4 + 1a + 4a^2)d1^7d2^28 + (4 + 2a + 0a^2)d1^8d2^28 + (2 + 2a + 3a^2)d1^9d2^28 + (3 + 2a + 0a^2)d1^10d2^28 + (2 + 1a + 2a^2)d1^11d2^28 + (1 + 0a + 2a^2)d1^12d2^28 + (3 + 0a + 0a^2)d1^13d2^28 + (0 + 1a + 0a^2)d1^14d2^28 + (2 + 4a + 3a^2)d1^15d2^28 + (4 + 4a + 0a^2)d1^16d2^28 + (4 + 2a + 2a^2)d1^17d2^28 + (3 + 2a + 3a^2)d1^18d2^28 + (1 + 0a + 2a^2)d1^19d2^28 + (3 + 2a + 4a^2)d1^21d2^28 + (4 + 0a + 2a^2)d1^22d2^28 + (1 + 0a + 0a^2)d1^23d2^28 + (3 + 0a + 4a^2)d1^24d2^28 + (0 + 4a + 4a^2)d1^25d2^28 + (1 + 2a + 2a^2)d1^26d2^28 + (2 + 2a + 4a^2)d1^27d2^28 + (1 + 4a + 2a^2)d1^28d2^28 + (1 + 3a + 4a^2)d1^29d2^28 + (3 + 2a + 2a^2)d1^30d2^28 + (3 + 2a + 0a^2)d1^31d2^28 + (4 + 0a + 0a^2)d1^32d2^28 + (1 + 2a + 0a^2)d1^33d2^28 + (0 + 3a + 0a^2)d1^34d2^28 + (2 + 0a + 1a^2)d1^35d2^28 + (2 + 1a + 0a^2)d1^36d2^28 + (2 + 1a + 4a^2)d1^37d2^28 + (1 + 1a + 2a^2)d1^38d2^28 + (2 + 3a + 0a^2)d1^39d2^28 + (0 + 0a + 4a^2)d1^40d2^28 + (1 + 4a + 0a^2)d1^41d2^28 + (0 + 1a + 2a^2)d1^42d2^28 + (3 + 4a + 3a^2)d1^43d2^28 + (1 + 4a + 4a^2)d1^44d2^28 + (3 + 2a + 3a^2)d1^45d2^28 + (0 + 0a + 3a^2)d1^46d2^28 + (1 + 0a + 3a^2)d1^47d2^28 + (1 + 3a + 2a^2)d1^48d2^28 + (4 + 2a + 2a^2)d1^49d2^28 + (1 + 4a + 3a^2)d1^50d2^28 + (1 + 2a + 4a^2)d1^51d2^28 + (1 + 4a + 1a^2)d1^52d2^28 + (1 + 4a + 2a^2)d1^53d2^28 + (4 + 4a + 3a^2)d1^54d2^28 + (1 + 0a + 2a^2)d1^55d2^28 + (3 + 2a + 4a^2)d1^56d2^28 + (1 + 1a + 1a^2)d1^57d2^28 + (3 + 3a + 0a^2)d1^58d2^28 + (2 + 0a + 3a^2)d1^59d2^28 + (0 + 1a + 1a^2)d1^60d2^28 + (4 + 0a + 0a^2)d1^61d2^28 + (0 + 1a + 3a^2)d1^62d2^28 + (0 + 4a + 4a^2)d1^63d2^28 + (4 + 1a + 1a^2)d1^64d2^28 + (4 + 2a + 3a^2)d1^65d2^28 + (2 + 3a + 0a^2)d1^66d2^28 + (2 + 4a + 1a^2)d1^67d2^28 + (2 + 4a + 2a^2)d1^68d2^28 + (3 + 1a + 3a^2)d1^69d2^28 + (1 + 2a + 4a^2)d1^70d2^28 + (2 + 3a + 2a^2)d1^71d2^28 + (4 + 1a + 2a^2)d1^72d2^28 + (0 + 3a + 2a^2)d1^73d2^28 + (2 + 3a + 2a^2)d1^74d2^28 + (2 + 0a + 2a^2)d1^75d2^28 + (0 + 4a + 3a^2)d1^76d2^28 + (1 + 4a + 4a^2)d1^77d2^28 + (0 + 2a + 1a^2)d1^78d2^28 + (1 + 1a + 0a^2)d1^79d2^28 + (3 + 3a + 0a^2)d1^80d2^28 + (0 + 4a + 4a^2)d1^81d2^28 + (3 + 3a + 3a^2)d1^82d2^28 + (4 + 3a + 4a^2)d1^83d2^28 + (2 + 1a + 4a^2)d1^84d2^28 + (0 + 3a + 0a^2)d1^85d2^28 + (2 + 1a + 4a^2)d1^86d2^28 + (0 + 3a + 3a^2)d1^87d2^28 + (4 + 4a + 2a^2)d1^88d2^28 + (1 + 0a + 1a^2)d1^89d2^28 + (4 + 1a + 3a^2)d1^90d2^28 + (3 + 1a + 0a^2)d1^91d2^28 + (3 + 1a + 0a^2)d1^92d2^28 + (3 + 0a + 0a^2)d1^93d2^28 + (1 + 0a + 4a^2)d1^94d2^28 + (4 + 4a + 2a^2)d1^95d2^28 + (4 + 3a + 1a^2)d1^96d2^28 + (3 + 0a + 4a^2)d1^97d2^28 + (0 + 3a + 4a^2)d1^98d2^28 + (3 + 0a + 3a^2)d1^99d2^28 + (1 + 2a + 0a^2)d1^100d2^28 + (3 + 1a + 4a^2)d1^101d2^28 + (4 + 0a + 3a^2)d1^102d2^28 + (1 + 3a + 0a^2)d1^103d2^28 + (3 + 1a + 0a^2)d1^104d2^28 + (0 + 2a + 4a^2)d1^105d2^28 + (2 + 2a + 4a^2)d1^106d2^28 + (0 + 1a + 1a^2)d1^107d2^28 + (0 + 4a + 2a^2)d1^108d2^28 + (2 + 4a + 1a^2)d1^109d2^28 + (3 + 2a + 2a^2)d1^110d2^28 + (4 + 0a + 2a^2)d1^111d2^28 + (2 + 0a + 3a^2)d1^112d2^28 + (4 + 3a + 2a^2)d1^113d2^28 + (1 + 2a + 4a^2)d1^114d2^28 + (1 + 0a + 2a^2)d1^115d2^28 + (1 + 4a + 0a^2)d1^116d2^28 + (4 + 2a + 0a^2)d1^117d2^28 + (2 + 3a + 4a^2)d1^118d2^28 + (4 + 4a + 1a^2)d1^119d2^28 + (0 + 0a + 1a^2)d1^120d2^28 + (2 + 2a + 0a^2)d1^121d2^28 + (3 + 1a + 1a^2)d1^122d2^28 + (3 + 0a + 2a^2)d1^123d2^28 + (1 + 4a + 2a^2)d1^124d2^28 + (4 + 1a + 2a^2)d1^125d2^28 + (1 + 4a + 2a^2)d1^126d2^28 + (4 + 1a + 3a^2)d1^127d2^28 + (0 + 3a + 3a^2)d1^128d2^28 + (1 + 4a + 4a^2)d1^129d2^28 + (1 + 1a + 2a^2)d1^130d2^28 + (2 + 4a + 4a^2)d1^131d2^28 + (1 + 2a + 4a^2)d1^132d2^28 + (4 + 2a + 3a^2)d1^133d2^28 + (3 + 3a + 3a^2)d1^134d2^28 + (4 + 1a + 4a^2)d1^135d2^28 + (4 + 3a + 3a^2)d1^136d2^28 + (0 + 3a + 1a^2)d1^137d2^28 + (3 + 4a + 3a^2)d1^138d2^28 + (4 + 0a + 2a^2)d1^139d2^28 + (4 + 0a + 3a^2)d1^140d2^28 + (2 + 1a + 0a^2)d1^141d2^28 + (0 + 2a + 1a^2)d1^142d2^28 + (2 + 2a + 0a^2)d1^143d2^28 + (2 + 1a + 0a^2)d1^144d2^28 + (1 + 1a + 2a^2)d1^145d2^28 + (4 + 3a + 4a^2)d1^146d2^28 + (2 + 2a + 4a^2)d1^147d2^28 + (1 + 3a + 1a^2)d1^148d2^28 + (1 + 4a + 3a^2)d1^149d2^28 + (2 + 1a + 1a^2)d1^150d2^28 + (2 + 4a + 0a^2)d1^151d2^28 + (4 + 4a + 3a^2)d1^152d2^28 + (4 + 1a + 1a^2)d1^153d2^28 + (1 + 4a + 2a^2)d1^154d2^28 + (3 + 0a + 3a^2)d1^155d2^28 + (2 + 0a + 0a^2)d1^156d2^28 + (4 + 2a + 3a^2)d1^157d2^28 + (2 + 3a + 3a^2)d1^158d2^28 + (1 + 0a + 2a^2)d1^159d2^28 + (3 + 1a + 3a^2)d1^160d2^28 + (4 + 3a + 3a^2)d1^161d2^28 + (4 + 1a + 1a^2)d1^162d2^28 + (0 + 0a + 4a^2)d1^163d2^28 + (4 + 2a + 3a^2)d1^164d2^28 + (0 + 1a + 4a^2)d1^165d2^28 + (2 + 4a + 0a^2)d1^166d2^28 + (2 + 0a + 0a^2)d1^167d2^28 + (4 + 3a + 1a^2)d1^168d2^28 + (1 + 3a + 3a^2)d1^169d2^28 + (1 + 0a + 1a^2)d1^170d2^28 + (2 + 1a + 3a^2)d1^171d2^28 + (1 + 1a + 4a^2)d1^172d2^28 + (2 + 1a + 1a^2)d1^173d2^28 + (4 + 3a + 2a^2)d1^174d2^28 + (2 + 4a + 1a^2)d1^175d2^28 + (4 + 4a + 4a^2)d1^176d2^28 + (3 + 4a + 4a^2)d1^177d2^28 + (0 + 4a + 1a^2)d1^178d2^28 + (3 + 3a + 0a^2)d1^179d2^28 + (4 + 1a + 4a^2)d1^180d2^28 + (0 + 1a + 1a^2)d1^181d2^28 + (4 + 1a + 4a^2)d1^182d2^28 + (0 + 0a + 1a^2)d1^183d2^28 + (0 + 3a + 2a^2)d1^184d2^28 + (0 + 4a + 4a^2)d1^185d2^28 + (1 + 4a + 0a^2)d1^186d2^28 + (4 + 4a + 0a^2)d1^187d2^28 + (0 + 3a + 1a^2)d1^188d2^28 + (4 + 2a + 2a^2)d1^189d2^28 + (3 + 0a + 0a^2)d1^190d2^28 + (4 + 3a + 1a^2)d1^191d2^28 + (0 + 1a + 0a^2)d1^192d2^28 + (0 + 1a + 1a^2)d1^193d2^28 + (2 + 2a + 2a^2)d1^194d2^28 + (0 + 1a + 0a^2)d1^195d2^28 + (0 + 2a + 1a^2)d1^196d2^28 + (0 + 2a + 3a^2)d1^197d2^28 + (3 + 1a + 1a^2)d1^198d2^28 + (1 + 2a + 1a^2)d1^199d2^28 + (2 + 0a + 2a^2)d1^200d2^28 + (1 + 4a + 1a^2)d1^201d2^28 + (4 + 2a + 4a^2)d1^202d2^28 + (3 + 3a + 3a^2)d1^203d2^28 + (4 + 1a + 4a^2)d1^204d2^28 + (1 + 3a + 2a^2)d1^205d2^28 + (0 + 1a + 1a^2)d1^207d2^28 + (2 + 0a + 1a^2)d1^208d2^28 + (2 + 4a + 4a^2)d1^209d2^28 + (4 + 1a + 2a^2)d1^210d2^28 + (1 + 3a + 2a^2)d1^211d2^28 + (1 + 3a + 4a^2)d1^212d2^28 + (1 + 0a + 1a^2)d1^213d2^28 + (0 + 1a + 3a^2)d1^214d2^28 + (0 + 3a + 4a^2)d1^215d2^28 + (1 + 3a + 1a^2)d1^216d2^28 + (3 + 0a + 1a^2)d1^217d2^28 + (1 + 1a + 2a^2)d1^218d2^28 + (1 + 2a + 3a^2)d1^219d2^28 + (0 + 3a + 0a^2)d1^220d2^28 + (3 + 2a + 2a^2)d1^221d2^28 + (4 + 2a + 3a^2)d1^222d2^28 + (3 + 4a + 0a^2)d1^223d2^28 + (3 + 4a + 0a^2)d1^224d2^28 + (2 + 4a + 0a^2)d1^225d2^28 + (3 + 4a + 3a^2)d1^226d2^28 + (2 + 3a + 1a^2)d1^227d2^28 + (2 + 3a + 3a^2)d1^228d2^28 + (1 + 4a + 1a^2)d1^229d2^28 + (0 + 2a + 1a^2)d1^230d2^28 + (1 + 1a + 4a^2)d1^231d2^28 + (1 + 1a + 3a^2)d1^232d2^28 + (4 + 2a + 2a^2)d1^233d2^28 + (3 + 3a + 2a^2)d1^234d2^28 + (0 + 3a + 2a^2)d1^235d2^28 + (0 + 3a + 1a^2)d1^236d2^28 + (0 + 4a + 0a^2)d1^237d2^28 + (1 + 4a + 1a^2)d1^238d2^28 + (0 + 4a + 0a^2)d1^239d2^28 + (2 + 2a + 3a^2)d1^240d2^28 + (3 + 0a + 1a^2)d1^241d2^28 + (2 + 4a + 2a^2)d1^242d2^28 + (1 + 2a + 2a^2)d1^243d2^28 + (0 + 0a + 2a^2)d1^244d2^28 + (2 + 1a + 2a^2)d1^245d2^28 + (0 + 1a + 0a^2)d1^246d2^28 + (2 + 1a + 0a^2)d1^247d2^28 + (3 + 4a + 0a^2)d1^248d2^28 + (1 + 2a + 2a^2)d1^249d2^28 + (1 + 1a + 3a^2)d1^250d2^28 + (3 + 4a + 3a^2)d1^251d2^28 + (4 + 0a + 2a^2)d1^252d2^28 + (1 + 2a + 4a^2)d1^253d2^28 + (0 + 0a + 4a^2)d1^254d2^28 + (3 + 0a + 3a^2)d1^255d2^28 + (1 + 4a + 3a^2)d1^256d2^28 + (2 + 0a + 1a^2)d1^257d2^28 + (1 + 3a + 2a^2)d1^258d2^28 + (1 + 1a + 4a^2)d1^259d2^28 + (1 + 4a + 1a^2)d1^260d2^28 + (2 + 0a + 3a^2)d1^261d2^28 + (3 + 1a + 2a^2)d1^262d2^28 + (4 + 1a + 0a^2)d1^263d2^28 + (0 + 4a + 1a^2)d1^264d2^28 + (2 + 0a + 1a^2)d1^265d2^28 + (4 + 0a + 0a^2)d1^266d2^28 + (4 + 4a + 4a^2)d1^267d2^28 + (1 + 1a + 0a^2)d1^268d2^28 + (3 + 4a + 0a^2)d1^269d2^28 + (4 + 0a + 0a^2)d1^270d2^28 + (0 + 0a + 2a^2)d1^271d2^28 + (3 + 4a + 3a^2)d1^272d2^28 + (4 + 1a + 4a^2)d1^273d2^28 + (2 + 3a + 0a^2)d1^274d2^28 + (2 + 3a + 0a^2)d1^275d2^28 + (3 + 2a + 4a^2)d1^276d2^28 + (1 + 1a + 4a^2)d1^277d2^28 + (4 + 0a + 2a^2)d1^278d2^28 + (4 + 3a + 0a^2)d1^279d2^28 + (0 + 4a + 4a^2)d1^280d2^28 + (3 + 2a + 3a^2)d1^281d2^28 + (1 + 1a + 0a^2)d1^282d2^28 + (4 + 2a + 3a^2)d1^283d2^28 + (2 + 2a + 4a^2)d1^284d2^28 + (3 + 4a + 0a^2)d1^285d2^28 + (3 + 0a + 4a^2)d1^286d2^28 + (4 + 4a + 1a^2)d1^287d2^28 + (0 + 3a + 4a^2)d1^288d2^28 + (2 + 1a + 4a^2)d1^289d2^28 + (3 + 2a + 2a^2)d1^290d2^28 + (2 + 3a + 4a^2)d1^291d2^28 + (0 + 0a + 3a^2)d1^292d2^28 + (0 + 2a + 3a^2)d1^293d2^28 + (0 + 4a + 3a^2)d2^29 + (2 + 1a + 1a^2)d1^1d2^29 + (1 + 4a + 3a^2)d1^2d2^29 + (1 + 0a + 0a^2)d1^3d2^29 + (3 + 1a + 4a^2)d1^4d2^29 + (2 + 3a + 2a^2)d1^5d2^29 + (1 + 1a + 0a^2)d1^6d2^29 + (2 + 3a + 2a^2)d1^7d2^29 + (1 + 2a + 3a^2)d1^8d2^29 + (2 + 0a + 1a^2)d1^9d2^29 + (3 + 1a + 0a^2)d1^10d2^29 + (1 + 3a + 4a^2)d1^11d2^29 + (1 + 2a + 4a^2)d1^12d2^29 + (3 + 4a + 2a^2)d1^13d2^29 + (0 + 2a + 0a^2)d1^14d2^29 + (4 + 2a + 3a^2)d1^15d2^29 + (1 + 1a + 4a^2)d1^16d2^29 + (1 + 2a + 0a^2)d1^17d2^29 + (1 + 1a + 2a^2)d1^18d2^29 + (3 + 2a + 3a^2)d1^19d2^29 + (3 + 1a + 4a^2)d1^20d2^29 + (3 + 0a + 0a^2)d1^21d2^29 + (0 + 0a + 1a^2)d1^22d2^29 + (4 + 2a + 2a^2)d1^23d2^29 + (3 + 1a + 4a^2)d1^24d2^29 + (2 + 0a + 4a^2)d1^25d2^29 + (3 + 0a + 4a^2)d1^26d2^29 + (0 + 4a + 4a^2)d1^27d2^29 + (1 + 4a + 3a^2)d1^28d2^29 + (2 + 4a + 4a^2)d1^29d2^29 + (2 + 3a + 3a^2)d1^30d2^29 + (0 + 1a + 3a^2)d1^31d2^29 + (1 + 4a + 1a^2)d1^32d2^29 + (4 + 4a + 3a^2)d1^33d2^29 + (2 + 0a + 4a^2)d1^34d2^29 + (4 + 4a + 3a^2)d1^35d2^29 + (4 + 0a + 1a^2)d1^36d2^29 + (4 + 2a + 1a^2)d1^37d2^29 + (1 + 2a + 4a^2)d1^38d2^29 + (0 + 1a + 3a^2)d1^39d2^29 + (0 + 4a + 1a^2)d1^40d2^29 + (0 + 1a + 3a^2)d1^41d2^29 + (4 + 4a + 1a^2)d1^42d2^29 + (1 + 0a + 3a^2)d1^43d2^29 + (4 + 1a + 1a^2)d1^44d2^29 + (2 + 4a + 0a^2)d1^45d2^29 + (0 + 2a + 3a^2)d1^46d2^29 + (0 + 2a + 3a^2)d1^47d2^29 + (0 + 0a + 3a^2)d1^48d2^29 + (0 + 4a + 4a^2)d1^49d2^29 + (1 + 2a + 0a^2)d1^50d2^29 + (1 + 4a + 4a^2)d1^51d2^29 + (3 + 0a + 4a^2)d1^52d2^29 + (0 + 0a + 3a^2)d1^53d2^29 + (1 + 1a + 2a^2)d1^54d2^29 + (4 + 3a + 4a^2)d1^55d2^29 + (2 + 3a + 0a^2)d1^56d2^29 + (0 + 4a + 2a^2)d1^57d2^29 + (4 + 0a + 1a^2)d1^58d2^29 + (2 + 2a + 1a^2)d1^59d2^29 + (2 + 0a + 0a^2)d1^60d2^29 + (0 + 1a + 2a^2)d1^61d2^29 + (1 + 4a + 4a^2)d1^62d2^29 + (1 + 2a + 0a^2)d1^63d2^29 + (3 + 1a + 4a^2)d1^64d2^29 + (3 + 3a + 1a^2)d1^65d2^29 + (0 + 3a + 2a^2)d1^66d2^29 + (2 + 4a + 2a^2)d1^67d2^29 + (0 + 4a + 2a^2)d1^68d2^29 + (2 + 4a + 4a^2)d1^69d2^29 + (4 + 3a + 2a^2)d1^70d2^29 + (2 + 4a + 4a^2)d1^71d2^29 + (0 + 4a + 0a^2)d1^72d2^29 + (3 + 2a + 3a^2)d1^73d2^29 + (1 + 0a + 2a^2)d1^74d2^29 + (0 + 0a + 1a^2)d1^75d2^29 + (1 + 1a + 4a^2)d1^76d2^29 + (0 + 0a + 4a^2)d1^77d2^29 + (4 + 4a + 2a^2)d1^78d2^29 + (3 + 0a + 3a^2)d1^79d2^29 + (0 + 1a + 0a^2)d1^80d2^29 + (3 + 1a + 0a^2)d1^81d2^29 + (2 + 2a + 0a^2)d1^82d2^29 + (4 + 4a + 0a^2)d1^83d2^29 + (3 + 4a + 0a^2)d1^84d2^29 + (2 + 1a + 4a^2)d1^85d2^29 + (2 + 3a + 3a^2)d1^86d2^29 + (0 + 0a + 2a^2)d1^87d2^29 + (0 + 4a + 3a^2)d1^88d2^29 + (2 + 4a + 4a^2)d1^89d2^29 + (3 + 3a + 4a^2)d1^90d2^29 + (4 + 4a + 1a^2)d1^91d2^29 + (4 + 0a + 2a^2)d1^92d2^29 + (4 + 0a + 0a^2)d1^93d2^29 + (0 + 1a + 4a^2)d1^94d2^29 + (1 + 4a + 4a^2)d1^95d2^29 + (4 + 0a + 3a^2)d1^96d2^29 + (2 + 2a + 1a^2)d1^97d2^29 + (4 + 4a + 3a^2)d1^98d2^29 + (3 + 2a + 2a^2)d1^99d2^29 + (2 + 3a + 3a^2)d1^100d2^29 + (3 + 4a + 4a^2)d1^101d2^29 + (4 + 2a + 4a^2)d1^102d2^29 + (3 + 2a + 0a^2)d1^103d2^29 + (4 + 4a + 0a^2)d1^104d2^29 + (2 + 4a + 3a^2)d1^105d2^29 + (4 + 0a + 1a^2)d1^106d2^29 + (4 + 2a + 4a^2)d1^107d2^29 + (3 + 2a + 3a^2)d1^108d2^29 + (2 + 0a + 2a^2)d1^109d2^29 + (4 + 3a + 1a^2)d1^110d2^29 + (4 + 4a + 0a^2)d1^111d2^29 + (1 + 0a + 1a^2)d1^112d2^29 + (4 + 2a + 2a^2)d1^113d2^29 + (2 + 1a + 0a^2)d1^114d2^29 + (2 + 3a + 0a^2)d1^115d2^29 + (3 + 1a + 3a^2)d1^116d2^29 + (2 + 0a + 3a^2)d1^117d2^29 + (1 + 3a + 3a^2)d1^118d2^29 + (1 + 1a + 4a^2)d1^119d2^29 + (4 + 2a + 0a^2)d1^120d2^29 + (0 + 4a + 1a^2)d1^121d2^29 + (3 + 2a + 0a^2)d1^122d2^29 + (4 + 2a + 3a^2)d1^123d2^29 + (3 + 3a + 2a^2)d1^124d2^29 + (2 + 4a + 4a^2)d1^125d2^29 + (4 + 3a + 4a^2)d1^126d2^29 + (0 + 4a + 0a^2)d1^127d2^29 + (4 + 1a + 4a^2)d1^128d2^29 + (0 + 4a + 1a^2)d1^129d2^29 + (4 + 1a + 0a^2)d1^130d2^29 + (2 + 1a + 2a^2)d1^131d2^29 + (0 + 3a + 2a^2)d1^132d2^29 + (0 + 1a + 4a^2)d1^133d2^29 + (0 + 4a + 3a^2)d1^134d2^29 + (2 + 1a + 2a^2)d1^135d2^29 + (0 + 0a + 3a^2)d1^136d2^29 + (2 + 3a + 2a^2)d1^137d2^29 + (4 + 1a + 2a^2)d1^138d2^29 + (3 + 2a + 1a^2)d1^139d2^29 + (1 + 2a + 2a^2)d1^140d2^29 + (4 + 3a + 0a^2)d1^142d2^29 + (1 + 3a + 4a^2)d1^143d2^29 + (3 + 0a + 2a^2)d1^144d2^29 + (4 + 0a + 1a^2)d1^145d2^29 + (3 + 3a + 0a^2)d1^146d2^29 + (4 + 2a + 2a^2)d1^147d2^29 + (0 + 1a + 3a^2)d1^148d2^29 + (4 + 4a + 3a^2)d1^149d2^29 + (3 + 2a + 1a^2)d1^150d2^29 + (2 + 4a + 0a^2)d1^151d2^29 + (3 + 3a + 4a^2)d1^152d2^29 + (0 + 2a + 0a^2)d1^153d2^29 + (0 + 3a + 3a^2)d1^154d2^29 + (4 + 3a + 2a^2)d1^155d2^29 + (4 + 2a + 4a^2)d1^156d2^29 + (4 + 4a + 1a^2)d1^157d2^29 + (0 + 3a + 1a^2)d1^158d2^29 + (3 + 3a + 1a^2)d1^159d2^29 + (4 + 4a + 1a^2)d1^160d2^29 + (4 + 3a + 4a^2)d1^161d2^29 + (0 + 3a + 2a^2)d1^162d2^29 + (1 + 0a + 1a^2)d1^163d2^29 + (1 + 2a + 4a^2)d1^164d2^29 + (1 + 3a + 1a^2)d1^165d2^29 + (3 + 1a + 1a^2)d1^166d2^29 + (2 + 2a + 1a^2)d1^167d2^29 + (2 + 2a + 2a^2)d1^168d2^29 + (0 + 1a + 2a^2)d1^169d2^29 + (0 + 1a + 0a^2)d1^170d2^29 + (3 + 4a + 2a^2)d1^171d2^29 + (1 + 1a + 4a^2)d1^172d2^29 + (2 + 0a + 4a^2)d1^173d2^29 + (1 + 1a + 1a^2)d1^174d2^29 + (0 + 3a + 2a^2)d1^175d2^29 + (4 + 0a + 1a^2)d1^176d2^29 + (0 + 2a + 0a^2)d1^177d2^29 + (0 + 4a + 3a^2)d1^178d2^29 + (1 + 0a + 3a^2)d1^179d2^29 + (0 + 1a + 1a^2)d1^180d2^29 + (3 + 2a + 1a^2)d1^181d2^29 + (1 + 1a + 0a^2)d1^182d2^29 + (1 + 0a + 2a^2)d1^183d2^29 + (1 + 2a + 3a^2)d1^184d2^29 + (1 + 1a + 1a^2)d1^185d2^29 + (2 + 1a + 3a^2)d1^186d2^29 + (0 + 2a + 1a^2)d1^187d2^29 + (4 + 2a + 3a^2)d1^188d2^29 + (3 + 4a + 2a^2)d1^189d2^29 + (2 + 4a + 3a^2)d1^190d2^29 + (4 + 0a + 4a^2)d1^191d2^29 + (2 + 4a + 3a^2)d1^192d2^29 + (2 + 2a + 0a^2)d1^193d2^29 + (2 + 4a + 0a^2)d1^194d2^29 + (1 + 4a + 2a^2)d1^195d2^29 + (0 + 2a + 4a^2)d1^196d2^29 + (3 + 1a + 2a^2)d1^197d2^29 + (2 + 0a + 4a^2)d1^198d2^29 + (0 + 1a + 1a^2)d1^199d2^29 + (3 + 4a + 2a^2)d1^200d2^29 + (3 + 0a + 0a^2)d1^201d2^29 + (4 + 3a + 1a^2)d1^202d2^29 + (4 + 0a + 1a^2)d1^203d2^29 + (3 + 2a + 3a^2)d1^204d2^29 + (4 + 0a + 3a^2)d1^205d2^29 + (3 + 0a + 0a^2)d1^206d2^29 + (3 + 3a + 0a^2)d1^207d2^29 + (0 + 4a + 3a^2)d1^208d2^29 + (0 + 1a + 4a^2)d1^209d2^29 + (3 + 4a + 2a^2)d1^210d2^29 + (4 + 0a + 1a^2)d1^211d2^29 + (3 + 1a + 2a^2)d1^212d2^29 + (1 + 4a + 0a^2)d1^213d2^29 + (1 + 2a + 1a^2)d1^214d2^29 + (2 + 1a + 3a^2)d1^215d2^29 + (0 + 3a + 0a^2)d1^216d2^29 + (1 + 3a + 1a^2)d1^217d2^29 + (0 + 1a + 1a^2)d1^218d2^29 + (3 + 2a + 2a^2)d1^219d2^29 + (0 + 3a + 4a^2)d1^220d2^29 + (1 + 3a + 2a^2)d1^221d2^29 + (4 + 3a + 0a^2)d1^222d2^29 + (4 + 0a + 4a^2)d1^223d2^29 + (4 + 1a + 4a^2)d1^224d2^29 + (4 + 2a + 1a^2)d1^225d2^29 + (2 + 0a + 4a^2)d1^226d2^29 + (2 + 1a + 2a^2)d1^227d2^29 + (0 + 3a + 3a^2)d1^228d2^29 + (2 + 1a + 0a^2)d1^229d2^29 + (1 + 3a + 3a^2)d1^230d2^29 + (1 + 3a + 2a^2)d1^231d2^29 + (1 + 1a + 2a^2)d1^232d2^29 + (4 + 2a + 1a^2)d1^233d2^29 + (2 + 4a + 4a^2)d1^234d2^29 + (1 + 1a + 2a^2)d1^235d2^29 + (3 + 0a + 2a^2)d1^236d2^29 + (2 + 4a + 0a^2)d1^237d2^29 + (1 + 1a + 1a^2)d1^238d2^29 + (0 + 1a + 0a^2)d1^239d2^29 + (3 + 4a + 1a^2)d1^240d2^29 + (1 + 2a + 4a^2)d1^241d2^29 + (0 + 2a + 2a^2)d1^242d2^29 + (0 + 1a + 3a^2)d1^243d2^29 + (4 + 1a + 1a^2)d1^244d2^29 + (4 + 3a + 0a^2)d1^245d2^29 + (2 + 0a + 1a^2)d1^246d2^29 + (1 + 1a + 1a^2)d1^247d2^29 + (1 + 3a + 0a^2)d1^248d2^29 + (3 + 1a + 2a^2)d1^249d2^29 + (3 + 4a + 1a^2)d1^250d2^29 + (2 + 4a + 0a^2)d1^251d2^29 + (4 + 2a + 3a^2)d1^252d2^29 + (3 + 0a + 2a^2)d1^253d2^29 + (4 + 2a + 3a^2)d1^254d2^29 + (4 + 0a + 1a^2)d1^255d2^29 + (0 + 4a + 2a^2)d1^256d2^29 + (2 + 0a + 2a^2)d1^257d2^29 + (1 + 3a + 4a^2)d1^258d2^29 + (0 + 1a + 3a^2)d1^259d2^29 + (4 + 0a + 4a^2)d1^260d2^29 + (3 + 4a + 0a^2)d1^261d2^29 + (2 + 0a + 1a^2)d1^262d2^29 + (1 + 3a + 3a^2)d1^263d2^29 + (0 + 4a + 2a^2)d1^264d2^29 + (4 + 2a + 1a^2)d1^265d2^29 + (0 + 4a + 4a^2)d1^266d2^29 + (2 + 4a + 1a^2)d1^267d2^29 + (0 + 2a + 3a^2)d1^268d2^29 + (2 + 1a + 4a^2)d1^269d2^29 + (4 + 3a + 2a^2)d1^270d2^29 + (1 + 2a + 2a^2)d1^271d2^29 + (4 + 3a + 2a^2)d1^272d2^29 + (0 + 3a + 3a^2)d1^273d2^29 + (4 + 4a + 4a^2)d1^274d2^29 + (4 + 4a + 4a^2)d1^275d2^29 + (3 + 3a + 1a^2)d1^276d2^29 + (3 + 0a + 1a^2)d1^277d2^29 + (1 + 0a + 4a^2)d1^278d2^29 + (3 + 1a + 4a^2)d1^279d2^29 + (0 + 3a + 1a^2)d1^280d2^29 + (3 + 2a + 4a^2)d1^281d2^29 + (3 + 4a + 3a^2)d1^282d2^29 + (3 + 0a + 2a^2)d1^283d2^29 + (3 + 2a + 4a^2)d1^284d2^29 + (4 + 1a + 1a^2)d1^285d2^29 + (2 + 3a + 1a^2)d1^286d2^29 + (3 + 0a + 0a^2)d1^287d2^29 + (3 + 1a + 1a^2)d1^288d2^29 + (1 + 3a + 4a^2)d1^289d2^29 + (3 + 3a + 4a^2)d1^290d2^29 + (2 + 1a + 2a^2)d1^291d2^29 + (0 + 1a + 1a^2)d1^292d2^29 + (4 + 1a + 4a^2)d1^293d2^29 + (3 + 2a + 2a^2)d2^30 + (0 + 2a + 2a^2)d1^1d2^30 + (0 + 2a + 4a^2)d1^2d2^30 + (0 + 1a + 0a^2)d1^3d2^30 + (2 + 4a + 2a^2)d1^4d2^30 + (4 + 4a + 2a^2)d1^5d2^30 + (2 + 1a + 4a^2)d1^6d2^30 + (0 + 4a + 2a^2)d1^7d2^30 + (2 + 2a + 4a^2)d1^8d2^30 + (3 + 3a + 2a^2)d1^9d2^30 + (4 + 0a + 4a^2)d1^10d2^30 + (1 + 0a + 3a^2)d1^11d2^30 + (0 + 2a + 1a^2)d1^12d2^30 + (2 + 2a + 2a^2)d1^13d2^30 + (2 + 4a + 1a^2)d1^14d2^30 + (2 + 0a + 4a^2)d1^15d2^30 + (4 + 3a + 3a^2)d1^16d2^30 + (2 + 2a + 2a^2)d1^17d2^30 + (2 + 4a + 4a^2)d1^18d2^30 + (2 + 4a + 4a^2)d1^19d2^30 + (2 + 1a + 4a^2)d1^20d2^30 + (0 + 4a + 2a^2)d1^21d2^30 + (3 + 0a + 2a^2)d1^22d2^30 + (2 + 2a + 1a^2)d1^23d2^30 + (1 + 4a + 4a^2)d1^24d2^30 + (2 + 1a + 4a^2)d1^25d2^30 + (4 + 0a + 2a^2)d1^26d2^30 + (2 + 4a + 2a^2)d1^27d2^30 + (3 + 1a + 0a^2)d1^28d2^30 + (4 + 0a + 3a^2)d1^29d2^30 + (3 + 4a + 0a^2)d1^30d2^30 + (2 + 4a + 4a^2)d1^31d2^30 + (2 + 1a + 1a^2)d1^32d2^30 + (2 + 1a + 2a^2)d1^33d2^30 + (3 + 1a + 4a^2)d1^34d2^30 + (3 + 4a + 3a^2)d1^35d2^30 + (1 + 1a + 2a^2)d1^36d2^30 + (1 + 1a + 4a^2)d1^37d2^30 + (1 + 0a + 0a^2)d1^38d2^30 + (0 + 1a + 0a^2)d1^39d2^30 + (4 + 2a + 1a^2)d1^40d2^30 + (2 + 2a + 4a^2)d1^41d2^30 + (0 + 4a + 1a^2)d1^42d2^30 + (4 + 1a + 3a^2)d1^43d2^30 + (3 + 3a + 2a^2)d1^44d2^30 + (0 + 2a + 3a^2)d1^45d2^30 + (1 + 2a + 3a^2)d1^46d2^30 + (2 + 1a + 3a^2)d1^47d2^30 + (0 + 3a + 2a^2)d1^48d2^30 + (3 + 4a + 4a^2)d1^49d2^30 + (2 + 1a + 2a^2)d1^50d2^30 + (3 + 1a + 2a^2)d1^51d2^30 + (0 + 0a + 4a^2)d1^52d2^30 + (1 + 4a + 3a^2)d1^53d2^30 + (0 + 2a + 2a^2)d1^54d2^30 + (1 + 3a + 4a^2)d1^55d2^30 + (1 + 0a + 0a^2)d1^56d2^30 + (3 + 1a + 4a^2)d1^57d2^30 + (2 + 4a + 4a^2)d1^58d2^30 + (3 + 1a + 1a^2)d1^59d2^30 + (0 + 3a + 3a^2)d1^60d2^30 + (0 + 1a + 1a^2)d1^61d2^30 + (2 + 2a + 0a^2)d1^62d2^30 + (1 + 1a + 3a^2)d1^63d2^30 + (2 + 0a + 1a^2)d1^64d2^30 + (2 + 0a + 0a^2)d1^65d2^30 + (1 + 3a + 0a^2)d1^66d2^30 + (2 + 3a + 0a^2)d1^67d2^30 + (0 + 0a + 3a^2)d1^68d2^30 + (4 + 1a + 4a^2)d1^69d2^30 + (3 + 1a + 2a^2)d1^70d2^30 + (2 + 0a + 3a^2)d1^71d2^30 + (1 + 1a + 1a^2)d1^72d2^30 + (0 + 4a + 0a^2)d1^73d2^30 + (3 + 4a + 2a^2)d1^74d2^30 + (1 + 4a + 4a^2)d1^75d2^30 + (0 + 1a + 2a^2)d1^76d2^30 + (4 + 3a + 4a^2)d1^77d2^30 + (2 + 0a + 3a^2)d1^78d2^30 + (2 + 4a + 2a^2)d1^79d2^30 + (3 + 4a + 3a^2)d1^80d2^30 + (0 + 1a + 2a^2)d1^81d2^30 + (1 + 4a + 4a^2)d1^82d2^30 + (3 + 3a + 4a^2)d1^83d2^30 + (1 + 1a + 2a^2)d1^84d2^30 + (0 + 0a + 3a^2)d1^85d2^30 + (2 + 4a + 4a^2)d1^86d2^30 + (3 + 3a + 0a^2)d1^87d2^30 + (3 + 2a + 2a^2)d1^88d2^30 + (3 + 2a + 1a^2)d1^89d2^30 + (3 + 0a + 4a^2)d1^90d2^30 + (1 + 1a + 3a^2)d1^91d2^30 + (4 + 1a + 3a^2)d1^92d2^30 + (1 + 0a + 1a^2)d1^93d2^30 + (1 + 4a + 4a^2)d1^94d2^30 + (4 + 2a + 4a^2)d1^95d2^30 + (3 + 1a + 1a^2)d1^96d2^30 + (0 + 2a + 0a^2)d1^97d2^30 + (1 + 1a + 0a^2)d1^98d2^30 + (0 + 1a + 3a^2)d1^99d2^30 + (4 + 0a + 3a^2)d1^100d2^30 + (0 + 2a + 0a^2)d1^101d2^30 + (3 + 2a + 1a^2)d1^102d2^30 + (4 + 3a + 4a^2)d1^103d2^30 + (0 + 0a + 4a^2)d1^104d2^30 + (1 + 2a + 0a^2)d1^105d2^30 + (3 + 2a + 0a^2)d1^106d2^30 + (0 + 0a + 1a^2)d1^107d2^30 + (0 + 2a + 0a^2)d1^108d2^30 + (3 + 0a + 3a^2)d1^109d2^30 + (2 + 1a + 0a^2)d1^110d2^30 + (1 + 1a + 2a^2)d1^111d2^30 + (1 + 1a + 2a^2)d1^112d2^30 + (0 + 4a + 4a^2)d1^113d2^30 + (0 + 2a + 1a^2)d1^114d2^30 + (4 + 0a + 4a^2)d1^115d2^30 + (3 + 2a + 4a^2)d1^116d2^30 + (1 + 4a + 4a^2)d1^117d2^30 + (2 + 0a + 0a^2)d1^118d2^30 + (2 + 0a + 2a^2)d1^119d2^30 + (3 + 1a + 1a^2)d1^120d2^30 + (4 + 0a + 2a^2)d1^121d2^30 + (3 + 0a + 0a^2)d1^122d2^30 + (3 + 4a + 1a^2)d1^123d2^30 + (0 + 4a + 3a^2)d1^124d2^30 + (1 + 0a + 1a^2)d1^125d2^30 + (1 + 0a + 2a^2)d1^126d2^30 + (3 + 0a + 0a^2)d1^127d2^30 + (3 + 3a + 2a^2)d1^128d2^30 + (1 + 1a + 0a^2)d1^129d2^30 + (2 + 0a + 4a^2)d1^130d2^30 + (0 + 3a + 4a^2)d1^131d2^30 + (0 + 3a + 0a^2)d1^132d2^30 + (3 + 2a + 4a^2)d1^133d2^30 + (4 + 0a + 0a^2)d1^134d2^30 + (3 + 4a + 4a^2)d1^135d2^30 + (0 + 2a + 1a^2)d1^136d2^30 + (2 + 4a + 2a^2)d1^137d2^30 + (4 + 3a + 3a^2)d1^138d2^30 + (4 + 0a + 0a^2)d1^139d2^30 + (0 + 1a + 0a^2)d1^140d2^30 + (0 + 1a + 3a^2)d1^141d2^30 + (4 + 2a + 4a^2)d1^142d2^30 + (3 + 3a + 0a^2)d1^143d2^30 + (1 + 1a + 0a^2)d1^144d2^30 + (3 + 3a + 1a^2)d1^145d2^30 + (4 + 4a + 2a^2)d1^146d2^30 + (0 + 1a + 2a^2)d1^147d2^30 + (2 + 1a + 2a^2)d1^148d2^30 + (0 + 3a + 0a^2)d1^149d2^30 + (3 + 4a + 1a^2)d1^150d2^30 + (1 + 2a + 1a^2)d1^151d2^30 + (4 + 1a + 3a^2)d1^152d2^30 + (2 + 2a + 1a^2)d1^153d2^30 + (3 + 2a + 1a^2)d1^154d2^30 + (1 + 1a + 1a^2)d1^155d2^30 + (2 + 2a + 0a^2)d1^156d2^30 + (1 + 2a + 0a^2)d1^157d2^30 + (1 + 3a + 1a^2)d1^159d2^30 + (0 + 3a + 3a^2)d1^160d2^30 + (0 + 1a + 1a^2)d1^161d2^30 + (4 + 3a + 4a^2)d1^162d2^30 + (0 + 3a + 4a^2)d1^163d2^30 + (2 + 3a + 1a^2)d1^164d2^30 + (3 + 2a + 4a^2)d1^165d2^30 + (0 + 0a + 3a^2)d1^166d2^30 + (4 + 3a + 2a^2)d1^167d2^30 + (4 + 4a + 4a^2)d1^168d2^30 + (1 + 4a + 2a^2)d1^169d2^30 + (1 + 3a + 3a^2)d1^170d2^30 + (3 + 4a + 3a^2)d1^171d2^30 + (0 + 1a + 2a^2)d1^172d2^30 + (4 + 1a + 2a^2)d1^173d2^30 + (1 + 3a + 0a^2)d1^174d2^30 + (0 + 0a + 3a^2)d1^175d2^30 + (2 + 3a + 0a^2)d1^176d2^30 + (0 + 2a + 3a^2)d1^178d2^30 + (1 + 4a + 3a^2)d1^179d2^30 + (3 + 4a + 3a^2)d1^180d2^30 + (4 + 2a + 3a^2)d1^181d2^30 + (0 + 4a + 2a^2)d1^182d2^30 + (2 + 3a + 1a^2)d1^183d2^30 + (1 + 0a + 3a^2)d1^184d2^30 + (3 + 4a + 4a^2)d1^185d2^30 + (1 + 1a + 0a^2)d1^186d2^30 + (2 + 2a + 0a^2)d1^187d2^30 + (0 + 2a + 4a^2)d1^188d2^30 + (0 + 0a + 2a^2)d1^189d2^30 + (2 + 1a + 3a^2)d1^190d2^30 + (1 + 2a + 3a^2)d1^191d2^30 + (0 + 3a + 0a^2)d1^192d2^30 + (3 + 0a + 1a^2)d1^193d2^30 + (3 + 4a + 3a^2)d1^194d2^30 + (4 + 2a + 2a^2)d1^195d2^30 + (3 + 1a + 2a^2)d1^196d2^30 + (2 + 4a + 3a^2)d1^197d2^30 + (0 + 1a + 4a^2)d1^198d2^30 + (0 + 3a + 2a^2)d1^199d2^30 + (1 + 1a + 3a^2)d1^200d2^30 + (2 + 0a + 0a^2)d1^201d2^30 + (3 + 4a + 1a^2)d1^202d2^30 + (1 + 4a + 2a^2)d1^203d2^30 + (2 + 1a + 0a^2)d1^204d2^30 + (3 + 4a + 4a^2)d1^205d2^30 + (0 + 0a + 4a^2)d1^206d2^30 + (0 + 3a + 1a^2)d1^207d2^30 + (3 + 1a + 4a^2)d1^208d2^30 + (2 + 3a + 4a^2)d1^209d2^30 + (0 + 2a + 4a^2)d1^210d2^30 + (3 + 1a + 0a^2)d1^211d2^30 + (3 + 4a + 1a^2)d1^212d2^30 + (4 + 4a + 4a^2)d1^213d2^30 + (0 + 2a + 1a^2)d1^214d2^30 + (3 + 2a + 4a^2)d1^215d2^30 + (1 + 4a + 3a^2)d1^216d2^30 + (3 + 2a + 1a^2)d1^217d2^30 + (1 + 0a + 4a^2)d1^218d2^30 + (2 + 1a + 1a^2)d1^219d2^30 + (2 + 3a + 0a^2)d1^220d2^30 + (0 + 3a + 4a^2)d1^221d2^30 + (1 + 3a + 4a^2)d1^222d2^30 + (2 + 3a + 4a^2)d1^223d2^30 + (4 + 0a + 3a^2)d1^224d2^30 + (0 + 1a + 2a^2)d1^225d2^30 + (2 + 3a + 1a^2)d1^226d2^30 + (4 + 1a + 0a^2)d1^227d2^30 + (0 + 2a + 3a^2)d1^228d2^30 + (3 + 3a + 2a^2)d1^229d2^30 + (2 + 2a + 0a^2)d1^230d2^30 + (1 + 3a + 2a^2)d1^231d2^30 + (1 + 0a + 1a^2)d1^232d2^30 + (3 + 0a + 3a^2)d1^233d2^30 + (3 + 1a + 1a^2)d1^234d2^30 + (3 + 3a + 0a^2)d1^235d2^30 + (1 + 0a + 2a^2)d1^236d2^30 + (3 + 3a + 4a^2)d1^237d2^30 + (0 + 1a + 2a^2)d1^238d2^30 + (1 + 1a + 0a^2)d1^239d2^30 + (3 + 0a + 2a^2)d1^240d2^30 + (1 + 3a + 4a^2)d1^241d2^30 + (2 + 1a + 0a^2)d1^242d2^30 + (2 + 3a + 0a^2)d1^243d2^30 + (0 + 1a + 3a^2)d1^244d2^30 + (1 + 1a + 3a^2)d1^245d2^30 + (3 + 3a + 3a^2)d1^246d2^30 + (4 + 1a + 1a^2)d1^247d2^30 + (3 + 3a + 1a^2)d1^248d2^30 + (1 + 0a + 0a^2)d1^249d2^30 + (0 + 1a + 4a^2)d1^250d2^30 + (4 + 3a + 4a^2)d1^251d2^30 + (0 + 4a + 2a^2)d1^252d2^30 + (0 + 1a + 2a^2)d1^253d2^30 + (2 + 1a + 4a^2)d1^254d2^30 + (2 + 3a + 4a^2)d1^255d2^30 + (2 + 0a + 0a^2)d1^256d2^30 + (1 + 2a + 0a^2)d1^257d2^30 + (3 + 4a + 1a^2)d1^258d2^30 + (0 + 1a + 2a^2)d1^259d2^30 + (0 + 1a + 4a^2)d1^260d2^30 + (4 + 4a + 3a^2)d1^261d2^30 + (3 + 4a + 1a^2)d1^262d2^30 + (4 + 2a + 3a^2)d1^263d2^30 + (1 + 1a + 1a^2)d1^264d2^30 + (3 + 4a + 2a^2)d1^265d2^30 + (0 + 4a + 1a^2)d1^266d2^30 + (2 + 1a + 0a^2)d1^267d2^30 + (0 + 3a + 2a^2)d1^268d2^30 + (0 + 1a + 3a^2)d1^269d2^30 + (4 + 4a + 0a^2)d1^270d2^30 + (0 + 4a + 3a^2)d1^271d2^30 + (3 + 3a + 2a^2)d1^272d2^30 + (3 + 2a + 0a^2)d1^273d2^30 + (1 + 1a + 4a^2)d1^274d2^30 + (4 + 4a + 2a^2)d1^275d2^30 + (4 + 4a + 2a^2)d1^276d2^30 + (1 + 3a + 2a^2)d1^277d2^30 + (1 + 0a + 1a^2)d1^278d2^30 + (3 + 4a + 3a^2)d1^279d2^30 + (4 + 1a + 0a^2)d1^280d2^30 + (0 + 1a + 2a^2)d1^281d2^30 + (0 + 2a + 1a^2)d1^282d2^30 + (2 + 2a + 3a^2)d1^283d2^30 + (0 + 4a + 2a^2)d1^284d2^30 + (2 + 3a + 4a^2)d1^285d2^30 + (3 + 4a + 1a^2)d1^286d2^30 + (4 + 1a + 4a^2)d1^287d2^30 + (2 + 1a + 1a^2)d1^288d2^30 + (2 + 1a + 1a^2)d1^289d2^30 + (2 + 1a + 1a^2)d1^290d2^30 + (3 + 2a + 4a^2)d1^291d2^30 + (2 + 0a + 1a^2)d1^292d2^30 + (4 + 2a + 4a^2)d1^293d2^30 + (2 + 2a + 0a^2)d2^31 + (2 + 0a + 2a^2)d1^1d2^31 + (1 + 1a + 0a^2)d1^2d2^31 + (2 + 3a + 1a^2)d1^3d2^31 + (3 + 1a + 1a^2)d1^4d2^31 + (2 + 2a + 2a^2)d1^5d2^31 + (1 + 3a + 2a^2)d1^6d2^31 + (2 + 0a + 1a^2)d1^7d2^31 + (3 + 0a + 4a^2)d1^8d2^31 + (4 + 4a + 0a^2)d1^9d2^31 + (3 + 2a + 1a^2)d1^10d2^31 + (4 + 0a + 0a^2)d1^11d2^31 + (2 + 0a + 3a^2)d1^12d2^31 + (1 + 1a + 3a^2)d1^13d2^31 + (2 + 4a + 2a^2)d1^14d2^31 + (4 + 1a + 1a^2)d1^15d2^31 + (1 + 2a + 1a^2)d1^16d2^31 + (3 + 3a + 2a^2)d1^17d2^31 + (0 + 3a + 2a^2)d1^18d2^31 + (4 + 4a + 0a^2)d1^19d2^31 + (2 + 2a + 4a^2)d1^20d2^31 + (4 + 2a + 3a^2)d1^21d2^31 + (4 + 1a + 2a^2)d1^22d2^31 + (4 + 4a + 2a^2)d1^23d2^31 + (1 + 4a + 2a^2)d1^24d2^31 + (0 + 4a + 3a^2)d1^25d2^31 + (3 + 2a + 4a^2)d1^26d2^31 + (1 + 4a + 4a^2)d1^27d2^31 + (4 + 2a + 1a^2)d1^28d2^31 + (4 + 3a + 4a^2)d1^29d2^31 + (0 + 3a + 2a^2)d1^30d2^31 + (4 + 0a + 4a^2)d1^32d2^31 + (2 + 0a + 3a^2)d1^33d2^31 + (0 + 2a + 1a^2)d1^34d2^31 + (1 + 3a + 0a^2)d1^35d2^31 + (1 + 0a + 1a^2)d1^36d2^31 + (0 + 1a + 3a^2)d1^37d2^31 + (2 + 1a + 2a^2)d1^38d2^31 + (0 + 0a + 1a^2)d1^39d2^31 + (0 + 3a + 4a^2)d1^40d2^31 + (0 + 2a + 3a^2)d1^41d2^31 + (4 + 0a + 0a^2)d1^42d2^31 + (3 + 2a + 1a^2)d1^43d2^31 + (4 + 1a + 3a^2)d1^44d2^31 + (3 + 4a + 0a^2)d1^45d2^31 + (4 + 3a + 0a^2)d1^46d2^31 + (3 + 1a + 3a^2)d1^47d2^31 + (3 + 4a + 3a^2)d1^48d2^31 + (1 + 1a + 0a^2)d1^49d2^31 + (4 + 4a + 3a^2)d1^50d2^31 + (3 + 1a + 1a^2)d1^51d2^31 + (2 + 3a + 3a^2)d1^52d2^31 + (0 + 4a + 3a^2)d1^53d2^31 + (3 + 0a + 0a^2)d1^54d2^31 + (1 + 4a + 4a^2)d1^55d2^31 + (3 + 0a + 2a^2)d1^56d2^31 + (2 + 3a + 0a^2)d1^57d2^31 + (1 + 4a + 1a^2)d1^58d2^31 + (4 + 0a + 1a^2)d1^59d2^31 + (1 + 0a + 3a^2)d1^60d2^31 + (2 + 2a + 1a^2)d1^61d2^31 + (1 + 4a + 4a^2)d1^62d2^31 + (4 + 4a + 0a^2)d1^63d2^31 + (1 + 0a + 2a^2)d1^64d2^31 + (1 + 2a + 0a^2)d1^65d2^31 + (1 + 3a + 1a^2)d1^66d2^31 + (1 + 3a + 2a^2)d1^67d2^31 + (2 + 0a + 3a^2)d1^68d2^31 + (0 + 2a + 1a^2)d1^69d2^31 + (1 + 4a + 4a^2)d1^70d2^31 + (2 + 1a + 3a^2)d1^71d2^31 + (4 + 2a + 2a^2)d1^72d2^31 + (0 + 3a + 1a^2)d1^73d2^31 + (0 + 1a + 0a^2)d1^74d2^31 + (1 + 3a + 4a^2)d1^75d2^31 + (3 + 0a + 3a^2)d1^76d2^31 + (4 + 1a + 4a^2)d1^77d2^31 + (2 + 1a + 2a^2)d1^78d2^31 + (1 + 1a + 3a^2)d1^79d2^31 + (2 + 1a + 0a^2)d1^80d2^31 + (0 + 1a + 4a^2)d1^81d2^31 + (4 + 3a + 2a^2)d1^82d2^31 + (0 + 3a + 4a^2)d1^83d2^31 + (0 + 4a + 2a^2)d1^84d2^31 + (0 + 2a + 3a^2)d1^85d2^31 + (2 + 4a + 3a^2)d1^86d2^31 + (3 + 2a + 3a^2)d1^87d2^31 + (2 + 1a + 1a^2)d1^88d2^31 + (0 + 3a + 3a^2)d1^89d2^31 + (3 + 4a + 2a^2)d1^90d2^31 + (1 + 0a + 2a^2)d1^91d2^31 + (0 + 4a + 2a^2)d1^92d2^31 + (4 + 1a + 3a^2)d1^93d2^31 + (2 + 0a + 1a^2)d1^94d2^31 + (1 + 0a + 3a^2)d1^95d2^31 + (0 + 1a + 2a^2)d1^96d2^31 + (3 + 1a + 4a^2)d1^97d2^31 + (2 + 0a + 2a^2)d1^98d2^31 + (1 + 2a + 4a^2)d1^99d2^31 + (4 + 1a + 4a^2)d1^100d2^31 + (1 + 4a + 4a^2)d1^101d2^31 + (2 + 1a + 3a^2)d1^102d2^31 + (3 + 3a + 2a^2)d1^103d2^31 + (1 + 1a + 2a^2)d1^104d2^31 + (4 + 0a + 2a^2)d1^105d2^31 + (0 + 4a + 2a^2)d1^106d2^31 + (0 + 2a + 3a^2)d1^107d2^31 + (2 + 2a + 0a^2)d1^108d2^31 + (3 + 0a + 0a^2)d1^109d2^31 + (0 + 3a + 1a^2)d1^110d2^31 + (2 + 3a + 2a^2)d1^111d2^31 + (3 + 4a + 0a^2)d1^112d2^31 + (0 + 3a + 4a^2)d1^113d2^31 + (0 + 3a + 3a^2)d1^114d2^31 + (3 + 0a + 2a^2)d1^115d2^31 + (3 + 3a + 2a^2)d1^116d2^31 + (3 + 3a + 3a^2)d1^117d2^31 + (3 + 4a + 1a^2)d1^118d2^31 + (2 + 0a + 1a^2)d1^119d2^31 + (1 + 3a + 2a^2)d1^120d2^31 + (3 + 2a + 1a^2)d1^121d2^31 + (2 + 3a + 3a^2)d1^122d2^31 + (0 + 1a + 3a^2)d1^123d2^31 + (0 + 4a + 0a^2)d1^124d2^31 + (4 + 0a + 1a^2)d1^125d2^31 + (1 + 0a + 0a^2)d1^126d2^31 + (1 + 3a + 0a^2)d1^127d2^31 + (2 + 0a + 2a^2)d1^128d2^31 + (2 + 3a + 4a^2)d1^129d2^31 + (1 + 1a + 2a^2)d1^130d2^31 + (4 + 0a + 4a^2)d1^131d2^31 + (2 + 2a + 0a^2)d1^132d2^31 + (4 + 1a + 2a^2)d1^133d2^31 + (2 + 4a + 4a^2)d1^134d2^31 + (2 + 0a + 4a^2)d1^135d2^31 + (0 + 1a + 1a^2)d1^136d2^31 + (2 + 4a + 4a^2)d1^137d2^31 + (2 + 4a + 2a^2)d1^138d2^31 + (4 + 4a + 0a^2)d1^139d2^31 + (1 + 2a + 2a^2)d1^140d2^31 + (3 + 3a + 3a^2)d1^141d2^31 + (4 + 1a + 0a^2)d1^142d2^31 + (4 + 0a + 0a^2)d1^143d2^31 + (3 + 1a + 1a^2)d1^144d2^31 + (4 + 3a + 2a^2)d1^145d2^31 + (1 + 1a + 4a^2)d1^146d2^31 + (2 + 4a + 3a^2)d1^147d2^31 + (2 + 4a + 2a^2)d1^148d2^31 + (2 + 2a + 4a^2)d1^149d2^31 + (4 + 2a + 4a^2)d1^150d2^31 + (0 + 3a + 2a^2)d1^151d2^31 + (4 + 2a + 0a^2)d1^152d2^31 + (0 + 4a + 3a^2)d1^153d2^31 + (0 + 4a + 2a^2)d1^154d2^31 + (3 + 2a + 2a^2)d1^155d2^31 + (0 + 0a + 1a^2)d1^156d2^31 + (3 + 2a + 4a^2)d1^157d2^31 + (1 + 3a + 4a^2)d1^158d2^31 + (4 + 2a + 0a^2)d1^159d2^31 + (0 + 3a + 2a^2)d1^160d2^31 + (2 + 4a + 3a^2)d1^161d2^31 + (1 + 3a + 2a^2)d1^162d2^31 + (2 + 0a + 3a^2)d1^163d2^31 + (4 + 4a + 1a^2)d1^164d2^31 + (4 + 0a + 0a^2)d1^165d2^31 + (4 + 4a + 4a^2)d1^166d2^31 + (0 + 2a + 0a^2)d1^167d2^31 + (2 + 0a + 1a^2)d1^168d2^31 + (3 + 4a + 0a^2)d1^169d2^31 + (3 + 2a + 0a^2)d1^170d2^31 + (3 + 4a + 0a^2)d1^171d2^31 + (2 + 3a + 2a^2)d1^172d2^31 + (1 + 4a + 2a^2)d1^173d2^31 + (2 + 3a + 0a^2)d1^174d2^31 + (3 + 0a + 0a^2)d1^175d2^31 + (4 + 1a + 3a^2)d1^176d2^31 + (1 + 0a + 3a^2)d1^177d2^31 + (4 + 2a + 3a^2)d1^178d2^31 + (3 + 4a + 3a^2)d1^179d2^31 + (0 + 0a + 3a^2)d1^180d2^31 + (0 + 2a + 2a^2)d1^181d2^31 + (1 + 3a + 4a^2)d1^182d2^31 + (4 + 0a + 4a^2)d1^183d2^31 + (1 + 3a + 3a^2)d1^184d2^31 + (3 + 1a + 0a^2)d1^185d2^31 + (1 + 0a + 1a^2)d1^186d2^31 + (2 + 2a + 0a^2)d1^187d2^31 + (3 + 1a + 3a^2)d1^188d2^31 + (4 + 0a + 1a^2)d1^189d2^31 + (2 + 3a + 0a^2)d1^190d2^31 + (3 + 2a + 3a^2)d1^191d2^31 + (2 + 4a + 2a^2)d1^192d2^31 + (1 + 1a + 0a^2)d1^193d2^31 + (2 + 0a + 3a^2)d1^194d2^31 + (1 + 0a + 2a^2)d1^195d2^31 + (2 + 2a + 2a^2)d1^196d2^31 + (0 + 2a + 4a^2)d1^197d2^31 + (4 + 1a + 4a^2)d1^198d2^31 + (4 + 0a + 0a^2)d1^199d2^31 + (1 + 1a + 2a^2)d1^200d2^31 + (4 + 3a + 0a^2)d1^201d2^31 + (2 + 0a + 0a^2)d1^202d2^31 + (2 + 3a + 0a^2)d1^203d2^31 + (2 + 0a + 4a^2)d1^204d2^31 + (4 + 4a + 0a^2)d1^205d2^31 + (3 + 3a + 1a^2)d1^206d2^31 + (1 + 4a + 0a^2)d1^207d2^31 + (2 + 0a + 0a^2)d1^208d2^31 + (4 + 4a + 4a^2)d1^209d2^31 + (0 + 4a + 4a^2)d1^210d2^31 + (2 + 1a + 0a^2)d1^211d2^31 + (2 + 3a + 0a^2)d1^212d2^31 + (0 + 4a + 1a^2)d1^213d2^31 + (4 + 3a + 4a^2)d1^214d2^31 + (3 + 0a + 1a^2)d1^215d2^31 + (3 + 3a + 3a^2)d1^216d2^31 + (2 + 4a + 0a^2)d1^217d2^31 + (4 + 1a + 2a^2)d1^218d2^31 + (1 + 0a + 3a^2)d1^219d2^31 + (0 + 3a + 3a^2)d1^220d2^31 + (2 + 3a + 3a^2)d1^221d2^31 + (4 + 2a + 4a^2)d1^222d2^31 + (4 + 4a + 0a^2)d1^223d2^31 + (1 + 3a + 0a^2)d1^224d2^31 + (3 + 3a + 0a^2)d1^225d2^31 + (3 + 4a + 2a^2)d1^226d2^31 + (2 + 4a + 4a^2)d1^227d2^31 + (4 + 3a + 4a^2)d1^228d2^31 + (0 + 2a + 4a^2)d1^229d2^31 + (3 + 0a + 0a^2)d1^230d2^31 + (0 + 1a + 2a^2)d1^231d2^31 + (3 + 4a + 1a^2)d1^232d2^31 + (3 + 2a + 4a^2)d1^233d2^31 + (0 + 1a + 1a^2)d1^234d2^31 + (1 + 3a + 3a^2)d1^235d2^31 + (1 + 0a + 4a^2)d1^236d2^31 + (3 + 0a + 3a^2)d1^237d2^31 + (4 + 0a + 3a^2)d1^238d2^31 + (4 + 2a + 3a^2)d1^239d2^31 + (4 + 3a + 0a^2)d1^240d2^31 + (3 + 0a + 0a^2)d1^241d2^31 + (3 + 1a + 2a^2)d1^242d2^31 + (1 + 3a + 3a^2)d1^243d2^31 + (2 + 1a + 1a^2)d1^244d2^31 + (4 + 1a + 2a^2)d1^245d2^31 + (3 + 0a + 4a^2)d1^246d2^31 + (3 + 3a + 0a^2)d1^247d2^31 + (0 + 2a + 4a^2)d1^248d2^31 + (4 + 0a + 3a^2)d1^249d2^31 + (3 + 1a + 2a^2)d1^250d2^31 + (1 + 4a + 3a^2)d1^251d2^31 + (2 + 4a + 4a^2)d1^252d2^31 + (4 + 3a + 4a^2)d1^253d2^31 + (4 + 3a + 0a^2)d1^254d2^31 + (0 + 0a + 2a^2)d1^255d2^31 + (0 + 1a + 1a^2)d1^256d2^31 + (4 + 3a + 1a^2)d1^257d2^31 + (2 + 0a + 2a^2)d1^258d2^31 + (1 + 4a + 0a^2)d1^259d2^31 + (2 + 2a + 3a^2)d1^260d2^31 + (3 + 4a + 2a^2)d1^261d2^31 + (1 + 0a + 3a^2)d1^262d2^31 + (3 + 4a + 1a^2)d1^263d2^31 + (0 + 2a + 1a^2)d1^264d2^31 + (1 + 0a + 4a^2)d1^265d2^31 + (3 + 2a + 0a^2)d1^266d2^31 + (3 + 0a + 3a^2)d1^267d2^31 + (0 + 3a + 1a^2)d1^268d2^31 + (0 + 1a + 0a^2)d1^269d2^31 + (0 + 3a + 0a^2)d1^270d2^31 + (0 + 1a + 1a^2)d1^271d2^31 + (1 + 3a + 2a^2)d1^272d2^31 + (3 + 4a + 4a^2)d1^273d2^31 + (4 + 1a + 3a^2)d1^274d2^31 + (2 + 3a + 2a^2)d1^275d2^31 + (2 + 1a + 0a^2)d1^276d2^31 + (0 + 1a + 3a^2)d1^277d2^31 + (3 + 1a + 0a^2)d1^278d2^31 + (3 + 1a + 2a^2)d1^279d2^31 + (1 + 2a + 4a^2)d1^280d2^31 + (3 + 0a + 2a^2)d1^281d2^31 + (0 + 0a + 3a^2)d1^282d2^31 + (0 + 0a + 2a^2)d1^283d2^31 + (0 + 1a + 4a^2)d1^284d2^31 + (3 + 0a + 1a^2)d1^285d2^31 + (0 + 3a + 4a^2)d1^286d2^31 + (4 + 0a + 2a^2)d1^287d2^31 + (2 + 2a + 0a^2)d1^288d2^31 + (0 + 3a + 1a^2)d1^289d2^31 + (1 + 1a + 4a^2)d1^290d2^31 + (3 + 0a + 1a^2)d1^291d2^31 + (0 + 3a + 2a^2)d1^292d2^31 + (1 + 4a + 4a^2)d1^293d2^31 + (3 + 0a + 2a^2)d2^32 + (0 + 2a + 1a^2)d1^1d2^32 + (4 + 1a + 3a^2)d1^2d2^32 + (0 + 4a + 4a^2)d1^3d2^32 + (0 + 0a + 2a^2)d1^4d2^32 + (4 + 4a + 1a^2)d1^5d2^32 + (3 + 2a + 1a^2)d1^6d2^32 + (0 + 1a + 4a^2)d1^7d2^32 + (2 + 4a + 4a^2)d1^8d2^32 + (2 + 1a + 3a^2)d1^9d2^32 + (4 + 3a + 4a^2)d1^10d2^32 + (1 + 0a + 4a^2)d1^11d2^32 + (3 + 4a + 2a^2)d1^12d2^32 + (1 + 2a + 1a^2)d1^13d2^32 + (2 + 2a + 0a^2)d1^14d2^32 + (1 + 1a + 3a^2)d1^15d2^32 + (4 + 1a + 1a^2)d1^16d2^32 + (4 + 0a + 2a^2)d1^17d2^32 + (1 + 3a + 4a^2)d1^18d2^32 + (4 + 4a + 2a^2)d1^19d2^32 + (4 + 4a + 2a^2)d1^20d2^32 + (3 + 1a + 4a^2)d1^21d2^32 + (0 + 0a + 3a^2)d1^22d2^32 + (1 + 4a + 0a^2)d1^24d2^32 + (1 + 1a + 0a^2)d1^25d2^32 + (0 + 1a + 1a^2)d1^26d2^32 + (2 + 4a + 0a^2)d1^27d2^32 + (4 + 3a + 2a^2)d1^28d2^32 + (3 + 0a + 3a^2)d1^29d2^32 + (3 + 1a + 4a^2)d1^30d2^32 + (3 + 0a + 2a^2)d1^31d2^32 + (1 + 1a + 1a^2)d1^32d2^32 + (4 + 2a + 4a^2)d1^33d2^32 + (2 + 2a + 4a^2)d1^34d2^32 + (4 + 2a + 1a^2)d1^35d2^32 + (4 + 0a + 0a^2)d1^36d2^32 + (0 + 4a + 3a^2)d1^37d2^32 + (4 + 0a + 0a^2)d1^38d2^32 + (4 + 2a + 0a^2)d1^39d2^32 + (2 + 0a + 0a^2)d1^40d2^32 + (0 + 3a + 2a^2)d1^41d2^32 + (3 + 3a + 4a^2)d1^42d2^32 + (2 + 4a + 3a^2)d1^43d2^32 + (3 + 3a + 0a^2)d1^44d2^32 + (1 + 1a + 1a^2)d1^45d2^32 + (0 + 0a + 1a^2)d1^46d2^32 + (0 + 4a + 1a^2)d1^47d2^32 + (0 + 3a + 4a^2)d1^48d2^32 + (3 + 1a + 1a^2)d1^49d2^32 + (2 + 1a + 1a^2)d1^50d2^32 + (0 + 1a + 2a^2)d1^51d2^32 + (0 + 0a + 2a^2)d1^52d2^32 + (3 + 1a + 1a^2)d1^53d2^32 + (3 + 4a + 3a^2)d1^54d2^32 + (1 + 0a + 3a^2)d1^56d2^32 + (2 + 3a + 0a^2)d1^57d2^32 + (3 + 4a + 1a^2)d1^58d2^32 + (2 + 0a + 3a^2)d1^59d2^32 + (0 + 0a + 3a^2)d1^60d2^32 + (4 + 1a + 1a^2)d1^61d2^32 + (2 + 2a + 3a^2)d1^62d2^32 + (0 + 4a + 4a^2)d1^63d2^32 + (3 + 0a + 4a^2)d1^64d2^32 + (1 + 3a + 3a^2)d1^65d2^32 + (3 + 1a + 1a^2)d1^66d2^32 + (4 + 1a + 0a^2)d1^67d2^32 + (4 + 1a + 2a^2)d1^68d2^32 + (4 + 0a + 0a^2)d1^69d2^32 + (2 + 0a + 0a^2)d1^70d2^32 + (0 + 1a + 0a^2)d1^71d2^32 + (3 + 4a + 3a^2)d1^72d2^32 + (2 + 4a + 0a^2)d1^73d2^32 + (2 + 1a + 3a^2)d1^74d2^32 + (3 + 2a + 0a^2)d1^75d2^32 + (3 + 3a + 3a^2)d1^76d2^32 + (3 + 4a + 4a^2)d1^77d2^32 + (3 + 1a + 1a^2)d1^78d2^32 + (1 + 1a + 2a^2)d1^79d2^32 + (0 + 2a + 0a^2)d1^80d2^32 + (2 + 0a + 1a^2)d1^81d2^32 + (0 + 0a + 4a^2)d1^82d2^32 + (4 + 3a + 3a^2)d1^83d2^32 + (2 + 4a + 4a^2)d1^84d2^32 + (1 + 0a + 0a^2)d1^85d2^32 + (0 + 3a + 4a^2)d1^86d2^32 + (1 + 0a + 0a^2)d1^87d2^32 + (1 + 2a + 4a^2)d1^88d2^32 + (2 + 1a + 4a^2)d1^89d2^32 + (3 + 2a + 3a^2)d1^90d2^32 + (1 + 1a + 3a^2)d1^91d2^32 + (2 + 2a + 4a^2)d1^92d2^32 + (3 + 3a + 2a^2)d1^93d2^32 + (1 + 4a + 3a^2)d1^94d2^32 + (0 + 3a + 2a^2)d1^95d2^32 + (3 + 4a + 1a^2)d1^96d2^32 + (0 + 2a + 2a^2)d1^97d2^32 + (4 + 1a + 2a^2)d1^98d2^32 + (4 + 3a + 0a^2)d1^99d2^32 + (3 + 2a + 4a^2)d1^100d2^32 + (0 + 0a + 1a^2)d1^101d2^32 + (4 + 0a + 1a^2)d1^102d2^32 + (3 + 0a + 3a^2)d1^103d2^32 + (3 + 3a + 4a^2)d1^104d2^32 + (1 + 1a + 3a^2)d1^105d2^32 + (4 + 3a + 0a^2)d1^106d2^32 + (3 + 0a + 0a^2)d1^107d2^32 + (3 + 4a + 0a^2)d1^108d2^32 + (4 + 3a + 4a^2)d1^109d2^32 + (1 + 1a + 4a^2)d1^110d2^32 + (1 + 2a + 2a^2)d1^111d2^32 + (4 + 1a + 3a^2)d1^112d2^32 + (3 + 3a + 4a^2)d1^113d2^32 + (2 + 0a + 0a^2)d1^114d2^32 + (1 + 3a + 3a^2)d1^115d2^32 + (1 + 0a + 2a^2)d1^116d2^32 + (3 + 1a + 3a^2)d1^117d2^32 + (3 + 4a + 0a^2)d1^118d2^32 + (1 + 3a + 4a^2)d1^119d2^32 + (1 + 4a + 0a^2)d1^120d2^32 + (4 + 2a + 0a^2)d1^121d2^32 + (3 + 0a + 3a^2)d1^122d2^32 + (4 + 3a + 3a^2)d1^123d2^32 + (2 + 1a + 1a^2)d1^124d2^32 + (0 + 0a + 1a^2)d1^125d2^32 + (4 + 4a + 2a^2)d1^126d2^32 + (1 + 2a + 2a^2)d1^127d2^32 + (4 + 4a + 1a^2)d1^128d2^32 + (2 + 4a + 1a^2)d1^129d2^32 + (2 + 2a + 3a^2)d1^130d2^32 + (0 + 4a + 4a^2)d1^131d2^32 + (3 + 3a + 4a^2)d1^132d2^32 + (3 + 3a + 2a^2)d1^133d2^32 + (1 + 4a + 4a^2)d1^134d2^32 + (4 + 4a + 1a^2)d1^135d2^32 + (4 + 1a + 0a^2)d1^136d2^32 + (0 + 2a + 1a^2)d1^137d2^32 + (2 + 2a + 4a^2)d1^138d2^32 + (1 + 3a + 1a^2)d1^139d2^32 + (3 + 3a + 0a^2)d1^140d2^32 + (3 + 4a + 1a^2)d1^141d2^32 + (1 + 2a + 3a^2)d1^142d2^32 + (2 + 0a + 3a^2)d1^143d2^32 + (4 + 1a + 4a^2)d1^144d2^32 + (2 + 2a + 2a^2)d1^145d2^32 + (4 + 4a + 3a^2)d1^146d2^32 + (1 + 1a + 1a^2)d1^147d2^32 + (1 + 1a + 0a^2)d1^148d2^32 + (2 + 1a + 3a^2)d1^149d2^32 + (0 + 1a + 4a^2)d1^150d2^32 + (1 + 4a + 4a^2)d1^151d2^32 + (1 + 3a + 2a^2)d1^152d2^32 + (0 + 0a + 3a^2)d1^153d2^32 + (0 + 2a + 0a^2)d1^154d2^32 + (1 + 4a + 3a^2)d1^155d2^32 + (4 + 4a + 0a^2)d1^156d2^32 + (4 + 1a + 0a^2)d1^157d2^32 + (1 + 4a + 4a^2)d1^158d2^32 + (2 + 3a + 0a^2)d1^159d2^32 + (1 + 1a + 0a^2)d1^160d2^32 + (2 + 4a + 4a^2)d1^161d2^32 + (1 + 3a + 2a^2)d1^162d2^32 + (3 + 0a + 2a^2)d1^163d2^32 + (1 + 2a + 0a^2)d1^164d2^32 + (3 + 3a + 0a^2)d1^165d2^32 + (3 + 2a + 2a^2)d1^166d2^32 + (0 + 0a + 1a^2)d1^167d2^32 + (2 + 2a + 2a^2)d1^168d2^32 + (3 + 1a + 2a^2)d1^169d2^32 + (2 + 4a + 0a^2)d1^170d2^32 + (3 + 0a + 3a^2)d1^171d2^32 + (3 + 0a + 0a^2)d1^172d2^32 + (1 + 4a + 0a^2)d1^173d2^32 + (1 + 4a + 1a^2)d1^174d2^32 + (2 + 3a + 3a^2)d1^175d2^32 + (4 + 3a + 0a^2)d1^176d2^32 + (0 + 2a + 4a^2)d1^177d2^32 + (4 + 1a + 3a^2)d1^178d2^32 + (1 + 0a + 4a^2)d1^179d2^32 + (4 + 2a + 0a^2)d1^180d2^32 + (2 + 3a + 2a^2)d1^181d2^32 + (1 + 4a + 3a^2)d1^182d2^32 + (2 + 0a + 4a^2)d1^183d2^32 + (0 + 1a + 1a^2)d1^184d2^32 + (1 + 4a + 1a^2)d1^185d2^32 + (2 + 1a + 3a^2)d1^186d2^32 + (0 + 1a + 1a^2)d1^187d2^32 + (3 + 3a + 0a^2)d1^188d2^32 + (4 + 4a + 3a^2)d1^189d2^32 + (4 + 2a + 2a^2)d1^190d2^32 + (1 + 4a + 2a^2)d1^191d2^32 + (4 + 1a + 3a^2)d1^192d2^32 + (3 + 2a + 1a^2)d1^193d2^32 + (0 + 3a + 0a^2)d1^194d2^32 + (1 + 3a + 1a^2)d1^195d2^32 + (3 + 3a + 2a^2)d1^196d2^32 + (2 + 0a + 4a^2)d1^197d2^32 + (2 + 0a + 4a^2)d1^198d2^32 + (2 + 4a + 2a^2)d1^199d2^32 + (1 + 1a + 0a^2)d1^200d2^32 + (3 + 3a + 0a^2)d1^201d2^32 + (3 + 1a + 1a^2)d1^202d2^32 + (3 + 3a + 1a^2)d1^203d2^32 + (0 + 4a + 3a^2)d1^204d2^32 + (2 + 0a + 1a^2)d1^205d2^32 + (4 + 3a + 2a^2)d1^206d2^32 + (2 + 4a + 2a^2)d1^207d2^32 + (3 + 4a + 2a^2)d1^208d2^32 + (0 + 3a + 2a^2)d1^209d2^32 + (3 + 3a + 2a^2)d1^210d2^32 + (4 + 2a + 1a^2)d1^211d2^32 + (1 + 4a + 4a^2)d1^212d2^32 + (0 + 4a + 3a^2)d1^213d2^32 + (0 + 3a + 2a^2)d1^214d2^32 + (0 + 4a + 4a^2)d1^215d2^32 + (3 + 2a + 3a^2)d1^216d2^32 + (4 + 2a + 3a^2)d1^217d2^32 + (1 + 1a + 2a^2)d1^218d2^32 + (2 + 1a + 0a^2)d1^219d2^32 + (4 + 2a + 3a^2)d1^220d2^32 + (0 + 4a + 4a^2)d1^221d2^32 + (2 + 3a + 3a^2)d1^222d2^32 + (2 + 0a + 4a^2)d1^223d2^32 + (3 + 4a + 1a^2)d1^224d2^32 + (2 + 1a + 2a^2)d1^225d2^32 + (2 + 1a + 1a^2)d1^226d2^32 + (3 + 3a + 0a^2)d1^227d2^32 + (0 + 0a + 2a^2)d1^228d2^32 + (2 + 2a + 1a^2)d1^229d2^32 + (0 + 2a + 0a^2)d1^230d2^32 + (3 + 4a + 1a^2)d1^231d2^32 + (2 + 4a + 4a^2)d1^232d2^32 + (2 + 0a + 0a^2)d1^233d2^32 + (0 + 1a + 3a^2)d1^234d2^32 + (1 + 3a + 4a^2)d1^235d2^32 + (0 + 1a + 4a^2)d1^236d2^32 + (4 + 3a + 1a^2)d1^237d2^32 + (4 + 4a + 1a^2)d1^238d2^32 + (0 + 2a + 2a^2)d1^239d2^32 + (1 + 1a + 4a^2)d1^240d2^32 + (2 + 0a + 0a^2)d1^241d2^32 + (1 + 0a + 4a^2)d1^242d2^32 + (1 + 0a + 4a^2)d1^243d2^32 + (1 + 1a + 0a^2)d1^244d2^32 + (0 + 1a + 3a^2)d1^245d2^32 + (1 + 1a + 0a^2)d1^246d2^32 + (4 + 1a + 0a^2)d1^247d2^32 + (3 + 2a + 3a^2)d1^248d2^32 + (0 + 1a + 4a^2)d1^249d2^32 + (0 + 4a + 0a^2)d1^250d2^32 + (2 + 1a + 3a^2)d1^251d2^32 + (0 + 2a + 1a^2)d1^252d2^32 + (3 + 2a + 3a^2)d1^253d2^32 + (3 + 2a + 4a^2)d1^254d2^32 + (4 + 4a + 0a^2)d1^255d2^32 + (1 + 4a + 4a^2)d1^256d2^32 + (1 + 4a + 0a^2)d1^257d2^32 + (2 + 0a + 2a^2)d1^258d2^32 + (1 + 2a + 3a^2)d1^259d2^32 + (2 + 0a + 0a^2)d1^260d2^32 + (4 + 4a + 4a^2)d1^261d2^32 + (4 + 3a + 1a^2)d1^262d2^32 + (3 + 4a + 3a^2)d1^263d2^32 + (1 + 2a + 1a^2)d1^264d2^32 + (1 + 1a + 1a^2)d1^265d2^32 + (4 + 3a + 0a^2)d1^266d2^32 + (1 + 0a + 4a^2)d1^267d2^32 + (3 + 4a + 4a^2)d1^268d2^32 + (2 + 1a + 4a^2)d1^269d2^32 + (4 + 1a + 0a^2)d1^270d2^32 + (1 + 4a + 0a^2)d1^271d2^32 + (0 + 4a + 0a^2)d1^272d2^32 + (2 + 3a + 2a^2)d1^273d2^32 + (3 + 2a + 4a^2)d1^274d2^32 + (2 + 2a + 3a^2)d1^275d2^32 + (0 + 0a + 4a^2)d1^276d2^32 + (4 + 3a + 3a^2)d1^277d2^32 + (4 + 4a + 0a^2)d1^278d2^32 + (0 + 3a + 3a^2)d1^279d2^32 + (0 + 4a + 4a^2)d1^280d2^32 + (3 + 4a + 1a^2)d1^281d2^32 + (2 + 0a + 3a^2)d1^282d2^32 + (4 + 3a + 4a^2)d1^283d2^32 + (3 + 2a + 1a^2)d1^284d2^32 + (3 + 4a + 0a^2)d1^285d2^32 + (0 + 0a + 1a^2)d1^286d2^32 + (4 + 2a + 0a^2)d1^287d2^32 + (3 + 2a + 4a^2)d1^288d2^32 + (3 + 0a + 3a^2)d1^289d2^32 + (3 + 0a + 1a^2)d1^290d2^32 + (2 + 3a + 4a^2)d1^291d2^32 + (0 + 2a + 3a^2)d1^292d2^32 + (0 + 1a + 2a^2)d1^293d2^32 + (1 + 2a + 3a^2)d2^33 + (0 + 2a + 0a^2)d1^1d2^33 + (3 + 0a + 4a^2)d1^2d2^33 + (0 + 0a + 3a^2)d1^3d2^33 + (3 + 0a + 3a^2)d1^4d2^33 + (1 + 2a + 4a^2)d1^5d2^33 + (0 + 4a + 1a^2)d1^6d2^33 + (2 + 3a + 2a^2)d1^7d2^33 + (4 + 2a + 2a^2)d1^8d2^33 + (3 + 1a + 4a^2)d1^9d2^33 + (0 + 0a + 2a^2)d1^10d2^33 + (4 + 2a + 0a^2)d1^11d2^33 + (0 + 3a + 4a^2)d1^12d2^33 + (3 + 3a + 0a^2)d1^13d2^33 + (4 + 3a + 1a^2)d1^14d2^33 + (1 + 1a + 2a^2)d1^15d2^33 + (3 + 1a + 3a^2)d1^16d2^33 + (4 + 4a + 0a^2)d1^17d2^33 + (4 + 3a + 4a^2)d1^18d2^33 + (2 + 0a + 1a^2)d1^19d2^33 + (4 + 4a + 2a^2)d1^20d2^33 + (3 + 3a + 4a^2)d1^21d2^33 + (0 + 3a + 0a^2)d1^22d2^33 + (1 + 4a + 3a^2)d1^23d2^33 + (0 + 1a + 3a^2)d1^24d2^33 + (3 + 1a + 0a^2)d1^25d2^33 + (1 + 3a + 0a^2)d1^26d2^33 + (3 + 4a + 0a^2)d1^27d2^33 + (0 + 1a + 0a^2)d1^28d2^33 + (1 + 0a + 1a^2)d1^29d2^33 + (3 + 1a + 1a^2)d1^30d2^33 + (3 + 0a + 3a^2)d1^31d2^33 + (3 + 0a + 4a^2)d1^32d2^33 + (0 + 2a + 1a^2)d1^33d2^33 + (1 + 3a + 4a^2)d1^34d2^33 + (0 + 2a + 0a^2)d1^35d2^33 + (0 + 1a + 4a^2)d1^36d2^33 + (0 + 1a + 4a^2)d1^37d2^33 + (2 + 0a + 3a^2)d1^38d2^33 + (1 + 2a + 3a^2)d1^39d2^33 + (3 + 2a + 0a^2)d1^40d2^33 + (3 + 2a + 4a^2)d1^41d2^33 + (2 + 4a + 1a^2)d1^42d2^33 + (0 + 4a + 3a^2)d1^43d2^33 + (4 + 4a + 4a^2)d1^44d2^33 + (3 + 0a + 4a^2)d1^45d2^33 + (0 + 0a + 4a^2)d1^46d2^33 + (3 + 2a + 3a^2)d1^47d2^33 + (3 + 3a + 2a^2)d1^48d2^33 + (3 + 4a + 3a^2)d1^49d2^33 + (2 + 2a + 0a^2)d1^50d2^33 + (3 + 3a + 4a^2)d1^51d2^33 + (3 + 3a + 2a^2)d1^52d2^33 + (2 + 2a + 4a^2)d1^53d2^33 + (4 + 1a + 2a^2)d1^54d2^33 + (1 + 1a + 3a^2)d1^55d2^33 + (3 + 2a + 3a^2)d1^56d2^33 + (1 + 0a + 0a^2)d1^57d2^33 + (3 + 2a + 0a^2)d1^58d2^33 + (3 + 1a + 3a^2)d1^59d2^33 + (2 + 2a + 1a^2)d1^60d2^33 + (4 + 2a + 4a^2)d1^61d2^33 + (3 + 1a + 4a^2)d1^62d2^33 + (2 + 2a + 2a^2)d1^63d2^33 + (3 + 2a + 2a^2)d1^64d2^33 + (1 + 4a + 3a^2)d1^65d2^33 + (0 + 3a + 0a^2)d1^66d2^33 + (0 + 4a + 0a^2)d1^67d2^33 + (2 + 1a + 3a^2)d1^68d2^33 + (0 + 3a + 2a^2)d1^69d2^33 + (1 + 1a + 1a^2)d1^70d2^33 + (1 + 0a + 1a^2)d1^71d2^33 + (3 + 1a + 1a^2)d1^72d2^33 + (3 + 0a + 2a^2)d1^73d2^33 + (1 + 3a + 2a^2)d1^74d2^33 + (1 + 0a + 1a^2)d1^75d2^33 + (4 + 4a + 3a^2)d1^76d2^33 + (0 + 4a + 1a^2)d1^77d2^33 + (3 + 3a + 1a^2)d1^78d2^33 + (1 + 0a + 0a^2)d1^79d2^33 + (3 + 1a + 1a^2)d1^80d2^33 + (2 + 3a + 1a^2)d1^81d2^33 + (4 + 4a + 0a^2)d1^82d2^33 + (2 + 1a + 4a^2)d1^83d2^33 + (3 + 2a + 0a^2)d1^84d2^33 + (3 + 0a + 0a^2)d1^85d2^33 + (1 + 3a + 0a^2)d1^86d2^33 + (3 + 1a + 4a^2)d1^87d2^33 + (2 + 4a + 3a^2)d1^88d2^33 + (3 + 0a + 1a^2)d1^89d2^33 + (4 + 1a + 2a^2)d1^90d2^33 + (1 + 0a + 1a^2)d1^91d2^33 + (1 + 0a + 0a^2)d1^92d2^33 + (1 + 3a + 4a^2)d1^93d2^33 + (4 + 2a + 3a^2)d1^94d2^33 + (1 + 0a + 0a^2)d1^95d2^33 + (0 + 4a + 2a^2)d1^96d2^33 + (4 + 3a + 2a^2)d1^97d2^33 + (3 + 4a + 2a^2)d1^98d2^33 + (2 + 4a + 2a^2)d1^99d2^33 + (4 + 2a + 4a^2)d1^100d2^33 + (2 + 1a + 4a^2)d1^101d2^33 + (3 + 3a + 0a^2)d1^102d2^33 + (4 + 2a + 4a^2)d1^103d2^33 + (2 + 1a + 3a^2)d1^104d2^33 + (3 + 4a + 2a^2)d1^105d2^33 + (2 + 4a + 2a^2)d1^106d2^33 + (2 + 4a + 3a^2)d1^107d2^33 + (3 + 4a + 1a^2)d1^108d2^33 + (3 + 1a + 3a^2)d1^109d2^33 + (2 + 1a + 1a^2)d1^110d2^33 + (4 + 3a + 2a^2)d1^111d2^33 + (4 + 0a + 1a^2)d1^112d2^33 + (0 + 0a + 3a^2)d1^113d2^33 + (2 + 4a + 3a^2)d1^114d2^33 + (2 + 4a + 4a^2)d1^115d2^33 + (0 + 0a + 4a^2)d1^116d2^33 + (0 + 4a + 1a^2)d1^117d2^33 + (0 + 2a + 0a^2)d1^118d2^33 + (0 + 1a + 4a^2)d1^119d2^33 + (4 + 0a + 1a^2)d1^120d2^33 + (3 + 3a + 2a^2)d1^121d2^33 + (1 + 0a + 0a^2)d1^122d2^33 + (3 + 3a + 2a^2)d1^123d2^33 + (3 + 1a + 1a^2)d1^124d2^33 + (3 + 0a + 3a^2)d1^125d2^33 + (4 + 1a + 1a^2)d1^126d2^33 + (1 + 1a + 1a^2)d1^127d2^33 + (3 + 1a + 2a^2)d1^128d2^33 + (2 + 1a + 4a^2)d1^129d2^33 + (3 + 0a + 1a^2)d1^130d2^33 + (4 + 4a + 4a^2)d1^131d2^33 + (3 + 3a + 2a^2)d1^132d2^33 + (2 + 1a + 3a^2)d1^133d2^33 + (2 + 1a + 1a^2)d1^134d2^33 + (2 + 0a + 2a^2)d1^135d2^33 + (4 + 3a + 0a^2)d1^136d2^33 + (1 + 3a + 4a^2)d1^137d2^33 + (2 + 1a + 4a^2)d1^138d2^33 + (4 + 4a + 2a^2)d1^139d2^33 + (2 + 0a + 3a^2)d1^140d2^33 + (0 + 2a + 4a^2)d1^141d2^33 + (0 + 2a + 3a^2)d1^142d2^33 + (2 + 1a + 4a^2)d1^143d2^33 + (2 + 0a + 4a^2)d1^144d2^33 + (2 + 2a + 2a^2)d1^145d2^33 + (4 + 4a + 1a^2)d1^146d2^33 + (3 + 1a + 4a^2)d1^147d2^33 + (1 + 2a + 0a^2)d1^148d2^33 + (3 + 4a + 0a^2)d1^149d2^33 + (2 + 0a + 0a^2)d1^150d2^33 + (4 + 1a + 1a^2)d1^151d2^33 + (1 + 2a + 1a^2)d1^152d2^33 + (2 + 4a + 3a^2)d1^153d2^33 + (1 + 0a + 0a^2)d1^154d2^33 + (0 + 2a + 4a^2)d1^155d2^33 + (4 + 0a + 4a^2)d1^156d2^33 + (3 + 3a + 0a^2)d1^157d2^33 + (1 + 1a + 0a^2)d1^158d2^33 + (1 + 2a + 4a^2)d1^159d2^33 + (4 + 3a + 3a^2)d1^160d2^33 + (4 + 0a + 0a^2)d1^161d2^33 + (0 + 3a + 4a^2)d1^162d2^33 + (1 + 0a + 0a^2)d1^163d2^33 + (4 + 0a + 1a^2)d1^164d2^33 + (4 + 4a + 2a^2)d1^165d2^33 + (4 + 4a + 4a^2)d1^166d2^33 + (2 + 3a + 1a^2)d1^167d2^33 + (2 + 1a + 2a^2)d1^168d2^33 + (0 + 4a + 4a^2)d1^169d2^33 + (4 + 3a + 4a^2)d1^170d2^33 + (1 + 1a + 4a^2)d1^171d2^33 + (3 + 3a + 4a^2)d1^172d2^33 + (3 + 2a + 1a^2)d1^173d2^33 + (1 + 4a + 4a^2)d1^174d2^33 + (0 + 3a + 4a^2)d1^175d2^33 + (3 + 1a + 0a^2)d1^176d2^33 + (1 + 1a + 1a^2)d1^177d2^33 + (0 + 2a + 3a^2)d1^178d2^33 + (2 + 4a + 3a^2)d1^179d2^33 + (4 + 1a + 0a^2)d1^180d2^33 + (0 + 3a + 2a^2)d1^181d2^33 + (4 + 1a + 4a^2)d1^182d2^33 + (0 + 2a + 1a^2)d1^183d2^33 + (3 + 3a + 4a^2)d1^184d2^33 + (2 + 1a + 0a^2)d1^185d2^33 + (3 + 0a + 1a^2)d1^186d2^33 + (1 + 4a + 0a^2)d1^187d2^33 + (0 + 2a + 0a^2)d1^188d2^33 + (3 + 1a + 1a^2)d1^189d2^33 + (2 + 0a + 4a^2)d1^190d2^33 + (0 + 4a + 3a^2)d1^191d2^33 + (4 + 4a + 1a^2)d1^192d2^33 + (2 + 3a + 1a^2)d1^193d2^33 + (3 + 3a + 2a^2)d1^194d2^33 + (3 + 4a + 4a^2)d1^195d2^33 + (0 + 4a + 0a^2)d1^196d2^33 + (4 + 1a + 2a^2)d1^197d2^33 + (3 + 3a + 0a^2)d1^198d2^33 + (4 + 3a + 1a^2)d1^199d2^33 + (2 + 1a + 2a^2)d1^200d2^33 + (3 + 4a + 1a^2)d1^201d2^33 + (0 + 4a + 2a^2)d1^202d2^33 + (4 + 2a + 3a^2)d1^203d2^33 + (2 + 2a + 4a^2)d1^204d2^33 + (4 + 3a + 2a^2)d1^205d2^33 + (4 + 2a + 1a^2)d1^206d2^33 + (0 + 3a + 2a^2)d1^207d2^33 + (0 + 2a + 0a^2)d1^208d2^33 + (1 + 1a + 3a^2)d1^209d2^33 + (4 + 2a + 0a^2)d1^210d2^33 + (0 + 1a + 2a^2)d1^211d2^33 + (4 + 0a + 2a^2)d1^212d2^33 + (0 + 1a + 3a^2)d1^213d2^33 + (3 + 2a + 2a^2)d1^214d2^33 + (2 + 0a + 3a^2)d1^215d2^33 + (4 + 0a + 3a^2)d1^216d2^33 + (2 + 2a + 0a^2)d1^217d2^33 + (4 + 3a + 3a^2)d1^218d2^33 + (3 + 4a + 1a^2)d1^219d2^33 + (0 + 2a + 2a^2)d1^220d2^33 + (0 + 1a + 2a^2)d1^221d2^33 + (4 + 0a + 1a^2)d1^222d2^33 + (0 + 4a + 0a^2)d1^223d2^33 + (1 + 2a + 3a^2)d1^224d2^33 + (2 + 3a + 1a^2)d1^225d2^33 + (0 + 3a + 2a^2)d1^226d2^33 + (3 + 0a + 4a^2)d1^227d2^33 + (0 + 0a + 1a^2)d1^228d2^33 + (0 + 4a + 2a^2)d1^229d2^33 + (2 + 0a + 4a^2)d1^230d2^33 + (2 + 2a + 4a^2)d1^231d2^33 + (4 + 2a + 1a^2)d1^232d2^33 + (2 + 3a + 4a^2)d1^233d2^33 + (2 + 4a + 0a^2)d1^234d2^33 + (3 + 4a + 1a^2)d1^235d2^33 + (2 + 2a + 1a^2)d1^236d2^33 + (0 + 1a + 2a^2)d1^237d2^33 + (0 + 2a + 4a^2)d1^238d2^33 + (4 + 2a + 1a^2)d1^239d2^33 + (3 + 0a + 3a^2)d1^240d2^33 + (4 + 0a + 4a^2)d1^241d2^33 + (1 + 0a + 4a^2)d1^242d2^33 + (0 + 2a + 2a^2)d1^243d2^33 + (0 + 4a + 4a^2)d1^244d2^33 + (2 + 4a + 1a^2)d1^245d2^33 + (1 + 0a + 2a^2)d1^246d2^33 + (1 + 0a + 2a^2)d1^247d2^33 + (0 + 0a + 3a^2)d1^248d2^33 + (3 + 1a + 1a^2)d1^249d2^33 + (4 + 0a + 4a^2)d1^250d2^33 + (4 + 4a + 2a^2)d1^251d2^33 + (3 + 0a + 3a^2)d1^252d2^33 + (1 + 1a + 0a^2)d1^253d2^33 + (2 + 0a + 1a^2)d1^254d2^33 + (2 + 2a + 1a^2)d1^255d2^33 + (0 + 3a + 1a^2)d1^256d2^33 + (1 + 2a + 3a^2)d1^257d2^33 + (2 + 1a + 3a^2)d1^258d2^33 + (4 + 0a + 0a^2)d1^259d2^33 + (0 + 2a + 2a^2)d1^260d2^33 + (3 + 3a + 2a^2)d1^261d2^33 + (3 + 4a + 2a^2)d1^262d2^33 + (2 + 0a + 0a^2)d1^263d2^33 + (2 + 1a + 4a^2)d1^264d2^33 + (1 + 4a + 4a^2)d1^265d2^33 + (4 + 2a + 4a^2)d1^266d2^33 + (0 + 2a + 1a^2)d1^267d2^33 + (3 + 0a + 2a^2)d1^268d2^33 + (3 + 0a + 0a^2)d1^269d2^33 + (1 + 1a + 2a^2)d1^270d2^33 + (1 + 0a + 0a^2)d1^271d2^33 + (1 + 1a + 0a^2)d1^272d2^33 + (3 + 2a + 0a^2)d1^273d2^33 + (2 + 4a + 2a^2)d1^274d2^33 + (1 + 4a + 4a^2)d1^275d2^33 + (1 + 1a + 1a^2)d1^276d2^33 + (0 + 2a + 1a^2)d1^277d2^33 + (2 + 3a + 4a^2)d1^278d2^33 + (4 + 3a + 3a^2)d1^279d2^33 + (3 + 4a + 2a^2)d1^280d2^33 + (2 + 4a + 4a^2)d1^281d2^33 + (2 + 1a + 2a^2)d1^282d2^33 + (2 + 2a + 1a^2)d1^283d2^33 + (0 + 2a + 2a^2)d1^284d2^33 + (0 + 0a + 3a^2)d1^285d2^33 + (0 + 0a + 1a^2)d1^286d2^33 + (0 + 3a + 1a^2)d1^287d2^33 + (2 + 0a + 2a^2)d1^288d2^33 + (1 + 1a + 3a^2)d1^289d2^33 + (2 + 3a + 3a^2)d1^290d2^33 + (3 + 1a + 3a^2)d1^291d2^33 + (2 + 4a + 1a^2)d1^292d2^33 + (1 + 4a + 4a^2)d1^293d2^33 + (0 + 4a + 1a^2)d2^34 + (1 + 1a + 2a^2)d1^1d2^34 + (1 + 4a + 2a^2)d1^2d2^34 + (4 + 1a + 4a^2)d1^3d2^34 + (1 + 4a + 3a^2)d1^4d2^34 + (2 + 0a + 3a^2)d1^5d2^34 + (0 + 4a + 0a^2)d1^6d2^34 + (4 + 0a + 0a^2)d1^7d2^34 + (0 + 1a + 2a^2)d1^8d2^34 + (1 + 0a + 4a^2)d1^9d2^34 + (0 + 2a + 0a^2)d1^10d2^34 + (3 + 3a + 4a^2)d1^11d2^34 + (0 + 4a + 0a^2)d1^12d2^34 + (0 + 0a + 1a^2)d1^13d2^34 + (4 + 0a + 3a^2)d1^14d2^34 + (1 + 1a + 2a^2)d1^15d2^34 + (2 + 0a + 3a^2)d1^16d2^34 + (4 + 2a + 4a^2)d1^17d2^34 + (0 + 0a + 1a^2)d1^18d2^34 + (0 + 4a + 2a^2)d1^19d2^34 + (4 + 3a + 1a^2)d1^20d2^34 + (1 + 1a + 4a^2)d1^21d2^34 + (3 + 0a + 3a^2)d1^22d2^34 + (3 + 0a + 2a^2)d1^23d2^34 + (2 + 4a + 2a^2)d1^24d2^34 + (1 + 4a + 0a^2)d1^25d2^34 + (2 + 1a + 1a^2)d1^26d2^34 + (4 + 0a + 1a^2)d1^27d2^34 + (1 + 2a + 0a^2)d1^28d2^34 + (1 + 1a + 3a^2)d1^29d2^34 + (2 + 1a + 0a^2)d1^30d2^34 + (3 + 2a + 0a^2)d1^31d2^34 + (1 + 4a + 2a^2)d1^32d2^34 + (3 + 2a + 0a^2)d1^33d2^34 + (2 + 2a + 3a^2)d1^34d2^34 + (3 + 2a + 3a^2)d1^35d2^34 + (1 + 2a + 2a^2)d1^36d2^34 + (4 + 3a + 1a^2)d1^37d2^34 + (1 + 1a + 1a^2)d1^38d2^34 + (4 + 4a + 3a^2)d1^39d2^34 + (3 + 0a + 0a^2)d1^40d2^34 + (4 + 4a + 2a^2)d1^41d2^34 + (2 + 0a + 1a^2)d1^42d2^34 + (4 + 4a + 0a^2)d1^43d2^34 + (2 + 4a + 3a^2)d1^44d2^34 + (3 + 3a + 2a^2)d1^45d2^34 + (2 + 4a + 2a^2)d1^46d2^34 + (4 + 2a + 4a^2)d1^47d2^34 + (4 + 0a + 4a^2)d1^48d2^34 + (0 + 2a + 2a^2)d1^49d2^34 + (4 + 4a + 4a^2)d1^50d2^34 + (4 + 2a + 2a^2)d1^51d2^34 + (0 + 0a + 4a^2)d1^52d2^34 + (4 + 1a + 2a^2)d1^53d2^34 + (0 + 4a + 2a^2)d1^54d2^34 + (0 + 0a + 3a^2)d1^55d2^34 + (4 + 3a + 2a^2)d1^56d2^34 + (2 + 1a + 1a^2)d1^57d2^34 + (2 + 1a + 1a^2)d1^58d2^34 + (1 + 0a + 1a^2)d1^59d2^34 + (2 + 0a + 2a^2)d1^60d2^34 + (4 + 2a + 2a^2)d1^61d2^34 + (2 + 3a + 1a^2)d1^62d2^34 + (2 + 4a + 0a^2)d1^63d2^34 + (2 + 2a + 4a^2)d1^64d2^34 + (3 + 0a + 2a^2)d1^65d2^34 + (0 + 4a + 4a^2)d1^66d2^34 + (1 + 4a + 1a^2)d1^67d2^34 + (4 + 2a + 4a^2)d1^68d2^34 + (2 + 4a + 0a^2)d1^69d2^34 + (0 + 2a + 2a^2)d1^70d2^34 + (2 + 3a + 3a^2)d1^71d2^34 + (4 + 3a + 1a^2)d1^72d2^34 + (3 + 0a + 2a^2)d1^73d2^34 + (2 + 2a + 0a^2)d1^74d2^34 + (3 + 1a + 4a^2)d1^75d2^34 + (4 + 4a + 4a^2)d1^76d2^34 + (2 + 4a + 2a^2)d1^77d2^34 + (1 + 1a + 1a^2)d1^78d2^34 + (0 + 2a + 4a^2)d1^79d2^34 + (1 + 3a + 0a^2)d1^80d2^34 + (2 + 0a + 3a^2)d1^81d2^34 + (0 + 0a + 4a^2)d1^82d2^34 + (1 + 3a + 0a^2)d1^83d2^34 + (1 + 4a + 2a^2)d1^84d2^34 + (0 + 0a + 2a^2)d1^85d2^34 + (2 + 3a + 2a^2)d1^86d2^34 + (1 + 0a + 3a^2)d1^87d2^34 + (4 + 3a + 2a^2)d1^88d2^34 + (2 + 2a + 4a^2)d1^89d2^34 + (2 + 3a + 0a^2)d1^90d2^34 + (2 + 0a + 0a^2)d1^91d2^34 + (2 + 0a + 1a^2)d1^92d2^34 + (4 + 2a + 3a^2)d1^93d2^34 + (4 + 1a + 0a^2)d1^94d2^34 + (1 + 3a + 0a^2)d1^95d2^34 + (2 + 3a + 4a^2)d1^96d2^34 + (0 + 4a + 4a^2)d1^97d2^34 + (2 + 0a + 0a^2)d1^98d2^34 + (2 + 2a + 0a^2)d1^99d2^34 + (3 + 0a + 1a^2)d1^100d2^34 + (2 + 4a + 0a^2)d1^101d2^34 + (2 + 1a + 3a^2)d1^102d2^34 + (1 + 1a + 1a^2)d1^103d2^34 + (4 + 2a + 3a^2)d1^104d2^34 + (4 + 1a + 1a^2)d1^105d2^34 + (4 + 0a + 1a^2)d1^106d2^34 + (2 + 0a + 1a^2)d1^107d2^34 + (3 + 2a + 1a^2)d1^108d2^34 + (0 + 4a + 2a^2)d1^109d2^34 + (1 + 3a + 0a^2)d1^110d2^34 + (3 + 3a + 4a^2)d1^111d2^34 + (2 + 0a + 2a^2)d1^112d2^34 + (0 + 1a + 0a^2)d1^113d2^34 + (4 + 1a + 1a^2)d1^114d2^34 + (2 + 4a + 0a^2)d1^115d2^34 + (4 + 1a + 2a^2)d1^116d2^34 + (3 + 0a + 2a^2)d1^117d2^34 + (4 + 2a + 3a^2)d1^118d2^34 + (0 + 0a + 1a^2)d1^119d2^34 + (2 + 0a + 4a^2)d1^120d2^34 + (3 + 3a + 1a^2)d1^121d2^34 + (3 + 4a + 0a^2)d1^122d2^34 + (2 + 0a + 2a^2)d1^123d2^34 + (2 + 1a + 1a^2)d1^124d2^34 + (3 + 2a + 0a^2)d1^125d2^34 + (3 + 0a + 4a^2)d1^126d2^34 + (4 + 0a + 1a^2)d1^127d2^34 + (4 + 2a + 0a^2)d1^128d2^34 + (2 + 0a + 1a^2)d1^129d2^34 + (3 + 1a + 4a^2)d1^130d2^34 + (1 + 3a + 2a^2)d1^131d2^34 + (2 + 0a + 1a^2)d1^132d2^34 + (3 + 2a + 4a^2)d1^133d2^34 + (1 + 2a + 3a^2)d1^134d2^34 + (4 + 3a + 3a^2)d1^135d2^34 + (3 + 3a + 2a^2)d1^136d2^34 + (2 + 1a + 4a^2)d1^137d2^34 + (1 + 4a + 0a^2)d1^138d2^34 + (2 + 3a + 0a^2)d1^139d2^34 + (1 + 1a + 3a^2)d1^140d2^34 + (0 + 2a + 0a^2)d1^141d2^34 + (0 + 0a + 2a^2)d1^142d2^34 + (1 + 3a + 2a^2)d1^143d2^34 + (2 + 1a + 1a^2)d1^144d2^34 + (2 + 0a + 4a^2)d1^145d2^34 + (2 + 4a + 0a^2)d1^146d2^34 + (4 + 2a + 4a^2)d1^147d2^34 + (4 + 1a + 1a^2)d1^148d2^34 + (0 + 2a + 3a^2)d1^149d2^34 + (1 + 4a + 3a^2)d1^150d2^34 + (1 + 2a + 1a^2)d1^151d2^34 + (1 + 1a + 1a^2)d1^152d2^34 + (2 + 3a + 0a^2)d1^153d2^34 + (1 + 0a + 4a^2)d1^154d2^34 + (4 + 3a + 4a^2)d1^155d2^34 + (4 + 0a + 0a^2)d1^156d2^34 + (4 + 2a + 1a^2)d1^157d2^34 + (1 + 4a + 3a^2)d1^158d2^34 + (3 + 4a + 2a^2)d1^159d2^34 + (4 + 2a + 4a^2)d1^160d2^34 + (3 + 2a + 1a^2)d1^161d2^34 + (3 + 1a + 0a^2)d1^162d2^34 + (1 + 1a + 2a^2)d1^163d2^34 + (0 + 4a + 1a^2)d1^164d2^34 + (1 + 3a + 3a^2)d1^165d2^34 + (4 + 2a + 0a^2)d1^166d2^34 + (1 + 0a + 2a^2)d1^167d2^34 + (3 + 2a + 1a^2)d1^168d2^34 + (3 + 2a + 2a^2)d1^170d2^34 + (1 + 3a + 4a^2)d1^171d2^34 + (1 + 1a + 4a^2)d1^172d2^34 + (1 + 4a + 3a^2)d1^173d2^34 + (2 + 1a + 0a^2)d1^174d2^34 + (3 + 0a + 1a^2)d1^175d2^34 + (1 + 3a + 3a^2)d1^176d2^34 + (0 + 4a + 3a^2)d1^177d2^34 + (2 + 3a + 3a^2)d1^178d2^34 + (4 + 3a + 2a^2)d1^179d2^34 + (1 + 3a + 3a^2)d1^180d2^34 + (1 + 4a + 4a^2)d1^181d2^34 + (4 + 1a + 2a^2)d1^182d2^34 + (4 + 3a + 1a^2)d1^183d2^34 + (3 + 3a + 2a^2)d1^184d2^34 + (1 + 1a + 3a^2)d1^185d2^34 + (0 + 2a + 4a^2)d1^186d2^34 + (0 + 4a + 2a^2)d1^187d2^34 + (4 + 3a + 4a^2)d1^188d2^34 + (1 + 0a + 4a^2)d1^189d2^34 + (2 + 4a + 0a^2)d1^190d2^34 + (3 + 2a + 3a^2)d1^191d2^34 + (1 + 4a + 3a^2)d1^192d2^34 + (4 + 1a + 0a^2)d1^193d2^34 + (2 + 1a + 0a^2)d1^194d2^34 + (1 + 4a + 4a^2)d1^195d2^34 + (1 + 2a + 4a^2)d1^196d2^34 + (2 + 2a + 0a^2)d1^197d2^34 + (2 + 2a + 4a^2)d1^198d2^34 + (2 + 0a + 3a^2)d1^199d2^34 + (0 + 0a + 4a^2)d1^200d2^34 + (4 + 0a + 0a^2)d1^201d2^34 + (3 + 1a + 0a^2)d1^202d2^34 + (1 + 3a + 2a^2)d1^203d2^34 + (3 + 1a + 2a^2)d1^204d2^34 + (4 + 3a + 1a^2)d1^205d2^34 + (1 + 1a + 1a^2)d1^206d2^34 + (1 + 1a + 1a^2)d1^207d2^34 + (3 + 1a + 2a^2)d1^208d2^34 + (2 + 4a + 0a^2)d1^209d2^34 + (0 + 2a + 3a^2)d1^210d2^34 + (2 + 1a + 0a^2)d1^211d2^34 + (3 + 4a + 0a^2)d1^212d2^34 + (2 + 3a + 3a^2)d1^213d2^34 + (1 + 2a + 1a^2)d1^214d2^34 + (4 + 4a + 1a^2)d1^215d2^34 + (0 + 4a + 4a^2)d1^216d2^34 + (2 + 4a + 1a^2)d1^217d2^34 + (3 + 1a + 3a^2)d1^218d2^34 + (2 + 1a + 0a^2)d1^219d2^34 + (0 + 3a + 0a^2)d1^220d2^34 + (4 + 0a + 0a^2)d1^221d2^34 + (4 + 0a + 1a^2)d1^222d2^34 + (4 + 0a + 3a^2)d1^223d2^34 + (3 + 0a + 1a^2)d1^224d2^34 + (2 + 0a + 3a^2)d1^225d2^34 + (1 + 0a + 2a^2)d1^226d2^34 + (4 + 2a + 0a^2)d1^227d2^34 + (3 + 1a + 3a^2)d1^228d2^34 + (0 + 1a + 1a^2)d1^229d2^34 + (4 + 0a + 4a^2)d1^230d2^34 + (0 + 2a + 0a^2)d1^231d2^34 + (0 + 1a + 1a^2)d1^232d2^34 + (0 + 3a + 4a^2)d1^233d2^34 + (1 + 3a + 1a^2)d1^234d2^34 + (3 + 0a + 3a^2)d1^235d2^34 + (2 + 0a + 0a^2)d1^236d2^34 + (2 + 1a + 2a^2)d1^237d2^34 + (1 + 4a + 1a^2)d1^238d2^34 + (3 + 4a + 4a^2)d1^239d2^34 + (3 + 3a + 2a^2)d1^240d2^34 + (2 + 2a + 4a^2)d1^241d2^34 + (2 + 2a + 4a^2)d1^242d2^34 + (1 + 0a + 3a^2)d1^243d2^34 + (4 + 4a + 1a^2)d1^244d2^34 + (0 + 3a + 3a^2)d1^245d2^34 + (2 + 1a + 2a^2)d1^246d2^34 + (0 + 1a + 1a^2)d1^247d2^34 + (1 + 0a + 2a^2)d1^248d2^34 + (3 + 4a + 2a^2)d1^249d2^34 + (2 + 2a + 2a^2)d1^250d2^34 + (4 + 4a + 4a^2)d1^251d2^34 + (4 + 4a + 1a^2)d1^252d2^34 + (0 + 3a + 3a^2)d1^253d2^34 + (1 + 3a + 0a^2)d1^254d2^34 + (1 + 4a + 2a^2)d1^255d2^34 + (0 + 0a + 4a^2)d1^256d2^34 + (4 + 2a + 4a^2)d1^257d2^34 + (4 + 3a + 3a^2)d1^258d2^34 + (0 + 1a + 4a^2)d1^259d2^34 + (1 + 0a + 0a^2)d1^260d2^34 + (0 + 0a + 4a^2)d1^261d2^34 + (1 + 2a + 1a^2)d1^262d2^34 + (0 + 0a + 1a^2)d1^263d2^34 + (2 + 3a + 1a^2)d1^264d2^34 + (0 + 0a + 1a^2)d1^265d2^34 + (2 + 0a + 2a^2)d1^266d2^34 + (4 + 2a + 2a^2)d1^267d2^34 + (2 + 0a + 2a^2)d1^268d2^34 + (2 + 2a + 2a^2)d1^269d2^34 + (4 + 3a + 0a^2)d1^270d2^34 + (1 + 1a + 4a^2)d1^271d2^34 + (1 + 2a + 3a^2)d1^272d2^34 + (1 + 3a + 1a^2)d1^273d2^34 + (1 + 2a + 2a^2)d1^274d2^34 + (3 + 0a + 0a^2)d1^275d2^34 + (4 + 0a + 2a^2)d1^276d2^34 + (1 + 2a + 2a^2)d1^277d2^34 + (2 + 0a + 0a^2)d1^278d2^34 + (3 + 1a + 1a^2)d1^279d2^34 + (0 + 1a + 2a^2)d1^280d2^34 + (0 + 0a + 3a^2)d1^281d2^34 + (4 + 2a + 4a^2)d1^282d2^34 + (0 + 2a + 4a^2)d1^283d2^34 + (3 + 4a + 0a^2)d1^284d2^34 + (2 + 1a + 2a^2)d1^285d2^34 + (2 + 1a + 0a^2)d1^286d2^34 + (2 + 0a + 2a^2)d1^287d2^34 + (3 + 0a + 0a^2)d1^288d2^34 + (4 + 4a + 4a^2)d1^289d2^34 + (1 + 0a + 4a^2)d1^290d2^34 + (2 + 0a + 3a^2)d1^291d2^34 + (4 + 3a + 4a^2)d1^292d2^34 + (0 + 4a + 4a^2)d1^293d2^34 + (1 + 4a + 0a^2)d2^35 + (0 + 0a + 2a^2)d1^1d2^35 + (1 + 2a + 3a^2)d1^2d2^35 + (4 + 2a + 0a^2)d1^3d2^35 + (4 + 1a + 2a^2)d1^4d2^35 + (0 + 0a + 2a^2)d1^5d2^35 + (3 + 3a + 1a^2)d1^6d2^35 + (2 + 1a + 3a^2)d1^8d2^35 + (3 + 2a + 3a^2)d1^9d2^35 + (2 + 1a + 1a^2)d1^10d2^35 + (1 + 2a + 4a^2)d1^11d2^35 + (4 + 3a + 2a^2)d1^12d2^35 + (0 + 2a + 1a^2)d1^13d2^35 + (1 + 3a + 1a^2)d1^14d2^35 + (1 + 3a + 4a^2)d1^15d2^35 + (1 + 2a + 0a^2)d1^16d2^35 + (1 + 4a + 0a^2)d1^17d2^35 + (4 + 2a + 3a^2)d1^18d2^35 + (2 + 0a + 4a^2)d1^19d2^35 + (2 + 2a + 2a^2)d1^20d2^35 + (2 + 3a + 3a^2)d1^21d2^35 + (3 + 0a + 0a^2)d1^22d2^35 + (0 + 1a + 1a^2)d1^23d2^35 + (2 + 4a + 4a^2)d1^24d2^35 + (3 + 1a + 3a^2)d1^25d2^35 + (4 + 2a + 0a^2)d1^26d2^35 + (1 + 0a + 2a^2)d1^27d2^35 + (1 + 2a + 0a^2)d1^28d2^35 + (3 + 0a + 0a^2)d1^29d2^35 + (3 + 0a + 3a^2)d1^30d2^35 + (2 + 3a + 3a^2)d1^31d2^35 + (0 + 1a + 1a^2)d1^32d2^35 + (4 + 2a + 4a^2)d1^33d2^35 + (1 + 0a + 1a^2)d1^34d2^35 + (2 + 3a + 3a^2)d1^35d2^35 + (1 + 0a + 1a^2)d1^36d2^35 + (1 + 3a + 0a^2)d1^37d2^35 + (1 + 3a + 2a^2)d1^38d2^35 + (2 + 1a + 1a^2)d1^39d2^35 + (1 + 3a + 4a^2)d1^40d2^35 + (4 + 3a + 1a^2)d1^41d2^35 + (0 + 3a + 4a^2)d1^42d2^35 + (2 + 3a + 2a^2)d1^43d2^35 + (3 + 2a + 0a^2)d1^44d2^35 + (2 + 3a + 4a^2)d1^45d2^35 + (3 + 1a + 1a^2)d1^46d2^35 + (0 + 3a + 4a^2)d1^47d2^35 + (3 + 3a + 4a^2)d1^48d2^35 + (4 + 4a + 4a^2)d1^49d2^35 + (1 + 0a + 3a^2)d1^50d2^35 + (1 + 1a + 2a^2)d1^51d2^35 + (1 + 4a + 1a^2)d1^52d2^35 + (1 + 1a + 1a^2)d1^53d2^35 + (2 + 2a + 4a^2)d1^54d2^35 + (1 + 4a + 1a^2)d1^55d2^35 + (2 + 0a + 2a^2)d1^56d2^35 + (0 + 4a + 0a^2)d1^57d2^35 + (0 + 4a + 0a^2)d1^58d2^35 + (4 + 2a + 4a^2)d1^59d2^35 + (0 + 2a + 3a^2)d1^60d2^35 + (0 + 0a + 2a^2)d1^61d2^35 + (4 + 3a + 0a^2)d1^62d2^35 + (2 + 2a + 1a^2)d1^63d2^35 + (0 + 2a + 3a^2)d1^64d2^35 + (0 + 2a + 2a^2)d1^65d2^35 + (3 + 1a + 4a^2)d1^66d2^35 + (0 + 2a + 4a^2)d1^67d2^35 + (1 + 3a + 2a^2)d1^68d2^35 + (4 + 4a + 4a^2)d1^69d2^35 + (4 + 2a + 1a^2)d1^70d2^35 + (3 + 3a + 1a^2)d1^71d2^35 + (1 + 1a + 0a^2)d1^72d2^35 + (4 + 2a + 1a^2)d1^73d2^35 + (0 + 0a + 3a^2)d1^74d2^35 + (4 + 3a + 4a^2)d1^75d2^35 + (4 + 2a + 3a^2)d1^76d2^35 + (3 + 2a + 0a^2)d1^77d2^35 + (3 + 2a + 2a^2)d1^78d2^35 + (1 + 1a + 3a^2)d1^79d2^35 + (2 + 4a + 1a^2)d1^80d2^35 + (0 + 4a + 3a^2)d1^81d2^35 + (2 + 4a + 2a^2)d1^82d2^35 + (4 + 1a + 1a^2)d1^83d2^35 + (0 + 2a + 2a^2)d1^84d2^35 + (2 + 4a + 1a^2)d1^85d2^35 + (3 + 4a + 2a^2)d1^86d2^35 + (2 + 3a + 0a^2)d1^87d2^35 + (0 + 2a + 1a^2)d1^88d2^35 + (1 + 0a + 4a^2)d1^89d2^35 + (3 + 1a + 4a^2)d1^90d2^35 + (1 + 4a + 2a^2)d1^91d2^35 + (2 + 1a + 2a^2)d1^92d2^35 + (3 + 4a + 0a^2)d1^93d2^35 + (0 + 0a + 2a^2)d1^94d2^35 + (1 + 3a + 4a^2)d1^95d2^35 + (4 + 4a + 4a^2)d1^96d2^35 + (2 + 4a + 2a^2)d1^97d2^35 + (3 + 0a + 2a^2)d1^98d2^35 + (1 + 1a + 1a^2)d1^99d2^35 + (0 + 2a + 0a^2)d1^100d2^35 + (2 + 0a + 1a^2)d1^101d2^35 + (3 + 0a + 4a^2)d1^102d2^35 + (2 + 1a + 2a^2)d1^103d2^35 + (4 + 1a + 2a^2)d1^104d2^35 + (1 + 3a + 4a^2)d1^105d2^35 + (4 + 2a + 2a^2)d1^106d2^35 + (3 + 0a + 0a^2)d1^107d2^35 + (1 + 0a + 0a^2)d1^108d2^35 + (1 + 4a + 4a^2)d1^109d2^35 + (1 + 3a + 4a^2)d1^110d2^35 + (1 + 0a + 4a^2)d1^111d2^35 + (0 + 2a + 3a^2)d1^112d2^35 + (3 + 0a + 0a^2)d1^113d2^35 + (0 + 1a + 3a^2)d1^114d2^35 + (0 + 2a + 3a^2)d1^115d2^35 + (2 + 4a + 4a^2)d1^116d2^35 + (0 + 2a + 0a^2)d1^117d2^35 + (3 + 3a + 4a^2)d1^118d2^35 + (4 + 2a + 4a^2)d1^119d2^35 + (3 + 2a + 4a^2)d1^120d2^35 + (4 + 1a + 4a^2)d1^121d2^35 + (3 + 4a + 2a^2)d1^122d2^35 + (1 + 2a + 0a^2)d1^123d2^35 + (4 + 0a + 1a^2)d1^124d2^35 + (0 + 4a + 3a^2)d1^125d2^35 + (4 + 4a + 3a^2)d1^126d2^35 + (2 + 4a + 4a^2)d1^127d2^35 + (3 + 2a + 2a^2)d1^128d2^35 + (2 + 4a + 3a^2)d1^129d2^35 + (2 + 0a + 1a^2)d1^130d2^35 + (0 + 3a + 1a^2)d1^131d2^35 + (2 + 4a + 1a^2)d1^132d2^35 + (2 + 4a + 3a^2)d1^133d2^35 + (3 + 3a + 0a^2)d1^134d2^35 + (2 + 3a + 0a^2)d1^135d2^35 + (2 + 2a + 3a^2)d1^136d2^35 + (4 + 3a + 3a^2)d1^137d2^35 + (3 + 1a + 2a^2)d1^138d2^35 + (4 + 1a + 2a^2)d1^139d2^35 + (0 + 1a + 1a^2)d1^140d2^35 + (3 + 4a + 2a^2)d1^141d2^35 + (2 + 2a + 2a^2)d1^142d2^35 + (2 + 1a + 2a^2)d1^143d2^35 + (0 + 1a + 3a^2)d1^144d2^35 + (3 + 0a + 3a^2)d1^145d2^35 + (0 + 0a + 2a^2)d1^146d2^35 + (4 + 0a + 0a^2)d1^147d2^35 + (4 + 3a + 3a^2)d1^148d2^35 + (3 + 1a + 1a^2)d1^149d2^35 + (1 + 3a + 0a^2)d1^150d2^35 + (2 + 4a + 3a^2)d1^151d2^35 + (2 + 2a + 4a^2)d1^152d2^35 + (4 + 4a + 1a^2)d1^153d2^35 + (0 + 1a + 0a^2)d1^154d2^35 + (4 + 4a + 3a^2)d1^155d2^35 + (2 + 4a + 2a^2)d1^156d2^35 + (4 + 1a + 4a^2)d1^157d2^35 + (4 + 4a + 2a^2)d1^158d2^35 + (4 + 1a + 2a^2)d1^159d2^35 + (3 + 4a + 3a^2)d1^160d2^35 + (2 + 3a + 1a^2)d1^161d2^35 + (3 + 2a + 3a^2)d1^162d2^35 + (4 + 2a + 1a^2)d1^163d2^35 + (3 + 2a + 2a^2)d1^164d2^35 + (0 + 2a + 3a^2)d1^165d2^35 + (2 + 4a + 4a^2)d1^166d2^35 + (2 + 4a + 3a^2)d1^167d2^35 + (4 + 4a + 1a^2)d1^168d2^35 + (3 + 0a + 0a^2)d1^169d2^35 + (4 + 2a + 4a^2)d1^170d2^35 + (3 + 2a + 2a^2)d1^171d2^35 + (0 + 1a + 3a^2)d1^172d2^35 + (0 + 4a + 4a^2)d1^173d2^35 + (4 + 3a + 0a^2)d1^174d2^35 + (0 + 3a + 0a^2)d1^175d2^35 + (0 + 1a + 1a^2)d1^176d2^35 + (0 + 1a + 0a^2)d1^177d2^35 + (0 + 0a + 4a^2)d1^178d2^35 + (3 + 3a + 2a^2)d1^179d2^35 + (4 + 3a + 2a^2)d1^180d2^35 + (1 + 2a + 4a^2)d1^181d2^35 + (4 + 1a + 2a^2)d1^182d2^35 + (1 + 0a + 4a^2)d1^183d2^35 + (3 + 3a + 0a^2)d1^184d2^35 + (1 + 1a + 4a^2)d1^185d2^35 + (1 + 3a + 0a^2)d1^186d2^35 + (3 + 4a + 4a^2)d1^187d2^35 + (4 + 0a + 0a^2)d1^188d2^35 + (3 + 2a + 4a^2)d1^189d2^35 + (2 + 4a + 4a^2)d1^190d2^35 + (0 + 0a + 2a^2)d1^191d2^35 + (0 + 1a + 3a^2)d1^192d2^35 + (0 + 4a + 4a^2)d1^193d2^35 + (2 + 2a + 0a^2)d1^194d2^35 + (4 + 3a + 2a^2)d1^195d2^35 + (3 + 4a + 3a^2)d1^196d2^35 + (1 + 4a + 3a^2)d1^197d2^35 + (1 + 3a + 2a^2)d1^198d2^35 + (2 + 2a + 3a^2)d1^199d2^35 + (4 + 1a + 1a^2)d1^200d2^35 + (0 + 4a + 4a^2)d1^201d2^35 + (4 + 1a + 0a^2)d1^202d2^35 + (0 + 1a + 1a^2)d1^203d2^35 + (4 + 2a + 3a^2)d1^204d2^35 + (3 + 1a + 4a^2)d1^205d2^35 + (0 + 3a + 0a^2)d1^206d2^35 + (2 + 4a + 0a^2)d1^207d2^35 + (2 + 2a + 4a^2)d1^208d2^35 + (1 + 0a + 1a^2)d1^209d2^35 + (1 + 1a + 1a^2)d1^210d2^35 + (3 + 2a + 0a^2)d1^211d2^35 + (3 + 3a + 2a^2)d1^212d2^35 + (4 + 4a + 0a^2)d1^214d2^35 + (4 + 1a + 0a^2)d1^215d2^35 + (3 + 0a + 4a^2)d1^216d2^35 + (2 + 3a + 2a^2)d1^217d2^35 + (2 + 1a + 1a^2)d1^218d2^35 + (4 + 2a + 3a^2)d1^219d2^35 + (3 + 2a + 0a^2)d1^220d2^35 + (3 + 1a + 1a^2)d1^221d2^35 + (1 + 3a + 0a^2)d1^222d2^35 + (2 + 2a + 1a^2)d1^223d2^35 + (2 + 1a + 4a^2)d1^224d2^35 + (2 + 4a + 1a^2)d1^225d2^35 + (1 + 3a + 3a^2)d1^226d2^35 + (2 + 0a + 1a^2)d1^227d2^35 + (2 + 1a + 4a^2)d1^228d2^35 + (2 + 0a + 3a^2)d1^229d2^35 + (3 + 0a + 4a^2)d1^230d2^35 + (4 + 0a + 2a^2)d1^231d2^35 + (2 + 1a + 0a^2)d1^232d2^35 + (0 + 4a + 2a^2)d1^233d2^35 + (0 + 0a + 2a^2)d1^234d2^35 + (3 + 3a + 4a^2)d1^235d2^35 + (1 + 3a + 1a^2)d1^236d2^35 + (4 + 4a + 1a^2)d1^237d2^35 + (1 + 4a + 0a^2)d1^238d2^35 + (4 + 3a + 2a^2)d1^239d2^35 + (2 + 3a + 2a^2)d1^240d2^35 + (1 + 0a + 4a^2)d1^241d2^35 + (2 + 4a + 3a^2)d1^242d2^35 + (4 + 2a + 4a^2)d1^243d2^35 + (1 + 2a + 1a^2)d1^244d2^35 + (4 + 0a + 0a^2)d1^245d2^35 + (2 + 2a + 0a^2)d1^246d2^35 + (0 + 1a + 3a^2)d1^247d2^35 + (0 + 3a + 0a^2)d1^248d2^35 + (2 + 3a + 3a^2)d1^249d2^35 + (2 + 0a + 2a^2)d1^250d2^35 + (1 + 0a + 3a^2)d1^251d2^35 + (4 + 2a + 1a^2)d1^252d2^35 + (0 + 2a + 2a^2)d1^253d2^35 + (3 + 0a + 1a^2)d1^254d2^35 + (2 + 0a + 0a^2)d1^255d2^35 + (1 + 0a + 4a^2)d1^256d2^35 + (4 + 3a + 2a^2)d1^257d2^35 + (1 + 2a + 3a^2)d1^258d2^35 + (4 + 0a + 2a^2)d1^259d2^35 + (4 + 3a + 0a^2)d1^260d2^35 + (4 + 3a + 4a^2)d1^261d2^35 + (3 + 0a + 4a^2)d1^262d2^35 + (3 + 0a + 1a^2)d1^263d2^35 + (4 + 0a + 4a^2)d1^264d2^35 + (0 + 3a + 2a^2)d1^265d2^35 + (0 + 0a + 1a^2)d1^266d2^35 + (4 + 2a + 2a^2)d1^267d2^35 + (3 + 0a + 4a^2)d1^268d2^35 + (2 + 4a + 2a^2)d1^269d2^35 + (3 + 0a + 4a^2)d1^270d2^35 + (2 + 1a + 1a^2)d1^271d2^35 + (1 + 1a + 0a^2)d1^272d2^35 + (1 + 2a + 4a^2)d1^273d2^35 + (4 + 1a + 1a^2)d1^274d2^35 + (1 + 4a + 4a^2)d1^275d2^35 + (4 + 1a + 4a^2)d1^276d2^35 + (4 + 4a + 2a^2)d1^277d2^35 + (1 + 0a + 3a^2)d1^278d2^35 + (1 + 0a + 0a^2)d1^279d2^35 + (3 + 2a + 0a^2)d1^280d2^35 + (4 + 1a + 3a^2)d1^281d2^35 + (4 + 1a + 0a^2)d1^282d2^35 + (4 + 2a + 0a^2)d1^283d2^35 + (2 + 2a + 4a^2)d1^284d2^35 + (1 + 4a + 4a^2)d1^285d2^35 + (3 + 3a + 2a^2)d1^286d2^35 + (4 + 1a + 0a^2)d1^287d2^35 + (0 + 2a + 4a^2)d1^288d2^35 + (2 + 4a + 2a^2)d1^289d2^35 + (2 + 4a + 3a^2)d1^290d2^35 + (3 + 1a + 1a^2)d1^291d2^35 + (4 + 1a + 3a^2)d1^292d2^35 + (0 + 4a + 0a^2)d1^293d2^35 + (3 + 0a + 2a^2)d2^36 + (0 + 4a + 0a^2)d1^1d2^36 + (4 + 2a + 0a^2)d1^2d2^36 + (2 + 4a + 4a^2)d1^3d2^36 + (0 + 3a + 3a^2)d1^4d2^36 + (0 + 0a + 1a^2)d1^5d2^36 + (3 + 4a + 1a^2)d1^6d2^36 + (1 + 3a + 0a^2)d1^7d2^36 + (2 + 4a + 0a^2)d1^8d2^36 + (4 + 2a + 4a^2)d1^9d2^36 + (0 + 3a + 1a^2)d1^10d2^36 + (2 + 1a + 0a^2)d1^11d2^36 + (1 + 0a + 4a^2)d1^12d2^36 + (3 + 2a + 3a^2)d1^13d2^36 + (3 + 0a + 0a^2)d1^14d2^36 + (1 + 3a + 3a^2)d1^15d2^36 + (0 + 4a + 3a^2)d1^16d2^36 + (4 + 2a + 1a^2)d1^17d2^36 + (2 + 3a + 4a^2)d1^18d2^36 + (2 + 1a + 3a^2)d1^19d2^36 + (4 + 4a + 3a^2)d1^20d2^36 + (4 + 3a + 4a^2)d1^21d2^36 + (3 + 2a + 2a^2)d1^22d2^36 + (1 + 1a + 2a^2)d1^23d2^36 + (2 + 3a + 1a^2)d1^24d2^36 + (4 + 1a + 4a^2)d1^25d2^36 + (3 + 1a + 1a^2)d1^26d2^36 + (0 + 3a + 4a^2)d1^27d2^36 + (4 + 2a + 2a^2)d1^28d2^36 + (0 + 0a + 2a^2)d1^29d2^36 + (3 + 3a + 0a^2)d1^30d2^36 + (3 + 0a + 3a^2)d1^31d2^36 + (0 + 0a + 3a^2)d1^32d2^36 + (4 + 3a + 1a^2)d1^33d2^36 + (4 + 3a + 0a^2)d1^34d2^36 + (0 + 2a + 2a^2)d1^35d2^36 + (2 + 2a + 4a^2)d1^36d2^36 + (4 + 4a + 2a^2)d1^37d2^36 + (3 + 1a + 1a^2)d1^38d2^36 + (3 + 4a + 3a^2)d1^39d2^36 + (3 + 2a + 0a^2)d1^40d2^36 + (3 + 1a + 1a^2)d1^41d2^36 + (1 + 4a + 2a^2)d1^42d2^36 + (0 + 3a + 3a^2)d1^43d2^36 + (0 + 1a + 3a^2)d1^44d2^36 + (2 + 4a + 1a^2)d1^45d2^36 + (3 + 1a + 4a^2)d1^46d2^36 + (2 + 4a + 2a^2)d1^47d2^36 + (1 + 4a + 4a^2)d1^48d2^36 + (2 + 4a + 1a^2)d1^49d2^36 + (3 + 0a + 1a^2)d1^50d2^36 + (0 + 0a + 1a^2)d1^51d2^36 + (4 + 1a + 2a^2)d1^52d2^36 + (1 + 1a + 0a^2)d1^53d2^36 + (1 + 1a + 1a^2)d1^54d2^36 + (2 + 2a + 1a^2)d1^55d2^36 + (0 + 4a + 4a^2)d1^56d2^36 + (1 + 1a + 4a^2)d1^57d2^36 + (0 + 2a + 3a^2)d1^58d2^36 + (3 + 2a + 1a^2)d1^59d2^36 + (1 + 4a + 0a^2)d1^60d2^36 + (2 + 2a + 3a^2)d1^61d2^36 + (3 + 3a + 3a^2)d1^62d2^36 + (4 + 2a + 2a^2)d1^63d2^36 + (1 + 4a + 0a^2)d1^64d2^36 + (1 + 3a + 0a^2)d1^65d2^36 + (2 + 0a + 0a^2)d1^66d2^36 + (0 + 3a + 4a^2)d1^67d2^36 + (0 + 1a + 3a^2)d1^68d2^36 + (2 + 1a + 1a^2)d1^69d2^36 + (2 + 2a + 1a^2)d1^70d2^36 + (4 + 2a + 2a^2)d1^71d2^36 + (1 + 2a + 0a^2)d1^72d2^36 + (0 + 2a + 0a^2)d1^73d2^36 + (4 + 0a + 1a^2)d1^74d2^36 + (3 + 2a + 1a^2)d1^75d2^36 + (3 + 4a + 3a^2)d1^76d2^36 + (2 + 4a + 0a^2)d1^77d2^36 + (0 + 3a + 1a^2)d1^78d2^36 + (0 + 4a + 4a^2)d1^79d2^36 + (3 + 1a + 4a^2)d1^80d2^36 + (4 + 2a + 1a^2)d1^81d2^36 + (3 + 1a + 2a^2)d1^82d2^36 + (4 + 3a + 3a^2)d1^83d2^36 + (1 + 4a + 0a^2)d1^84d2^36 + (1 + 4a + 0a^2)d1^85d2^36 + (1 + 1a + 2a^2)d1^86d2^36 + (1 + 0a + 3a^2)d1^87d2^36 + (4 + 2a + 3a^2)d1^88d2^36 + (0 + 4a + 3a^2)d1^89d2^36 + (1 + 4a + 0a^2)d1^90d2^36 + (1 + 0a + 1a^2)d1^91d2^36 + (2 + 0a + 4a^2)d1^92d2^36 + (0 + 0a + 4a^2)d1^93d2^36 + (3 + 4a + 0a^2)d1^94d2^36 + (4 + 4a + 0a^2)d1^95d2^36 + (3 + 1a + 2a^2)d1^96d2^36 + (3 + 2a + 2a^2)d1^97d2^36 + (2 + 2a + 3a^2)d1^98d2^36 + (2 + 1a + 2a^2)d1^99d2^36 + (3 + 0a + 1a^2)d1^100d2^36 + (2 + 1a + 4a^2)d1^101d2^36 + (0 + 4a + 1a^2)d1^102d2^36 + (0 + 0a + 1a^2)d1^103d2^36 + (0 + 0a + 4a^2)d1^104d2^36 + (1 + 3a + 1a^2)d1^105d2^36 + (4 + 2a + 3a^2)d1^106d2^36 + (0 + 0a + 1a^2)d1^107d2^36 + (1 + 2a + 4a^2)d1^108d2^36 + (1 + 4a + 4a^2)d1^109d2^36 + (1 + 3a + 2a^2)d1^110d2^36 + (2 + 1a + 2a^2)d1^111d2^36 + (1 + 2a + 2a^2)d1^112d2^36 + (2 + 1a + 0a^2)d1^113d2^36 + (4 + 2a + 0a^2)d1^114d2^36 + (3 + 0a + 4a^2)d1^115d2^36 + (0 + 4a + 3a^2)d1^116d2^36 + (0 + 0a + 3a^2)d1^117d2^36 + (4 + 0a + 3a^2)d1^118d2^36 + (2 + 1a + 2a^2)d1^119d2^36 + (1 + 2a + 4a^2)d1^120d2^36 + (4 + 2a + 2a^2)d1^121d2^36 + (4 + 3a + 3a^2)d1^122d2^36 + (4 + 2a + 1a^2)d1^123d2^36 + (2 + 2a + 2a^2)d1^124d2^36 + (1 + 2a + 1a^2)d1^125d2^36 + (3 + 1a + 4a^2)d1^126d2^36 + (0 + 2a + 1a^2)d1^127d2^36 + (3 + 4a + 1a^2)d1^128d2^36 + (2 + 2a + 2a^2)d1^129d2^36 + (0 + 1a + 4a^2)d1^130d2^36 + (1 + 1a + 3a^2)d1^131d2^36 + (2 + 4a + 2a^2)d1^132d2^36 + (0 + 0a + 1a^2)d1^133d2^36 + (0 + 1a + 1a^2)d1^134d2^36 + (2 + 2a + 3a^2)d1^135d2^36 + (4 + 1a + 4a^2)d1^136d2^36 + (3 + 0a + 4a^2)d1^137d2^36 + (1 + 2a + 0a^2)d1^138d2^36 + (3 + 4a + 0a^2)d1^139d2^36 + (1 + 4a + 1a^2)d1^140d2^36 + (4 + 4a + 0a^2)d1^141d2^36 + (2 + 3a + 3a^2)d1^142d2^36 + (0 + 0a + 2a^2)d1^143d2^36 + (3 + 0a + 2a^2)d1^144d2^36 + (3 + 2a + 1a^2)d1^145d2^36 + (0 + 3a + 4a^2)d1^146d2^36 + (1 + 0a + 0a^2)d1^147d2^36 + (0 + 4a + 1a^2)d1^148d2^36 + (0 + 3a + 4a^2)d1^149d2^36 + (3 + 0a + 0a^2)d1^150d2^36 + (2 + 4a + 1a^2)d1^151d2^36 + (0 + 0a + 2a^2)d1^152d2^36 + (3 + 3a + 1a^2)d1^153d2^36 + (2 + 4a + 4a^2)d1^154d2^36 + (0 + 2a + 2a^2)d1^155d2^36 + (4 + 4a + 0a^2)d1^156d2^36 + (4 + 0a + 2a^2)d1^157d2^36 + (4 + 0a + 0a^2)d1^158d2^36 + (1 + 0a + 3a^2)d1^159d2^36 + (1 + 3a + 4a^2)d1^160d2^36 + (1 + 4a + 3a^2)d1^161d2^36 + (3 + 0a + 4a^2)d1^162d2^36 + (3 + 3a + 3a^2)d1^163d2^36 + (4 + 2a + 1a^2)d1^164d2^36 + (2 + 0a + 0a^2)d1^165d2^36 + (1 + 0a + 0a^2)d1^166d2^36 + (2 + 1a + 0a^2)d1^167d2^36 + (1 + 2a + 4a^2)d1^168d2^36 + (1 + 3a + 2a^2)d1^169d2^36 + (1 + 3a + 0a^2)d1^170d2^36 + (1 + 4a + 0a^2)d1^171d2^36 + (1 + 0a + 0a^2)d1^172d2^36 + (4 + 0a + 0a^2)d1^173d2^36 + (0 + 4a + 0a^2)d1^174d2^36 + (3 + 3a + 0a^2)d1^175d2^36 + (0 + 3a + 1a^2)d1^176d2^36 + (4 + 2a + 2a^2)d1^177d2^36 + (2 + 1a + 1a^2)d1^178d2^36 + (4 + 0a + 1a^2)d1^179d2^36 + (4 + 3a + 2a^2)d1^180d2^36 + (3 + 0a + 2a^2)d1^181d2^36 + (2 + 3a + 3a^2)d1^182d2^36 + (3 + 4a + 2a^2)d1^183d2^36 + (0 + 4a + 2a^2)d1^184d2^36 + (0 + 1a + 1a^2)d1^185d2^36 + (4 + 4a + 0a^2)d1^186d2^36 + (1 + 1a + 2a^2)d1^187d2^36 + (0 + 2a + 0a^2)d1^188d2^36 + (2 + 3a + 4a^2)d1^189d2^36 + (1 + 0a + 1a^2)d1^190d2^36 + (3 + 0a + 4a^2)d1^191d2^36 + (3 + 4a + 3a^2)d1^192d2^36 + (3 + 0a + 0a^2)d1^193d2^36 + (3 + 4a + 3a^2)d1^194d2^36 + (1 + 4a + 0a^2)d1^195d2^36 + (1 + 3a + 4a^2)d1^196d2^36 + (3 + 3a + 4a^2)d1^197d2^36 + (0 + 3a + 2a^2)d1^198d2^36 + (3 + 1a + 3a^2)d1^199d2^36 + (2 + 0a + 1a^2)d1^200d2^36 + (3 + 0a + 4a^2)d1^201d2^36 + (4 + 1a + 0a^2)d1^202d2^36 + (4 + 0a + 1a^2)d1^203d2^36 + (3 + 0a + 4a^2)d1^204d2^36 + (3 + 1a + 2a^2)d1^205d2^36 + (2 + 4a + 0a^2)d1^206d2^36 + (3 + 4a + 3a^2)d1^207d2^36 + (4 + 3a + 4a^2)d1^208d2^36 + (2 + 2a + 1a^2)d1^209d2^36 + (3 + 3a + 4a^2)d1^210d2^36 + (4 + 1a + 0a^2)d1^211d2^36 + (1 + 4a + 0a^2)d1^212d2^36 + (1 + 0a + 4a^2)d1^213d2^36 + (4 + 4a + 2a^2)d1^214d2^36 + (1 + 4a + 1a^2)d1^215d2^36 + (4 + 2a + 4a^2)d1^216d2^36 + (0 + 3a + 4a^2)d1^217d2^36 + (1 + 0a + 4a^2)d1^218d2^36 + (0 + 1a + 0a^2)d1^219d2^36 + (2 + 4a + 0a^2)d1^220d2^36 + (4 + 1a + 0a^2)d1^221d2^36 + (2 + 1a + 3a^2)d1^222d2^36 + (1 + 3a + 4a^2)d1^223d2^36 + (0 + 2a + 1a^2)d1^224d2^36 + (3 + 2a + 2a^2)d1^225d2^36 + (3 + 4a + 0a^2)d1^227d2^36 + (0 + 1a + 1a^2)d1^228d2^36 + (0 + 3a + 3a^2)d1^229d2^36 + (0 + 4a + 0a^2)d1^230d2^36 + (1 + 3a + 0a^2)d1^231d2^36 + (1 + 4a + 0a^2)d1^232d2^36 + (4 + 4a + 1a^2)d1^233d2^36 + (0 + 0a + 4a^2)d1^234d2^36 + (0 + 0a + 1a^2)d1^235d2^36 + (1 + 4a + 4a^2)d1^236d2^36 + (2 + 4a + 4a^2)d1^237d2^36 + (4 + 0a + 4a^2)d1^238d2^36 + (1 + 0a + 4a^2)d1^239d2^36 + (2 + 4a + 2a^2)d1^240d2^36 + (0 + 3a + 1a^2)d1^241d2^36 + (0 + 2a + 1a^2)d1^242d2^36 + (1 + 4a + 3a^2)d1^243d2^36 + (0 + 2a + 2a^2)d1^244d2^36 + (1 + 3a + 2a^2)d1^245d2^36 + (2 + 1a + 3a^2)d1^246d2^36 + (4 + 4a + 0a^2)d1^247d2^36 + (3 + 1a + 3a^2)d1^248d2^36 + (0 + 0a + 1a^2)d1^249d2^36 + (0 + 3a + 2a^2)d1^250d2^36 + (4 + 2a + 3a^2)d1^251d2^36 + (3 + 2a + 3a^2)d1^252d2^36 + (2 + 3a + 2a^2)d1^253d2^36 + (3 + 0a + 0a^2)d1^254d2^36 + (0 + 3a + 1a^2)d1^255d2^36 + (1 + 2a + 2a^2)d1^256d2^36 + (1 + 0a + 2a^2)d1^257d2^36 + (4 + 4a + 0a^2)d1^258d2^36 + (1 + 2a + 4a^2)d1^259d2^36 + (2 + 1a + 4a^2)d1^260d2^36 + (0 + 2a + 1a^2)d1^261d2^36 + (0 + 3a + 3a^2)d1^262d2^36 + (1 + 2a + 2a^2)d1^263d2^36 + (0 + 4a + 0a^2)d1^264d2^36 + (2 + 4a + 0a^2)d1^265d2^36 + (4 + 3a + 2a^2)d1^266d2^36 + (3 + 2a + 0a^2)d1^267d2^36 + (0 + 2a + 3a^2)d1^268d2^36 + (1 + 3a + 3a^2)d1^269d2^36 + (1 + 2a + 3a^2)d1^270d2^36 + (0 + 3a + 0a^2)d1^271d2^36 + (3 + 3a + 3a^2)d1^272d2^36 + (3 + 4a + 0a^2)d1^273d2^36 + (2 + 4a + 4a^2)d1^274d2^36 + (3 + 0a + 4a^2)d1^275d2^36 + (2 + 0a + 4a^2)d1^276d2^36 + (0 + 1a + 4a^2)d1^277d2^36 + (1 + 3a + 0a^2)d1^278d2^36 + (3 + 1a + 0a^2)d1^279d2^36 + (0 + 2a + 1a^2)d1^280d2^36 + (1 + 0a + 2a^2)d1^281d2^36 + (2 + 1a + 3a^2)d1^282d2^36 + (2 + 0a + 4a^2)d1^283d2^36 + (2 + 1a + 1a^2)d1^284d2^36 + (2 + 4a + 4a^2)d1^285d2^36 + (2 + 0a + 3a^2)d1^286d2^36 + (3 + 2a + 4a^2)d1^287d2^36 + (0 + 4a + 4a^2)d1^288d2^36 + (2 + 3a + 4a^2)d1^289d2^36 + (1 + 4a + 2a^2)d1^290d2^36 + (1 + 3a + 4a^2)d1^291d2^36 + (4 + 0a + 4a^2)d1^292d2^36 + (4 + 3a + 3a^2)d1^293d2^36 + (0 + 2a + 3a^2)d2^37 + (0 + 2a + 2a^2)d1^1d2^37 + (4 + 0a + 0a^2)d1^2d2^37 + (3 + 4a + 4a^2)d1^3d2^37 + (3 + 1a + 2a^2)d1^4d2^37 + (4 + 2a + 2a^2)d1^5d2^37 + (4 + 2a + 1a^2)d1^6d2^37 + (0 + 3a + 4a^2)d1^7d2^37 + (1 + 4a + 4a^2)d1^8d2^37 + (2 + 2a + 3a^2)d1^9d2^37 + (3 + 1a + 3a^2)d1^10d2^37 + (1 + 3a + 3a^2)d1^11d2^37 + (3 + 1a + 0a^2)d1^12d2^37 + (3 + 1a + 0a^2)d1^13d2^37 + (2 + 4a + 3a^2)d1^14d2^37 + (2 + 2a + 1a^2)d1^15d2^37 + (1 + 1a + 4a^2)d1^16d2^37 + (3 + 1a + 1a^2)d1^17d2^37 + (4 + 3a + 2a^2)d1^18d2^37 + (1 + 4a + 0a^2)d1^19d2^37 + (3 + 4a + 2a^2)d1^20d2^37 + (3 + 1a + 2a^2)d1^21d2^37 + (2 + 3a + 1a^2)d1^22d2^37 + (0 + 3a + 2a^2)d1^23d2^37 + (2 + 1a + 0a^2)d1^24d2^37 + (3 + 2a + 3a^2)d1^25d2^37 + (0 + 2a + 4a^2)d1^26d2^37 + (2 + 3a + 3a^2)d1^27d2^37 + (0 + 3a + 3a^2)d1^28d2^37 + (1 + 3a + 4a^2)d1^29d2^37 + (0 + 3a + 2a^2)d1^30d2^37 + (1 + 1a + 4a^2)d1^31d2^37 + (1 + 0a + 0a^2)d1^32d2^37 + (3 + 0a + 3a^2)d1^33d2^37 + (3 + 3a + 4a^2)d1^34d2^37 + (2 + 1a + 4a^2)d1^35d2^37 + (1 + 0a + 1a^2)d1^36d2^37 + (3 + 2a + 4a^2)d1^37d2^37 + (1 + 0a + 4a^2)d1^38d2^37 + (4 + 0a + 2a^2)d1^39d2^37 + (4 + 1a + 2a^2)d1^40d2^37 + (2 + 1a + 1a^2)d1^41d2^37 + (0 + 3a + 2a^2)d1^42d2^37 + (3 + 4a + 3a^2)d1^43d2^37 + (1 + 2a + 4a^2)d1^44d2^37 + (3 + 1a + 0a^2)d1^45d2^37 + (0 + 0a + 2a^2)d1^46d2^37 + (2 + 0a + 4a^2)d1^47d2^37 + (1 + 3a + 3a^2)d1^48d2^37 + (4 + 4a + 0a^2)d1^49d2^37 + (4 + 3a + 3a^2)d1^50d2^37 + (4 + 3a + 4a^2)d1^51d2^37 + (3 + 0a + 4a^2)d1^52d2^37 + (3 + 4a + 4a^2)d1^53d2^37 + (0 + 1a + 2a^2)d1^54d2^37 + (1 + 3a + 4a^2)d1^55d2^37 + (1 + 2a + 1a^2)d1^56d2^37 + (3 + 0a + 4a^2)d1^57d2^37 + (1 + 3a + 3a^2)d1^58d2^37 + (1 + 4a + 4a^2)d1^59d2^37 + (2 + 4a + 1a^2)d1^60d2^37 + (3 + 3a + 2a^2)d1^61d2^37 + (2 + 4a + 1a^2)d1^62d2^37 + (1 + 2a + 1a^2)d1^63d2^37 + (4 + 2a + 1a^2)d1^64d2^37 + (0 + 4a + 2a^2)d1^65d2^37 + (3 + 2a + 4a^2)d1^66d2^37 + (3 + 3a + 4a^2)d1^67d2^37 + (3 + 0a + 1a^2)d1^68d2^37 + (1 + 3a + 2a^2)d1^69d2^37 + (4 + 3a + 3a^2)d1^70d2^37 + (0 + 2a + 1a^2)d1^71d2^37 + (3 + 1a + 3a^2)d1^72d2^37 + (1 + 3a + 2a^2)d1^73d2^37 + (0 + 3a + 3a^2)d1^74d2^37 + (3 + 3a + 2a^2)d1^75d2^37 + (3 + 4a + 1a^2)d1^76d2^37 + (0 + 1a + 0a^2)d1^77d2^37 + (3 + 4a + 1a^2)d1^78d2^37 + (3 + 4a + 0a^2)d1^79d2^37 + (4 + 4a + 4a^2)d1^80d2^37 + (1 + 3a + 1a^2)d1^81d2^37 + (4 + 4a + 3a^2)d1^82d2^37 + (4 + 2a + 4a^2)d1^83d2^37 + (1 + 1a + 4a^2)d1^84d2^37 + (0 + 1a + 4a^2)d1^85d2^37 + (4 + 2a + 2a^2)d1^86d2^37 + (2 + 1a + 4a^2)d1^87d2^37 + (2 + 4a + 4a^2)d1^89d2^37 + (0 + 0a + 2a^2)d1^90d2^37 + (1 + 4a + 1a^2)d1^91d2^37 + (3 + 0a + 0a^2)d1^92d2^37 + (4 + 0a + 2a^2)d1^93d2^37 + (3 + 0a + 0a^2)d1^94d2^37 + (4 + 1a + 4a^2)d1^95d2^37 + (3 + 0a + 2a^2)d1^96d2^37 + (2 + 2a + 3a^2)d1^97d2^37 + (4 + 0a + 2a^2)d1^98d2^37 + (3 + 1a + 2a^2)d1^99d2^37 + (1 + 3a + 2a^2)d1^100d2^37 + (0 + 0a + 3a^2)d1^101d2^37 + (4 + 4a + 3a^2)d1^102d2^37 + (0 + 3a + 3a^2)d1^103d2^37 + (4 + 4a + 1a^2)d1^104d2^37 + (0 + 0a + 1a^2)d1^105d2^37 + (2 + 2a + 1a^2)d1^106d2^37 + (1 + 4a + 2a^2)d1^107d2^37 + (2 + 4a + 3a^2)d1^108d2^37 + (4 + 0a + 3a^2)d1^109d2^37 + (4 + 1a + 2a^2)d1^110d2^37 + (2 + 3a + 1a^2)d1^111d2^37 + (0 + 2a + 0a^2)d1^112d2^37 + (1 + 2a + 4a^2)d1^113d2^37 + (3 + 1a + 3a^2)d1^114d2^37 + (3 + 0a + 2a^2)d1^115d2^37 + (3 + 4a + 2a^2)d1^116d2^37 + (1 + 2a + 1a^2)d1^117d2^37 + (0 + 2a + 3a^2)d1^118d2^37 + (1 + 1a + 0a^2)d1^119d2^37 + (4 + 0a + 3a^2)d1^120d2^37 + (3 + 3a + 1a^2)d1^121d2^37 + (2 + 3a + 1a^2)d1^122d2^37 + (0 + 2a + 1a^2)d1^123d2^37 + (4 + 0a + 2a^2)d1^124d2^37 + (1 + 3a + 4a^2)d1^125d2^37 + (4 + 3a + 3a^2)d1^126d2^37 + (1 + 1a + 3a^2)d1^127d2^37 + (3 + 0a + 2a^2)d1^128d2^37 + (4 + 0a + 1a^2)d1^129d2^37 + (4 + 2a + 0a^2)d1^130d2^37 + (0 + 3a + 2a^2)d1^131d2^37 + (0 + 4a + 3a^2)d1^132d2^37 + (2 + 1a + 4a^2)d1^133d2^37 + (2 + 4a + 1a^2)d1^134d2^37 + (3 + 2a + 3a^2)d1^135d2^37 + (3 + 4a + 2a^2)d1^136d2^37 + (0 + 4a + 1a^2)d1^137d2^37 + (0 + 1a + 1a^2)d1^138d2^37 + (0 + 0a + 4a^2)d1^139d2^37 + (1 + 2a + 1a^2)d1^140d2^37 + (2 + 2a + 2a^2)d1^141d2^37 + (3 + 2a + 4a^2)d1^142d2^37 + (0 + 2a + 2a^2)d1^143d2^37 + (3 + 4a + 2a^2)d1^144d2^37 + (3 + 2a + 0a^2)d1^145d2^37 + (1 + 1a + 2a^2)d1^146d2^37 + (0 + 4a + 3a^2)d1^147d2^37 + (3 + 3a + 3a^2)d1^148d2^37 + (3 + 0a + 4a^2)d1^149d2^37 + (0 + 4a + 4a^2)d1^150d2^37 + (1 + 3a + 0a^2)d1^151d2^37 + (2 + 3a + 0a^2)d1^152d2^37 + (3 + 1a + 2a^2)d1^153d2^37 + (4 + 3a + 0a^2)d1^154d2^37 + (3 + 4a + 1a^2)d1^155d2^37 + (4 + 2a + 1a^2)d1^156d2^37 + (4 + 4a + 4a^2)d1^157d2^37 + (0 + 1a + 1a^2)d1^158d2^37 + (2 + 3a + 4a^2)d1^159d2^37 + (1 + 1a + 1a^2)d1^160d2^37 + (0 + 1a + 3a^2)d1^161d2^37 + (0 + 4a + 0a^2)d1^162d2^37 + (0 + 0a + 1a^2)d1^163d2^37 + (0 + 1a + 4a^2)d1^164d2^37 + (4 + 0a + 4a^2)d1^165d2^37 + (3 + 4a + 1a^2)d1^166d2^37 + (3 + 3a + 1a^2)d1^167d2^37 + (2 + 3a + 0a^2)d1^168d2^37 + (2 + 0a + 1a^2)d1^169d2^37 + (4 + 0a + 3a^2)d1^170d2^37 + (2 + 4a + 1a^2)d1^171d2^37 + (2 + 0a + 3a^2)d1^172d2^37 + (2 + 4a + 4a^2)d1^173d2^37 + (3 + 3a + 4a^2)d1^174d2^37 + (3 + 1a + 4a^2)d1^175d2^37 + (3 + 4a + 2a^2)d1^176d2^37 + (0 + 4a + 1a^2)d1^177d2^37 + (2 + 4a + 1a^2)d1^178d2^37 + (3 + 2a + 4a^2)d1^179d2^37 + (2 + 1a + 3a^2)d1^180d2^37 + (2 + 1a + 0a^2)d1^181d2^37 + (2 + 4a + 4a^2)d1^182d2^37 + (2 + 1a + 1a^2)d1^183d2^37 + (2 + 3a + 2a^2)d1^184d2^37 + (0 + 3a + 4a^2)d1^185d2^37 + (4 + 3a + 0a^2)d1^186d2^37 + (1 + 0a + 2a^2)d1^187d2^37 + (0 + 3a + 1a^2)d1^188d2^37 + (3 + 3a + 2a^2)d1^189d2^37 + (4 + 2a + 0a^2)d1^190d2^37 + (1 + 0a + 2a^2)d1^191d2^37 + (4 + 3a + 3a^2)d1^192d2^37 + (0 + 2a + 0a^2)d1^193d2^37 + (4 + 0a + 2a^2)d1^194d2^37 + (2 + 1a + 1a^2)d1^195d2^37 + (2 + 0a + 0a^2)d1^196d2^37 + (1 + 0a + 2a^2)d1^197d2^37 + (0 + 0a + 3a^2)d1^198d2^37 + (3 + 1a + 2a^2)d1^199d2^37 + (1 + 0a + 3a^2)d1^200d2^37 + (0 + 0a + 4a^2)d1^201d2^37 + (1 + 1a + 4a^2)d1^202d2^37 + (0 + 3a + 0a^2)d1^203d2^37 + (0 + 4a + 4a^2)d1^204d2^37 + (4 + 0a + 2a^2)d1^205d2^37 + (1 + 1a + 2a^2)d1^206d2^37 + (3 + 0a + 2a^2)d1^207d2^37 + (2 + 2a + 2a^2)d1^208d2^37 + (2 + 1a + 3a^2)d1^209d2^37 + (3 + 2a + 4a^2)d1^210d2^37 + (0 + 0a + 3a^2)d1^211d2^37 + (2 + 0a + 2a^2)d1^212d2^37 + (0 + 4a + 4a^2)d1^213d2^37 + (1 + 4a + 4a^2)d1^214d2^37 + (0 + 4a + 3a^2)d1^215d2^37 + (3 + 4a + 3a^2)d1^216d2^37 + (0 + 3a + 0a^2)d1^217d2^37 + (1 + 1a + 2a^2)d1^218d2^37 + (3 + 4a + 3a^2)d1^219d2^37 + (2 + 2a + 4a^2)d1^220d2^37 + (2 + 0a + 4a^2)d1^221d2^37 + (4 + 4a + 4a^2)d1^222d2^37 + (1 + 3a + 3a^2)d1^223d2^37 + (2 + 3a + 1a^2)d1^224d2^37 + (3 + 2a + 1a^2)d1^225d2^37 + (4 + 2a + 2a^2)d1^226d2^37 + (2 + 2a + 0a^2)d1^227d2^37 + (2 + 0a + 0a^2)d1^228d2^37 + (3 + 2a + 3a^2)d1^229d2^37 + (1 + 4a + 0a^2)d1^230d2^37 + (3 + 2a + 3a^2)d1^231d2^37 + (3 + 2a + 3a^2)d1^232d2^37 + (1 + 2a + 0a^2)d1^233d2^37 + (2 + 3a + 0a^2)d1^234d2^37 + (0 + 2a + 4a^2)d1^235d2^37 + (0 + 1a + 2a^2)d1^236d2^37 + (4 + 2a + 3a^2)d1^237d2^37 + (0 + 1a + 1a^2)d1^238d2^37 + (4 + 1a + 0a^2)d1^239d2^37 + (3 + 4a + 1a^2)d1^240d2^37 + (4 + 0a + 3a^2)d1^241d2^37 + (1 + 4a + 4a^2)d1^242d2^37 + (2 + 1a + 3a^2)d1^243d2^37 + (4 + 4a + 3a^2)d1^244d2^37 + (4 + 1a + 0a^2)d1^245d2^37 + (0 + 4a + 4a^2)d1^246d2^37 + (0 + 3a + 3a^2)d1^247d2^37 + (1 + 4a + 4a^2)d1^248d2^37 + (2 + 3a + 3a^2)d1^249d2^37 + (3 + 1a + 0a^2)d1^250d2^37 + (3 + 2a + 2a^2)d1^251d2^37 + (0 + 4a + 0a^2)d1^252d2^37 + (3 + 4a + 2a^2)d1^253d2^37 + (1 + 0a + 4a^2)d1^254d2^37 + (3 + 4a + 0a^2)d1^255d2^37 + (0 + 2a + 1a^2)d1^256d2^37 + (1 + 3a + 3a^2)d1^257d2^37 + (3 + 3a + 4a^2)d1^258d2^37 + (3 + 0a + 2a^2)d1^259d2^37 + (3 + 1a + 2a^2)d1^260d2^37 + (4 + 0a + 3a^2)d1^261d2^37 + (0 + 4a + 4a^2)d1^262d2^37 + (3 + 0a + 3a^2)d1^263d2^37 + (0 + 0a + 1a^2)d1^264d2^37 + (4 + 2a + 0a^2)d1^265d2^37 + (3 + 2a + 1a^2)d1^266d2^37 + (1 + 0a + 3a^2)d1^267d2^37 + (0 + 3a + 1a^2)d1^268d2^37 + (2 + 4a + 4a^2)d1^269d2^37 + (0 + 3a + 4a^2)d1^270d2^37 + (3 + 4a + 3a^2)d1^271d2^37 + (1 + 1a + 1a^2)d1^272d2^37 + (2 + 4a + 2a^2)d1^273d2^37 + (0 + 3a + 3a^2)d1^274d2^37 + (2 + 3a + 0a^2)d1^275d2^37 + (3 + 2a + 4a^2)d1^276d2^37 + (1 + 0a + 3a^2)d1^277d2^37 + (4 + 4a + 0a^2)d1^278d2^37 + (2 + 4a + 1a^2)d1^279d2^37 + (3 + 1a + 4a^2)d1^280d2^37 + (2 + 1a + 3a^2)d1^281d2^37 + (1 + 0a + 0a^2)d1^282d2^37 + (3 + 1a + 3a^2)d1^283d2^37 + (1 + 4a + 0a^2)d1^284d2^37 + (2 + 3a + 1a^2)d1^285d2^37 + (3 + 1a + 1a^2)d1^286d2^37 + (2 + 2a + 0a^2)d1^287d2^37 + (2 + 4a + 2a^2)d1^288d2^37 + (0 + 1a + 3a^2)d1^289d2^37 + (3 + 2a + 4a^2)d1^290d2^37 + (2 + 2a + 1a^2)d1^291d2^37 + (4 + 0a + 3a^2)d1^292d2^37 + (1 + 3a + 2a^2)d1^293d2^37 + (4 + 0a + 3a^2)d2^38 + (2 + 3a + 3a^2)d1^1d2^38 + (1 + 2a + 1a^2)d1^2d2^38 + (1 + 1a + 2a^2)d1^3d2^38 + (1 + 0a + 1a^2)d1^4d2^38 + (0 + 1a + 4a^2)d1^5d2^38 + (2 + 3a + 1a^2)d1^6d2^38 + (4 + 0a + 0a^2)d1^7d2^38 + (2 + 1a + 2a^2)d1^8d2^38 + (1 + 2a + 1a^2)d1^9d2^38 + (1 + 0a + 2a^2)d1^10d2^38 + (3 + 4a + 1a^2)d1^11d2^38 + (1 + 1a + 4a^2)d1^12d2^38 + (2 + 0a + 0a^2)d1^13d2^38 + (3 + 1a + 3a^2)d1^14d2^38 + (4 + 2a + 4a^2)d1^15d2^38 + (3 + 2a + 2a^2)d1^16d2^38 + (4 + 3a + 1a^2)d1^17d2^38 + (2 + 4a + 1a^2)d1^18d2^38 + (3 + 3a + 2a^2)d1^19d2^38 + (3 + 2a + 0a^2)d1^20d2^38 + (2 + 0a + 0a^2)d1^21d2^38 + (0 + 4a + 1a^2)d1^22d2^38 + (1 + 4a + 2a^2)d1^23d2^38 + (1 + 3a + 2a^2)d1^24d2^38 + (3 + 1a + 2a^2)d1^25d2^38 + (0 + 1a + 4a^2)d1^26d2^38 + (2 + 1a + 0a^2)d1^28d2^38 + (2 + 2a + 2a^2)d1^29d2^38 + (3 + 0a + 0a^2)d1^30d2^38 + (1 + 3a + 1a^2)d1^31d2^38 + (3 + 3a + 4a^2)d1^32d2^38 + (3 + 1a + 3a^2)d1^33d2^38 + (3 + 1a + 2a^2)d1^34d2^38 + (1 + 3a + 0a^2)d1^35d2^38 + (0 + 4a + 3a^2)d1^36d2^38 + (1 + 1a + 4a^2)d1^37d2^38 + (1 + 4a + 3a^2)d1^38d2^38 + (4 + 2a + 0a^2)d1^39d2^38 + (4 + 4a + 1a^2)d1^40d2^38 + (2 + 0a + 3a^2)d1^41d2^38 + (2 + 3a + 2a^2)d1^42d2^38 + (1 + 4a + 0a^2)d1^43d2^38 + (0 + 0a + 1a^2)d1^44d2^38 + (1 + 4a + 0a^2)d1^45d2^38 + (0 + 0a + 4a^2)d1^46d2^38 + (4 + 1a + 2a^2)d1^47d2^38 + (2 + 2a + 3a^2)d1^48d2^38 + (1 + 4a + 4a^2)d1^49d2^38 + (1 + 4a + 2a^2)d1^50d2^38 + (3 + 4a + 0a^2)d1^51d2^38 + (3 + 2a + 3a^2)d1^52d2^38 + (3 + 2a + 2a^2)d1^53d2^38 + (4 + 1a + 0a^2)d1^54d2^38 + (4 + 3a + 0a^2)d1^55d2^38 + (4 + 3a + 0a^2)d1^56d2^38 + (4 + 0a + 1a^2)d1^57d2^38 + (3 + 2a + 2a^2)d1^58d2^38 + (4 + 4a + 2a^2)d1^59d2^38 + (3 + 3a + 3a^2)d1^60d2^38 + (3 + 4a + 2a^2)d1^61d2^38 + (4 + 4a + 2a^2)d1^62d2^38 + (1 + 4a + 0a^2)d1^63d2^38 + (1 + 2a + 1a^2)d1^64d2^38 + (3 + 4a + 2a^2)d1^65d2^38 + (0 + 0a + 3a^2)d1^66d2^38 + (3 + 1a + 3a^2)d1^67d2^38 + (0 + 4a + 3a^2)d1^68d2^38 + (4 + 3a + 0a^2)d1^69d2^38 + (4 + 4a + 3a^2)d1^70d2^38 + (1 + 1a + 1a^2)d1^71d2^38 + (3 + 3a + 0a^2)d1^72d2^38 + (3 + 1a + 4a^2)d1^73d2^38 + (0 + 2a + 1a^2)d1^74d2^38 + (3 + 1a + 3a^2)d1^75d2^38 + (0 + 2a + 2a^2)d1^76d2^38 + (1 + 3a + 0a^2)d1^77d2^38 + (1 + 2a + 4a^2)d1^78d2^38 + (4 + 0a + 1a^2)d1^79d2^38 + (3 + 0a + 1a^2)d1^80d2^38 + (0 + 3a + 4a^2)d1^81d2^38 + (0 + 0a + 3a^2)d1^82d2^38 + (3 + 0a + 4a^2)d1^83d2^38 + (3 + 3a + 0a^2)d1^84d2^38 + (4 + 2a + 1a^2)d1^85d2^38 + (1 + 1a + 3a^2)d1^86d2^38 + (2 + 0a + 4a^2)d1^87d2^38 + (3 + 1a + 1a^2)d1^88d2^38 + (2 + 1a + 3a^2)d1^89d2^38 + (2 + 2a + 3a^2)d1^90d2^38 + (1 + 4a + 2a^2)d1^91d2^38 + (0 + 3a + 3a^2)d1^92d2^38 + (4 + 2a + 2a^2)d1^93d2^38 + (0 + 3a + 1a^2)d1^94d2^38 + (2 + 4a + 1a^2)d1^95d2^38 + (0 + 2a + 2a^2)d1^96d2^38 + (3 + 1a + 1a^2)d1^97d2^38 + (3 + 4a + 3a^2)d1^98d2^38 + (2 + 0a + 1a^2)d1^99d2^38 + (0 + 1a + 2a^2)d1^100d2^38 + (2 + 3a + 4a^2)d1^101d2^38 + (2 + 4a + 1a^2)d1^102d2^38 + (0 + 4a + 3a^2)d1^103d2^38 + (4 + 4a + 1a^2)d1^104d2^38 + (1 + 0a + 4a^2)d1^105d2^38 + (4 + 0a + 0a^2)d1^106d2^38 + (4 + 2a + 0a^2)d1^107d2^38 + (1 + 2a + 1a^2)d1^108d2^38 + (3 + 1a + 4a^2)d1^109d2^38 + (4 + 2a + 3a^2)d1^110d2^38 + (2 + 0a + 1a^2)d1^111d2^38 + (4 + 2a + 0a^2)d1^112d2^38 + (4 + 1a + 0a^2)d1^113d2^38 + (3 + 4a + 1a^2)d1^114d2^38 + (3 + 0a + 2a^2)d1^115d2^38 + (3 + 1a + 4a^2)d1^116d2^38 + (4 + 1a + 3a^2)d1^117d2^38 + (2 + 4a + 1a^2)d1^118d2^38 + (3 + 4a + 1a^2)d1^119d2^38 + (1 + 2a + 2a^2)d1^120d2^38 + (2 + 1a + 3a^2)d1^121d2^38 + (2 + 0a + 3a^2)d1^122d2^38 + (1 + 3a + 4a^2)d1^123d2^38 + (1 + 4a + 3a^2)d1^124d2^38 + (4 + 4a + 2a^2)d1^125d2^38 + (1 + 3a + 2a^2)d1^126d2^38 + (1 + 0a + 1a^2)d1^127d2^38 + (1 + 3a + 0a^2)d1^128d2^38 + (4 + 3a + 0a^2)d1^129d2^38 + (2 + 1a + 0a^2)d1^130d2^38 + (2 + 0a + 1a^2)d1^131d2^38 + (2 + 4a + 2a^2)d1^132d2^38 + (3 + 3a + 1a^2)d1^133d2^38 + (2 + 2a + 4a^2)d1^134d2^38 + (2 + 1a + 2a^2)d1^135d2^38 + (4 + 0a + 2a^2)d1^136d2^38 + (1 + 2a + 3a^2)d1^137d2^38 + (4 + 0a + 2a^2)d1^138d2^38 + (0 + 1a + 0a^2)d1^139d2^38 + (2 + 1a + 0a^2)d1^140d2^38 + (1 + 2a + 4a^2)d1^141d2^38 + (2 + 4a + 4a^2)d1^142d2^38 + (4 + 1a + 0a^2)d1^143d2^38 + (4 + 1a + 0a^2)d1^144d2^38 + (3 + 1a + 2a^2)d1^145d2^38 + (4 + 3a + 4a^2)d1^146d2^38 + (0 + 1a + 0a^2)d1^148d2^38 + (3 + 0a + 0a^2)d1^149d2^38 + (2 + 4a + 3a^2)d1^150d2^38 + (2 + 2a + 1a^2)d1^151d2^38 + (1 + 2a + 4a^2)d1^152d2^38 + (1 + 2a + 4a^2)d1^153d2^38 + (3 + 2a + 0a^2)d1^154d2^38 + (4 + 2a + 4a^2)d1^155d2^38 + (4 + 1a + 3a^2)d1^156d2^38 + (0 + 4a + 0a^2)d1^157d2^38 + (3 + 3a + 2a^2)d1^158d2^38 + (3 + 3a + 4a^2)d1^159d2^38 + (1 + 1a + 0a^2)d1^160d2^38 + (1 + 0a + 3a^2)d1^161d2^38 + (3 + 2a + 4a^2)d1^162d2^38 + (3 + 3a + 3a^2)d1^163d2^38 + (1 + 2a + 0a^2)d1^164d2^38 + (4 + 0a + 2a^2)d1^165d2^38 + (3 + 3a + 3a^2)d1^166d2^38 + (1 + 4a + 1a^2)d1^167d2^38 + (3 + 4a + 3a^2)d1^168d2^38 + (2 + 1a + 0a^2)d1^169d2^38 + (3 + 2a + 1a^2)d1^170d2^38 + (3 + 4a + 1a^2)d1^171d2^38 + (0 + 4a + 0a^2)d1^172d2^38 + (2 + 1a + 1a^2)d1^173d2^38 + (0 + 2a + 4a^2)d1^174d2^38 + (3 + 4a + 4a^2)d1^175d2^38 + (2 + 0a + 0a^2)d1^176d2^38 + (0 + 0a + 1a^2)d1^177d2^38 + (0 + 1a + 3a^2)d1^178d2^38 + (4 + 3a + 2a^2)d1^179d2^38 + (1 + 4a + 2a^2)d1^180d2^38 + (2 + 2a + 2a^2)d1^181d2^38 + (4 + 3a + 1a^2)d1^182d2^38 + (2 + 3a + 0a^2)d1^183d2^38 + (1 + 4a + 2a^2)d1^184d2^38 + (3 + 3a + 0a^2)d1^185d2^38 + (4 + 3a + 3a^2)d1^186d2^38 + (2 + 2a + 0a^2)d1^187d2^38 + (0 + 2a + 2a^2)d1^188d2^38 + (4 + 4a + 0a^2)d1^189d2^38 + (3 + 1a + 2a^2)d1^190d2^38 + (1 + 2a + 0a^2)d1^191d2^38 + (3 + 0a + 4a^2)d1^192d2^38 + (4 + 4a + 4a^2)d1^193d2^38 + (1 + 2a + 2a^2)d1^194d2^38 + (2 + 0a + 4a^2)d1^195d2^38 + (4 + 1a + 4a^2)d1^196d2^38 + (3 + 0a + 4a^2)d1^197d2^38 + (3 + 1a + 1a^2)d1^198d2^38 + (4 + 0a + 1a^2)d1^199d2^38 + (1 + 0a + 2a^2)d1^200d2^38 + (0 + 3a + 1a^2)d1^201d2^38 + (4 + 2a + 2a^2)d1^202d2^38 + (2 + 0a + 3a^2)d1^203d2^38 + (2 + 2a + 0a^2)d1^204d2^38 + (0 + 1a + 0a^2)d1^205d2^38 + (0 + 2a + 2a^2)d1^206d2^38 + (0 + 3a + 2a^2)d1^207d2^38 + (1 + 1a + 1a^2)d1^208d2^38 + (2 + 2a + 3a^2)d1^209d2^38 + (0 + 2a + 0a^2)d1^210d2^38 + (0 + 2a + 4a^2)d1^211d2^38 + (4 + 1a + 3a^2)d1^212d2^38 + (1 + 1a + 3a^2)d1^213d2^38 + (3 + 1a + 2a^2)d1^214d2^38 + (2 + 1a + 2a^2)d1^215d2^38 + (3 + 3a + 1a^2)d1^216d2^38 + (3 + 0a + 4a^2)d1^217d2^38 + (0 + 2a + 1a^2)d1^218d2^38 + (3 + 1a + 3a^2)d1^219d2^38 + (2 + 3a + 0a^2)d1^220d2^38 + (1 + 4a + 4a^2)d1^221d2^38 + (2 + 1a + 1a^2)d1^222d2^38 + (1 + 1a + 3a^2)d1^223d2^38 + (0 + 2a + 3a^2)d1^224d2^38 + (3 + 0a + 4a^2)d1^225d2^38 + (2 + 2a + 3a^2)d1^226d2^38 + (2 + 1a + 4a^2)d1^227d2^38 + (2 + 3a + 3a^2)d1^228d2^38 + (4 + 4a + 0a^2)d1^229d2^38 + (1 + 0a + 1a^2)d1^230d2^38 + (2 + 4a + 4a^2)d1^231d2^38 + (4 + 2a + 3a^2)d1^232d2^38 + (1 + 0a + 2a^2)d1^233d2^38 + (2 + 4a + 0a^2)d1^234d2^38 + (1 + 2a + 4a^2)d1^235d2^38 + (0 + 4a + 2a^2)d1^236d2^38 + (4 + 2a + 4a^2)d1^237d2^38 + (0 + 2a + 2a^2)d1^238d2^38 + (4 + 2a + 0a^2)d1^239d2^38 + (4 + 1a + 0a^2)d1^240d2^38 + (3 + 0a + 4a^2)d1^241d2^38 + (1 + 3a + 4a^2)d1^242d2^38 + (1 + 4a + 4a^2)d1^243d2^38 + (3 + 4a + 1a^2)d1^244d2^38 + (1 + 0a + 3a^2)d1^245d2^38 + (0 + 1a + 1a^2)d1^246d2^38 + (2 + 3a + 4a^2)d1^247d2^38 + (0 + 2a + 0a^2)d1^248d2^38 + (0 + 0a + 1a^2)d1^249d2^38 + (1 + 4a + 1a^2)d1^250d2^38 + (2 + 0a + 2a^2)d1^251d2^38 + (4 + 2a + 4a^2)d1^252d2^38 + (0 + 3a + 0a^2)d1^253d2^38 + (1 + 3a + 0a^2)d1^254d2^38 + (4 + 0a + 0a^2)d1^255d2^38 + (3 + 4a + 3a^2)d1^256d2^38 + (1 + 0a + 3a^2)d1^257d2^38 + (1 + 4a + 4a^2)d1^258d2^38 + (4 + 0a + 4a^2)d1^259d2^38 + (2 + 1a + 4a^2)d1^260d2^38 + (4 + 4a + 1a^2)d1^261d2^38 + (0 + 1a + 3a^2)d1^262d2^38 + (4 + 2a + 3a^2)d1^263d2^38 + (2 + 4a + 4a^2)d1^264d2^38 + (4 + 1a + 1a^2)d1^265d2^38 + (1 + 3a + 0a^2)d1^266d2^38 + (4 + 2a + 2a^2)d1^267d2^38 + (2 + 4a + 0a^2)d1^268d2^38 + (0 + 1a + 0a^2)d1^269d2^38 + (0 + 4a + 2a^2)d1^270d2^38 + (4 + 2a + 4a^2)d1^271d2^38 + (2 + 0a + 0a^2)d1^272d2^38 + (4 + 2a + 3a^2)d1^273d2^38 + (4 + 1a + 3a^2)d1^274d2^38 + (0 + 1a + 0a^2)d1^275d2^38 + (4 + 3a + 2a^2)d1^276d2^38 + (0 + 0a + 2a^2)d1^277d2^38 + (2 + 0a + 2a^2)d1^278d2^38 + (3 + 4a + 1a^2)d1^279d2^38 + (0 + 1a + 3a^2)d1^280d2^38 + (0 + 0a + 3a^2)d1^281d2^38 + (0 + 0a + 3a^2)d1^282d2^38 + (4 + 0a + 1a^2)d1^283d2^38 + (4 + 0a + 1a^2)d1^284d2^38 + (2 + 2a + 1a^2)d1^286d2^38 + (3 + 4a + 3a^2)d1^287d2^38 + (2 + 4a + 4a^2)d1^288d2^38 + (0 + 1a + 3a^2)d1^289d2^38 + (2 + 4a + 1a^2)d1^290d2^38 + (0 + 1a + 1a^2)d1^291d2^38 + (0 + 3a + 2a^2)d1^292d2^38 + (2 + 3a + 3a^2)d1^293d2^38 + (1 + 3a + 4a^2)d2^39 + (3 + 3a + 0a^2)d1^1d2^39 + (0 + 4a + 0a^2)d1^2d2^39 + (3 + 2a + 4a^2)d1^3d2^39 + (3 + 4a + 3a^2)d1^4d2^39 + (3 + 3a + 4a^2)d1^5d2^39 + (3 + 4a + 2a^2)d1^6d2^39 + (1 + 0a + 3a^2)d1^7d2^39 + (1 + 0a + 2a^2)d1^8d2^39 + (4 + 4a + 2a^2)d1^9d2^39 + (1 + 4a + 0a^2)d1^10d2^39 + (2 + 0a + 2a^2)d1^11d2^39 + (3 + 4a + 2a^2)d1^12d2^39 + (3 + 4a + 0a^2)d1^13d2^39 + (0 + 2a + 3a^2)d1^14d2^39 + (3 + 1a + 1a^2)d1^15d2^39 + (0 + 0a + 4a^2)d1^16d2^39 + (2 + 0a + 0a^2)d1^17d2^39 + (1 + 0a + 3a^2)d1^18d2^39 + (2 + 3a + 2a^2)d1^19d2^39 + (0 + 0a + 4a^2)d1^20d2^39 + (4 + 1a + 4a^2)d1^21d2^39 + (2 + 1a + 1a^2)d1^22d2^39 + (2 + 0a + 3a^2)d1^23d2^39 + (3 + 2a + 0a^2)d1^24d2^39 + (0 + 0a + 3a^2)d1^25d2^39 + (1 + 3a + 4a^2)d1^26d2^39 + (3 + 2a + 0a^2)d1^27d2^39 + (2 + 4a + 1a^2)d1^28d2^39 + (1 + 2a + 2a^2)d1^29d2^39 + (4 + 0a + 3a^2)d1^30d2^39 + (3 + 1a + 3a^2)d1^31d2^39 + (4 + 0a + 1a^2)d1^32d2^39 + (4 + 4a + 1a^2)d1^33d2^39 + (1 + 4a + 3a^2)d1^34d2^39 + (2 + 3a + 4a^2)d1^35d2^39 + (2 + 1a + 3a^2)d1^36d2^39 + (0 + 0a + 4a^2)d1^37d2^39 + (0 + 1a + 3a^2)d1^38d2^39 + (1 + 3a + 4a^2)d1^39d2^39 + (1 + 2a + 4a^2)d1^40d2^39 + (4 + 3a + 4a^2)d1^41d2^39 + (2 + 2a + 4a^2)d1^42d2^39 + (1 + 0a + 1a^2)d1^43d2^39 + (0 + 3a + 4a^2)d1^44d2^39 + (3 + 4a + 3a^2)d1^45d2^39 + (0 + 3a + 3a^2)d1^46d2^39 + (2 + 1a + 2a^2)d1^47d2^39 + (1 + 3a + 0a^2)d1^48d2^39 + (4 + 2a + 4a^2)d1^49d2^39 + (3 + 4a + 4a^2)d1^50d2^39 + (2 + 2a + 2a^2)d1^51d2^39 + (3 + 4a + 4a^2)d1^52d2^39 + (3 + 3a + 1a^2)d1^53d2^39 + (3 + 2a + 3a^2)d1^54d2^39 + (2 + 2a + 1a^2)d1^55d2^39 + (4 + 0a + 2a^2)d1^56d2^39 + (0 + 4a + 2a^2)d1^57d2^39 + (4 + 2a + 4a^2)d1^58d2^39 + (0 + 1a + 0a^2)d1^59d2^39 + (0 + 0a + 4a^2)d1^60d2^39 + (0 + 4a + 3a^2)d1^61d2^39 + (3 + 3a + 4a^2)d1^62d2^39 + (2 + 1a + 0a^2)d1^63d2^39 + (0 + 2a + 0a^2)d1^64d2^39 + (0 + 4a + 1a^2)d1^65d2^39 + (4 + 0a + 2a^2)d1^66d2^39 + (1 + 0a + 2a^2)d1^67d2^39 + (1 + 2a + 4a^2)d1^68d2^39 + (3 + 2a + 2a^2)d1^69d2^39 + (3 + 4a + 2a^2)d1^70d2^39 + (2 + 2a + 3a^2)d1^71d2^39 + (3 + 1a + 0a^2)d1^72d2^39 + (3 + 2a + 0a^2)d1^73d2^39 + (1 + 3a + 1a^2)d1^74d2^39 + (1 + 0a + 2a^2)d1^75d2^39 + (2 + 3a + 0a^2)d1^76d2^39 + (1 + 0a + 2a^2)d1^77d2^39 + (1 + 2a + 4a^2)d1^78d2^39 + (2 + 4a + 2a^2)d1^79d2^39 + (4 + 4a + 4a^2)d1^80d2^39 + (2 + 3a + 4a^2)d1^81d2^39 + (2 + 0a + 1a^2)d1^82d2^39 + (3 + 2a + 1a^2)d1^83d2^39 + (2 + 2a + 2a^2)d1^84d2^39 + (2 + 1a + 3a^2)d1^85d2^39 + (0 + 2a + 0a^2)d1^86d2^39 + (0 + 4a + 2a^2)d1^87d2^39 + (3 + 0a + 4a^2)d1^88d2^39 + (3 + 4a + 0a^2)d1^89d2^39 + (1 + 1a + 4a^2)d1^90d2^39 + (3 + 0a + 0a^2)d1^91d2^39 + (0 + 4a + 4a^2)d1^92d2^39 + (2 + 4a + 2a^2)d1^93d2^39 + (0 + 1a + 0a^2)d1^94d2^39 + (4 + 2a + 2a^2)d1^95d2^39 + (3 + 2a + 4a^2)d1^96d2^39 + (3 + 3a + 4a^2)d1^97d2^39 + (2 + 4a + 0a^2)d1^98d2^39 + (1 + 1a + 3a^2)d1^99d2^39 + (2 + 4a + 4a^2)d1^100d2^39 + (4 + 3a + 3a^2)d1^101d2^39 + (0 + 1a + 3a^2)d1^102d2^39 + (0 + 4a + 2a^2)d1^103d2^39 + (2 + 0a + 1a^2)d1^104d2^39 + (4 + 3a + 3a^2)d1^105d2^39 + (4 + 3a + 3a^2)d1^106d2^39 + (4 + 0a + 1a^2)d1^107d2^39 + (4 + 3a + 1a^2)d1^108d2^39 + (4 + 2a + 1a^2)d1^109d2^39 + (0 + 3a + 0a^2)d1^110d2^39 + (0 + 4a + 3a^2)d1^111d2^39 + (0 + 3a + 4a^2)d1^112d2^39 + (3 + 1a + 1a^2)d1^113d2^39 + (2 + 1a + 2a^2)d1^114d2^39 + (0 + 1a + 3a^2)d1^115d2^39 + (1 + 4a + 2a^2)d1^116d2^39 + (3 + 3a + 2a^2)d1^117d2^39 + (4 + 4a + 4a^2)d1^118d2^39 + (1 + 4a + 2a^2)d1^119d2^39 + (2 + 3a + 2a^2)d1^120d2^39 + (1 + 3a + 2a^2)d1^121d2^39 + (1 + 3a + 1a^2)d1^122d2^39 + (3 + 0a + 1a^2)d1^123d2^39 + (3 + 4a + 0a^2)d1^124d2^39 + (0 + 2a + 0a^2)d1^125d2^39 + (1 + 0a + 0a^2)d1^126d2^39 + (2 + 4a + 1a^2)d1^127d2^39 + (0 + 3a + 4a^2)d1^128d2^39 + (1 + 4a + 2a^2)d1^129d2^39 + (3 + 3a + 2a^2)d1^130d2^39 + (3 + 3a + 1a^2)d1^131d2^39 + (2 + 3a + 2a^2)d1^132d2^39 + (0 + 2a + 2a^2)d1^133d2^39 + (4 + 3a + 4a^2)d1^134d2^39 + (0 + 3a + 1a^2)d1^135d2^39 + (2 + 0a + 0a^2)d1^136d2^39 + (3 + 0a + 3a^2)d1^137d2^39 + (3 + 0a + 2a^2)d1^138d2^39 + (1 + 1a + 1a^2)d1^139d2^39 + (3 + 0a + 0a^2)d1^140d2^39 + (2 + 0a + 2a^2)d1^141d2^39 + (1 + 1a + 4a^2)d1^142d2^39 + (0 + 0a + 4a^2)d1^143d2^39 + (4 + 4a + 0a^2)d1^144d2^39 + (2 + 3a + 2a^2)d1^145d2^39 + (4 + 2a + 4a^2)d1^146d2^39 + (4 + 1a + 0a^2)d1^147d2^39 + (1 + 0a + 2a^2)d1^148d2^39 + (2 + 3a + 0a^2)d1^149d2^39 + (0 + 2a + 3a^2)d1^150d2^39 + (1 + 3a + 3a^2)d1^151d2^39 + (4 + 1a + 2a^2)d1^152d2^39 + (0 + 2a + 3a^2)d1^153d2^39 + (4 + 1a + 4a^2)d1^154d2^39 + (4 + 1a + 3a^2)d1^155d2^39 + (1 + 1a + 3a^2)d1^156d2^39 + (1 + 2a + 0a^2)d1^157d2^39 + (1 + 3a + 0a^2)d1^158d2^39 + (3 + 4a + 1a^2)d1^159d2^39 + (1 + 1a + 0a^2)d1^160d2^39 + (2 + 2a + 2a^2)d1^161d2^39 + (4 + 0a + 2a^2)d1^162d2^39 + (0 + 0a + 1a^2)d1^163d2^39 + (1 + 1a + 4a^2)d1^164d2^39 + (4 + 4a + 0a^2)d1^165d2^39 + (0 + 2a + 2a^2)d1^166d2^39 + (3 + 1a + 3a^2)d1^167d2^39 + (3 + 3a + 4a^2)d1^168d2^39 + (3 + 4a + 0a^2)d1^169d2^39 + (4 + 4a + 4a^2)d1^170d2^39 + (4 + 4a + 3a^2)d1^171d2^39 + (4 + 2a + 4a^2)d1^172d2^39 + (3 + 2a + 1a^2)d1^173d2^39 + (3 + 1a + 2a^2)d1^174d2^39 + (4 + 2a + 1a^2)d1^175d2^39 + (1 + 0a + 0a^2)d1^176d2^39 + (0 + 0a + 1a^2)d1^177d2^39 + (1 + 4a + 1a^2)d1^178d2^39 + (1 + 1a + 4a^2)d1^179d2^39 + (2 + 3a + 0a^2)d1^180d2^39 + (1 + 4a + 4a^2)d1^181d2^39 + (1 + 4a + 4a^2)d1^183d2^39 + (1 + 1a + 2a^2)d1^184d2^39 + (4 + 1a + 3a^2)d1^185d2^39 + (1 + 2a + 3a^2)d1^186d2^39 + (2 + 1a + 3a^2)d1^187d2^39 + (4 + 1a + 3a^2)d1^188d2^39 + (4 + 0a + 2a^2)d1^189d2^39 + (2 + 2a + 0a^2)d1^190d2^39 + (4 + 2a + 2a^2)d1^191d2^39 + (0 + 4a + 2a^2)d1^192d2^39 + (3 + 1a + 2a^2)d1^193d2^39 + (0 + 3a + 0a^2)d1^194d2^39 + (1 + 1a + 3a^2)d1^195d2^39 + (4 + 0a + 0a^2)d1^196d2^39 + (0 + 2a + 0a^2)d1^197d2^39 + (3 + 0a + 2a^2)d1^198d2^39 + (0 + 1a + 1a^2)d1^199d2^39 + (3 + 0a + 2a^2)d1^200d2^39 + (3 + 2a + 3a^2)d1^201d2^39 + (1 + 2a + 2a^2)d1^202d2^39 + (0 + 1a + 1a^2)d1^203d2^39 + (0 + 2a + 0a^2)d1^204d2^39 + (1 + 1a + 1a^2)d1^205d2^39 + (4 + 4a + 3a^2)d1^206d2^39 + (3 + 4a + 4a^2)d1^207d2^39 + (3 + 2a + 1a^2)d1^208d2^39 + (2 + 3a + 0a^2)d1^209d2^39 + (2 + 1a + 0a^2)d1^210d2^39 + (4 + 3a + 4a^2)d1^211d2^39 + (2 + 2a + 1a^2)d1^212d2^39 + (4 + 3a + 4a^2)d1^213d2^39 + (3 + 3a + 4a^2)d1^214d2^39 + (1 + 3a + 4a^2)d1^215d2^39 + (1 + 4a + 1a^2)d1^216d2^39 + (4 + 3a + 4a^2)d1^217d2^39 + (3 + 2a + 0a^2)d1^218d2^39 + (1 + 1a + 0a^2)d1^219d2^39 + (1 + 4a + 2a^2)d1^220d2^39 + (1 + 2a + 1a^2)d1^221d2^39 + (3 + 2a + 0a^2)d1^222d2^39 + (1 + 4a + 4a^2)d1^223d2^39 + (3 + 0a + 3a^2)d1^224d2^39 + (2 + 0a + 2a^2)d1^225d2^39 + (2 + 3a + 1a^2)d1^226d2^39 + (3 + 3a + 4a^2)d1^227d2^39 + (0 + 4a + 4a^2)d1^228d2^39 + (1 + 3a + 3a^2)d1^229d2^39 + (1 + 3a + 1a^2)d1^230d2^39 + (0 + 0a + 1a^2)d1^231d2^39 + (2 + 2a + 1a^2)d1^232d2^39 + (0 + 0a + 1a^2)d1^233d2^39 + (2 + 4a + 4a^2)d1^234d2^39 + (1 + 2a + 2a^2)d1^235d2^39 + (0 + 4a + 2a^2)d1^236d2^39 + (0 + 0a + 2a^2)d1^237d2^39 + (4 + 2a + 4a^2)d1^238d2^39 + (4 + 4a + 1a^2)d1^239d2^39 + (4 + 3a + 2a^2)d1^240d2^39 + (2 + 0a + 4a^2)d1^241d2^39 + (2 + 0a + 3a^2)d1^242d2^39 + (2 + 1a + 0a^2)d1^243d2^39 + (4 + 4a + 0a^2)d1^244d2^39 + (1 + 1a + 3a^2)d1^245d2^39 + (4 + 3a + 0a^2)d1^246d2^39 + (2 + 1a + 4a^2)d1^247d2^39 + (2 + 4a + 3a^2)d1^248d2^39 + (3 + 4a + 4a^2)d1^249d2^39 + (4 + 0a + 3a^2)d1^250d2^39 + (3 + 3a + 2a^2)d1^251d2^39 + (3 + 1a + 3a^2)d1^252d2^39 + (4 + 2a + 0a^2)d1^253d2^39 + (1 + 0a + 0a^2)d1^254d2^39 + (3 + 2a + 4a^2)d1^255d2^39 + (4 + 4a + 2a^2)d1^257d2^39 + (4 + 3a + 4a^2)d1^258d2^39 + (3 + 2a + 4a^2)d1^259d2^39 + (1 + 1a + 0a^2)d1^260d2^39 + (4 + 2a + 3a^2)d1^261d2^39 + (0 + 2a + 2a^2)d1^262d2^39 + (4 + 0a + 2a^2)d1^263d2^39 + (0 + 4a + 0a^2)d1^264d2^39 + (2 + 0a + 2a^2)d1^265d2^39 + (2 + 3a + 3a^2)d1^266d2^39 + (0 + 1a + 3a^2)d1^267d2^39 + (2 + 4a + 1a^2)d1^268d2^39 + (3 + 0a + 2a^2)d1^269d2^39 + (2 + 2a + 2a^2)d1^270d2^39 + (3 + 0a + 0a^2)d1^271d2^39 + (2 + 3a + 0a^2)d1^272d2^39 + (1 + 0a + 3a^2)d1^273d2^39 + (0 + 0a + 2a^2)d1^274d2^39 + (2 + 2a + 1a^2)d1^275d2^39 + (2 + 3a + 0a^2)d1^276d2^39 + (0 + 1a + 1a^2)d1^277d2^39 + (2 + 0a + 3a^2)d1^278d2^39 + (3 + 3a + 3a^2)d1^279d2^39 + (0 + 3a + 3a^2)d1^280d2^39 + (3 + 3a + 0a^2)d1^281d2^39 + (4 + 3a + 3a^2)d1^282d2^39 + (2 + 0a + 0a^2)d1^283d2^39 + (2 + 0a + 2a^2)d1^284d2^39 + (3 + 0a + 2a^2)d1^285d2^39 + (0 + 3a + 1a^2)d1^286d2^39 + (1 + 1a + 2a^2)d1^287d2^39 + (1 + 3a + 2a^2)d1^288d2^39 + (1 + 2a + 1a^2)d1^289d2^39 + (1 + 1a + 0a^2)d1^290d2^39 + (2 + 3a + 2a^2)d1^291d2^39 + (1 + 3a + 1a^2)d1^292d2^39 + (2 + 1a + 4a^2)d2^40 + (2 + 0a + 3a^2)d1^1d2^40 + (4 + 4a + 4a^2)d1^2d2^40 + (1 + 2a + 1a^2)d1^3d2^40 + (2 + 4a + 3a^2)d1^4d2^40 + (0 + 2a + 0a^2)d1^5d2^40 + (2 + 1a + 3a^2)d1^6d2^40 + (1 + 0a + 2a^2)d1^7d2^40 + (4 + 1a + 1a^2)d1^8d2^40 + (3 + 3a + 2a^2)d1^9d2^40 + (2 + 1a + 2a^2)d1^10d2^40 + (0 + 3a + 3a^2)d1^11d2^40 + (1 + 3a + 0a^2)d1^12d2^40 + (2 + 2a + 0a^2)d1^13d2^40 + (0 + 1a + 2a^2)d1^14d2^40 + (3 + 1a + 0a^2)d1^15d2^40 + (4 + 0a + 1a^2)d1^16d2^40 + (4 + 4a + 3a^2)d1^17d2^40 + (3 + 4a + 4a^2)d1^18d2^40 + (3 + 2a + 4a^2)d1^19d2^40 + (1 + 2a + 1a^2)d1^20d2^40 + (0 + 0a + 4a^2)d1^21d2^40 + (3 + 2a + 3a^2)d1^22d2^40 + (3 + 4a + 2a^2)d1^23d2^40 + (2 + 2a + 1a^2)d1^24d2^40 + (4 + 2a + 2a^2)d1^25d2^40 + (3 + 3a + 4a^2)d1^26d2^40 + (1 + 2a + 4a^2)d1^27d2^40 + (0 + 1a + 4a^2)d1^28d2^40 + (0 + 3a + 0a^2)d1^29d2^40 + (2 + 0a + 1a^2)d1^30d2^40 + (4 + 1a + 3a^2)d1^31d2^40 + (0 + 4a + 2a^2)d1^32d2^40 + (2 + 0a + 3a^2)d1^33d2^40 + (1 + 1a + 3a^2)d1^34d2^40 + (2 + 4a + 0a^2)d1^35d2^40 + (1 + 1a + 2a^2)d1^36d2^40 + (1 + 1a + 0a^2)d1^37d2^40 + (4 + 1a + 0a^2)d1^38d2^40 + (1 + 4a + 3a^2)d1^39d2^40 + (3 + 2a + 2a^2)d1^40d2^40 + (4 + 1a + 3a^2)d1^41d2^40 + (0 + 0a + 1a^2)d1^42d2^40 + (0 + 4a + 4a^2)d1^43d2^40 + (2 + 2a + 0a^2)d1^44d2^40 + (4 + 2a + 4a^2)d1^45d2^40 + (2 + 2a + 1a^2)d1^46d2^40 + (0 + 2a + 4a^2)d1^47d2^40 + (0 + 0a + 1a^2)d1^48d2^40 + (2 + 3a + 3a^2)d1^49d2^40 + (0 + 2a + 1a^2)d1^50d2^40 + (3 + 3a + 2a^2)d1^51d2^40 + (2 + 0a + 0a^2)d1^52d2^40 + (0 + 2a + 4a^2)d1^53d2^40 + (3 + 4a + 0a^2)d1^54d2^40 + (2 + 4a + 0a^2)d1^55d2^40 + (0 + 2a + 1a^2)d1^56d2^40 + (4 + 3a + 3a^2)d1^57d2^40 + (3 + 0a + 4a^2)d1^58d2^40 + (4 + 0a + 3a^2)d1^59d2^40 + (1 + 4a + 0a^2)d1^60d2^40 + (3 + 0a + 4a^2)d1^61d2^40 + (1 + 2a + 0a^2)d1^62d2^40 + (4 + 0a + 4a^2)d1^63d2^40 + (1 + 0a + 2a^2)d1^64d2^40 + (3 + 1a + 4a^2)d1^65d2^40 + (4 + 1a + 4a^2)d1^66d2^40 + (3 + 3a + 0a^2)d1^67d2^40 + (1 + 3a + 1a^2)d1^68d2^40 + (2 + 2a + 3a^2)d1^69d2^40 + (0 + 0a + 2a^2)d1^70d2^40 + (4 + 4a + 2a^2)d1^71d2^40 + (1 + 3a + 3a^2)d1^72d2^40 + (3 + 4a + 4a^2)d1^73d2^40 + (4 + 4a + 1a^2)d1^74d2^40 + (1 + 1a + 2a^2)d1^75d2^40 + (3 + 0a + 0a^2)d1^76d2^40 + (0 + 0a + 2a^2)d1^77d2^40 + (4 + 4a + 2a^2)d1^78d2^40 + (4 + 1a + 2a^2)d1^79d2^40 + (4 + 3a + 0a^2)d1^80d2^40 + (1 + 4a + 3a^2)d1^81d2^40 + (1 + 3a + 1a^2)d1^82d2^40 + (4 + 4a + 0a^2)d1^83d2^40 + (4 + 2a + 0a^2)d1^84d2^40 + (3 + 4a + 2a^2)d1^85d2^40 + (3 + 3a + 4a^2)d1^86d2^40 + (0 + 0a + 2a^2)d1^87d2^40 + (4 + 4a + 3a^2)d1^88d2^40 + (2 + 3a + 3a^2)d1^89d2^40 + (1 + 0a + 4a^2)d1^91d2^40 + (4 + 0a + 0a^2)d1^92d2^40 + (0 + 3a + 3a^2)d1^93d2^40 + (3 + 2a + 4a^2)d1^94d2^40 + (1 + 4a + 3a^2)d1^95d2^40 + (2 + 1a + 1a^2)d1^96d2^40 + (1 + 3a + 3a^2)d1^97d2^40 + (1 + 4a + 3a^2)d1^98d2^40 + (0 + 3a + 1a^2)d1^99d2^40 + (0 + 2a + 4a^2)d1^100d2^40 + (4 + 1a + 4a^2)d1^101d2^40 + (4 + 1a + 3a^2)d1^102d2^40 + (1 + 3a + 0a^2)d1^103d2^40 + (1 + 0a + 4a^2)d1^104d2^40 + (3 + 0a + 2a^2)d1^105d2^40 + (3 + 2a + 1a^2)d1^106d2^40 + (3 + 3a + 3a^2)d1^107d2^40 + (3 + 0a + 4a^2)d1^108d2^40 + (4 + 1a + 1a^2)d1^110d2^40 + (2 + 0a + 3a^2)d1^111d2^40 + (1 + 1a + 0a^2)d1^112d2^40 + (1 + 3a + 3a^2)d1^113d2^40 + (4 + 4a + 2a^2)d1^114d2^40 + (3 + 2a + 3a^2)d1^115d2^40 + (1 + 4a + 4a^2)d1^116d2^40 + (0 + 1a + 0a^2)d1^117d2^40 + (0 + 0a + 2a^2)d1^118d2^40 + (4 + 3a + 1a^2)d1^119d2^40 + (2 + 0a + 3a^2)d1^120d2^40 + (0 + 4a + 3a^2)d1^121d2^40 + (1 + 3a + 3a^2)d1^122d2^40 + (0 + 0a + 1a^2)d1^123d2^40 + (3 + 2a + 0a^2)d1^124d2^40 + (2 + 1a + 0a^2)d1^125d2^40 + (1 + 4a + 4a^2)d1^126d2^40 + (2 + 3a + 1a^2)d1^127d2^40 + (3 + 0a + 3a^2)d1^128d2^40 + (2 + 0a + 3a^2)d1^129d2^40 + (1 + 4a + 2a^2)d1^130d2^40 + (0 + 4a + 0a^2)d1^131d2^40 + (2 + 0a + 2a^2)d1^132d2^40 + (3 + 0a + 4a^2)d1^133d2^40 + (3 + 2a + 4a^2)d1^134d2^40 + (3 + 3a + 2a^2)d1^135d2^40 + (4 + 1a + 0a^2)d1^136d2^40 + (0 + 0a + 2a^2)d1^137d2^40 + (0 + 3a + 0a^2)d1^138d2^40 + (4 + 0a + 0a^2)d1^139d2^40 + (3 + 0a + 1a^2)d1^140d2^40 + (3 + 4a + 4a^2)d1^141d2^40 + (4 + 2a + 2a^2)d1^142d2^40 + (4 + 1a + 3a^2)d1^143d2^40 + (0 + 4a + 2a^2)d1^144d2^40 + (4 + 2a + 1a^2)d1^145d2^40 + (4 + 1a + 2a^2)d1^146d2^40 + (2 + 3a + 1a^2)d1^147d2^40 + (0 + 2a + 2a^2)d1^148d2^40 + (4 + 3a + 3a^2)d1^149d2^40 + (3 + 4a + 2a^2)d1^150d2^40 + (2 + 0a + 2a^2)d1^151d2^40 + (3 + 4a + 3a^2)d1^152d2^40 + (0 + 2a + 3a^2)d1^154d2^40 + (3 + 4a + 4a^2)d1^155d2^40 + (2 + 2a + 1a^2)d1^156d2^40 + (2 + 4a + 0a^2)d1^157d2^40 + (4 + 4a + 3a^2)d1^158d2^40 + (0 + 1a + 0a^2)d1^159d2^40 + (0 + 3a + 3a^2)d1^160d2^40 + (4 + 3a + 2a^2)d1^161d2^40 + (1 + 4a + 1a^2)d1^162d2^40 + (3 + 4a + 1a^2)d1^163d2^40 + (1 + 1a + 3a^2)d1^164d2^40 + (2 + 1a + 0a^2)d1^165d2^40 + (0 + 2a + 3a^2)d1^166d2^40 + (3 + 3a + 3a^2)d1^167d2^40 + (2 + 3a + 3a^2)d1^168d2^40 + (2 + 0a + 4a^2)d1^169d2^40 + (1 + 2a + 2a^2)d1^170d2^40 + (2 + 4a + 4a^2)d1^171d2^40 + (3 + 1a + 1a^2)d1^172d2^40 + (0 + 4a + 4a^2)d1^173d2^40 + (2 + 4a + 4a^2)d1^174d2^40 + (3 + 0a + 4a^2)d1^175d2^40 + (4 + 2a + 2a^2)d1^176d2^40 + (0 + 1a + 0a^2)d1^177d2^40 + (0 + 2a + 1a^2)d1^178d2^40 + (0 + 1a + 0a^2)d1^179d2^40 + (0 + 0a + 4a^2)d1^180d2^40 + (4 + 3a + 0a^2)d1^181d2^40 + (1 + 4a + 4a^2)d1^182d2^40 + (4 + 3a + 0a^2)d1^183d2^40 + (1 + 1a + 1a^2)d1^184d2^40 + (2 + 1a + 2a^2)d1^185d2^40 + (0 + 3a + 3a^2)d1^186d2^40 + (2 + 0a + 0a^2)d1^187d2^40 + (3 + 1a + 0a^2)d1^188d2^40 + (0 + 0a + 3a^2)d1^189d2^40 + (3 + 3a + 1a^2)d1^190d2^40 + (3 + 1a + 3a^2)d1^191d2^40 + (2 + 3a + 3a^2)d1^192d2^40 + (4 + 3a + 2a^2)d1^193d2^40 + (2 + 3a + 3a^2)d1^194d2^40 + (0 + 1a + 0a^2)d1^195d2^40 + (1 + 3a + 2a^2)d1^197d2^40 + (0 + 0a + 3a^2)d1^198d2^40 + (1 + 3a + 2a^2)d1^199d2^40 + (3 + 0a + 1a^2)d1^200d2^40 + (3 + 3a + 4a^2)d1^201d2^40 + (1 + 3a + 3a^2)d1^202d2^40 + (1 + 2a + 4a^2)d1^203d2^40 + (4 + 2a + 1a^2)d1^204d2^40 + (1 + 0a + 3a^2)d1^205d2^40 + (3 + 4a + 1a^2)d1^206d2^40 + (2 + 0a + 0a^2)d1^207d2^40 + (1 + 3a + 1a^2)d1^208d2^40 + (3 + 2a + 0a^2)d1^209d2^40 + (0 + 0a + 3a^2)d1^210d2^40 + (3 + 0a + 1a^2)d1^211d2^40 + (1 + 3a + 1a^2)d1^212d2^40 + (4 + 0a + 2a^2)d1^213d2^40 + (2 + 1a + 1a^2)d1^214d2^40 + (0 + 2a + 1a^2)d1^215d2^40 + (0 + 0a + 1a^2)d1^216d2^40 + (2 + 0a + 4a^2)d1^217d2^40 + (0 + 3a + 0a^2)d1^218d2^40 + (4 + 4a + 3a^2)d1^219d2^40 + (1 + 4a + 0a^2)d1^220d2^40 + (0 + 1a + 0a^2)d1^221d2^40 + (4 + 3a + 3a^2)d1^222d2^40 + (2 + 4a + 4a^2)d1^223d2^40 + (2 + 0a + 2a^2)d1^224d2^40 + (1 + 3a + 2a^2)d1^225d2^40 + (2 + 2a + 3a^2)d1^226d2^40 + (0 + 0a + 3a^2)d1^227d2^40 + (3 + 2a + 0a^2)d1^228d2^40 + (0 + 3a + 3a^2)d1^229d2^40 + (2 + 0a + 0a^2)d1^230d2^40 + (4 + 1a + 4a^2)d1^231d2^40 + (2 + 0a + 4a^2)d1^232d2^40 + (1 + 4a + 0a^2)d1^233d2^40 + (0 + 1a + 3a^2)d1^234d2^40 + (1 + 1a + 0a^2)d1^235d2^40 + (3 + 2a + 0a^2)d1^236d2^40 + (1 + 2a + 2a^2)d1^237d2^40 + (3 + 1a + 1a^2)d1^238d2^40 + (1 + 0a + 1a^2)d1^239d2^40 + (1 + 2a + 3a^2)d1^240d2^40 + (4 + 2a + 1a^2)d1^241d2^40 + (1 + 2a + 0a^2)d1^242d2^40 + (3 + 2a + 2a^2)d1^243d2^40 + (0 + 2a + 3a^2)d1^244d2^40 + (4 + 3a + 0a^2)d1^245d2^40 + (3 + 2a + 4a^2)d1^246d2^40 + (0 + 1a + 3a^2)d1^247d2^40 + (2 + 0a + 2a^2)d1^248d2^40 + (2 + 1a + 0a^2)d1^249d2^40 + (4 + 4a + 3a^2)d1^250d2^40 + (2 + 2a + 3a^2)d1^251d2^40 + (1 + 1a + 3a^2)d1^252d2^40 + (2 + 0a + 4a^2)d1^253d2^40 + (0 + 2a + 4a^2)d1^254d2^40 + (0 + 0a + 3a^2)d1^255d2^40 + (4 + 3a + 3a^2)d1^256d2^40 + (1 + 3a + 4a^2)d1^257d2^40 + (2 + 2a + 1a^2)d1^258d2^40 + (3 + 0a + 4a^2)d1^259d2^40 + (1 + 4a + 1a^2)d1^260d2^40 + (0 + 4a + 4a^2)d1^261d2^40 + (0 + 3a + 0a^2)d1^262d2^40 + (0 + 2a + 3a^2)d1^263d2^40 + (0 + 3a + 1a^2)d1^264d2^40 + (4 + 0a + 4a^2)d1^265d2^40 + (3 + 4a + 2a^2)d1^266d2^40 + (2 + 1a + 3a^2)d1^267d2^40 + (4 + 4a + 0a^2)d1^268d2^40 + (4 + 3a + 1a^2)d1^269d2^40 + (4 + 1a + 3a^2)d1^270d2^40 + (1 + 4a + 0a^2)d1^271d2^40 + (3 + 2a + 1a^2)d1^272d2^40 + (1 + 0a + 2a^2)d1^273d2^40 + (1 + 3a + 0a^2)d1^274d2^40 + (1 + 4a + 2a^2)d1^275d2^40 + (0 + 4a + 2a^2)d1^276d2^40 + (1 + 3a + 3a^2)d1^277d2^40 + (0 + 2a + 1a^2)d1^278d2^40 + (0 + 2a + 4a^2)d1^279d2^40 + (0 + 0a + 1a^2)d1^280d2^40 + (1 + 3a + 1a^2)d1^281d2^40 + (4 + 4a + 2a^2)d1^282d2^40 + (4 + 3a + 4a^2)d1^283d2^40 + (1 + 3a + 2a^2)d1^284d2^40 + (4 + 0a + 4a^2)d1^285d2^40 + (1 + 0a + 2a^2)d1^286d2^40 + (1 + 2a + 1a^2)d1^287d2^40 + (3 + 0a + 3a^2)d1^288d2^40 + (1 + 4a + 0a^2)d1^289d2^40 + (1 + 0a + 2a^2)d1^290d2^40 + (3 + 0a + 2a^2)d1^291d2^40 + (2 + 4a + 4a^2)d1^292d2^40 + (0 + 2a + 0a^2)d1^293d2^40 + (1 + 3a + 2a^2)d2^41 + (0 + 4a + 2a^2)d1^1d2^41 + (3 + 0a + 1a^2)d1^2d2^41 + (4 + 1a + 1a^2)d1^3d2^41 + (4 + 2a + 3a^2)d1^4d2^41 + (4 + 3a + 1a^2)d1^5d2^41 + (1 + 4a + 4a^2)d1^6d2^41 + (2 + 0a + 0a^2)d1^7d2^41 + (3 + 1a + 1a^2)d1^8d2^41 + (2 + 1a + 1a^2)d1^9d2^41 + (2 + 1a + 1a^2)d1^10d2^41 + (1 + 0a + 0a^2)d1^11d2^41 + (4 + 1a + 2a^2)d1^12d2^41 + (3 + 0a + 0a^2)d1^13d2^41 + (0 + 2a + 2a^2)d1^14d2^41 + (2 + 4a + 1a^2)d1^16d2^41 + (4 + 3a + 1a^2)d1^17d2^41 + (1 + 3a + 3a^2)d1^18d2^41 + (4 + 4a + 0a^2)d1^19d2^41 + (1 + 3a + 4a^2)d1^20d2^41 + (4 + 1a + 1a^2)d1^21d2^41 + (3 + 2a + 4a^2)d1^22d2^41 + (1 + 1a + 1a^2)d1^23d2^41 + (4 + 3a + 1a^2)d1^24d2^41 + (0 + 2a + 0a^2)d1^25d2^41 + (3 + 0a + 4a^2)d1^26d2^41 + (0 + 2a + 2a^2)d1^27d2^41 + (2 + 3a + 1a^2)d1^28d2^41 + (3 + 1a + 4a^2)d1^29d2^41 + (3 + 2a + 1a^2)d1^30d2^41 + (3 + 4a + 1a^2)d1^31d2^41 + (4 + 2a + 2a^2)d1^32d2^41 + (0 + 4a + 1a^2)d1^33d2^41 + (0 + 0a + 3a^2)d1^34d2^41 + (0 + 1a + 0a^2)d1^35d2^41 + (4 + 3a + 0a^2)d1^36d2^41 + (4 + 2a + 3a^2)d1^37d2^41 + (4 + 4a + 1a^2)d1^39d2^41 + (2 + 0a + 3a^2)d1^40d2^41 + (2 + 3a + 4a^2)d1^41d2^41 + (4 + 0a + 0a^2)d1^42d2^41 + (2 + 2a + 2a^2)d1^43d2^41 + (0 + 1a + 4a^2)d1^44d2^41 + (3 + 0a + 2a^2)d1^45d2^41 + (3 + 2a + 3a^2)d1^46d2^41 + (4 + 0a + 3a^2)d1^47d2^41 + (0 + 4a + 2a^2)d1^48d2^41 + (2 + 1a + 3a^2)d1^49d2^41 + (1 + 3a + 1a^2)d1^50d2^41 + (0 + 1a + 3a^2)d1^51d2^41 + (1 + 2a + 4a^2)d1^52d2^41 + (3 + 1a + 2a^2)d1^53d2^41 + (4 + 2a + 1a^2)d1^54d2^41 + (2 + 1a + 0a^2)d1^55d2^41 + (4 + 1a + 3a^2)d1^56d2^41 + (0 + 4a + 4a^2)d1^57d2^41 + (4 + 3a + 2a^2)d1^58d2^41 + (4 + 3a + 1a^2)d1^59d2^41 + (0 + 3a + 0a^2)d1^60d2^41 + (3 + 2a + 0a^2)d1^61d2^41 + (3 + 4a + 1a^2)d1^62d2^41 + (1 + 4a + 4a^2)d1^63d2^41 + (0 + 0a + 3a^2)d1^64d2^41 + (1 + 3a + 4a^2)d1^65d2^41 + (2 + 1a + 0a^2)d1^66d2^41 + (3 + 1a + 3a^2)d1^67d2^41 + (4 + 4a + 1a^2)d1^68d2^41 + (1 + 4a + 4a^2)d1^69d2^41 + (3 + 4a + 2a^2)d1^70d2^41 + (1 + 0a + 2a^2)d1^71d2^41 + (2 + 3a + 3a^2)d1^72d2^41 + (0 + 1a + 1a^2)d1^73d2^41 + (1 + 4a + 0a^2)d1^74d2^41 + (2 + 3a + 0a^2)d1^75d2^41 + (0 + 4a + 1a^2)d1^76d2^41 + (0 + 3a + 2a^2)d1^77d2^41 + (2 + 1a + 0a^2)d1^78d2^41 + (0 + 0a + 4a^2)d1^79d2^41 + (2 + 4a + 1a^2)d1^80d2^41 + (2 + 4a + 4a^2)d1^81d2^41 + (4 + 3a + 4a^2)d1^82d2^41 + (1 + 1a + 3a^2)d1^83d2^41 + (4 + 3a + 2a^2)d1^84d2^41 + (3 + 1a + 3a^2)d1^85d2^41 + (0 + 4a + 1a^2)d1^86d2^41 + (3 + 3a + 4a^2)d1^87d2^41 + (0 + 2a + 3a^2)d1^88d2^41 + (0 + 1a + 4a^2)d1^89d2^41 + (4 + 0a + 0a^2)d1^90d2^41 + (2 + 3a + 4a^2)d1^91d2^41 + (2 + 2a + 4a^2)d1^93d2^41 + (3 + 0a + 2a^2)d1^94d2^41 + (1 + 3a + 2a^2)d1^95d2^41 + (0 + 3a + 0a^2)d1^96d2^41 + (0 + 0a + 4a^2)d1^97d2^41 + (1 + 3a + 4a^2)d1^98d2^41 + (2 + 3a + 2a^2)d1^99d2^41 + (3 + 0a + 4a^2)d1^100d2^41 + (0 + 0a + 4a^2)d1^101d2^41 + (2 + 1a + 4a^2)d1^102d2^41 + (0 + 1a + 3a^2)d1^103d2^41 + (3 + 0a + 3a^2)d1^104d2^41 + (3 + 1a + 3a^2)d1^105d2^41 + (2 + 3a + 1a^2)d1^106d2^41 + (4 + 3a + 4a^2)d1^107d2^41 + (3 + 4a + 2a^2)d1^108d2^41 + (0 + 1a + 0a^2)d1^109d2^41 + (1 + 3a + 2a^2)d1^110d2^41 + (4 + 4a + 4a^2)d1^111d2^41 + (3 + 0a + 2a^2)d1^112d2^41 + (1 + 1a + 3a^2)d1^113d2^41 + (1 + 0a + 0a^2)d1^115d2^41 + (4 + 3a + 2a^2)d1^116d2^41 + (3 + 4a + 1a^2)d1^117d2^41 + (3 + 0a + 0a^2)d1^118d2^41 + (3 + 2a + 2a^2)d1^119d2^41 + (1 + 3a + 2a^2)d1^120d2^41 + (4 + 4a + 4a^2)d1^121d2^41 + (4 + 0a + 1a^2)d1^122d2^41 + (4 + 4a + 1a^2)d1^123d2^41 + (1 + 2a + 0a^2)d1^124d2^41 + (3 + 4a + 3a^2)d1^125d2^41 + (0 + 2a + 4a^2)d1^126d2^41 + (0 + 1a + 4a^2)d1^127d2^41 + (4 + 3a + 0a^2)d1^128d2^41 + (0 + 3a + 1a^2)d1^129d2^41 + (0 + 0a + 1a^2)d1^130d2^41 + (4 + 1a + 1a^2)d1^131d2^41 + (0 + 3a + 0a^2)d1^132d2^41 + (2 + 2a + 1a^2)d1^133d2^41 + (1 + 0a + 3a^2)d1^134d2^41 + (1 + 1a + 4a^2)d1^135d2^41 + (0 + 0a + 2a^2)d1^136d2^41 + (3 + 2a + 0a^2)d1^137d2^41 + (3 + 0a + 3a^2)d1^138d2^41 + (2 + 2a + 1a^2)d1^139d2^41 + (0 + 4a + 2a^2)d1^140d2^41 + (3 + 0a + 1a^2)d1^141d2^41 + (1 + 3a + 1a^2)d1^142d2^41 + (2 + 2a + 3a^2)d1^143d2^41 + (3 + 3a + 4a^2)d1^144d2^41 + (4 + 1a + 4a^2)d1^145d2^41 + (1 + 2a + 4a^2)d1^146d2^41 + (1 + 0a + 0a^2)d1^147d2^41 + (3 + 3a + 1a^2)d1^148d2^41 + (4 + 4a + 3a^2)d1^149d2^41 + (0 + 0a + 3a^2)d1^150d2^41 + (3 + 2a + 4a^2)d1^151d2^41 + (2 + 0a + 1a^2)d1^152d2^41 + (2 + 2a + 1a^2)d1^153d2^41 + (3 + 2a + 0a^2)d1^154d2^41 + (4 + 2a + 1a^2)d1^155d2^41 + (3 + 4a + 3a^2)d1^156d2^41 + (4 + 0a + 3a^2)d1^157d2^41 + (1 + 4a + 3a^2)d1^158d2^41 + (1 + 1a + 4a^2)d1^159d2^41 + (1 + 4a + 3a^2)d1^160d2^41 + (4 + 0a + 3a^2)d1^161d2^41 + (1 + 1a + 0a^2)d1^162d2^41 + (0 + 2a + 0a^2)d1^163d2^41 + (2 + 0a + 2a^2)d1^164d2^41 + (2 + 4a + 4a^2)d1^165d2^41 + (1 + 3a + 0a^2)d1^166d2^41 + (2 + 3a + 2a^2)d1^167d2^41 + (3 + 3a + 3a^2)d1^168d2^41 + (3 + 0a + 1a^2)d1^169d2^41 + (4 + 0a + 3a^2)d1^170d2^41 + (3 + 2a + 2a^2)d1^171d2^41 + (2 + 4a + 2a^2)d1^172d2^41 + (1 + 4a + 2a^2)d1^173d2^41 + (3 + 3a + 0a^2)d1^174d2^41 + (0 + 0a + 2a^2)d1^175d2^41 + (0 + 0a + 4a^2)d1^176d2^41 + (1 + 4a + 0a^2)d1^177d2^41 + (2 + 3a + 3a^2)d1^178d2^41 + (4 + 0a + 3a^2)d1^179d2^41 + (2 + 4a + 1a^2)d1^180d2^41 + (4 + 3a + 3a^2)d1^183d2^41 + (3 + 2a + 4a^2)d1^184d2^41 + (1 + 4a + 1a^2)d1^185d2^41 + (0 + 0a + 2a^2)d1^186d2^41 + (2 + 3a + 1a^2)d1^187d2^41 + (3 + 1a + 2a^2)d1^188d2^41 + (0 + 2a + 2a^2)d1^189d2^41 + (3 + 2a + 4a^2)d1^190d2^41 + (1 + 0a + 2a^2)d1^191d2^41 + (1 + 3a + 0a^2)d1^192d2^41 + (2 + 4a + 0a^2)d1^193d2^41 + (3 + 2a + 1a^2)d1^194d2^41 + (1 + 4a + 0a^2)d1^195d2^41 + (2 + 3a + 2a^2)d1^196d2^41 + (2 + 3a + 4a^2)d1^197d2^41 + (1 + 1a + 2a^2)d1^198d2^41 + (3 + 2a + 1a^2)d1^199d2^41 + (2 + 1a + 3a^2)d1^200d2^41 + (4 + 2a + 2a^2)d1^201d2^41 + (2 + 0a + 2a^2)d1^203d2^41 + (3 + 1a + 3a^2)d1^204d2^41 + (1 + 3a + 4a^2)d1^205d2^41 + (3 + 0a + 3a^2)d1^206d2^41 + (1 + 1a + 4a^2)d1^207d2^41 + (3 + 4a + 2a^2)d1^208d2^41 + (4 + 2a + 0a^2)d1^209d2^41 + (4 + 1a + 1a^2)d1^210d2^41 + (1 + 3a + 4a^2)d1^211d2^41 + (0 + 3a + 4a^2)d1^212d2^41 + (4 + 0a + 1a^2)d1^213d2^41 + (2 + 3a + 0a^2)d1^214d2^41 + (3 + 0a + 2a^2)d1^215d2^41 + (3 + 1a + 0a^2)d1^216d2^41 + (4 + 2a + 3a^2)d1^217d2^41 + (1 + 4a + 2a^2)d1^218d2^41 + (2 + 0a + 4a^2)d1^219d2^41 + (0 + 4a + 4a^2)d1^220d2^41 + (3 + 1a + 3a^2)d1^221d2^41 + (1 + 4a + 1a^2)d1^222d2^41 + (3 + 2a + 4a^2)d1^223d2^41 + (0 + 4a + 4a^2)d1^224d2^41 + (1 + 4a + 0a^2)d1^226d2^41 + (2 + 3a + 4a^2)d1^227d2^41 + (4 + 3a + 2a^2)d1^228d2^41 + (0 + 0a + 3a^2)d1^229d2^41 + (2 + 1a + 0a^2)d1^230d2^41 + (1 + 1a + 0a^2)d1^231d2^41 + (1 + 3a + 4a^2)d1^232d2^41 + (0 + 1a + 2a^2)d1^233d2^41 + (4 + 1a + 2a^2)d1^234d2^41 + (0 + 0a + 4a^2)d1^235d2^41 + (2 + 4a + 0a^2)d1^236d2^41 + (1 + 1a + 4a^2)d1^237d2^41 + (4 + 1a + 2a^2)d1^238d2^41 + (0 + 2a + 2a^2)d1^239d2^41 + (3 + 4a + 3a^2)d1^240d2^41 + (2 + 0a + 0a^2)d1^241d2^41 + (4 + 0a + 3a^2)d1^242d2^41 + (2 + 1a + 0a^2)d1^243d2^41 + (0 + 0a + 1a^2)d1^244d2^41 + (1 + 0a + 3a^2)d1^245d2^41 + (3 + 2a + 2a^2)d1^246d2^41 + (1 + 1a + 1a^2)d1^247d2^41 + (4 + 3a + 2a^2)d1^248d2^41 + (4 + 4a + 2a^2)d1^249d2^41 + (1 + 2a + 3a^2)d1^250d2^41 + (1 + 2a + 1a^2)d1^251d2^41 + (1 + 2a + 2a^2)d1^252d2^41 + (0 + 3a + 3a^2)d1^253d2^41 + (0 + 2a + 1a^2)d1^254d2^41 + (3 + 1a + 4a^2)d1^255d2^41 + (0 + 0a + 4a^2)d1^256d2^41 + (4 + 0a + 2a^2)d1^257d2^41 + (3 + 1a + 4a^2)d1^258d2^41 + (0 + 0a + 3a^2)d1^259d2^41 + (3 + 0a + 1a^2)d1^260d2^41 + (0 + 0a + 4a^2)d1^261d2^41 + (1 + 3a + 3a^2)d1^262d2^41 + (2 + 4a + 3a^2)d1^263d2^41 + (3 + 3a + 0a^2)d1^264d2^41 + (0 + 1a + 0a^2)d1^265d2^41 + (2 + 0a + 4a^2)d1^266d2^41 + (1 + 4a + 2a^2)d1^267d2^41 + (0 + 0a + 2a^2)d1^268d2^41 + (4 + 4a + 1a^2)d1^269d2^41 + (1 + 3a + 1a^2)d1^270d2^41 + (2 + 2a + 1a^2)d1^271d2^41 + (1 + 2a + 1a^2)d1^272d2^41 + (2 + 3a + 0a^2)d1^273d2^41 + (3 + 3a + 0a^2)d1^274d2^41 + (4 + 4a + 1a^2)d1^275d2^41 + (0 + 2a + 1a^2)d1^276d2^41 + (4 + 0a + 1a^2)d1^277d2^41 + (0 + 0a + 2a^2)d1^278d2^41 + (3 + 3a + 3a^2)d1^279d2^41 + (4 + 2a + 3a^2)d1^280d2^41 + (3 + 0a + 0a^2)d1^281d2^41 + (4 + 2a + 2a^2)d1^282d2^41 + (4 + 1a + 0a^2)d1^283d2^41 + (2 + 2a + 1a^2)d1^284d2^41 + (0 + 2a + 1a^2)d1^285d2^41 + (3 + 3a + 4a^2)d1^287d2^41 + (0 + 4a + 3a^2)d1^288d2^41 + (3 + 1a + 0a^2)d1^289d2^41 + (1 + 4a + 1a^2)d1^290d2^41 + (3 + 3a + 0a^2)d1^291d2^41 + (4 + 1a + 0a^2)d1^292d2^41 + (2 + 0a + 0a^2)d1^293d2^41 + (0 + 0a + 2a^2)d2^42 + (0 + 3a + 3a^2)d1^2d2^42 + (0 + 4a + 3a^2)d1^3d2^42 + (3 + 3a + 0a^2)d1^4d2^42 + (3 + 0a + 4a^2)d1^5d2^42 + (3 + 4a + 1a^2)d1^6d2^42 + (0 + 0a + 1a^2)d1^7d2^42 + (2 + 3a + 0a^2)d1^8d2^42 + (4 + 2a + 3a^2)d1^9d2^42 + (4 + 0a + 3a^2)d1^10d2^42 + (4 + 1a + 3a^2)d1^11d2^42 + (0 + 0a + 4a^2)d1^12d2^42 + (4 + 0a + 3a^2)d1^13d2^42 + (3 + 3a + 3a^2)d1^14d2^42 + (3 + 1a + 2a^2)d1^15d2^42 + (2 + 2a + 1a^2)d1^16d2^42 + (2 + 3a + 0a^2)d1^17d2^42 + (2 + 4a + 2a^2)d1^18d2^42 + (0 + 3a + 3a^2)d1^19d2^42 + (4 + 1a + 0a^2)d1^20d2^42 + (1 + 1a + 1a^2)d1^21d2^42 + (1 + 4a + 0a^2)d1^22d2^42 + (3 + 3a + 4a^2)d1^23d2^42 + (1 + 2a + 3a^2)d1^24d2^42 + (3 + 2a + 1a^2)d1^25d2^42 + (1 + 0a + 0a^2)d1^26d2^42 + (1 + 3a + 0a^2)d1^27d2^42 + (0 + 0a + 3a^2)d1^28d2^42 + (1 + 4a + 1a^2)d1^29d2^42 + (2 + 2a + 1a^2)d1^30d2^42 + (2 + 3a + 4a^2)d1^31d2^42 + (0 + 2a + 2a^2)d1^32d2^42 + (4 + 2a + 3a^2)d1^33d2^42 + (2 + 2a + 4a^2)d1^34d2^42 + (1 + 0a + 1a^2)d1^35d2^42 + (4 + 4a + 0a^2)d1^36d2^42 + (0 + 2a + 0a^2)d1^37d2^42 + (1 + 1a + 2a^2)d1^38d2^42 + (2 + 4a + 4a^2)d1^39d2^42 + (1 + 2a + 1a^2)d1^40d2^42 + (0 + 4a + 0a^2)d1^41d2^42 + (0 + 0a + 1a^2)d1^42d2^42 + (3 + 2a + 1a^2)d1^43d2^42 + (1 + 2a + 1a^2)d1^44d2^42 + (4 + 2a + 2a^2)d1^45d2^42 + (0 + 0a + 1a^2)d1^46d2^42 + (2 + 4a + 1a^2)d1^47d2^42 + (1 + 3a + 0a^2)d1^48d2^42 + (0 + 0a + 1a^2)d1^49d2^42 + (2 + 1a + 1a^2)d1^50d2^42 + (4 + 0a + 3a^2)d1^51d2^42 + (0 + 1a + 2a^2)d1^52d2^42 + (1 + 0a + 3a^2)d1^53d2^42 + (1 + 3a + 3a^2)d1^54d2^42 + (0 + 4a + 2a^2)d1^55d2^42 + (1 + 4a + 2a^2)d1^56d2^42 + (0 + 1a + 2a^2)d1^57d2^42 + (1 + 0a + 0a^2)d1^59d2^42 + (4 + 2a + 1a^2)d1^60d2^42 + (0 + 3a + 2a^2)d1^61d2^42 + (4 + 3a + 1a^2)d1^62d2^42 + (0 + 2a + 3a^2)d1^63d2^42 + (1 + 3a + 0a^2)d1^64d2^42 + (2 + 2a + 4a^2)d1^65d2^42 + (4 + 1a + 1a^2)d1^66d2^42 + (1 + 4a + 2a^2)d1^68d2^42 + (2 + 3a + 3a^2)d1^69d2^42 + (4 + 0a + 1a^2)d1^70d2^42 + (1 + 2a + 2a^2)d1^71d2^42 + (1 + 1a + 2a^2)d1^72d2^42 + (1 + 4a + 4a^2)d1^73d2^42 + (3 + 0a + 1a^2)d1^74d2^42 + (1 + 4a + 3a^2)d1^75d2^42 + (3 + 2a + 3a^2)d1^76d2^42 + (0 + 4a + 1a^2)d1^77d2^42 + (2 + 3a + 1a^2)d1^78d2^42 + (4 + 1a + 1a^2)d1^80d2^42 + (1 + 0a + 0a^2)d1^81d2^42 + (3 + 2a + 2a^2)d1^82d2^42 + (1 + 4a + 3a^2)d1^83d2^42 + (3 + 2a + 3a^2)d1^84d2^42 + (3 + 4a + 3a^2)d1^85d2^42 + (4 + 0a + 3a^2)d1^86d2^42 + (1 + 3a + 0a^2)d1^87d2^42 + (2 + 4a + 4a^2)d1^88d2^42 + (4 + 0a + 1a^2)d1^89d2^42 + (1 + 4a + 0a^2)d1^90d2^42 + (0 + 4a + 1a^2)d1^91d2^42 + (4 + 2a + 1a^2)d1^92d2^42 + (4 + 0a + 2a^2)d1^93d2^42 + (3 + 3a + 2a^2)d1^94d2^42 + (0 + 3a + 3a^2)d1^95d2^42 + (1 + 4a + 3a^2)d1^96d2^42 + (2 + 2a + 3a^2)d1^97d2^42 + (2 + 3a + 2a^2)d1^98d2^42 + (3 + 1a + 4a^2)d1^99d2^42 + (3 + 4a + 1a^2)d1^100d2^42 + (0 + 0a + 1a^2)d1^101d2^42 + (1 + 4a + 1a^2)d1^103d2^42 + (2 + 2a + 2a^2)d1^104d2^42 + (3 + 1a + 0a^2)d1^105d2^42 + (4 + 1a + 4a^2)d1^106d2^42 + (4 + 1a + 3a^2)d1^107d2^42 + (3 + 4a + 1a^2)d1^108d2^42 + (1 + 4a + 0a^2)d1^109d2^42 + (0 + 4a + 0a^2)d1^110d2^42 + (1 + 0a + 3a^2)d1^111d2^42 + (2 + 2a + 2a^2)d1^112d2^42 + (2 + 0a + 1a^2)d1^113d2^42 + (4 + 2a + 0a^2)d1^114d2^42 + (1 + 0a + 3a^2)d1^115d2^42 + (1 + 0a + 2a^2)d1^116d2^42 + (4 + 1a + 0a^2)d1^117d2^42 + (4 + 4a + 2a^2)d1^118d2^42 + (2 + 3a + 2a^2)d1^119d2^42 + (1 + 4a + 1a^2)d1^120d2^42 + (1 + 3a + 2a^2)d1^121d2^42 + (4 + 2a + 2a^2)d1^122d2^42 + (0 + 4a + 3a^2)d1^123d2^42 + (2 + 1a + 3a^2)d1^124d2^42 + (0 + 1a + 2a^2)d1^125d2^42 + (4 + 0a + 3a^2)d1^126d2^42 + (4 + 2a + 0a^2)d1^127d2^42 + (2 + 3a + 1a^2)d1^128d2^42 + (0 + 4a + 3a^2)d1^129d2^42 + (0 + 4a + 3a^2)d1^130d2^42 + (2 + 2a + 1a^2)d1^131d2^42 + (2 + 1a + 3a^2)d1^132d2^42 + (4 + 4a + 4a^2)d1^133d2^42 + (0 + 1a + 2a^2)d1^134d2^42 + (4 + 3a + 0a^2)d1^135d2^42 + (4 + 2a + 3a^2)d1^136d2^42 + (3 + 0a + 0a^2)d1^137d2^42 + (2 + 2a + 1a^2)d1^138d2^42 + (0 + 0a + 4a^2)d1^139d2^42 + (2 + 4a + 2a^2)d1^140d2^42 + (3 + 2a + 0a^2)d1^141d2^42 + (0 + 4a + 3a^2)d1^142d2^42 + (0 + 3a + 1a^2)d1^143d2^42 + (1 + 1a + 0a^2)d1^144d2^42 + (0 + 4a + 1a^2)d1^145d2^42 + (2 + 4a + 3a^2)d1^146d2^42 + (4 + 0a + 3a^2)d1^147d2^42 + (2 + 2a + 3a^2)d1^148d2^42 + (1 + 3a + 2a^2)d1^149d2^42 + (3 + 3a + 2a^2)d1^150d2^42 + (1 + 4a + 4a^2)d1^151d2^42 + (3 + 3a + 4a^2)d1^152d2^42 + (0 + 1a + 1a^2)d1^153d2^42 + (4 + 3a + 1a^2)d1^154d2^42 + (2 + 0a + 4a^2)d1^155d2^42 + (3 + 1a + 3a^2)d1^156d2^42 + (4 + 3a + 0a^2)d1^157d2^42 + (3 + 4a + 3a^2)d1^158d2^42 + (3 + 1a + 0a^2)d1^159d2^42 + (1 + 0a + 1a^2)d1^160d2^42 + (3 + 0a + 0a^2)d1^161d2^42 + (2 + 1a + 4a^2)d1^162d2^42 + (0 + 3a + 0a^2)d1^163d2^42 + (1 + 4a + 3a^2)d1^164d2^42 + (1 + 0a + 4a^2)d1^165d2^42 + (2 + 0a + 4a^2)d1^166d2^42 + (3 + 2a + 0a^2)d1^167d2^42 + (0 + 1a + 0a^2)d1^168d2^42 + (3 + 0a + 1a^2)d1^169d2^42 + (4 + 3a + 1a^2)d1^170d2^42 + (3 + 3a + 1a^2)d1^171d2^42 + (3 + 1a + 2a^2)d1^172d2^42 + (4 + 0a + 2a^2)d1^173d2^42 + (0 + 3a + 3a^2)d1^174d2^42 + (2 + 1a + 3a^2)d1^175d2^42 + (4 + 0a + 1a^2)d1^176d2^42 + (0 + 1a + 0a^2)d1^177d2^42 + (0 + 3a + 4a^2)d1^178d2^42 + (2 + 3a + 1a^2)d1^179d2^42 + (1 + 2a + 3a^2)d1^180d2^42 + (4 + 1a + 2a^2)d1^181d2^42 + (3 + 0a + 3a^2)d1^182d2^42 + (3 + 3a + 0a^2)d1^183d2^42 + (0 + 3a + 1a^2)d1^184d2^42 + (3 + 2a + 3a^2)d1^185d2^42 + (3 + 3a + 2a^2)d1^186d2^42 + (0 + 1a + 0a^2)d1^187d2^42 + (4 + 0a + 2a^2)d1^188d2^42 + (4 + 4a + 0a^2)d1^189d2^42 + (4 + 3a + 1a^2)d1^190d2^42 + (1 + 1a + 1a^2)d1^191d2^42 + (0 + 2a + 2a^2)d1^192d2^42 + (0 + 2a + 3a^2)d1^193d2^42 + (2 + 1a + 4a^2)d1^194d2^42 + (2 + 0a + 4a^2)d1^195d2^42 + (1 + 2a + 1a^2)d1^196d2^42 + (4 + 2a + 4a^2)d1^197d2^42 + (1 + 4a + 0a^2)d1^198d2^42 + (2 + 0a + 1a^2)d1^199d2^42 + (1 + 3a + 3a^2)d1^200d2^42 + (1 + 1a + 3a^2)d1^201d2^42 + (0 + 2a + 0a^2)d1^202d2^42 + (2 + 0a + 1a^2)d1^203d2^42 + (1 + 4a + 0a^2)d1^204d2^42 + (4 + 1a + 3a^2)d1^205d2^42 + (3 + 3a + 2a^2)d1^206d2^42 + (0 + 3a + 3a^2)d1^207d2^42 + (2 + 0a + 0a^2)d1^208d2^42 + (3 + 3a + 0a^2)d1^209d2^42 + (2 + 0a + 3a^2)d1^210d2^42 + (1 + 1a + 1a^2)d1^211d2^42 + (4 + 1a + 0a^2)d1^212d2^42 + (4 + 0a + 3a^2)d1^213d2^42 + (0 + 0a + 2a^2)d1^214d2^42 + (2 + 4a + 4a^2)d1^215d2^42 + (1 + 3a + 1a^2)d1^216d2^42 + (0 + 4a + 2a^2)d1^217d2^42 + (3 + 2a + 3a^2)d1^218d2^42 + (1 + 2a + 1a^2)d1^219d2^42 + (0 + 4a + 2a^2)d1^220d2^42 + (3 + 2a + 2a^2)d1^221d2^42 + (4 + 2a + 1a^2)d1^222d2^42 + (4 + 1a + 1a^2)d1^223d2^42 + (3 + 3a + 2a^2)d1^224d2^42 + (3 + 1a + 1a^2)d1^225d2^42 + (3 + 0a + 3a^2)d1^226d2^42 + (2 + 1a + 4a^2)d1^227d2^42 + (2 + 4a + 0a^2)d1^228d2^42 + (2 + 4a + 3a^2)d1^229d2^42 + (3 + 3a + 4a^2)d1^230d2^42 + (2 + 0a + 0a^2)d1^231d2^42 + (2 + 2a + 3a^2)d1^232d2^42 + (1 + 3a + 1a^2)d1^233d2^42 + (3 + 4a + 3a^2)d1^234d2^42 + (3 + 1a + 3a^2)d1^235d2^42 + (3 + 2a + 3a^2)d1^236d2^42 + (0 + 1a + 4a^2)d1^237d2^42 + (1 + 3a + 1a^2)d1^238d2^42 + (3 + 0a + 4a^2)d1^239d2^42 + (0 + 3a + 3a^2)d1^240d2^42 + (2 + 2a + 3a^2)d1^241d2^42 + (3 + 4a + 2a^2)d1^242d2^42 + (2 + 3a + 4a^2)d1^243d2^42 + (3 + 2a + 1a^2)d1^244d2^42 + (1 + 2a + 3a^2)d1^245d2^42 + (3 + 4a + 2a^2)d1^246d2^42 + (4 + 3a + 0a^2)d1^247d2^42 + (4 + 3a + 3a^2)d1^248d2^42 + (4 + 3a + 4a^2)d1^249d2^42 + (4 + 0a + 2a^2)d1^250d2^42 + (1 + 0a + 4a^2)d1^251d2^42 + (2 + 0a + 2a^2)d1^252d2^42 + (4 + 4a + 0a^2)d1^253d2^42 + (0 + 1a + 1a^2)d1^254d2^42 + (0 + 2a + 1a^2)d1^255d2^42 + (0 + 0a + 1a^2)d1^256d2^42 + (1 + 3a + 1a^2)d1^257d2^42 + (2 + 1a + 2a^2)d1^258d2^42 + (4 + 3a + 0a^2)d1^259d2^42 + (0 + 4a + 2a^2)d1^260d2^42 + (1 + 4a + 1a^2)d1^261d2^42 + (1 + 2a + 1a^2)d1^262d2^42 + (3 + 3a + 4a^2)d1^263d2^42 + (4 + 2a + 2a^2)d1^264d2^42 + (3 + 0a + 4a^2)d1^265d2^42 + (3 + 0a + 1a^2)d1^266d2^42 + (3 + 4a + 3a^2)d1^267d2^42 + (0 + 2a + 1a^2)d1^268d2^42 + (2 + 0a + 0a^2)d1^269d2^42 + (2 + 4a + 4a^2)d1^270d2^42 + (0 + 2a + 4a^2)d1^271d2^42 + (1 + 1a + 2a^2)d1^272d2^42 + (4 + 1a + 2a^2)d1^273d2^42 + (3 + 0a + 3a^2)d1^274d2^42 + (3 + 3a + 4a^2)d1^275d2^42 + (1 + 0a + 1a^2)d1^276d2^42 + (1 + 1a + 2a^2)d1^277d2^42 + (4 + 4a + 0a^2)d1^278d2^42 + (0 + 1a + 1a^2)d1^279d2^42 + (4 + 4a + 2a^2)d1^280d2^42 + (3 + 2a + 2a^2)d1^281d2^42 + (3 + 3a + 1a^2)d1^282d2^42 + (4 + 0a + 2a^2)d1^283d2^42 + (3 + 3a + 1a^2)d1^284d2^42 + (0 + 3a + 4a^2)d1^285d2^42 + (1 + 1a + 3a^2)d1^286d2^42 + (2 + 0a + 1a^2)d1^287d2^42 + (2 + 2a + 0a^2)d1^288d2^42 + (1 + 1a + 4a^2)d1^289d2^42 + (1 + 3a + 1a^2)d1^290d2^42 + (3 + 3a + 0a^2)d1^291d2^42 + (4 + 3a + 3a^2)d1^292d2^42 + (2 + 3a + 0a^2)d1^293d2^42 + (4 + 4a + 1a^2)d2^43 + (0 + 1a + 4a^2)d1^1d2^43 + (4 + 1a + 0a^2)d1^2d2^43 + (0 + 4a + 3a^2)d1^3d2^43 + (1 + 4a + 1a^2)d1^4d2^43 + (3 + 2a + 1a^2)d1^5d2^43 + (1 + 1a + 1a^2)d1^6d2^43 + (4 + 2a + 0a^2)d1^8d2^43 + (1 + 0a + 4a^2)d1^9d2^43 + (3 + 3a + 4a^2)d1^10d2^43 + (0 + 0a + 3a^2)d1^11d2^43 + (0 + 0a + 1a^2)d1^12d2^43 + (0 + 4a + 4a^2)d1^13d2^43 + (3 + 0a + 0a^2)d1^14d2^43 + (3 + 2a + 1a^2)d1^15d2^43 + (2 + 3a + 3a^2)d1^16d2^43 + (4 + 1a + 2a^2)d1^17d2^43 + (3 + 1a + 0a^2)d1^18d2^43 + (2 + 1a + 3a^2)d1^19d2^43 + (1 + 2a + 2a^2)d1^20d2^43 + (1 + 2a + 0a^2)d1^21d2^43 + (1 + 2a + 3a^2)d1^22d2^43 + (4 + 2a + 0a^2)d1^23d2^43 + (0 + 0a + 2a^2)d1^24d2^43 + (4 + 2a + 2a^2)d1^25d2^43 + (1 + 2a + 4a^2)d1^26d2^43 + (2 + 2a + 2a^2)d1^27d2^43 + (3 + 1a + 1a^2)d1^28d2^43 + (1 + 0a + 0a^2)d1^29d2^43 + (4 + 2a + 2a^2)d1^30d2^43 + (4 + 2a + 2a^2)d1^31d2^43 + (0 + 0a + 1a^2)d1^32d2^43 + (1 + 3a + 4a^2)d1^33d2^43 + (4 + 1a + 1a^2)d1^34d2^43 + (4 + 2a + 4a^2)d1^35d2^43 + (1 + 3a + 1a^2)d1^36d2^43 + (0 + 2a + 2a^2)d1^37d2^43 + (2 + 2a + 2a^2)d1^38d2^43 + (3 + 0a + 2a^2)d1^39d2^43 + (1 + 2a + 3a^2)d1^40d2^43 + (2 + 3a + 2a^2)d1^41d2^43 + (3 + 4a + 2a^2)d1^42d2^43 + (2 + 2a + 3a^2)d1^43d2^43 + (0 + 4a + 1a^2)d1^44d2^43 + (3 + 4a + 4a^2)d1^45d2^43 + (3 + 4a + 3a^2)d1^47d2^43 + (4 + 3a + 0a^2)d1^48d2^43 + (2 + 0a + 3a^2)d1^49d2^43 + (4 + 3a + 2a^2)d1^50d2^43 + (3 + 4a + 4a^2)d1^51d2^43 + (3 + 0a + 4a^2)d1^52d2^43 + (3 + 1a + 2a^2)d1^53d2^43 + (3 + 2a + 4a^2)d1^54d2^43 + (2 + 2a + 2a^2)d1^55d2^43 + (2 + 2a + 0a^2)d1^56d2^43 + (4 + 3a + 0a^2)d1^57d2^43 + (2 + 2a + 3a^2)d1^58d2^43 + (1 + 1a + 4a^2)d1^59d2^43 + (4 + 0a + 4a^2)d1^60d2^43 + (4 + 2a + 2a^2)d1^61d2^43 + (2 + 2a + 4a^2)d1^62d2^43 + (3 + 3a + 2a^2)d1^63d2^43 + (0 + 2a + 0a^2)d1^64d2^43 + (3 + 0a + 1a^2)d1^65d2^43 + (2 + 1a + 1a^2)d1^66d2^43 + (1 + 2a + 2a^2)d1^67d2^43 + (1 + 4a + 4a^2)d1^68d2^43 + (4 + 2a + 1a^2)d1^69d2^43 + (4 + 0a + 3a^2)d1^70d2^43 + (1 + 4a + 4a^2)d1^71d2^43 + (4 + 1a + 1a^2)d1^72d2^43 + (2 + 1a + 0a^2)d1^73d2^43 + (4 + 2a + 1a^2)d1^74d2^43 + (2 + 4a + 4a^2)d1^75d2^43 + (4 + 0a + 0a^2)d1^76d2^43 + (1 + 1a + 3a^2)d1^77d2^43 + (3 + 4a + 1a^2)d1^78d2^43 + (3 + 0a + 4a^2)d1^79d2^43 + (3 + 2a + 2a^2)d1^80d2^43 + (2 + 4a + 0a^2)d1^81d2^43 + (4 + 4a + 0a^2)d1^82d2^43 + (3 + 1a + 1a^2)d1^83d2^43 + (2 + 0a + 4a^2)d1^84d2^43 + (2 + 0a + 0a^2)d1^85d2^43 + (1 + 1a + 3a^2)d1^86d2^43 + (4 + 4a + 1a^2)d1^87d2^43 + (1 + 0a + 0a^2)d1^88d2^43 + (1 + 2a + 2a^2)d1^89d2^43 + (4 + 2a + 3a^2)d1^90d2^43 + (3 + 2a + 0a^2)d1^91d2^43 + (2 + 3a + 4a^2)d1^92d2^43 + (2 + 4a + 0a^2)d1^93d2^43 + (0 + 3a + 4a^2)d1^95d2^43 + (1 + 0a + 2a^2)d1^96d2^43 + (4 + 2a + 2a^2)d1^97d2^43 + (1 + 0a + 4a^2)d1^98d2^43 + (1 + 2a + 1a^2)d1^99d2^43 + (2 + 4a + 4a^2)d1^100d2^43 + (0 + 0a + 4a^2)d1^101d2^43 + (2 + 0a + 4a^2)d1^102d2^43 + (0 + 2a + 3a^2)d1^103d2^43 + (2 + 3a + 2a^2)d1^104d2^43 + (3 + 4a + 1a^2)d1^105d2^43 + (2 + 4a + 2a^2)d1^106d2^43 + (3 + 3a + 3a^2)d1^107d2^43 + (2 + 1a + 1a^2)d1^108d2^43 + (2 + 4a + 4a^2)d1^109d2^43 + (3 + 3a + 2a^2)d1^110d2^43 + (4 + 4a + 0a^2)d1^111d2^43 + (4 + 1a + 0a^2)d1^112d2^43 + (4 + 4a + 4a^2)d1^113d2^43 + (1 + 4a + 1a^2)d1^114d2^43 + (4 + 2a + 4a^2)d1^115d2^43 + (0 + 4a + 0a^2)d1^116d2^43 + (1 + 0a + 3a^2)d1^117d2^43 + (2 + 3a + 3a^2)d1^118d2^43 + (4 + 0a + 1a^2)d1^119d2^43 + (0 + 1a + 3a^2)d1^120d2^43 + (3 + 1a + 3a^2)d1^121d2^43 + (1 + 4a + 4a^2)d1^122d2^43 + (2 + 4a + 1a^2)d1^123d2^43 + (3 + 1a + 1a^2)d1^124d2^43 + (2 + 3a + 1a^2)d1^125d2^43 + (0 + 4a + 4a^2)d1^126d2^43 + (0 + 1a + 0a^2)d1^127d2^43 + (4 + 1a + 1a^2)d1^128d2^43 + (3 + 3a + 4a^2)d1^129d2^43 + (2 + 4a + 4a^2)d1^130d2^43 + (2 + 1a + 4a^2)d1^131d2^43 + (1 + 0a + 3a^2)d1^132d2^43 + (4 + 2a + 0a^2)d1^133d2^43 + (4 + 3a + 1a^2)d1^134d2^43 + (3 + 3a + 0a^2)d1^135d2^43 + (3 + 3a + 2a^2)d1^136d2^43 + (3 + 4a + 2a^2)d1^137d2^43 + (4 + 4a + 1a^2)d1^138d2^43 + (4 + 1a + 0a^2)d1^139d2^43 + (2 + 0a + 3a^2)d1^140d2^43 + (1 + 2a + 0a^2)d1^141d2^43 + (4 + 4a + 1a^2)d1^142d2^43 + (3 + 3a + 4a^2)d1^143d2^43 + (1 + 2a + 4a^2)d1^144d2^43 + (4 + 4a + 0a^2)d1^145d2^43 + (1 + 4a + 4a^2)d1^146d2^43 + (2 + 2a + 4a^2)d1^147d2^43 + (4 + 4a + 4a^2)d1^148d2^43 + (3 + 1a + 0a^2)d1^149d2^43 + (2 + 1a + 3a^2)d1^150d2^43 + (1 + 4a + 4a^2)d1^151d2^43 + (0 + 2a + 4a^2)d1^152d2^43 + (4 + 1a + 3a^2)d1^153d2^43 + (1 + 3a + 4a^2)d1^154d2^43 + (0 + 4a + 4a^2)d1^155d2^43 + (4 + 4a + 2a^2)d1^156d2^43 + (3 + 1a + 2a^2)d1^157d2^43 + (1 + 1a + 0a^2)d1^158d2^43 + (3 + 3a + 2a^2)d1^159d2^43 + (1 + 1a + 3a^2)d1^160d2^43 + (1 + 3a + 1a^2)d1^161d2^43 + (0 + 2a + 1a^2)d1^162d2^43 + (1 + 1a + 2a^2)d1^163d2^43 + (0 + 3a + 0a^2)d1^164d2^43 + (4 + 0a + 2a^2)d1^165d2^43 + (0 + 1a + 1a^2)d1^166d2^43 + (2 + 4a + 2a^2)d1^167d2^43 + (0 + 1a + 3a^2)d1^168d2^43 + (4 + 4a + 2a^2)d1^170d2^43 + (4 + 0a + 3a^2)d1^171d2^43 + (2 + 3a + 2a^2)d1^172d2^43 + (2 + 4a + 1a^2)d1^173d2^43 + (1 + 4a + 3a^2)d1^174d2^43 + (4 + 4a + 2a^2)d1^175d2^43 + (0 + 4a + 4a^2)d1^176d2^43 + (1 + 1a + 4a^2)d1^177d2^43 + (2 + 1a + 4a^2)d1^178d2^43 + (0 + 1a + 3a^2)d1^179d2^43 + (1 + 4a + 3a^2)d1^180d2^43 + (4 + 1a + 2a^2)d1^181d2^43 + (1 + 4a + 1a^2)d1^182d2^43 + (4 + 4a + 1a^2)d1^183d2^43 + (2 + 3a + 3a^2)d1^184d2^43 + (4 + 1a + 4a^2)d1^185d2^43 + (4 + 3a + 0a^2)d1^186d2^43 + (3 + 3a + 2a^2)d1^187d2^43 + (3 + 2a + 1a^2)d1^188d2^43 + (1 + 3a + 2a^2)d1^189d2^43 + (3 + 2a + 1a^2)d1^190d2^43 + (0 + 3a + 3a^2)d1^191d2^43 + (0 + 3a + 0a^2)d1^192d2^43 + (3 + 0a + 2a^2)d1^193d2^43 + (3 + 1a + 2a^2)d1^194d2^43 + (2 + 3a + 2a^2)d1^195d2^43 + (4 + 2a + 2a^2)d1^196d2^43 + (3 + 1a + 4a^2)d1^197d2^43 + (4 + 1a + 4a^2)d1^198d2^43 + (1 + 1a + 3a^2)d1^199d2^43 + (4 + 3a + 0a^2)d1^200d2^43 + (3 + 3a + 0a^2)d1^201d2^43 + (1 + 0a + 2a^2)d1^202d2^43 + (3 + 4a + 4a^2)d1^203d2^43 + (0 + 3a + 3a^2)d1^204d2^43 + (4 + 1a + 2a^2)d1^205d2^43 + (2 + 3a + 3a^2)d1^206d2^43 + (0 + 1a + 4a^2)d1^207d2^43 + (2 + 0a + 4a^2)d1^208d2^43 + (4 + 3a + 3a^2)d1^209d2^43 + (0 + 2a + 2a^2)d1^210d2^43 + (3 + 3a + 3a^2)d1^211d2^43 + (0 + 3a + 1a^2)d1^212d2^43 + (3 + 0a + 0a^2)d1^213d2^43 + (3 + 2a + 3a^2)d1^214d2^43 + (2 + 2a + 4a^2)d1^215d2^43 + (1 + 0a + 3a^2)d1^216d2^43 + (1 + 4a + 3a^2)d1^217d2^43 + (0 + 2a + 0a^2)d1^218d2^43 + (1 + 2a + 4a^2)d1^219d2^43 + (0 + 4a + 2a^2)d1^220d2^43 + (1 + 2a + 4a^2)d1^221d2^43 + (0 + 1a + 1a^2)d1^222d2^43 + (2 + 0a + 4a^2)d1^223d2^43 + (4 + 0a + 2a^2)d1^224d2^43 + (4 + 1a + 1a^2)d1^225d2^43 + (0 + 2a + 3a^2)d1^226d2^43 + (1 + 4a + 4a^2)d1^227d2^43 + (3 + 1a + 3a^2)d1^228d2^43 + (4 + 2a + 4a^2)d1^229d2^43 + (1 + 1a + 1a^2)d1^230d2^43 + (4 + 0a + 4a^2)d1^231d2^43 + (1 + 1a + 1a^2)d1^232d2^43 + (1 + 2a + 4a^2)d1^233d2^43 + (3 + 4a + 1a^2)d1^234d2^43 + (3 + 4a + 3a^2)d1^235d2^43 + (1 + 2a + 1a^2)d1^236d2^43 + (1 + 2a + 2a^2)d1^237d2^43 + (4 + 3a + 4a^2)d1^238d2^43 + (4 + 1a + 1a^2)d1^239d2^43 + (3 + 3a + 0a^2)d1^240d2^43 + (1 + 1a + 2a^2)d1^241d2^43 + (1 + 3a + 2a^2)d1^242d2^43 + (0 + 3a + 0a^2)d1^243d2^43 + (0 + 1a + 0a^2)d1^244d2^43 + (3 + 1a + 2a^2)d1^245d2^43 + (1 + 0a + 1a^2)d1^246d2^43 + (2 + 2a + 2a^2)d1^247d2^43 + (0 + 4a + 3a^2)d1^248d2^43 + (0 + 4a + 0a^2)d1^249d2^43 + (3 + 2a + 2a^2)d1^250d2^43 + (4 + 2a + 2a^2)d1^251d2^43 + (3 + 4a + 0a^2)d1^252d2^43 + (4 + 4a + 1a^2)d1^253d2^43 + (3 + 0a + 0a^2)d1^254d2^43 + (2 + 4a + 3a^2)d1^255d2^43 + (4 + 0a + 2a^2)d1^256d2^43 + (4 + 1a + 0a^2)d1^257d2^43 + (4 + 0a + 2a^2)d1^258d2^43 + (2 + 2a + 2a^2)d1^259d2^43 + (0 + 1a + 2a^2)d1^260d2^43 + (4 + 2a + 2a^2)d1^261d2^43 + (3 + 1a + 0a^2)d1^262d2^43 + (4 + 0a + 0a^2)d1^263d2^43 + (4 + 4a + 1a^2)d1^264d2^43 + (1 + 4a + 0a^2)d1^265d2^43 + (3 + 4a + 1a^2)d1^266d2^43 + (4 + 1a + 3a^2)d1^267d2^43 + (4 + 1a + 3a^2)d1^268d2^43 + (2 + 1a + 3a^2)d1^269d2^43 + (3 + 1a + 0a^2)d1^270d2^43 + (4 + 3a + 0a^2)d1^271d2^43 + (1 + 1a + 0a^2)d1^272d2^43 + (0 + 2a + 4a^2)d1^273d2^43 + (3 + 4a + 3a^2)d1^274d2^43 + (4 + 3a + 4a^2)d1^275d2^43 + (1 + 4a + 2a^2)d1^276d2^43 + (1 + 4a + 4a^2)d1^277d2^43 + (3 + 1a + 3a^2)d1^278d2^43 + (4 + 1a + 3a^2)d1^279d2^43 + (2 + 2a + 2a^2)d1^280d2^43 + (2 + 4a + 4a^2)d1^281d2^43 + (3 + 2a + 0a^2)d1^282d2^43 + (4 + 3a + 4a^2)d1^283d2^43 + (0 + 0a + 1a^2)d1^284d2^43 + (1 + 3a + 0a^2)d1^285d2^43 + (2 + 2a + 1a^2)d1^286d2^43 + (3 + 0a + 1a^2)d1^287d2^43 + (1 + 3a + 3a^2)d1^288d2^43 + (1 + 3a + 3a^2)d1^289d2^43 + (3 + 3a + 1a^2)d1^290d2^43 + (1 + 3a + 0a^2)d1^291d2^43 + (0 + 0a + 4a^2)d1^292d2^43 + (4 + 4a + 3a^2)d1^293d2^43 + (2 + 3a + 0a^2)d2^44 + (1 + 3a + 0a^2)d1^1d2^44 + (4 + 2a + 2a^2)d1^2d2^44 + (4 + 4a + 0a^2)d1^3d2^44 + (3 + 3a + 0a^2)d1^4d2^44 + (2 + 0a + 0a^2)d1^5d2^44 + (4 + 2a + 2a^2)d1^6d2^44 + (1 + 3a + 2a^2)d1^7d2^44 + (3 + 1a + 2a^2)d1^8d2^44 + (2 + 4a + 2a^2)d1^9d2^44 + (2 + 4a + 0a^2)d1^10d2^44 + (3 + 1a + 1a^2)d1^11d2^44 + (4 + 3a + 4a^2)d1^12d2^44 + (1 + 4a + 1a^2)d1^13d2^44 + (2 + 4a + 4a^2)d1^14d2^44 + (0 + 1a + 4a^2)d1^15d2^44 + (4 + 2a + 3a^2)d1^16d2^44 + (4 + 1a + 3a^2)d1^17d2^44 + (4 + 0a + 0a^2)d1^18d2^44 + (2 + 0a + 0a^2)d1^19d2^44 + (2 + 0a + 2a^2)d1^20d2^44 + (4 + 4a + 4a^2)d1^21d2^44 + (3 + 1a + 1a^2)d1^22d2^44 + (3 + 0a + 2a^2)d1^23d2^44 + (4 + 3a + 3a^2)d1^24d2^44 + (0 + 0a + 1a^2)d1^25d2^44 + (3 + 1a + 4a^2)d1^26d2^44 + (3 + 1a + 3a^2)d1^27d2^44 + (0 + 4a + 1a^2)d1^28d2^44 + (0 + 4a + 4a^2)d1^29d2^44 + (4 + 3a + 1a^2)d1^30d2^44 + (1 + 0a + 2a^2)d1^31d2^44 + (2 + 4a + 3a^2)d1^32d2^44 + (0 + 2a + 0a^2)d1^33d2^44 + (2 + 4a + 4a^2)d1^34d2^44 + (0 + 1a + 4a^2)d1^35d2^44 + (2 + 2a + 4a^2)d1^36d2^44 + (0 + 3a + 1a^2)d1^37d2^44 + (1 + 3a + 2a^2)d1^38d2^44 + (1 + 1a + 3a^2)d1^39d2^44 + (1 + 3a + 3a^2)d1^40d2^44 + (3 + 3a + 3a^2)d1^41d2^44 + (1 + 4a + 0a^2)d1^42d2^44 + (1 + 4a + 1a^2)d1^43d2^44 + (2 + 1a + 4a^2)d1^44d2^44 + (1 + 4a + 1a^2)d1^45d2^44 + (0 + 2a + 0a^2)d1^46d2^44 + (2 + 4a + 0a^2)d1^47d2^44 + (0 + 3a + 4a^2)d1^48d2^44 + (1 + 4a + 2a^2)d1^49d2^44 + (1 + 1a + 3a^2)d1^50d2^44 + (3 + 2a + 1a^2)d1^51d2^44 + (0 + 3a + 4a^2)d1^52d2^44 + (2 + 3a + 1a^2)d1^53d2^44 + (1 + 4a + 3a^2)d1^54d2^44 + (0 + 0a + 4a^2)d1^55d2^44 + (4 + 4a + 3a^2)d1^56d2^44 + (1 + 4a + 3a^2)d1^57d2^44 + (4 + 1a + 1a^2)d1^58d2^44 + (1 + 3a + 4a^2)d1^59d2^44 + (1 + 0a + 4a^2)d1^60d2^44 + (0 + 4a + 2a^2)d1^61d2^44 + (2 + 2a + 1a^2)d1^62d2^44 + (2 + 2a + 1a^2)d1^63d2^44 + (2 + 4a + 1a^2)d1^64d2^44 + (4 + 0a + 2a^2)d1^65d2^44 + (3 + 1a + 2a^2)d1^66d2^44 + (0 + 3a + 3a^2)d1^67d2^44 + (0 + 4a + 4a^2)d1^68d2^44 + (1 + 4a + 4a^2)d1^69d2^44 + (4 + 4a + 0a^2)d1^70d2^44 + (0 + 0a + 4a^2)d1^71d2^44 + (2 + 3a + 2a^2)d1^72d2^44 + (3 + 2a + 0a^2)d1^73d2^44 + (4 + 4a + 3a^2)d1^74d2^44 + (1 + 3a + 4a^2)d1^75d2^44 + (1 + 1a + 1a^2)d1^76d2^44 + (3 + 4a + 2a^2)d1^77d2^44 + (2 + 1a + 0a^2)d1^78d2^44 + (3 + 0a + 0a^2)d1^79d2^44 + (2 + 0a + 1a^2)d1^80d2^44 + (2 + 4a + 0a^2)d1^81d2^44 + (1 + 1a + 1a^2)d1^82d2^44 + (3 + 3a + 0a^2)d1^83d2^44 + (1 + 4a + 4a^2)d1^84d2^44 + (3 + 2a + 2a^2)d1^85d2^44 + (2 + 1a + 4a^2)d1^86d2^44 + (3 + 4a + 0a^2)d1^87d2^44 + (0 + 4a + 1a^2)d1^88d2^44 + (4 + 2a + 2a^2)d1^89d2^44 + (3 + 3a + 4a^2)d1^90d2^44 + (4 + 4a + 3a^2)d1^91d2^44 + (0 + 1a + 1a^2)d1^92d2^44 + (1 + 1a + 2a^2)d1^93d2^44 + (2 + 3a + 0a^2)d1^94d2^44 + (3 + 3a + 0a^2)d1^95d2^44 + (2 + 3a + 3a^2)d1^96d2^44 + (0 + 1a + 0a^2)d1^97d2^44 + (1 + 1a + 0a^2)d1^98d2^44 + (0 + 4a + 4a^2)d1^99d2^44 + (4 + 0a + 3a^2)d1^100d2^44 + (0 + 2a + 4a^2)d1^101d2^44 + (4 + 2a + 0a^2)d1^102d2^44 + (3 + 3a + 2a^2)d1^103d2^44 + (1 + 2a + 0a^2)d1^104d2^44 + (3 + 0a + 3a^2)d1^105d2^44 + (1 + 1a + 1a^2)d1^106d2^44 + (1 + 0a + 2a^2)d1^107d2^44 + (3 + 4a + 2a^2)d1^108d2^44 + (3 + 3a + 2a^2)d1^109d2^44 + (3 + 2a + 2a^2)d1^110d2^44 + (1 + 1a + 1a^2)d1^111d2^44 + (3 + 0a + 1a^2)d1^112d2^44 + (2 + 2a + 4a^2)d1^113d2^44 + (3 + 4a + 1a^2)d1^114d2^44 + (1 + 4a + 4a^2)d1^115d2^44 + (1 + 0a + 3a^2)d1^116d2^44 + (2 + 1a + 3a^2)d1^117d2^44 + (1 + 1a + 4a^2)d1^118d2^44 + (1 + 4a + 4a^2)d1^119d2^44 + (0 + 3a + 0a^2)d1^120d2^44 + (3 + 2a + 4a^2)d1^121d2^44 + (2 + 1a + 3a^2)d1^122d2^44 + (0 + 2a + 3a^2)d1^123d2^44 + (0 + 3a + 1a^2)d1^124d2^44 + (2 + 0a + 2a^2)d1^125d2^44 + (2 + 1a + 4a^2)d1^126d2^44 + (2 + 4a + 4a^2)d1^127d2^44 + (1 + 4a + 4a^2)d1^128d2^44 + (0 + 0a + 1a^2)d1^129d2^44 + (4 + 0a + 0a^2)d1^130d2^44 + (4 + 1a + 4a^2)d1^131d2^44 + (3 + 2a + 2a^2)d1^132d2^44 + (1 + 4a + 2a^2)d1^133d2^44 + (3 + 4a + 4a^2)d1^134d2^44 + (2 + 2a + 1a^2)d1^135d2^44 + (3 + 1a + 0a^2)d1^136d2^44 + (3 + 1a + 3a^2)d1^137d2^44 + (0 + 3a + 3a^2)d1^138d2^44 + (3 + 1a + 4a^2)d1^139d2^44 + (0 + 2a + 4a^2)d1^140d2^44 + (3 + 4a + 1a^2)d1^141d2^44 + (4 + 2a + 1a^2)d1^142d2^44 + (2 + 4a + 0a^2)d1^143d2^44 + (2 + 3a + 2a^2)d1^144d2^44 + (4 + 1a + 4a^2)d1^145d2^44 + (1 + 1a + 3a^2)d1^146d2^44 + (0 + 3a + 3a^2)d1^147d2^44 + (0 + 3a + 3a^2)d1^148d2^44 + (0 + 0a + 1a^2)d1^149d2^44 + (0 + 2a + 3a^2)d1^150d2^44 + (1 + 0a + 2a^2)d1^151d2^44 + (2 + 0a + 1a^2)d1^152d2^44 + (0 + 2a + 4a^2)d1^153d2^44 + (3 + 0a + 0a^2)d1^154d2^44 + (4 + 1a + 3a^2)d1^155d2^44 + (3 + 1a + 4a^2)d1^156d2^44 + (3 + 3a + 0a^2)d1^157d2^44 + (0 + 3a + 4a^2)d1^158d2^44 + (0 + 1a + 3a^2)d1^159d2^44 + (1 + 4a + 4a^2)d1^160d2^44 + (1 + 2a + 1a^2)d1^161d2^44 + (0 + 1a + 2a^2)d1^162d2^44 + (4 + 1a + 4a^2)d1^163d2^44 + (4 + 0a + 3a^2)d1^164d2^44 + (3 + 3a + 3a^2)d1^165d2^44 + (1 + 0a + 4a^2)d1^166d2^44 + (4 + 1a + 0a^2)d1^167d2^44 + (4 + 4a + 1a^2)d1^168d2^44 + (4 + 2a + 0a^2)d1^169d2^44 + (1 + 3a + 1a^2)d1^170d2^44 + (4 + 3a + 4a^2)d1^171d2^44 + (0 + 2a + 3a^2)d1^172d2^44 + (1 + 1a + 3a^2)d1^173d2^44 + (0 + 0a + 2a^2)d1^174d2^44 + (0 + 2a + 0a^2)d1^175d2^44 + (2 + 3a + 3a^2)d1^176d2^44 + (3 + 2a + 2a^2)d1^177d2^44 + (0 + 2a + 4a^2)d1^178d2^44 + (4 + 3a + 3a^2)d1^179d2^44 + (4 + 3a + 4a^2)d1^180d2^44 + (0 + 3a + 1a^2)d1^181d2^44 + (0 + 4a + 1a^2)d1^182d2^44 + (2 + 4a + 1a^2)d1^183d2^44 + (0 + 4a + 3a^2)d1^184d2^44 + (2 + 4a + 2a^2)d1^185d2^44 + (0 + 2a + 1a^2)d1^186d2^44 + (3 + 4a + 4a^2)d1^187d2^44 + (3 + 3a + 0a^2)d1^188d2^44 + (3 + 0a + 1a^2)d1^189d2^44 + (2 + 2a + 4a^2)d1^190d2^44 + (4 + 4a + 1a^2)d1^191d2^44 + (1 + 4a + 0a^2)d1^192d2^44 + (0 + 1a + 2a^2)d1^193d2^44 + (4 + 0a + 4a^2)d1^194d2^44 + (2 + 3a + 0a^2)d1^195d2^44 + (2 + 1a + 3a^2)d1^196d2^44 + (0 + 1a + 0a^2)d1^197d2^44 + (4 + 4a + 2a^2)d1^198d2^44 + (3 + 4a + 2a^2)d1^199d2^44 + (3 + 0a + 1a^2)d1^200d2^44 + (1 + 4a + 1a^2)d1^201d2^44 + (1 + 3a + 3a^2)d1^202d2^44 + (1 + 1a + 1a^2)d1^203d2^44 + (2 + 4a + 4a^2)d1^204d2^44 + (4 + 4a + 4a^2)d1^205d2^44 + (4 + 4a + 3a^2)d1^206d2^44 + (1 + 0a + 0a^2)d1^207d2^44 + (0 + 0a + 2a^2)d1^208d2^44 + (0 + 1a + 3a^2)d1^209d2^44 + (4 + 3a + 1a^2)d1^210d2^44 + (0 + 2a + 3a^2)d1^211d2^44 + (1 + 3a + 4a^2)d1^212d2^44 + (4 + 4a + 0a^2)d1^213d2^44 + (4 + 0a + 4a^2)d1^214d2^44 + (4 + 0a + 2a^2)d1^215d2^44 + (2 + 4a + 3a^2)d1^216d2^44 + (2 + 4a + 2a^2)d1^217d2^44 + (3 + 2a + 3a^2)d1^218d2^44 + (4 + 1a + 2a^2)d1^219d2^44 + (0 + 1a + 0a^2)d1^220d2^44 + (2 + 4a + 1a^2)d1^221d2^44 + (4 + 3a + 0a^2)d1^222d2^44 + (4 + 0a + 4a^2)d1^223d2^44 + (3 + 1a + 1a^2)d1^224d2^44 + (4 + 1a + 3a^2)d1^225d2^44 + (0 + 1a + 3a^2)d1^226d2^44 + (1 + 1a + 3a^2)d1^227d2^44 + (3 + 1a + 0a^2)d1^228d2^44 + (3 + 0a + 4a^2)d1^229d2^44 + (2 + 3a + 3a^2)d1^230d2^44 + (3 + 4a + 1a^2)d1^231d2^44 + (4 + 3a + 1a^2)d1^232d2^44 + (2 + 0a + 2a^2)d1^233d2^44 + (3 + 2a + 0a^2)d1^234d2^44 + (0 + 4a + 0a^2)d1^235d2^44 + (4 + 4a + 0a^2)d1^236d2^44 + (2 + 4a + 1a^2)d1^237d2^44 + (1 + 2a + 1a^2)d1^238d2^44 + (3 + 2a + 1a^2)d1^239d2^44 + (2 + 4a + 4a^2)d1^240d2^44 + (2 + 4a + 0a^2)d1^241d2^44 + (3 + 4a + 0a^2)d1^242d2^44 + (4 + 1a + 2a^2)d1^243d2^44 + (4 + 0a + 1a^2)d1^244d2^44 + (2 + 3a + 3a^2)d1^245d2^44 + (1 + 3a + 0a^2)d1^246d2^44 + (0 + 3a + 4a^2)d1^247d2^44 + (3 + 1a + 1a^2)d1^248d2^44 + (1 + 2a + 3a^2)d1^249d2^44 + (3 + 2a + 2a^2)d1^250d2^44 + (3 + 1a + 0a^2)d1^251d2^44 + (3 + 1a + 2a^2)d1^252d2^44 + (3 + 1a + 2a^2)d1^253d2^44 + (4 + 1a + 3a^2)d1^254d2^44 + (2 + 2a + 0a^2)d1^255d2^44 + (2 + 3a + 4a^2)d1^256d2^44 + (1 + 4a + 2a^2)d1^257d2^44 + (4 + 2a + 3a^2)d1^258d2^44 + (3 + 0a + 0a^2)d1^259d2^44 + (0 + 4a + 0a^2)d1^260d2^44 + (0 + 2a + 1a^2)d1^261d2^44 + (0 + 2a + 1a^2)d1^262d2^44 + (0 + 1a + 4a^2)d1^263d2^44 + (2 + 3a + 2a^2)d1^264d2^44 + (1 + 1a + 3a^2)d1^265d2^44 + (3 + 1a + 0a^2)d1^266d2^44 + (0 + 4a + 0a^2)d1^267d2^44 + (2 + 0a + 1a^2)d1^268d2^44 + (3 + 2a + 3a^2)d1^269d2^44 + (2 + 0a + 4a^2)d1^270d2^44 + (2 + 2a + 4a^2)d1^271d2^44 + (4 + 2a + 4a^2)d1^272d2^44 + (2 + 3a + 1a^2)d1^273d2^44 + (3 + 4a + 4a^2)d1^274d2^44 + (1 + 1a + 0a^2)d1^275d2^44 + (0 + 4a + 3a^2)d1^276d2^44 + (2 + 4a + 4a^2)d1^277d2^44 + (2 + 4a + 0a^2)d1^278d2^44 + (4 + 4a + 1a^2)d1^279d2^44 + (3 + 1a + 4a^2)d1^280d2^44 + (2 + 2a + 3a^2)d1^281d2^44 + (4 + 3a + 2a^2)d1^282d2^44 + (0 + 0a + 2a^2)d1^283d2^44 + (3 + 4a + 4a^2)d1^284d2^44 + (0 + 0a + 1a^2)d1^285d2^44 + (2 + 0a + 0a^2)d1^286d2^44 + (0 + 3a + 4a^2)d1^287d2^44 + (3 + 4a + 3a^2)d1^288d2^44 + (4 + 2a + 2a^2)d1^289d2^44 + (1 + 1a + 2a^2)d1^290d2^44 + (3 + 1a + 0a^2)d1^291d2^44 + (0 + 4a + 1a^2)d1^292d2^44 + (3 + 1a + 1a^2)d1^293d2^44 + (0 + 3a + 2a^2)d2^45 + (2 + 1a + 2a^2)d1^1d2^45 + (3 + 4a + 3a^2)d1^2d2^45 + (3 + 3a + 2a^2)d1^3d2^45 + (4 + 0a + 0a^2)d1^4d2^45 + (3 + 4a + 2a^2)d1^5d2^45 + (0 + 0a + 3a^2)d1^6d2^45 + (1 + 1a + 0a^2)d1^7d2^45 + (3 + 1a + 2a^2)d1^8d2^45 + (0 + 3a + 4a^2)d1^9d2^45 + (3 + 2a + 4a^2)d1^10d2^45 + (2 + 4a + 4a^2)d1^11d2^45 + (4 + 0a + 4a^2)d1^12d2^45 + (2 + 4a + 1a^2)d1^13d2^45 + (2 + 3a + 4a^2)d1^14d2^45 + (0 + 2a + 1a^2)d1^15d2^45 + (0 + 3a + 2a^2)d1^16d2^45 + (1 + 3a + 4a^2)d1^17d2^45 + (2 + 1a + 3a^2)d1^18d2^45 + (4 + 0a + 0a^2)d1^19d2^45 + (1 + 4a + 2a^2)d1^20d2^45 + (4 + 1a + 4a^2)d1^21d2^45 + (0 + 4a + 3a^2)d1^22d2^45 + (1 + 2a + 1a^2)d1^23d2^45 + (4 + 1a + 1a^2)d1^24d2^45 + (0 + 4a + 4a^2)d1^25d2^45 + (1 + 1a + 1a^2)d1^26d2^45 + (1 + 1a + 3a^2)d1^27d2^45 + (1 + 2a + 1a^2)d1^28d2^45 + (0 + 2a + 2a^2)d1^29d2^45 + (4 + 3a + 4a^2)d1^30d2^45 + (2 + 2a + 3a^2)d1^31d2^45 + (2 + 0a + 0a^2)d1^32d2^45 + (3 + 1a + 2a^2)d1^33d2^45 + (0 + 0a + 4a^2)d1^34d2^45 + (4 + 1a + 2a^2)d1^35d2^45 + (1 + 3a + 2a^2)d1^36d2^45 + (1 + 2a + 3a^2)d1^37d2^45 + (1 + 4a + 1a^2)d1^38d2^45 + (0 + 3a + 4a^2)d1^39d2^45 + (1 + 2a + 0a^2)d1^40d2^45 + (3 + 4a + 3a^2)d1^41d2^45 + (4 + 1a + 1a^2)d1^42d2^45 + (2 + 2a + 3a^2)d1^43d2^45 + (1 + 2a + 3a^2)d1^44d2^45 + (2 + 1a + 3a^2)d1^45d2^45 + (4 + 0a + 1a^2)d1^46d2^45 + (1 + 3a + 4a^2)d1^47d2^45 + (4 + 0a + 3a^2)d1^48d2^45 + (0 + 1a + 1a^2)d1^49d2^45 + (4 + 4a + 4a^2)d1^50d2^45 + (3 + 2a + 0a^2)d1^51d2^45 + (3 + 3a + 3a^2)d1^52d2^45 + (0 + 4a + 1a^2)d1^53d2^45 + (1 + 0a + 3a^2)d1^54d2^45 + (3 + 1a + 2a^2)d1^55d2^45 + (4 + 3a + 4a^2)d1^56d2^45 + (4 + 2a + 3a^2)d1^57d2^45 + (4 + 0a + 1a^2)d1^58d2^45 + (3 + 3a + 0a^2)d1^59d2^45 + (0 + 0a + 2a^2)d1^60d2^45 + (3 + 0a + 2a^2)d1^61d2^45 + (4 + 3a + 0a^2)d1^62d2^45 + (1 + 4a + 1a^2)d1^63d2^45 + (4 + 0a + 2a^2)d1^64d2^45 + (3 + 1a + 0a^2)d1^65d2^45 + (4 + 4a + 4a^2)d1^66d2^45 + (0 + 3a + 4a^2)d1^67d2^45 + (0 + 4a + 0a^2)d1^68d2^45 + (2 + 3a + 3a^2)d1^69d2^45 + (1 + 0a + 2a^2)d1^70d2^45 + (1 + 1a + 0a^2)d1^71d2^45 + (0 + 1a + 4a^2)d1^72d2^45 + (1 + 3a + 1a^2)d1^73d2^45 + (4 + 1a + 4a^2)d1^74d2^45 + (4 + 2a + 2a^2)d1^75d2^45 + (0 + 1a + 4a^2)d1^76d2^45 + (2 + 2a + 0a^2)d1^77d2^45 + (0 + 3a + 1a^2)d1^78d2^45 + (2 + 1a + 0a^2)d1^79d2^45 + (1 + 2a + 4a^2)d1^80d2^45 + (0 + 4a + 2a^2)d1^81d2^45 + (3 + 2a + 3a^2)d1^82d2^45 + (3 + 1a + 4a^2)d1^83d2^45 + (1 + 2a + 2a^2)d1^84d2^45 + (3 + 4a + 0a^2)d1^85d2^45 + (2 + 0a + 1a^2)d1^86d2^45 + (1 + 3a + 0a^2)d1^87d2^45 + (2 + 1a + 1a^2)d1^88d2^45 + (1 + 0a + 4a^2)d1^89d2^45 + (0 + 2a + 0a^2)d1^90d2^45 + (4 + 4a + 2a^2)d1^91d2^45 + (4 + 3a + 0a^2)d1^92d2^45 + (4 + 3a + 0a^2)d1^93d2^45 + (3 + 1a + 3a^2)d1^94d2^45 + (4 + 3a + 2a^2)d1^95d2^45 + (2 + 2a + 4a^2)d1^96d2^45 + (3 + 0a + 0a^2)d1^97d2^45 + (3 + 4a + 2a^2)d1^98d2^45 + (2 + 3a + 1a^2)d1^99d2^45 + (0 + 4a + 1a^2)d1^100d2^45 + (2 + 0a + 2a^2)d1^101d2^45 + (4 + 4a + 2a^2)d1^102d2^45 + (2 + 2a + 4a^2)d1^103d2^45 + (2 + 1a + 3a^2)d1^104d2^45 + (4 + 2a + 0a^2)d1^105d2^45 + (2 + 3a + 3a^2)d1^106d2^45 + (3 + 2a + 0a^2)d1^107d2^45 + (0 + 0a + 4a^2)d1^108d2^45 + (1 + 4a + 1a^2)d1^109d2^45 + (0 + 1a + 3a^2)d1^110d2^45 + (3 + 3a + 2a^2)d1^111d2^45 + (1 + 1a + 2a^2)d1^112d2^45 + (0 + 1a + 2a^2)d1^113d2^45 + (2 + 1a + 1a^2)d1^114d2^45 + (1 + 4a + 2a^2)d1^115d2^45 + (3 + 4a + 1a^2)d1^116d2^45 + (0 + 1a + 3a^2)d1^117d2^45 + (1 + 0a + 3a^2)d1^118d2^45 + (0 + 1a + 4a^2)d1^119d2^45 + (3 + 3a + 0a^2)d1^120d2^45 + (3 + 1a + 1a^2)d1^121d2^45 + (2 + 2a + 4a^2)d1^122d2^45 + (3 + 2a + 0a^2)d1^123d2^45 + (3 + 4a + 1a^2)d1^124d2^45 + (2 + 1a + 0a^2)d1^125d2^45 + (2 + 4a + 1a^2)d1^126d2^45 + (3 + 1a + 3a^2)d1^127d2^45 + (2 + 0a + 1a^2)d1^128d2^45 + (0 + 4a + 0a^2)d1^129d2^45 + (2 + 0a + 4a^2)d1^130d2^45 + (3 + 4a + 4a^2)d1^131d2^45 + (4 + 2a + 2a^2)d1^132d2^45 + (3 + 0a + 2a^2)d1^133d2^45 + (4 + 2a + 0a^2)d1^134d2^45 + (1 + 3a + 3a^2)d1^135d2^45 + (4 + 3a + 2a^2)d1^136d2^45 + (0 + 2a + 1a^2)d1^137d2^45 + (4 + 0a + 4a^2)d1^138d2^45 + (3 + 3a + 0a^2)d1^139d2^45 + (3 + 3a + 1a^2)d1^140d2^45 + (0 + 0a + 3a^2)d1^141d2^45 + (2 + 4a + 1a^2)d1^142d2^45 + (1 + 1a + 0a^2)d1^143d2^45 + (4 + 1a + 0a^2)d1^144d2^45 + (1 + 2a + 2a^2)d1^145d2^45 + (1 + 4a + 1a^2)d1^146d2^45 + (1 + 0a + 1a^2)d1^147d2^45 + (2 + 4a + 0a^2)d1^148d2^45 + (2 + 4a + 2a^2)d1^149d2^45 + (2 + 1a + 0a^2)d1^150d2^45 + (4 + 1a + 2a^2)d1^151d2^45 + (0 + 1a + 1a^2)d1^152d2^45 + (2 + 3a + 1a^2)d1^153d2^45 + (0 + 0a + 2a^2)d1^154d2^45 + (2 + 2a + 0a^2)d1^155d2^45 + (1 + 2a + 3a^2)d1^156d2^45 + (2 + 0a + 0a^2)d1^157d2^45 + (0 + 4a + 3a^2)d1^158d2^45 + (2 + 2a + 0a^2)d1^159d2^45 + (1 + 1a + 1a^2)d1^160d2^45 + (0 + 3a + 4a^2)d1^161d2^45 + (2 + 1a + 2a^2)d1^162d2^45 + (3 + 4a + 4a^2)d1^163d2^45 + (4 + 0a + 4a^2)d1^164d2^45 + (1 + 0a + 3a^2)d1^165d2^45 + (3 + 1a + 3a^2)d1^166d2^45 + (4 + 4a + 4a^2)d1^167d2^45 + (0 + 2a + 2a^2)d1^168d2^45 + (1 + 1a + 3a^2)d1^169d2^45 + (3 + 1a + 0a^2)d1^170d2^45 + (4 + 1a + 3a^2)d1^171d2^45 + (0 + 2a + 1a^2)d1^172d2^45 + (4 + 1a + 1a^2)d1^173d2^45 + (4 + 1a + 3a^2)d1^174d2^45 + (3 + 3a + 3a^2)d1^175d2^45 + (2 + 4a + 0a^2)d1^176d2^45 + (2 + 4a + 0a^2)d1^177d2^45 + (2 + 2a + 0a^2)d1^178d2^45 + (4 + 0a + 1a^2)d1^179d2^45 + (0 + 3a + 0a^2)d1^180d2^45 + (4 + 0a + 0a^2)d1^181d2^45 + (4 + 0a + 2a^2)d1^182d2^45 + (4 + 1a + 4a^2)d1^183d2^45 + (0 + 1a + 0a^2)d1^184d2^45 + (2 + 0a + 0a^2)d1^185d2^45 + (4 + 2a + 1a^2)d1^186d2^45 + (2 + 0a + 4a^2)d1^187d2^45 + (0 + 4a + 3a^2)d1^188d2^45 + (3 + 3a + 2a^2)d1^189d2^45 + (4 + 0a + 0a^2)d1^190d2^45 + (1 + 4a + 3a^2)d1^191d2^45 + (4 + 4a + 2a^2)d1^192d2^45 + (3 + 4a + 0a^2)d1^193d2^45 + (1 + 1a + 3a^2)d1^194d2^45 + (3 + 0a + 1a^2)d1^195d2^45 + (0 + 1a + 3a^2)d1^196d2^45 + (2 + 1a + 1a^2)d1^197d2^45 + (1 + 0a + 3a^2)d1^198d2^45 + (1 + 0a + 0a^2)d1^199d2^45 + (2 + 1a + 2a^2)d1^200d2^45 + (3 + 3a + 4a^2)d1^201d2^45 + (1 + 4a + 4a^2)d1^202d2^45 + (1 + 2a + 2a^2)d1^203d2^45 + (3 + 2a + 3a^2)d1^204d2^45 + (2 + 4a + 3a^2)d1^205d2^45 + (2 + 3a + 3a^2)d1^206d2^45 + (3 + 1a + 4a^2)d1^207d2^45 + (4 + 0a + 1a^2)d1^208d2^45 + (4 + 1a + 4a^2)d1^209d2^45 + (0 + 4a + 4a^2)d1^210d2^45 + (3 + 1a + 2a^2)d1^211d2^45 + (3 + 4a + 1a^2)d1^212d2^45 + (3 + 3a + 2a^2)d1^213d2^45 + (4 + 3a + 1a^2)d1^214d2^45 + (2 + 0a + 0a^2)d1^215d2^45 + (0 + 3a + 2a^2)d1^216d2^45 + (4 + 3a + 3a^2)d1^217d2^45 + (3 + 2a + 0a^2)d1^218d2^45 + (4 + 2a + 4a^2)d1^219d2^45 + (4 + 2a + 0a^2)d1^220d2^45 + (0 + 1a + 1a^2)d1^221d2^45 + (0 + 3a + 0a^2)d1^222d2^45 + (1 + 2a + 0a^2)d1^223d2^45 + (0 + 3a + 4a^2)d1^224d2^45 + (0 + 2a + 3a^2)d1^225d2^45 + (2 + 1a + 3a^2)d1^226d2^45 + (1 + 0a + 0a^2)d1^227d2^45 + (3 + 0a + 1a^2)d1^228d2^45 + (1 + 0a + 1a^2)d1^229d2^45 + (2 + 0a + 3a^2)d1^230d2^45 + (3 + 0a + 1a^2)d1^231d2^45 + (1 + 2a + 4a^2)d1^232d2^45 + (3 + 2a + 0a^2)d1^233d2^45 + (2 + 2a + 2a^2)d1^234d2^45 + (1 + 0a + 3a^2)d1^235d2^45 + (2 + 0a + 3a^2)d1^236d2^45 + (2 + 4a + 1a^2)d1^237d2^45 + (1 + 4a + 3a^2)d1^238d2^45 + (1 + 4a + 2a^2)d1^239d2^45 + (2 + 3a + 0a^2)d1^240d2^45 + (2 + 3a + 3a^2)d1^241d2^45 + (2 + 2a + 2a^2)d1^242d2^45 + (0 + 3a + 0a^2)d1^243d2^45 + (1 + 0a + 1a^2)d1^244d2^45 + (0 + 4a + 2a^2)d1^245d2^45 + (2 + 2a + 3a^2)d1^246d2^45 + (1 + 2a + 0a^2)d1^247d2^45 + (4 + 2a + 1a^2)d1^248d2^45 + (0 + 4a + 2a^2)d1^249d2^45 + (0 + 2a + 2a^2)d1^250d2^45 + (0 + 2a + 3a^2)d1^251d2^45 + (0 + 3a + 3a^2)d1^252d2^45 + (0 + 3a + 0a^2)d1^253d2^45 + (4 + 3a + 0a^2)d1^254d2^45 + (1 + 4a + 4a^2)d1^255d2^45 + (3 + 1a + 4a^2)d1^256d2^45 + (3 + 0a + 0a^2)d1^257d2^45 + (0 + 2a + 4a^2)d1^258d2^45 + (4 + 1a + 3a^2)d1^260d2^45 + (4 + 1a + 4a^2)d1^261d2^45 + (2 + 4a + 0a^2)d1^262d2^45 + (1 + 1a + 1a^2)d1^263d2^45 + (1 + 3a + 2a^2)d1^264d2^45 + (3 + 0a + 2a^2)d1^265d2^45 + (4 + 4a + 0a^2)d1^266d2^45 + (2 + 4a + 1a^2)d1^267d2^45 + (3 + 3a + 2a^2)d1^268d2^45 + (0 + 0a + 4a^2)d1^269d2^45 + (4 + 3a + 3a^2)d1^270d2^45 + (4 + 4a + 3a^2)d1^271d2^45 + (2 + 1a + 3a^2)d1^272d2^45 + (0 + 0a + 1a^2)d1^273d2^45 + (1 + 2a + 4a^2)d1^274d2^45 + (1 + 2a + 2a^2)d1^275d2^45 + (1 + 0a + 2a^2)d1^276d2^45 + (2 + 0a + 3a^2)d1^277d2^45 + (1 + 4a + 2a^2)d1^278d2^45 + (4 + 1a + 0a^2)d1^279d2^45 + (1 + 0a + 2a^2)d1^280d2^45 + (2 + 0a + 3a^2)d1^281d2^45 + (1 + 0a + 2a^2)d1^282d2^45 + (0 + 4a + 3a^2)d1^283d2^45 + (1 + 4a + 0a^2)d1^284d2^45 + (2 + 2a + 0a^2)d1^285d2^45 + (3 + 1a + 1a^2)d1^286d2^45 + (1 + 3a + 2a^2)d1^287d2^45 + (2 + 3a + 3a^2)d1^288d2^45 + (4 + 2a + 1a^2)d1^289d2^45 + (2 + 0a + 1a^2)d1^290d2^45 + (0 + 3a + 0a^2)d1^291d2^45 + (2 + 3a + 3a^2)d1^292d2^45 + (1 + 2a + 2a^2)d1^293d2^45 + (2 + 3a + 4a^2)d2^46 + (0 + 3a + 2a^2)d1^1d2^46 + (0 + 2a + 4a^2)d1^2d2^46 + (4 + 4a + 0a^2)d1^3d2^46 + (3 + 3a + 2a^2)d1^4d2^46 + (0 + 4a + 2a^2)d1^5d2^46 + (3 + 0a + 0a^2)d1^6d2^46 + (4 + 4a + 4a^2)d1^7d2^46 + (0 + 1a + 2a^2)d1^8d2^46 + (2 + 2a + 4a^2)d1^9d2^46 + (4 + 0a + 0a^2)d1^10d2^46 + (3 + 3a + 0a^2)d1^11d2^46 + (3 + 0a + 0a^2)d1^12d2^46 + (1 + 2a + 3a^2)d1^13d2^46 + (2 + 2a + 3a^2)d1^14d2^46 + (3 + 0a + 2a^2)d1^15d2^46 + (4 + 1a + 3a^2)d1^16d2^46 + (0 + 3a + 2a^2)d1^17d2^46 + (3 + 2a + 1a^2)d1^18d2^46 + (3 + 1a + 2a^2)d1^19d2^46 + (0 + 0a + 2a^2)d1^20d2^46 + (2 + 0a + 3a^2)d1^21d2^46 + (0 + 4a + 0a^2)d1^22d2^46 + (0 + 2a + 3a^2)d1^23d2^46 + (0 + 2a + 0a^2)d1^24d2^46 + (3 + 0a + 4a^2)d1^25d2^46 + (1 + 3a + 1a^2)d1^26d2^46 + (0 + 1a + 3a^2)d1^27d2^46 + (2 + 3a + 3a^2)d1^28d2^46 + (0 + 1a + 0a^2)d1^29d2^46 + (4 + 4a + 4a^2)d1^30d2^46 + (3 + 3a + 2a^2)d1^31d2^46 + (3 + 2a + 0a^2)d1^32d2^46 + (1 + 0a + 0a^2)d1^33d2^46 + (3 + 4a + 2a^2)d1^34d2^46 + (2 + 0a + 4a^2)d1^35d2^46 + (3 + 1a + 4a^2)d1^36d2^46 + (3 + 2a + 4a^2)d1^37d2^46 + (4 + 2a + 0a^2)d1^38d2^46 + (0 + 0a + 2a^2)d1^39d2^46 + (3 + 2a + 0a^2)d1^40d2^46 + (1 + 3a + 3a^2)d1^41d2^46 + (4 + 4a + 3a^2)d1^42d2^46 + (0 + 3a + 0a^2)d1^43d2^46 + (0 + 0a + 1a^2)d1^44d2^46 + (1 + 4a + 2a^2)d1^45d2^46 + (3 + 4a + 2a^2)d1^47d2^46 + (1 + 2a + 1a^2)d1^48d2^46 + (4 + 3a + 2a^2)d1^49d2^46 + (4 + 1a + 0a^2)d1^50d2^46 + (2 + 0a + 3a^2)d1^51d2^46 + (4 + 2a + 2a^2)d1^52d2^46 + (4 + 2a + 2a^2)d1^53d2^46 + (3 + 3a + 2a^2)d1^54d2^46 + (3 + 3a + 1a^2)d1^55d2^46 + (1 + 0a + 3a^2)d1^56d2^46 + (2 + 4a + 3a^2)d1^57d2^46 + (2 + 4a + 3a^2)d1^58d2^46 + (3 + 0a + 0a^2)d1^59d2^46 + (1 + 1a + 1a^2)d1^60d2^46 + (4 + 4a + 2a^2)d1^61d2^46 + (2 + 0a + 3a^2)d1^62d2^46 + (4 + 0a + 4a^2)d1^63d2^46 + (2 + 2a + 0a^2)d1^64d2^46 + (1 + 0a + 0a^2)d1^65d2^46 + (4 + 3a + 4a^2)d1^66d2^46 + (0 + 2a + 2a^2)d1^67d2^46 + (1 + 2a + 3a^2)d1^68d2^46 + (3 + 2a + 3a^2)d1^69d2^46 + (1 + 3a + 1a^2)d1^70d2^46 + (3 + 2a + 3a^2)d1^71d2^46 + (4 + 0a + 4a^2)d1^72d2^46 + (1 + 3a + 3a^2)d1^73d2^46 + (4 + 1a + 1a^2)d1^74d2^46 + (1 + 0a + 4a^2)d1^75d2^46 + (4 + 4a + 2a^2)d1^76d2^46 + (3 + 2a + 4a^2)d1^77d2^46 + (2 + 2a + 4a^2)d1^78d2^46 + (2 + 3a + 0a^2)d1^79d2^46 + (0 + 3a + 1a^2)d1^80d2^46 + (4 + 2a + 2a^2)d1^81d2^46 + (0 + 0a + 2a^2)d1^82d2^46 + (3 + 0a + 2a^2)d1^83d2^46 + (0 + 3a + 4a^2)d1^84d2^46 + (0 + 1a + 1a^2)d1^85d2^46 + (2 + 0a + 0a^2)d1^86d2^46 + (2 + 4a + 2a^2)d1^87d2^46 + (0 + 1a + 2a^2)d1^88d2^46 + (1 + 0a + 0a^2)d1^90d2^46 + (4 + 0a + 0a^2)d1^91d2^46 + (4 + 4a + 3a^2)d1^92d2^46 + (3 + 3a + 3a^2)d1^93d2^46 + (3 + 1a + 1a^2)d1^94d2^46 + (4 + 3a + 0a^2)d1^95d2^46 + (1 + 0a + 1a^2)d1^96d2^46 + (1 + 0a + 3a^2)d1^97d2^46 + (4 + 4a + 4a^2)d1^98d2^46 + (0 + 1a + 0a^2)d1^99d2^46 + (4 + 3a + 1a^2)d1^100d2^46 + (2 + 1a + 2a^2)d1^101d2^46 + (1 + 1a + 0a^2)d1^102d2^46 + (4 + 2a + 1a^2)d1^103d2^46 + (4 + 2a + 1a^2)d1^104d2^46 + (3 + 4a + 2a^2)d1^105d2^46 + (4 + 2a + 4a^2)d1^106d2^46 + (0 + 0a + 1a^2)d1^107d2^46 + (0 + 4a + 4a^2)d1^108d2^46 + (1 + 4a + 4a^2)d1^109d2^46 + (0 + 2a + 1a^2)d1^110d2^46 + (4 + 0a + 4a^2)d1^111d2^46 + (1 + 1a + 3a^2)d1^112d2^46 + (4 + 4a + 2a^2)d1^113d2^46 + (1 + 3a + 1a^2)d1^114d2^46 + (1 + 2a + 4a^2)d1^115d2^46 + (0 + 2a + 1a^2)d1^116d2^46 + (1 + 3a + 0a^2)d1^117d2^46 + (2 + 4a + 2a^2)d1^118d2^46 + (2 + 2a + 3a^2)d1^119d2^46 + (0 + 0a + 1a^2)d1^120d2^46 + (0 + 0a + 3a^2)d1^121d2^46 + (4 + 1a + 4a^2)d1^122d2^46 + (1 + 2a + 0a^2)d1^123d2^46 + (0 + 4a + 3a^2)d1^124d2^46 + (0 + 3a + 1a^2)d1^125d2^46 + (4 + 2a + 4a^2)d1^126d2^46 + (3 + 2a + 4a^2)d1^127d2^46 + (0 + 2a + 4a^2)d1^128d2^46 + (2 + 1a + 1a^2)d1^129d2^46 + (3 + 3a + 0a^2)d1^130d2^46 + (0 + 2a + 0a^2)d1^131d2^46 + (2 + 1a + 2a^2)d1^132d2^46 + (0 + 2a + 2a^2)d1^133d2^46 + (4 + 4a + 1a^2)d1^134d2^46 + (3 + 0a + 1a^2)d1^135d2^46 + (2 + 4a + 1a^2)d1^136d2^46 + (0 + 0a + 2a^2)d1^137d2^46 + (4 + 3a + 4a^2)d1^138d2^46 + (4 + 4a + 2a^2)d1^139d2^46 + (4 + 1a + 1a^2)d1^140d2^46 + (0 + 1a + 3a^2)d1^141d2^46 + (2 + 2a + 2a^2)d1^142d2^46 + (2 + 3a + 1a^2)d1^143d2^46 + (0 + 3a + 2a^2)d1^144d2^46 + (2 + 1a + 2a^2)d1^145d2^46 + (4 + 2a + 4a^2)d1^146d2^46 + (4 + 3a + 2a^2)d1^147d2^46 + (4 + 2a + 1a^2)d1^148d2^46 + (3 + 1a + 2a^2)d1^149d2^46 + (1 + 0a + 2a^2)d1^150d2^46 + (2 + 1a + 4a^2)d1^151d2^46 + (2 + 2a + 0a^2)d1^152d2^46 + (4 + 0a + 2a^2)d1^153d2^46 + (3 + 3a + 1a^2)d1^154d2^46 + (1 + 0a + 3a^2)d1^155d2^46 + (0 + 3a + 0a^2)d1^156d2^46 + (1 + 3a + 3a^2)d1^157d2^46 + (4 + 2a + 2a^2)d1^158d2^46 + (4 + 1a + 4a^2)d1^159d2^46 + (1 + 0a + 0a^2)d1^160d2^46 + (4 + 3a + 1a^2)d1^161d2^46 + (2 + 0a + 0a^2)d1^162d2^46 + (3 + 2a + 2a^2)d1^163d2^46 + (4 + 1a + 4a^2)d1^164d2^46 + (1 + 2a + 0a^2)d1^165d2^46 + (3 + 4a + 0a^2)d1^166d2^46 + (2 + 2a + 3a^2)d1^167d2^46 + (3 + 4a + 4a^2)d1^168d2^46 + (3 + 2a + 0a^2)d1^169d2^46 + (1 + 4a + 0a^2)d1^170d2^46 + (4 + 2a + 4a^2)d1^171d2^46 + (0 + 3a + 0a^2)d1^172d2^46 + (4 + 3a + 0a^2)d1^173d2^46 + (3 + 2a + 2a^2)d1^174d2^46 + (3 + 4a + 0a^2)d1^175d2^46 + (0 + 1a + 4a^2)d1^176d2^46 + (4 + 2a + 4a^2)d1^177d2^46 + (2 + 3a + 4a^2)d1^178d2^46 + (3 + 0a + 1a^2)d1^179d2^46 + (2 + 1a + 1a^2)d1^180d2^46 + (4 + 2a + 0a^2)d1^181d2^46 + (1 + 4a + 1a^2)d1^182d2^46 + (1 + 2a + 2a^2)d1^183d2^46 + (4 + 2a + 0a^2)d1^184d2^46 + (3 + 3a + 2a^2)d1^185d2^46 + (2 + 3a + 0a^2)d1^186d2^46 + (2 + 0a + 2a^2)d1^187d2^46 + (4 + 1a + 3a^2)d1^188d2^46 + (0 + 0a + 3a^2)d1^189d2^46 + (1 + 2a + 2a^2)d1^190d2^46 + (4 + 4a + 3a^2)d1^191d2^46 + (1 + 2a + 2a^2)d1^192d2^46 + (3 + 4a + 2a^2)d1^193d2^46 + (4 + 1a + 3a^2)d1^194d2^46 + (4 + 4a + 4a^2)d1^195d2^46 + (1 + 4a + 4a^2)d1^196d2^46 + (3 + 4a + 3a^2)d1^197d2^46 + (3 + 0a + 3a^2)d1^198d2^46 + (1 + 1a + 1a^2)d1^199d2^46 + (1 + 1a + 4a^2)d1^200d2^46 + (2 + 1a + 0a^2)d1^201d2^46 + (1 + 1a + 0a^2)d1^202d2^46 + (2 + 4a + 3a^2)d1^203d2^46 + (1 + 4a + 3a^2)d1^204d2^46 + (1 + 3a + 2a^2)d1^205d2^46 + (2 + 2a + 3a^2)d1^206d2^46 + (2 + 1a + 0a^2)d1^207d2^46 + (2 + 2a + 3a^2)d1^208d2^46 + (4 + 2a + 4a^2)d1^209d2^46 + (3 + 3a + 4a^2)d1^210d2^46 + (3 + 1a + 3a^2)d1^211d2^46 + (3 + 3a + 1a^2)d1^212d2^46 + (3 + 3a + 0a^2)d1^213d2^46 + (1 + 1a + 1a^2)d1^214d2^46 + (1 + 4a + 1a^2)d1^215d2^46 + (3 + 0a + 3a^2)d1^216d2^46 + (3 + 0a + 1a^2)d1^217d2^46 + (3 + 4a + 3a^2)d1^218d2^46 + (2 + 3a + 3a^2)d1^219d2^46 + (2 + 4a + 0a^2)d1^220d2^46 + (0 + 2a + 0a^2)d1^221d2^46 + (2 + 2a + 2a^2)d1^222d2^46 + (3 + 1a + 2a^2)d1^223d2^46 + (4 + 1a + 3a^2)d1^224d2^46 + (0 + 1a + 1a^2)d1^225d2^46 + (4 + 4a + 3a^2)d1^226d2^46 + (3 + 3a + 1a^2)d1^227d2^46 + (1 + 4a + 4a^2)d1^228d2^46 + (0 + 1a + 2a^2)d1^229d2^46 + (2 + 2a + 3a^2)d1^230d2^46 + (0 + 3a + 0a^2)d1^231d2^46 + (1 + 0a + 0a^2)d1^232d2^46 + (1 + 1a + 3a^2)d1^233d2^46 + (4 + 4a + 4a^2)d1^234d2^46 + (2 + 3a + 3a^2)d1^235d2^46 + (4 + 1a + 3a^2)d1^236d2^46 + (4 + 0a + 0a^2)d1^237d2^46 + (0 + 1a + 2a^2)d1^238d2^46 + (2 + 0a + 0a^2)d1^239d2^46 + (3 + 3a + 1a^2)d1^240d2^46 + (3 + 2a + 0a^2)d1^241d2^46 + (2 + 2a + 1a^2)d1^242d2^46 + (2 + 0a + 4a^2)d1^243d2^46 + (1 + 2a + 4a^2)d1^244d2^46 + (0 + 1a + 0a^2)d1^245d2^46 + (4 + 2a + 2a^2)d1^246d2^46 + (3 + 3a + 4a^2)d1^247d2^46 + (0 + 4a + 1a^2)d1^248d2^46 + (1 + 4a + 0a^2)d1^249d2^46 + (1 + 3a + 2a^2)d1^250d2^46 + (4 + 3a + 2a^2)d1^251d2^46 + (2 + 3a + 0a^2)d1^252d2^46 + (4 + 1a + 3a^2)d1^253d2^46 + (4 + 4a + 0a^2)d1^254d2^46 + (1 + 4a + 3a^2)d1^255d2^46 + (3 + 2a + 0a^2)d1^256d2^46 + (2 + 2a + 3a^2)d1^257d2^46 + (0 + 0a + 2a^2)d1^258d2^46 + (4 + 0a + 4a^2)d1^259d2^46 + (4 + 2a + 4a^2)d1^260d2^46 + (4 + 3a + 1a^2)d1^261d2^46 + (3 + 0a + 0a^2)d1^262d2^46 + (0 + 2a + 2a^2)d1^263d2^46 + (4 + 1a + 3a^2)d1^264d2^46 + (3 + 3a + 2a^2)d1^265d2^46 + (3 + 3a + 1a^2)d1^266d2^46 + (3 + 3a + 2a^2)d1^267d2^46 + (4 + 1a + 2a^2)d1^268d2^46 + (0 + 1a + 4a^2)d1^269d2^46 + (1 + 0a + 3a^2)d1^270d2^46 + (2 + 2a + 1a^2)d1^271d2^46 + (3 + 4a + 0a^2)d1^272d2^46 + (0 + 0a + 2a^2)d1^273d2^46 + (3 + 4a + 3a^2)d1^274d2^46 + (1 + 1a + 2a^2)d1^275d2^46 + (4 + 4a + 3a^2)d1^276d2^46 + (2 + 0a + 3a^2)d1^277d2^46 + (0 + 1a + 1a^2)d1^278d2^46 + (3 + 2a + 2a^2)d1^279d2^46 + (3 + 4a + 3a^2)d1^280d2^46 + (1 + 0a + 2a^2)d1^281d2^46 + (0 + 4a + 1a^2)d1^282d2^46 + (1 + 4a + 4a^2)d1^283d2^46 + (0 + 2a + 0a^2)d1^284d2^46 + (1 + 1a + 3a^2)d1^285d2^46 + (1 + 3a + 1a^2)d1^286d2^46 + (4 + 4a + 1a^2)d1^287d2^46 + (1 + 1a + 2a^2)d1^288d2^46 + (3 + 1a + 1a^2)d1^289d2^46 + (3 + 3a + 2a^2)d1^290d2^46 + (2 + 2a + 4a^2)d1^291d2^46 + (2 + 1a + 2a^2)d1^292d2^46 + (4 + 2a + 4a^2)d1^293d2^46 + (1 + 4a + 1a^2)d2^47 + (3 + 2a + 1a^2)d1^1d2^47 + (0 + 2a + 1a^2)d1^2d2^47 + (2 + 3a + 4a^2)d1^3d2^47 + (2 + 3a + 4a^2)d1^4d2^47 + (3 + 0a + 1a^2)d1^5d2^47 + (4 + 4a + 3a^2)d1^6d2^47 + (0 + 1a + 3a^2)d1^7d2^47 + (4 + 0a + 1a^2)d1^8d2^47 + (1 + 0a + 2a^2)d1^9d2^47 + (2 + 4a + 3a^2)d1^10d2^47 + (4 + 3a + 4a^2)d1^11d2^47 + (0 + 2a + 2a^2)d1^12d2^47 + (3 + 3a + 2a^2)d1^13d2^47 + (1 + 0a + 1a^2)d1^14d2^47 + (3 + 1a + 0a^2)d1^15d2^47 + (4 + 0a + 1a^2)d1^16d2^47 + (3 + 2a + 1a^2)d1^17d2^47 + (0 + 1a + 4a^2)d1^18d2^47 + (1 + 1a + 4a^2)d1^19d2^47 + (2 + 1a + 2a^2)d1^20d2^47 + (3 + 0a + 4a^2)d1^21d2^47 + (2 + 4a + 4a^2)d1^22d2^47 + (1 + 1a + 1a^2)d1^23d2^47 + (0 + 1a + 0a^2)d1^24d2^47 + (1 + 0a + 3a^2)d1^25d2^47 + (1 + 4a + 4a^2)d1^26d2^47 + (1 + 1a + 1a^2)d1^27d2^47 + (1 + 0a + 1a^2)d1^28d2^47 + (2 + 1a + 3a^2)d1^29d2^47 + (3 + 2a + 4a^2)d1^30d2^47 + (4 + 1a + 3a^2)d1^31d2^47 + (4 + 0a + 3a^2)d1^32d2^47 + (3 + 2a + 4a^2)d1^33d2^47 + (1 + 2a + 0a^2)d1^34d2^47 + (1 + 1a + 2a^2)d1^35d2^47 + (3 + 4a + 2a^2)d1^36d2^47 + (1 + 0a + 1a^2)d1^37d2^47 + (1 + 1a + 0a^2)d1^38d2^47 + (0 + 2a + 0a^2)d1^39d2^47 + (2 + 0a + 0a^2)d1^40d2^47 + (1 + 1a + 2a^2)d1^41d2^47 + (4 + 1a + 4a^2)d1^42d2^47 + (4 + 1a + 3a^2)d1^43d2^47 + (3 + 4a + 2a^2)d1^44d2^47 + (4 + 0a + 0a^2)d1^45d2^47 + (3 + 2a + 1a^2)d1^46d2^47 + (2 + 0a + 4a^2)d1^47d2^47 + (1 + 2a + 0a^2)d1^48d2^47 + (4 + 1a + 1a^2)d1^49d2^47 + (3 + 0a + 1a^2)d1^50d2^47 + (1 + 1a + 0a^2)d1^51d2^47 + (1 + 2a + 3a^2)d1^52d2^47 + (2 + 1a + 1a^2)d1^53d2^47 + (0 + 4a + 3a^2)d1^54d2^47 + (0 + 4a + 0a^2)d1^55d2^47 + (0 + 3a + 1a^2)d1^56d2^47 + (3 + 0a + 3a^2)d1^57d2^47 + (4 + 3a + 0a^2)d1^58d2^47 + (4 + 1a + 3a^2)d1^59d2^47 + (1 + 4a + 1a^2)d1^60d2^47 + (3 + 3a + 1a^2)d1^61d2^47 + (1 + 0a + 1a^2)d1^62d2^47 + (1 + 0a + 0a^2)d1^63d2^47 + (4 + 2a + 3a^2)d1^64d2^47 + (1 + 0a + 4a^2)d1^65d2^47 + (3 + 4a + 0a^2)d1^67d2^47 + (3 + 2a + 0a^2)d1^68d2^47 + (1 + 1a + 3a^2)d1^69d2^47 + (4 + 4a + 4a^2)d1^70d2^47 + (1 + 2a + 3a^2)d1^71d2^47 + (1 + 1a + 0a^2)d1^72d2^47 + (4 + 3a + 0a^2)d1^73d2^47 + (4 + 3a + 4a^2)d1^74d2^47 + (4 + 1a + 4a^2)d1^75d2^47 + (3 + 0a + 0a^2)d1^76d2^47 + (1 + 4a + 3a^2)d1^77d2^47 + (2 + 3a + 4a^2)d1^78d2^47 + (4 + 4a + 2a^2)d1^79d2^47 + (1 + 1a + 1a^2)d1^80d2^47 + (0 + 0a + 1a^2)d1^81d2^47 + (2 + 1a + 0a^2)d1^82d2^47 + (0 + 1a + 4a^2)d1^83d2^47 + (3 + 0a + 2a^2)d1^84d2^47 + (1 + 1a + 2a^2)d1^85d2^47 + (2 + 4a + 1a^2)d1^86d2^47 + (0 + 1a + 4a^2)d1^87d2^47 + (1 + 4a + 0a^2)d1^88d2^47 + (3 + 4a + 0a^2)d1^89d2^47 + (0 + 2a + 3a^2)d1^90d2^47 + (2 + 0a + 4a^2)d1^91d2^47 + (3 + 2a + 4a^2)d1^92d2^47 + (2 + 0a + 0a^2)d1^93d2^47 + (0 + 3a + 3a^2)d1^94d2^47 + (1 + 1a + 3a^2)d1^95d2^47 + (0 + 4a + 0a^2)d1^96d2^47 + (3 + 0a + 1a^2)d1^97d2^47 + (1 + 1a + 0a^2)d1^98d2^47 + (4 + 2a + 4a^2)d1^99d2^47 + (3 + 0a + 1a^2)d1^100d2^47 + (2 + 2a + 2a^2)d1^101d2^47 + (1 + 4a + 1a^2)d1^102d2^47 + (2 + 4a + 4a^2)d1^103d2^47 + (4 + 4a + 1a^2)d1^104d2^47 + (2 + 4a + 3a^2)d1^105d2^47 + (4 + 0a + 1a^2)d1^106d2^47 + (4 + 1a + 3a^2)d1^107d2^47 + (4 + 4a + 2a^2)d1^108d2^47 + (1 + 2a + 2a^2)d1^109d2^47 + (1 + 1a + 4a^2)d1^110d2^47 + (3 + 4a + 4a^2)d1^111d2^47 + (0 + 3a + 0a^2)d1^112d2^47 + (2 + 4a + 1a^2)d1^113d2^47 + (3 + 3a + 3a^2)d1^114d2^47 + (1 + 1a + 4a^2)d1^115d2^47 + (4 + 1a + 2a^2)d1^116d2^47 + (1 + 2a + 1a^2)d1^117d2^47 + (4 + 0a + 3a^2)d1^118d2^47 + (2 + 0a + 1a^2)d1^119d2^47 + (3 + 0a + 4a^2)d1^120d2^47 + (0 + 2a + 1a^2)d1^121d2^47 + (2 + 3a + 2a^2)d1^122d2^47 + (2 + 3a + 4a^2)d1^123d2^47 + (1 + 0a + 3a^2)d1^124d2^47 + (2 + 0a + 1a^2)d1^125d2^47 + (2 + 2a + 3a^2)d1^126d2^47 + (0 + 4a + 4a^2)d1^127d2^47 + (1 + 4a + 0a^2)d1^128d2^47 + (0 + 4a + 2a^2)d1^129d2^47 + (3 + 1a + 3a^2)d1^130d2^47 + (2 + 0a + 0a^2)d1^131d2^47 + (2 + 4a + 2a^2)d1^132d2^47 + (0 + 0a + 4a^2)d1^133d2^47 + (4 + 3a + 3a^2)d1^134d2^47 + (0 + 1a + 1a^2)d1^135d2^47 + (3 + 3a + 2a^2)d1^136d2^47 + (4 + 2a + 1a^2)d1^137d2^47 + (1 + 0a + 4a^2)d1^138d2^47 + (1 + 2a + 3a^2)d1^139d2^47 + (3 + 3a + 4a^2)d1^140d2^47 + (3 + 3a + 0a^2)d1^141d2^47 + (2 + 1a + 1a^2)d1^142d2^47 + (3 + 4a + 1a^2)d1^143d2^47 + (2 + 2a + 0a^2)d1^144d2^47 + (4 + 4a + 2a^2)d1^145d2^47 + (0 + 2a + 2a^2)d1^146d2^47 + (3 + 2a + 1a^2)d1^147d2^47 + (2 + 3a + 2a^2)d1^148d2^47 + (4 + 3a + 2a^2)d1^149d2^47 + (4 + 1a + 3a^2)d1^150d2^47 + (0 + 2a + 0a^2)d1^151d2^47 + (3 + 0a + 1a^2)d1^152d2^47 + (1 + 4a + 4a^2)d1^153d2^47 + (2 + 4a + 0a^2)d1^154d2^47 + (3 + 4a + 1a^2)d1^155d2^47 + (4 + 1a + 2a^2)d1^156d2^47 + (4 + 2a + 1a^2)d1^157d2^47 + (2 + 2a + 0a^2)d1^158d2^47 + (0 + 1a + 0a^2)d1^159d2^47 + (0 + 4a + 2a^2)d1^160d2^47 + (2 + 3a + 4a^2)d1^161d2^47 + (1 + 1a + 0a^2)d1^162d2^47 + (1 + 2a + 0a^2)d1^163d2^47 + (2 + 1a + 4a^2)d1^164d2^47 + (3 + 2a + 1a^2)d1^165d2^47 + (1 + 0a + 4a^2)d1^166d2^47 + (0 + 4a + 1a^2)d1^167d2^47 + (2 + 2a + 2a^2)d1^168d2^47 + (1 + 4a + 3a^2)d1^169d2^47 + (0 + 0a + 3a^2)d1^170d2^47 + (0 + 2a + 0a^2)d1^171d2^47 + (3 + 2a + 4a^2)d1^172d2^47 + (3 + 4a + 3a^2)d1^173d2^47 + (0 + 2a + 0a^2)d1^174d2^47 + (0 + 4a + 3a^2)d1^175d2^47 + (2 + 0a + 4a^2)d1^176d2^47 + (4 + 3a + 0a^2)d1^177d2^47 + (4 + 1a + 2a^2)d1^178d2^47 + (0 + 3a + 3a^2)d1^179d2^47 + (2 + 0a + 4a^2)d1^180d2^47 + (3 + 2a + 1a^2)d1^181d2^47 + (4 + 3a + 0a^2)d1^182d2^47 + (4 + 2a + 2a^2)d1^183d2^47 + (4 + 2a + 0a^2)d1^184d2^47 + (0 + 0a + 1a^2)d1^185d2^47 + (0 + 3a + 1a^2)d1^186d2^47 + (2 + 0a + 1a^2)d1^187d2^47 + (0 + 3a + 0a^2)d1^188d2^47 + (0 + 0a + 4a^2)d1^189d2^47 + (4 + 1a + 4a^2)d1^190d2^47 + (3 + 4a + 3a^2)d1^191d2^47 + (0 + 4a + 3a^2)d1^192d2^47 + (0 + 3a + 2a^2)d1^193d2^47 + (3 + 1a + 2a^2)d1^194d2^47 + (2 + 2a + 3a^2)d1^195d2^47 + (0 + 4a + 1a^2)d1^196d2^47 + (0 + 3a + 3a^2)d1^197d2^47 + (4 + 2a + 4a^2)d1^198d2^47 + (1 + 1a + 0a^2)d1^199d2^47 + (3 + 3a + 1a^2)d1^200d2^47 + (0 + 1a + 4a^2)d1^201d2^47 + (3 + 2a + 0a^2)d1^202d2^47 + (2 + 4a + 2a^2)d1^203d2^47 + (1 + 0a + 4a^2)d1^204d2^47 + (3 + 1a + 4a^2)d1^206d2^47 + (2 + 2a + 2a^2)d1^207d2^47 + (2 + 1a + 0a^2)d1^208d2^47 + (0 + 2a + 4a^2)d1^209d2^47 + (3 + 2a + 4a^2)d1^210d2^47 + (0 + 4a + 0a^2)d1^211d2^47 + (2 + 1a + 3a^2)d1^212d2^47 + (1 + 0a + 4a^2)d1^213d2^47 + (2 + 0a + 4a^2)d1^214d2^47 + (4 + 4a + 4a^2)d1^215d2^47 + (3 + 0a + 3a^2)d1^216d2^47 + (4 + 0a + 3a^2)d1^217d2^47 + (4 + 3a + 0a^2)d1^218d2^47 + (2 + 1a + 3a^2)d1^219d2^47 + (1 + 1a + 0a^2)d1^220d2^47 + (3 + 2a + 4a^2)d1^221d2^47 + (4 + 1a + 4a^2)d1^222d2^47 + (3 + 2a + 3a^2)d1^223d2^47 + (2 + 4a + 1a^2)d1^224d2^47 + (4 + 3a + 4a^2)d1^225d2^47 + (0 + 4a + 0a^2)d1^226d2^47 + (0 + 3a + 0a^2)d1^227d2^47 + (1 + 2a + 0a^2)d1^228d2^47 + (1 + 4a + 4a^2)d1^229d2^47 + (0 + 2a + 0a^2)d1^230d2^47 + (1 + 4a + 0a^2)d1^231d2^47 + (1 + 2a + 1a^2)d1^232d2^47 + (3 + 4a + 3a^2)d1^233d2^47 + (0 + 1a + 1a^2)d1^234d2^47 + (2 + 3a + 0a^2)d1^235d2^47 + (0 + 3a + 3a^2)d1^236d2^47 + (2 + 0a + 4a^2)d1^237d2^47 + (3 + 2a + 1a^2)d1^238d2^47 + (1 + 1a + 4a^2)d1^239d2^47 + (2 + 4a + 3a^2)d1^240d2^47 + (0 + 1a + 3a^2)d1^241d2^47 + (3 + 0a + 4a^2)d1^242d2^47 + (1 + 4a + 0a^2)d1^243d2^47 + (3 + 2a + 0a^2)d1^244d2^47 + (3 + 2a + 2a^2)d1^245d2^47 + (2 + 3a + 2a^2)d1^246d2^47 + (1 + 1a + 0a^2)d1^247d2^47 + (3 + 1a + 4a^2)d1^248d2^47 + (1 + 4a + 2a^2)d1^249d2^47 + (0 + 3a + 3a^2)d1^250d2^47 + (1 + 0a + 3a^2)d1^251d2^47 + (1 + 4a + 2a^2)d1^252d2^47 + (1 + 2a + 2a^2)d1^253d2^47 + (1 + 1a + 4a^2)d1^254d2^47 + (1 + 2a + 2a^2)d1^255d2^47 + (4 + 2a + 3a^2)d1^256d2^47 + (0 + 2a + 4a^2)d1^257d2^47 + (3 + 3a + 4a^2)d1^258d2^47 + (4 + 4a + 3a^2)d1^259d2^47 + (3 + 2a + 1a^2)d1^260d2^47 + (4 + 3a + 0a^2)d1^261d2^47 + (3 + 2a + 3a^2)d1^262d2^47 + (0 + 4a + 2a^2)d1^263d2^47 + (0 + 4a + 2a^2)d1^264d2^47 + (2 + 1a + 1a^2)d1^265d2^47 + (1 + 1a + 2a^2)d1^266d2^47 + (1 + 3a + 0a^2)d1^267d2^47 + (0 + 4a + 1a^2)d1^268d2^47 + (4 + 3a + 3a^2)d1^269d2^47 + (3 + 0a + 4a^2)d1^270d2^47 + (4 + 2a + 3a^2)d1^271d2^47 + (1 + 0a + 2a^2)d1^272d2^47 + (2 + 0a + 3a^2)d1^273d2^47 + (2 + 2a + 2a^2)d1^274d2^47 + (1 + 1a + 2a^2)d1^275d2^47 + (3 + 3a + 4a^2)d1^276d2^47 + (1 + 1a + 1a^2)d1^277d2^47 + (3 + 3a + 3a^2)d1^278d2^47 + (0 + 4a + 3a^2)d1^279d2^47 + (3 + 3a + 2a^2)d1^280d2^47 + (0 + 2a + 0a^2)d1^281d2^47 + (0 + 1a + 0a^2)d1^282d2^47 + (3 + 0a + 4a^2)d1^283d2^47 + (4 + 1a + 3a^2)d1^284d2^47 + (1 + 4a + 3a^2)d1^285d2^47 + (1 + 1a + 1a^2)d1^286d2^47 + (1 + 3a + 3a^2)d1^287d2^47 + (4 + 4a + 2a^2)d1^288d2^47 + (1 + 3a + 0a^2)d1^289d2^47 + (2 + 4a + 1a^2)d1^290d2^47 + (2 + 1a + 0a^2)d1^291d2^47 + (0 + 0a + 1a^2)d1^292d2^47 + (1 + 3a + 2a^2)d1^293d2^47 + (2 + 0a + 0a^2)d2^48 + (0 + 2a + 4a^2)d1^1d2^48 + (0 + 1a + 0a^2)d1^2d2^48 + (3 + 0a + 1a^2)d1^3d2^48 + (4 + 0a + 2a^2)d1^4d2^48 + (3 + 4a + 3a^2)d1^5d2^48 + (4 + 4a + 4a^2)d1^6d2^48 + (1 + 1a + 2a^2)d1^7d2^48 + (1 + 0a + 0a^2)d1^8d2^48 + (0 + 0a + 3a^2)d1^9d2^48 + (0 + 2a + 2a^2)d1^10d2^48 + (4 + 2a + 0a^2)d1^11d2^48 + (4 + 3a + 3a^2)d1^12d2^48 + (2 + 1a + 1a^2)d1^13d2^48 + (1 + 1a + 1a^2)d1^14d2^48 + (3 + 0a + 0a^2)d1^15d2^48 + (4 + 0a + 2a^2)d1^16d2^48 + (4 + 0a + 1a^2)d1^17d2^48 + (3 + 0a + 1a^2)d1^18d2^48 + (1 + 1a + 3a^2)d1^19d2^48 + (1 + 2a + 4a^2)d1^20d2^48 + (0 + 4a + 0a^2)d1^21d2^48 + (1 + 0a + 2a^2)d1^22d2^48 + (3 + 0a + 0a^2)d1^23d2^48 + (4 + 3a + 4a^2)d1^24d2^48 + (1 + 2a + 4a^2)d1^25d2^48 + (4 + 2a + 1a^2)d1^26d2^48 + (2 + 1a + 1a^2)d1^27d2^48 + (1 + 4a + 3a^2)d1^28d2^48 + (4 + 3a + 4a^2)d1^29d2^48 + (3 + 3a + 1a^2)d1^30d2^48 + (3 + 0a + 1a^2)d1^31d2^48 + (3 + 2a + 1a^2)d1^32d2^48 + (0 + 0a + 1a^2)d1^33d2^48 + (2 + 4a + 2a^2)d1^34d2^48 + (3 + 0a + 1a^2)d1^35d2^48 + (0 + 2a + 4a^2)d1^36d2^48 + (0 + 0a + 4a^2)d1^37d2^48 + (0 + 1a + 0a^2)d1^38d2^48 + (4 + 1a + 1a^2)d1^39d2^48 + (2 + 0a + 4a^2)d1^40d2^48 + (3 + 4a + 2a^2)d1^41d2^48 + (3 + 2a + 2a^2)d1^42d2^48 + (1 + 2a + 1a^2)d1^43d2^48 + (3 + 2a + 3a^2)d1^44d2^48 + (3 + 2a + 3a^2)d1^45d2^48 + (3 + 1a + 1a^2)d1^46d2^48 + (3 + 4a + 1a^2)d1^47d2^48 + (4 + 1a + 4a^2)d1^48d2^48 + (1 + 0a + 3a^2)d1^49d2^48 + (3 + 4a + 2a^2)d1^50d2^48 + (3 + 0a + 2a^2)d1^51d2^48 + (1 + 3a + 1a^2)d1^52d2^48 + (4 + 0a + 1a^2)d1^53d2^48 + (1 + 2a + 4a^2)d1^54d2^48 + (1 + 1a + 2a^2)d1^55d2^48 + (1 + 1a + 3a^2)d1^56d2^48 + (3 + 3a + 4a^2)d1^57d2^48 + (0 + 0a + 1a^2)d1^58d2^48 + (3 + 1a + 3a^2)d1^59d2^48 + (0 + 2a + 3a^2)d1^60d2^48 + (3 + 4a + 1a^2)d1^61d2^48 + (3 + 1a + 3a^2)d1^62d2^48 + (2 + 1a + 4a^2)d1^63d2^48 + (3 + 4a + 4a^2)d1^64d2^48 + (4 + 4a + 3a^2)d1^65d2^48 + (1 + 0a + 3a^2)d1^67d2^48 + (0 + 0a + 2a^2)d1^68d2^48 + (2 + 4a + 0a^2)d1^69d2^48 + (4 + 3a + 3a^2)d1^70d2^48 + (1 + 2a + 4a^2)d1^71d2^48 + (4 + 1a + 4a^2)d1^72d2^48 + (2 + 3a + 1a^2)d1^73d2^48 + (1 + 4a + 4a^2)d1^74d2^48 + (2 + 2a + 4a^2)d1^75d2^48 + (1 + 1a + 0a^2)d1^76d2^48 + (3 + 3a + 4a^2)d1^77d2^48 + (2 + 3a + 0a^2)d1^78d2^48 + (2 + 2a + 2a^2)d1^79d2^48 + (4 + 2a + 3a^2)d1^80d2^48 + (1 + 0a + 2a^2)d1^81d2^48 + (4 + 4a + 1a^2)d1^82d2^48 + (1 + 2a + 3a^2)d1^83d2^48 + (4 + 0a + 0a^2)d1^84d2^48 + (1 + 1a + 1a^2)d1^85d2^48 + (0 + 0a + 2a^2)d1^86d2^48 + (3 + 0a + 4a^2)d1^87d2^48 + (2 + 3a + 1a^2)d1^88d2^48 + (0 + 2a + 3a^2)d1^89d2^48 + (3 + 3a + 4a^2)d1^90d2^48 + (0 + 3a + 4a^2)d1^91d2^48 + (2 + 0a + 3a^2)d1^92d2^48 + (2 + 3a + 3a^2)d1^93d2^48 + (3 + 1a + 1a^2)d1^94d2^48 + (1 + 2a + 1a^2)d1^95d2^48 + (3 + 4a + 2a^2)d1^96d2^48 + (2 + 4a + 0a^2)d1^97d2^48 + (0 + 3a + 1a^2)d1^98d2^48 + (0 + 0a + 2a^2)d1^99d2^48 + (2 + 3a + 4a^2)d1^100d2^48 + (1 + 4a + 2a^2)d1^101d2^48 + (2 + 1a + 1a^2)d1^102d2^48 + (3 + 4a + 3a^2)d1^103d2^48 + (3 + 1a + 3a^2)d1^104d2^48 + (2 + 2a + 3a^2)d1^105d2^48 + (3 + 2a + 3a^2)d1^106d2^48 + (2 + 2a + 4a^2)d1^107d2^48 + (0 + 1a + 0a^2)d1^108d2^48 + (0 + 1a + 0a^2)d1^109d2^48 + (4 + 0a + 2a^2)d1^110d2^48 + (2 + 4a + 0a^2)d1^112d2^48 + (4 + 0a + 4a^2)d1^113d2^48 + (1 + 3a + 2a^2)d1^114d2^48 + (3 + 2a + 3a^2)d1^115d2^48 + (0 + 2a + 1a^2)d1^116d2^48 + (4 + 0a + 3a^2)d1^117d2^48 + (0 + 1a + 2a^2)d1^118d2^48 + (3 + 4a + 0a^2)d1^119d2^48 + (2 + 3a + 1a^2)d1^120d2^48 + (1 + 1a + 0a^2)d1^121d2^48 + (1 + 4a + 0a^2)d1^122d2^48 + (0 + 4a + 3a^2)d1^123d2^48 + (4 + 4a + 0a^2)d1^124d2^48 + (4 + 4a + 4a^2)d1^125d2^48 + (1 + 1a + 4a^2)d1^126d2^48 + (3 + 3a + 3a^2)d1^127d2^48 + (2 + 2a + 0a^2)d1^128d2^48 + (2 + 3a + 4a^2)d1^129d2^48 + (0 + 3a + 4a^2)d1^130d2^48 + (2 + 0a + 3a^2)d1^131d2^48 + (2 + 0a + 2a^2)d1^132d2^48 + (3 + 0a + 1a^2)d1^133d2^48 + (2 + 4a + 1a^2)d1^134d2^48 + (1 + 4a + 3a^2)d1^135d2^48 + (0 + 2a + 2a^2)d1^136d2^48 + (4 + 3a + 2a^2)d1^137d2^48 + (2 + 4a + 0a^2)d1^139d2^48 + (0 + 0a + 1a^2)d1^140d2^48 + (0 + 3a + 2a^2)d1^141d2^48 + (4 + 3a + 4a^2)d1^142d2^48 + (3 + 3a + 3a^2)d1^143d2^48 + (2 + 1a + 4a^2)d1^144d2^48 + (3 + 3a + 2a^2)d1^145d2^48 + (4 + 2a + 1a^2)d1^146d2^48 + (1 + 1a + 0a^2)d1^147d2^48 + (4 + 4a + 4a^2)d1^148d2^48 + (2 + 2a + 3a^2)d1^149d2^48 + (0 + 4a + 0a^2)d1^150d2^48 + (3 + 4a + 0a^2)d1^151d2^48 + (0 + 1a + 2a^2)d1^152d2^48 + (1 + 0a + 4a^2)d1^153d2^48 + (3 + 4a + 4a^2)d1^154d2^48 + (0 + 0a + 1a^2)d1^155d2^48 + (0 + 0a + 4a^2)d1^156d2^48 + (4 + 1a + 0a^2)d1^157d2^48 + (2 + 3a + 1a^2)d1^158d2^48 + (3 + 4a + 3a^2)d1^159d2^48 + (1 + 0a + 0a^2)d1^160d2^48 + (2 + 1a + 2a^2)d1^161d2^48 + (4 + 4a + 0a^2)d1^162d2^48 + (4 + 1a + 3a^2)d1^163d2^48 + (4 + 3a + 4a^2)d1^164d2^48 + (1 + 2a + 3a^2)d1^165d2^48 + (3 + 0a + 1a^2)d1^166d2^48 + (3 + 4a + 4a^2)d1^167d2^48 + (4 + 3a + 4a^2)d1^168d2^48 + (0 + 0a + 4a^2)d1^169d2^48 + (3 + 4a + 0a^2)d1^170d2^48 + (4 + 4a + 1a^2)d1^171d2^48 + (2 + 0a + 3a^2)d1^172d2^48 + (3 + 3a + 2a^2)d1^173d2^48 + (0 + 4a + 2a^2)d1^174d2^48 + (0 + 1a + 2a^2)d1^175d2^48 + (1 + 4a + 2a^2)d1^176d2^48 + (3 + 1a + 4a^2)d1^177d2^48 + (1 + 2a + 1a^2)d1^178d2^48 + (2 + 4a + 0a^2)d1^179d2^48 + (4 + 3a + 3a^2)d1^180d2^48 + (2 + 1a + 0a^2)d1^181d2^48 + (2 + 0a + 0a^2)d1^182d2^48 + (1 + 0a + 4a^2)d1^183d2^48 + (3 + 1a + 2a^2)d1^184d2^48 + (2 + 2a + 2a^2)d1^185d2^48 + (1 + 1a + 1a^2)d1^186d2^48 + (4 + 1a + 4a^2)d1^187d2^48 + (4 + 1a + 2a^2)d1^188d2^48 + (0 + 3a + 1a^2)d1^189d2^48 + (4 + 0a + 0a^2)d1^190d2^48 + (3 + 1a + 0a^2)d1^191d2^48 + (1 + 0a + 4a^2)d1^192d2^48 + (0 + 2a + 2a^2)d1^193d2^48 + (3 + 4a + 0a^2)d1^194d2^48 + (0 + 1a + 4a^2)d1^195d2^48 + (1 + 4a + 0a^2)d1^196d2^48 + (4 + 2a + 0a^2)d1^197d2^48 + (4 + 0a + 2a^2)d1^198d2^48 + (4 + 1a + 2a^2)d1^199d2^48 + (1 + 0a + 3a^2)d1^200d2^48 + (4 + 4a + 4a^2)d1^201d2^48 + (1 + 1a + 0a^2)d1^202d2^48 + (3 + 3a + 1a^2)d1^203d2^48 + (1 + 2a + 3a^2)d1^204d2^48 + (3 + 4a + 0a^2)d1^205d2^48 + (0 + 1a + 1a^2)d1^206d2^48 + (2 + 1a + 2a^2)d1^207d2^48 + (3 + 3a + 4a^2)d1^208d2^48 + (1 + 3a + 0a^2)d1^209d2^48 + (2 + 0a + 1a^2)d1^210d2^48 + (4 + 0a + 0a^2)d1^211d2^48 + (2 + 3a + 2a^2)d1^212d2^48 + (4 + 4a + 0a^2)d1^213d2^48 + (3 + 3a + 2a^2)d1^214d2^48 + (4 + 0a + 3a^2)d1^215d2^48 + (0 + 4a + 1a^2)d1^216d2^48 + (4 + 3a + 1a^2)d1^217d2^48 + (0 + 2a + 0a^2)d1^218d2^48 + (3 + 2a + 0a^2)d1^219d2^48 + (4 + 4a + 3a^2)d1^220d2^48 + (3 + 2a + 2a^2)d1^221d2^48 + (1 + 0a + 3a^2)d1^222d2^48 + (3 + 2a + 2a^2)d1^223d2^48 + (4 + 0a + 3a^2)d1^224d2^48 + (0 + 2a + 0a^2)d1^225d2^48 + (0 + 3a + 0a^2)d1^226d2^48 + (3 + 1a + 2a^2)d1^227d2^48 + (1 + 3a + 4a^2)d1^228d2^48 + (1 + 1a + 2a^2)d1^229d2^48 + (4 + 0a + 0a^2)d1^230d2^48 + (0 + 3a + 0a^2)d1^231d2^48 + (4 + 4a + 2a^2)d1^232d2^48 + (4 + 2a + 0a^2)d1^233d2^48 + (0 + 0a + 1a^2)d1^234d2^48 + (4 + 3a + 0a^2)d1^235d2^48 + (0 + 3a + 1a^2)d1^236d2^48 + (2 + 0a + 1a^2)d1^237d2^48 + (1 + 0a + 1a^2)d1^238d2^48 + (4 + 2a + 4a^2)d1^239d2^48 + (2 + 4a + 4a^2)d1^240d2^48 + (0 + 1a + 0a^2)d1^241d2^48 + (1 + 0a + 4a^2)d1^242d2^48 + (0 + 1a + 2a^2)d1^243d2^48 + (2 + 4a + 3a^2)d1^244d2^48 + (0 + 4a + 1a^2)d1^245d2^48 + (4 + 3a + 3a^2)d1^246d2^48 + (0 + 3a + 0a^2)d1^247d2^48 + (3 + 4a + 2a^2)d1^248d2^48 + (2 + 0a + 4a^2)d1^249d2^48 + (1 + 2a + 1a^2)d1^250d2^48 + (1 + 1a + 2a^2)d1^251d2^48 + (1 + 3a + 1a^2)d1^252d2^48 + (2 + 4a + 0a^2)d1^253d2^48 + (0 + 1a + 1a^2)d1^254d2^48 + (2 + 3a + 0a^2)d1^255d2^48 + (4 + 4a + 1a^2)d1^256d2^48 + (3 + 4a + 3a^2)d1^257d2^48 + (2 + 3a + 1a^2)d1^258d2^48 + (4 + 2a + 0a^2)d1^259d2^48 + (3 + 4a + 3a^2)d1^260d2^48 + (4 + 3a + 0a^2)d1^261d2^48 + (0 + 0a + 2a^2)d1^262d2^48 + (1 + 4a + 3a^2)d1^263d2^48 + (0 + 4a + 1a^2)d1^264d2^48 + (0 + 4a + 1a^2)d1^265d2^48 + (1 + 2a + 2a^2)d1^266d2^48 + (3 + 2a + 0a^2)d1^267d2^48 + (4 + 0a + 1a^2)d1^268d2^48 + (1 + 0a + 2a^2)d1^269d2^48 + (0 + 4a + 2a^2)d1^270d2^48 + (3 + 3a + 2a^2)d1^271d2^48 + (4 + 3a + 1a^2)d1^272d2^48 + (3 + 4a + 1a^2)d1^273d2^48 + (1 + 1a + 1a^2)d1^274d2^48 + (3 + 3a + 1a^2)d1^275d2^48 + (1 + 0a + 4a^2)d1^276d2^48 + (2 + 4a + 2a^2)d1^277d2^48 + (1 + 0a + 2a^2)d1^278d2^48 + (2 + 2a + 4a^2)d1^279d2^48 + (4 + 4a + 1a^2)d1^280d2^48 + (1 + 1a + 0a^2)d1^281d2^48 + (1 + 2a + 4a^2)d1^282d2^48 + (2 + 2a + 3a^2)d1^283d2^48 + (1 + 4a + 1a^2)d1^284d2^48 + (3 + 2a + 2a^2)d1^285d2^48 + (0 + 4a + 1a^2)d1^286d2^48 + (2 + 0a + 0a^2)d1^287d2^48 + (1 + 2a + 0a^2)d1^288d2^48 + (3 + 3a + 2a^2)d1^289d2^48 + (4 + 0a + 3a^2)d1^290d2^48 + (0 + 4a + 3a^2)d1^291d2^48 + (1 + 1a + 1a^2)d1^292d2^48 + (3 + 4a + 3a^2)d1^293d2^48 + (3 + 1a + 1a^2)d2^49 + (1 + 4a + 3a^2)d1^1d2^49 + (4 + 3a + 0a^2)d1^2d2^49 + (0 + 2a + 3a^2)d1^3d2^49 + (3 + 0a + 3a^2)d1^4d2^49 + (1 + 0a + 4a^2)d1^5d2^49 + (3 + 0a + 2a^2)d1^6d2^49 + (2 + 4a + 1a^2)d1^7d2^49 + (4 + 1a + 3a^2)d1^8d2^49 + (1 + 4a + 4a^2)d1^9d2^49 + (3 + 2a + 3a^2)d1^10d2^49 + (4 + 2a + 2a^2)d1^11d2^49 + (2 + 0a + 1a^2)d1^12d2^49 + (3 + 3a + 4a^2)d1^14d2^49 + (0 + 2a + 2a^2)d1^15d2^49 + (4 + 2a + 4a^2)d1^16d2^49 + (3 + 3a + 1a^2)d1^17d2^49 + (2 + 3a + 2a^2)d1^18d2^49 + (0 + 4a + 3a^2)d1^19d2^49 + (4 + 3a + 0a^2)d1^20d2^49 + (1 + 1a + 3a^2)d1^21d2^49 + (0 + 1a + 4a^2)d1^22d2^49 + (3 + 3a + 0a^2)d1^23d2^49 + (4 + 3a + 1a^2)d1^24d2^49 + (0 + 1a + 0a^2)d1^25d2^49 + (1 + 4a + 1a^2)d1^26d2^49 + (4 + 0a + 4a^2)d1^28d2^49 + (1 + 1a + 3a^2)d1^29d2^49 + (1 + 3a + 3a^2)d1^30d2^49 + (2 + 1a + 3a^2)d1^31d2^49 + (0 + 0a + 1a^2)d1^32d2^49 + (2 + 1a + 2a^2)d1^33d2^49 + (4 + 1a + 0a^2)d1^34d2^49 + (3 + 0a + 1a^2)d1^35d2^49 + (0 + 4a + 2a^2)d1^36d2^49 + (2 + 0a + 2a^2)d1^37d2^49 + (3 + 0a + 1a^2)d1^38d2^49 + (2 + 3a + 0a^2)d1^39d2^49 + (3 + 3a + 2a^2)d1^40d2^49 + (3 + 0a + 2a^2)d1^41d2^49 + (3 + 2a + 1a^2)d1^42d2^49 + (2 + 2a + 4a^2)d1^43d2^49 + (0 + 1a + 2a^2)d1^44d2^49 + (0 + 1a + 1a^2)d1^45d2^49 + (4 + 4a + 4a^2)d1^46d2^49 + (4 + 2a + 1a^2)d1^47d2^49 + (2 + 4a + 2a^2)d1^48d2^49 + (3 + 4a + 1a^2)d1^49d2^49 + (3 + 4a + 0a^2)d1^50d2^49 + (1 + 2a + 1a^2)d1^51d2^49 + (0 + 3a + 3a^2)d1^52d2^49 + (3 + 1a + 2a^2)d1^53d2^49 + (4 + 0a + 2a^2)d1^54d2^49 + (1 + 2a + 3a^2)d1^55d2^49 + (2 + 2a + 0a^2)d1^56d2^49 + (1 + 3a + 3a^2)d1^57d2^49 + (1 + 2a + 0a^2)d1^58d2^49 + (2 + 2a + 1a^2)d1^59d2^49 + (2 + 2a + 0a^2)d1^60d2^49 + (2 + 4a + 2a^2)d1^61d2^49 + (4 + 0a + 4a^2)d1^62d2^49 + (1 + 4a + 1a^2)d1^63d2^49 + (1 + 1a + 2a^2)d1^64d2^49 + (4 + 4a + 3a^2)d1^65d2^49 + (1 + 3a + 3a^2)d1^66d2^49 + (0 + 3a + 3a^2)d1^67d2^49 + (3 + 0a + 3a^2)d1^68d2^49 + (0 + 4a + 3a^2)d1^69d2^49 + (1 + 4a + 1a^2)d1^70d2^49 + (3 + 0a + 0a^2)d1^71d2^49 + (4 + 4a + 0a^2)d1^72d2^49 + (1 + 0a + 1a^2)d1^73d2^49 + (4 + 0a + 0a^2)d1^74d2^49 + (4 + 4a + 2a^2)d1^75d2^49 + (0 + 2a + 2a^2)d1^76d2^49 + (3 + 2a + 4a^2)d1^77d2^49 + (4 + 0a + 2a^2)d1^78d2^49 + (1 + 1a + 2a^2)d1^79d2^49 + (4 + 1a + 3a^2)d1^80d2^49 + (0 + 4a + 3a^2)d1^81d2^49 + (0 + 2a + 2a^2)d1^82d2^49 + (3 + 2a + 4a^2)d1^83d2^49 + (2 + 4a + 0a^2)d1^84d2^49 + (3 + 4a + 1a^2)d1^85d2^49 + (1 + 0a + 3a^2)d1^86d2^49 + (4 + 4a + 4a^2)d1^87d2^49 + (0 + 4a + 3a^2)d1^88d2^49 + (0 + 2a + 3a^2)d1^89d2^49 + (1 + 1a + 0a^2)d1^90d2^49 + (4 + 1a + 2a^2)d1^91d2^49 + (4 + 3a + 2a^2)d1^92d2^49 + (3 + 1a + 0a^2)d1^93d2^49 + (0 + 2a + 3a^2)d1^94d2^49 + (3 + 1a + 2a^2)d1^95d2^49 + (4 + 1a + 3a^2)d1^96d2^49 + (2 + 3a + 3a^2)d1^97d2^49 + (0 + 4a + 2a^2)d1^98d2^49 + (1 + 0a + 0a^2)d1^99d2^49 + (2 + 3a + 1a^2)d1^100d2^49 + (4 + 1a + 1a^2)d1^101d2^49 + (0 + 4a + 2a^2)d1^102d2^49 + (3 + 0a + 4a^2)d1^103d2^49 + (3 + 4a + 2a^2)d1^104d2^49 + (0 + 3a + 4a^2)d1^105d2^49 + (1 + 4a + 1a^2)d1^106d2^49 + (0 + 3a + 3a^2)d1^107d2^49 + (3 + 4a + 3a^2)d1^108d2^49 + (4 + 4a + 2a^2)d1^109d2^49 + (0 + 4a + 3a^2)d1^110d2^49 + (0 + 0a + 3a^2)d1^111d2^49 + (1 + 1a + 3a^2)d1^112d2^49 + (1 + 4a + 3a^2)d1^113d2^49 + (3 + 3a + 3a^2)d1^114d2^49 + (3 + 0a + 2a^2)d1^115d2^49 + (3 + 1a + 3a^2)d1^116d2^49 + (4 + 2a + 1a^2)d1^117d2^49 + (0 + 1a + 4a^2)d1^118d2^49 + (4 + 0a + 3a^2)d1^119d2^49 + (2 + 2a + 0a^2)d1^120d2^49 + (3 + 0a + 4a^2)d1^121d2^49 + (3 + 0a + 1a^2)d1^122d2^49 + (2 + 1a + 1a^2)d1^123d2^49 + (0 + 1a + 2a^2)d1^124d2^49 + (1 + 3a + 1a^2)d1^125d2^49 + (0 + 4a + 1a^2)d1^126d2^49 + (1 + 0a + 1a^2)d1^127d2^49 + (0 + 0a + 2a^2)d1^128d2^49 + (0 + 2a + 4a^2)d1^129d2^49 + (4 + 3a + 2a^2)d1^130d2^49 + (3 + 4a + 1a^2)d1^131d2^49 + (1 + 2a + 1a^2)d1^132d2^49 + (4 + 0a + 4a^2)d1^133d2^49 + (2 + 1a + 3a^2)d1^134d2^49 + (2 + 2a + 2a^2)d1^135d2^49 + (1 + 4a + 3a^2)d1^136d2^49 + (2 + 0a + 1a^2)d1^137d2^49 + (3 + 0a + 4a^2)d1^138d2^49 + (2 + 2a + 2a^2)d1^139d2^49 + (1 + 3a + 1a^2)d1^140d2^49 + (1 + 4a + 1a^2)d1^141d2^49 + (0 + 3a + 4a^2)d1^142d2^49 + (3 + 4a + 4a^2)d1^143d2^49 + (2 + 4a + 0a^2)d1^144d2^49 + (3 + 4a + 4a^2)d1^145d2^49 + (3 + 0a + 2a^2)d1^146d2^49 + (1 + 4a + 1a^2)d1^147d2^49 + (2 + 2a + 3a^2)d1^148d2^49 + (4 + 4a + 2a^2)d1^149d2^49 + (2 + 0a + 0a^2)d1^150d2^49 + (1 + 1a + 3a^2)d1^151d2^49 + (4 + 2a + 2a^2)d1^152d2^49 + (4 + 3a + 0a^2)d1^153d2^49 + (4 + 3a + 2a^2)d1^154d2^49 + (4 + 3a + 1a^2)d1^155d2^49 + (0 + 4a + 1a^2)d1^156d2^49 + (4 + 3a + 1a^2)d1^157d2^49 + (0 + 1a + 1a^2)d1^158d2^49 + (0 + 2a + 3a^2)d1^159d2^49 + (2 + 3a + 1a^2)d1^160d2^49 + (0 + 0a + 4a^2)d1^161d2^49 + (3 + 1a + 3a^2)d1^162d2^49 + (4 + 3a + 4a^2)d1^163d2^49 + (0 + 1a + 1a^2)d1^164d2^49 + (0 + 1a + 0a^2)d1^166d2^49 + (4 + 2a + 0a^2)d1^167d2^49 + (0 + 3a + 1a^2)d1^168d2^49 + (1 + 2a + 2a^2)d1^169d2^49 + (0 + 4a + 1a^2)d1^170d2^49 + (0 + 2a + 4a^2)d1^171d2^49 + (4 + 2a + 1a^2)d1^172d2^49 + (3 + 0a + 2a^2)d1^173d2^49 + (2 + 3a + 4a^2)d1^174d2^49 + (3 + 2a + 4a^2)d1^175d2^49 + (4 + 0a + 2a^2)d1^176d2^49 + (2 + 1a + 2a^2)d1^177d2^49 + (0 + 1a + 3a^2)d1^178d2^49 + (4 + 2a + 2a^2)d1^179d2^49 + (0 + 0a + 1a^2)d1^180d2^49 + (3 + 1a + 3a^2)d1^181d2^49 + (3 + 2a + 2a^2)d1^182d2^49 + (2 + 4a + 2a^2)d1^183d2^49 + (4 + 2a + 2a^2)d1^184d2^49 + (1 + 3a + 3a^2)d1^185d2^49 + (0 + 1a + 4a^2)d1^186d2^49 + (3 + 4a + 2a^2)d1^187d2^49 + (4 + 1a + 4a^2)d1^188d2^49 + (2 + 3a + 3a^2)d1^189d2^49 + (1 + 3a + 4a^2)d1^190d2^49 + (2 + 4a + 2a^2)d1^191d2^49 + (4 + 2a + 4a^2)d1^192d2^49 + (2 + 2a + 2a^2)d1^193d2^49 + (4 + 2a + 0a^2)d1^194d2^49 + (4 + 3a + 0a^2)d1^195d2^49 + (1 + 4a + 4a^2)d1^196d2^49 + (1 + 1a + 2a^2)d1^197d2^49 + (3 + 0a + 0a^2)d1^198d2^49 + (1 + 0a + 4a^2)d1^199d2^49 + (0 + 2a + 2a^2)d1^200d2^49 + (4 + 3a + 1a^2)d1^201d2^49 + (0 + 1a + 2a^2)d1^202d2^49 + (2 + 1a + 1a^2)d1^203d2^49 + (3 + 2a + 3a^2)d1^204d2^49 + (4 + 1a + 0a^2)d1^205d2^49 + (4 + 0a + 1a^2)d1^206d2^49 + (0 + 3a + 4a^2)d1^207d2^49 + (4 + 4a + 3a^2)d1^208d2^49 + (1 + 3a + 1a^2)d1^209d2^49 + (1 + 2a + 4a^2)d1^211d2^49 + (4 + 3a + 3a^2)d1^212d2^49 + (0 + 1a + 0a^2)d1^213d2^49 + (1 + 0a + 4a^2)d1^214d2^49 + (1 + 4a + 1a^2)d1^215d2^49 + (4 + 1a + 4a^2)d1^216d2^49 + (4 + 4a + 3a^2)d1^217d2^49 + (2 + 1a + 4a^2)d1^218d2^49 + (2 + 4a + 2a^2)d1^219d2^49 + (2 + 2a + 0a^2)d1^220d2^49 + (1 + 4a + 0a^2)d1^221d2^49 + (2 + 2a + 4a^2)d1^222d2^49 + (3 + 4a + 4a^2)d1^223d2^49 + (1 + 0a + 1a^2)d1^224d2^49 + (4 + 3a + 0a^2)d1^225d2^49 + (0 + 2a + 0a^2)d1^226d2^49 + (2 + 1a + 0a^2)d1^227d2^49 + (1 + 0a + 2a^2)d1^228d2^49 + (2 + 2a + 2a^2)d1^229d2^49 + (4 + 3a + 0a^2)d1^230d2^49 + (0 + 3a + 2a^2)d1^231d2^49 + (0 + 3a + 1a^2)d1^232d2^49 + (3 + 4a + 3a^2)d1^233d2^49 + (3 + 1a + 3a^2)d1^234d2^49 + (2 + 0a + 2a^2)d1^235d2^49 + (2 + 4a + 0a^2)d1^236d2^49 + (0 + 4a + 3a^2)d1^237d2^49 + (3 + 1a + 4a^2)d1^238d2^49 + (1 + 2a + 0a^2)d1^239d2^49 + (3 + 3a + 0a^2)d1^240d2^49 + (1 + 0a + 2a^2)d1^241d2^49 + (1 + 2a + 2a^2)d1^242d2^49 + (3 + 1a + 2a^2)d1^243d2^49 + (3 + 3a + 2a^2)d1^244d2^49 + (3 + 0a + 3a^2)d1^245d2^49 + (2 + 4a + 0a^2)d1^246d2^49 + (0 + 1a + 0a^2)d1^247d2^49 + (4 + 2a + 3a^2)d1^248d2^49 + (3 + 0a + 1a^2)d1^249d2^49 + (0 + 2a + 3a^2)d1^250d2^49 + (2 + 3a + 2a^2)d1^251d2^49 + (2 + 1a + 3a^2)d1^252d2^49 + (2 + 2a + 0a^2)d1^253d2^49 + (4 + 4a + 1a^2)d1^254d2^49 + (3 + 1a + 4a^2)d1^255d2^49 + (1 + 2a + 3a^2)d1^256d2^49 + (1 + 2a + 3a^2)d1^257d2^49 + (1 + 1a + 1a^2)d1^258d2^49 + (4 + 2a + 0a^2)d1^259d2^49 + (0 + 2a + 3a^2)d1^260d2^49 + (2 + 4a + 0a^2)d1^261d2^49 + (3 + 1a + 1a^2)d1^262d2^49 + (3 + 4a + 1a^2)d1^263d2^49 + (1 + 2a + 0a^2)d1^264d2^49 + (1 + 4a + 4a^2)d1^265d2^49 + (4 + 3a + 3a^2)d1^266d2^49 + (4 + 1a + 4a^2)d1^267d2^49 + (4 + 0a + 3a^2)d1^268d2^49 + (3 + 1a + 1a^2)d1^269d2^49 + (3 + 2a + 3a^2)d1^270d2^49 + (3 + 3a + 0a^2)d1^271d2^49 + (3 + 2a + 4a^2)d1^272d2^49 + (2 + 0a + 1a^2)d1^273d2^49 + (3 + 2a + 2a^2)d1^274d2^49 + (2 + 0a + 1a^2)d1^276d2^49 + (4 + 4a + 2a^2)d1^277d2^49 + (1 + 0a + 0a^2)d1^278d2^49 + (2 + 2a + 1a^2)d1^279d2^49 + (0 + 3a + 2a^2)d1^280d2^49 + (4 + 1a + 0a^2)d1^281d2^49 + (2 + 4a + 0a^2)d1^282d2^49 + (4 + 0a + 3a^2)d1^283d2^49 + (1 + 4a + 1a^2)d1^284d2^49 + (2 + 2a + 3a^2)d1^285d2^49 + (4 + 1a + 0a^2)d1^286d2^49 + (3 + 1a + 0a^2)d1^287d2^49 + (3 + 4a + 2a^2)d1^288d2^49 + (2 + 0a + 4a^2)d1^289d2^49 + (2 + 2a + 3a^2)d1^290d2^49 + (1 + 4a + 3a^2)d1^291d2^49 + (3 + 3a + 3a^2)d1^292d2^49 + (1 + 2a + 2a^2)d1^293d2^49 + (2 + 2a + 4a^2)d2^50 + (4 + 4a + 3a^2)d1^1d2^50 + (0 + 3a + 3a^2)d1^2d2^50 + (0 + 2a + 2a^2)d1^3d2^50 + (2 + 0a + 2a^2)d1^4d2^50 + (1 + 2a + 2a^2)d1^5d2^50 + (2 + 4a + 3a^2)d1^6d2^50 + (0 + 0a + 1a^2)d1^7d2^50 + (0 + 2a + 0a^2)d1^8d2^50 + (1 + 3a + 0a^2)d1^9d2^50 + (0 + 0a + 4a^2)d1^10d2^50 + (2 + 0a + 0a^2)d1^11d2^50 + (1 + 1a + 2a^2)d1^12d2^50 + (1 + 3a + 0a^2)d1^13d2^50 + (1 + 2a + 3a^2)d1^14d2^50 + (3 + 2a + 0a^2)d1^15d2^50 + (2 + 2a + 0a^2)d1^16d2^50 + (0 + 0a + 4a^2)d1^17d2^50 + (4 + 4a + 4a^2)d1^18d2^50 + (2 + 3a + 2a^2)d1^19d2^50 + (0 + 1a + 3a^2)d1^20d2^50 + (3 + 3a + 1a^2)d1^21d2^50 + (4 + 0a + 1a^2)d1^22d2^50 + (2 + 2a + 1a^2)d1^23d2^50 + (2 + 1a + 0a^2)d1^24d2^50 + (1 + 4a + 0a^2)d1^25d2^50 + (3 + 4a + 0a^2)d1^26d2^50 + (2 + 4a + 3a^2)d1^27d2^50 + (2 + 1a + 2a^2)d1^28d2^50 + (2 + 3a + 3a^2)d1^29d2^50 + (0 + 1a + 2a^2)d1^30d2^50 + (4 + 3a + 3a^2)d1^31d2^50 + (2 + 1a + 0a^2)d1^32d2^50 + (2 + 2a + 0a^2)d1^33d2^50 + (3 + 2a + 1a^2)d1^34d2^50 + (4 + 4a + 1a^2)d1^35d2^50 + (3 + 2a + 3a^2)d1^36d2^50 + (0 + 3a + 3a^2)d1^37d2^50 + (1 + 2a + 0a^2)d1^38d2^50 + (1 + 4a + 4a^2)d1^39d2^50 + (4 + 3a + 0a^2)d1^41d2^50 + (0 + 3a + 0a^2)d1^42d2^50 + (4 + 1a + 0a^2)d1^43d2^50 + (4 + 4a + 4a^2)d1^44d2^50 + (1 + 2a + 3a^2)d1^45d2^50 + (3 + 1a + 4a^2)d1^46d2^50 + (2 + 1a + 2a^2)d1^47d2^50 + (3 + 3a + 2a^2)d1^48d2^50 + (4 + 1a + 0a^2)d1^49d2^50 + (0 + 1a + 0a^2)d1^50d2^50 + (3 + 4a + 0a^2)d1^51d2^50 + (1 + 2a + 3a^2)d1^52d2^50 + (3 + 0a + 4a^2)d1^53d2^50 + (4 + 1a + 3a^2)d1^54d2^50 + (2 + 0a + 2a^2)d1^55d2^50 + (1 + 2a + 3a^2)d1^56d2^50 + (4 + 4a + 3a^2)d1^57d2^50 + (4 + 0a + 3a^2)d1^58d2^50 + (1 + 4a + 3a^2)d1^59d2^50 + (3 + 1a + 2a^2)d1^60d2^50 + (2 + 0a + 2a^2)d1^61d2^50 + (2 + 4a + 3a^2)d1^62d2^50 + (0 + 1a + 2a^2)d1^63d2^50 + (3 + 4a + 1a^2)d1^64d2^50 + (3 + 2a + 3a^2)d1^65d2^50 + (1 + 0a + 3a^2)d1^66d2^50 + (1 + 0a + 1a^2)d1^67d2^50 + (4 + 4a + 1a^2)d1^68d2^50 + (1 + 3a + 1a^2)d1^69d2^50 + (4 + 3a + 0a^2)d1^70d2^50 + (4 + 3a + 3a^2)d1^71d2^50 + (1 + 4a + 4a^2)d1^72d2^50 + (0 + 1a + 2a^2)d1^73d2^50 + (1 + 0a + 4a^2)d1^74d2^50 + (1 + 1a + 4a^2)d1^75d2^50 + (0 + 3a + 3a^2)d1^76d2^50 + (1 + 1a + 1a^2)d1^77d2^50 + (0 + 1a + 1a^2)d1^78d2^50 + (2 + 3a + 3a^2)d1^79d2^50 + (2 + 3a + 0a^2)d1^80d2^50 + (3 + 4a + 4a^2)d1^81d2^50 + (4 + 2a + 2a^2)d1^82d2^50 + (0 + 3a + 2a^2)d1^83d2^50 + (4 + 3a + 4a^2)d1^84d2^50 + (3 + 1a + 0a^2)d1^85d2^50 + (3 + 3a + 3a^2)d1^86d2^50 + (4 + 1a + 3a^2)d1^87d2^50 + (3 + 2a + 1a^2)d1^88d2^50 + (2 + 4a + 2a^2)d1^89d2^50 + (4 + 2a + 3a^2)d1^90d2^50 + (1 + 2a + 1a^2)d1^91d2^50 + (2 + 0a + 4a^2)d1^92d2^50 + (2 + 2a + 3a^2)d1^93d2^50 + (4 + 1a + 0a^2)d1^94d2^50 + (0 + 2a + 1a^2)d1^95d2^50 + (4 + 3a + 2a^2)d1^96d2^50 + (0 + 4a + 4a^2)d1^97d2^50 + (2 + 2a + 4a^2)d1^98d2^50 + (4 + 3a + 2a^2)d1^99d2^50 + (0 + 2a + 1a^2)d1^100d2^50 + (1 + 2a + 1a^2)d1^101d2^50 + (3 + 0a + 3a^2)d1^102d2^50 + (4 + 1a + 4a^2)d1^103d2^50 + (3 + 0a + 3a^2)d1^104d2^50 + (3 + 0a + 0a^2)d1^105d2^50 + (3 + 2a + 3a^2)d1^106d2^50 + (0 + 4a + 0a^2)d1^107d2^50 + (3 + 1a + 0a^2)d1^108d2^50 + (2 + 0a + 4a^2)d1^109d2^50 + (1 + 0a + 1a^2)d1^110d2^50 + (0 + 4a + 1a^2)d1^111d2^50 + (2 + 4a + 3a^2)d1^112d2^50 + (3 + 4a + 3a^2)d1^113d2^50 + (3 + 0a + 4a^2)d1^114d2^50 + (1 + 4a + 0a^2)d1^115d2^50 + (1 + 2a + 2a^2)d1^116d2^50 + (4 + 1a + 0a^2)d1^117d2^50 + (2 + 0a + 1a^2)d1^118d2^50 + (4 + 4a + 1a^2)d1^119d2^50 + (0 + 3a + 3a^2)d1^120d2^50 + (4 + 1a + 2a^2)d1^121d2^50 + (1 + 3a + 4a^2)d1^122d2^50 + (1 + 0a + 4a^2)d1^123d2^50 + (0 + 1a + 4a^2)d1^124d2^50 + (1 + 2a + 2a^2)d1^125d2^50 + (3 + 3a + 3a^2)d1^126d2^50 + (1 + 0a + 0a^2)d1^127d2^50 + (4 + 4a + 0a^2)d1^128d2^50 + (2 + 1a + 2a^2)d1^129d2^50 + (0 + 0a + 2a^2)d1^130d2^50 + (0 + 4a + 1a^2)d1^131d2^50 + (3 + 1a + 1a^2)d1^132d2^50 + (1 + 0a + 3a^2)d1^133d2^50 + (2 + 2a + 2a^2)d1^134d2^50 + (1 + 3a + 4a^2)d1^135d2^50 + (3 + 2a + 0a^2)d1^136d2^50 + (1 + 2a + 1a^2)d1^137d2^50 + (3 + 0a + 0a^2)d1^138d2^50 + (3 + 0a + 0a^2)d1^139d2^50 + (1 + 2a + 3a^2)d1^140d2^50 + (4 + 2a + 2a^2)d1^141d2^50 + (3 + 0a + 4a^2)d1^142d2^50 + (2 + 0a + 0a^2)d1^143d2^50 + (0 + 2a + 2a^2)d1^144d2^50 + (1 + 3a + 0a^2)d1^145d2^50 + (0 + 0a + 4a^2)d1^147d2^50 + (0 + 4a + 0a^2)d1^148d2^50 + (2 + 0a + 1a^2)d1^149d2^50 + (3 + 0a + 3a^2)d1^150d2^50 + (4 + 1a + 3a^2)d1^151d2^50 + (3 + 1a + 3a^2)d1^152d2^50 + (1 + 0a + 3a^2)d1^154d2^50 + (1 + 3a + 3a^2)d1^155d2^50 + (1 + 0a + 2a^2)d1^156d2^50 + (4 + 4a + 3a^2)d1^157d2^50 + (2 + 3a + 2a^2)d1^158d2^50 + (2 + 0a + 3a^2)d1^159d2^50 + (1 + 4a + 2a^2)d1^160d2^50 + (0 + 2a + 1a^2)d1^162d2^50 + (4 + 1a + 1a^2)d1^163d2^50 + (0 + 0a + 2a^2)d1^164d2^50 + (2 + 3a + 3a^2)d1^165d2^50 + (3 + 1a + 0a^2)d1^166d2^50 + (1 + 2a + 4a^2)d1^167d2^50 + (2 + 4a + 0a^2)d1^168d2^50 + (3 + 4a + 0a^2)d1^169d2^50 + (2 + 1a + 3a^2)d1^170d2^50 + (0 + 2a + 2a^2)d1^171d2^50 + (4 + 0a + 2a^2)d1^172d2^50 + (2 + 4a + 4a^2)d1^173d2^50 + (2 + 1a + 1a^2)d1^174d2^50 + (0 + 3a + 2a^2)d1^175d2^50 + (0 + 2a + 4a^2)d1^176d2^50 + (0 + 4a + 1a^2)d1^177d2^50 + (4 + 0a + 2a^2)d1^178d2^50 + (4 + 3a + 1a^2)d1^179d2^50 + (1 + 3a + 1a^2)d1^180d2^50 + (1 + 2a + 3a^2)d1^181d2^50 + (0 + 3a + 1a^2)d1^182d2^50 + (4 + 3a + 2a^2)d1^183d2^50 + (3 + 3a + 4a^2)d1^184d2^50 + (1 + 4a + 0a^2)d1^185d2^50 + (3 + 4a + 0a^2)d1^186d2^50 + (2 + 2a + 1a^2)d1^187d2^50 + (0 + 4a + 0a^2)d1^188d2^50 + (3 + 3a + 3a^2)d1^189d2^50 + (2 + 2a + 4a^2)d1^190d2^50 + (2 + 1a + 2a^2)d1^191d2^50 + (3 + 0a + 2a^2)d1^192d2^50 + (0 + 4a + 0a^2)d1^193d2^50 + (4 + 4a + 1a^2)d1^194d2^50 + (2 + 1a + 2a^2)d1^195d2^50 + (3 + 1a + 1a^2)d1^196d2^50 + (2 + 1a + 0a^2)d1^197d2^50 + (1 + 0a + 2a^2)d1^198d2^50 + (0 + 1a + 1a^2)d1^199d2^50 + (4 + 2a + 1a^2)d1^200d2^50 + (4 + 3a + 3a^2)d1^201d2^50 + (0 + 2a + 3a^2)d1^202d2^50 + (0 + 2a + 1a^2)d1^203d2^50 + (0 + 4a + 2a^2)d1^204d2^50 + (2 + 2a + 0a^2)d1^205d2^50 + (2 + 3a + 4a^2)d1^206d2^50 + (4 + 1a + 0a^2)d1^207d2^50 + (1 + 3a + 0a^2)d1^208d2^50 + (4 + 4a + 2a^2)d1^209d2^50 + (1 + 3a + 0a^2)d1^210d2^50 + (1 + 1a + 1a^2)d1^211d2^50 + (3 + 2a + 3a^2)d1^212d2^50 + (0 + 2a + 4a^2)d1^213d2^50 + (3 + 3a + 3a^2)d1^214d2^50 + (0 + 1a + 1a^2)d1^215d2^50 + (2 + 0a + 0a^2)d1^216d2^50 + (0 + 1a + 1a^2)d1^217d2^50 + (1 + 1a + 4a^2)d1^218d2^50 + (1 + 2a + 0a^2)d1^219d2^50 + (1 + 4a + 4a^2)d1^220d2^50 + (0 + 0a + 2a^2)d1^221d2^50 + (1 + 4a + 1a^2)d1^222d2^50 + (3 + 0a + 2a^2)d1^223d2^50 + (3 + 3a + 0a^2)d1^224d2^50 + (0 + 1a + 0a^2)d1^225d2^50 + (1 + 3a + 2a^2)d1^226d2^50 + (0 + 0a + 4a^2)d1^227d2^50 + (4 + 3a + 2a^2)d1^228d2^50 + (1 + 1a + 2a^2)d1^229d2^50 + (3 + 3a + 2a^2)d1^230d2^50 + (0 + 1a + 3a^2)d1^231d2^50 + (4 + 2a + 3a^2)d1^232d2^50 + (1 + 1a + 0a^2)d1^233d2^50 + (4 + 4a + 3a^2)d1^234d2^50 + (3 + 2a + 0a^2)d1^235d2^50 + (4 + 1a + 0a^2)d1^236d2^50 + (1 + 0a + 2a^2)d1^237d2^50 + (0 + 3a + 2a^2)d1^238d2^50 + (2 + 2a + 2a^2)d1^239d2^50 + (4 + 4a + 4a^2)d1^240d2^50 + (4 + 0a + 3a^2)d1^241d2^50 + (3 + 4a + 2a^2)d1^242d2^50 + (2 + 3a + 4a^2)d1^243d2^50 + (1 + 2a + 2a^2)d1^244d2^50 + (1 + 0a + 4a^2)d1^245d2^50 + (2 + 3a + 4a^2)d1^246d2^50 + (0 + 4a + 1a^2)d1^247d2^50 + (4 + 2a + 2a^2)d1^248d2^50 + (0 + 2a + 3a^2)d1^249d2^50 + (2 + 1a + 2a^2)d1^250d2^50 + (1 + 0a + 0a^2)d1^251d2^50 + (2 + 1a + 4a^2)d1^252d2^50 + (4 + 4a + 1a^2)d1^253d2^50 + (2 + 4a + 4a^2)d1^254d2^50 + (0 + 3a + 4a^2)d1^255d2^50 + (2 + 2a + 4a^2)d1^256d2^50 + (1 + 2a + 0a^2)d1^257d2^50 + (4 + 2a + 2a^2)d1^258d2^50 + (2 + 3a + 4a^2)d1^259d2^50 + (0 + 4a + 1a^2)d1^260d2^50 + (3 + 4a + 0a^2)d1^261d2^50 + (4 + 2a + 4a^2)d1^262d2^50 + (3 + 3a + 3a^2)d1^263d2^50 + (0 + 1a + 4a^2)d1^264d2^50 + (2 + 2a + 1a^2)d1^265d2^50 + (4 + 2a + 1a^2)d1^266d2^50 + (3 + 1a + 2a^2)d1^267d2^50 + (0 + 2a + 1a^2)d1^268d2^50 + (3 + 3a + 3a^2)d1^269d2^50 + (0 + 3a + 3a^2)d1^270d2^50 + (1 + 4a + 4a^2)d1^271d2^50 + (3 + 4a + 1a^2)d1^272d2^50 + (3 + 1a + 1a^2)d1^273d2^50 + (1 + 1a + 3a^2)d1^274d2^50 + (1 + 3a + 4a^2)d1^275d2^50 + (1 + 4a + 1a^2)d1^276d2^50 + (0 + 4a + 4a^2)d1^277d2^50 + (3 + 2a + 3a^2)d1^278d2^50 + (4 + 0a + 2a^2)d1^279d2^50 + (4 + 0a + 4a^2)d1^280d2^50 + (0 + 1a + 1a^2)d1^281d2^50 + (3 + 2a + 3a^2)d1^282d2^50 + (1 + 1a + 2a^2)d1^283d2^50 + (0 + 2a + 0a^2)d1^284d2^50 + (0 + 3a + 1a^2)d1^285d2^50 + (2 + 3a + 3a^2)d1^286d2^50 + (1 + 1a + 4a^2)d1^287d2^50 + (0 + 1a + 2a^2)d1^288d2^50 + (2 + 2a + 1a^2)d1^289d2^50 + (1 + 0a + 1a^2)d1^290d2^50 + (0 + 4a + 2a^2)d1^291d2^50 + (2 + 4a + 3a^2)d1^292d2^50 + (2 + 4a + 0a^2)d1^293d2^50 + (4 + 2a + 1a^2)d2^51 + (1 + 0a + 0a^2)d1^1d2^51 + (3 + 2a + 4a^2)d1^2d2^51 + (0 + 2a + 2a^2)d1^3d2^51 + (4 + 2a + 3a^2)d1^4d2^51 + (1 + 4a + 3a^2)d1^5d2^51 + (1 + 4a + 3a^2)d1^6d2^51 + (3 + 3a + 1a^2)d1^7d2^51 + (2 + 0a + 1a^2)d1^8d2^51 + (2 + 0a + 2a^2)d1^9d2^51 + (1 + 0a + 4a^2)d1^10d2^51 + (4 + 3a + 4a^2)d1^11d2^51 + (2 + 4a + 4a^2)d1^12d2^51 + (4 + 3a + 0a^2)d1^13d2^51 + (0 + 1a + 1a^2)d1^14d2^51 + (0 + 2a + 1a^2)d1^15d2^51 + (0 + 0a + 3a^2)d1^16d2^51 + (2 + 1a + 3a^2)d1^17d2^51 + (4 + 1a + 1a^2)d1^18d2^51 + (3 + 3a + 2a^2)d1^19d2^51 + (4 + 3a + 2a^2)d1^20d2^51 + (4 + 1a + 1a^2)d1^21d2^51 + (2 + 3a + 4a^2)d1^22d2^51 + (4 + 1a + 0a^2)d1^23d2^51 + (3 + 0a + 3a^2)d1^24d2^51 + (0 + 4a + 4a^2)d1^25d2^51 + (4 + 4a + 0a^2)d1^26d2^51 + (3 + 4a + 1a^2)d1^27d2^51 + (0 + 1a + 3a^2)d1^28d2^51 + (2 + 0a + 1a^2)d1^29d2^51 + (4 + 1a + 4a^2)d1^30d2^51 + (0 + 3a + 1a^2)d1^31d2^51 + (2 + 1a + 3a^2)d1^32d2^51 + (1 + 3a + 1a^2)d1^33d2^51 + (1 + 1a + 3a^2)d1^34d2^51 + (2 + 0a + 2a^2)d1^35d2^51 + (1 + 4a + 3a^2)d1^36d2^51 + (3 + 0a + 2a^2)d1^37d2^51 + (0 + 4a + 0a^2)d1^38d2^51 + (1 + 4a + 0a^2)d1^39d2^51 + (4 + 4a + 3a^2)d1^40d2^51 + (2 + 0a + 2a^2)d1^41d2^51 + (3 + 4a + 3a^2)d1^42d2^51 + (2 + 3a + 3a^2)d1^43d2^51 + (4 + 3a + 3a^2)d1^44d2^51 + (4 + 2a + 3a^2)d1^45d2^51 + (1 + 3a + 0a^2)d1^46d2^51 + (2 + 4a + 0a^2)d1^47d2^51 + (2 + 1a + 4a^2)d1^48d2^51 + (2 + 4a + 0a^2)d1^49d2^51 + (4 + 3a + 3a^2)d1^50d2^51 + (4 + 0a + 4a^2)d1^51d2^51 + (1 + 2a + 3a^2)d1^52d2^51 + (4 + 4a + 0a^2)d1^53d2^51 + (0 + 1a + 2a^2)d1^54d2^51 + (2 + 1a + 2a^2)d1^55d2^51 + (3 + 1a + 3a^2)d1^56d2^51 + (4 + 2a + 4a^2)d1^57d2^51 + (4 + 0a + 1a^2)d1^58d2^51 + (4 + 3a + 4a^2)d1^59d2^51 + (4 + 4a + 3a^2)d1^60d2^51 + (4 + 1a + 0a^2)d1^61d2^51 + (3 + 3a + 3a^2)d1^62d2^51 + (1 + 1a + 0a^2)d1^63d2^51 + (4 + 0a + 1a^2)d1^64d2^51 + (3 + 3a + 3a^2)d1^65d2^51 + (3 + 2a + 2a^2)d1^66d2^51 + (2 + 3a + 3a^2)d1^67d2^51 + (2 + 1a + 4a^2)d1^68d2^51 + (2 + 2a + 1a^2)d1^69d2^51 + (4 + 4a + 4a^2)d1^70d2^51 + (2 + 3a + 2a^2)d1^71d2^51 + (0 + 1a + 2a^2)d1^72d2^51 + (4 + 0a + 2a^2)d1^73d2^51 + (0 + 0a + 3a^2)d1^74d2^51 + (4 + 0a + 3a^2)d1^75d2^51 + (4 + 4a + 4a^2)d1^76d2^51 + (3 + 2a + 1a^2)d1^77d2^51 + (2 + 2a + 4a^2)d1^78d2^51 + (1 + 0a + 2a^2)d1^79d2^51 + (1 + 1a + 1a^2)d1^80d2^51 + (3 + 1a + 1a^2)d1^81d2^51 + (1 + 2a + 0a^2)d1^82d2^51 + (3 + 4a + 2a^2)d1^83d2^51 + (2 + 4a + 0a^2)d1^84d2^51 + (0 + 1a + 1a^2)d1^85d2^51 + (3 + 1a + 2a^2)d1^86d2^51 + (0 + 1a + 2a^2)d1^87d2^51 + (1 + 2a + 0a^2)d1^88d2^51 + (4 + 3a + 0a^2)d1^89d2^51 + (0 + 3a + 2a^2)d1^90d2^51 + (2 + 2a + 1a^2)d1^91d2^51 + (3 + 2a + 0a^2)d1^92d2^51 + (0 + 3a + 0a^2)d1^93d2^51 + (1 + 1a + 3a^2)d1^94d2^51 + (0 + 3a + 2a^2)d1^95d2^51 + (1 + 4a + 3a^2)d1^96d2^51 + (2 + 4a + 2a^2)d1^97d2^51 + (1 + 2a + 3a^2)d1^98d2^51 + (3 + 3a + 4a^2)d1^99d2^51 + (1 + 0a + 2a^2)d1^100d2^51 + (3 + 0a + 0a^2)d1^101d2^51 + (2 + 0a + 0a^2)d1^102d2^51 + (2 + 4a + 4a^2)d1^103d2^51 + (3 + 0a + 0a^2)d1^104d2^51 + (2 + 0a + 1a^2)d1^105d2^51 + (3 + 3a + 1a^2)d1^106d2^51 + (2 + 4a + 0a^2)d1^107d2^51 + (0 + 4a + 1a^2)d1^108d2^51 + (4 + 0a + 0a^2)d1^109d2^51 + (4 + 4a + 4a^2)d1^110d2^51 + (0 + 1a + 4a^2)d1^111d2^51 + (4 + 2a + 1a^2)d1^112d2^51 + (4 + 4a + 2a^2)d1^113d2^51 + (3 + 4a + 2a^2)d1^114d2^51 + (4 + 1a + 0a^2)d1^115d2^51 + (1 + 4a + 3a^2)d1^116d2^51 + (4 + 2a + 4a^2)d1^117d2^51 + (4 + 4a + 1a^2)d1^118d2^51 + (0 + 1a + 4a^2)d1^119d2^51 + (4 + 0a + 0a^2)d1^120d2^51 + (3 + 4a + 0a^2)d1^121d2^51 + (4 + 3a + 1a^2)d1^122d2^51 + (4 + 0a + 4a^2)d1^123d2^51 + (2 + 4a + 4a^2)d1^124d2^51 + (4 + 3a + 4a^2)d1^125d2^51 + (2 + 1a + 1a^2)d1^126d2^51 + (0 + 0a + 2a^2)d1^127d2^51 + (4 + 0a + 4a^2)d1^128d2^51 + (3 + 2a + 2a^2)d1^129d2^51 + (3 + 1a + 1a^2)d1^130d2^51 + (4 + 2a + 2a^2)d1^131d2^51 + (0 + 2a + 1a^2)d1^132d2^51 + (4 + 4a + 4a^2)d1^133d2^51 + (1 + 3a + 3a^2)d1^134d2^51 + (4 + 0a + 0a^2)d1^135d2^51 + (1 + 4a + 3a^2)d1^136d2^51 + (4 + 0a + 2a^2)d1^137d2^51 + (1 + 2a + 3a^2)d1^138d2^51 + (3 + 1a + 1a^2)d1^139d2^51 + (1 + 1a + 0a^2)d1^140d2^51 + (0 + 0a + 1a^2)d1^141d2^51 + (3 + 2a + 2a^2)d1^142d2^51 + (4 + 4a + 4a^2)d1^143d2^51 + (4 + 1a + 4a^2)d1^144d2^51 + (1 + 4a + 0a^2)d1^145d2^51 + (0 + 2a + 0a^2)d1^146d2^51 + (2 + 3a + 4a^2)d1^147d2^51 + (3 + 0a + 4a^2)d1^148d2^51 + (2 + 1a + 1a^2)d1^149d2^51 + (1 + 4a + 2a^2)d1^150d2^51 + (3 + 0a + 2a^2)d1^151d2^51 + (0 + 1a + 0a^2)d1^152d2^51 + (2 + 1a + 2a^2)d1^153d2^51 + (3 + 4a + 3a^2)d1^154d2^51 + (1 + 4a + 2a^2)d1^155d2^51 + (3 + 1a + 0a^2)d1^156d2^51 + (4 + 3a + 3a^2)d1^157d2^51 + (0 + 3a + 2a^2)d1^158d2^51 + (3 + 3a + 2a^2)d1^159d2^51 + (0 + 3a + 3a^2)d1^160d2^51 + (1 + 2a + 1a^2)d1^161d2^51 + (3 + 0a + 3a^2)d1^162d2^51 + (0 + 2a + 0a^2)d1^163d2^51 + (4 + 3a + 3a^2)d1^164d2^51 + (4 + 3a + 4a^2)d1^165d2^51 + (4 + 0a + 4a^2)d1^166d2^51 + (4 + 3a + 0a^2)d1^167d2^51 + (1 + 3a + 2a^2)d1^168d2^51 + (4 + 4a + 4a^2)d1^169d2^51 + (2 + 1a + 0a^2)d1^170d2^51 + (3 + 2a + 1a^2)d1^171d2^51 + (3 + 1a + 2a^2)d1^172d2^51 + (3 + 1a + 4a^2)d1^173d2^51 + (4 + 2a + 3a^2)d1^174d2^51 + (3 + 0a + 0a^2)d1^175d2^51 + (3 + 0a + 2a^2)d1^176d2^51 + (4 + 3a + 4a^2)d1^177d2^51 + (4 + 4a + 2a^2)d1^178d2^51 + (0 + 0a + 1a^2)d1^179d2^51 + (1 + 3a + 1a^2)d1^180d2^51 + (1 + 3a + 3a^2)d1^181d2^51 + (3 + 1a + 1a^2)d1^182d2^51 + (1 + 1a + 2a^2)d1^183d2^51 + (3 + 4a + 1a^2)d1^184d2^51 + (2 + 0a + 2a^2)d1^185d2^51 + (4 + 0a + 1a^2)d1^186d2^51 + (1 + 0a + 2a^2)d1^187d2^51 + (4 + 0a + 2a^2)d1^188d2^51 + (4 + 2a + 1a^2)d1^189d2^51 + (1 + 1a + 1a^2)d1^190d2^51 + (2 + 0a + 4a^2)d1^191d2^51 + (3 + 4a + 3a^2)d1^192d2^51 + (1 + 3a + 2a^2)d1^193d2^51 + (0 + 0a + 1a^2)d1^194d2^51 + (2 + 0a + 2a^2)d1^195d2^51 + (4 + 3a + 4a^2)d1^196d2^51 + (3 + 4a + 0a^2)d1^197d2^51 + (2 + 3a + 2a^2)d1^198d2^51 + (3 + 3a + 3a^2)d1^199d2^51 + (1 + 4a + 4a^2)d1^200d2^51 + (1 + 3a + 3a^2)d1^201d2^51 + (1 + 0a + 4a^2)d1^202d2^51 + (2 + 0a + 3a^2)d1^203d2^51 + (2 + 1a + 0a^2)d1^204d2^51 + (1 + 2a + 4a^2)d1^205d2^51 + (0 + 2a + 3a^2)d1^206d2^51 + (3 + 3a + 2a^2)d1^207d2^51 + (1 + 3a + 1a^2)d1^208d2^51 + (0 + 4a + 2a^2)d1^209d2^51 + (4 + 2a + 2a^2)d1^210d2^51 + (1 + 4a + 4a^2)d1^211d2^51 + (0 + 2a + 3a^2)d1^212d2^51 + (0 + 1a + 1a^2)d1^213d2^51 + (2 + 4a + 2a^2)d1^214d2^51 + (1 + 4a + 0a^2)d1^215d2^51 + (4 + 4a + 4a^2)d1^216d2^51 + (2 + 0a + 2a^2)d1^217d2^51 + (2 + 2a + 2a^2)d1^218d2^51 + (4 + 4a + 0a^2)d1^219d2^51 + (0 + 4a + 0a^2)d1^220d2^51 + (0 + 3a + 4a^2)d1^221d2^51 + (3 + 0a + 1a^2)d1^222d2^51 + (1 + 1a + 1a^2)d1^223d2^51 + (1 + 1a + 0a^2)d1^224d2^51 + (4 + 2a + 1a^2)d1^225d2^51 + (4 + 3a + 0a^2)d1^226d2^51 + (2 + 0a + 1a^2)d1^227d2^51 + (1 + 0a + 3a^2)d1^228d2^51 + (4 + 1a + 4a^2)d1^229d2^51 + (4 + 3a + 1a^2)d1^230d2^51 + (0 + 1a + 1a^2)d1^231d2^51 + (1 + 1a + 0a^2)d1^232d2^51 + (4 + 4a + 0a^2)d1^233d2^51 + (0 + 0a + 1a^2)d1^234d2^51 + (0 + 2a + 3a^2)d1^235d2^51 + (4 + 0a + 0a^2)d1^236d2^51 + (1 + 0a + 4a^2)d1^237d2^51 + (1 + 4a + 4a^2)d1^238d2^51 + (2 + 2a + 4a^2)d1^239d2^51 + (0 + 1a + 4a^2)d1^240d2^51 + (2 + 3a + 0a^2)d1^241d2^51 + (0 + 4a + 4a^2)d1^242d2^51 + (3 + 0a + 4a^2)d1^243d2^51 + (4 + 4a + 2a^2)d1^244d2^51 + (3 + 3a + 4a^2)d1^245d2^51 + (1 + 1a + 2a^2)d1^246d2^51 + (4 + 4a + 2a^2)d1^247d2^51 + (1 + 1a + 2a^2)d1^248d2^51 + (1 + 4a + 2a^2)d1^249d2^51 + (1 + 3a + 1a^2)d1^250d2^51 + (0 + 2a + 1a^2)d1^251d2^51 + (1 + 2a + 2a^2)d1^252d2^51 + (1 + 2a + 0a^2)d1^253d2^51 + (0 + 4a + 1a^2)d1^254d2^51 + (0 + 3a + 4a^2)d1^255d2^51 + (0 + 4a + 2a^2)d1^256d2^51 + (0 + 4a + 3a^2)d1^257d2^51 + (2 + 0a + 3a^2)d1^258d2^51 + (4 + 2a + 4a^2)d1^259d2^51 + (3 + 1a + 4a^2)d1^260d2^51 + (2 + 4a + 0a^2)d1^261d2^51 + (3 + 4a + 4a^2)d1^262d2^51 + (4 + 3a + 1a^2)d1^263d2^51 + (4 + 0a + 0a^2)d1^264d2^51 + (0 + 1a + 3a^2)d1^265d2^51 + (1 + 4a + 1a^2)d1^266d2^51 + (0 + 4a + 4a^2)d1^267d2^51 + (3 + 2a + 4a^2)d1^268d2^51 + (4 + 3a + 2a^2)d1^269d2^51 + (3 + 2a + 2a^2)d1^270d2^51 + (3 + 0a + 1a^2)d1^271d2^51 + (2 + 2a + 1a^2)d1^272d2^51 + (3 + 4a + 2a^2)d1^273d2^51 + (2 + 0a + 4a^2)d1^274d2^51 + (4 + 4a + 4a^2)d1^275d2^51 + (3 + 4a + 0a^2)d1^276d2^51 + (1 + 0a + 2a^2)d1^277d2^51 + (2 + 2a + 2a^2)d1^278d2^51 + (2 + 3a + 3a^2)d1^279d2^51 + (3 + 3a + 2a^2)d1^280d2^51 + (0 + 0a + 1a^2)d1^281d2^51 + (1 + 4a + 1a^2)d1^282d2^51 + (3 + 2a + 2a^2)d1^283d2^51 + (1 + 3a + 2a^2)d1^284d2^51 + (2 + 4a + 2a^2)d1^286d2^51 + (3 + 4a + 2a^2)d1^287d2^51 + (4 + 1a + 3a^2)d1^288d2^51 + (0 + 3a + 1a^2)d1^289d2^51 + (2 + 2a + 4a^2)d1^290d2^51 + (3 + 2a + 2a^2)d1^291d2^51 + (3 + 1a + 2a^2)d1^292d2^51 + (0 + 1a + 3a^2)d1^293d2^51 + (4 + 1a + 1a^2)d2^52 + (0 + 4a + 2a^2)d1^1d2^52 + (0 + 4a + 2a^2)d1^2d2^52 + (0 + 0a + 3a^2)d1^3d2^52 + (3 + 0a + 1a^2)d1^4d2^52 + (2 + 3a + 0a^2)d1^5d2^52 + (3 + 0a + 3a^2)d1^6d2^52 + (1 + 2a + 2a^2)d1^7d2^52 + (2 + 0a + 4a^2)d1^8d2^52 + (1 + 2a + 4a^2)d1^9d2^52 + (2 + 1a + 3a^2)d1^10d2^52 + (1 + 1a + 1a^2)d1^11d2^52 + (0 + 3a + 0a^2)d1^12d2^52 + (1 + 1a + 3a^2)d1^13d2^52 + (3 + 2a + 3a^2)d1^14d2^52 + (3 + 3a + 3a^2)d1^15d2^52 + (4 + 1a + 1a^2)d1^16d2^52 + (4 + 1a + 1a^2)d1^17d2^52 + (1 + 2a + 0a^2)d1^18d2^52 + (3 + 3a + 1a^2)d1^19d2^52 + (4 + 2a + 4a^2)d1^20d2^52 + (1 + 3a + 2a^2)d1^21d2^52 + (2 + 3a + 2a^2)d1^22d2^52 + (4 + 1a + 3a^2)d1^23d2^52 + (2 + 1a + 1a^2)d1^24d2^52 + (4 + 1a + 3a^2)d1^25d2^52 + (2 + 1a + 2a^2)d1^26d2^52 + (4 + 2a + 2a^2)d1^27d2^52 + (3 + 2a + 4a^2)d1^28d2^52 + (2 + 3a + 3a^2)d1^29d2^52 + (2 + 2a + 2a^2)d1^30d2^52 + (3 + 3a + 3a^2)d1^31d2^52 + (1 + 1a + 0a^2)d1^32d2^52 + (1 + 3a + 3a^2)d1^33d2^52 + (0 + 4a + 1a^2)d1^34d2^52 + (0 + 2a + 3a^2)d1^35d2^52 + (0 + 1a + 3a^2)d1^36d2^52 + (4 + 0a + 0a^2)d1^37d2^52 + (3 + 2a + 4a^2)d1^38d2^52 + (3 + 0a + 2a^2)d1^39d2^52 + (1 + 4a + 2a^2)d1^40d2^52 + (1 + 1a + 1a^2)d1^41d2^52 + (4 + 0a + 0a^2)d1^42d2^52 + (1 + 1a + 2a^2)d1^43d2^52 + (1 + 3a + 4a^2)d1^44d2^52 + (4 + 4a + 1a^2)d1^45d2^52 + (2 + 2a + 2a^2)d1^46d2^52 + (1 + 3a + 0a^2)d1^47d2^52 + (1 + 1a + 0a^2)d1^48d2^52 + (0 + 1a + 2a^2)d1^49d2^52 + (0 + 4a + 0a^2)d1^50d2^52 + (4 + 2a + 3a^2)d1^51d2^52 + (0 + 0a + 4a^2)d1^52d2^52 + (0 + 3a + 1a^2)d1^53d2^52 + (2 + 3a + 2a^2)d1^54d2^52 + (3 + 4a + 3a^2)d1^55d2^52 + (3 + 2a + 4a^2)d1^56d2^52 + (0 + 3a + 4a^2)d1^57d2^52 + (4 + 1a + 0a^2)d1^58d2^52 + (4 + 4a + 4a^2)d1^59d2^52 + (0 + 3a + 4a^2)d1^60d2^52 + (0 + 1a + 2a^2)d1^61d2^52 + (3 + 1a + 1a^2)d1^62d2^52 + (2 + 0a + 1a^2)d1^63d2^52 + (1 + 2a + 0a^2)d1^64d2^52 + (3 + 3a + 0a^2)d1^65d2^52 + (0 + 1a + 1a^2)d1^66d2^52 + (4 + 4a + 0a^2)d1^67d2^52 + (4 + 2a + 4a^2)d1^68d2^52 + (0 + 1a + 2a^2)d1^69d2^52 + (2 + 3a + 0a^2)d1^70d2^52 + (3 + 2a + 0a^2)d1^71d2^52 + (3 + 1a + 2a^2)d1^72d2^52 + (4 + 2a + 1a^2)d1^73d2^52 + (0 + 2a + 3a^2)d1^74d2^52 + (4 + 0a + 4a^2)d1^75d2^52 + (3 + 0a + 1a^2)d1^76d2^52 + (3 + 2a + 3a^2)d1^77d2^52 + (0 + 0a + 2a^2)d1^78d2^52 + (3 + 0a + 0a^2)d1^79d2^52 + (2 + 3a + 2a^2)d1^80d2^52 + (3 + 3a + 0a^2)d1^81d2^52 + (3 + 1a + 4a^2)d1^82d2^52 + (1 + 1a + 2a^2)d1^83d2^52 + (4 + 0a + 2a^2)d1^84d2^52 + (4 + 1a + 2a^2)d1^85d2^52 + (0 + 4a + 3a^2)d1^86d2^52 + (4 + 0a + 1a^2)d1^87d2^52 + (1 + 3a + 4a^2)d1^88d2^52 + (4 + 3a + 2a^2)d1^89d2^52 + (4 + 2a + 2a^2)d1^90d2^52 + (2 + 4a + 2a^2)d1^91d2^52 + (2 + 1a + 1a^2)d1^92d2^52 + (3 + 1a + 2a^2)d1^93d2^52 + (1 + 0a + 2a^2)d1^94d2^52 + (1 + 1a + 4a^2)d1^95d2^52 + (0 + 0a + 4a^2)d1^96d2^52 + (0 + 3a + 0a^2)d1^97d2^52 + (4 + 1a + 3a^2)d1^98d2^52 + (4 + 1a + 2a^2)d1^99d2^52 + (2 + 1a + 4a^2)d1^100d2^52 + (3 + 2a + 2a^2)d1^101d2^52 + (4 + 0a + 1a^2)d1^102d2^52 + (0 + 4a + 4a^2)d1^103d2^52 + (2 + 0a + 3a^2)d1^104d2^52 + (0 + 1a + 3a^2)d1^105d2^52 + (2 + 3a + 1a^2)d1^106d2^52 + (2 + 4a + 0a^2)d1^107d2^52 + (1 + 1a + 4a^2)d1^108d2^52 + (2 + 4a + 0a^2)d1^109d2^52 + (4 + 2a + 2a^2)d1^110d2^52 + (1 + 3a + 4a^2)d1^111d2^52 + (2 + 4a + 4a^2)d1^112d2^52 + (2 + 2a + 2a^2)d1^113d2^52 + (4 + 1a + 0a^2)d1^114d2^52 + (4 + 1a + 3a^2)d1^115d2^52 + (4 + 1a + 2a^2)d1^116d2^52 + (4 + 0a + 1a^2)d1^117d2^52 + (1 + 3a + 0a^2)d1^118d2^52 + (2 + 2a + 0a^2)d1^119d2^52 + (0 + 1a + 0a^2)d1^120d2^52 + (3 + 2a + 0a^2)d1^121d2^52 + (3 + 2a + 4a^2)d1^122d2^52 + (0 + 2a + 1a^2)d1^123d2^52 + (2 + 2a + 3a^2)d1^124d2^52 + (0 + 3a + 1a^2)d1^125d2^52 + (4 + 2a + 2a^2)d1^126d2^52 + (4 + 3a + 1a^2)d1^127d2^52 + (1 + 2a + 4a^2)d1^128d2^52 + (2 + 2a + 4a^2)d1^129d2^52 + (2 + 3a + 4a^2)d1^130d2^52 + (1 + 0a + 1a^2)d1^131d2^52 + (0 + 4a + 4a^2)d1^132d2^52 + (0 + 1a + 4a^2)d1^133d2^52 + (2 + 0a + 0a^2)d1^134d2^52 + (4 + 2a + 0a^2)d1^135d2^52 + (1 + 3a + 4a^2)d1^136d2^52 + (0 + 3a + 4a^2)d1^137d2^52 + (3 + 4a + 2a^2)d1^138d2^52 + (2 + 0a + 2a^2)d1^139d2^52 + (4 + 3a + 1a^2)d1^140d2^52 + (0 + 2a + 4a^2)d1^141d2^52 + (1 + 4a + 1a^2)d1^142d2^52 + (1 + 3a + 3a^2)d1^143d2^52 + (4 + 2a + 0a^2)d1^144d2^52 + (3 + 4a + 2a^2)d1^145d2^52 + (1 + 0a + 4a^2)d1^146d2^52 + (3 + 3a + 3a^2)d1^147d2^52 + (4 + 2a + 0a^2)d1^148d2^52 + (3 + 4a + 2a^2)d1^149d2^52 + (3 + 2a + 1a^2)d1^150d2^52 + (2 + 0a + 3a^2)d1^151d2^52 + (3 + 2a + 3a^2)d1^152d2^52 + (2 + 4a + 2a^2)d1^153d2^52 + (1 + 1a + 0a^2)d1^154d2^52 + (3 + 3a + 1a^2)d1^155d2^52 + (2 + 2a + 0a^2)d1^156d2^52 + (1 + 0a + 0a^2)d1^157d2^52 + (0 + 1a + 4a^2)d1^158d2^52 + (0 + 3a + 1a^2)d1^159d2^52 + (2 + 3a + 1a^2)d1^160d2^52 + (0 + 3a + 3a^2)d1^161d2^52 + (3 + 4a + 2a^2)d1^162d2^52 + (1 + 0a + 1a^2)d1^163d2^52 + (3 + 3a + 0a^2)d1^164d2^52 + (0 + 1a + 1a^2)d1^165d2^52 + (1 + 0a + 1a^2)d1^166d2^52 + (1 + 2a + 0a^2)d1^167d2^52 + (3 + 0a + 1a^2)d1^168d2^52 + (3 + 3a + 4a^2)d1^169d2^52 + (0 + 0a + 3a^2)d1^170d2^52 + (2 + 0a + 3a^2)d1^171d2^52 + (3 + 4a + 1a^2)d1^172d2^52 + (2 + 1a + 4a^2)d1^173d2^52 + (3 + 4a + 4a^2)d1^174d2^52 + (1 + 2a + 3a^2)d1^175d2^52 + (0 + 4a + 1a^2)d1^176d2^52 + (0 + 3a + 3a^2)d1^177d2^52 + (3 + 4a + 4a^2)d1^178d2^52 + (2 + 3a + 2a^2)d1^179d2^52 + (3 + 2a + 4a^2)d1^180d2^52 + (2 + 1a + 2a^2)d1^181d2^52 + (4 + 2a + 4a^2)d1^182d2^52 + (3 + 4a + 2a^2)d1^183d2^52 + (1 + 2a + 1a^2)d1^184d2^52 + (0 + 2a + 1a^2)d1^185d2^52 + (2 + 1a + 2a^2)d1^186d2^52 + (2 + 0a + 0a^2)d1^187d2^52 + (0 + 2a + 1a^2)d1^189d2^52 + (3 + 4a + 2a^2)d1^190d2^52 + (2 + 0a + 2a^2)d1^191d2^52 + (3 + 2a + 3a^2)d1^192d2^52 + (2 + 0a + 1a^2)d1^193d2^52 + (3 + 3a + 3a^2)d1^194d2^52 + (2 + 1a + 0a^2)d1^195d2^52 + (1 + 2a + 0a^2)d1^196d2^52 + (2 + 0a + 2a^2)d1^197d2^52 + (4 + 1a + 1a^2)d1^198d2^52 + (2 + 1a + 3a^2)d1^199d2^52 + (1 + 4a + 4a^2)d1^200d2^52 + (0 + 3a + 2a^2)d1^201d2^52 + (3 + 1a + 1a^2)d1^202d2^52 + (3 + 3a + 3a^2)d1^203d2^52 + (1 + 0a + 1a^2)d1^204d2^52 + (4 + 3a + 4a^2)d1^205d2^52 + (1 + 0a + 4a^2)d1^206d2^52 + (0 + 4a + 3a^2)d1^207d2^52 + (4 + 1a + 1a^2)d1^208d2^52 + (2 + 2a + 2a^2)d1^209d2^52 + (4 + 4a + 1a^2)d1^210d2^52 + (0 + 1a + 3a^2)d1^211d2^52 + (1 + 2a + 3a^2)d1^212d2^52 + (2 + 1a + 1a^2)d1^213d2^52 + (0 + 2a + 0a^2)d1^214d2^52 + (0 + 0a + 3a^2)d1^215d2^52 + (0 + 2a + 3a^2)d1^216d2^52 + (0 + 3a + 0a^2)d1^217d2^52 + (1 + 3a + 1a^2)d1^218d2^52 + (1 + 4a + 1a^2)d1^219d2^52 + (4 + 3a + 3a^2)d1^220d2^52 + (3 + 2a + 4a^2)d1^221d2^52 + (1 + 0a + 2a^2)d1^222d2^52 + (2 + 4a + 4a^2)d1^223d2^52 + (4 + 2a + 1a^2)d1^224d2^52 + (3 + 1a + 0a^2)d1^225d2^52 + (0 + 2a + 2a^2)d1^226d2^52 + (3 + 3a + 4a^2)d1^227d2^52 + (2 + 2a + 4a^2)d1^228d2^52 + (3 + 2a + 0a^2)d1^229d2^52 + (4 + 0a + 3a^2)d1^230d2^52 + (0 + 1a + 1a^2)d1^231d2^52 + (4 + 0a + 1a^2)d1^232d2^52 + (2 + 0a + 2a^2)d1^233d2^52 + (2 + 0a + 4a^2)d1^234d2^52 + (3 + 3a + 4a^2)d1^235d2^52 + (3 + 2a + 4a^2)d1^236d2^52 + (3 + 4a + 4a^2)d1^237d2^52 + (1 + 3a + 1a^2)d1^238d2^52 + (3 + 4a + 0a^2)d1^239d2^52 + (1 + 2a + 1a^2)d1^240d2^52 + (2 + 0a + 0a^2)d1^241d2^52 + (0 + 0a + 4a^2)d1^243d2^52 + (0 + 0a + 2a^2)d1^244d2^52 + (4 + 1a + 3a^2)d1^245d2^52 + (0 + 3a + 4a^2)d1^246d2^52 + (3 + 0a + 4a^2)d1^247d2^52 + (0 + 2a + 0a^2)d1^248d2^52 + (2 + 1a + 2a^2)d1^249d2^52 + (2 + 3a + 4a^2)d1^250d2^52 + (4 + 1a + 3a^2)d1^251d2^52 + (3 + 4a + 0a^2)d1^252d2^52 + (2 + 2a + 0a^2)d1^253d2^52 + (2 + 3a + 2a^2)d1^254d2^52 + (1 + 0a + 1a^2)d1^255d2^52 + (0 + 0a + 3a^2)d1^256d2^52 + (3 + 3a + 1a^2)d1^257d2^52 + (2 + 2a + 3a^2)d1^258d2^52 + (0 + 1a + 0a^2)d1^259d2^52 + (1 + 2a + 1a^2)d1^260d2^52 + (1 + 4a + 1a^2)d1^261d2^52 + (2 + 4a + 2a^2)d1^262d2^52 + (2 + 0a + 1a^2)d1^263d2^52 + (1 + 2a + 4a^2)d1^265d2^52 + (3 + 3a + 4a^2)d1^266d2^52 + (2 + 3a + 0a^2)d1^267d2^52 + (4 + 4a + 4a^2)d1^268d2^52 + (2 + 0a + 2a^2)d1^269d2^52 + (3 + 0a + 2a^2)d1^270d2^52 + (2 + 3a + 2a^2)d1^271d2^52 + (4 + 0a + 3a^2)d1^272d2^52 + (2 + 4a + 2a^2)d1^273d2^52 + (2 + 4a + 4a^2)d1^274d2^52 + (3 + 4a + 1a^2)d1^275d2^52 + (1 + 2a + 3a^2)d1^276d2^52 + (4 + 3a + 0a^2)d1^277d2^52 + (4 + 0a + 1a^2)d1^278d2^52 + (1 + 1a + 0a^2)d1^279d2^52 + (1 + 4a + 2a^2)d1^280d2^52 + (0 + 4a + 4a^2)d1^281d2^52 + (4 + 2a + 1a^2)d1^282d2^52 + (3 + 1a + 2a^2)d1^283d2^52 + (4 + 4a + 4a^2)d1^284d2^52 + (0 + 2a + 3a^2)d1^285d2^52 + (2 + 4a + 4a^2)d1^286d2^52 + (2 + 4a + 1a^2)d1^287d2^52 + (4 + 3a + 4a^2)d1^288d2^52 + (2 + 3a + 4a^2)d1^289d2^52 + (1 + 2a + 3a^2)d1^290d2^52 + (2 + 2a + 1a^2)d1^291d2^52 + (1 + 4a + 3a^2)d1^292d2^52 + (1 + 3a + 0a^2)d1^293d2^52 + (1 + 2a + 0a^2)d2^53 + (3 + 0a + 0a^2)d1^1d2^53 + (0 + 0a + 2a^2)d1^2d2^53 + (1 + 0a + 3a^2)d1^3d2^53 + (4 + 4a + 3a^2)d1^4d2^53 + (0 + 0a + 4a^2)d1^5d2^53 + (0 + 1a + 0a^2)d1^6d2^53 + (0 + 2a + 3a^2)d1^7d2^53 + (3 + 1a + 3a^2)d1^8d2^53 + (1 + 3a + 4a^2)d1^9d2^53 + (0 + 2a + 4a^2)d1^10d2^53 + (1 + 1a + 3a^2)d1^11d2^53 + (0 + 1a + 1a^2)d1^12d2^53 + (4 + 3a + 1a^2)d1^13d2^53 + (4 + 3a + 0a^2)d1^14d2^53 + (0 + 4a + 1a^2)d1^15d2^53 + (2 + 0a + 1a^2)d1^16d2^53 + (0 + 0a + 3a^2)d1^17d2^53 + (3 + 2a + 4a^2)d1^18d2^53 + (1 + 1a + 0a^2)d1^19d2^53 + (0 + 2a + 4a^2)d1^20d2^53 + (1 + 0a + 4a^2)d1^21d2^53 + (4 + 1a + 3a^2)d1^22d2^53 + (3 + 3a + 4a^2)d1^24d2^53 + (3 + 0a + 1a^2)d1^25d2^53 + (3 + 1a + 2a^2)d1^26d2^53 + (0 + 3a + 3a^2)d1^27d2^53 + (4 + 1a + 1a^2)d1^28d2^53 + (4 + 1a + 0a^2)d1^29d2^53 + (1 + 4a + 0a^2)d1^30d2^53 + (4 + 4a + 0a^2)d1^31d2^53 + (2 + 1a + 2a^2)d1^32d2^53 + (4 + 2a + 0a^2)d1^33d2^53 + (4 + 2a + 1a^2)d1^34d2^53 + (0 + 3a + 4a^2)d1^35d2^53 + (3 + 1a + 4a^2)d1^36d2^53 + (0 + 3a + 4a^2)d1^37d2^53 + (2 + 2a + 3a^2)d1^38d2^53 + (1 + 4a + 4a^2)d1^39d2^53 + (0 + 0a + 2a^2)d1^40d2^53 + (3 + 2a + 2a^2)d1^41d2^53 + (1 + 3a + 4a^2)d1^42d2^53 + (4 + 2a + 4a^2)d1^43d2^53 + (0 + 0a + 1a^2)d1^44d2^53 + (2 + 4a + 3a^2)d1^45d2^53 + (4 + 2a + 3a^2)d1^46d2^53 + (4 + 0a + 4a^2)d1^47d2^53 + (0 + 4a + 1a^2)d1^48d2^53 + (3 + 0a + 3a^2)d1^49d2^53 + (4 + 3a + 1a^2)d1^50d2^53 + (2 + 1a + 3a^2)d1^51d2^53 + (4 + 4a + 0a^2)d1^52d2^53 + (4 + 3a + 3a^2)d1^53d2^53 + (4 + 0a + 4a^2)d1^54d2^53 + (0 + 0a + 3a^2)d1^55d2^53 + (4 + 1a + 1a^2)d1^56d2^53 + (0 + 2a + 2a^2)d1^57d2^53 + (2 + 0a + 3a^2)d1^58d2^53 + (3 + 0a + 0a^2)d1^59d2^53 + (3 + 1a + 3a^2)d1^60d2^53 + (0 + 0a + 3a^2)d1^61d2^53 + (0 + 0a + 4a^2)d1^62d2^53 + (1 + 3a + 3a^2)d1^63d2^53 + (0 + 1a + 1a^2)d1^64d2^53 + (1 + 3a + 0a^2)d1^65d2^53 + (1 + 1a + 0a^2)d1^66d2^53 + (3 + 2a + 0a^2)d1^67d2^53 + (2 + 4a + 1a^2)d1^68d2^53 + (4 + 4a + 4a^2)d1^69d2^53 + (4 + 2a + 4a^2)d1^70d2^53 + (3 + 0a + 4a^2)d1^71d2^53 + (2 + 3a + 2a^2)d1^72d2^53 + (2 + 2a + 0a^2)d1^73d2^53 + (1 + 0a + 3a^2)d1^74d2^53 + (0 + 1a + 3a^2)d1^75d2^53 + (2 + 4a + 3a^2)d1^76d2^53 + (3 + 2a + 2a^2)d1^77d2^53 + (3 + 4a + 1a^2)d1^78d2^53 + (2 + 2a + 4a^2)d1^79d2^53 + (0 + 2a + 2a^2)d1^80d2^53 + (3 + 2a + 3a^2)d1^81d2^53 + (0 + 4a + 1a^2)d1^82d2^53 + (0 + 0a + 2a^2)d1^83d2^53 + (3 + 2a + 1a^2)d1^84d2^53 + (1 + 0a + 3a^2)d1^85d2^53 + (2 + 0a + 2a^2)d1^86d2^53 + (1 + 2a + 4a^2)d1^87d2^53 + (0 + 4a + 1a^2)d1^88d2^53 + (0 + 2a + 3a^2)d1^89d2^53 + (2 + 3a + 0a^2)d1^90d2^53 + (4 + 2a + 0a^2)d1^91d2^53 + (2 + 1a + 0a^2)d1^92d2^53 + (0 + 3a + 2a^2)d1^93d2^53 + (1 + 0a + 2a^2)d1^94d2^53 + (0 + 4a + 0a^2)d1^95d2^53 + (1 + 0a + 0a^2)d1^96d2^53 + (1 + 0a + 0a^2)d1^97d2^53 + (4 + 0a + 1a^2)d1^98d2^53 + (2 + 3a + 3a^2)d1^99d2^53 + (3 + 4a + 4a^2)d1^100d2^53 + (0 + 3a + 1a^2)d1^101d2^53 + (4 + 1a + 3a^2)d1^102d2^53 + (3 + 0a + 4a^2)d1^103d2^53 + (2 + 4a + 1a^2)d1^104d2^53 + (3 + 2a + 0a^2)d1^105d2^53 + (0 + 1a + 4a^2)d1^106d2^53 + (4 + 1a + 4a^2)d1^107d2^53 + (1 + 2a + 4a^2)d1^108d2^53 + (4 + 3a + 2a^2)d1^109d2^53 + (3 + 0a + 3a^2)d1^110d2^53 + (3 + 0a + 1a^2)d1^111d2^53 + (1 + 4a + 3a^2)d1^112d2^53 + (2 + 4a + 2a^2)d1^113d2^53 + (1 + 1a + 4a^2)d1^114d2^53 + (2 + 4a + 2a^2)d1^115d2^53 + (4 + 2a + 0a^2)d1^116d2^53 + (4 + 1a + 3a^2)d1^117d2^53 + (2 + 1a + 3a^2)d1^118d2^53 + (2 + 1a + 3a^2)d1^119d2^53 + (3 + 4a + 1a^2)d1^120d2^53 + (2 + 1a + 0a^2)d1^121d2^53 + (3 + 2a + 2a^2)d1^122d2^53 + (4 + 2a + 0a^2)d1^123d2^53 + (3 + 3a + 0a^2)d1^124d2^53 + (1 + 3a + 4a^2)d1^125d2^53 + (1 + 3a + 2a^2)d1^126d2^53 + (4 + 0a + 0a^2)d1^127d2^53 + (2 + 3a + 3a^2)d1^128d2^53 + (3 + 3a + 4a^2)d1^129d2^53 + (0 + 2a + 1a^2)d1^130d2^53 + (1 + 2a + 2a^2)d1^131d2^53 + (1 + 3a + 1a^2)d1^132d2^53 + (0 + 1a + 2a^2)d1^133d2^53 + (0 + 4a + 0a^2)d1^134d2^53 + (2 + 2a + 0a^2)d1^135d2^53 + (1 + 3a + 2a^2)d1^136d2^53 + (2 + 3a + 2a^2)d1^137d2^53 + (0 + 4a + 2a^2)d1^138d2^53 + (3 + 3a + 0a^2)d1^139d2^53 + (3 + 0a + 2a^2)d1^140d2^53 + (3 + 3a + 4a^2)d1^141d2^53 + (0 + 3a + 4a^2)d1^142d2^53 + (0 + 0a + 1a^2)d1^143d2^53 + (1 + 1a + 4a^2)d1^144d2^53 + (4 + 3a + 4a^2)d1^145d2^53 + (3 + 0a + 4a^2)d1^146d2^53 + (1 + 2a + 3a^2)d1^147d2^53 + (0 + 3a + 4a^2)d1^148d2^53 + (1 + 4a + 4a^2)d1^149d2^53 + (0 + 4a + 3a^2)d1^150d2^53 + (3 + 4a + 4a^2)d1^151d2^53 + (0 + 0a + 3a^2)d1^152d2^53 + (0 + 3a + 4a^2)d1^153d2^53 + (1 + 2a + 2a^2)d1^154d2^53 + (3 + 1a + 1a^2)d1^155d2^53 + (1 + 3a + 3a^2)d1^156d2^53 + (2 + 3a + 3a^2)d1^157d2^53 + (2 + 3a + 2a^2)d1^158d2^53 + (1 + 4a + 4a^2)d1^159d2^53 + (4 + 0a + 0a^2)d1^160d2^53 + (0 + 2a + 0a^2)d1^161d2^53 + (1 + 0a + 3a^2)d1^162d2^53 + (4 + 2a + 0a^2)d1^163d2^53 + (0 + 4a + 4a^2)d1^164d2^53 + (0 + 3a + 0a^2)d1^165d2^53 + (3 + 0a + 1a^2)d1^166d2^53 + (1 + 1a + 1a^2)d1^167d2^53 + (4 + 1a + 3a^2)d1^168d2^53 + (2 + 4a + 3a^2)d1^169d2^53 + (4 + 1a + 0a^2)d1^170d2^53 + (1 + 1a + 2a^2)d1^171d2^53 + (2 + 3a + 4a^2)d1^172d2^53 + (1 + 4a + 1a^2)d1^173d2^53 + (1 + 0a + 4a^2)d1^174d2^53 + (2 + 2a + 3a^2)d1^175d2^53 + (3 + 3a + 2a^2)d1^176d2^53 + (0 + 3a + 4a^2)d1^177d2^53 + (4 + 2a + 3a^2)d1^178d2^53 + (1 + 4a + 1a^2)d1^179d2^53 + (4 + 1a + 2a^2)d1^180d2^53 + (3 + 0a + 2a^2)d1^181d2^53 + (0 + 4a + 4a^2)d1^182d2^53 + (0 + 4a + 2a^2)d1^183d2^53 + (3 + 1a + 3a^2)d1^184d2^53 + (2 + 3a + 0a^2)d1^185d2^53 + (2 + 0a + 2a^2)d1^186d2^53 + (1 + 2a + 0a^2)d1^187d2^53 + (0 + 2a + 4a^2)d1^188d2^53 + (1 + 3a + 0a^2)d1^189d2^53 + (4 + 4a + 1a^2)d1^190d2^53 + (2 + 4a + 1a^2)d1^191d2^53 + (0 + 2a + 4a^2)d1^192d2^53 + (4 + 3a + 1a^2)d1^193d2^53 + (4 + 4a + 3a^2)d1^194d2^53 + (2 + 1a + 2a^2)d1^195d2^53 + (4 + 0a + 4a^2)d1^196d2^53 + (2 + 3a + 3a^2)d1^197d2^53 + (1 + 4a + 0a^2)d1^198d2^53 + (3 + 0a + 4a^2)d1^199d2^53 + (4 + 0a + 4a^2)d1^200d2^53 + (0 + 2a + 1a^2)d1^201d2^53 + (0 + 2a + 0a^2)d1^202d2^53 + (2 + 4a + 0a^2)d1^203d2^53 + (1 + 3a + 0a^2)d1^204d2^53 + (3 + 4a + 0a^2)d1^205d2^53 + (2 + 4a + 0a^2)d1^206d2^53 + (2 + 3a + 0a^2)d1^207d2^53 + (1 + 3a + 3a^2)d1^208d2^53 + (0 + 4a + 4a^2)d1^209d2^53 + (4 + 0a + 2a^2)d1^210d2^53 + (0 + 2a + 4a^2)d1^211d2^53 + (1 + 3a + 4a^2)d1^212d2^53 + (0 + 4a + 1a^2)d1^213d2^53 + (2 + 2a + 0a^2)d1^214d2^53 + (2 + 1a + 2a^2)d1^215d2^53 + (2 + 3a + 2a^2)d1^216d2^53 + (2 + 2a + 4a^2)d1^217d2^53 + (1 + 1a + 1a^2)d1^218d2^53 + (2 + 0a + 1a^2)d1^219d2^53 + (0 + 3a + 1a^2)d1^220d2^53 + (0 + 2a + 1a^2)d1^221d2^53 + (4 + 0a + 3a^2)d1^222d2^53 + (1 + 4a + 2a^2)d1^223d2^53 + (0 + 2a + 0a^2)d1^224d2^53 + (0 + 4a + 3a^2)d1^225d2^53 + (1 + 0a + 1a^2)d1^226d2^53 + (0 + 2a + 2a^2)d1^227d2^53 + (4 + 0a + 2a^2)d1^228d2^53 + (2 + 4a + 3a^2)d1^229d2^53 + (3 + 2a + 1a^2)d1^230d2^53 + (4 + 3a + 1a^2)d1^231d2^53 + (4 + 0a + 3a^2)d1^232d2^53 + (2 + 2a + 2a^2)d1^233d2^53 + (2 + 1a + 4a^2)d1^234d2^53 + (1 + 4a + 4a^2)d1^235d2^53 + (1 + 0a + 3a^2)d1^236d2^53 + (4 + 3a + 0a^2)d1^237d2^53 + (3 + 0a + 0a^2)d1^238d2^53 + (3 + 3a + 3a^2)d1^239d2^53 + (1 + 4a + 4a^2)d1^240d2^53 + (4 + 0a + 0a^2)d1^241d2^53 + (4 + 1a + 2a^2)d1^242d2^53 + (4 + 2a + 4a^2)d1^243d2^53 + (1 + 2a + 3a^2)d1^244d2^53 + (4 + 0a + 4a^2)d1^245d2^53 + (1 + 0a + 4a^2)d1^246d2^53 + (1 + 0a + 1a^2)d1^247d2^53 + (3 + 0a + 1a^2)d1^248d2^53 + (3 + 3a + 1a^2)d1^249d2^53 + (4 + 2a + 4a^2)d1^250d2^53 + (1 + 1a + 1a^2)d1^251d2^53 + (1 + 4a + 3a^2)d1^252d2^53 + (1 + 0a + 1a^2)d1^253d2^53 + (0 + 4a + 0a^2)d1^254d2^53 + (1 + 1a + 3a^2)d1^255d2^53 + (0 + 3a + 3a^2)d1^256d2^53 + (0 + 0a + 2a^2)d1^257d2^53 + (2 + 1a + 1a^2)d1^258d2^53 + (4 + 3a + 0a^2)d1^259d2^53 + (1 + 2a + 1a^2)d1^260d2^53 + (0 + 3a + 0a^2)d1^261d2^53 + (1 + 0a + 3a^2)d1^262d2^53 + (2 + 1a + 3a^2)d1^264d2^53 + (2 + 4a + 2a^2)d1^265d2^53 + (0 + 4a + 0a^2)d1^266d2^53 + (1 + 3a + 1a^2)d1^267d2^53 + (2 + 1a + 0a^2)d1^268d2^53 + (0 + 1a + 2a^2)d1^269d2^53 + (3 + 3a + 3a^2)d1^270d2^53 + (0 + 3a + 1a^2)d1^271d2^53 + (3 + 4a + 1a^2)d1^272d2^53 + (3 + 2a + 3a^2)d1^273d2^53 + (0 + 2a + 4a^2)d1^274d2^53 + (2 + 1a + 3a^2)d1^275d2^53 + (3 + 1a + 0a^2)d1^276d2^53 + (2 + 3a + 4a^2)d1^277d2^53 + (0 + 2a + 1a^2)d1^278d2^53 + (3 + 2a + 3a^2)d1^279d2^53 + (4 + 4a + 3a^2)d1^280d2^53 + (4 + 3a + 1a^2)d1^281d2^53 + (1 + 3a + 1a^2)d1^282d2^53 + (3 + 3a + 0a^2)d1^283d2^53 + (1 + 1a + 3a^2)d1^284d2^53 + (2 + 3a + 3a^2)d1^285d2^53 + (1 + 0a + 0a^2)d1^286d2^53 + (2 + 1a + 1a^2)d1^287d2^53 + (0 + 1a + 0a^2)d1^288d2^53 + (3 + 4a + 4a^2)d1^289d2^53 + (2 + 2a + 2a^2)d1^290d2^53 + (2 + 4a + 0a^2)d1^291d2^53 + (1 + 0a + 2a^2)d1^292d2^53 + (3 + 1a + 1a^2)d1^293d2^53 + (4 + 3a + 0a^2)d2^54 + (3 + 3a + 1a^2)d1^1d2^54 + (3 + 0a + 2a^2)d1^2d2^54 + (3 + 0a + 3a^2)d1^3d2^54 + (3 + 1a + 2a^2)d1^4d2^54 + (3 + 4a + 0a^2)d1^5d2^54 + (3 + 4a + 4a^2)d1^6d2^54 + (1 + 1a + 0a^2)d1^7d2^54 + (4 + 0a + 1a^2)d1^8d2^54 + (3 + 4a + 3a^2)d1^9d2^54 + (3 + 2a + 3a^2)d1^10d2^54 + (4 + 3a + 2a^2)d1^11d2^54 + (2 + 3a + 0a^2)d1^12d2^54 + (1 + 2a + 2a^2)d1^13d2^54 + (3 + 3a + 4a^2)d1^14d2^54 + (4 + 1a + 3a^2)d1^15d2^54 + (1 + 1a + 4a^2)d1^16d2^54 + (1 + 4a + 2a^2)d1^17d2^54 + (4 + 4a + 4a^2)d1^18d2^54 + (2 + 1a + 3a^2)d1^19d2^54 + (2 + 4a + 0a^2)d1^20d2^54 + (1 + 3a + 2a^2)d1^21d2^54 + (3 + 3a + 0a^2)d1^22d2^54 + (1 + 0a + 4a^2)d1^23d2^54 + (2 + 4a + 4a^2)d1^24d2^54 + (3 + 2a + 4a^2)d1^25d2^54 + (0 + 2a + 3a^2)d1^26d2^54 + (2 + 4a + 0a^2)d1^27d2^54 + (0 + 4a + 1a^2)d1^28d2^54 + (2 + 4a + 1a^2)d1^29d2^54 + (4 + 0a + 1a^2)d1^30d2^54 + (3 + 3a + 3a^2)d1^31d2^54 + (0 + 0a + 4a^2)d1^32d2^54 + (0 + 4a + 4a^2)d1^34d2^54 + (3 + 1a + 1a^2)d1^35d2^54 + (1 + 2a + 4a^2)d1^36d2^54 + (0 + 2a + 1a^2)d1^37d2^54 + (1 + 0a + 0a^2)d1^38d2^54 + (2 + 3a + 0a^2)d1^39d2^54 + (3 + 0a + 1a^2)d1^40d2^54 + (2 + 2a + 4a^2)d1^41d2^54 + (2 + 3a + 4a^2)d1^42d2^54 + (3 + 0a + 0a^2)d1^43d2^54 + (4 + 1a + 3a^2)d1^44d2^54 + (3 + 3a + 4a^2)d1^45d2^54 + (2 + 4a + 1a^2)d1^46d2^54 + (1 + 4a + 1a^2)d1^47d2^54 + (3 + 2a + 0a^2)d1^48d2^54 + (3 + 2a + 2a^2)d1^49d2^54 + (2 + 2a + 0a^2)d1^50d2^54 + (1 + 1a + 4a^2)d1^51d2^54 + (2 + 0a + 0a^2)d1^52d2^54 + (0 + 3a + 0a^2)d1^53d2^54 + (4 + 1a + 0a^2)d1^54d2^54 + (4 + 1a + 2a^2)d1^55d2^54 + (0 + 3a + 4a^2)d1^56d2^54 + (2 + 1a + 1a^2)d1^57d2^54 + (0 + 2a + 0a^2)d1^58d2^54 + (2 + 0a + 0a^2)d1^59d2^54 + (1 + 3a + 2a^2)d1^60d2^54 + (2 + 4a + 4a^2)d1^61d2^54 + (2 + 2a + 0a^2)d1^62d2^54 + (0 + 2a + 2a^2)d1^63d2^54 + (2 + 4a + 3a^2)d1^64d2^54 + (1 + 1a + 4a^2)d1^65d2^54 + (0 + 1a + 3a^2)d1^66d2^54 + (0 + 4a + 2a^2)d1^67d2^54 + (4 + 0a + 2a^2)d1^68d2^54 + (4 + 1a + 0a^2)d1^69d2^54 + (4 + 0a + 1a^2)d1^70d2^54 + (2 + 4a + 4a^2)d1^71d2^54 + (4 + 2a + 1a^2)d1^72d2^54 + (1 + 1a + 3a^2)d1^73d2^54 + (1 + 2a + 1a^2)d1^74d2^54 + (2 + 3a + 2a^2)d1^75d2^54 + (3 + 1a + 4a^2)d1^76d2^54 + (1 + 0a + 1a^2)d1^77d2^54 + (3 + 0a + 1a^2)d1^78d2^54 + (0 + 3a + 4a^2)d1^79d2^54 + (3 + 2a + 2a^2)d1^80d2^54 + (0 + 2a + 4a^2)d1^81d2^54 + (0 + 1a + 1a^2)d1^82d2^54 + (4 + 2a + 4a^2)d1^83d2^54 + (0 + 0a + 3a^2)d1^84d2^54 + (0 + 2a + 0a^2)d1^85d2^54 + (4 + 1a + 0a^2)d1^86d2^54 + (4 + 2a + 4a^2)d1^87d2^54 + (1 + 4a + 3a^2)d1^88d2^54 + (2 + 2a + 0a^2)d1^89d2^54 + (3 + 2a + 3a^2)d1^90d2^54 + (0 + 3a + 3a^2)d1^91d2^54 + (1 + 0a + 4a^2)d1^92d2^54 + (4 + 0a + 2a^2)d1^93d2^54 + (3 + 0a + 4a^2)d1^94d2^54 + (3 + 1a + 2a^2)d1^95d2^54 + (3 + 1a + 2a^2)d1^96d2^54 + (3 + 2a + 3a^2)d1^97d2^54 + (3 + 0a + 2a^2)d1^98d2^54 + (4 + 3a + 4a^2)d1^99d2^54 + (3 + 0a + 0a^2)d1^100d2^54 + (0 + 1a + 2a^2)d1^101d2^54 + (4 + 1a + 4a^2)d1^102d2^54 + (3 + 3a + 1a^2)d1^103d2^54 + (2 + 4a + 3a^2)d1^104d2^54 + (3 + 0a + 4a^2)d1^105d2^54 + (4 + 3a + 2a^2)d1^106d2^54 + (0 + 2a + 4a^2)d1^107d2^54 + (4 + 2a + 1a^2)d1^108d2^54 + (2 + 3a + 4a^2)d1^109d2^54 + (3 + 2a + 3a^2)d1^110d2^54 + (2 + 2a + 3a^2)d1^111d2^54 + (3 + 3a + 0a^2)d1^112d2^54 + (2 + 4a + 2a^2)d1^113d2^54 + (2 + 3a + 4a^2)d1^114d2^54 + (3 + 0a + 4a^2)d1^116d2^54 + (1 + 4a + 1a^2)d1^117d2^54 + (1 + 0a + 1a^2)d1^118d2^54 + (3 + 1a + 4a^2)d1^119d2^54 + (2 + 0a + 3a^2)d1^120d2^54 + (3 + 2a + 4a^2)d1^121d2^54 + (0 + 3a + 2a^2)d1^122d2^54 + (2 + 0a + 2a^2)d1^123d2^54 + (4 + 2a + 4a^2)d1^124d2^54 + (2 + 3a + 4a^2)d1^125d2^54 + (3 + 4a + 1a^2)d1^126d2^54 + (1 + 2a + 2a^2)d1^127d2^54 + (4 + 3a + 4a^2)d1^128d2^54 + (0 + 0a + 1a^2)d1^129d2^54 + (0 + 0a + 4a^2)d1^130d2^54 + (4 + 4a + 4a^2)d1^131d2^54 + (4 + 3a + 3a^2)d1^132d2^54 + (3 + 1a + 0a^2)d1^133d2^54 + (3 + 4a + 3a^2)d1^134d2^54 + (4 + 2a + 2a^2)d1^135d2^54 + (1 + 2a + 2a^2)d1^136d2^54 + (4 + 4a + 0a^2)d1^137d2^54 + (4 + 4a + 0a^2)d1^138d2^54 + (4 + 0a + 1a^2)d1^139d2^54 + (0 + 0a + 4a^2)d1^140d2^54 + (3 + 2a + 2a^2)d1^141d2^54 + (0 + 4a + 1a^2)d1^142d2^54 + (4 + 2a + 2a^2)d1^143d2^54 + (4 + 0a + 1a^2)d1^144d2^54 + (1 + 3a + 1a^2)d1^145d2^54 + (2 + 3a + 2a^2)d1^146d2^54 + (4 + 4a + 2a^2)d1^147d2^54 + (1 + 2a + 2a^2)d1^148d2^54 + (3 + 1a + 3a^2)d1^149d2^54 + (2 + 3a + 1a^2)d1^150d2^54 + (2 + 2a + 0a^2)d1^151d2^54 + (1 + 3a + 3a^2)d1^152d2^54 + (3 + 4a + 4a^2)d1^153d2^54 + (2 + 4a + 3a^2)d1^154d2^54 + (2 + 3a + 0a^2)d1^155d2^54 + (1 + 3a + 3a^2)d1^156d2^54 + (3 + 0a + 2a^2)d1^157d2^54 + (4 + 1a + 3a^2)d1^158d2^54 + (4 + 2a + 2a^2)d1^159d2^54 + (4 + 3a + 4a^2)d1^160d2^54 + (3 + 3a + 4a^2)d1^161d2^54 + (1 + 1a + 0a^2)d1^162d2^54 + (0 + 2a + 1a^2)d1^163d2^54 + (2 + 0a + 0a^2)d1^164d2^54 + (2 + 1a + 4a^2)d1^165d2^54 + (3 + 4a + 1a^2)d1^166d2^54 + (1 + 2a + 4a^2)d1^167d2^54 + (0 + 0a + 2a^2)d1^168d2^54 + (0 + 3a + 1a^2)d1^169d2^54 + (0 + 2a + 2a^2)d1^170d2^54 + (2 + 0a + 3a^2)d1^171d2^54 + (0 + 2a + 3a^2)d1^172d2^54 + (2 + 1a + 3a^2)d1^173d2^54 + (3 + 4a + 3a^2)d1^174d2^54 + (4 + 3a + 3a^2)d1^175d2^54 + (1 + 2a + 3a^2)d1^176d2^54 + (2 + 2a + 3a^2)d1^177d2^54 + (0 + 1a + 0a^2)d1^178d2^54 + (0 + 3a + 2a^2)d1^179d2^54 + (4 + 3a + 3a^2)d1^180d2^54 + (0 + 0a + 1a^2)d1^181d2^54 + (4 + 2a + 0a^2)d1^182d2^54 + (2 + 1a + 0a^2)d1^183d2^54 + (0 + 0a + 1a^2)d1^184d2^54 + (0 + 3a + 3a^2)d1^185d2^54 + (2 + 0a + 2a^2)d1^186d2^54 + (1 + 2a + 3a^2)d1^187d2^54 + (0 + 3a + 4a^2)d1^188d2^54 + (1 + 1a + 4a^2)d1^189d2^54 + (4 + 4a + 2a^2)d1^190d2^54 + (2 + 0a + 3a^2)d1^191d2^54 + (2 + 2a + 3a^2)d1^192d2^54 + (1 + 2a + 4a^2)d1^193d2^54 + (2 + 3a + 0a^2)d1^194d2^54 + (1 + 0a + 0a^2)d1^195d2^54 + (3 + 4a + 1a^2)d1^196d2^54 + (1 + 0a + 4a^2)d1^197d2^54 + (0 + 3a + 3a^2)d1^198d2^54 + (1 + 4a + 3a^2)d1^199d2^54 + (1 + 2a + 4a^2)d1^200d2^54 + (3 + 0a + 1a^2)d1^201d2^54 + (0 + 1a + 4a^2)d1^202d2^54 + (2 + 1a + 4a^2)d1^203d2^54 + (1 + 4a + 3a^2)d1^204d2^54 + (2 + 2a + 2a^2)d1^205d2^54 + (1 + 2a + 0a^2)d1^206d2^54 + (1 + 0a + 1a^2)d1^207d2^54 + (0 + 1a + 3a^2)d1^208d2^54 + (2 + 0a + 2a^2)d1^209d2^54 + (3 + 4a + 1a^2)d1^210d2^54 + (1 + 0a + 3a^2)d1^211d2^54 + (1 + 1a + 4a^2)d1^212d2^54 + (3 + 3a + 1a^2)d1^213d2^54 + (1 + 1a + 0a^2)d1^214d2^54 + (0 + 2a + 0a^2)d1^215d2^54 + (1 + 3a + 4a^2)d1^216d2^54 + (1 + 1a + 4a^2)d1^217d2^54 + (3 + 1a + 2a^2)d1^218d2^54 + (0 + 4a + 3a^2)d1^219d2^54 + (3 + 1a + 2a^2)d1^220d2^54 + (1 + 3a + 2a^2)d1^221d2^54 + (3 + 0a + 0a^2)d1^222d2^54 + (1 + 3a + 3a^2)d1^223d2^54 + (0 + 2a + 0a^2)d1^224d2^54 + (2 + 4a + 2a^2)d1^225d2^54 + (3 + 4a + 1a^2)d1^226d2^54 + (0 + 1a + 2a^2)d1^227d2^54 + (0 + 2a + 0a^2)d1^228d2^54 + (0 + 1a + 2a^2)d1^229d2^54 + (1 + 4a + 0a^2)d1^230d2^54 + (3 + 1a + 0a^2)d1^231d2^54 + (0 + 4a + 1a^2)d1^232d2^54 + (2 + 0a + 4a^2)d1^233d2^54 + (1 + 1a + 4a^2)d1^234d2^54 + (2 + 4a + 2a^2)d1^235d2^54 + (2 + 3a + 3a^2)d1^236d2^54 + (0 + 3a + 2a^2)d1^237d2^54 + (3 + 2a + 4a^2)d1^238d2^54 + (0 + 3a + 4a^2)d1^239d2^54 + (3 + 3a + 0a^2)d1^240d2^54 + (2 + 1a + 0a^2)d1^241d2^54 + (4 + 2a + 2a^2)d1^242d2^54 + (2 + 4a + 3a^2)d1^243d2^54 + (4 + 2a + 1a^2)d1^244d2^54 + (1 + 4a + 3a^2)d1^245d2^54 + (4 + 1a + 0a^2)d1^246d2^54 + (3 + 4a + 0a^2)d1^247d2^54 + (2 + 1a + 1a^2)d1^248d2^54 + (2 + 3a + 1a^2)d1^249d2^54 + (2 + 0a + 0a^2)d1^250d2^54 + (3 + 4a + 1a^2)d1^251d2^54 + (2 + 0a + 1a^2)d1^252d2^54 + (0 + 4a + 3a^2)d1^253d2^54 + (0 + 1a + 1a^2)d1^254d2^54 + (2 + 3a + 2a^2)d1^255d2^54 + (2 + 4a + 3a^2)d1^256d2^54 + (3 + 3a + 3a^2)d1^257d2^54 + (1 + 2a + 2a^2)d1^258d2^54 + (0 + 3a + 3a^2)d1^259d2^54 + (4 + 2a + 2a^2)d1^260d2^54 + (0 + 2a + 2a^2)d1^261d2^54 + (1 + 4a + 3a^2)d1^262d2^54 + (0 + 4a + 3a^2)d1^263d2^54 + (4 + 1a + 4a^2)d1^264d2^54 + (0 + 2a + 2a^2)d1^265d2^54 + (4 + 0a + 1a^2)d1^266d2^54 + (0 + 0a + 3a^2)d1^267d2^54 + (2 + 0a + 4a^2)d1^268d2^54 + (3 + 1a + 3a^2)d1^269d2^54 + (4 + 3a + 3a^2)d1^270d2^54 + (1 + 4a + 1a^2)d1^271d2^54 + (2 + 1a + 2a^2)d1^272d2^54 + (2 + 2a + 1a^2)d1^273d2^54 + (1 + 0a + 0a^2)d1^274d2^54 + (4 + 3a + 4a^2)d1^275d2^54 + (3 + 0a + 3a^2)d1^276d2^54 + (0 + 1a + 2a^2)d1^277d2^54 + (1 + 0a + 4a^2)d1^278d2^54 + (2 + 3a + 4a^2)d1^279d2^54 + (2 + 3a + 1a^2)d1^280d2^54 + (1 + 0a + 4a^2)d1^281d2^54 + (2 + 3a + 1a^2)d1^282d2^54 + (3 + 1a + 1a^2)d1^283d2^54 + (4 + 1a + 2a^2)d1^284d2^54 + (1 + 0a + 0a^2)d1^285d2^54 + (1 + 4a + 2a^2)d1^286d2^54 + (2 + 3a + 1a^2)d1^287d2^54 + (1 + 0a + 1a^2)d1^288d2^54 + (0 + 3a + 3a^2)d1^289d2^54 + (1 + 4a + 0a^2)d1^290d2^54 + (0 + 3a + 1a^2)d1^291d2^54 + (2 + 4a + 1a^2)d1^292d2^54 + (4 + 4a + 1a^2)d1^293d2^54 + (2 + 2a + 0a^2)d2^55 + (1 + 1a + 0a^2)d1^1d2^55 + (0 + 0a + 4a^2)d1^2d2^55 + (4 + 3a + 0a^2)d1^3d2^55 + (0 + 0a + 3a^2)d1^4d2^55 + (3 + 2a + 0a^2)d1^5d2^55 + (2 + 4a + 3a^2)d1^6d2^55 + (2 + 2a + 2a^2)d1^7d2^55 + (2 + 2a + 2a^2)d1^8d2^55 + (3 + 1a + 1a^2)d1^9d2^55 + (1 + 1a + 0a^2)d1^10d2^55 + (4 + 0a + 2a^2)d1^11d2^55 + (2 + 3a + 4a^2)d1^12d2^55 + (0 + 0a + 4a^2)d1^13d2^55 + (3 + 4a + 4a^2)d1^14d2^55 + (3 + 1a + 0a^2)d1^15d2^55 + (0 + 2a + 1a^2)d1^16d2^55 + (3 + 3a + 3a^2)d1^17d2^55 + (0 + 3a + 1a^2)d1^18d2^55 + (4 + 2a + 4a^2)d1^19d2^55 + (1 + 2a + 2a^2)d1^20d2^55 + (2 + 1a + 1a^2)d1^21d2^55 + (1 + 0a + 0a^2)d1^22d2^55 + (2 + 0a + 4a^2)d1^23d2^55 + (3 + 3a + 3a^2)d1^24d2^55 + (4 + 2a + 4a^2)d1^25d2^55 + (3 + 4a + 2a^2)d1^26d2^55 + (4 + 1a + 4a^2)d1^27d2^55 + (2 + 2a + 3a^2)d1^28d2^55 + (4 + 4a + 3a^2)d1^29d2^55 + (2 + 3a + 2a^2)d1^30d2^55 + (1 + 0a + 2a^2)d1^31d2^55 + (0 + 1a + 2a^2)d1^32d2^55 + (4 + 4a + 1a^2)d1^33d2^55 + (3 + 3a + 3a^2)d1^34d2^55 + (3 + 4a + 3a^2)d1^35d2^55 + (1 + 0a + 0a^2)d1^36d2^55 + (0 + 1a + 0a^2)d1^37d2^55 + (0 + 4a + 1a^2)d1^38d2^55 + (1 + 0a + 2a^2)d1^39d2^55 + (3 + 0a + 1a^2)d1^40d2^55 + (3 + 4a + 4a^2)d1^41d2^55 + (2 + 1a + 2a^2)d1^42d2^55 + (2 + 2a + 2a^2)d1^43d2^55 + (2 + 1a + 2a^2)d1^44d2^55 + (0 + 3a + 0a^2)d1^45d2^55 + (3 + 4a + 2a^2)d1^46d2^55 + (3 + 1a + 0a^2)d1^47d2^55 + (1 + 1a + 4a^2)d1^48d2^55 + (3 + 2a + 4a^2)d1^49d2^55 + (3 + 4a + 1a^2)d1^50d2^55 + (4 + 1a + 2a^2)d1^51d2^55 + (4 + 3a + 4a^2)d1^52d2^55 + (4 + 3a + 0a^2)d1^53d2^55 + (1 + 3a + 1a^2)d1^54d2^55 + (3 + 1a + 0a^2)d1^55d2^55 + (3 + 2a + 2a^2)d1^56d2^55 + (4 + 4a + 4a^2)d1^57d2^55 + (0 + 2a + 1a^2)d1^58d2^55 + (0 + 3a + 1a^2)d1^59d2^55 + (2 + 2a + 1a^2)d1^60d2^55 + (3 + 3a + 2a^2)d1^61d2^55 + (0 + 2a + 4a^2)d1^62d2^55 + (2 + 4a + 0a^2)d1^63d2^55 + (1 + 3a + 1a^2)d1^64d2^55 + (2 + 1a + 2a^2)d1^65d2^55 + (4 + 0a + 1a^2)d1^66d2^55 + (2 + 3a + 3a^2)d1^67d2^55 + (0 + 3a + 4a^2)d1^68d2^55 + (3 + 4a + 4a^2)d1^69d2^55 + (3 + 2a + 1a^2)d1^70d2^55 + (4 + 1a + 3a^2)d1^71d2^55 + (1 + 1a + 4a^2)d1^72d2^55 + (3 + 2a + 4a^2)d1^73d2^55 + (1 + 1a + 2a^2)d1^74d2^55 + (3 + 1a + 3a^2)d1^75d2^55 + (2 + 1a + 4a^2)d1^76d2^55 + (4 + 1a + 0a^2)d1^77d2^55 + (1 + 3a + 2a^2)d1^78d2^55 + (1 + 2a + 0a^2)d1^79d2^55 + (0 + 2a + 4a^2)d1^80d2^55 + (0 + 3a + 0a^2)d1^81d2^55 + (2 + 2a + 3a^2)d1^82d2^55 + (2 + 3a + 1a^2)d1^83d2^55 + (4 + 3a + 2a^2)d1^84d2^55 + (0 + 3a + 0a^2)d1^85d2^55 + (0 + 0a + 2a^2)d1^86d2^55 + (1 + 4a + 1a^2)d1^87d2^55 + (3 + 3a + 3a^2)d1^89d2^55 + (2 + 3a + 0a^2)d1^90d2^55 + (4 + 0a + 3a^2)d1^91d2^55 + (0 + 2a + 0a^2)d1^92d2^55 + (0 + 4a + 2a^2)d1^93d2^55 + (3 + 2a + 4a^2)d1^94d2^55 + (3 + 4a + 2a^2)d1^95d2^55 + (2 + 2a + 2a^2)d1^96d2^55 + (2 + 2a + 0a^2)d1^97d2^55 + (1 + 2a + 3a^2)d1^98d2^55 + (1 + 3a + 2a^2)d1^99d2^55 + (4 + 2a + 3a^2)d1^100d2^55 + (1 + 0a + 0a^2)d1^101d2^55 + (3 + 0a + 4a^2)d1^102d2^55 + (0 + 3a + 2a^2)d1^103d2^55 + (4 + 1a + 4a^2)d1^104d2^55 + (0 + 4a + 0a^2)d1^105d2^55 + (0 + 4a + 4a^2)d1^106d2^55 + (3 + 0a + 0a^2)d1^107d2^55 + (1 + 4a + 1a^2)d1^108d2^55 + (3 + 2a + 1a^2)d1^109d2^55 + (4 + 4a + 1a^2)d1^110d2^55 + (3 + 4a + 1a^2)d1^111d2^55 + (3 + 0a + 2a^2)d1^112d2^55 + (4 + 1a + 2a^2)d1^113d2^55 + (0 + 4a + 3a^2)d1^114d2^55 + (0 + 3a + 1a^2)d1^115d2^55 + (1 + 1a + 0a^2)d1^116d2^55 + (2 + 2a + 0a^2)d1^117d2^55 + (4 + 0a + 4a^2)d1^118d2^55 + (0 + 0a + 1a^2)d1^119d2^55 + (4 + 1a + 0a^2)d1^120d2^55 + (1 + 2a + 3a^2)d1^121d2^55 + (0 + 0a + 3a^2)d1^122d2^55 + (4 + 3a + 1a^2)d1^123d2^55 + (0 + 4a + 0a^2)d1^124d2^55 + (1 + 2a + 1a^2)d1^125d2^55 + (3 + 1a + 3a^2)d1^126d2^55 + (1 + 3a + 0a^2)d1^127d2^55 + (2 + 0a + 1a^2)d1^128d2^55 + (2 + 2a + 4a^2)d1^129d2^55 + (1 + 4a + 4a^2)d1^130d2^55 + (0 + 1a + 3a^2)d1^131d2^55 + (1 + 2a + 0a^2)d1^132d2^55 + (4 + 4a + 4a^2)d1^133d2^55 + (4 + 1a + 3a^2)d1^134d2^55 + (0 + 1a + 3a^2)d1^135d2^55 + (2 + 0a + 2a^2)d1^136d2^55 + (0 + 1a + 2a^2)d1^137d2^55 + (1 + 2a + 4a^2)d1^138d2^55 + (0 + 4a + 1a^2)d1^139d2^55 + (1 + 2a + 3a^2)d1^140d2^55 + (2 + 4a + 0a^2)d1^141d2^55 + (0 + 2a + 0a^2)d1^142d2^55 + (1 + 4a + 0a^2)d1^143d2^55 + (3 + 4a + 4a^2)d1^144d2^55 + (4 + 1a + 3a^2)d1^145d2^55 + (3 + 2a + 2a^2)d1^146d2^55 + (3 + 4a + 3a^2)d1^147d2^55 + (0 + 1a + 2a^2)d1^148d2^55 + (1 + 4a + 2a^2)d1^149d2^55 + (0 + 3a + 4a^2)d1^150d2^55 + (0 + 3a + 0a^2)d1^151d2^55 + (0 + 3a + 2a^2)d1^152d2^55 + (4 + 3a + 1a^2)d1^153d2^55 + (0 + 3a + 4a^2)d1^154d2^55 + (2 + 3a + 3a^2)d1^155d2^55 + (2 + 2a + 4a^2)d1^156d2^55 + (4 + 2a + 4a^2)d1^157d2^55 + (2 + 2a + 4a^2)d1^158d2^55 + (1 + 2a + 2a^2)d1^159d2^55 + (0 + 4a + 3a^2)d1^160d2^55 + (3 + 3a + 4a^2)d1^161d2^55 + (2 + 4a + 1a^2)d1^162d2^55 + (4 + 2a + 0a^2)d1^163d2^55 + (0 + 0a + 1a^2)d1^164d2^55 + (1 + 4a + 4a^2)d1^165d2^55 + (4 + 2a + 4a^2)d1^166d2^55 + (0 + 2a + 0a^2)d1^167d2^55 + (0 + 2a + 3a^2)d1^168d2^55 + (4 + 4a + 2a^2)d1^169d2^55 + (4 + 2a + 2a^2)d1^170d2^55 + (0 + 0a + 2a^2)d1^171d2^55 + (0 + 2a + 0a^2)d1^172d2^55 + (0 + 1a + 3a^2)d1^173d2^55 + (4 + 0a + 1a^2)d1^174d2^55 + (3 + 1a + 0a^2)d1^175d2^55 + (1 + 4a + 3a^2)d1^176d2^55 + (1 + 0a + 4a^2)d1^177d2^55 + (4 + 1a + 3a^2)d1^178d2^55 + (0 + 1a + 4a^2)d1^179d2^55 + (2 + 2a + 3a^2)d1^180d2^55 + (3 + 4a + 1a^2)d1^181d2^55 + (2 + 4a + 2a^2)d1^182d2^55 + (4 + 3a + 4a^2)d1^183d2^55 + (1 + 3a + 2a^2)d1^184d2^55 + (0 + 2a + 3a^2)d1^185d2^55 + (2 + 2a + 4a^2)d1^186d2^55 + (2 + 4a + 1a^2)d1^187d2^55 + (1 + 4a + 2a^2)d1^188d2^55 + (1 + 3a + 4a^2)d1^189d2^55 + (3 + 1a + 3a^2)d1^190d2^55 + (4 + 1a + 0a^2)d1^191d2^55 + (3 + 3a + 2a^2)d1^192d2^55 + (4 + 3a + 3a^2)d1^193d2^55 + (0 + 2a + 4a^2)d1^194d2^55 + (2 + 2a + 3a^2)d1^195d2^55 + (0 + 1a + 4a^2)d1^196d2^55 + (2 + 4a + 3a^2)d1^197d2^55 + (2 + 4a + 0a^2)d1^198d2^55 + (0 + 1a + 2a^2)d1^199d2^55 + (2 + 3a + 0a^2)d1^200d2^55 + (4 + 2a + 0a^2)d1^201d2^55 + (0 + 0a + 1a^2)d1^202d2^55 + (1 + 1a + 0a^2)d1^203d2^55 + (2 + 2a + 4a^2)d1^204d2^55 + (2 + 2a + 1a^2)d1^205d2^55 + (0 + 1a + 0a^2)d1^206d2^55 + (4 + 1a + 1a^2)d1^207d2^55 + (0 + 4a + 0a^2)d1^208d2^55 + (0 + 0a + 3a^2)d1^209d2^55 + (2 + 3a + 2a^2)d1^210d2^55 + (1 + 1a + 3a^2)d1^211d2^55 + (2 + 4a + 4a^2)d1^212d2^55 + (2 + 2a + 0a^2)d1^213d2^55 + (4 + 4a + 2a^2)d1^214d2^55 + (4 + 2a + 1a^2)d1^215d2^55 + (2 + 4a + 2a^2)d1^216d2^55 + (1 + 1a + 3a^2)d1^217d2^55 + (0 + 3a + 0a^2)d1^218d2^55 + (0 + 2a + 2a^2)d1^219d2^55 + (2 + 2a + 0a^2)d1^220d2^55 + (0 + 2a + 4a^2)d1^221d2^55 + (1 + 1a + 1a^2)d1^222d2^55 + (3 + 0a + 3a^2)d1^223d2^55 + (2 + 1a + 3a^2)d1^224d2^55 + (0 + 1a + 1a^2)d1^225d2^55 + (1 + 3a + 0a^2)d1^226d2^55 + (1 + 2a + 4a^2)d1^227d2^55 + (2 + 0a + 0a^2)d1^228d2^55 + (4 + 4a + 4a^2)d1^229d2^55 + (3 + 0a + 2a^2)d1^230d2^55 + (2 + 2a + 4a^2)d1^231d2^55 + (2 + 4a + 0a^2)d1^232d2^55 + (1 + 1a + 0a^2)d1^233d2^55 + (0 + 2a + 0a^2)d1^234d2^55 + (4 + 1a + 2a^2)d1^235d2^55 + (0 + 2a + 1a^2)d1^236d2^55 + (1 + 0a + 1a^2)d1^237d2^55 + (1 + 4a + 2a^2)d1^238d2^55 + (1 + 2a + 4a^2)d1^239d2^55 + (1 + 2a + 4a^2)d1^240d2^55 + (1 + 3a + 3a^2)d1^241d2^55 + (1 + 3a + 2a^2)d1^242d2^55 + (4 + 0a + 0a^2)d1^243d2^55 + (3 + 0a + 4a^2)d1^244d2^55 + (1 + 3a + 4a^2)d1^245d2^55 + (0 + 3a + 2a^2)d1^246d2^55 + (2 + 1a + 0a^2)d1^247d2^55 + (2 + 0a + 4a^2)d1^248d2^55 + (3 + 3a + 0a^2)d1^249d2^55 + (4 + 1a + 3a^2)d1^250d2^55 + (1 + 1a + 2a^2)d1^251d2^55 + (4 + 1a + 3a^2)d1^252d2^55 + (4 + 3a + 4a^2)d1^253d2^55 + (1 + 2a + 3a^2)d1^254d2^55 + (0 + 0a + 1a^2)d1^255d2^55 + (4 + 3a + 4a^2)d1^256d2^55 + (2 + 3a + 2a^2)d1^257d2^55 + (0 + 0a + 3a^2)d1^258d2^55 + (4 + 3a + 3a^2)d1^259d2^55 + (4 + 0a + 0a^2)d1^260d2^55 + (2 + 4a + 2a^2)d1^261d2^55 + (1 + 1a + 2a^2)d1^262d2^55 + (4 + 3a + 0a^2)d1^263d2^55 + (0 + 1a + 4a^2)d1^264d2^55 + (2 + 1a + 0a^2)d1^265d2^55 + (4 + 2a + 4a^2)d1^266d2^55 + (4 + 3a + 0a^2)d1^267d2^55 + (2 + 1a + 0a^2)d1^268d2^55 + (3 + 3a + 2a^2)d1^269d2^55 + (3 + 1a + 3a^2)d1^270d2^55 + (2 + 4a + 4a^2)d1^271d2^55 + (1 + 1a + 0a^2)d1^272d2^55 + (2 + 1a + 3a^2)d1^273d2^55 + (1 + 2a + 0a^2)d1^274d2^55 + (2 + 0a + 2a^2)d1^275d2^55 + (0 + 2a + 0a^2)d1^276d2^55 + (3 + 0a + 1a^2)d1^277d2^55 + (4 + 3a + 1a^2)d1^278d2^55 + (1 + 3a + 2a^2)d1^279d2^55 + (3 + 1a + 1a^2)d1^280d2^55 + (1 + 1a + 1a^2)d1^281d2^55 + (1 + 3a + 0a^2)d1^282d2^55 + (0 + 4a + 1a^2)d1^283d2^55 + (0 + 0a + 3a^2)d1^284d2^55 + (1 + 2a + 1a^2)d1^285d2^55 + (4 + 2a + 0a^2)d1^286d2^55 + (1 + 4a + 2a^2)d1^287d2^55 + (0 + 0a + 4a^2)d1^288d2^55 + (3 + 3a + 2a^2)d1^289d2^55 + (1 + 4a + 4a^2)d1^290d2^55 + (3 + 1a + 1a^2)d1^291d2^55 + (0 + 1a + 4a^2)d1^292d2^55 + (0 + 4a + 2a^2)d1^293d2^55 + (0 + 0a + 1a^2)d2^56 + (2 + 1a + 0a^2)d1^1d2^56 + (0 + 3a + 0a^2)d1^2d2^56 + (1 + 0a + 1a^2)d1^3d2^56 + (2 + 2a + 2a^2)d1^4d2^56 + (3 + 0a + 2a^2)d1^5d2^56 + (0 + 2a + 0a^2)d1^6d2^56 + (4 + 1a + 0a^2)d1^7d2^56 + (0 + 1a + 2a^2)d1^8d2^56 + (2 + 4a + 2a^2)d1^9d2^56 + (2 + 3a + 4a^2)d1^10d2^56 + (3 + 0a + 0a^2)d1^11d2^56 + (4 + 1a + 1a^2)d1^12d2^56 + (2 + 0a + 3a^2)d1^13d2^56 + (0 + 4a + 1a^2)d1^14d2^56 + (0 + 1a + 2a^2)d1^15d2^56 + (1 + 0a + 1a^2)d1^16d2^56 + (3 + 4a + 1a^2)d1^17d2^56 + (1 + 4a + 3a^2)d1^18d2^56 + (2 + 4a + 2a^2)d1^19d2^56 + (2 + 0a + 4a^2)d1^20d2^56 + (0 + 1a + 0a^2)d1^21d2^56 + (0 + 2a + 3a^2)d1^22d2^56 + (0 + 1a + 0a^2)d1^23d2^56 + (4 + 2a + 1a^2)d1^24d2^56 + (1 + 4a + 2a^2)d1^25d2^56 + (2 + 1a + 2a^2)d1^26d2^56 + (4 + 1a + 2a^2)d1^27d2^56 + (3 + 0a + 3a^2)d1^29d2^56 + (1 + 2a + 2a^2)d1^30d2^56 + (1 + 1a + 3a^2)d1^31d2^56 + (3 + 0a + 2a^2)d1^32d2^56 + (3 + 1a + 0a^2)d1^33d2^56 + (3 + 0a + 0a^2)d1^34d2^56 + (3 + 1a + 4a^2)d1^35d2^56 + (1 + 2a + 0a^2)d1^36d2^56 + (0 + 2a + 1a^2)d1^37d2^56 + (4 + 2a + 1a^2)d1^38d2^56 + (2 + 2a + 1a^2)d1^39d2^56 + (0 + 4a + 2a^2)d1^40d2^56 + (4 + 0a + 2a^2)d1^41d2^56 + (3 + 3a + 1a^2)d1^42d2^56 + (4 + 3a + 1a^2)d1^43d2^56 + (1 + 2a + 2a^2)d1^44d2^56 + (3 + 4a + 1a^2)d1^45d2^56 + (2 + 4a + 1a^2)d1^46d2^56 + (0 + 4a + 4a^2)d1^47d2^56 + (4 + 0a + 4a^2)d1^48d2^56 + (0 + 0a + 4a^2)d1^49d2^56 + (4 + 0a + 3a^2)d1^50d2^56 + (3 + 2a + 0a^2)d1^51d2^56 + (1 + 2a + 4a^2)d1^52d2^56 + (4 + 1a + 0a^2)d1^53d2^56 + (1 + 1a + 3a^2)d1^54d2^56 + (3 + 2a + 3a^2)d1^55d2^56 + (4 + 3a + 0a^2)d1^56d2^56 + (2 + 4a + 1a^2)d1^57d2^56 + (1 + 3a + 0a^2)d1^58d2^56 + (1 + 3a + 4a^2)d1^59d2^56 + (0 + 0a + 4a^2)d1^60d2^56 + (0 + 1a + 2a^2)d1^61d2^56 + (1 + 2a + 3a^2)d1^62d2^56 + (4 + 4a + 0a^2)d1^63d2^56 + (1 + 4a + 4a^2)d1^64d2^56 + (3 + 1a + 2a^2)d1^65d2^56 + (2 + 3a + 3a^2)d1^66d2^56 + (4 + 3a + 4a^2)d1^67d2^56 + (3 + 2a + 0a^2)d1^68d2^56 + (3 + 2a + 1a^2)d1^69d2^56 + (2 + 0a + 2a^2)d1^70d2^56 + (3 + 0a + 0a^2)d1^71d2^56 + (1 + 4a + 3a^2)d1^72d2^56 + (3 + 0a + 2a^2)d1^73d2^56 + (1 + 3a + 0a^2)d1^74d2^56 + (3 + 0a + 1a^2)d1^75d2^56 + (1 + 4a + 0a^2)d1^76d2^56 + (4 + 2a + 2a^2)d1^77d2^56 + (1 + 1a + 4a^2)d1^78d2^56 + (0 + 0a + 4a^2)d1^79d2^56 + (2 + 4a + 1a^2)d1^80d2^56 + (3 + 1a + 0a^2)d1^81d2^56 + (0 + 4a + 0a^2)d1^82d2^56 + (0 + 0a + 3a^2)d1^83d2^56 + (1 + 0a + 1a^2)d1^84d2^56 + (2 + 2a + 3a^2)d1^85d2^56 + (3 + 0a + 3a^2)d1^86d2^56 + (1 + 0a + 3a^2)d1^87d2^56 + (2 + 3a + 1a^2)d1^88d2^56 + (0 + 2a + 2a^2)d1^89d2^56 + (0 + 4a + 3a^2)d1^90d2^56 + (3 + 1a + 2a^2)d1^91d2^56 + (3 + 1a + 0a^2)d1^92d2^56 + (0 + 1a + 4a^2)d1^93d2^56 + (0 + 3a + 0a^2)d1^94d2^56 + (0 + 4a + 1a^2)d1^95d2^56 + (3 + 1a + 0a^2)d1^96d2^56 + (4 + 0a + 1a^2)d1^97d2^56 + (0 + 0a + 3a^2)d1^98d2^56 + (4 + 0a + 2a^2)d1^99d2^56 + (1 + 1a + 1a^2)d1^100d2^56 + (4 + 1a + 0a^2)d1^101d2^56 + (2 + 2a + 3a^2)d1^102d2^56 + (0 + 4a + 2a^2)d1^103d2^56 + (1 + 1a + 2a^2)d1^104d2^56 + (0 + 1a + 1a^2)d1^105d2^56 + (4 + 4a + 1a^2)d1^106d2^56 + (2 + 3a + 1a^2)d1^107d2^56 + (3 + 4a + 4a^2)d1^108d2^56 + (4 + 1a + 0a^2)d1^109d2^56 + (4 + 4a + 4a^2)d1^110d2^56 + (4 + 3a + 2a^2)d1^111d2^56 + (0 + 2a + 2a^2)d1^112d2^56 + (4 + 0a + 4a^2)d1^113d2^56 + (1 + 2a + 3a^2)d1^114d2^56 + (0 + 0a + 4a^2)d1^115d2^56 + (0 + 0a + 2a^2)d1^116d2^56 + (1 + 2a + 4a^2)d1^117d2^56 + (1 + 1a + 3a^2)d1^118d2^56 + (0 + 0a + 2a^2)d1^119d2^56 + (1 + 1a + 2a^2)d1^120d2^56 + (3 + 4a + 0a^2)d1^121d2^56 + (1 + 0a + 0a^2)d1^122d2^56 + (4 + 0a + 4a^2)d1^123d2^56 + (2 + 3a + 3a^2)d1^124d2^56 + (2 + 2a + 3a^2)d1^125d2^56 + (2 + 3a + 0a^2)d1^126d2^56 + (1 + 3a + 1a^2)d1^127d2^56 + (1 + 0a + 4a^2)d1^128d2^56 + (0 + 1a + 0a^2)d1^131d2^56 + (4 + 0a + 0a^2)d1^132d2^56 + (1 + 1a + 3a^2)d1^133d2^56 + (3 + 4a + 4a^2)d1^134d2^56 + (3 + 2a + 0a^2)d1^135d2^56 + (1 + 2a + 0a^2)d1^136d2^56 + (0 + 4a + 0a^2)d1^137d2^56 + (1 + 3a + 4a^2)d1^138d2^56 + (3 + 1a + 4a^2)d1^139d2^56 + (0 + 2a + 4a^2)d1^140d2^56 + (0 + 2a + 1a^2)d1^141d2^56 + (1 + 0a + 3a^2)d1^142d2^56 + (2 + 3a + 3a^2)d1^143d2^56 + (1 + 0a + 4a^2)d1^144d2^56 + (2 + 3a + 4a^2)d1^145d2^56 + (1 + 2a + 2a^2)d1^146d2^56 + (2 + 0a + 0a^2)d1^147d2^56 + (4 + 3a + 3a^2)d1^148d2^56 + (1 + 2a + 0a^2)d1^149d2^56 + (1 + 2a + 0a^2)d1^150d2^56 + (3 + 0a + 0a^2)d1^151d2^56 + (4 + 0a + 0a^2)d1^152d2^56 + (4 + 2a + 2a^2)d1^153d2^56 + (1 + 4a + 0a^2)d1^154d2^56 + (2 + 0a + 4a^2)d1^155d2^56 + (3 + 1a + 2a^2)d1^156d2^56 + (0 + 4a + 2a^2)d1^157d2^56 + (1 + 2a + 4a^2)d1^158d2^56 + (0 + 2a + 4a^2)d1^159d2^56 + (1 + 1a + 4a^2)d1^160d2^56 + (4 + 0a + 1a^2)d1^161d2^56 + (3 + 1a + 4a^2)d1^162d2^56 + (3 + 3a + 1a^2)d1^163d2^56 + (1 + 4a + 1a^2)d1^164d2^56 + (1 + 0a + 4a^2)d1^165d2^56 + (4 + 0a + 1a^2)d1^166d2^56 + (2 + 1a + 3a^2)d1^167d2^56 + (2 + 4a + 1a^2)d1^168d2^56 + (2 + 4a + 1a^2)d1^169d2^56 + (2 + 1a + 4a^2)d1^170d2^56 + (0 + 2a + 3a^2)d1^171d2^56 + (1 + 3a + 1a^2)d1^172d2^56 + (4 + 2a + 4a^2)d1^173d2^56 + (4 + 0a + 2a^2)d1^174d2^56 + (0 + 1a + 4a^2)d1^175d2^56 + (1 + 1a + 4a^2)d1^176d2^56 + (2 + 1a + 4a^2)d1^177d2^56 + (2 + 1a + 3a^2)d1^178d2^56 + (2 + 4a + 0a^2)d1^179d2^56 + (1 + 3a + 3a^2)d1^180d2^56 + (4 + 2a + 0a^2)d1^181d2^56 + (4 + 4a + 3a^2)d1^182d2^56 + (2 + 1a + 4a^2)d1^183d2^56 + (3 + 1a + 4a^2)d1^184d2^56 + (1 + 3a + 4a^2)d1^185d2^56 + (0 + 4a + 0a^2)d1^186d2^56 + (3 + 3a + 3a^2)d1^187d2^56 + (0 + 2a + 2a^2)d1^188d2^56 + (2 + 2a + 0a^2)d1^189d2^56 + (0 + 3a + 3a^2)d1^190d2^56 + (0 + 2a + 2a^2)d1^191d2^56 + (2 + 0a + 2a^2)d1^192d2^56 + (0 + 4a + 0a^2)d1^193d2^56 + (3 + 0a + 4a^2)d1^194d2^56 + (3 + 0a + 3a^2)d1^195d2^56 + (4 + 0a + 2a^2)d1^196d2^56 + (1 + 1a + 1a^2)d1^197d2^56 + (4 + 1a + 1a^2)d1^198d2^56 + (0 + 2a + 0a^2)d1^199d2^56 + (0 + 4a + 2a^2)d1^200d2^56 + (2 + 2a + 3a^2)d1^201d2^56 + (4 + 1a + 3a^2)d1^202d2^56 + (2 + 2a + 0a^2)d1^203d2^56 + (1 + 3a + 0a^2)d1^204d2^56 + (4 + 2a + 1a^2)d1^205d2^56 + (1 + 4a + 1a^2)d1^206d2^56 + (1 + 3a + 0a^2)d1^207d2^56 + (4 + 4a + 0a^2)d1^208d2^56 + (0 + 2a + 2a^2)d1^209d2^56 + (1 + 0a + 0a^2)d1^210d2^56 + (4 + 1a + 2a^2)d1^211d2^56 + (2 + 1a + 3a^2)d1^212d2^56 + (3 + 0a + 3a^2)d1^213d2^56 + (2 + 2a + 1a^2)d1^214d2^56 + (0 + 2a + 0a^2)d1^215d2^56 + (1 + 2a + 1a^2)d1^216d2^56 + (4 + 2a + 0a^2)d1^217d2^56 + (4 + 1a + 3a^2)d1^218d2^56 + (2 + 1a + 1a^2)d1^219d2^56 + (4 + 0a + 3a^2)d1^220d2^56 + (4 + 4a + 4a^2)d1^221d2^56 + (4 + 0a + 3a^2)d1^222d2^56 + (0 + 3a + 4a^2)d1^223d2^56 + (0 + 3a + 4a^2)d1^224d2^56 + (0 + 3a + 1a^2)d1^225d2^56 + (3 + 0a + 2a^2)d1^226d2^56 + (4 + 2a + 0a^2)d1^227d2^56 + (1 + 0a + 3a^2)d1^228d2^56 + (1 + 2a + 2a^2)d1^229d2^56 + (3 + 2a + 4a^2)d1^230d2^56 + (1 + 4a + 0a^2)d1^231d2^56 + (2 + 0a + 4a^2)d1^232d2^56 + (1 + 1a + 3a^2)d1^233d2^56 + (3 + 3a + 3a^2)d1^234d2^56 + (2 + 2a + 4a^2)d1^235d2^56 + (0 + 4a + 1a^2)d1^236d2^56 + (4 + 4a + 0a^2)d1^237d2^56 + (4 + 0a + 3a^2)d1^238d2^56 + (0 + 2a + 4a^2)d1^239d2^56 + (0 + 4a + 3a^2)d1^240d2^56 + (3 + 1a + 0a^2)d1^241d2^56 + (0 + 1a + 4a^2)d1^242d2^56 + (2 + 2a + 4a^2)d1^243d2^56 + (0 + 1a + 4a^2)d1^244d2^56 + (0 + 4a + 4a^2)d1^245d2^56 + (0 + 0a + 4a^2)d1^246d2^56 + (0 + 4a + 3a^2)d1^247d2^56 + (2 + 0a + 0a^2)d1^248d2^56 + (1 + 3a + 3a^2)d1^249d2^56 + (3 + 4a + 3a^2)d1^250d2^56 + (2 + 2a + 0a^2)d1^251d2^56 + (2 + 1a + 1a^2)d1^252d2^56 + (4 + 1a + 3a^2)d1^253d2^56 + (1 + 2a + 1a^2)d1^254d2^56 + (0 + 0a + 2a^2)d1^255d2^56 + (4 + 2a + 4a^2)d1^256d2^56 + (0 + 1a + 2a^2)d1^257d2^56 + (0 + 1a + 0a^2)d1^258d2^56 + (4 + 4a + 1a^2)d1^259d2^56 + (0 + 1a + 3a^2)d1^260d2^56 + (4 + 4a + 2a^2)d1^261d2^56 + (4 + 2a + 1a^2)d1^262d2^56 + (3 + 1a + 2a^2)d1^263d2^56 + (1 + 0a + 2a^2)d1^264d2^56 + (3 + 0a + 4a^2)d1^265d2^56 + (4 + 3a + 3a^2)d1^266d2^56 + (0 + 2a + 3a^2)d1^267d2^56 + (4 + 4a + 4a^2)d1^268d2^56 + (3 + 3a + 1a^2)d1^269d2^56 + (0 + 2a + 2a^2)d1^270d2^56 + (1 + 3a + 4a^2)d1^271d2^56 + (2 + 0a + 2a^2)d1^272d2^56 + (2 + 3a + 1a^2)d1^273d2^56 + (0 + 1a + 2a^2)d1^274d2^56 + (4 + 4a + 4a^2)d1^275d2^56 + (3 + 0a + 0a^2)d1^276d2^56 + (4 + 0a + 0a^2)d1^277d2^56 + (1 + 2a + 3a^2)d1^278d2^56 + (1 + 3a + 2a^2)d1^279d2^56 + (4 + 1a + 4a^2)d1^280d2^56 + (0 + 3a + 4a^2)d1^281d2^56 + (2 + 3a + 4a^2)d1^282d2^56 + (1 + 1a + 4a^2)d1^283d2^56 + (1 + 2a + 3a^2)d1^284d2^56 + (0 + 1a + 4a^2)d1^285d2^56 + (1 + 4a + 2a^2)d1^287d2^56 + (2 + 4a + 4a^2)d1^288d2^56 + (0 + 1a + 3a^2)d1^290d2^56 + (3 + 0a + 0a^2)d1^291d2^56 + (2 + 3a + 4a^2)d1^292d2^56 + (1 + 0a + 2a^2)d1^293d2^56 + (2 + 3a + 0a^2)d2^57 + (3 + 4a + 4a^2)d1^1d2^57 + (4 + 4a + 0a^2)d1^2d2^57 + (1 + 4a + 4a^2)d1^3d2^57 + (1 + 2a + 0a^2)d1^4d2^57 + (1 + 2a + 4a^2)d1^5d2^57 + (4 + 4a + 4a^2)d1^6d2^57 + (0 + 3a + 1a^2)d1^7d2^57 + (0 + 1a + 3a^2)d1^8d2^57 + (3 + 1a + 1a^2)d1^9d2^57 + (4 + 3a + 2a^2)d1^10d2^57 + (2 + 0a + 3a^2)d1^11d2^57 + (3 + 3a + 0a^2)d1^12d2^57 + (4 + 1a + 3a^2)d1^13d2^57 + (0 + 2a + 0a^2)d1^14d2^57 + (4 + 0a + 2a^2)d1^15d2^57 + (3 + 1a + 0a^2)d1^16d2^57 + (1 + 1a + 3a^2)d1^17d2^57 + (2 + 2a + 1a^2)d1^18d2^57 + (2 + 1a + 0a^2)d1^19d2^57 + (3 + 1a + 0a^2)d1^20d2^57 + (1 + 3a + 0a^2)d1^21d2^57 + (2 + 0a + 4a^2)d1^22d2^57 + (2 + 0a + 1a^2)d1^23d2^57 + (4 + 3a + 0a^2)d1^24d2^57 + (4 + 1a + 4a^2)d1^25d2^57 + (4 + 0a + 4a^2)d1^26d2^57 + (4 + 0a + 4a^2)d1^27d2^57 + (4 + 2a + 4a^2)d1^28d2^57 + (4 + 0a + 4a^2)d1^29d2^57 + (4 + 2a + 0a^2)d1^30d2^57 + (3 + 1a + 2a^2)d1^31d2^57 + (1 + 1a + 0a^2)d1^32d2^57 + (2 + 2a + 0a^2)d1^33d2^57 + (3 + 4a + 3a^2)d1^34d2^57 + (4 + 2a + 3a^2)d1^35d2^57 + (2 + 2a + 0a^2)d1^36d2^57 + (0 + 2a + 4a^2)d1^37d2^57 + (3 + 3a + 1a^2)d1^38d2^57 + (2 + 2a + 4a^2)d1^39d2^57 + (1 + 2a + 2a^2)d1^40d2^57 + (2 + 2a + 1a^2)d1^41d2^57 + (0 + 1a + 3a^2)d1^42d2^57 + (0 + 3a + 3a^2)d1^43d2^57 + (3 + 3a + 2a^2)d1^44d2^57 + (4 + 4a + 4a^2)d1^45d2^57 + (3 + 3a + 2a^2)d1^46d2^57 + (3 + 1a + 0a^2)d1^47d2^57 + (4 + 0a + 3a^2)d1^48d2^57 + (4 + 3a + 0a^2)d1^49d2^57 + (3 + 3a + 2a^2)d1^50d2^57 + (3 + 3a + 1a^2)d1^51d2^57 + (4 + 4a + 0a^2)d1^52d2^57 + (0 + 2a + 3a^2)d1^53d2^57 + (2 + 4a + 0a^2)d1^54d2^57 + (0 + 3a + 2a^2)d1^55d2^57 + (4 + 4a + 3a^2)d1^56d2^57 + (3 + 2a + 3a^2)d1^57d2^57 + (0 + 0a + 2a^2)d1^58d2^57 + (3 + 1a + 3a^2)d1^59d2^57 + (2 + 1a + 4a^2)d1^60d2^57 + (2 + 3a + 0a^2)d1^61d2^57 + (2 + 4a + 3a^2)d1^62d2^57 + (0 + 3a + 4a^2)d1^63d2^57 + (2 + 3a + 2a^2)d1^64d2^57 + (3 + 2a + 0a^2)d1^65d2^57 + (2 + 3a + 1a^2)d1^66d2^57 + (0 + 1a + 2a^2)d1^67d2^57 + (3 + 2a + 0a^2)d1^68d2^57 + (3 + 1a + 4a^2)d1^69d2^57 + (4 + 1a + 0a^2)d1^70d2^57 + (1 + 4a + 2a^2)d1^71d2^57 + (4 + 1a + 4a^2)d1^72d2^57 + (4 + 0a + 0a^2)d1^73d2^57 + (3 + 2a + 0a^2)d1^74d2^57 + (2 + 2a + 4a^2)d1^75d2^57 + (2 + 4a + 2a^2)d1^76d2^57 + (2 + 0a + 2a^2)d1^77d2^57 + (1 + 1a + 4a^2)d1^78d2^57 + (3 + 4a + 4a^2)d1^79d2^57 + (1 + 0a + 2a^2)d1^80d2^57 + (4 + 0a + 1a^2)d1^81d2^57 + (0 + 0a + 4a^2)d1^82d2^57 + (2 + 2a + 0a^2)d1^83d2^57 + (0 + 1a + 0a^2)d1^84d2^57 + (2 + 2a + 1a^2)d1^85d2^57 + (2 + 1a + 1a^2)d1^86d2^57 + (2 + 2a + 2a^2)d1^87d2^57 + (2 + 0a + 3a^2)d1^88d2^57 + (4 + 4a + 1a^2)d1^89d2^57 + (0 + 1a + 3a^2)d1^90d2^57 + (1 + 3a + 0a^2)d1^91d2^57 + (0 + 1a + 0a^2)d1^92d2^57 + (3 + 0a + 3a^2)d1^93d2^57 + (0 + 2a + 3a^2)d1^94d2^57 + (2 + 4a + 2a^2)d1^95d2^57 + (2 + 2a + 2a^2)d1^96d2^57 + (2 + 0a + 2a^2)d1^97d2^57 + (4 + 2a + 4a^2)d1^98d2^57 + (3 + 4a + 4a^2)d1^99d2^57 + (0 + 3a + 1a^2)d1^100d2^57 + (2 + 1a + 0a^2)d1^101d2^57 + (2 + 4a + 4a^2)d1^102d2^57 + (2 + 1a + 3a^2)d1^103d2^57 + (3 + 0a + 3a^2)d1^104d2^57 + (4 + 1a + 1a^2)d1^105d2^57 + (2 + 0a + 2a^2)d1^106d2^57 + (4 + 1a + 2a^2)d1^107d2^57 + (4 + 0a + 3a^2)d1^108d2^57 + (0 + 1a + 1a^2)d1^109d2^57 + (1 + 3a + 0a^2)d1^110d2^57 + (0 + 0a + 2a^2)d1^111d2^57 + (2 + 0a + 2a^2)d1^112d2^57 + (4 + 2a + 1a^2)d1^113d2^57 + (0 + 2a + 1a^2)d1^114d2^57 + (1 + 2a + 1a^2)d1^115d2^57 + (3 + 2a + 2a^2)d1^116d2^57 + (0 + 3a + 3a^2)d1^117d2^57 + (3 + 1a + 1a^2)d1^118d2^57 + (0 + 2a + 0a^2)d1^119d2^57 + (2 + 1a + 1a^2)d1^120d2^57 + (2 + 3a + 1a^2)d1^121d2^57 + (1 + 2a + 2a^2)d1^122d2^57 + (1 + 0a + 0a^2)d1^123d2^57 + (1 + 4a + 0a^2)d1^124d2^57 + (0 + 4a + 2a^2)d1^125d2^57 + (4 + 1a + 1a^2)d1^126d2^57 + (1 + 4a + 1a^2)d1^127d2^57 + (2 + 3a + 0a^2)d1^128d2^57 + (2 + 0a + 0a^2)d1^129d2^57 + (1 + 3a + 4a^2)d1^130d2^57 + (0 + 1a + 3a^2)d1^131d2^57 + (1 + 3a + 0a^2)d1^132d2^57 + (4 + 1a + 1a^2)d1^133d2^57 + (3 + 3a + 1a^2)d1^134d2^57 + (0 + 4a + 3a^2)d1^135d2^57 + (2 + 4a + 1a^2)d1^136d2^57 + (1 + 3a + 0a^2)d1^137d2^57 + (2 + 2a + 3a^2)d1^138d2^57 + (3 + 0a + 2a^2)d1^139d2^57 + (3 + 0a + 2a^2)d1^140d2^57 + (1 + 4a + 3a^2)d1^141d2^57 + (1 + 2a + 1a^2)d1^142d2^57 + (1 + 0a + 1a^2)d1^143d2^57 + (1 + 0a + 0a^2)d1^144d2^57 + (3 + 0a + 4a^2)d1^146d2^57 + (0 + 1a + 4a^2)d1^147d2^57 + (0 + 4a + 4a^2)d1^148d2^57 + (2 + 2a + 2a^2)d1^149d2^57 + (4 + 3a + 3a^2)d1^150d2^57 + (0 + 1a + 4a^2)d1^151d2^57 + (1 + 4a + 0a^2)d1^152d2^57 + (2 + 0a + 3a^2)d1^153d2^57 + (0 + 3a + 2a^2)d1^154d2^57 + (2 + 2a + 4a^2)d1^155d2^57 + (2 + 2a + 2a^2)d1^156d2^57 + (0 + 2a + 3a^2)d1^157d2^57 + (0 + 2a + 3a^2)d1^158d2^57 + (3 + 1a + 0a^2)d1^159d2^57 + (1 + 1a + 4a^2)d1^160d2^57 + (4 + 3a + 4a^2)d1^161d2^57 + (2 + 4a + 4a^2)d1^162d2^57 + (0 + 1a + 0a^2)d1^163d2^57 + (1 + 2a + 0a^2)d1^164d2^57 + (0 + 4a + 0a^2)d1^165d2^57 + (4 + 0a + 1a^2)d1^166d2^57 + (4 + 4a + 1a^2)d1^167d2^57 + (0 + 2a + 0a^2)d1^168d2^57 + (4 + 3a + 1a^2)d1^169d2^57 + (4 + 1a + 0a^2)d1^170d2^57 + (3 + 2a + 2a^2)d1^171d2^57 + (3 + 0a + 2a^2)d1^172d2^57 + (0 + 2a + 3a^2)d1^173d2^57 + (0 + 3a + 1a^2)d1^174d2^57 + (0 + 0a + 3a^2)d1^175d2^57 + (1 + 2a + 2a^2)d1^176d2^57 + (4 + 1a + 1a^2)d1^177d2^57 + (2 + 4a + 4a^2)d1^178d2^57 + (1 + 2a + 2a^2)d1^179d2^57 + (4 + 0a + 3a^2)d1^180d2^57 + (0 + 4a + 3a^2)d1^181d2^57 + (0 + 0a + 2a^2)d1^182d2^57 + (0 + 4a + 2a^2)d1^183d2^57 + (2 + 4a + 2a^2)d1^184d2^57 + (1 + 2a + 2a^2)d1^185d2^57 + (4 + 2a + 1a^2)d1^186d2^57 + (1 + 1a + 0a^2)d1^187d2^57 + (3 + 2a + 3a^2)d1^188d2^57 + (1 + 2a + 1a^2)d1^189d2^57 + (3 + 0a + 4a^2)d1^190d2^57 + (0 + 3a + 3a^2)d1^191d2^57 + (0 + 3a + 0a^2)d1^192d2^57 + (1 + 4a + 2a^2)d1^193d2^57 + (0 + 4a + 0a^2)d1^194d2^57 + (3 + 0a + 1a^2)d1^195d2^57 + (2 + 4a + 0a^2)d1^196d2^57 + (3 + 2a + 0a^2)d1^197d2^57 + (2 + 1a + 3a^2)d1^198d2^57 + (2 + 1a + 2a^2)d1^199d2^57 + (1 + 0a + 2a^2)d1^200d2^57 + (0 + 2a + 2a^2)d1^201d2^57 + (2 + 1a + 4a^2)d1^202d2^57 + (1 + 2a + 3a^2)d1^203d2^57 + (1 + 4a + 2a^2)d1^204d2^57 + (2 + 0a + 2a^2)d1^205d2^57 + (2 + 4a + 4a^2)d1^206d2^57 + (0 + 0a + 2a^2)d1^207d2^57 + (2 + 4a + 4a^2)d1^208d2^57 + (1 + 0a + 1a^2)d1^209d2^57 + (4 + 0a + 1a^2)d1^210d2^57 + (2 + 1a + 4a^2)d1^211d2^57 + (4 + 0a + 4a^2)d1^212d2^57 + (3 + 1a + 2a^2)d1^213d2^57 + (1 + 1a + 4a^2)d1^214d2^57 + (2 + 4a + 1a^2)d1^215d2^57 + (3 + 2a + 2a^2)d1^216d2^57 + (4 + 1a + 2a^2)d1^217d2^57 + (4 + 0a + 0a^2)d1^218d2^57 + (2 + 1a + 2a^2)d1^219d2^57 + (4 + 4a + 0a^2)d1^220d2^57 + (4 + 0a + 0a^2)d1^221d2^57 + (1 + 0a + 0a^2)d1^222d2^57 + (1 + 2a + 4a^2)d1^223d2^57 + (0 + 0a + 1a^2)d1^224d2^57 + (1 + 3a + 0a^2)d1^225d2^57 + (2 + 1a + 0a^2)d1^226d2^57 + (0 + 3a + 4a^2)d1^227d2^57 + (4 + 0a + 4a^2)d1^228d2^57 + (4 + 0a + 3a^2)d1^229d2^57 + (1 + 1a + 0a^2)d1^230d2^57 + (3 + 3a + 3a^2)d1^231d2^57 + (0 + 2a + 1a^2)d1^232d2^57 + (3 + 1a + 4a^2)d1^233d2^57 + (1 + 3a + 1a^2)d1^234d2^57 + (3 + 3a + 1a^2)d1^235d2^57 + (4 + 1a + 1a^2)d1^236d2^57 + (3 + 0a + 0a^2)d1^237d2^57 + (4 + 1a + 0a^2)d1^238d2^57 + (2 + 0a + 0a^2)d1^239d2^57 + (2 + 0a + 0a^2)d1^240d2^57 + (4 + 0a + 1a^2)d1^241d2^57 + (2 + 0a + 0a^2)d1^242d2^57 + (4 + 0a + 3a^2)d1^243d2^57 + (3 + 4a + 4a^2)d1^244d2^57 + (2 + 3a + 2a^2)d1^245d2^57 + (0 + 1a + 3a^2)d1^246d2^57 + (3 + 0a + 0a^2)d1^247d2^57 + (4 + 4a + 1a^2)d1^248d2^57 + (1 + 4a + 1a^2)d1^249d2^57 + (3 + 1a + 0a^2)d1^250d2^57 + (3 + 4a + 2a^2)d1^251d2^57 + (3 + 2a + 0a^2)d1^252d2^57 + (1 + 1a + 2a^2)d1^253d2^57 + (0 + 4a + 2a^2)d1^254d2^57 + (0 + 3a + 3a^2)d1^255d2^57 + (0 + 4a + 4a^2)d1^256d2^57 + (1 + 0a + 0a^2)d1^257d2^57 + (1 + 4a + 4a^2)d1^258d2^57 + (0 + 2a + 3a^2)d1^259d2^57 + (0 + 4a + 1a^2)d1^260d2^57 + (4 + 1a + 4a^2)d1^261d2^57 + (4 + 4a + 4a^2)d1^262d2^57 + (0 + 3a + 4a^2)d1^263d2^57 + (3 + 2a + 2a^2)d1^264d2^57 + (1 + 0a + 2a^2)d1^265d2^57 + (4 + 1a + 0a^2)d1^266d2^57 + (0 + 0a + 4a^2)d1^267d2^57 + (0 + 1a + 0a^2)d1^268d2^57 + (1 + 3a + 4a^2)d1^269d2^57 + (4 + 0a + 4a^2)d1^270d2^57 + (3 + 0a + 1a^2)d1^271d2^57 + (0 + 1a + 1a^2)d1^272d2^57 + (1 + 4a + 2a^2)d1^273d2^57 + (0 + 0a + 4a^2)d1^274d2^57 + (1 + 1a + 3a^2)d1^275d2^57 + (2 + 1a + 2a^2)d1^276d2^57 + (0 + 4a + 4a^2)d1^277d2^57 + (1 + 0a + 3a^2)d1^278d2^57 + (4 + 0a + 3a^2)d1^279d2^57 + (1 + 0a + 3a^2)d1^280d2^57 + (2 + 4a + 1a^2)d1^281d2^57 + (4 + 2a + 3a^2)d1^282d2^57 + (1 + 4a + 1a^2)d1^283d2^57 + (3 + 2a + 3a^2)d1^284d2^57 + (0 + 4a + 0a^2)d1^285d2^57 + (0 + 2a + 2a^2)d1^286d2^57 + (4 + 4a + 1a^2)d1^287d2^57 + (3 + 0a + 4a^2)d1^288d2^57 + (4 + 1a + 4a^2)d1^289d2^57 + (3 + 0a + 4a^2)d1^290d2^57 + (2 + 4a + 4a^2)d1^291d2^57 + (2 + 2a + 4a^2)d1^292d2^57 + (0 + 1a + 1a^2)d1^293d2^57 + (1 + 2a + 0a^2)d2^58 + (3 + 3a + 3a^2)d1^1d2^58 + (2 + 4a + 3a^2)d1^2d2^58 + (1 + 3a + 1a^2)d1^3d2^58 + (2 + 3a + 3a^2)d1^4d2^58 + (2 + 1a + 1a^2)d1^5d2^58 + (2 + 0a + 0a^2)d1^6d2^58 + (1 + 2a + 3a^2)d1^7d2^58 + (0 + 1a + 2a^2)d1^8d2^58 + (2 + 2a + 1a^2)d1^9d2^58 + (2 + 4a + 3a^2)d1^10d2^58 + (0 + 4a + 0a^2)d1^11d2^58 + (4 + 4a + 4a^2)d1^12d2^58 + (2 + 0a + 0a^2)d1^13d2^58 + (4 + 3a + 3a^2)d1^14d2^58 + (2 + 4a + 2a^2)d1^15d2^58 + (3 + 0a + 1a^2)d1^16d2^58 + (1 + 1a + 4a^2)d1^17d2^58 + (3 + 0a + 1a^2)d1^18d2^58 + (1 + 2a + 1a^2)d1^19d2^58 + (2 + 1a + 0a^2)d1^20d2^58 + (3 + 1a + 4a^2)d1^21d2^58 + (1 + 0a + 0a^2)d1^22d2^58 + (0 + 3a + 4a^2)d1^23d2^58 + (4 + 3a + 0a^2)d1^24d2^58 + (1 + 0a + 2a^2)d1^25d2^58 + (4 + 4a + 1a^2)d1^26d2^58 + (1 + 4a + 1a^2)d1^27d2^58 + (3 + 1a + 0a^2)d1^29d2^58 + (1 + 1a + 1a^2)d1^30d2^58 + (4 + 2a + 4a^2)d1^31d2^58 + (0 + 0a + 3a^2)d1^32d2^58 + (0 + 4a + 3a^2)d1^33d2^58 + (3 + 3a + 1a^2)d1^34d2^58 + (2 + 2a + 4a^2)d1^35d2^58 + (4 + 1a + 2a^2)d1^36d2^58 + (2 + 0a + 0a^2)d1^37d2^58 + (4 + 3a + 1a^2)d1^38d2^58 + (3 + 4a + 2a^2)d1^39d2^58 + (0 + 2a + 1a^2)d1^40d2^58 + (4 + 2a + 3a^2)d1^41d2^58 + (0 + 3a + 3a^2)d1^42d2^58 + (3 + 1a + 4a^2)d1^43d2^58 + (1 + 3a + 2a^2)d1^44d2^58 + (1 + 3a + 1a^2)d1^45d2^58 + (1 + 1a + 1a^2)d1^46d2^58 + (3 + 1a + 2a^2)d1^47d2^58 + (0 + 0a + 4a^2)d1^48d2^58 + (1 + 2a + 1a^2)d1^49d2^58 + (4 + 0a + 2a^2)d1^50d2^58 + (3 + 0a + 0a^2)d1^51d2^58 + (3 + 2a + 4a^2)d1^52d2^58 + (3 + 4a + 4a^2)d1^53d2^58 + (0 + 3a + 4a^2)d1^54d2^58 + (1 + 1a + 2a^2)d1^55d2^58 + (2 + 2a + 3a^2)d1^56d2^58 + (1 + 4a + 1a^2)d1^57d2^58 + (3 + 2a + 4a^2)d1^58d2^58 + (4 + 3a + 0a^2)d1^59d2^58 + (0 + 2a + 2a^2)d1^60d2^58 + (4 + 0a + 4a^2)d1^61d2^58 + (3 + 1a + 3a^2)d1^62d2^58 + (3 + 1a + 2a^2)d1^63d2^58 + (1 + 2a + 1a^2)d1^64d2^58 + (4 + 1a + 2a^2)d1^65d2^58 + (0 + 1a + 3a^2)d1^66d2^58 + (1 + 4a + 4a^2)d1^67d2^58 + (1 + 2a + 2a^2)d1^68d2^58 + (3 + 0a + 0a^2)d1^69d2^58 + (1 + 0a + 0a^2)d1^70d2^58 + (2 + 3a + 2a^2)d1^71d2^58 + (1 + 3a + 0a^2)d1^72d2^58 + (1 + 3a + 3a^2)d1^73d2^58 + (0 + 3a + 2a^2)d1^74d2^58 + (3 + 3a + 1a^2)d1^75d2^58 + (0 + 2a + 0a^2)d1^76d2^58 + (4 + 3a + 1a^2)d1^77d2^58 + (1 + 3a + 0a^2)d1^78d2^58 + (4 + 4a + 0a^2)d1^79d2^58 + (2 + 4a + 0a^2)d1^80d2^58 + (1 + 2a + 0a^2)d1^81d2^58 + (1 + 4a + 4a^2)d1^82d2^58 + (3 + 2a + 0a^2)d1^83d2^58 + (1 + 2a + 3a^2)d1^84d2^58 + (3 + 4a + 1a^2)d1^85d2^58 + (4 + 2a + 1a^2)d1^86d2^58 + (3 + 0a + 3a^2)d1^87d2^58 + (0 + 3a + 3a^2)d1^88d2^58 + (4 + 4a + 0a^2)d1^89d2^58 + (3 + 0a + 3a^2)d1^90d2^58 + (1 + 4a + 2a^2)d1^91d2^58 + (0 + 4a + 3a^2)d1^92d2^58 + (4 + 4a + 2a^2)d1^93d2^58 + (3 + 3a + 3a^2)d1^94d2^58 + (2 + 0a + 4a^2)d1^95d2^58 + (0 + 1a + 0a^2)d1^96d2^58 + (2 + 1a + 1a^2)d1^97d2^58 + (4 + 0a + 0a^2)d1^98d2^58 + (0 + 0a + 4a^2)d1^99d2^58 + (3 + 1a + 4a^2)d1^100d2^58 + (4 + 2a + 3a^2)d1^101d2^58 + (3 + 1a + 1a^2)d1^102d2^58 + (4 + 0a + 4a^2)d1^103d2^58 + (1 + 0a + 2a^2)d1^104d2^58 + (1 + 3a + 0a^2)d1^105d2^58 + (2 + 0a + 1a^2)d1^106d2^58 + (2 + 0a + 4a^2)d1^107d2^58 + (2 + 2a + 4a^2)d1^108d2^58 + (1 + 0a + 4a^2)d1^109d2^58 + (4 + 2a + 1a^2)d1^110d2^58 + (1 + 3a + 4a^2)d1^111d2^58 + (4 + 4a + 0a^2)d1^112d2^58 + (4 + 2a + 3a^2)d1^113d2^58 + (1 + 3a + 0a^2)d1^114d2^58 + (3 + 3a + 2a^2)d1^115d2^58 + (2 + 3a + 0a^2)d1^116d2^58 + (1 + 3a + 2a^2)d1^117d2^58 + (1 + 2a + 1a^2)d1^118d2^58 + (0 + 0a + 2a^2)d1^119d2^58 + (3 + 1a + 3a^2)d1^120d2^58 + (4 + 3a + 3a^2)d1^121d2^58 + (4 + 1a + 2a^2)d1^122d2^58 + (4 + 0a + 4a^2)d1^123d2^58 + (0 + 3a + 2a^2)d1^124d2^58 + (2 + 4a + 1a^2)d1^125d2^58 + (2 + 2a + 1a^2)d1^126d2^58 + (4 + 3a + 3a^2)d1^127d2^58 + (0 + 3a + 3a^2)d1^128d2^58 + (4 + 0a + 1a^2)d1^129d2^58 + (1 + 0a + 0a^2)d1^130d2^58 + (3 + 2a + 2a^2)d1^131d2^58 + (2 + 3a + 4a^2)d1^132d2^58 + (4 + 1a + 1a^2)d1^133d2^58 + (3 + 1a + 4a^2)d1^134d2^58 + (1 + 1a + 1a^2)d1^135d2^58 + (4 + 3a + 1a^2)d1^136d2^58 + (0 + 1a + 2a^2)d1^137d2^58 + (0 + 3a + 0a^2)d1^138d2^58 + (3 + 4a + 0a^2)d1^139d2^58 + (3 + 4a + 4a^2)d1^140d2^58 + (4 + 0a + 4a^2)d1^141d2^58 + (1 + 2a + 1a^2)d1^142d2^58 + (0 + 2a + 4a^2)d1^143d2^58 + (0 + 3a + 3a^2)d1^144d2^58 + (1 + 0a + 1a^2)d1^145d2^58 + (1 + 4a + 0a^2)d1^146d2^58 + (0 + 2a + 2a^2)d1^147d2^58 + (4 + 1a + 2a^2)d1^148d2^58 + (4 + 2a + 4a^2)d1^149d2^58 + (1 + 1a + 0a^2)d1^150d2^58 + (2 + 0a + 2a^2)d1^151d2^58 + (3 + 4a + 3a^2)d1^152d2^58 + (3 + 2a + 0a^2)d1^153d2^58 + (4 + 1a + 1a^2)d1^154d2^58 + (1 + 0a + 3a^2)d1^155d2^58 + (3 + 1a + 1a^2)d1^156d2^58 + (3 + 0a + 4a^2)d1^157d2^58 + (4 + 4a + 3a^2)d1^158d2^58 + (3 + 1a + 1a^2)d1^159d2^58 + (0 + 3a + 2a^2)d1^160d2^58 + (2 + 0a + 3a^2)d1^161d2^58 + (0 + 4a + 4a^2)d1^162d2^58 + (3 + 1a + 4a^2)d1^163d2^58 + (4 + 0a + 1a^2)d1^164d2^58 + (1 + 3a + 3a^2)d1^165d2^58 + (3 + 4a + 1a^2)d1^166d2^58 + (3 + 0a + 1a^2)d1^167d2^58 + (0 + 1a + 4a^2)d1^168d2^58 + (0 + 1a + 4a^2)d1^169d2^58 + (1 + 1a + 0a^2)d1^170d2^58 + (1 + 3a + 2a^2)d1^171d2^58 + (3 + 1a + 3a^2)d1^172d2^58 + (2 + 1a + 3a^2)d1^173d2^58 + (0 + 2a + 4a^2)d1^174d2^58 + (2 + 4a + 4a^2)d1^175d2^58 + (2 + 2a + 3a^2)d1^176d2^58 + (4 + 4a + 0a^2)d1^177d2^58 + (0 + 1a + 4a^2)d1^178d2^58 + (1 + 2a + 4a^2)d1^179d2^58 + (3 + 4a + 4a^2)d1^180d2^58 + (3 + 2a + 0a^2)d1^181d2^58 + (1 + 2a + 0a^2)d1^182d2^58 + (0 + 2a + 1a^2)d1^183d2^58 + (2 + 4a + 3a^2)d1^184d2^58 + (2 + 3a + 1a^2)d1^185d2^58 + (2 + 2a + 2a^2)d1^186d2^58 + (4 + 0a + 4a^2)d1^187d2^58 + (2 + 3a + 2a^2)d1^188d2^58 + (3 + 0a + 3a^2)d1^189d2^58 + (3 + 0a + 1a^2)d1^190d2^58 + (1 + 3a + 3a^2)d1^191d2^58 + (3 + 0a + 0a^2)d1^192d2^58 + (4 + 0a + 4a^2)d1^193d2^58 + (0 + 1a + 4a^2)d1^194d2^58 + (1 + 2a + 1a^2)d1^195d2^58 + (2 + 0a + 2a^2)d1^196d2^58 + (1 + 0a + 3a^2)d1^197d2^58 + (4 + 2a + 3a^2)d1^198d2^58 + (2 + 4a + 0a^2)d1^199d2^58 + (3 + 4a + 3a^2)d1^200d2^58 + (0 + 4a + 4a^2)d1^201d2^58 + (1 + 4a + 4a^2)d1^202d2^58 + (4 + 4a + 0a^2)d1^203d2^58 + (3 + 4a + 3a^2)d1^204d2^58 + (4 + 2a + 3a^2)d1^205d2^58 + (4 + 4a + 2a^2)d1^206d2^58 + (2 + 4a + 1a^2)d1^207d2^58 + (4 + 2a + 4a^2)d1^208d2^58 + (0 + 0a + 3a^2)d1^209d2^58 + (0 + 1a + 2a^2)d1^210d2^58 + (2 + 2a + 4a^2)d1^211d2^58 + (4 + 0a + 0a^2)d1^212d2^58 + (1 + 4a + 1a^2)d1^213d2^58 + (3 + 4a + 4a^2)d1^214d2^58 + (4 + 1a + 0a^2)d1^215d2^58 + (0 + 0a + 1a^2)d1^216d2^58 + (1 + 1a + 4a^2)d1^217d2^58 + (1 + 1a + 2a^2)d1^218d2^58 + (1 + 0a + 3a^2)d1^219d2^58 + (3 + 2a + 2a^2)d1^220d2^58 + (2 + 0a + 4a^2)d1^221d2^58 + (4 + 0a + 1a^2)d1^222d2^58 + (1 + 4a + 3a^2)d1^223d2^58 + (3 + 3a + 4a^2)d1^224d2^58 + (2 + 1a + 0a^2)d1^225d2^58 + (4 + 3a + 0a^2)d1^226d2^58 + (4 + 4a + 1a^2)d1^227d2^58 + (2 + 0a + 0a^2)d1^228d2^58 + (1 + 3a + 3a^2)d1^229d2^58 + (3 + 4a + 1a^2)d1^230d2^58 + (4 + 2a + 4a^2)d1^231d2^58 + (1 + 1a + 2a^2)d1^232d2^58 + (1 + 4a + 1a^2)d1^233d2^58 + (1 + 3a + 3a^2)d1^234d2^58 + (4 + 2a + 0a^2)d1^235d2^58 + (3 + 2a + 3a^2)d1^236d2^58 + (4 + 0a + 0a^2)d1^237d2^58 + (2 + 4a + 4a^2)d1^238d2^58 + (1 + 3a + 3a^2)d1^239d2^58 + (0 + 2a + 2a^2)d1^240d2^58 + (4 + 3a + 1a^2)d1^241d2^58 + (1 + 0a + 4a^2)d1^242d2^58 + (4 + 2a + 2a^2)d1^243d2^58 + (0 + 0a + 4a^2)d1^244d2^58 + (1 + 1a + 3a^2)d1^245d2^58 + (2 + 3a + 2a^2)d1^246d2^58 + (3 + 1a + 1a^2)d1^247d2^58 + (4 + 1a + 2a^2)d1^248d2^58 + (1 + 1a + 1a^2)d1^249d2^58 + (2 + 2a + 4a^2)d1^250d2^58 + (2 + 3a + 2a^2)d1^251d2^58 + (0 + 0a + 2a^2)d1^252d2^58 + (1 + 1a + 4a^2)d1^253d2^58 + (3 + 1a + 0a^2)d1^254d2^58 + (3 + 0a + 0a^2)d1^255d2^58 + (4 + 4a + 1a^2)d1^256d2^58 + (0 + 3a + 1a^2)d1^257d2^58 + (1 + 4a + 3a^2)d1^258d2^58 + (3 + 2a + 1a^2)d1^259d2^58 + (1 + 3a + 4a^2)d1^260d2^58 + (0 + 3a + 0a^2)d1^261d2^58 + (1 + 0a + 1a^2)d1^262d2^58 + (2 + 0a + 3a^2)d1^263d2^58 + (2 + 1a + 2a^2)d1^264d2^58 + (3 + 4a + 4a^2)d1^265d2^58 + (4 + 2a + 3a^2)d1^266d2^58 + (3 + 0a + 2a^2)d1^267d2^58 + (1 + 2a + 0a^2)d1^268d2^58 + (4 + 4a + 0a^2)d1^269d2^58 + (0 + 3a + 2a^2)d1^270d2^58 + (0 + 1a + 1a^2)d1^271d2^58 + (4 + 0a + 0a^2)d1^272d2^58 + (1 + 4a + 2a^2)d1^273d2^58 + (3 + 0a + 3a^2)d1^274d2^58 + (4 + 4a + 4a^2)d1^275d2^58 + (2 + 3a + 0a^2)d1^276d2^58 + (1 + 3a + 3a^2)d1^277d2^58 + (4 + 2a + 4a^2)d1^278d2^58 + (1 + 0a + 2a^2)d1^279d2^58 + (2 + 0a + 0a^2)d1^280d2^58 + (1 + 3a + 4a^2)d1^281d2^58 + (3 + 1a + 2a^2)d1^282d2^58 + (3 + 1a + 1a^2)d1^283d2^58 + (4 + 1a + 1a^2)d1^284d2^58 + (3 + 1a + 3a^2)d1^285d2^58 + (3 + 3a + 4a^2)d1^286d2^58 + (3 + 1a + 4a^2)d1^287d2^58 + (3 + 0a + 0a^2)d1^288d2^58 + (3 + 0a + 3a^2)d1^289d2^58 + (0 + 1a + 3a^2)d1^290d2^58 + (4 + 4a + 2a^2)d1^291d2^58 + (3 + 4a + 3a^2)d1^292d2^58 + (4 + 4a + 3a^2)d1^293d2^58 + (2 + 0a + 3a^2)d2^59 + (4 + 2a + 4a^2)d1^1d2^59 + (4 + 4a + 0a^2)d1^2d2^59 + (2 + 0a + 3a^2)d1^3d2^59 + (0 + 0a + 3a^2)d1^4d2^59 + (3 + 3a + 2a^2)d1^5d2^59 + (4 + 1a + 0a^2)d1^6d2^59 + (1 + 1a + 1a^2)d1^7d2^59 + (3 + 0a + 0a^2)d1^8d2^59 + (4 + 2a + 2a^2)d1^9d2^59 + (0 + 1a + 1a^2)d1^10d2^59 + (1 + 3a + 3a^2)d1^11d2^59 + (4 + 0a + 4a^2)d1^12d2^59 + (4 + 1a + 4a^2)d1^13d2^59 + (4 + 4a + 3a^2)d1^14d2^59 + (2 + 4a + 3a^2)d1^15d2^59 + (2 + 1a + 4a^2)d1^16d2^59 + (3 + 1a + 4a^2)d1^17d2^59 + (1 + 3a + 0a^2)d1^18d2^59 + (0 + 3a + 0a^2)d1^19d2^59 + (4 + 1a + 2a^2)d1^20d2^59 + (0 + 1a + 0a^2)d1^21d2^59 + (2 + 3a + 1a^2)d1^22d2^59 + (1 + 2a + 0a^2)d1^23d2^59 + (4 + 1a + 2a^2)d1^24d2^59 + (4 + 2a + 2a^2)d1^25d2^59 + (3 + 2a + 4a^2)d1^26d2^59 + (3 + 0a + 2a^2)d1^27d2^59 + (0 + 2a + 0a^2)d1^28d2^59 + (2 + 3a + 4a^2)d1^29d2^59 + (3 + 2a + 1a^2)d1^30d2^59 + (2 + 4a + 1a^2)d1^31d2^59 + (0 + 3a + 0a^2)d1^32d2^59 + (0 + 3a + 1a^2)d1^33d2^59 + (0 + 3a + 3a^2)d1^34d2^59 + (4 + 1a + 2a^2)d1^35d2^59 + (0 + 2a + 2a^2)d1^36d2^59 + (2 + 4a + 1a^2)d1^37d2^59 + (3 + 4a + 1a^2)d1^38d2^59 + (4 + 3a + 0a^2)d1^39d2^59 + (1 + 1a + 0a^2)d1^40d2^59 + (0 + 1a + 4a^2)d1^41d2^59 + (0 + 3a + 2a^2)d1^42d2^59 + (4 + 2a + 4a^2)d1^43d2^59 + (1 + 3a + 0a^2)d1^44d2^59 + (3 + 2a + 1a^2)d1^45d2^59 + (2 + 1a + 4a^2)d1^46d2^59 + (4 + 0a + 2a^2)d1^47d2^59 + (3 + 2a + 1a^2)d1^48d2^59 + (1 + 3a + 1a^2)d1^49d2^59 + (1 + 0a + 2a^2)d1^50d2^59 + (1 + 3a + 4a^2)d1^51d2^59 + (4 + 3a + 4a^2)d1^52d2^59 + (3 + 0a + 1a^2)d1^53d2^59 + (0 + 4a + 2a^2)d1^54d2^59 + (2 + 2a + 4a^2)d1^55d2^59 + (1 + 4a + 2a^2)d1^56d2^59 + (4 + 3a + 3a^2)d1^57d2^59 + (2 + 0a + 3a^2)d1^58d2^59 + (4 + 1a + 2a^2)d1^59d2^59 + (1 + 2a + 2a^2)d1^60d2^59 + (2 + 4a + 1a^2)d1^61d2^59 + (4 + 1a + 1a^2)d1^62d2^59 + (2 + 3a + 2a^2)d1^63d2^59 + (3 + 2a + 1a^2)d1^64d2^59 + (4 + 4a + 4a^2)d1^65d2^59 + (3 + 3a + 2a^2)d1^66d2^59 + (4 + 1a + 4a^2)d1^67d2^59 + (4 + 0a + 2a^2)d1^68d2^59 + (4 + 1a + 2a^2)d1^69d2^59 + (0 + 3a + 1a^2)d1^70d2^59 + (3 + 2a + 2a^2)d1^71d2^59 + (3 + 4a + 1a^2)d1^72d2^59 + (4 + 0a + 2a^2)d1^73d2^59 + (4 + 4a + 2a^2)d1^74d2^59 + (1 + 4a + 4a^2)d1^75d2^59 + (1 + 2a + 2a^2)d1^76d2^59 + (1 + 0a + 0a^2)d1^77d2^59 + (1 + 3a + 4a^2)d1^78d2^59 + (1 + 3a + 0a^2)d1^79d2^59 + (2 + 0a + 4a^2)d1^80d2^59 + (3 + 2a + 0a^2)d1^81d2^59 + (2 + 1a + 2a^2)d1^82d2^59 + (2 + 0a + 4a^2)d1^83d2^59 + (2 + 0a + 4a^2)d1^84d2^59 + (0 + 1a + 2a^2)d1^85d2^59 + (2 + 2a + 1a^2)d1^86d2^59 + (3 + 4a + 2a^2)d1^87d2^59 + (1 + 4a + 2a^2)d1^88d2^59 + (0 + 4a + 1a^2)d1^89d2^59 + (3 + 4a + 3a^2)d1^90d2^59 + (3 + 3a + 4a^2)d1^91d2^59 + (2 + 4a + 1a^2)d1^92d2^59 + (4 + 4a + 1a^2)d1^93d2^59 + (0 + 1a + 0a^2)d1^94d2^59 + (3 + 0a + 3a^2)d1^95d2^59 + (2 + 2a + 0a^2)d1^96d2^59 + (4 + 2a + 0a^2)d1^97d2^59 + (2 + 1a + 3a^2)d1^98d2^59 + (1 + 1a + 1a^2)d1^99d2^59 + (1 + 0a + 1a^2)d1^100d2^59 + (3 + 2a + 3a^2)d1^101d2^59 + (3 + 1a + 2a^2)d1^102d2^59 + (4 + 4a + 1a^2)d1^103d2^59 + (1 + 0a + 0a^2)d1^104d2^59 + (2 + 1a + 4a^2)d1^105d2^59 + (4 + 1a + 4a^2)d1^106d2^59 + (0 + 4a + 4a^2)d1^107d2^59 + (3 + 2a + 3a^2)d1^108d2^59 + (4 + 2a + 4a^2)d1^109d2^59 + (0 + 0a + 1a^2)d1^110d2^59 + (3 + 4a + 4a^2)d1^111d2^59 + (0 + 0a + 1a^2)d1^112d2^59 + (1 + 1a + 3a^2)d1^113d2^59 + (1 + 0a + 1a^2)d1^114d2^59 + (0 + 2a + 3a^2)d1^115d2^59 + (4 + 2a + 4a^2)d1^116d2^59 + (0 + 1a + 1a^2)d1^117d2^59 + (1 + 3a + 4a^2)d1^118d2^59 + (2 + 2a + 4a^2)d1^119d2^59 + (0 + 4a + 1a^2)d1^120d2^59 + (2 + 0a + 2a^2)d1^121d2^59 + (4 + 2a + 0a^2)d1^122d2^59 + (4 + 0a + 0a^2)d1^123d2^59 + (0 + 1a + 4a^2)d1^124d2^59 + (4 + 2a + 3a^2)d1^125d2^59 + (3 + 1a + 0a^2)d1^126d2^59 + (3 + 0a + 4a^2)d1^127d2^59 + (2 + 1a + 1a^2)d1^128d2^59 + (4 + 2a + 3a^2)d1^129d2^59 + (1 + 4a + 1a^2)d1^130d2^59 + (0 + 4a + 3a^2)d1^131d2^59 + (2 + 4a + 2a^2)d1^132d2^59 + (1 + 0a + 0a^2)d1^133d2^59 + (3 + 0a + 4a^2)d1^134d2^59 + (4 + 0a + 4a^2)d1^135d2^59 + (0 + 4a + 4a^2)d1^136d2^59 + (0 + 4a + 3a^2)d1^137d2^59 + (2 + 1a + 2a^2)d1^138d2^59 + (4 + 0a + 4a^2)d1^139d2^59 + (1 + 3a + 3a^2)d1^140d2^59 + (2 + 2a + 1a^2)d1^141d2^59 + (3 + 0a + 1a^2)d1^142d2^59 + (3 + 2a + 2a^2)d1^143d2^59 + (1 + 3a + 1a^2)d1^144d2^59 + (4 + 4a + 2a^2)d1^145d2^59 + (1 + 4a + 4a^2)d1^146d2^59 + (0 + 1a + 1a^2)d1^147d2^59 + (1 + 4a + 2a^2)d1^148d2^59 + (2 + 4a + 3a^2)d1^149d2^59 + (2 + 4a + 3a^2)d1^150d2^59 + (1 + 1a + 4a^2)d1^151d2^59 + (0 + 0a + 4a^2)d1^152d2^59 + (1 + 1a + 2a^2)d1^153d2^59 + (2 + 4a + 4a^2)d1^154d2^59 + (4 + 4a + 4a^2)d1^155d2^59 + (3 + 1a + 1a^2)d1^156d2^59 + (3 + 1a + 1a^2)d1^157d2^59 + (3 + 2a + 0a^2)d1^158d2^59 + (0 + 0a + 4a^2)d1^159d2^59 + (0 + 2a + 0a^2)d1^160d2^59 + (2 + 0a + 4a^2)d1^161d2^59 + (1 + 2a + 3a^2)d1^162d2^59 + (4 + 3a + 1a^2)d1^163d2^59 + (1 + 0a + 3a^2)d1^164d2^59 + (2 + 3a + 0a^2)d1^165d2^59 + (3 + 1a + 2a^2)d1^166d2^59 + (3 + 4a + 3a^2)d1^167d2^59 + (4 + 4a + 1a^2)d1^168d2^59 + (2 + 3a + 4a^2)d1^169d2^59 + (2 + 1a + 1a^2)d1^170d2^59 + (0 + 0a + 2a^2)d1^171d2^59 + (3 + 3a + 2a^2)d1^172d2^59 + (1 + 4a + 3a^2)d1^173d2^59 + (0 + 1a + 0a^2)d1^174d2^59 + (2 + 0a + 2a^2)d1^175d2^59 + (4 + 2a + 3a^2)d1^176d2^59 + (1 + 4a + 4a^2)d1^177d2^59 + (2 + 4a + 3a^2)d1^178d2^59 + (2 + 1a + 3a^2)d1^179d2^59 + (2 + 1a + 3a^2)d1^180d2^59 + (2 + 4a + 2a^2)d1^181d2^59 + (1 + 4a + 4a^2)d1^182d2^59 + (3 + 4a + 0a^2)d1^183d2^59 + (3 + 0a + 3a^2)d1^184d2^59 + (3 + 3a + 4a^2)d1^185d2^59 + (4 + 1a + 2a^2)d1^186d2^59 + (4 + 2a + 4a^2)d1^187d2^59 + (4 + 2a + 2a^2)d1^188d2^59 + (0 + 4a + 1a^2)d1^189d2^59 + (3 + 3a + 2a^2)d1^190d2^59 + (4 + 0a + 3a^2)d1^191d2^59 + (2 + 0a + 2a^2)d1^192d2^59 + (2 + 1a + 1a^2)d1^193d2^59 + (2 + 1a + 0a^2)d1^194d2^59 + (0 + 2a + 3a^2)d1^195d2^59 + (4 + 3a + 3a^2)d1^196d2^59 + (2 + 0a + 4a^2)d1^197d2^59 + (2 + 3a + 0a^2)d1^198d2^59 + (2 + 4a + 0a^2)d1^199d2^59 + (1 + 0a + 4a^2)d1^200d2^59 + (1 + 0a + 1a^2)d1^201d2^59 + (2 + 1a + 3a^2)d1^202d2^59 + (0 + 0a + 3a^2)d1^203d2^59 + (1 + 3a + 3a^2)d1^204d2^59 + (0 + 3a + 3a^2)d1^205d2^59 + (3 + 3a + 4a^2)d1^206d2^59 + (0 + 4a + 3a^2)d1^207d2^59 + (4 + 2a + 0a^2)d1^208d2^59 + (2 + 3a + 1a^2)d1^209d2^59 + (4 + 4a + 3a^2)d1^210d2^59 + (1 + 1a + 2a^2)d1^211d2^59 + (2 + 1a + 0a^2)d1^212d2^59 + (1 + 1a + 4a^2)d1^213d2^59 + (0 + 1a + 4a^2)d1^214d2^59 + (0 + 3a + 3a^2)d1^215d2^59 + (4 + 1a + 1a^2)d1^216d2^59 + (0 + 3a + 3a^2)d1^217d2^59 + (0 + 0a + 3a^2)d1^218d2^59 + (4 + 4a + 4a^2)d1^219d2^59 + (4 + 0a + 2a^2)d1^220d2^59 + (3 + 0a + 1a^2)d1^221d2^59 + (2 + 4a + 0a^2)d1^222d2^59 + (1 + 1a + 0a^2)d1^223d2^59 + (4 + 2a + 4a^2)d1^224d2^59 + (4 + 2a + 0a^2)d1^225d2^59 + (1 + 0a + 3a^2)d1^226d2^59 + (1 + 0a + 3a^2)d1^227d2^59 + (1 + 4a + 1a^2)d1^228d2^59 + (1 + 3a + 2a^2)d1^229d2^59 + (2 + 4a + 0a^2)d1^230d2^59 + (4 + 0a + 3a^2)d1^231d2^59 + (3 + 4a + 4a^2)d1^232d2^59 + (4 + 2a + 0a^2)d1^233d2^59 + (2 + 3a + 1a^2)d1^234d2^59 + (0 + 3a + 4a^2)d1^235d2^59 + (2 + 3a + 2a^2)d1^236d2^59 + (3 + 3a + 4a^2)d1^237d2^59 + (3 + 2a + 0a^2)d1^238d2^59 + (1 + 4a + 0a^2)d1^239d2^59 + (1 + 0a + 4a^2)d1^240d2^59 + (2 + 1a + 1a^2)d1^241d2^59 + (2 + 0a + 1a^2)d1^242d2^59 + (3 + 4a + 4a^2)d1^243d2^59 + (1 + 3a + 2a^2)d1^244d2^59 + (4 + 4a + 4a^2)d1^245d2^59 + (0 + 4a + 3a^2)d1^246d2^59 + (3 + 2a + 0a^2)d1^247d2^59 + (1 + 3a + 2a^2)d1^248d2^59 + (2 + 1a + 1a^2)d1^249d2^59 + (1 + 2a + 3a^2)d1^250d2^59 + (3 + 1a + 1a^2)d1^251d2^59 + (3 + 4a + 1a^2)d1^252d2^59 + (3 + 0a + 3a^2)d1^253d2^59 + (0 + 2a + 2a^2)d1^254d2^59 + (4 + 2a + 4a^2)d1^255d2^59 + (1 + 0a + 4a^2)d1^256d2^59 + (2 + 2a + 0a^2)d1^257d2^59 + (2 + 2a + 2a^2)d1^258d2^59 + (1 + 1a + 3a^2)d1^259d2^59 + (0 + 3a + 2a^2)d1^260d2^59 + (4 + 4a + 4a^2)d1^261d2^59 + (0 + 1a + 0a^2)d1^262d2^59 + (3 + 4a + 0a^2)d1^263d2^59 + (2 + 1a + 1a^2)d1^264d2^59 + (2 + 2a + 0a^2)d1^265d2^59 + (4 + 1a + 3a^2)d1^266d2^59 + (4 + 2a + 4a^2)d1^267d2^59 + (0 + 2a + 1a^2)d1^268d2^59 + (1 + 0a + 3a^2)d1^269d2^59 + (4 + 0a + 1a^2)d1^270d2^59 + (4 + 1a + 4a^2)d1^271d2^59 + (0 + 1a + 0a^2)d1^272d2^59 + (3 + 2a + 4a^2)d1^273d2^59 + (2 + 4a + 3a^2)d1^274d2^59 + (0 + 3a + 1a^2)d1^275d2^59 + (3 + 0a + 0a^2)d1^276d2^59 + (1 + 4a + 0a^2)d1^277d2^59 + (4 + 1a + 2a^2)d1^278d2^59 + (1 + 1a + 2a^2)d1^279d2^59 + (3 + 0a + 3a^2)d1^280d2^59 + (1 + 0a + 4a^2)d1^281d2^59 + (0 + 2a + 2a^2)d1^282d2^59 + (3 + 2a + 3a^2)d1^283d2^59 + (2 + 0a + 0a^2)d1^284d2^59 + (1 + 2a + 0a^2)d1^285d2^59 + (3 + 3a + 2a^2)d1^286d2^59 + (2 + 0a + 4a^2)d1^287d2^59 + (3 + 1a + 0a^2)d1^288d2^59 + (3 + 2a + 1a^2)d1^289d2^59 + (4 + 2a + 4a^2)d1^290d2^59 + (2 + 1a + 4a^2)d1^291d2^59 + (1 + 2a + 1a^2)d1^292d2^59 + (2 + 2a + 1a^2)d1^293d2^59 + (1 + 3a + 3a^2)d2^60 + (3 + 3a + 1a^2)d1^1d2^60 + (2 + 0a + 3a^2)d1^2d2^60 + (0 + 3a + 2a^2)d1^3d2^60 + (3 + 2a + 2a^2)d1^4d2^60 + (2 + 1a + 3a^2)d1^5d2^60 + (0 + 0a + 4a^2)d1^6d2^60 + (2 + 3a + 4a^2)d1^7d2^60 + (3 + 4a + 4a^2)d1^8d2^60 + (1 + 0a + 3a^2)d1^9d2^60 + (2 + 4a + 0a^2)d1^10d2^60 + (4 + 1a + 2a^2)d1^11d2^60 + (4 + 2a + 3a^2)d1^12d2^60 + (0 + 4a + 4a^2)d1^13d2^60 + (0 + 1a + 2a^2)d1^14d2^60 + (0 + 2a + 3a^2)d1^15d2^60 + (0 + 1a + 0a^2)d1^16d2^60 + (4 + 2a + 1a^2)d1^17d2^60 + (4 + 4a + 2a^2)d1^18d2^60 + (3 + 2a + 1a^2)d1^19d2^60 + (3 + 4a + 0a^2)d1^20d2^60 + (4 + 3a + 3a^2)d1^21d2^60 + (0 + 1a + 1a^2)d1^22d2^60 + (2 + 0a + 0a^2)d1^23d2^60 + (4 + 2a + 3a^2)d1^24d2^60 + (4 + 4a + 2a^2)d1^25d2^60 + (4 + 1a + 3a^2)d1^26d2^60 + (3 + 2a + 1a^2)d1^27d2^60 + (4 + 1a + 4a^2)d1^28d2^60 + (3 + 4a + 1a^2)d1^29d2^60 + (3 + 1a + 3a^2)d1^30d2^60 + (2 + 4a + 4a^2)d1^31d2^60 + (1 + 3a + 2a^2)d1^32d2^60 + (4 + 4a + 4a^2)d1^33d2^60 + (1 + 1a + 4a^2)d1^34d2^60 + (1 + 1a + 1a^2)d1^35d2^60 + (2 + 2a + 2a^2)d1^36d2^60 + (3 + 2a + 2a^2)d1^37d2^60 + (0 + 1a + 0a^2)d1^38d2^60 + (4 + 4a + 2a^2)d1^39d2^60 + (1 + 1a + 4a^2)d1^40d2^60 + (1 + 4a + 3a^2)d1^41d2^60 + (0 + 1a + 2a^2)d1^42d2^60 + (0 + 0a + 4a^2)d1^43d2^60 + (4 + 0a + 1a^2)d1^44d2^60 + (2 + 2a + 0a^2)d1^45d2^60 + (4 + 4a + 0a^2)d1^46d2^60 + (1 + 4a + 3a^2)d1^47d2^60 + (2 + 4a + 4a^2)d1^48d2^60 + (4 + 2a + 2a^2)d1^49d2^60 + (1 + 2a + 1a^2)d1^50d2^60 + (2 + 4a + 1a^2)d1^51d2^60 + (0 + 3a + 4a^2)d1^52d2^60 + (2 + 2a + 2a^2)d1^53d2^60 + (4 + 2a + 2a^2)d1^54d2^60 + (1 + 2a + 4a^2)d1^55d2^60 + (3 + 4a + 3a^2)d1^56d2^60 + (2 + 4a + 0a^2)d1^57d2^60 + (4 + 4a + 1a^2)d1^58d2^60 + (3 + 4a + 3a^2)d1^59d2^60 + (2 + 0a + 3a^2)d1^60d2^60 + (4 + 4a + 3a^2)d1^61d2^60 + (4 + 0a + 0a^2)d1^62d2^60 + (1 + 2a + 2a^2)d1^63d2^60 + (2 + 2a + 1a^2)d1^64d2^60 + (0 + 2a + 1a^2)d1^65d2^60 + (4 + 0a + 0a^2)d1^66d2^60 + (1 + 0a + 1a^2)d1^67d2^60 + (2 + 2a + 2a^2)d1^68d2^60 + (1 + 0a + 1a^2)d1^69d2^60 + (3 + 1a + 0a^2)d1^70d2^60 + (0 + 2a + 0a^2)d1^71d2^60 + (4 + 1a + 1a^2)d1^72d2^60 + (4 + 2a + 3a^2)d1^73d2^60 + (1 + 0a + 2a^2)d1^74d2^60 + (0 + 4a + 1a^2)d1^75d2^60 + (0 + 3a + 4a^2)d1^76d2^60 + (2 + 3a + 4a^2)d1^77d2^60 + (3 + 0a + 4a^2)d1^78d2^60 + (4 + 3a + 2a^2)d1^79d2^60 + (3 + 4a + 3a^2)d1^80d2^60 + (3 + 0a + 3a^2)d1^81d2^60 + (4 + 1a + 1a^2)d1^82d2^60 + (3 + 0a + 1a^2)d1^83d2^60 + (3 + 3a + 3a^2)d1^84d2^60 + (2 + 2a + 4a^2)d1^86d2^60 + (0 + 3a + 3a^2)d1^87d2^60 + (3 + 0a + 3a^2)d1^88d2^60 + (0 + 4a + 2a^2)d1^89d2^60 + (3 + 2a + 0a^2)d1^90d2^60 + (4 + 2a + 2a^2)d1^91d2^60 + (0 + 3a + 2a^2)d1^92d2^60 + (3 + 2a + 1a^2)d1^93d2^60 + (1 + 1a + 1a^2)d1^94d2^60 + (0 + 4a + 3a^2)d1^95d2^60 + (2 + 0a + 1a^2)d1^96d2^60 + (2 + 4a + 0a^2)d1^97d2^60 + (3 + 3a + 4a^2)d1^98d2^60 + (0 + 1a + 3a^2)d1^99d2^60 + (1 + 4a + 4a^2)d1^100d2^60 + (0 + 3a + 3a^2)d1^101d2^60 + (0 + 1a + 0a^2)d1^102d2^60 + (1 + 2a + 1a^2)d1^103d2^60 + (2 + 0a + 3a^2)d1^104d2^60 + (4 + 3a + 3a^2)d1^105d2^60 + (2 + 3a + 3a^2)d1^106d2^60 + (3 + 3a + 3a^2)d1^107d2^60 + (0 + 3a + 3a^2)d1^108d2^60 + (1 + 0a + 2a^2)d1^109d2^60 + (4 + 3a + 3a^2)d1^110d2^60 + (2 + 3a + 3a^2)d1^111d2^60 + (4 + 4a + 2a^2)d1^112d2^60 + (1 + 1a + 2a^2)d1^113d2^60 + (4 + 3a + 3a^2)d1^114d2^60 + (1 + 4a + 3a^2)d1^115d2^60 + (1 + 3a + 4a^2)d1^116d2^60 + (1 + 4a + 4a^2)d1^117d2^60 + (4 + 1a + 2a^2)d1^118d2^60 + (2 + 2a + 2a^2)d1^119d2^60 + (1 + 4a + 0a^2)d1^120d2^60 + (4 + 3a + 2a^2)d1^121d2^60 + (4 + 3a + 2a^2)d1^122d2^60 + (2 + 3a + 1a^2)d1^123d2^60 + (3 + 0a + 0a^2)d1^124d2^60 + (3 + 1a + 3a^2)d1^125d2^60 + (2 + 3a + 0a^2)d1^126d2^60 + (3 + 4a + 1a^2)d1^127d2^60 + (3 + 1a + 3a^2)d1^128d2^60 + (1 + 4a + 2a^2)d1^129d2^60 + (1 + 0a + 3a^2)d1^130d2^60 + (2 + 4a + 2a^2)d1^131d2^60 + (3 + 2a + 3a^2)d1^132d2^60 + (2 + 3a + 0a^2)d1^133d2^60 + (0 + 4a + 2a^2)d1^134d2^60 + (0 + 3a + 1a^2)d1^135d2^60 + (3 + 1a + 0a^2)d1^136d2^60 + (1 + 4a + 2a^2)d1^137d2^60 + (4 + 2a + 3a^2)d1^138d2^60 + (0 + 2a + 2a^2)d1^139d2^60 + (4 + 1a + 4a^2)d1^140d2^60 + (0 + 3a + 1a^2)d1^141d2^60 + (3 + 1a + 3a^2)d1^142d2^60 + (0 + 1a + 4a^2)d1^143d2^60 + (3 + 1a + 2a^2)d1^144d2^60 + (0 + 3a + 0a^2)d1^145d2^60 + (1 + 2a + 4a^2)d1^146d2^60 + (4 + 2a + 1a^2)d1^147d2^60 + (4 + 1a + 4a^2)d1^148d2^60 + (2 + 2a + 4a^2)d1^149d2^60 + (1 + 1a + 0a^2)d1^150d2^60 + (0 + 1a + 0a^2)d1^151d2^60 + (4 + 0a + 0a^2)d1^152d2^60 + (1 + 0a + 1a^2)d1^153d2^60 + (0 + 1a + 4a^2)d1^154d2^60 + (2 + 2a + 4a^2)d1^155d2^60 + (1 + 1a + 0a^2)d1^156d2^60 + (3 + 2a + 3a^2)d1^157d2^60 + (2 + 0a + 0a^2)d1^158d2^60 + (4 + 4a + 1a^2)d1^159d2^60 + (0 + 3a + 0a^2)d1^160d2^60 + (0 + 3a + 3a^2)d1^161d2^60 + (1 + 3a + 3a^2)d1^162d2^60 + (0 + 0a + 2a^2)d1^163d2^60 + (3 + 0a + 2a^2)d1^164d2^60 + (1 + 3a + 4a^2)d1^165d2^60 + (0 + 4a + 4a^2)d1^166d2^60 + (1 + 4a + 1a^2)d1^167d2^60 + (0 + 4a + 4a^2)d1^168d2^60 + (2 + 4a + 2a^2)d1^169d2^60 + (0 + 1a + 1a^2)d1^170d2^60 + (2 + 2a + 3a^2)d1^171d2^60 + (4 + 2a + 2a^2)d1^172d2^60 + (4 + 4a + 2a^2)d1^173d2^60 + (1 + 1a + 3a^2)d1^174d2^60 + (3 + 3a + 1a^2)d1^175d2^60 + (4 + 2a + 4a^2)d1^176d2^60 + (4 + 1a + 1a^2)d1^177d2^60 + (2 + 3a + 4a^2)d1^178d2^60 + (2 + 3a + 2a^2)d1^179d2^60 + (1 + 4a + 2a^2)d1^180d2^60 + (1 + 0a + 1a^2)d1^181d2^60 + (2 + 0a + 4a^2)d1^182d2^60 + (4 + 3a + 4a^2)d1^183d2^60 + (1 + 1a + 2a^2)d1^184d2^60 + (2 + 0a + 1a^2)d1^185d2^60 + (4 + 1a + 3a^2)d1^186d2^60 + (4 + 2a + 0a^2)d1^187d2^60 + (2 + 2a + 3a^2)d1^188d2^60 + (0 + 4a + 0a^2)d1^189d2^60 + (4 + 3a + 2a^2)d1^190d2^60 + (2 + 3a + 3a^2)d1^191d2^60 + (1 + 1a + 3a^2)d1^192d2^60 + (3 + 1a + 1a^2)d1^193d2^60 + (2 + 0a + 4a^2)d1^194d2^60 + (1 + 3a + 0a^2)d1^195d2^60 + (1 + 0a + 2a^2)d1^196d2^60 + (0 + 0a + 2a^2)d1^197d2^60 + (2 + 4a + 2a^2)d1^198d2^60 + (0 + 2a + 2a^2)d1^199d2^60 + (4 + 4a + 1a^2)d1^200d2^60 + (0 + 3a + 3a^2)d1^201d2^60 + (3 + 4a + 1a^2)d1^202d2^60 + (1 + 1a + 2a^2)d1^203d2^60 + (3 + 1a + 0a^2)d1^204d2^60 + (4 + 4a + 4a^2)d1^205d2^60 + (2 + 3a + 2a^2)d1^206d2^60 + (3 + 0a + 4a^2)d1^207d2^60 + (2 + 3a + 4a^2)d1^208d2^60 + (3 + 1a + 0a^2)d1^209d2^60 + (1 + 4a + 4a^2)d1^210d2^60 + (4 + 1a + 1a^2)d1^211d2^60 + (3 + 0a + 0a^2)d1^212d2^60 + (3 + 1a + 3a^2)d1^213d2^60 + (1 + 1a + 0a^2)d1^214d2^60 + (3 + 2a + 4a^2)d1^215d2^60 + (3 + 3a + 1a^2)d1^216d2^60 + (2 + 3a + 2a^2)d1^217d2^60 + (3 + 0a + 2a^2)d1^218d2^60 + (4 + 4a + 0a^2)d1^219d2^60 + (1 + 0a + 0a^2)d1^220d2^60 + (4 + 4a + 1a^2)d1^221d2^60 + (2 + 1a + 3a^2)d1^222d2^60 + (0 + 4a + 1a^2)d1^223d2^60 + (0 + 2a + 1a^2)d1^224d2^60 + (2 + 0a + 1a^2)d1^225d2^60 + (0 + 2a + 4a^2)d1^226d2^60 + (1 + 4a + 4a^2)d1^227d2^60 + (2 + 4a + 1a^2)d1^228d2^60 + (1 + 4a + 0a^2)d1^229d2^60 + (4 + 0a + 0a^2)d1^230d2^60 + (3 + 2a + 0a^2)d1^231d2^60 + (2 + 0a + 3a^2)d1^232d2^60 + (3 + 4a + 2a^2)d1^233d2^60 + (2 + 4a + 3a^2)d1^234d2^60 + (2 + 4a + 2a^2)d1^235d2^60 + (3 + 4a + 1a^2)d1^236d2^60 + (3 + 2a + 2a^2)d1^237d2^60 + (3 + 3a + 3a^2)d1^238d2^60 + (3 + 2a + 0a^2)d1^239d2^60 + (4 + 4a + 3a^2)d1^240d2^60 + (2 + 1a + 2a^2)d1^241d2^60 + (1 + 1a + 0a^2)d1^242d2^60 + (0 + 1a + 0a^2)d1^243d2^60 + (0 + 0a + 3a^2)d1^244d2^60 + (0 + 3a + 0a^2)d1^245d2^60 + (3 + 1a + 4a^2)d1^246d2^60 + (1 + 4a + 4a^2)d1^247d2^60 + (1 + 1a + 4a^2)d1^248d2^60 + (4 + 1a + 1a^2)d1^249d2^60 + (0 + 4a + 4a^2)d1^250d2^60 + (1 + 0a + 1a^2)d1^251d2^60 + (2 + 2a + 3a^2)d1^252d2^60 + (0 + 1a + 4a^2)d1^253d2^60 + (4 + 3a + 3a^2)d1^254d2^60 + (2 + 0a + 1a^2)d1^255d2^60 + (4 + 2a + 0a^2)d1^256d2^60 + (2 + 2a + 4a^2)d1^257d2^60 + (3 + 4a + 1a^2)d1^258d2^60 + (2 + 3a + 4a^2)d1^259d2^60 + (1 + 1a + 1a^2)d1^260d2^60 + (0 + 0a + 1a^2)d1^261d2^60 + (1 + 4a + 0a^2)d1^262d2^60 + (4 + 4a + 2a^2)d1^263d2^60 + (1 + 2a + 4a^2)d1^264d2^60 + (3 + 0a + 2a^2)d1^265d2^60 + (0 + 3a + 1a^2)d1^266d2^60 + (4 + 2a + 1a^2)d1^267d2^60 + (0 + 4a + 1a^2)d1^268d2^60 + (1 + 3a + 3a^2)d1^269d2^60 + (2 + 4a + 0a^2)d1^270d2^60 + (4 + 3a + 1a^2)d1^271d2^60 + (1 + 3a + 4a^2)d1^272d2^60 + (0 + 4a + 0a^2)d1^273d2^60 + (1 + 2a + 4a^2)d1^274d2^60 + (0 + 4a + 0a^2)d1^275d2^60 + (0 + 0a + 4a^2)d1^276d2^60 + (2 + 3a + 1a^2)d1^277d2^60 + (0 + 3a + 4a^2)d1^278d2^60 + (2 + 2a + 3a^2)d1^279d2^60 + (1 + 2a + 4a^2)d1^280d2^60 + (2 + 3a + 1a^2)d1^281d2^60 + (4 + 3a + 2a^2)d1^282d2^60 + (1 + 4a + 2a^2)d1^283d2^60 + (3 + 4a + 4a^2)d1^284d2^60 + (4 + 0a + 1a^2)d1^285d2^60 + (1 + 3a + 3a^2)d1^286d2^60 + (3 + 2a + 1a^2)d1^287d2^60 + (3 + 4a + 3a^2)d1^288d2^60 + (2 + 0a + 2a^2)d1^289d2^60 + (3 + 0a + 0a^2)d1^290d2^60 + (1 + 1a + 4a^2)d1^291d2^60 + (1 + 1a + 2a^2)d1^292d2^60 + (4 + 2a + 3a^2)d1^293d2^60 + (1 + 3a + 2a^2)d2^61 + (4 + 3a + 2a^2)d1^1d2^61 + (2 + 1a + 2a^2)d1^2d2^61 + (0 + 4a + 4a^2)d1^3d2^61 + (1 + 0a + 2a^2)d1^4d2^61 + (3 + 4a + 4a^2)d1^5d2^61 + (0 + 2a + 2a^2)d1^6d2^61 + (0 + 4a + 2a^2)d1^7d2^61 + (1 + 0a + 2a^2)d1^8d2^61 + (2 + 0a + 0a^2)d1^9d2^61 + (0 + 0a + 1a^2)d1^10d2^61 + (0 + 0a + 3a^2)d1^11d2^61 + (4 + 2a + 1a^2)d1^12d2^61 + (0 + 1a + 4a^2)d1^13d2^61 + (2 + 0a + 4a^2)d1^14d2^61 + (4 + 2a + 3a^2)d1^15d2^61 + (2 + 1a + 0a^2)d1^16d2^61 + (0 + 4a + 4a^2)d1^17d2^61 + (1 + 0a + 0a^2)d1^18d2^61 + (4 + 3a + 3a^2)d1^19d2^61 + (3 + 4a + 4a^2)d1^20d2^61 + (1 + 1a + 1a^2)d1^21d2^61 + (1 + 1a + 3a^2)d1^22d2^61 + (0 + 1a + 0a^2)d1^23d2^61 + (1 + 2a + 1a^2)d1^24d2^61 + (1 + 4a + 1a^2)d1^25d2^61 + (3 + 0a + 1a^2)d1^26d2^61 + (0 + 2a + 0a^2)d1^27d2^61 + (1 + 1a + 1a^2)d1^28d2^61 + (2 + 1a + 2a^2)d1^29d2^61 + (3 + 4a + 2a^2)d1^30d2^61 + (4 + 0a + 2a^2)d1^31d2^61 + (1 + 0a + 3a^2)d1^32d2^61 + (1 + 0a + 2a^2)d1^33d2^61 + (0 + 4a + 4a^2)d1^34d2^61 + (3 + 3a + 2a^2)d1^35d2^61 + (0 + 4a + 0a^2)d1^36d2^61 + (2 + 2a + 2a^2)d1^37d2^61 + (3 + 0a + 2a^2)d1^38d2^61 + (2 + 0a + 1a^2)d1^39d2^61 + (3 + 2a + 3a^2)d1^40d2^61 + (3 + 4a + 2a^2)d1^41d2^61 + (1 + 1a + 2a^2)d1^42d2^61 + (3 + 2a + 2a^2)d1^43d2^61 + (3 + 2a + 0a^2)d1^44d2^61 + (3 + 1a + 2a^2)d1^45d2^61 + (2 + 2a + 0a^2)d1^46d2^61 + (3 + 3a + 4a^2)d1^47d2^61 + (1 + 4a + 1a^2)d1^48d2^61 + (0 + 4a + 4a^2)d1^49d2^61 + (0 + 1a + 0a^2)d1^50d2^61 + (3 + 1a + 1a^2)d1^51d2^61 + (2 + 3a + 2a^2)d1^52d2^61 + (0 + 3a + 0a^2)d1^53d2^61 + (4 + 2a + 2a^2)d1^54d2^61 + (2 + 3a + 4a^2)d1^55d2^61 + (4 + 0a + 1a^2)d1^56d2^61 + (3 + 0a + 2a^2)d1^57d2^61 + (4 + 1a + 1a^2)d1^58d2^61 + (0 + 2a + 3a^2)d1^59d2^61 + (3 + 3a + 3a^2)d1^60d2^61 + (2 + 4a + 0a^2)d1^61d2^61 + (3 + 4a + 2a^2)d1^62d2^61 + (1 + 2a + 0a^2)d1^63d2^61 + (4 + 0a + 2a^2)d1^64d2^61 + (3 + 3a + 3a^2)d1^65d2^61 + (2 + 2a + 0a^2)d1^66d2^61 + (3 + 2a + 3a^2)d1^67d2^61 + (2 + 4a + 3a^2)d1^68d2^61 + (2 + 0a + 2a^2)d1^69d2^61 + (2 + 4a + 3a^2)d1^70d2^61 + (1 + 0a + 3a^2)d1^71d2^61 + (3 + 4a + 1a^2)d1^72d2^61 + (2 + 3a + 1a^2)d1^73d2^61 + (2 + 4a + 4a^2)d1^74d2^61 + (1 + 1a + 1a^2)d1^76d2^61 + (2 + 1a + 3a^2)d1^77d2^61 + (4 + 1a + 4a^2)d1^78d2^61 + (2 + 2a + 4a^2)d1^79d2^61 + (4 + 0a + 2a^2)d1^80d2^61 + (4 + 0a + 2a^2)d1^81d2^61 + (3 + 0a + 3a^2)d1^82d2^61 + (4 + 2a + 0a^2)d1^83d2^61 + (1 + 4a + 2a^2)d1^84d2^61 + (3 + 0a + 4a^2)d1^85d2^61 + (0 + 0a + 3a^2)d1^86d2^61 + (1 + 4a + 2a^2)d1^87d2^61 + (0 + 4a + 3a^2)d1^88d2^61 + (2 + 0a + 3a^2)d1^89d2^61 + (2 + 1a + 3a^2)d1^90d2^61 + (4 + 2a + 4a^2)d1^91d2^61 + (3 + 2a + 4a^2)d1^92d2^61 + (1 + 2a + 1a^2)d1^93d2^61 + (1 + 1a + 3a^2)d1^94d2^61 + (0 + 4a + 3a^2)d1^95d2^61 + (4 + 3a + 4a^2)d1^96d2^61 + (0 + 1a + 3a^2)d1^97d2^61 + (3 + 1a + 3a^2)d1^98d2^61 + (3 + 0a + 3a^2)d1^99d2^61 + (4 + 1a + 0a^2)d1^100d2^61 + (2 + 2a + 2a^2)d1^101d2^61 + (1 + 1a + 1a^2)d1^102d2^61 + (3 + 0a + 1a^2)d1^103d2^61 + (0 + 1a + 2a^2)d1^104d2^61 + (2 + 0a + 4a^2)d1^105d2^61 + (3 + 4a + 3a^2)d1^106d2^61 + (1 + 3a + 2a^2)d1^107d2^61 + (4 + 0a + 2a^2)d1^108d2^61 + (1 + 2a + 0a^2)d1^109d2^61 + (2 + 0a + 0a^2)d1^110d2^61 + (4 + 1a + 1a^2)d1^111d2^61 + (1 + 0a + 0a^2)d1^112d2^61 + (3 + 3a + 1a^2)d1^113d2^61 + (1 + 3a + 4a^2)d1^114d2^61 + (4 + 3a + 0a^2)d1^115d2^61 + (0 + 3a + 4a^2)d1^116d2^61 + (1 + 3a + 3a^2)d1^117d2^61 + (4 + 3a + 0a^2)d1^118d2^61 + (3 + 3a + 2a^2)d1^120d2^61 + (3 + 0a + 3a^2)d1^121d2^61 + (0 + 4a + 0a^2)d1^122d2^61 + (0 + 4a + 3a^2)d1^123d2^61 + (1 + 2a + 3a^2)d1^124d2^61 + (3 + 2a + 2a^2)d1^125d2^61 + (2 + 1a + 0a^2)d1^126d2^61 + (1 + 0a + 3a^2)d1^127d2^61 + (4 + 4a + 0a^2)d1^128d2^61 + (2 + 0a + 2a^2)d1^129d2^61 + (2 + 1a + 1a^2)d1^130d2^61 + (4 + 3a + 1a^2)d1^131d2^61 + (4 + 3a + 4a^2)d1^132d2^61 + (3 + 0a + 1a^2)d1^133d2^61 + (0 + 4a + 2a^2)d1^134d2^61 + (4 + 4a + 3a^2)d1^135d2^61 + (4 + 3a + 4a^2)d1^136d2^61 + (1 + 4a + 0a^2)d1^137d2^61 + (1 + 4a + 4a^2)d1^138d2^61 + (4 + 4a + 4a^2)d1^139d2^61 + (0 + 2a + 2a^2)d1^140d2^61 + (2 + 0a + 0a^2)d1^141d2^61 + (4 + 0a + 3a^2)d1^142d2^61 + (4 + 0a + 4a^2)d1^143d2^61 + (1 + 3a + 3a^2)d1^144d2^61 + (1 + 3a + 4a^2)d1^145d2^61 + (2 + 2a + 0a^2)d1^146d2^61 + (1 + 0a + 4a^2)d1^147d2^61 + (1 + 3a + 3a^2)d1^148d2^61 + (4 + 4a + 0a^2)d1^149d2^61 + (1 + 0a + 2a^2)d1^150d2^61 + (2 + 0a + 0a^2)d1^151d2^61 + (2 + 0a + 2a^2)d1^152d2^61 + (2 + 4a + 0a^2)d1^153d2^61 + (2 + 1a + 1a^2)d1^154d2^61 + (2 + 4a + 1a^2)d1^155d2^61 + (4 + 3a + 4a^2)d1^156d2^61 + (2 + 1a + 3a^2)d1^157d2^61 + (2 + 2a + 4a^2)d1^158d2^61 + (4 + 1a + 1a^2)d1^159d2^61 + (3 + 4a + 2a^2)d1^160d2^61 + (3 + 2a + 2a^2)d1^161d2^61 + (4 + 4a + 4a^2)d1^162d2^61 + (2 + 0a + 0a^2)d1^163d2^61 + (0 + 2a + 2a^2)d1^164d2^61 + (1 + 3a + 4a^2)d1^165d2^61 + (3 + 4a + 0a^2)d1^166d2^61 + (2 + 1a + 2a^2)d1^167d2^61 + (1 + 4a + 3a^2)d1^168d2^61 + (3 + 2a + 1a^2)d1^169d2^61 + (2 + 0a + 3a^2)d1^170d2^61 + (1 + 3a + 0a^2)d1^171d2^61 + (1 + 0a + 1a^2)d1^172d2^61 + (3 + 4a + 3a^2)d1^173d2^61 + (0 + 0a + 2a^2)d1^174d2^61 + (2 + 4a + 2a^2)d1^175d2^61 + (2 + 0a + 1a^2)d1^176d2^61 + (4 + 1a + 3a^2)d1^177d2^61 + (2 + 0a + 0a^2)d1^179d2^61 + (2 + 3a + 3a^2)d1^180d2^61 + (4 + 3a + 3a^2)d1^181d2^61 + (2 + 1a + 1a^2)d1^182d2^61 + (1 + 0a + 2a^2)d1^183d2^61 + (2 + 2a + 3a^2)d1^184d2^61 + (1 + 3a + 4a^2)d1^185d2^61 + (0 + 3a + 0a^2)d1^186d2^61 + (4 + 3a + 4a^2)d1^187d2^61 + (4 + 0a + 2a^2)d1^188d2^61 + (1 + 1a + 1a^2)d1^189d2^61 + (4 + 2a + 1a^2)d1^190d2^61 + (1 + 2a + 3a^2)d1^191d2^61 + (2 + 4a + 1a^2)d1^192d2^61 + (1 + 4a + 4a^2)d1^193d2^61 + (2 + 1a + 1a^2)d1^194d2^61 + (3 + 3a + 4a^2)d1^195d2^61 + (0 + 2a + 0a^2)d1^196d2^61 + (1 + 1a + 2a^2)d1^197d2^61 + (1 + 1a + 1a^2)d1^198d2^61 + (2 + 4a + 0a^2)d1^199d2^61 + (4 + 4a + 4a^2)d1^200d2^61 + (2 + 1a + 0a^2)d1^201d2^61 + (2 + 3a + 4a^2)d1^202d2^61 + (3 + 1a + 4a^2)d1^203d2^61 + (3 + 4a + 4a^2)d1^204d2^61 + (0 + 1a + 2a^2)d1^205d2^61 + (1 + 4a + 2a^2)d1^206d2^61 + (4 + 0a + 0a^2)d1^207d2^61 + (4 + 3a + 3a^2)d1^208d2^61 + (3 + 2a + 3a^2)d1^209d2^61 + (2 + 3a + 3a^2)d1^210d2^61 + (2 + 2a + 3a^2)d1^211d2^61 + (4 + 1a + 3a^2)d1^212d2^61 + (3 + 2a + 4a^2)d1^213d2^61 + (1 + 1a + 2a^2)d1^214d2^61 + (0 + 0a + 4a^2)d1^215d2^61 + (0 + 2a + 0a^2)d1^216d2^61 + (4 + 3a + 0a^2)d1^217d2^61 + (4 + 3a + 1a^2)d1^218d2^61 + (3 + 0a + 4a^2)d1^219d2^61 + (1 + 2a + 2a^2)d1^220d2^61 + (3 + 3a + 4a^2)d1^221d2^61 + (2 + 1a + 4a^2)d1^222d2^61 + (4 + 2a + 1a^2)d1^223d2^61 + (4 + 0a + 4a^2)d1^224d2^61 + (3 + 4a + 1a^2)d1^225d2^61 + (3 + 2a + 3a^2)d1^226d2^61 + (1 + 1a + 3a^2)d1^227d2^61 + (1 + 3a + 2a^2)d1^229d2^61 + (4 + 0a + 2a^2)d1^230d2^61 + (2 + 3a + 0a^2)d1^231d2^61 + (4 + 1a + 1a^2)d1^232d2^61 + (1 + 2a + 4a^2)d1^233d2^61 + (4 + 0a + 2a^2)d1^234d2^61 + (4 + 0a + 4a^2)d1^235d2^61 + (1 + 2a + 2a^2)d1^236d2^61 + (4 + 4a + 1a^2)d1^237d2^61 + (1 + 1a + 3a^2)d1^238d2^61 + (3 + 0a + 2a^2)d1^239d2^61 + (2 + 1a + 1a^2)d1^240d2^61 + (2 + 4a + 1a^2)d1^241d2^61 + (3 + 2a + 4a^2)d1^242d2^61 + (0 + 2a + 3a^2)d1^243d2^61 + (0 + 1a + 4a^2)d1^244d2^61 + (0 + 3a + 4a^2)d1^245d2^61 + (3 + 1a + 4a^2)d1^246d2^61 + (1 + 0a + 1a^2)d1^247d2^61 + (1 + 4a + 2a^2)d1^248d2^61 + (4 + 3a + 0a^2)d1^249d2^61 + (1 + 0a + 0a^2)d1^250d2^61 + (4 + 1a + 0a^2)d1^251d2^61 + (2 + 0a + 0a^2)d1^252d2^61 + (0 + 1a + 2a^2)d1^253d2^61 + (4 + 4a + 2a^2)d1^254d2^61 + (3 + 4a + 0a^2)d1^255d2^61 + (2 + 0a + 2a^2)d1^256d2^61 + (3 + 0a + 2a^2)d1^257d2^61 + (4 + 2a + 3a^2)d1^258d2^61 + (4 + 3a + 2a^2)d1^259d2^61 + (1 + 3a + 1a^2)d1^260d2^61 + (0 + 3a + 1a^2)d1^261d2^61 + (3 + 3a + 1a^2)d1^262d2^61 + (3 + 1a + 2a^2)d1^263d2^61 + (0 + 0a + 3a^2)d1^264d2^61 + (3 + 1a + 4a^2)d1^265d2^61 + (4 + 0a + 2a^2)d1^266d2^61 + (2 + 4a + 3a^2)d1^267d2^61 + (4 + 4a + 3a^2)d1^268d2^61 + (0 + 2a + 2a^2)d1^270d2^61 + (2 + 3a + 2a^2)d1^271d2^61 + (1 + 3a + 2a^2)d1^272d2^61 + (3 + 1a + 2a^2)d1^273d2^61 + (0 + 2a + 4a^2)d1^274d2^61 + (4 + 3a + 0a^2)d1^275d2^61 + (3 + 4a + 1a^2)d1^276d2^61 + (2 + 0a + 3a^2)d1^277d2^61 + (3 + 1a + 4a^2)d1^278d2^61 + (3 + 2a + 1a^2)d1^279d2^61 + (0 + 3a + 1a^2)d1^280d2^61 + (4 + 0a + 0a^2)d1^281d2^61 + (1 + 3a + 2a^2)d1^282d2^61 + (1 + 4a + 4a^2)d1^283d2^61 + (2 + 0a + 4a^2)d1^284d2^61 + (3 + 2a + 1a^2)d1^285d2^61 + (3 + 0a + 3a^2)d1^286d2^61 + (1 + 1a + 4a^2)d1^287d2^61 + (1 + 0a + 3a^2)d1^288d2^61 + (3 + 3a + 0a^2)d1^289d2^61 + (4 + 1a + 2a^2)d1^290d2^61 + (3 + 3a + 1a^2)d1^291d2^61 + (4 + 0a + 4a^2)d1^292d2^61 + (1 + 3a + 1a^2)d1^293d2^61 + (1 + 1a + 3a^2)d2^62 + (3 + 2a + 3a^2)d1^1d2^62 + (3 + 3a + 1a^2)d1^2d2^62 + (0 + 2a + 0a^2)d1^3d2^62 + (0 + 3a + 3a^2)d1^4d2^62 + (2 + 2a + 3a^2)d1^5d2^62 + (3 + 2a + 4a^2)d1^6d2^62 + (4 + 3a + 4a^2)d1^7d2^62 + (3 + 2a + 4a^2)d1^8d2^62 + (3 + 3a + 3a^2)d1^9d2^62 + (1 + 1a + 4a^2)d1^10d2^62 + (0 + 4a + 1a^2)d1^11d2^62 + (2 + 0a + 2a^2)d1^12d2^62 + (2 + 4a + 0a^2)d1^13d2^62 + (2 + 2a + 4a^2)d1^14d2^62 + (2 + 0a + 4a^2)d1^15d2^62 + (1 + 3a + 2a^2)d1^16d2^62 + (1 + 2a + 3a^2)d1^17d2^62 + (0 + 2a + 4a^2)d1^18d2^62 + (2 + 4a + 1a^2)d1^19d2^62 + (3 + 2a + 1a^2)d1^20d2^62 + (0 + 2a + 4a^2)d1^21d2^62 + (2 + 3a + 3a^2)d1^22d2^62 + (0 + 3a + 1a^2)d1^23d2^62 + (4 + 2a + 1a^2)d1^24d2^62 + (1 + 2a + 0a^2)d1^25d2^62 + (4 + 3a + 2a^2)d1^26d2^62 + (0 + 2a + 1a^2)d1^27d2^62 + (0 + 3a + 2a^2)d1^28d2^62 + (2 + 0a + 4a^2)d1^29d2^62 + (1 + 2a + 4a^2)d1^30d2^62 + (4 + 4a + 4a^2)d1^31d2^62 + (1 + 2a + 2a^2)d1^32d2^62 + (2 + 4a + 1a^2)d1^33d2^62 + (1 + 2a + 0a^2)d1^34d2^62 + (2 + 2a + 1a^2)d1^36d2^62 + (0 + 0a + 3a^2)d1^37d2^62 + (1 + 3a + 0a^2)d1^38d2^62 + (2 + 2a + 4a^2)d1^39d2^62 + (4 + 3a + 2a^2)d1^40d2^62 + (3 + 4a + 1a^2)d1^41d2^62 + (3 + 3a + 0a^2)d1^42d2^62 + (2 + 4a + 4a^2)d1^43d2^62 + (2 + 3a + 1a^2)d1^44d2^62 + (2 + 3a + 4a^2)d1^45d2^62 + (0 + 1a + 3a^2)d1^46d2^62 + (4 + 1a + 3a^2)d1^47d2^62 + (2 + 3a + 2a^2)d1^48d2^62 + (3 + 3a + 1a^2)d1^49d2^62 + (1 + 2a + 0a^2)d1^50d2^62 + (2 + 3a + 3a^2)d1^51d2^62 + (4 + 4a + 2a^2)d1^52d2^62 + (3 + 2a + 3a^2)d1^53d2^62 + (0 + 2a + 0a^2)d1^54d2^62 + (1 + 2a + 4a^2)d1^55d2^62 + (1 + 4a + 3a^2)d1^56d2^62 + (2 + 1a + 0a^2)d1^57d2^62 + (0 + 3a + 4a^2)d1^58d2^62 + (1 + 2a + 0a^2)d1^59d2^62 + (3 + 3a + 4a^2)d1^60d2^62 + (3 + 1a + 4a^2)d1^61d2^62 + (1 + 0a + 1a^2)d1^63d2^62 + (3 + 2a + 4a^2)d1^64d2^62 + (4 + 2a + 4a^2)d1^66d2^62 + (2 + 4a + 1a^2)d1^67d2^62 + (4 + 2a + 1a^2)d1^68d2^62 + (4 + 0a + 3a^2)d1^69d2^62 + (1 + 0a + 0a^2)d1^70d2^62 + (1 + 4a + 3a^2)d1^71d2^62 + (1 + 0a + 2a^2)d1^72d2^62 + (0 + 1a + 0a^2)d1^73d2^62 + (3 + 0a + 1a^2)d1^74d2^62 + (1 + 1a + 0a^2)d1^75d2^62 + (0 + 0a + 1a^2)d1^76d2^62 + (1 + 4a + 2a^2)d1^77d2^62 + (4 + 2a + 4a^2)d1^78d2^62 + (3 + 2a + 4a^2)d1^79d2^62 + (3 + 2a + 2a^2)d1^80d2^62 + (3 + 4a + 0a^2)d1^81d2^62 + (0 + 3a + 1a^2)d1^82d2^62 + (0 + 4a + 4a^2)d1^83d2^62 + (0 + 4a + 4a^2)d1^84d2^62 + (2 + 2a + 4a^2)d1^85d2^62 + (0 + 4a + 1a^2)d1^86d2^62 + (4 + 3a + 3a^2)d1^87d2^62 + (0 + 0a + 1a^2)d1^88d2^62 + (2 + 3a + 2a^2)d1^89d2^62 + (4 + 3a + 4a^2)d1^90d2^62 + (0 + 0a + 4a^2)d1^91d2^62 + (4 + 2a + 1a^2)d1^92d2^62 + (0 + 0a + 1a^2)d1^93d2^62 + (4 + 0a + 2a^2)d1^94d2^62 + (1 + 0a + 1a^2)d1^95d2^62 + (2 + 4a + 3a^2)d1^96d2^62 + (4 + 3a + 0a^2)d1^97d2^62 + (2 + 4a + 3a^2)d1^98d2^62 + (4 + 2a + 1a^2)d1^99d2^62 + (0 + 3a + 1a^2)d1^100d2^62 + (4 + 4a + 0a^2)d1^101d2^62 + (1 + 0a + 3a^2)d1^102d2^62 + (4 + 3a + 2a^2)d1^103d2^62 + (0 + 0a + 2a^2)d1^104d2^62 + (3 + 0a + 2a^2)d1^105d2^62 + (1 + 4a + 2a^2)d1^106d2^62 + (3 + 0a + 0a^2)d1^107d2^62 + (4 + 1a + 1a^2)d1^108d2^62 + (2 + 2a + 0a^2)d1^109d2^62 + (2 + 2a + 3a^2)d1^110d2^62 + (3 + 3a + 0a^2)d1^111d2^62 + (0 + 3a + 0a^2)d1^112d2^62 + (0 + 2a + 3a^2)d1^113d2^62 + (2 + 3a + 4a^2)d1^114d2^62 + (3 + 2a + 1a^2)d1^115d2^62 + (1 + 1a + 0a^2)d1^116d2^62 + (2 + 4a + 1a^2)d1^117d2^62 + (4 + 4a + 2a^2)d1^118d2^62 + (4 + 2a + 0a^2)d1^119d2^62 + (1 + 0a + 0a^2)d1^120d2^62 + (1 + 1a + 2a^2)d1^121d2^62 + (0 + 4a + 3a^2)d1^122d2^62 + (4 + 0a + 4a^2)d1^123d2^62 + (1 + 1a + 0a^2)d1^124d2^62 + (2 + 4a + 3a^2)d1^125d2^62 + (3 + 1a + 2a^2)d1^126d2^62 + (0 + 2a + 4a^2)d1^127d2^62 + (0 + 2a + 3a^2)d1^128d2^62 + (4 + 4a + 0a^2)d1^129d2^62 + (0 + 1a + 1a^2)d1^130d2^62 + (0 + 2a + 0a^2)d1^131d2^62 + (2 + 4a + 2a^2)d1^132d2^62 + (3 + 1a + 4a^2)d1^133d2^62 + (0 + 2a + 2a^2)d1^134d2^62 + (1 + 4a + 3a^2)d1^135d2^62 + (2 + 3a + 4a^2)d1^136d2^62 + (4 + 2a + 1a^2)d1^137d2^62 + (0 + 0a + 4a^2)d1^138d2^62 + (1 + 0a + 1a^2)d1^139d2^62 + (3 + 2a + 3a^2)d1^140d2^62 + (0 + 4a + 4a^2)d1^141d2^62 + (0 + 4a + 0a^2)d1^142d2^62 + (0 + 0a + 4a^2)d1^143d2^62 + (1 + 3a + 2a^2)d1^144d2^62 + (2 + 3a + 4a^2)d1^145d2^62 + (2 + 3a + 4a^2)d1^146d2^62 + (4 + 3a + 4a^2)d1^147d2^62 + (0 + 1a + 2a^2)d1^148d2^62 + (3 + 3a + 1a^2)d1^149d2^62 + (1 + 1a + 4a^2)d1^150d2^62 + (2 + 2a + 0a^2)d1^151d2^62 + (4 + 1a + 0a^2)d1^152d2^62 + (3 + 2a + 0a^2)d1^153d2^62 + (3 + 4a + 0a^2)d1^154d2^62 + (0 + 3a + 1a^2)d1^155d2^62 + (1 + 1a + 2a^2)d1^156d2^62 + (0 + 0a + 1a^2)d1^157d2^62 + (1 + 0a + 4a^2)d1^158d2^62 + (4 + 1a + 0a^2)d1^159d2^62 + (2 + 3a + 2a^2)d1^160d2^62 + (2 + 4a + 3a^2)d1^161d2^62 + (4 + 3a + 3a^2)d1^162d2^62 + (3 + 3a + 4a^2)d1^163d2^62 + (3 + 0a + 1a^2)d1^164d2^62 + (2 + 2a + 1a^2)d1^165d2^62 + (4 + 2a + 0a^2)d1^166d2^62 + (3 + 4a + 2a^2)d1^167d2^62 + (2 + 0a + 0a^2)d1^168d2^62 + (0 + 1a + 2a^2)d1^169d2^62 + (2 + 4a + 2a^2)d1^170d2^62 + (4 + 3a + 2a^2)d1^171d2^62 + (1 + 4a + 4a^2)d1^172d2^62 + (3 + 4a + 3a^2)d1^173d2^62 + (1 + 1a + 3a^2)d1^174d2^62 + (0 + 2a + 1a^2)d1^175d2^62 + (1 + 0a + 2a^2)d1^176d2^62 + (4 + 0a + 2a^2)d1^177d2^62 + (0 + 2a + 4a^2)d1^178d2^62 + (4 + 4a + 1a^2)d1^179d2^62 + (1 + 4a + 4a^2)d1^180d2^62 + (0 + 3a + 1a^2)d1^181d2^62 + (4 + 4a + 4a^2)d1^182d2^62 + (2 + 3a + 2a^2)d1^183d2^62 + (3 + 2a + 2a^2)d1^184d2^62 + (1 + 2a + 0a^2)d1^185d2^62 + (3 + 3a + 2a^2)d1^186d2^62 + (4 + 1a + 0a^2)d1^187d2^62 + (4 + 4a + 3a^2)d1^188d2^62 + (0 + 1a + 0a^2)d1^189d2^62 + (3 + 0a + 4a^2)d1^190d2^62 + (4 + 3a + 3a^2)d1^191d2^62 + (3 + 1a + 2a^2)d1^192d2^62 + (4 + 2a + 4a^2)d1^193d2^62 + (3 + 1a + 0a^2)d1^194d2^62 + (1 + 1a + 3a^2)d1^195d2^62 + (2 + 4a + 3a^2)d1^196d2^62 + (3 + 0a + 3a^2)d1^197d2^62 + (2 + 3a + 0a^2)d1^198d2^62 + (1 + 0a + 2a^2)d1^199d2^62 + (3 + 3a + 2a^2)d1^200d2^62 + (2 + 1a + 0a^2)d1^201d2^62 + (2 + 1a + 4a^2)d1^202d2^62 + (1 + 0a + 2a^2)d1^203d2^62 + (3 + 2a + 1a^2)d1^204d2^62 + (4 + 3a + 4a^2)d1^205d2^62 + (0 + 1a + 0a^2)d1^206d2^62 + (0 + 2a + 0a^2)d1^207d2^62 + (3 + 1a + 0a^2)d1^208d2^62 + (2 + 4a + 2a^2)d1^209d2^62 + (3 + 4a + 1a^2)d1^210d2^62 + (0 + 2a + 3a^2)d1^211d2^62 + (4 + 4a + 0a^2)d1^212d2^62 + (0 + 0a + 4a^2)d1^213d2^62 + (0 + 3a + 4a^2)d1^214d2^62 + (1 + 0a + 0a^2)d1^215d2^62 + (4 + 0a + 2a^2)d1^216d2^62 + (3 + 4a + 2a^2)d1^217d2^62 + (1 + 4a + 3a^2)d1^218d2^62 + (2 + 0a + 4a^2)d1^219d2^62 + (0 + 2a + 3a^2)d1^220d2^62 + (1 + 4a + 3a^2)d1^221d2^62 + (4 + 4a + 2a^2)d1^222d2^62 + (2 + 2a + 2a^2)d1^223d2^62 + (3 + 3a + 3a^2)d1^224d2^62 + (3 + 0a + 3a^2)d1^225d2^62 + (0 + 2a + 2a^2)d1^226d2^62 + (2 + 0a + 1a^2)d1^227d2^62 + (2 + 0a + 2a^2)d1^228d2^62 + (2 + 0a + 4a^2)d1^229d2^62 + (2 + 4a + 1a^2)d1^230d2^62 + (3 + 0a + 4a^2)d1^231d2^62 + (1 + 4a + 1a^2)d1^232d2^62 + (2 + 4a + 2a^2)d1^233d2^62 + (4 + 2a + 2a^2)d1^234d2^62 + (3 + 1a + 4a^2)d1^235d2^62 + (3 + 4a + 3a^2)d1^236d2^62 + (3 + 0a + 0a^2)d1^237d2^62 + (0 + 4a + 0a^2)d1^238d2^62 + (3 + 2a + 4a^2)d1^239d2^62 + (4 + 3a + 4a^2)d1^240d2^62 + (2 + 4a + 0a^2)d1^241d2^62 + (0 + 3a + 0a^2)d1^242d2^62 + (0 + 2a + 1a^2)d1^243d2^62 + (0 + 1a + 1a^2)d1^244d2^62 + (2 + 1a + 4a^2)d1^245d2^62 + (3 + 3a + 2a^2)d1^246d2^62 + (0 + 3a + 3a^2)d1^247d2^62 + (4 + 3a + 3a^2)d1^248d2^62 + (4 + 3a + 2a^2)d1^249d2^62 + (2 + 3a + 1a^2)d1^250d2^62 + (0 + 3a + 3a^2)d1^251d2^62 + (4 + 1a + 4a^2)d1^252d2^62 + (0 + 2a + 1a^2)d1^253d2^62 + (1 + 4a + 3a^2)d1^254d2^62 + (1 + 2a + 1a^2)d1^255d2^62 + (1 + 2a + 3a^2)d1^256d2^62 + (0 + 1a + 3a^2)d1^257d2^62 + (4 + 0a + 0a^2)d1^259d2^62 + (2 + 0a + 4a^2)d1^260d2^62 + (4 + 0a + 0a^2)d1^261d2^62 + (1 + 3a + 2a^2)d1^262d2^62 + (4 + 0a + 0a^2)d1^263d2^62 + (4 + 4a + 3a^2)d1^264d2^62 + (4 + 2a + 2a^2)d1^265d2^62 + (1 + 4a + 0a^2)d1^266d2^62 + (0 + 0a + 2a^2)d1^267d2^62 + (1 + 2a + 0a^2)d1^268d2^62 + (4 + 1a + 2a^2)d1^269d2^62 + (0 + 1a + 4a^2)d1^270d2^62 + (0 + 2a + 0a^2)d1^271d2^62 + (0 + 2a + 1a^2)d1^272d2^62 + (3 + 4a + 4a^2)d1^273d2^62 + (0 + 3a + 4a^2)d1^274d2^62 + (4 + 3a + 2a^2)d1^275d2^62 + (2 + 2a + 2a^2)d1^276d2^62 + (4 + 1a + 3a^2)d1^277d2^62 + (4 + 1a + 2a^2)d1^278d2^62 + (2 + 1a + 2a^2)d1^279d2^62 + (4 + 3a + 4a^2)d1^280d2^62 + (1 + 1a + 2a^2)d1^281d2^62 + (1 + 3a + 2a^2)d1^282d2^62 + (3 + 4a + 1a^2)d1^283d2^62 + (0 + 3a + 1a^2)d1^284d2^62 + (2 + 1a + 0a^2)d1^285d2^62 + (0 + 4a + 2a^2)d1^286d2^62 + (1 + 2a + 3a^2)d1^287d2^62 + (0 + 0a + 3a^2)d1^288d2^62 + (1 + 2a + 2a^2)d1^289d2^62 + (3 + 2a + 3a^2)d1^290d2^62 + (0 + 4a + 0a^2)d1^291d2^62 + (1 + 0a + 0a^2)d1^292d2^62 + (0 + 2a + 0a^2)d1^293d2^62 + (2 + 3a + 1a^2)d2^63 + (0 + 4a + 4a^2)d1^1d2^63 + (2 + 3a + 0a^2)d1^2d2^63 + (1 + 0a + 0a^2)d1^3d2^63 + (2 + 2a + 2a^2)d1^4d2^63 + (2 + 0a + 4a^2)d1^5d2^63 + (2 + 0a + 0a^2)d1^6d2^63 + (4 + 0a + 3a^2)d1^7d2^63 + (0 + 2a + 0a^2)d1^8d2^63 + (4 + 3a + 4a^2)d1^9d2^63 + (1 + 3a + 3a^2)d1^10d2^63 + (3 + 4a + 0a^2)d1^11d2^63 + (3 + 4a + 1a^2)d1^12d2^63 + (1 + 4a + 2a^2)d1^13d2^63 + (3 + 1a + 4a^2)d1^14d2^63 + (1 + 4a + 2a^2)d1^15d2^63 + (2 + 2a + 4a^2)d1^16d2^63 + (3 + 0a + 1a^2)d1^17d2^63 + (0 + 3a + 3a^2)d1^18d2^63 + (3 + 1a + 2a^2)d1^19d2^63 + (0 + 3a + 0a^2)d1^20d2^63 + (0 + 3a + 1a^2)d1^21d2^63 + (2 + 1a + 0a^2)d1^22d2^63 + (0 + 3a + 2a^2)d1^23d2^63 + (1 + 3a + 0a^2)d1^24d2^63 + (0 + 0a + 3a^2)d1^25d2^63 + (2 + 1a + 0a^2)d1^26d2^63 + (3 + 0a + 0a^2)d1^27d2^63 + (2 + 4a + 4a^2)d1^28d2^63 + (1 + 1a + 3a^2)d1^29d2^63 + (1 + 4a + 0a^2)d1^30d2^63 + (0 + 1a + 3a^2)d1^31d2^63 + (0 + 0a + 1a^2)d1^32d2^63 + (2 + 4a + 4a^2)d1^34d2^63 + (0 + 3a + 3a^2)d1^35d2^63 + (2 + 3a + 2a^2)d1^36d2^63 + (3 + 1a + 1a^2)d1^37d2^63 + (1 + 0a + 3a^2)d1^38d2^63 + (0 + 1a + 2a^2)d1^39d2^63 + (0 + 3a + 3a^2)d1^40d2^63 + (3 + 4a + 0a^2)d1^41d2^63 + (0 + 4a + 3a^2)d1^42d2^63 + (3 + 0a + 3a^2)d1^43d2^63 + (2 + 4a + 0a^2)d1^44d2^63 + (4 + 4a + 0a^2)d1^45d2^63 + (3 + 0a + 1a^2)d1^46d2^63 + (0 + 0a + 4a^2)d1^47d2^63 + (2 + 2a + 3a^2)d1^48d2^63 + (0 + 1a + 2a^2)d1^49d2^63 + (1 + 0a + 4a^2)d1^50d2^63 + (2 + 4a + 4a^2)d1^51d2^63 + (2 + 2a + 1a^2)d1^52d2^63 + (2 + 0a + 3a^2)d1^53d2^63 + (1 + 0a + 4a^2)d1^54d2^63 + (3 + 4a + 3a^2)d1^55d2^63 + (2 + 2a + 3a^2)d1^56d2^63 + (2 + 4a + 0a^2)d1^57d2^63 + (4 + 3a + 1a^2)d1^58d2^63 + (0 + 3a + 3a^2)d1^59d2^63 + (1 + 1a + 4a^2)d1^60d2^63 + (0 + 3a + 2a^2)d1^61d2^63 + (1 + 2a + 0a^2)d1^62d2^63 + (1 + 1a + 3a^2)d1^63d2^63 + (3 + 1a + 4a^2)d1^64d2^63 + (1 + 4a + 1a^2)d1^65d2^63 + (2 + 4a + 3a^2)d1^66d2^63 + (0 + 0a + 3a^2)d1^67d2^63 + (4 + 4a + 0a^2)d1^68d2^63 + (3 + 1a + 0a^2)d1^69d2^63 + (2 + 0a + 4a^2)d1^70d2^63 + (1 + 1a + 2a^2)d1^71d2^63 + (1 + 2a + 4a^2)d1^72d2^63 + (1 + 4a + 0a^2)d1^73d2^63 + (4 + 2a + 4a^2)d1^74d2^63 + (4 + 2a + 3a^2)d1^75d2^63 + (0 + 1a + 0a^2)d1^76d2^63 + (2 + 4a + 3a^2)d1^77d2^63 + (2 + 1a + 2a^2)d1^78d2^63 + (1 + 2a + 1a^2)d1^79d2^63 + (0 + 2a + 3a^2)d1^80d2^63 + (3 + 0a + 1a^2)d1^81d2^63 + (3 + 0a + 0a^2)d1^82d2^63 + (0 + 3a + 0a^2)d1^83d2^63 + (2 + 2a + 2a^2)d1^84d2^63 + (1 + 0a + 3a^2)d1^85d2^63 + (0 + 0a + 3a^2)d1^86d2^63 + (3 + 4a + 1a^2)d1^87d2^63 + (1 + 4a + 2a^2)d1^88d2^63 + (2 + 1a + 3a^2)d1^89d2^63 + (3 + 1a + 1a^2)d1^90d2^63 + (2 + 1a + 2a^2)d1^91d2^63 + (3 + 3a + 2a^2)d1^92d2^63 + (0 + 4a + 3a^2)d1^93d2^63 + (0 + 3a + 2a^2)d1^94d2^63 + (4 + 1a + 4a^2)d1^95d2^63 + (1 + 2a + 0a^2)d1^96d2^63 + (1 + 2a + 0a^2)d1^97d2^63 + (4 + 2a + 2a^2)d1^98d2^63 + (3 + 4a + 4a^2)d1^99d2^63 + (1 + 3a + 1a^2)d1^100d2^63 + (4 + 2a + 4a^2)d1^101d2^63 + (2 + 3a + 3a^2)d1^102d2^63 + (3 + 2a + 4a^2)d1^103d2^63 + (3 + 0a + 2a^2)d1^104d2^63 + (4 + 0a + 4a^2)d1^105d2^63 + (3 + 4a + 2a^2)d1^106d2^63 + (4 + 3a + 2a^2)d1^107d2^63 + (2 + 1a + 1a^2)d1^108d2^63 + (3 + 1a + 4a^2)d1^109d2^63 + (4 + 3a + 2a^2)d1^110d2^63 + (2 + 4a + 1a^2)d1^111d2^63 + (0 + 3a + 4a^2)d1^112d2^63 + (0 + 2a + 4a^2)d1^113d2^63 + (1 + 4a + 0a^2)d1^114d2^63 + (1 + 0a + 2a^2)d1^115d2^63 + (4 + 1a + 1a^2)d1^116d2^63 + (1 + 0a + 2a^2)d1^117d2^63 + (3 + 1a + 4a^2)d1^118d2^63 + (2 + 3a + 0a^2)d1^119d2^63 + (4 + 2a + 4a^2)d1^120d2^63 + (3 + 2a + 2a^2)d1^121d2^63 + (2 + 2a + 2a^2)d1^122d2^63 + (0 + 1a + 4a^2)d1^123d2^63 + (4 + 4a + 2a^2)d1^124d2^63 + (3 + 0a + 2a^2)d1^125d2^63 + (4 + 0a + 2a^2)d1^126d2^63 + (4 + 4a + 3a^2)d1^127d2^63 + (2 + 3a + 3a^2)d1^128d2^63 + (2 + 3a + 4a^2)d1^129d2^63 + (1 + 2a + 0a^2)d1^130d2^63 + (0 + 1a + 2a^2)d1^131d2^63 + (3 + 4a + 2a^2)d1^132d2^63 + (4 + 2a + 3a^2)d1^133d2^63 + (0 + 3a + 0a^2)d1^134d2^63 + (1 + 2a + 1a^2)d1^135d2^63 + (4 + 0a + 1a^2)d1^136d2^63 + (4 + 1a + 1a^2)d1^137d2^63 + (2 + 1a + 0a^2)d1^138d2^63 + (4 + 2a + 0a^2)d1^139d2^63 + (0 + 1a + 3a^2)d1^140d2^63 + (3 + 2a + 2a^2)d1^141d2^63 + (3 + 3a + 1a^2)d1^142d2^63 + (2 + 3a + 1a^2)d1^143d2^63 + (3 + 3a + 3a^2)d1^144d2^63 + (0 + 1a + 0a^2)d1^145d2^63 + (3 + 0a + 0a^2)d1^146d2^63 + (4 + 3a + 4a^2)d1^147d2^63 + (1 + 0a + 0a^2)d1^148d2^63 + (3 + 4a + 4a^2)d1^149d2^63 + (2 + 1a + 0a^2)d1^150d2^63 + (0 + 2a + 2a^2)d1^151d2^63 + (1 + 2a + 4a^2)d1^152d2^63 + (2 + 0a + 4a^2)d1^153d2^63 + (0 + 3a + 1a^2)d1^154d2^63 + (3 + 4a + 3a^2)d1^155d2^63 + (0 + 3a + 3a^2)d1^156d2^63 + (2 + 2a + 4a^2)d1^157d2^63 + (4 + 1a + 2a^2)d1^158d2^63 + (3 + 4a + 2a^2)d1^159d2^63 + (3 + 1a + 3a^2)d1^160d2^63 + (2 + 0a + 0a^2)d1^161d2^63 + (0 + 4a + 4a^2)d1^162d2^63 + (0 + 1a + 1a^2)d1^163d2^63 + (0 + 2a + 1a^2)d1^164d2^63 + (0 + 1a + 3a^2)d1^165d2^63 + (0 + 0a + 2a^2)d1^166d2^63 + (1 + 2a + 4a^2)d1^167d2^63 + (0 + 1a + 0a^2)d1^168d2^63 + (0 + 2a + 0a^2)d1^169d2^63 + (1 + 1a + 2a^2)d1^170d2^63 + (0 + 3a + 0a^2)d1^171d2^63 + (1 + 1a + 2a^2)d1^172d2^63 + (4 + 3a + 2a^2)d1^173d2^63 + (1 + 2a + 3a^2)d1^174d2^63 + (3 + 4a + 3a^2)d1^175d2^63 + (3 + 1a + 4a^2)d1^176d2^63 + (1 + 0a + 0a^2)d1^177d2^63 + (1 + 0a + 3a^2)d1^178d2^63 + (2 + 1a + 3a^2)d1^179d2^63 + (4 + 1a + 2a^2)d1^180d2^63 + (4 + 0a + 4a^2)d1^181d2^63 + (2 + 1a + 4a^2)d1^182d2^63 + (2 + 0a + 2a^2)d1^183d2^63 + (0 + 2a + 2a^2)d1^184d2^63 + (4 + 3a + 0a^2)d1^185d2^63 + (1 + 0a + 2a^2)d1^186d2^63 + (4 + 1a + 3a^2)d1^187d2^63 + (2 + 3a + 2a^2)d1^188d2^63 + (3 + 0a + 3a^2)d1^189d2^63 + (1 + 2a + 4a^2)d1^190d2^63 + (0 + 1a + 0a^2)d1^191d2^63 + (0 + 1a + 2a^2)d1^192d2^63 + (3 + 1a + 2a^2)d1^193d2^63 + (1 + 3a + 2a^2)d1^194d2^63 + (0 + 4a + 3a^2)d1^195d2^63 + (0 + 4a + 4a^2)d1^196d2^63 + (0 + 2a + 0a^2)d1^197d2^63 + (2 + 2a + 1a^2)d1^198d2^63 + (2 + 2a + 3a^2)d1^199d2^63 + (1 + 2a + 3a^2)d1^200d2^63 + (2 + 4a + 2a^2)d1^201d2^63 + (1 + 1a + 4a^2)d1^202d2^63 + (0 + 3a + 2a^2)d1^203d2^63 + (3 + 2a + 4a^2)d1^204d2^63 + (3 + 3a + 4a^2)d1^205d2^63 + (2 + 4a + 1a^2)d1^206d2^63 + (1 + 0a + 3a^2)d1^207d2^63 + (3 + 3a + 0a^2)d1^208d2^63 + (0 + 3a + 2a^2)d1^209d2^63 + (0 + 3a + 3a^2)d1^210d2^63 + (0 + 4a + 3a^2)d1^211d2^63 + (4 + 0a + 0a^2)d1^212d2^63 + (0 + 3a + 2a^2)d1^213d2^63 + (4 + 3a + 1a^2)d1^214d2^63 + (1 + 2a + 4a^2)d1^215d2^63 + (3 + 0a + 4a^2)d1^216d2^63 + (2 + 4a + 0a^2)d1^217d2^63 + (4 + 4a + 4a^2)d1^218d2^63 + (4 + 0a + 4a^2)d1^219d2^63 + (2 + 2a + 2a^2)d1^220d2^63 + (0 + 3a + 4a^2)d1^222d2^63 + (1 + 0a + 3a^2)d1^223d2^63 + (0 + 0a + 4a^2)d1^224d2^63 + (1 + 2a + 4a^2)d1^225d2^63 + (2 + 0a + 4a^2)d1^226d2^63 + (4 + 3a + 3a^2)d1^227d2^63 + (2 + 0a + 3a^2)d1^228d2^63 + (0 + 0a + 4a^2)d1^229d2^63 + (1 + 3a + 1a^2)d1^230d2^63 + (2 + 3a + 4a^2)d1^231d2^63 + (1 + 4a + 2a^2)d1^232d2^63 + (1 + 2a + 2a^2)d1^233d2^63 + (4 + 1a + 3a^2)d1^234d2^63 + (1 + 0a + 1a^2)d1^235d2^63 + (2 + 4a + 2a^2)d1^236d2^63 + (1 + 3a + 3a^2)d1^237d2^63 + (3 + 3a + 1a^2)d1^238d2^63 + (1 + 2a + 1a^2)d1^239d2^63 + (2 + 0a + 4a^2)d1^240d2^63 + (2 + 0a + 0a^2)d1^241d2^63 + (0 + 0a + 4a^2)d1^242d2^63 + (4 + 4a + 1a^2)d1^243d2^63 + (3 + 0a + 1a^2)d1^244d2^63 + (3 + 0a + 0a^2)d1^245d2^63 + (0 + 3a + 2a^2)d1^246d2^63 + (4 + 0a + 2a^2)d1^247d2^63 + (0 + 0a + 3a^2)d1^248d2^63 + (4 + 4a + 4a^2)d1^249d2^63 + (1 + 2a + 1a^2)d1^250d2^63 + (2 + 2a + 0a^2)d1^251d2^63 + (0 + 1a + 0a^2)d1^252d2^63 + (4 + 4a + 4a^2)d1^253d2^63 + (1 + 2a + 1a^2)d1^254d2^63 + (1 + 1a + 0a^2)d1^255d2^63 + (1 + 3a + 3a^2)d1^256d2^63 + (4 + 3a + 1a^2)d1^257d2^63 + (2 + 0a + 2a^2)d1^258d2^63 + (0 + 1a + 2a^2)d1^259d2^63 + (3 + 0a + 0a^2)d1^260d2^63 + (0 + 4a + 1a^2)d1^261d2^63 + (0 + 1a + 2a^2)d1^262d2^63 + (0 + 1a + 2a^2)d1^263d2^63 + (4 + 2a + 0a^2)d1^264d2^63 + (4 + 2a + 2a^2)d1^265d2^63 + (0 + 1a + 1a^2)d1^266d2^63 + (0 + 1a + 0a^2)d1^267d2^63 + (4 + 3a + 1a^2)d1^268d2^63 + (1 + 3a + 4a^2)d1^269d2^63 + (2 + 2a + 1a^2)d1^270d2^63 + (1 + 4a + 0a^2)d1^271d2^63 + (3 + 4a + 4a^2)d1^272d2^63 + (3 + 2a + 2a^2)d1^273d2^63 + (2 + 2a + 0a^2)d1^274d2^63 + (3 + 0a + 4a^2)d1^275d2^63 + (4 + 4a + 0a^2)d1^276d2^63 + (3 + 2a + 0a^2)d1^277d2^63 + (4 + 3a + 3a^2)d1^278d2^63 + (1 + 1a + 1a^2)d1^279d2^63 + (4 + 2a + 3a^2)d1^280d2^63 + (0 + 3a + 4a^2)d1^281d2^63 + (1 + 3a + 2a^2)d1^282d2^63 + (1 + 3a + 2a^2)d1^283d2^63 + (0 + 1a + 1a^2)d1^284d2^63 + (4 + 1a + 4a^2)d1^285d2^63 + (2 + 0a + 2a^2)d1^286d2^63 + (1 + 4a + 3a^2)d1^287d2^63 + (3 + 1a + 4a^2)d1^288d2^63 + (4 + 3a + 2a^2)d1^289d2^63 + (3 + 1a + 4a^2)d1^290d2^63 + (2 + 4a + 2a^2)d1^291d2^63 + (3 + 3a + 3a^2)d1^292d2^63 + (2 + 0a + 0a^2)d1^293d2^63 + (0 + 2a + 3a^2)d2^64 + (0 + 1a + 0a^2)d1^1d2^64 + (3 + 1a + 0a^2)d1^2d2^64 + (0 + 2a + 4a^2)d1^3d2^64 + (1 + 3a + 1a^2)d1^4d2^64 + (4 + 4a + 0a^2)d1^5d2^64 + (0 + 3a + 3a^2)d1^6d2^64 + (4 + 1a + 0a^2)d1^7d2^64 + (3 + 1a + 3a^2)d1^8d2^64 + (1 + 2a + 1a^2)d1^9d2^64 + (2 + 1a + 1a^2)d1^10d2^64 + (4 + 3a + 3a^2)d1^11d2^64 + (0 + 0a + 1a^2)d1^12d2^64 + (4 + 0a + 3a^2)d1^13d2^64 + (0 + 1a + 1a^2)d1^14d2^64 + (2 + 0a + 4a^2)d1^15d2^64 + (4 + 4a + 0a^2)d1^16d2^64 + (3 + 3a + 4a^2)d1^17d2^64 + (1 + 1a + 3a^2)d1^18d2^64 + (1 + 3a + 3a^2)d1^19d2^64 + (4 + 4a + 0a^2)d1^20d2^64 + (1 + 3a + 2a^2)d1^21d2^64 + (3 + 1a + 2a^2)d1^22d2^64 + (3 + 1a + 3a^2)d1^23d2^64 + (0 + 4a + 3a^2)d1^24d2^64 + (3 + 4a + 4a^2)d1^25d2^64 + (3 + 1a + 0a^2)d1^26d2^64 + (3 + 3a + 1a^2)d1^27d2^64 + (1 + 1a + 4a^2)d1^28d2^64 + (3 + 4a + 4a^2)d1^29d2^64 + (0 + 2a + 0a^2)d1^30d2^64 + (3 + 1a + 2a^2)d1^31d2^64 + (4 + 2a + 2a^2)d1^32d2^64 + (4 + 1a + 1a^2)d1^33d2^64 + (4 + 0a + 2a^2)d1^34d2^64 + (0 + 2a + 1a^2)d1^35d2^64 + (1 + 4a + 2a^2)d1^36d2^64 + (4 + 2a + 2a^2)d1^37d2^64 + (0 + 2a + 4a^2)d1^38d2^64 + (2 + 0a + 2a^2)d1^39d2^64 + (4 + 4a + 4a^2)d1^40d2^64 + (2 + 0a + 4a^2)d1^41d2^64 + (3 + 2a + 1a^2)d1^42d2^64 + (4 + 4a + 1a^2)d1^43d2^64 + (4 + 3a + 4a^2)d1^44d2^64 + (1 + 0a + 2a^2)d1^45d2^64 + (0 + 2a + 1a^2)d1^46d2^64 + (2 + 3a + 3a^2)d1^47d2^64 + (0 + 2a + 0a^2)d1^48d2^64 + (1 + 4a + 1a^2)d1^49d2^64 + (3 + 1a + 2a^2)d1^50d2^64 + (4 + 3a + 2a^2)d1^51d2^64 + (3 + 1a + 2a^2)d1^52d2^64 + (4 + 2a + 4a^2)d1^53d2^64 + (1 + 4a + 0a^2)d1^54d2^64 + (2 + 2a + 2a^2)d1^55d2^64 + (1 + 3a + 1a^2)d1^56d2^64 + (1 + 3a + 0a^2)d1^57d2^64 + (3 + 0a + 4a^2)d1^58d2^64 + (1 + 0a + 2a^2)d1^59d2^64 + (0 + 2a + 3a^2)d1^60d2^64 + (3 + 4a + 3a^2)d1^61d2^64 + (0 + 1a + 4a^2)d1^62d2^64 + (4 + 0a + 0a^2)d1^63d2^64 + (2 + 0a + 3a^2)d1^64d2^64 + (4 + 3a + 0a^2)d1^65d2^64 + (3 + 2a + 1a^2)d1^66d2^64 + (0 + 0a + 4a^2)d1^67d2^64 + (3 + 4a + 2a^2)d1^68d2^64 + (3 + 0a + 4a^2)d1^69d2^64 + (1 + 4a + 1a^2)d1^70d2^64 + (0 + 2a + 2a^2)d1^71d2^64 + (1 + 3a + 4a^2)d1^72d2^64 + (2 + 1a + 4a^2)d1^73d2^64 + (2 + 4a + 1a^2)d1^74d2^64 + (1 + 1a + 0a^2)d1^75d2^64 + (0 + 3a + 3a^2)d1^76d2^64 + (3 + 4a + 2a^2)d1^77d2^64 + (2 + 0a + 1a^2)d1^79d2^64 + (4 + 1a + 4a^2)d1^80d2^64 + (3 + 4a + 4a^2)d1^81d2^64 + (4 + 2a + 1a^2)d1^82d2^64 + (4 + 2a + 1a^2)d1^83d2^64 + (0 + 1a + 1a^2)d1^84d2^64 + (3 + 1a + 4a^2)d1^85d2^64 + (1 + 0a + 3a^2)d1^86d2^64 + (3 + 1a + 0a^2)d1^87d2^64 + (2 + 3a + 1a^2)d1^88d2^64 + (2 + 3a + 0a^2)d1^89d2^64 + (1 + 3a + 4a^2)d1^90d2^64 + (0 + 4a + 4a^2)d1^91d2^64 + (4 + 0a + 3a^2)d1^92d2^64 + (4 + 2a + 1a^2)d1^93d2^64 + (1 + 2a + 3a^2)d1^94d2^64 + (2 + 4a + 4a^2)d1^95d2^64 + (2 + 3a + 0a^2)d1^96d2^64 + (0 + 0a + 4a^2)d1^97d2^64 + (3 + 3a + 4a^2)d1^98d2^64 + (3 + 2a + 1a^2)d1^99d2^64 + (1 + 1a + 3a^2)d1^100d2^64 + (2 + 3a + 3a^2)d1^101d2^64 + (2 + 1a + 0a^2)d1^102d2^64 + (4 + 4a + 3a^2)d1^103d2^64 + (0 + 1a + 4a^2)d1^104d2^64 + (4 + 1a + 3a^2)d1^105d2^64 + (4 + 3a + 1a^2)d1^106d2^64 + (4 + 1a + 1a^2)d1^107d2^64 + (1 + 4a + 0a^2)d1^108d2^64 + (3 + 3a + 3a^2)d1^109d2^64 + (4 + 2a + 1a^2)d1^110d2^64 + (1 + 3a + 1a^2)d1^111d2^64 + (0 + 2a + 0a^2)d1^112d2^64 + (0 + 4a + 0a^2)d1^113d2^64 + (1 + 1a + 4a^2)d1^114d2^64 + (2 + 4a + 1a^2)d1^115d2^64 + (0 + 4a + 0a^2)d1^116d2^64 + (1 + 3a + 2a^2)d1^117d2^64 + (0 + 0a + 3a^2)d1^118d2^64 + (1 + 2a + 1a^2)d1^119d2^64 + (1 + 1a + 3a^2)d1^120d2^64 + (3 + 4a + 1a^2)d1^121d2^64 + (4 + 1a + 2a^2)d1^122d2^64 + (1 + 1a + 3a^2)d1^123d2^64 + (1 + 4a + 4a^2)d1^124d2^64 + (4 + 1a + 3a^2)d1^125d2^64 + (4 + 2a + 2a^2)d1^126d2^64 + (1 + 2a + 4a^2)d1^127d2^64 + (3 + 0a + 0a^2)d1^128d2^64 + (3 + 1a + 4a^2)d1^130d2^64 + (1 + 4a + 2a^2)d1^131d2^64 + (2 + 1a + 4a^2)d1^132d2^64 + (3 + 3a + 3a^2)d1^133d2^64 + (0 + 2a + 1a^2)d1^134d2^64 + (2 + 3a + 1a^2)d1^135d2^64 + (0 + 3a + 1a^2)d1^136d2^64 + (0 + 0a + 2a^2)d1^137d2^64 + (0 + 0a + 4a^2)d1^138d2^64 + (0 + 2a + 1a^2)d1^139d2^64 + (4 + 4a + 0a^2)d1^140d2^64 + (4 + 2a + 3a^2)d1^141d2^64 + (4 + 3a + 2a^2)d1^142d2^64 + (1 + 1a + 3a^2)d1^143d2^64 + (1 + 1a + 0a^2)d1^144d2^64 + (0 + 4a + 3a^2)d1^145d2^64 + (1 + 4a + 3a^2)d1^146d2^64 + (4 + 4a + 4a^2)d1^147d2^64 + (2 + 0a + 0a^2)d1^148d2^64 + (3 + 3a + 2a^2)d1^149d2^64 + (4 + 4a + 3a^2)d1^150d2^64 + (3 + 2a + 1a^2)d1^151d2^64 + (1 + 4a + 0a^2)d1^152d2^64 + (3 + 3a + 0a^2)d1^153d2^64 + (4 + 4a + 3a^2)d1^154d2^64 + (4 + 3a + 3a^2)d1^155d2^64 + (3 + 4a + 4a^2)d1^156d2^64 + (1 + 4a + 3a^2)d1^157d2^64 + (4 + 3a + 2a^2)d1^158d2^64 + (0 + 3a + 4a^2)d1^159d2^64 + (2 + 1a + 3a^2)d1^160d2^64 + (2 + 3a + 0a^2)d1^161d2^64 + (1 + 2a + 3a^2)d1^162d2^64 + (1 + 1a + 0a^2)d1^163d2^64 + (2 + 4a + 0a^2)d1^164d2^64 + (2 + 2a + 2a^2)d1^165d2^64 + (0 + 2a + 4a^2)d1^166d2^64 + (0 + 2a + 0a^2)d1^167d2^64 + (4 + 4a + 4a^2)d1^168d2^64 + (0 + 4a + 0a^2)d1^169d2^64 + (0 + 1a + 4a^2)d1^170d2^64 + (0 + 1a + 2a^2)d1^171d2^64 + (4 + 4a + 1a^2)d1^172d2^64 + (1 + 2a + 2a^2)d1^173d2^64 + (4 + 0a + 2a^2)d1^174d2^64 + (2 + 4a + 1a^2)d1^175d2^64 + (2 + 2a + 4a^2)d1^176d2^64 + (2 + 1a + 2a^2)d1^177d2^64 + (0 + 0a + 3a^2)d1^178d2^64 + (4 + 2a + 4a^2)d1^179d2^64 + (2 + 2a + 2a^2)d1^180d2^64 + (0 + 4a + 4a^2)d1^181d2^64 + (0 + 0a + 2a^2)d1^182d2^64 + (3 + 2a + 3a^2)d1^183d2^64 + (2 + 3a + 4a^2)d1^184d2^64 + (1 + 4a + 0a^2)d1^185d2^64 + (0 + 3a + 1a^2)d1^186d2^64 + (4 + 3a + 0a^2)d1^187d2^64 + (1 + 1a + 1a^2)d1^188d2^64 + (2 + 2a + 2a^2)d1^189d2^64 + (1 + 0a + 2a^2)d1^190d2^64 + (4 + 2a + 2a^2)d1^191d2^64 + (3 + 1a + 1a^2)d1^192d2^64 + (4 + 4a + 4a^2)d1^193d2^64 + (1 + 3a + 2a^2)d1^194d2^64 + (4 + 1a + 4a^2)d1^195d2^64 + (2 + 1a + 2a^2)d1^196d2^64 + (2 + 4a + 3a^2)d1^197d2^64 + (1 + 0a + 0a^2)d1^198d2^64 + (0 + 1a + 2a^2)d1^199d2^64 + (1 + 0a + 4a^2)d1^200d2^64 + (3 + 0a + 3a^2)d1^201d2^64 + (0 + 4a + 1a^2)d1^202d2^64 + (2 + 3a + 0a^2)d1^203d2^64 + (4 + 0a + 2a^2)d1^204d2^64 + (4 + 0a + 1a^2)d1^205d2^64 + (1 + 2a + 4a^2)d1^206d2^64 + (4 + 4a + 4a^2)d1^207d2^64 + (4 + 3a + 2a^2)d1^208d2^64 + (1 + 2a + 0a^2)d1^209d2^64 + (4 + 0a + 0a^2)d1^210d2^64 + (0 + 3a + 0a^2)d1^211d2^64 + (3 + 4a + 4a^2)d1^212d2^64 + (1 + 4a + 1a^2)d1^213d2^64 + (3 + 4a + 1a^2)d1^214d2^64 + (0 + 0a + 4a^2)d1^215d2^64 + (0 + 2a + 0a^2)d1^216d2^64 + (4 + 2a + 0a^2)d1^217d2^64 + (1 + 4a + 2a^2)d1^218d2^64 + (3 + 3a + 2a^2)d1^219d2^64 + (1 + 4a + 3a^2)d1^220d2^64 + (3 + 3a + 0a^2)d1^221d2^64 + (1 + 4a + 4a^2)d1^222d2^64 + (1 + 1a + 4a^2)d1^223d2^64 + (2 + 0a + 2a^2)d1^224d2^64 + (4 + 1a + 4a^2)d1^225d2^64 + (0 + 3a + 3a^2)d1^226d2^64 + (0 + 3a + 1a^2)d1^227d2^64 + (3 + 3a + 3a^2)d1^228d2^64 + (3 + 1a + 4a^2)d1^229d2^64 + (0 + 2a + 4a^2)d1^230d2^64 + (4 + 0a + 0a^2)d1^231d2^64 + (2 + 0a + 1a^2)d1^232d2^64 + (3 + 4a + 1a^2)d1^233d2^64 + (4 + 3a + 1a^2)d1^234d2^64 + (0 + 1a + 0a^2)d1^235d2^64 + (1 + 1a + 3a^2)d1^236d2^64 + (4 + 1a + 3a^2)d1^237d2^64 + (3 + 4a + 3a^2)d1^238d2^64 + (4 + 4a + 4a^2)d1^239d2^64 + (4 + 1a + 1a^2)d1^240d2^64 + (2 + 2a + 3a^2)d1^241d2^64 + (4 + 4a + 3a^2)d1^242d2^64 + (3 + 2a + 3a^2)d1^243d2^64 + (2 + 1a + 4a^2)d1^244d2^64 + (3 + 4a + 2a^2)d1^245d2^64 + (0 + 0a + 1a^2)d1^246d2^64 + (4 + 4a + 2a^2)d1^247d2^64 + (0 + 4a + 1a^2)d1^248d2^64 + (4 + 1a + 1a^2)d1^249d2^64 + (3 + 1a + 1a^2)d1^250d2^64 + (3 + 1a + 1a^2)d1^251d2^64 + (4 + 1a + 1a^2)d1^252d2^64 + (3 + 2a + 4a^2)d1^254d2^64 + (4 + 2a + 4a^2)d1^255d2^64 + (4 + 3a + 1a^2)d1^256d2^64 + (3 + 2a + 2a^2)d1^257d2^64 + (1 + 1a + 2a^2)d1^258d2^64 + (3 + 1a + 3a^2)d1^259d2^64 + (0 + 2a + 3a^2)d1^260d2^64 + (4 + 1a + 4a^2)d1^261d2^64 + (4 + 3a + 1a^2)d1^262d2^64 + (2 + 2a + 4a^2)d1^263d2^64 + (3 + 1a + 0a^2)d1^264d2^64 + (1 + 3a + 2a^2)d1^265d2^64 + (2 + 1a + 3a^2)d1^266d2^64 + (1 + 1a + 0a^2)d1^267d2^64 + (1 + 2a + 3a^2)d1^268d2^64 + (2 + 2a + 0a^2)d1^269d2^64 + (0 + 1a + 2a^2)d1^270d2^64 + (2 + 2a + 0a^2)d1^271d2^64 + (4 + 1a + 4a^2)d1^272d2^64 + (2 + 0a + 2a^2)d1^273d2^64 + (4 + 0a + 2a^2)d1^274d2^64 + (3 + 0a + 4a^2)d1^275d2^64 + (2 + 1a + 0a^2)d1^276d2^64 + (4 + 4a + 3a^2)d1^277d2^64 + (4 + 3a + 1a^2)d1^278d2^64 + (1 + 4a + 0a^2)d1^279d2^64 + (0 + 1a + 4a^2)d1^280d2^64 + (2 + 4a + 4a^2)d1^281d2^64 + (3 + 1a + 1a^2)d1^282d2^64 + (2 + 2a + 0a^2)d1^283d2^64 + (4 + 4a + 4a^2)d1^284d2^64 + (0 + 2a + 0a^2)d1^285d2^64 + (1 + 0a + 2a^2)d1^286d2^64 + (4 + 2a + 0a^2)d1^287d2^64 + (2 + 0a + 0a^2)d1^288d2^64 + (1 + 3a + 2a^2)d1^289d2^64 + (3 + 0a + 4a^2)d1^290d2^64 + (1 + 3a + 0a^2)d1^291d2^64 + (0 + 3a + 0a^2)d1^292d2^64 + (3 + 0a + 1a^2)d1^293d2^64 + (0 + 3a + 2a^2)d2^65 + (0 + 4a + 2a^2)d1^1d2^65 + (1 + 1a + 2a^2)d1^2d2^65 + (2 + 2a + 2a^2)d1^3d2^65 + (3 + 4a + 3a^2)d1^4d2^65 + (2 + 2a + 1a^2)d1^5d2^65 + (4 + 3a + 0a^2)d1^6d2^65 + (4 + 2a + 1a^2)d1^7d2^65 + (1 + 4a + 4a^2)d1^8d2^65 + (2 + 4a + 2a^2)d1^9d2^65 + (4 + 0a + 3a^2)d1^10d2^65 + (2 + 1a + 3a^2)d1^11d2^65 + (4 + 3a + 0a^2)d1^12d2^65 + (3 + 3a + 4a^2)d1^13d2^65 + (3 + 0a + 2a^2)d1^14d2^65 + (0 + 0a + 3a^2)d1^15d2^65 + (3 + 1a + 2a^2)d1^16d2^65 + (4 + 2a + 1a^2)d1^17d2^65 + (0 + 1a + 3a^2)d1^18d2^65 + (3 + 0a + 3a^2)d1^19d2^65 + (0 + 0a + 3a^2)d1^20d2^65 + (4 + 0a + 4a^2)d1^21d2^65 + (3 + 4a + 4a^2)d1^22d2^65 + (3 + 2a + 2a^2)d1^23d2^65 + (0 + 4a + 4a^2)d1^24d2^65 + (3 + 4a + 1a^2)d1^25d2^65 + (3 + 3a + 2a^2)d1^26d2^65 + (1 + 1a + 2a^2)d1^27d2^65 + (0 + 1a + 3a^2)d1^28d2^65 + (3 + 3a + 0a^2)d1^29d2^65 + (4 + 1a + 4a^2)d1^30d2^65 + (0 + 3a + 4a^2)d1^31d2^65 + (3 + 1a + 1a^2)d1^32d2^65 + (2 + 4a + 0a^2)d1^33d2^65 + (2 + 1a + 2a^2)d1^34d2^65 + (0 + 3a + 4a^2)d1^35d2^65 + (3 + 2a + 4a^2)d1^36d2^65 + (3 + 3a + 4a^2)d1^37d2^65 + (2 + 3a + 0a^2)d1^38d2^65 + (3 + 0a + 1a^2)d1^39d2^65 + (4 + 2a + 0a^2)d1^40d2^65 + (2 + 0a + 0a^2)d1^41d2^65 + (4 + 4a + 4a^2)d1^42d2^65 + (0 + 4a + 2a^2)d1^43d2^65 + (1 + 2a + 4a^2)d1^44d2^65 + (0 + 4a + 1a^2)d1^45d2^65 + (3 + 2a + 3a^2)d1^47d2^65 + (2 + 0a + 1a^2)d1^48d2^65 + (0 + 0a + 1a^2)d1^49d2^65 + (2 + 2a + 1a^2)d1^50d2^65 + (3 + 1a + 1a^2)d1^51d2^65 + (3 + 3a + 3a^2)d1^52d2^65 + (0 + 2a + 4a^2)d1^53d2^65 + (1 + 4a + 1a^2)d1^54d2^65 + (2 + 2a + 4a^2)d1^55d2^65 + (4 + 0a + 3a^2)d1^56d2^65 + (4 + 3a + 2a^2)d1^57d2^65 + (0 + 4a + 4a^2)d1^58d2^65 + (2 + 3a + 4a^2)d1^59d2^65 + (4 + 3a + 3a^2)d1^60d2^65 + (2 + 3a + 2a^2)d1^61d2^65 + (4 + 0a + 4a^2)d1^62d2^65 + (2 + 2a + 4a^2)d1^63d2^65 + (1 + 0a + 0a^2)d1^64d2^65 + (3 + 1a + 4a^2)d1^65d2^65 + (1 + 3a + 4a^2)d1^66d2^65 + (2 + 0a + 0a^2)d1^67d2^65 + (3 + 4a + 0a^2)d1^68d2^65 + (4 + 2a + 4a^2)d1^69d2^65 + (0 + 4a + 0a^2)d1^70d2^65 + (2 + 2a + 4a^2)d1^71d2^65 + (1 + 1a + 1a^2)d1^72d2^65 + (0 + 3a + 0a^2)d1^73d2^65 + (2 + 4a + 4a^2)d1^74d2^65 + (4 + 3a + 2a^2)d1^75d2^65 + (3 + 3a + 0a^2)d1^76d2^65 + (3 + 4a + 2a^2)d1^77d2^65 + (2 + 0a + 0a^2)d1^78d2^65 + (4 + 2a + 3a^2)d1^79d2^65 + (4 + 2a + 4a^2)d1^80d2^65 + (1 + 0a + 4a^2)d1^81d2^65 + (1 + 0a + 3a^2)d1^82d2^65 + (0 + 0a + 3a^2)d1^83d2^65 + (4 + 4a + 1a^2)d1^84d2^65 + (3 + 2a + 3a^2)d1^85d2^65 + (0 + 2a + 0a^2)d1^86d2^65 + (3 + 1a + 3a^2)d1^87d2^65 + (1 + 3a + 3a^2)d1^88d2^65 + (4 + 1a + 4a^2)d1^89d2^65 + (3 + 3a + 1a^2)d1^90d2^65 + (1 + 1a + 1a^2)d1^91d2^65 + (0 + 3a + 3a^2)d1^92d2^65 + (4 + 3a + 3a^2)d1^93d2^65 + (1 + 1a + 4a^2)d1^94d2^65 + (3 + 3a + 1a^2)d1^95d2^65 + (1 + 4a + 2a^2)d1^96d2^65 + (2 + 2a + 4a^2)d1^97d2^65 + (2 + 4a + 2a^2)d1^98d2^65 + (4 + 2a + 1a^2)d1^99d2^65 + (3 + 4a + 1a^2)d1^100d2^65 + (4 + 2a + 1a^2)d1^101d2^65 + (2 + 3a + 2a^2)d1^102d2^65 + (1 + 0a + 0a^2)d1^103d2^65 + (2 + 1a + 4a^2)d1^104d2^65 + (2 + 0a + 3a^2)d1^105d2^65 + (2 + 0a + 4a^2)d1^106d2^65 + (4 + 4a + 0a^2)d1^107d2^65 + (0 + 2a + 1a^2)d1^108d2^65 + (3 + 3a + 0a^2)d1^109d2^65 + (1 + 0a + 0a^2)d1^110d2^65 + (3 + 0a + 3a^2)d1^111d2^65 + (3 + 4a + 0a^2)d1^112d2^65 + (3 + 4a + 2a^2)d1^113d2^65 + (4 + 0a + 2a^2)d1^114d2^65 + (1 + 1a + 3a^2)d1^115d2^65 + (2 + 3a + 1a^2)d1^116d2^65 + (2 + 2a + 0a^2)d1^117d2^65 + (2 + 2a + 3a^2)d1^118d2^65 + (0 + 2a + 1a^2)d1^119d2^65 + (0 + 0a + 1a^2)d1^120d2^65 + (3 + 3a + 0a^2)d1^121d2^65 + (2 + 0a + 4a^2)d1^122d2^65 + (1 + 4a + 0a^2)d1^123d2^65 + (1 + 0a + 1a^2)d1^124d2^65 + (0 + 3a + 0a^2)d1^125d2^65 + (3 + 3a + 3a^2)d1^126d2^65 + (1 + 0a + 0a^2)d1^127d2^65 + (1 + 1a + 3a^2)d1^128d2^65 + (3 + 3a + 4a^2)d1^129d2^65 + (2 + 3a + 1a^2)d1^130d2^65 + (2 + 2a + 3a^2)d1^131d2^65 + (1 + 3a + 0a^2)d1^132d2^65 + (3 + 0a + 0a^2)d1^133d2^65 + (3 + 3a + 1a^2)d1^134d2^65 + (2 + 4a + 2a^2)d1^135d2^65 + (2 + 3a + 2a^2)d1^136d2^65 + (2 + 3a + 3a^2)d1^137d2^65 + (1 + 0a + 1a^2)d1^138d2^65 + (4 + 2a + 0a^2)d1^139d2^65 + (3 + 1a + 0a^2)d1^140d2^65 + (3 + 1a + 3a^2)d1^141d2^65 + (0 + 3a + 1a^2)d1^142d2^65 + (2 + 0a + 3a^2)d1^143d2^65 + (3 + 4a + 0a^2)d1^144d2^65 + (2 + 3a + 2a^2)d1^145d2^65 + (3 + 3a + 4a^2)d1^146d2^65 + (4 + 4a + 4a^2)d1^147d2^65 + (2 + 3a + 1a^2)d1^148d2^65 + (4 + 4a + 2a^2)d1^149d2^65 + (3 + 0a + 4a^2)d1^150d2^65 + (1 + 4a + 2a^2)d1^151d2^65 + (1 + 3a + 0a^2)d1^152d2^65 + (0 + 0a + 1a^2)d1^153d2^65 + (2 + 1a + 0a^2)d1^154d2^65 + (2 + 0a + 3a^2)d1^155d2^65 + (2 + 2a + 3a^2)d1^156d2^65 + (1 + 0a + 2a^2)d1^157d2^65 + (1 + 0a + 2a^2)d1^158d2^65 + (1 + 1a + 0a^2)d1^159d2^65 + (3 + 1a + 1a^2)d1^160d2^65 + (4 + 3a + 2a^2)d1^161d2^65 + (1 + 2a + 0a^2)d1^162d2^65 + (0 + 3a + 2a^2)d1^163d2^65 + (4 + 4a + 2a^2)d1^164d2^65 + (2 + 4a + 4a^2)d1^165d2^65 + (2 + 2a + 3a^2)d1^166d2^65 + (4 + 0a + 3a^2)d1^167d2^65 + (2 + 1a + 2a^2)d1^168d2^65 + (4 + 2a + 4a^2)d1^169d2^65 + (4 + 4a + 2a^2)d1^170d2^65 + (0 + 4a + 0a^2)d1^171d2^65 + (1 + 0a + 4a^2)d1^172d2^65 + (1 + 3a + 0a^2)d1^173d2^65 + (1 + 2a + 3a^2)d1^174d2^65 + (3 + 0a + 1a^2)d1^175d2^65 + (4 + 0a + 3a^2)d1^176d2^65 + (0 + 1a + 1a^2)d1^177d2^65 + (4 + 2a + 2a^2)d1^178d2^65 + (3 + 1a + 2a^2)d1^179d2^65 + (2 + 2a + 4a^2)d1^180d2^65 + (2 + 1a + 4a^2)d1^181d2^65 + (0 + 4a + 1a^2)d1^182d2^65 + (3 + 1a + 3a^2)d1^183d2^65 + (2 + 2a + 4a^2)d1^184d2^65 + (3 + 2a + 1a^2)d1^185d2^65 + (3 + 2a + 0a^2)d1^186d2^65 + (3 + 3a + 1a^2)d1^187d2^65 + (4 + 3a + 1a^2)d1^188d2^65 + (2 + 0a + 2a^2)d1^189d2^65 + (2 + 4a + 2a^2)d1^190d2^65 + (0 + 2a + 4a^2)d1^191d2^65 + (3 + 2a + 0a^2)d1^192d2^65 + (0 + 2a + 2a^2)d1^193d2^65 + (0 + 3a + 1a^2)d1^194d2^65 + (2 + 1a + 3a^2)d1^195d2^65 + (4 + 3a + 3a^2)d1^196d2^65 + (3 + 3a + 3a^2)d1^197d2^65 + (2 + 0a + 0a^2)d1^198d2^65 + (3 + 2a + 0a^2)d1^199d2^65 + (4 + 1a + 4a^2)d1^200d2^65 + (0 + 4a + 4a^2)d1^201d2^65 + (2 + 4a + 2a^2)d1^202d2^65 + (4 + 3a + 2a^2)d1^203d2^65 + (1 + 3a + 2a^2)d1^204d2^65 + (2 + 2a + 3a^2)d1^205d2^65 + (1 + 3a + 1a^2)d1^206d2^65 + (2 + 2a + 0a^2)d1^207d2^65 + (1 + 4a + 3a^2)d1^208d2^65 + (0 + 1a + 1a^2)d1^209d2^65 + (2 + 3a + 2a^2)d1^210d2^65 + (3 + 3a + 2a^2)d1^211d2^65 + (4 + 4a + 0a^2)d1^212d2^65 + (0 + 2a + 4a^2)d1^213d2^65 + (1 + 0a + 4a^2)d1^214d2^65 + (0 + 4a + 4a^2)d1^215d2^65 + (2 + 3a + 3a^2)d1^216d2^65 + (3 + 2a + 3a^2)d1^217d2^65 + (0 + 3a + 4a^2)d1^218d2^65 + (1 + 0a + 3a^2)d1^219d2^65 + (1 + 2a + 1a^2)d1^220d2^65 + (2 + 0a + 4a^2)d1^221d2^65 + (4 + 3a + 4a^2)d1^222d2^65 + (1 + 1a + 2a^2)d1^223d2^65 + (2 + 4a + 2a^2)d1^224d2^65 + (0 + 3a + 2a^2)d1^225d2^65 + (2 + 3a + 3a^2)d1^226d2^65 + (2 + 1a + 2a^2)d1^227d2^65 + (4 + 0a + 1a^2)d1^228d2^65 + (1 + 2a + 4a^2)d1^229d2^65 + (4 + 1a + 0a^2)d1^230d2^65 + (2 + 3a + 3a^2)d1^231d2^65 + (1 + 3a + 4a^2)d1^232d2^65 + (0 + 1a + 2a^2)d1^233d2^65 + (0 + 2a + 3a^2)d1^234d2^65 + (4 + 3a + 2a^2)d1^235d2^65 + (2 + 3a + 4a^2)d1^236d2^65 + (4 + 3a + 0a^2)d1^237d2^65 + (3 + 3a + 2a^2)d1^238d2^65 + (1 + 4a + 1a^2)d1^239d2^65 + (3 + 0a + 0a^2)d1^240d2^65 + (0 + 1a + 1a^2)d1^241d2^65 + (3 + 2a + 0a^2)d1^242d2^65 + (1 + 2a + 4a^2)d1^243d2^65 + (1 + 2a + 0a^2)d1^244d2^65 + (3 + 3a + 2a^2)d1^245d2^65 + (3 + 4a + 1a^2)d1^246d2^65 + (4 + 3a + 0a^2)d1^247d2^65 + (3 + 2a + 0a^2)d1^248d2^65 + (4 + 3a + 2a^2)d1^249d2^65 + (4 + 2a + 4a^2)d1^250d2^65 + (2 + 0a + 1a^2)d1^251d2^65 + (0 + 4a + 2a^2)d1^252d2^65 + (2 + 4a + 4a^2)d1^253d2^65 + (3 + 3a + 3a^2)d1^254d2^65 + (0 + 3a + 0a^2)d1^256d2^65 + (0 + 2a + 4a^2)d1^257d2^65 + (1 + 3a + 2a^2)d1^258d2^65 + (4 + 1a + 0a^2)d1^259d2^65 + (2 + 0a + 4a^2)d1^260d2^65 + (1 + 1a + 2a^2)d1^261d2^65 + (0 + 2a + 3a^2)d1^262d2^65 + (3 + 0a + 2a^2)d1^263d2^65 + (1 + 1a + 1a^2)d1^264d2^65 + (2 + 2a + 3a^2)d1^265d2^65 + (1 + 2a + 3a^2)d1^266d2^65 + (2 + 4a + 4a^2)d1^267d2^65 + (2 + 4a + 1a^2)d1^268d2^65 + (4 + 0a + 2a^2)d1^269d2^65 + (4 + 0a + 0a^2)d1^270d2^65 + (1 + 4a + 1a^2)d1^271d2^65 + (1 + 4a + 4a^2)d1^272d2^65 + (3 + 3a + 2a^2)d1^273d2^65 + (0 + 1a + 1a^2)d1^274d2^65 + (3 + 2a + 2a^2)d1^275d2^65 + (3 + 2a + 2a^2)d1^276d2^65 + (4 + 4a + 0a^2)d1^277d2^65 + (1 + 4a + 0a^2)d1^278d2^65 + (4 + 0a + 4a^2)d1^279d2^65 + (4 + 4a + 0a^2)d1^280d2^65 + (0 + 1a + 1a^2)d1^281d2^65 + (3 + 1a + 3a^2)d1^282d2^65 + (2 + 4a + 0a^2)d1^283d2^65 + (2 + 1a + 2a^2)d1^284d2^65 + (1 + 3a + 4a^2)d1^285d2^65 + (4 + 2a + 3a^2)d1^286d2^65 + (1 + 3a + 1a^2)d1^287d2^65 + (1 + 3a + 3a^2)d1^288d2^65 + (1 + 3a + 2a^2)d1^289d2^65 + (1 + 2a + 0a^2)d1^290d2^65 + (3 + 1a + 0a^2)d1^291d2^65 + (4 + 2a + 1a^2)d1^292d2^65 + (2 + 3a + 4a^2)d1^293d2^65 + (1 + 4a + 4a^2)d2^66 + (1 + 0a + 2a^2)d1^1d2^66 + (0 + 2a + 0a^2)d1^2d2^66 + (0 + 1a + 1a^2)d1^3d2^66 + (1 + 4a + 1a^2)d1^4d2^66 + (4 + 3a + 3a^2)d1^5d2^66 + (0 + 4a + 3a^2)d1^6d2^66 + (1 + 1a + 1a^2)d1^7d2^66 + (4 + 3a + 0a^2)d1^8d2^66 + (0 + 2a + 2a^2)d1^9d2^66 + (3 + 1a + 4a^2)d1^10d2^66 + (4 + 3a + 1a^2)d1^11d2^66 + (4 + 1a + 1a^2)d1^12d2^66 + (1 + 3a + 2a^2)d1^13d2^66 + (3 + 1a + 2a^2)d1^14d2^66 + (0 + 2a + 2a^2)d1^15d2^66 + (1 + 4a + 2a^2)d1^16d2^66 + (1 + 1a + 3a^2)d1^17d2^66 + (2 + 4a + 0a^2)d1^18d2^66 + (3 + 3a + 0a^2)d1^19d2^66 + (4 + 1a + 0a^2)d1^20d2^66 + (3 + 1a + 0a^2)d1^21d2^66 + (0 + 2a + 3a^2)d1^22d2^66 + (3 + 3a + 1a^2)d1^23d2^66 + (0 + 1a + 1a^2)d1^24d2^66 + (2 + 4a + 2a^2)d1^25d2^66 + (4 + 2a + 0a^2)d1^26d2^66 + (0 + 2a + 4a^2)d1^27d2^66 + (3 + 4a + 4a^2)d1^28d2^66 + (4 + 4a + 3a^2)d1^29d2^66 + (1 + 2a + 0a^2)d1^30d2^66 + (2 + 3a + 1a^2)d1^31d2^66 + (4 + 1a + 2a^2)d1^32d2^66 + (4 + 0a + 0a^2)d1^33d2^66 + (1 + 2a + 3a^2)d1^34d2^66 + (3 + 2a + 3a^2)d1^35d2^66 + (4 + 1a + 0a^2)d1^36d2^66 + (1 + 4a + 4a^2)d1^37d2^66 + (4 + 2a + 3a^2)d1^38d2^66 + (4 + 4a + 0a^2)d1^39d2^66 + (2 + 0a + 1a^2)d1^40d2^66 + (1 + 1a + 0a^2)d1^41d2^66 + (2 + 0a + 4a^2)d1^42d2^66 + (0 + 1a + 4a^2)d1^43d2^66 + (2 + 3a + 3a^2)d1^44d2^66 + (3 + 1a + 0a^2)d1^45d2^66 + (3 + 0a + 2a^2)d1^46d2^66 + (0 + 2a + 2a^2)d1^47d2^66 + (4 + 1a + 4a^2)d1^48d2^66 + (3 + 0a + 2a^2)d1^49d2^66 + (1 + 4a + 2a^2)d1^50d2^66 + (2 + 4a + 3a^2)d1^51d2^66 + (0 + 1a + 3a^2)d1^52d2^66 + (2 + 3a + 4a^2)d1^53d2^66 + (0 + 0a + 4a^2)d1^54d2^66 + (0 + 4a + 1a^2)d1^55d2^66 + (4 + 4a + 2a^2)d1^56d2^66 + (4 + 4a + 2a^2)d1^57d2^66 + (2 + 4a + 3a^2)d1^58d2^66 + (0 + 0a + 2a^2)d1^59d2^66 + (4 + 0a + 1a^2)d1^60d2^66 + (1 + 4a + 3a^2)d1^61d2^66 + (0 + 3a + 2a^2)d1^62d2^66 + (2 + 4a + 1a^2)d1^63d2^66 + (4 + 4a + 3a^2)d1^64d2^66 + (3 + 1a + 0a^2)d1^65d2^66 + (0 + 2a + 4a^2)d1^66d2^66 + (4 + 2a + 2a^2)d1^67d2^66 + (4 + 4a + 3a^2)d1^68d2^66 + (3 + 3a + 3a^2)d1^69d2^66 + (3 + 1a + 1a^2)d1^70d2^66 + (0 + 3a + 0a^2)d1^71d2^66 + (4 + 4a + 2a^2)d1^72d2^66 + (0 + 4a + 1a^2)d1^73d2^66 + (1 + 4a + 0a^2)d1^74d2^66 + (1 + 4a + 1a^2)d1^75d2^66 + (1 + 4a + 3a^2)d1^76d2^66 + (3 + 0a + 2a^2)d1^77d2^66 + (4 + 1a + 4a^2)d1^78d2^66 + (1 + 0a + 2a^2)d1^79d2^66 + (1 + 4a + 1a^2)d1^80d2^66 + (2 + 1a + 2a^2)d1^81d2^66 + (2 + 2a + 1a^2)d1^82d2^66 + (3 + 2a + 2a^2)d1^83d2^66 + (4 + 3a + 4a^2)d1^84d2^66 + (0 + 3a + 1a^2)d1^85d2^66 + (4 + 4a + 2a^2)d1^86d2^66 + (2 + 3a + 4a^2)d1^87d2^66 + (4 + 3a + 3a^2)d1^88d2^66 + (3 + 0a + 3a^2)d1^89d2^66 + (4 + 0a + 1a^2)d1^90d2^66 + (4 + 1a + 1a^2)d1^91d2^66 + (4 + 2a + 4a^2)d1^92d2^66 + (1 + 0a + 4a^2)d1^93d2^66 + (1 + 3a + 0a^2)d1^94d2^66 + (2 + 0a + 2a^2)d1^95d2^66 + (1 + 0a + 3a^2)d1^96d2^66 + (0 + 1a + 1a^2)d1^97d2^66 + (2 + 0a + 3a^2)d1^98d2^66 + (2 + 4a + 1a^2)d1^99d2^66 + (4 + 4a + 0a^2)d1^100d2^66 + (3 + 0a + 1a^2)d1^101d2^66 + (1 + 0a + 0a^2)d1^102d2^66 + (0 + 2a + 1a^2)d1^103d2^66 + (2 + 2a + 1a^2)d1^104d2^66 + (1 + 4a + 1a^2)d1^105d2^66 + (1 + 2a + 0a^2)d1^106d2^66 + (0 + 4a + 1a^2)d1^107d2^66 + (1 + 0a + 0a^2)d1^108d2^66 + (1 + 1a + 1a^2)d1^109d2^66 + (0 + 4a + 3a^2)d1^110d2^66 + (4 + 0a + 1a^2)d1^111d2^66 + (4 + 1a + 0a^2)d1^112d2^66 + (3 + 2a + 1a^2)d1^113d2^66 + (4 + 3a + 1a^2)d1^114d2^66 + (1 + 2a + 0a^2)d1^115d2^66 + (4 + 3a + 1a^2)d1^116d2^66 + (2 + 4a + 2a^2)d1^117d2^66 + (2 + 0a + 3a^2)d1^118d2^66 + (0 + 2a + 3a^2)d1^119d2^66 + (3 + 3a + 2a^2)d1^120d2^66 + (4 + 2a + 1a^2)d1^121d2^66 + (1 + 4a + 4a^2)d1^122d2^66 + (3 + 0a + 1a^2)d1^123d2^66 + (2 + 3a + 2a^2)d1^124d2^66 + (2 + 4a + 3a^2)d1^125d2^66 + (1 + 2a + 2a^2)d1^126d2^66 + (3 + 1a + 3a^2)d1^127d2^66 + (3 + 3a + 0a^2)d1^128d2^66 + (3 + 2a + 2a^2)d1^129d2^66 + (3 + 0a + 4a^2)d1^130d2^66 + (4 + 2a + 0a^2)d1^131d2^66 + (4 + 4a + 3a^2)d1^132d2^66 + (4 + 4a + 1a^2)d1^133d2^66 + (4 + 0a + 4a^2)d1^134d2^66 + (4 + 2a + 0a^2)d1^135d2^66 + (1 + 1a + 0a^2)d1^136d2^66 + (0 + 1a + 3a^2)d1^137d2^66 + (2 + 1a + 1a^2)d1^138d2^66 + (2 + 3a + 4a^2)d1^139d2^66 + (4 + 4a + 0a^2)d1^140d2^66 + (2 + 3a + 0a^2)d1^141d2^66 + (1 + 4a + 1a^2)d1^142d2^66 + (3 + 2a + 1a^2)d1^143d2^66 + (4 + 1a + 4a^2)d1^144d2^66 + (0 + 0a + 4a^2)d1^145d2^66 + (3 + 3a + 0a^2)d1^146d2^66 + (3 + 1a + 2a^2)d1^147d2^66 + (2 + 2a + 4a^2)d1^148d2^66 + (3 + 3a + 2a^2)d1^149d2^66 + (0 + 4a + 4a^2)d1^150d2^66 + (1 + 2a + 4a^2)d1^151d2^66 + (4 + 4a + 1a^2)d1^152d2^66 + (4 + 4a + 3a^2)d1^153d2^66 + (2 + 4a + 0a^2)d1^154d2^66 + (4 + 4a + 0a^2)d1^155d2^66 + (1 + 0a + 2a^2)d1^156d2^66 + (2 + 1a + 2a^2)d1^157d2^66 + (3 + 0a + 1a^2)d1^158d2^66 + (3 + 3a + 4a^2)d1^159d2^66 + (0 + 1a + 1a^2)d1^161d2^66 + (2 + 0a + 0a^2)d1^162d2^66 + (3 + 2a + 2a^2)d1^163d2^66 + (3 + 1a + 2a^2)d1^164d2^66 + (4 + 0a + 1a^2)d1^165d2^66 + (2 + 2a + 3a^2)d1^166d2^66 + (0 + 1a + 2a^2)d1^167d2^66 + (0 + 1a + 3a^2)d1^168d2^66 + (0 + 0a + 2a^2)d1^169d2^66 + (3 + 2a + 0a^2)d1^170d2^66 + (0 + 2a + 1a^2)d1^171d2^66 + (0 + 0a + 2a^2)d1^172d2^66 + (1 + 2a + 2a^2)d1^173d2^66 + (4 + 4a + 3a^2)d1^174d2^66 + (1 + 4a + 0a^2)d1^175d2^66 + (0 + 4a + 3a^2)d1^176d2^66 + (2 + 2a + 4a^2)d1^177d2^66 + (1 + 4a + 4a^2)d1^178d2^66 + (2 + 2a + 4a^2)d1^179d2^66 + (2 + 2a + 1a^2)d1^180d2^66 + (2 + 2a + 1a^2)d1^181d2^66 + (3 + 4a + 2a^2)d1^182d2^66 + (4 + 2a + 4a^2)d1^183d2^66 + (2 + 1a + 2a^2)d1^184d2^66 + (1 + 3a + 3a^2)d1^185d2^66 + (4 + 4a + 4a^2)d1^186d2^66 + (1 + 0a + 1a^2)d1^187d2^66 + (1 + 2a + 3a^2)d1^188d2^66 + (4 + 2a + 3a^2)d1^189d2^66 + (2 + 0a + 2a^2)d1^190d2^66 + (4 + 4a + 0a^2)d1^191d2^66 + (4 + 2a + 0a^2)d1^192d2^66 + (4 + 4a + 0a^2)d1^193d2^66 + (3 + 2a + 0a^2)d1^194d2^66 + (0 + 3a + 1a^2)d1^195d2^66 + (3 + 2a + 4a^2)d1^196d2^66 + (0 + 2a + 1a^2)d1^197d2^66 + (2 + 3a + 2a^2)d1^198d2^66 + (0 + 2a + 1a^2)d1^199d2^66 + (4 + 4a + 3a^2)d1^200d2^66 + (4 + 2a + 0a^2)d1^201d2^66 + (4 + 0a + 1a^2)d1^202d2^66 + (3 + 2a + 1a^2)d1^203d2^66 + (0 + 3a + 0a^2)d1^204d2^66 + (4 + 1a + 2a^2)d1^205d2^66 + (0 + 0a + 2a^2)d1^206d2^66 + (2 + 3a + 1a^2)d1^207d2^66 + (0 + 3a + 4a^2)d1^208d2^66 + (3 + 1a + 1a^2)d1^209d2^66 + (2 + 0a + 0a^2)d1^210d2^66 + (0 + 1a + 3a^2)d1^211d2^66 + (1 + 4a + 2a^2)d1^212d2^66 + (0 + 2a + 2a^2)d1^213d2^66 + (2 + 2a + 3a^2)d1^214d2^66 + (0 + 3a + 3a^2)d1^215d2^66 + (2 + 2a + 1a^2)d1^216d2^66 + (4 + 3a + 4a^2)d1^217d2^66 + (1 + 1a + 3a^2)d1^218d2^66 + (4 + 3a + 3a^2)d1^219d2^66 + (0 + 2a + 0a^2)d1^220d2^66 + (0 + 1a + 1a^2)d1^221d2^66 + (2 + 1a + 4a^2)d1^222d2^66 + (0 + 2a + 3a^2)d1^223d2^66 + (4 + 0a + 2a^2)d1^224d2^66 + (2 + 0a + 4a^2)d1^225d2^66 + (0 + 2a + 2a^2)d1^226d2^66 + (0 + 3a + 1a^2)d1^227d2^66 + (3 + 3a + 0a^2)d1^228d2^66 + (3 + 0a + 2a^2)d1^229d2^66 + (1 + 2a + 0a^2)d1^230d2^66 + (2 + 2a + 0a^2)d1^231d2^66 + (1 + 0a + 4a^2)d1^232d2^66 + (1 + 0a + 2a^2)d1^233d2^66 + (3 + 2a + 3a^2)d1^234d2^66 + (0 + 3a + 1a^2)d1^235d2^66 + (1 + 2a + 0a^2)d1^236d2^66 + (2 + 1a + 0a^2)d1^237d2^66 + (1 + 2a + 3a^2)d1^238d2^66 + (4 + 3a + 0a^2)d1^239d2^66 + (1 + 2a + 4a^2)d1^240d2^66 + (0 + 3a + 1a^2)d1^241d2^66 + (4 + 0a + 2a^2)d1^242d2^66 + (0 + 1a + 1a^2)d1^243d2^66 + (2 + 2a + 2a^2)d1^244d2^66 + (3 + 4a + 0a^2)d1^245d2^66 + (3 + 2a + 1a^2)d1^246d2^66 + (2 + 1a + 0a^2)d1^247d2^66 + (0 + 0a + 2a^2)d1^248d2^66 + (0 + 3a + 2a^2)d1^249d2^66 + (4 + 4a + 0a^2)d1^250d2^66 + (4 + 0a + 2a^2)d1^251d2^66 + (3 + 2a + 1a^2)d1^252d2^66 + (2 + 4a + 2a^2)d1^253d2^66 + (0 + 1a + 1a^2)d1^254d2^66 + (1 + 4a + 0a^2)d1^255d2^66 + (3 + 4a + 4a^2)d1^256d2^66 + (0 + 3a + 4a^2)d1^257d2^66 + (1 + 3a + 3a^2)d1^258d2^66 + (2 + 2a + 1a^2)d1^259d2^66 + (1 + 1a + 4a^2)d1^260d2^66 + (2 + 2a + 0a^2)d1^261d2^66 + (4 + 3a + 0a^2)d1^262d2^66 + (1 + 3a + 0a^2)d1^263d2^66 + (0 + 4a + 4a^2)d1^264d2^66 + (1 + 1a + 4a^2)d1^265d2^66 + (4 + 4a + 0a^2)d1^266d2^66 + (1 + 2a + 1a^2)d1^267d2^66 + (4 + 2a + 0a^2)d1^268d2^66 + (4 + 1a + 3a^2)d1^269d2^66 + (3 + 3a + 0a^2)d1^270d2^66 + (4 + 0a + 0a^2)d1^271d2^66 + (0 + 2a + 2a^2)d1^272d2^66 + (4 + 3a + 0a^2)d1^273d2^66 + (2 + 0a + 3a^2)d1^274d2^66 + (2 + 0a + 3a^2)d1^275d2^66 + (4 + 0a + 2a^2)d1^276d2^66 + (3 + 4a + 3a^2)d1^277d2^66 + (4 + 3a + 1a^2)d1^278d2^66 + (2 + 0a + 4a^2)d1^279d2^66 + (4 + 2a + 4a^2)d1^280d2^66 + (2 + 1a + 4a^2)d1^281d2^66 + (3 + 3a + 0a^2)d1^283d2^66 + (2 + 2a + 3a^2)d1^284d2^66 + (0 + 1a + 1a^2)d1^285d2^66 + (2 + 1a + 0a^2)d1^286d2^66 + (3 + 0a + 2a^2)d1^287d2^66 + (1 + 4a + 4a^2)d1^288d2^66 + (1 + 1a + 1a^2)d1^289d2^66 + (1 + 2a + 3a^2)d1^290d2^66 + (2 + 0a + 1a^2)d1^291d2^66 + (3 + 0a + 1a^2)d1^292d2^66 + (3 + 0a + 4a^2)d1^293d2^66 + (4 + 2a + 2a^2)d2^67 + (3 + 3a + 2a^2)d1^1d2^67 + (1 + 3a + 2a^2)d1^2d2^67 + (2 + 3a + 2a^2)d1^3d2^67 + (1 + 4a + 1a^2)d1^4d2^67 + (3 + 2a + 1a^2)d1^5d2^67 + (1 + 3a + 0a^2)d1^6d2^67 + (1 + 2a + 1a^2)d1^7d2^67 + (0 + 0a + 1a^2)d1^8d2^67 + (0 + 1a + 3a^2)d1^9d2^67 + (3 + 3a + 4a^2)d1^10d2^67 + (0 + 3a + 4a^2)d1^11d2^67 + (3 + 2a + 3a^2)d1^12d2^67 + (0 + 4a + 0a^2)d1^13d2^67 + (3 + 0a + 1a^2)d1^14d2^67 + (2 + 3a + 0a^2)d1^15d2^67 + (4 + 2a + 0a^2)d1^16d2^67 + (0 + 1a + 1a^2)d1^17d2^67 + (3 + 2a + 1a^2)d1^18d2^67 + (1 + 1a + 0a^2)d1^19d2^67 + (0 + 0a + 2a^2)d1^20d2^67 + (2 + 1a + 0a^2)d1^21d2^67 + (3 + 1a + 2a^2)d1^22d2^67 + (4 + 2a + 3a^2)d1^23d2^67 + (0 + 2a + 1a^2)d1^24d2^67 + (4 + 0a + 3a^2)d1^25d2^67 + (3 + 0a + 0a^2)d1^26d2^67 + (1 + 4a + 3a^2)d1^27d2^67 + (4 + 2a + 1a^2)d1^28d2^67 + (1 + 3a + 4a^2)d1^29d2^67 + (4 + 1a + 4a^2)d1^30d2^67 + (0 + 4a + 4a^2)d1^31d2^67 + (4 + 1a + 3a^2)d1^32d2^67 + (0 + 3a + 0a^2)d1^33d2^67 + (2 + 0a + 0a^2)d1^34d2^67 + (1 + 4a + 3a^2)d1^35d2^67 + (3 + 2a + 1a^2)d1^36d2^67 + (4 + 4a + 4a^2)d1^37d2^67 + (1 + 3a + 1a^2)d1^38d2^67 + (1 + 2a + 2a^2)d1^39d2^67 + (2 + 1a + 4a^2)d1^40d2^67 + (0 + 3a + 0a^2)d1^41d2^67 + (1 + 2a + 3a^2)d1^42d2^67 + (4 + 3a + 4a^2)d1^43d2^67 + (2 + 3a + 0a^2)d1^45d2^67 + (3 + 3a + 1a^2)d1^46d2^67 + (4 + 4a + 0a^2)d1^47d2^67 + (4 + 1a + 0a^2)d1^48d2^67 + (3 + 1a + 1a^2)d1^49d2^67 + (3 + 3a + 0a^2)d1^50d2^67 + (4 + 0a + 2a^2)d1^51d2^67 + (2 + 0a + 3a^2)d1^52d2^67 + (1 + 1a + 3a^2)d1^53d2^67 + (0 + 0a + 2a^2)d1^54d2^67 + (2 + 1a + 1a^2)d1^55d2^67 + (1 + 0a + 1a^2)d1^56d2^67 + (4 + 3a + 4a^2)d1^57d2^67 + (3 + 0a + 2a^2)d1^58d2^67 + (3 + 0a + 3a^2)d1^59d2^67 + (1 + 4a + 4a^2)d1^60d2^67 + (0 + 2a + 4a^2)d1^61d2^67 + (2 + 1a + 1a^2)d1^62d2^67 + (2 + 0a + 3a^2)d1^63d2^67 + (1 + 1a + 2a^2)d1^64d2^67 + (3 + 4a + 4a^2)d1^65d2^67 + (1 + 4a + 3a^2)d1^66d2^67 + (1 + 3a + 3a^2)d1^67d2^67 + (1 + 2a + 2a^2)d1^68d2^67 + (2 + 3a + 1a^2)d1^69d2^67 + (4 + 3a + 4a^2)d1^70d2^67 + (2 + 3a + 4a^2)d1^71d2^67 + (4 + 0a + 3a^2)d1^72d2^67 + (4 + 2a + 1a^2)d1^73d2^67 + (0 + 4a + 2a^2)d1^74d2^67 + (3 + 0a + 3a^2)d1^75d2^67 + (4 + 3a + 4a^2)d1^76d2^67 + (0 + 4a + 4a^2)d1^77d2^67 + (2 + 4a + 3a^2)d1^78d2^67 + (2 + 1a + 3a^2)d1^79d2^67 + (1 + 1a + 4a^2)d1^80d2^67 + (0 + 0a + 2a^2)d1^81d2^67 + (4 + 2a + 4a^2)d1^82d2^67 + (0 + 1a + 1a^2)d1^83d2^67 + (4 + 1a + 3a^2)d1^84d2^67 + (2 + 2a + 0a^2)d1^85d2^67 + (3 + 2a + 0a^2)d1^86d2^67 + (4 + 4a + 0a^2)d1^87d2^67 + (1 + 3a + 2a^2)d1^88d2^67 + (0 + 1a + 2a^2)d1^89d2^67 + (2 + 4a + 0a^2)d1^90d2^67 + (0 + 2a + 4a^2)d1^91d2^67 + (0 + 0a + 4a^2)d1^92d2^67 + (3 + 2a + 4a^2)d1^93d2^67 + (0 + 1a + 1a^2)d1^94d2^67 + (2 + 1a + 1a^2)d1^95d2^67 + (2 + 0a + 4a^2)d1^96d2^67 + (3 + 4a + 1a^2)d1^97d2^67 + (3 + 1a + 2a^2)d1^98d2^67 + (0 + 2a + 4a^2)d1^99d2^67 + (2 + 2a + 0a^2)d1^100d2^67 + (2 + 4a + 4a^2)d1^101d2^67 + (4 + 2a + 1a^2)d1^102d2^67 + (4 + 2a + 0a^2)d1^103d2^67 + (3 + 2a + 3a^2)d1^104d2^67 + (2 + 0a + 2a^2)d1^105d2^67 + (3 + 1a + 2a^2)d1^106d2^67 + (4 + 3a + 1a^2)d1^107d2^67 + (1 + 3a + 1a^2)d1^108d2^67 + (2 + 1a + 1a^2)d1^109d2^67 + (4 + 4a + 1a^2)d1^110d2^67 + (0 + 0a + 4a^2)d1^111d2^67 + (1 + 3a + 0a^2)d1^112d2^67 + (1 + 4a + 2a^2)d1^113d2^67 + (2 + 0a + 1a^2)d1^114d2^67 + (4 + 0a + 1a^2)d1^116d2^67 + (4 + 3a + 1a^2)d1^117d2^67 + (0 + 1a + 1a^2)d1^118d2^67 + (3 + 0a + 4a^2)d1^119d2^67 + (1 + 4a + 0a^2)d1^120d2^67 + (0 + 4a + 0a^2)d1^121d2^67 + (2 + 1a + 4a^2)d1^122d2^67 + (1 + 2a + 4a^2)d1^123d2^67 + (0 + 2a + 4a^2)d1^124d2^67 + (3 + 2a + 3a^2)d1^125d2^67 + (2 + 2a + 4a^2)d1^126d2^67 + (2 + 0a + 0a^2)d1^127d2^67 + (0 + 4a + 3a^2)d1^128d2^67 + (3 + 3a + 4a^2)d1^129d2^67 + (4 + 0a + 0a^2)d1^130d2^67 + (4 + 0a + 1a^2)d1^131d2^67 + (4 + 2a + 0a^2)d1^132d2^67 + (2 + 4a + 0a^2)d1^133d2^67 + (1 + 3a + 1a^2)d1^134d2^67 + (2 + 1a + 3a^2)d1^135d2^67 + (1 + 1a + 4a^2)d1^136d2^67 + (0 + 1a + 1a^2)d1^137d2^67 + (4 + 0a + 4a^2)d1^138d2^67 + (4 + 4a + 0a^2)d1^139d2^67 + (1 + 0a + 1a^2)d1^140d2^67 + (3 + 3a + 1a^2)d1^141d2^67 + (4 + 1a + 4a^2)d1^142d2^67 + (4 + 1a + 2a^2)d1^143d2^67 + (1 + 2a + 3a^2)d1^144d2^67 + (2 + 3a + 4a^2)d1^145d2^67 + (0 + 0a + 1a^2)d1^146d2^67 + (0 + 4a + 3a^2)d1^147d2^67 + (4 + 0a + 4a^2)d1^148d2^67 + (1 + 1a + 4a^2)d1^149d2^67 + (0 + 4a + 0a^2)d1^150d2^67 + (2 + 4a + 2a^2)d1^151d2^67 + (0 + 4a + 1a^2)d1^152d2^67 + (1 + 1a + 4a^2)d1^153d2^67 + (4 + 4a + 1a^2)d1^154d2^67 + (4 + 0a + 4a^2)d1^155d2^67 + (3 + 3a + 0a^2)d1^156d2^67 + (3 + 0a + 3a^2)d1^157d2^67 + (1 + 3a + 3a^2)d1^158d2^67 + (1 + 1a + 4a^2)d1^159d2^67 + (4 + 4a + 0a^2)d1^160d2^67 + (1 + 0a + 1a^2)d1^161d2^67 + (1 + 2a + 0a^2)d1^162d2^67 + (0 + 2a + 0a^2)d1^163d2^67 + (2 + 1a + 2a^2)d1^164d2^67 + (2 + 1a + 1a^2)d1^165d2^67 + (3 + 3a + 3a^2)d1^166d2^67 + (2 + 3a + 4a^2)d1^167d2^67 + (1 + 2a + 0a^2)d1^168d2^67 + (1 + 1a + 2a^2)d1^169d2^67 + (2 + 4a + 2a^2)d1^170d2^67 + (1 + 1a + 2a^2)d1^171d2^67 + (2 + 3a + 2a^2)d1^172d2^67 + (4 + 4a + 1a^2)d1^173d2^67 + (0 + 2a + 0a^2)d1^174d2^67 + (2 + 4a + 4a^2)d1^175d2^67 + (0 + 4a + 2a^2)d1^176d2^67 + (2 + 3a + 1a^2)d1^177d2^67 + (1 + 2a + 2a^2)d1^178d2^67 + (1 + 4a + 4a^2)d1^179d2^67 + (1 + 4a + 1a^2)d1^180d2^67 + (2 + 3a + 0a^2)d1^181d2^67 + (2 + 0a + 0a^2)d1^182d2^67 + (1 + 1a + 1a^2)d1^183d2^67 + (3 + 0a + 4a^2)d1^184d2^67 + (3 + 0a + 0a^2)d1^185d2^67 + (3 + 1a + 4a^2)d1^186d2^67 + (0 + 1a + 2a^2)d1^187d2^67 + (4 + 0a + 0a^2)d1^188d2^67 + (4 + 3a + 4a^2)d1^189d2^67 + (4 + 1a + 1a^2)d1^190d2^67 + (2 + 3a + 1a^2)d1^191d2^67 + (0 + 0a + 4a^2)d1^192d2^67 + (1 + 4a + 2a^2)d1^193d2^67 + (1 + 3a + 4a^2)d1^194d2^67 + (3 + 0a + 1a^2)d1^195d2^67 + (2 + 3a + 3a^2)d1^196d2^67 + (0 + 3a + 3a^2)d1^197d2^67 + (1 + 4a + 1a^2)d1^198d2^67 + (1 + 0a + 0a^2)d1^199d2^67 + (2 + 0a + 0a^2)d1^200d2^67 + (2 + 0a + 4a^2)d1^201d2^67 + (4 + 0a + 2a^2)d1^202d2^67 + (0 + 3a + 0a^2)d1^203d2^67 + (4 + 4a + 2a^2)d1^204d2^67 + (3 + 1a + 4a^2)d1^205d2^67 + (4 + 2a + 1a^2)d1^206d2^67 + (3 + 4a + 0a^2)d1^207d2^67 + (4 + 2a + 0a^2)d1^208d2^67 + (3 + 1a + 2a^2)d1^209d2^67 + (3 + 1a + 3a^2)d1^210d2^67 + (1 + 1a + 4a^2)d1^211d2^67 + (0 + 0a + 3a^2)d1^212d2^67 + (4 + 4a + 4a^2)d1^213d2^67 + (2 + 3a + 0a^2)d1^214d2^67 + (0 + 4a + 2a^2)d1^215d2^67 + (0 + 0a + 3a^2)d1^216d2^67 + (4 + 1a + 4a^2)d1^217d2^67 + (3 + 0a + 3a^2)d1^218d2^67 + (0 + 0a + 1a^2)d1^219d2^67 + (3 + 0a + 1a^2)d1^220d2^67 + (2 + 0a + 1a^2)d1^221d2^67 + (0 + 1a + 1a^2)d1^222d2^67 + (2 + 0a + 0a^2)d1^223d2^67 + (3 + 1a + 2a^2)d1^224d2^67 + (2 + 1a + 3a^2)d1^225d2^67 + (0 + 3a + 3a^2)d1^227d2^67 + (4 + 0a + 3a^2)d1^228d2^67 + (1 + 2a + 2a^2)d1^229d2^67 + (3 + 0a + 1a^2)d1^230d2^67 + (1 + 0a + 0a^2)d1^231d2^67 + (4 + 4a + 1a^2)d1^232d2^67 + (4 + 4a + 3a^2)d1^233d2^67 + (4 + 3a + 0a^2)d1^234d2^67 + (2 + 0a + 1a^2)d1^235d2^67 + (4 + 4a + 0a^2)d1^236d2^67 + (4 + 4a + 2a^2)d1^237d2^67 + (3 + 3a + 1a^2)d1^238d2^67 + (2 + 4a + 1a^2)d1^239d2^67 + (0 + 2a + 3a^2)d1^240d2^67 + (1 + 4a + 3a^2)d1^241d2^67 + (2 + 3a + 1a^2)d1^242d2^67 + (0 + 2a + 0a^2)d1^243d2^67 + (2 + 1a + 2a^2)d1^244d2^67 + (0 + 2a + 4a^2)d1^245d2^67 + (4 + 3a + 0a^2)d1^246d2^67 + (2 + 0a + 4a^2)d1^247d2^67 + (3 + 1a + 1a^2)d1^248d2^67 + (3 + 2a + 0a^2)d1^249d2^67 + (2 + 3a + 2a^2)d1^250d2^67 + (1 + 1a + 3a^2)d1^251d2^67 + (3 + 2a + 2a^2)d1^252d2^67 + (2 + 0a + 0a^2)d1^253d2^67 + (3 + 1a + 1a^2)d1^254d2^67 + (3 + 3a + 2a^2)d1^255d2^67 + (4 + 1a + 0a^2)d1^256d2^67 + (0 + 1a + 0a^2)d1^257d2^67 + (1 + 1a + 1a^2)d1^258d2^67 + (3 + 1a + 3a^2)d1^259d2^67 + (3 + 0a + 0a^2)d1^260d2^67 + (3 + 1a + 2a^2)d1^261d2^67 + (3 + 2a + 1a^2)d1^262d2^67 + (1 + 0a + 3a^2)d1^263d2^67 + (1 + 3a + 3a^2)d1^264d2^67 + (2 + 0a + 4a^2)d1^265d2^67 + (1 + 0a + 1a^2)d1^266d2^67 + (2 + 2a + 2a^2)d1^267d2^67 + (2 + 2a + 1a^2)d1^268d2^67 + (0 + 4a + 0a^2)d1^269d2^67 + (1 + 2a + 4a^2)d1^270d2^67 + (2 + 1a + 2a^2)d1^271d2^67 + (0 + 2a + 1a^2)d1^272d2^67 + (1 + 1a + 3a^2)d1^273d2^67 + (0 + 4a + 2a^2)d1^274d2^67 + (3 + 0a + 3a^2)d1^275d2^67 + (1 + 3a + 0a^2)d1^276d2^67 + (2 + 1a + 1a^2)d1^277d2^67 + (3 + 2a + 2a^2)d1^278d2^67 + (0 + 3a + 3a^2)d1^279d2^67 + (2 + 3a + 0a^2)d1^280d2^67 + (2 + 1a + 2a^2)d1^281d2^67 + (4 + 0a + 1a^2)d1^282d2^67 + (3 + 1a + 0a^2)d1^283d2^67 + (1 + 3a + 4a^2)d1^284d2^67 + (3 + 3a + 4a^2)d1^285d2^67 + (3 + 1a + 0a^2)d1^286d2^67 + (3 + 1a + 3a^2)d1^287d2^67 + (3 + 0a + 2a^2)d1^288d2^67 + (3 + 4a + 0a^2)d1^289d2^67 + (2 + 1a + 0a^2)d1^290d2^67 + (1 + 4a + 1a^2)d1^291d2^67 + (3 + 2a + 1a^2)d1^292d2^67 + (2 + 1a + 1a^2)d1^293d2^67 + (2 + 2a + 0a^2)d2^68 + (3 + 3a + 3a^2)d1^1d2^68 + (3 + 1a + 0a^2)d1^2d2^68 + (2 + 3a + 1a^2)d1^3d2^68 + (4 + 0a + 1a^2)d1^4d2^68 + (2 + 0a + 1a^2)d1^5d2^68 + (0 + 1a + 1a^2)d1^6d2^68 + (1 + 4a + 1a^2)d1^7d2^68 + (4 + 3a + 0a^2)d1^8d2^68 + (0 + 3a + 4a^2)d1^9d2^68 + (1 + 4a + 2a^2)d1^10d2^68 + (0 + 2a + 3a^2)d1^11d2^68 + (2 + 0a + 1a^2)d1^12d2^68 + (4 + 1a + 0a^2)d1^13d2^68 + (1 + 1a + 4a^2)d1^14d2^68 + (2 + 0a + 1a^2)d1^15d2^68 + (0 + 4a + 2a^2)d1^16d2^68 + (3 + 1a + 4a^2)d1^17d2^68 + (2 + 4a + 3a^2)d1^18d2^68 + (1 + 0a + 3a^2)d1^19d2^68 + (0 + 2a + 3a^2)d1^21d2^68 + (4 + 3a + 1a^2)d1^22d2^68 + (0 + 1a + 4a^2)d1^23d2^68 + (1 + 3a + 0a^2)d1^24d2^68 + (3 + 1a + 1a^2)d1^25d2^68 + (4 + 0a + 4a^2)d1^26d2^68 + (0 + 2a + 4a^2)d1^27d2^68 + (2 + 3a + 3a^2)d1^28d2^68 + (2 + 3a + 1a^2)d1^29d2^68 + (0 + 4a + 3a^2)d1^30d2^68 + (1 + 4a + 3a^2)d1^31d2^68 + (0 + 4a + 4a^2)d1^32d2^68 + (2 + 4a + 4a^2)d1^33d2^68 + (3 + 4a + 4a^2)d1^34d2^68 + (0 + 3a + 0a^2)d1^35d2^68 + (1 + 2a + 2a^2)d1^36d2^68 + (3 + 2a + 2a^2)d1^37d2^68 + (4 + 3a + 2a^2)d1^38d2^68 + (3 + 3a + 0a^2)d1^39d2^68 + (4 + 0a + 1a^2)d1^40d2^68 + (1 + 3a + 0a^2)d1^41d2^68 + (3 + 1a + 0a^2)d1^42d2^68 + (4 + 0a + 2a^2)d1^43d2^68 + (3 + 3a + 1a^2)d1^44d2^68 + (1 + 4a + 3a^2)d1^45d2^68 + (1 + 1a + 1a^2)d1^46d2^68 + (1 + 3a + 3a^2)d1^47d2^68 + (0 + 4a + 2a^2)d1^48d2^68 + (0 + 3a + 1a^2)d1^49d2^68 + (4 + 0a + 1a^2)d1^50d2^68 + (1 + 4a + 4a^2)d1^51d2^68 + (1 + 3a + 1a^2)d1^52d2^68 + (3 + 0a + 0a^2)d1^53d2^68 + (4 + 1a + 2a^2)d1^54d2^68 + (0 + 1a + 4a^2)d1^55d2^68 + (4 + 3a + 4a^2)d1^56d2^68 + (4 + 3a + 1a^2)d1^57d2^68 + (1 + 0a + 4a^2)d1^58d2^68 + (2 + 4a + 4a^2)d1^59d2^68 + (4 + 1a + 3a^2)d1^60d2^68 + (2 + 1a + 2a^2)d1^61d2^68 + (1 + 1a + 4a^2)d1^62d2^68 + (2 + 0a + 3a^2)d1^63d2^68 + (3 + 0a + 3a^2)d1^64d2^68 + (2 + 1a + 3a^2)d1^65d2^68 + (3 + 1a + 1a^2)d1^66d2^68 + (2 + 0a + 0a^2)d1^67d2^68 + (0 + 1a + 2a^2)d1^68d2^68 + (3 + 3a + 3a^2)d1^69d2^68 + (0 + 1a + 1a^2)d1^70d2^68 + (0 + 2a + 2a^2)d1^71d2^68 + (1 + 0a + 4a^2)d1^72d2^68 + (1 + 3a + 0a^2)d1^73d2^68 + (2 + 2a + 4a^2)d1^74d2^68 + (0 + 2a + 4a^2)d1^75d2^68 + (3 + 0a + 1a^2)d1^76d2^68 + (0 + 2a + 4a^2)d1^77d2^68 + (2 + 2a + 3a^2)d1^78d2^68 + (3 + 3a + 1a^2)d1^79d2^68 + (1 + 3a + 1a^2)d1^80d2^68 + (0 + 1a + 0a^2)d1^81d2^68 + (1 + 3a + 2a^2)d1^82d2^68 + (3 + 3a + 1a^2)d1^83d2^68 + (0 + 4a + 3a^2)d1^84d2^68 + (4 + 1a + 0a^2)d1^85d2^68 + (1 + 3a + 0a^2)d1^86d2^68 + (4 + 1a + 2a^2)d1^87d2^68 + (1 + 3a + 4a^2)d1^88d2^68 + (2 + 4a + 4a^2)d1^89d2^68 + (2 + 1a + 4a^2)d1^90d2^68 + (0 + 1a + 0a^2)d1^91d2^68 + (2 + 0a + 3a^2)d1^92d2^68 + (2 + 1a + 1a^2)d1^93d2^68 + (1 + 4a + 2a^2)d1^94d2^68 + (2 + 2a + 2a^2)d1^95d2^68 + (2 + 0a + 1a^2)d1^96d2^68 + (0 + 3a + 3a^2)d1^97d2^68 + (4 + 4a + 0a^2)d1^98d2^68 + (2 + 1a + 3a^2)d1^99d2^68 + (4 + 4a + 2a^2)d1^100d2^68 + (1 + 3a + 1a^2)d1^101d2^68 + (3 + 3a + 4a^2)d1^102d2^68 + (2 + 3a + 2a^2)d1^103d2^68 + (2 + 1a + 1a^2)d1^104d2^68 + (2 + 0a + 1a^2)d1^105d2^68 + (4 + 4a + 1a^2)d1^106d2^68 + (4 + 3a + 4a^2)d1^107d2^68 + (3 + 1a + 2a^2)d1^108d2^68 + (0 + 4a + 0a^2)d1^109d2^68 + (0 + 3a + 2a^2)d1^110d2^68 + (0 + 0a + 4a^2)d1^111d2^68 + (3 + 2a + 2a^2)d1^112d2^68 + (2 + 1a + 0a^2)d1^113d2^68 + (0 + 1a + 1a^2)d1^114d2^68 + (3 + 0a + 1a^2)d1^115d2^68 + (1 + 4a + 4a^2)d1^116d2^68 + (0 + 2a + 4a^2)d1^117d2^68 + (1 + 2a + 2a^2)d1^118d2^68 + (2 + 4a + 1a^2)d1^119d2^68 + (4 + 1a + 0a^2)d1^120d2^68 + (4 + 4a + 0a^2)d1^121d2^68 + (0 + 2a + 3a^2)d1^122d2^68 + (4 + 1a + 3a^2)d1^123d2^68 + (0 + 1a + 3a^2)d1^124d2^68 + (2 + 2a + 0a^2)d1^125d2^68 + (3 + 4a + 1a^2)d1^126d2^68 + (4 + 2a + 1a^2)d1^127d2^68 + (4 + 4a + 2a^2)d1^128d2^68 + (1 + 3a + 0a^2)d1^129d2^68 + (0 + 2a + 4a^2)d1^130d2^68 + (4 + 2a + 3a^2)d1^131d2^68 + (0 + 1a + 1a^2)d1^132d2^68 + (2 + 1a + 4a^2)d1^133d2^68 + (0 + 0a + 1a^2)d1^134d2^68 + (3 + 3a + 0a^2)d1^135d2^68 + (3 + 1a + 1a^2)d1^136d2^68 + (0 + 0a + 3a^2)d1^137d2^68 + (0 + 0a + 4a^2)d1^138d2^68 + (3 + 2a + 0a^2)d1^139d2^68 + (1 + 0a + 0a^2)d1^140d2^68 + (1 + 1a + 1a^2)d1^141d2^68 + (4 + 4a + 3a^2)d1^142d2^68 + (0 + 3a + 0a^2)d1^143d2^68 + (0 + 3a + 3a^2)d1^144d2^68 + (4 + 4a + 2a^2)d1^145d2^68 + (1 + 2a + 2a^2)d1^146d2^68 + (2 + 0a + 0a^2)d1^147d2^68 + (1 + 2a + 1a^2)d1^148d2^68 + (0 + 2a + 0a^2)d1^149d2^68 + (1 + 3a + 2a^2)d1^150d2^68 + (4 + 1a + 4a^2)d1^151d2^68 + (2 + 0a + 4a^2)d1^152d2^68 + (2 + 4a + 0a^2)d1^153d2^68 + (3 + 0a + 0a^2)d1^154d2^68 + (3 + 2a + 0a^2)d1^155d2^68 + (3 + 2a + 1a^2)d1^156d2^68 + (1 + 1a + 4a^2)d1^157d2^68 + (4 + 3a + 3a^2)d1^158d2^68 + (0 + 0a + 3a^2)d1^159d2^68 + (3 + 2a + 3a^2)d1^160d2^68 + (2 + 0a + 2a^2)d1^161d2^68 + (1 + 3a + 4a^2)d1^162d2^68 + (3 + 0a + 0a^2)d1^163d2^68 + (1 + 3a + 1a^2)d1^164d2^68 + (4 + 1a + 4a^2)d1^165d2^68 + (2 + 3a + 1a^2)d1^166d2^68 + (1 + 3a + 1a^2)d1^167d2^68 + (4 + 3a + 4a^2)d1^168d2^68 + (3 + 4a + 4a^2)d1^169d2^68 + (1 + 1a + 2a^2)d1^170d2^68 + (3 + 3a + 2a^2)d1^172d2^68 + (1 + 0a + 1a^2)d1^173d2^68 + (4 + 2a + 1a^2)d1^174d2^68 + (1 + 2a + 2a^2)d1^175d2^68 + (4 + 0a + 0a^2)d1^176d2^68 + (1 + 1a + 2a^2)d1^177d2^68 + (0 + 2a + 0a^2)d1^178d2^68 + (3 + 1a + 4a^2)d1^179d2^68 + (0 + 2a + 1a^2)d1^180d2^68 + (3 + 0a + 2a^2)d1^181d2^68 + (4 + 1a + 0a^2)d1^182d2^68 + (1 + 0a + 0a^2)d1^183d2^68 + (2 + 2a + 0a^2)d1^184d2^68 + (3 + 4a + 3a^2)d1^185d2^68 + (3 + 0a + 1a^2)d1^186d2^68 + (2 + 0a + 0a^2)d1^187d2^68 + (3 + 0a + 1a^2)d1^188d2^68 + (0 + 0a + 4a^2)d1^189d2^68 + (2 + 1a + 2a^2)d1^190d2^68 + (1 + 4a + 2a^2)d1^191d2^68 + (0 + 3a + 4a^2)d1^192d2^68 + (1 + 1a + 3a^2)d1^193d2^68 + (1 + 3a + 1a^2)d1^194d2^68 + (3 + 1a + 0a^2)d1^195d2^68 + (1 + 0a + 1a^2)d1^196d2^68 + (4 + 1a + 3a^2)d1^197d2^68 + (0 + 0a + 4a^2)d1^198d2^68 + (3 + 4a + 2a^2)d1^199d2^68 + (4 + 0a + 1a^2)d1^200d2^68 + (0 + 3a + 1a^2)d1^201d2^68 + (1 + 2a + 1a^2)d1^202d2^68 + (4 + 3a + 2a^2)d1^203d2^68 + (2 + 3a + 3a^2)d1^204d2^68 + (1 + 2a + 4a^2)d1^205d2^68 + (2 + 3a + 0a^2)d1^206d2^68 + (2 + 2a + 2a^2)d1^207d2^68 + (2 + 2a + 2a^2)d1^208d2^68 + (1 + 1a + 1a^2)d1^209d2^68 + (0 + 0a + 3a^2)d1^210d2^68 + (1 + 1a + 2a^2)d1^211d2^68 + (2 + 3a + 1a^2)d1^212d2^68 + (2 + 3a + 2a^2)d1^213d2^68 + (3 + 2a + 0a^2)d1^214d2^68 + (2 + 0a + 4a^2)d1^215d2^68 + (1 + 2a + 2a^2)d1^216d2^68 + (4 + 1a + 2a^2)d1^217d2^68 + (3 + 2a + 1a^2)d1^218d2^68 + (1 + 0a + 3a^2)d1^219d2^68 + (4 + 1a + 0a^2)d1^220d2^68 + (4 + 3a + 4a^2)d1^221d2^68 + (1 + 3a + 3a^2)d1^222d2^68 + (2 + 4a + 1a^2)d1^223d2^68 + (2 + 3a + 4a^2)d1^224d2^68 + (2 + 1a + 1a^2)d1^225d2^68 + (1 + 0a + 4a^2)d1^226d2^68 + (0 + 4a + 4a^2)d1^227d2^68 + (0 + 4a + 2a^2)d1^228d2^68 + (1 + 3a + 0a^2)d1^229d2^68 + (3 + 1a + 2a^2)d1^230d2^68 + (2 + 0a + 0a^2)d1^231d2^68 + (4 + 3a + 1a^2)d1^232d2^68 + (4 + 1a + 3a^2)d1^233d2^68 + (1 + 0a + 3a^2)d1^234d2^68 + (1 + 4a + 3a^2)d1^235d2^68 + (4 + 4a + 0a^2)d1^236d2^68 + (1 + 3a + 3a^2)d1^237d2^68 + (4 + 1a + 2a^2)d1^238d2^68 + (3 + 4a + 0a^2)d1^239d2^68 + (4 + 1a + 1a^2)d1^240d2^68 + (2 + 3a + 3a^2)d1^241d2^68 + (2 + 0a + 2a^2)d1^242d2^68 + (3 + 0a + 1a^2)d1^243d2^68 + (0 + 0a + 2a^2)d1^244d2^68 + (4 + 2a + 0a^2)d1^245d2^68 + (0 + 0a + 3a^2)d1^246d2^68 + (2 + 2a + 2a^2)d1^247d2^68 + (4 + 2a + 0a^2)d1^248d2^68 + (3 + 3a + 4a^2)d1^249d2^68 + (0 + 0a + 3a^2)d1^250d2^68 + (3 + 4a + 4a^2)d1^251d2^68 + (0 + 3a + 1a^2)d1^252d2^68 + (3 + 0a + 3a^2)d1^253d2^68 + (3 + 3a + 4a^2)d1^254d2^68 + (4 + 1a + 2a^2)d1^255d2^68 + (0 + 0a + 1a^2)d1^256d2^68 + (4 + 3a + 0a^2)d1^257d2^68 + (0 + 2a + 3a^2)d1^258d2^68 + (3 + 3a + 3a^2)d1^259d2^68 + (4 + 4a + 1a^2)d1^260d2^68 + (2 + 2a + 2a^2)d1^261d2^68 + (3 + 2a + 0a^2)d1^262d2^68 + (1 + 4a + 4a^2)d1^263d2^68 + (2 + 2a + 1a^2)d1^264d2^68 + (3 + 3a + 1a^2)d1^265d2^68 + (4 + 0a + 4a^2)d1^266d2^68 + (4 + 4a + 4a^2)d1^267d2^68 + (4 + 1a + 1a^2)d1^268d2^68 + (3 + 4a + 4a^2)d1^269d2^68 + (2 + 2a + 2a^2)d1^270d2^68 + (2 + 1a + 1a^2)d1^271d2^68 + (2 + 3a + 0a^2)d1^272d2^68 + (0 + 2a + 1a^2)d1^273d2^68 + (0 + 3a + 2a^2)d1^274d2^68 + (3 + 1a + 2a^2)d1^275d2^68 + (4 + 3a + 3a^2)d1^276d2^68 + (3 + 0a + 3a^2)d1^277d2^68 + (3 + 0a + 0a^2)d1^278d2^68 + (3 + 2a + 3a^2)d1^279d2^68 + (0 + 3a + 4a^2)d1^280d2^68 + (2 + 4a + 2a^2)d1^281d2^68 + (4 + 1a + 4a^2)d1^282d2^68 + (3 + 0a + 4a^2)d1^283d2^68 + (4 + 4a + 3a^2)d1^284d2^68 + (1 + 4a + 2a^2)d1^285d2^68 + (4 + 4a + 1a^2)d1^286d2^68 + (2 + 1a + 0a^2)d1^287d2^68 + (1 + 2a + 1a^2)d1^288d2^68 + (1 + 0a + 0a^2)d1^289d2^68 + (3 + 0a + 0a^2)d1^290d2^68 + (2 + 2a + 4a^2)d1^291d2^68 + (2 + 2a + 4a^2)d1^292d2^68 + (1 + 0a + 3a^2)d1^293d2^68 + (4 + 3a + 0a^2)d2^69 + (0 + 1a + 2a^2)d1^1d2^69 + (1 + 1a + 3a^2)d1^2d2^69 + (1 + 3a + 0a^2)d1^3d2^69 + (1 + 0a + 4a^2)d1^4d2^69 + (3 + 3a + 2a^2)d1^5d2^69 + (2 + 2a + 1a^2)d1^6d2^69 + (0 + 4a + 1a^2)d1^7d2^69 + (4 + 1a + 3a^2)d1^8d2^69 + (0 + 2a + 0a^2)d1^9d2^69 + (1 + 1a + 1a^2)d1^10d2^69 + (4 + 0a + 2a^2)d1^11d2^69 + (3 + 4a + 1a^2)d1^12d2^69 + (4 + 0a + 3a^2)d1^13d2^69 + (4 + 1a + 4a^2)d1^14d2^69 + (2 + 0a + 2a^2)d1^15d2^69 + (1 + 1a + 4a^2)d1^16d2^69 + (1 + 2a + 4a^2)d1^17d2^69 + (3 + 2a + 4a^2)d1^18d2^69 + (2 + 3a + 3a^2)d1^19d2^69 + (1 + 2a + 4a^2)d1^20d2^69 + (2 + 1a + 0a^2)d1^21d2^69 + (4 + 4a + 3a^2)d1^22d2^69 + (4 + 3a + 3a^2)d1^23d2^69 + (4 + 2a + 0a^2)d1^24d2^69 + (3 + 1a + 2a^2)d1^25d2^69 + (0 + 2a + 1a^2)d1^26d2^69 + (2 + 3a + 3a^2)d1^27d2^69 + (1 + 1a + 4a^2)d1^28d2^69 + (2 + 4a + 0a^2)d1^29d2^69 + (1 + 0a + 0a^2)d1^30d2^69 + (2 + 1a + 0a^2)d1^31d2^69 + (4 + 3a + 4a^2)d1^32d2^69 + (0 + 1a + 1a^2)d1^33d2^69 + (4 + 0a + 3a^2)d1^34d2^69 + (0 + 2a + 0a^2)d1^35d2^69 + (2 + 3a + 3a^2)d1^36d2^69 + (1 + 4a + 1a^2)d1^37d2^69 + (0 + 0a + 3a^2)d1^38d2^69 + (1 + 1a + 0a^2)d1^39d2^69 + (3 + 4a + 2a^2)d1^40d2^69 + (2 + 3a + 1a^2)d1^41d2^69 + (2 + 2a + 1a^2)d1^42d2^69 + (4 + 2a + 2a^2)d1^43d2^69 + (1 + 3a + 2a^2)d1^44d2^69 + (3 + 1a + 1a^2)d1^45d2^69 + (1 + 0a + 3a^2)d1^46d2^69 + (3 + 0a + 1a^2)d1^47d2^69 + (0 + 4a + 2a^2)d1^48d2^69 + (3 + 0a + 2a^2)d1^49d2^69 + (1 + 0a + 1a^2)d1^50d2^69 + (2 + 0a + 3a^2)d1^51d2^69 + (4 + 3a + 1a^2)d1^52d2^69 + (3 + 0a + 3a^2)d1^53d2^69 + (4 + 4a + 3a^2)d1^54d2^69 + (2 + 2a + 0a^2)d1^55d2^69 + (1 + 0a + 1a^2)d1^56d2^69 + (1 + 3a + 2a^2)d1^57d2^69 + (3 + 4a + 0a^2)d1^58d2^69 + (3 + 0a + 3a^2)d1^59d2^69 + (1 + 1a + 1a^2)d1^60d2^69 + (3 + 3a + 4a^2)d1^61d2^69 + (4 + 1a + 4a^2)d1^62d2^69 + (0 + 0a + 1a^2)d1^63d2^69 + (2 + 2a + 0a^2)d1^64d2^69 + (1 + 3a + 2a^2)d1^65d2^69 + (0 + 4a + 3a^2)d1^66d2^69 + (0 + 4a + 4a^2)d1^67d2^69 + (4 + 3a + 0a^2)d1^68d2^69 + (0 + 4a + 0a^2)d1^69d2^69 + (0 + 2a + 2a^2)d1^70d2^69 + (0 + 1a + 0a^2)d1^71d2^69 + (2 + 2a + 1a^2)d1^72d2^69 + (4 + 3a + 0a^2)d1^73d2^69 + (4 + 4a + 3a^2)d1^74d2^69 + (2 + 4a + 1a^2)d1^75d2^69 + (3 + 2a + 1a^2)d1^76d2^69 + (1 + 1a + 1a^2)d1^77d2^69 + (3 + 1a + 4a^2)d1^78d2^69 + (4 + 0a + 0a^2)d1^79d2^69 + (3 + 3a + 2a^2)d1^80d2^69 + (1 + 4a + 1a^2)d1^81d2^69 + (0 + 3a + 4a^2)d1^82d2^69 + (1 + 4a + 3a^2)d1^83d2^69 + (3 + 4a + 3a^2)d1^84d2^69 + (1 + 3a + 0a^2)d1^85d2^69 + (3 + 0a + 3a^2)d1^86d2^69 + (1 + 2a + 3a^2)d1^87d2^69 + (4 + 2a + 4a^2)d1^88d2^69 + (4 + 2a + 0a^2)d1^89d2^69 + (3 + 2a + 0a^2)d1^90d2^69 + (3 + 4a + 0a^2)d1^91d2^69 + (3 + 0a + 1a^2)d1^92d2^69 + (0 + 0a + 4a^2)d1^93d2^69 + (3 + 3a + 2a^2)d1^94d2^69 + (0 + 4a + 1a^2)d1^95d2^69 + (2 + 4a + 3a^2)d1^96d2^69 + (0 + 4a + 2a^2)d1^97d2^69 + (4 + 2a + 2a^2)d1^98d2^69 + (1 + 4a + 3a^2)d1^99d2^69 + (3 + 3a + 1a^2)d1^100d2^69 + (1 + 1a + 4a^2)d1^101d2^69 + (3 + 4a + 1a^2)d1^102d2^69 + (4 + 0a + 3a^2)d1^103d2^69 + (4 + 0a + 4a^2)d1^104d2^69 + (2 + 2a + 1a^2)d1^105d2^69 + (0 + 0a + 4a^2)d1^106d2^69 + (4 + 2a + 1a^2)d1^107d2^69 + (2 + 2a + 2a^2)d1^108d2^69 + (4 + 3a + 4a^2)d1^109d2^69 + (1 + 1a + 1a^2)d1^110d2^69 + (3 + 1a + 4a^2)d1^111d2^69 + (2 + 4a + 3a^2)d1^112d2^69 + (0 + 3a + 4a^2)d1^113d2^69 + (3 + 0a + 0a^2)d1^114d2^69 + (4 + 0a + 1a^2)d1^115d2^69 + (3 + 0a + 3a^2)d1^116d2^69 + (3 + 2a + 4a^2)d1^117d2^69 + (0 + 1a + 2a^2)d1^118d2^69 + (3 + 0a + 4a^2)d1^119d2^69 + (0 + 4a + 0a^2)d1^120d2^69 + (1 + 1a + 4a^2)d1^121d2^69 + (0 + 2a + 2a^2)d1^122d2^69 + (3 + 2a + 2a^2)d1^123d2^69 + (0 + 2a + 2a^2)d1^124d2^69 + (0 + 1a + 1a^2)d1^125d2^69 + (4 + 3a + 2a^2)d1^126d2^69 + (4 + 1a + 2a^2)d1^127d2^69 + (4 + 4a + 0a^2)d1^128d2^69 + (3 + 4a + 4a^2)d1^129d2^69 + (1 + 4a + 1a^2)d1^130d2^69 + (0 + 3a + 0a^2)d1^131d2^69 + (3 + 2a + 1a^2)d1^132d2^69 + (1 + 3a + 3a^2)d1^133d2^69 + (0 + 3a + 3a^2)d1^134d2^69 + (3 + 3a + 2a^2)d1^135d2^69 + (1 + 3a + 0a^2)d1^136d2^69 + (3 + 0a + 1a^2)d1^137d2^69 + (1 + 2a + 4a^2)d1^138d2^69 + (1 + 2a + 2a^2)d1^139d2^69 + (2 + 4a + 0a^2)d1^140d2^69 + (1 + 2a + 1a^2)d1^141d2^69 + (1 + 3a + 3a^2)d1^142d2^69 + (2 + 1a + 4a^2)d1^143d2^69 + (1 + 0a + 4a^2)d1^144d2^69 + (4 + 3a + 0a^2)d1^145d2^69 + (4 + 4a + 3a^2)d1^146d2^69 + (2 + 2a + 0a^2)d1^147d2^69 + (0 + 3a + 2a^2)d1^148d2^69 + (1 + 1a + 0a^2)d1^149d2^69 + (0 + 2a + 3a^2)d1^150d2^69 + (1 + 3a + 4a^2)d1^151d2^69 + (1 + 2a + 4a^2)d1^152d2^69 + (4 + 4a + 4a^2)d1^153d2^69 + (1 + 2a + 3a^2)d1^154d2^69 + (4 + 0a + 1a^2)d1^155d2^69 + (0 + 0a + 2a^2)d1^156d2^69 + (2 + 1a + 1a^2)d1^157d2^69 + (4 + 4a + 1a^2)d1^158d2^69 + (2 + 0a + 1a^2)d1^159d2^69 + (2 + 0a + 2a^2)d1^160d2^69 + (3 + 4a + 0a^2)d1^161d2^69 + (3 + 0a + 1a^2)d1^162d2^69 + (0 + 4a + 2a^2)d1^163d2^69 + (2 + 3a + 3a^2)d1^164d2^69 + (4 + 2a + 4a^2)d1^165d2^69 + (4 + 3a + 2a^2)d1^166d2^69 + (1 + 2a + 2a^2)d1^167d2^69 + (4 + 3a + 0a^2)d1^168d2^69 + (2 + 2a + 3a^2)d1^169d2^69 + (4 + 4a + 2a^2)d1^170d2^69 + (3 + 1a + 3a^2)d1^171d2^69 + (1 + 2a + 1a^2)d1^172d2^69 + (1 + 0a + 2a^2)d1^173d2^69 + (0 + 3a + 3a^2)d1^174d2^69 + (2 + 1a + 3a^2)d1^175d2^69 + (1 + 0a + 0a^2)d1^176d2^69 + (4 + 3a + 2a^2)d1^177d2^69 + (0 + 1a + 0a^2)d1^178d2^69 + (4 + 3a + 1a^2)d1^179d2^69 + (1 + 2a + 2a^2)d1^180d2^69 + (0 + 3a + 2a^2)d1^181d2^69 + (3 + 4a + 2a^2)d1^182d2^69 + (4 + 1a + 0a^2)d1^183d2^69 + (4 + 2a + 0a^2)d1^184d2^69 + (3 + 1a + 3a^2)d1^185d2^69 + (3 + 1a + 3a^2)d1^186d2^69 + (1 + 4a + 3a^2)d1^187d2^69 + (1 + 4a + 1a^2)d1^188d2^69 + (4 + 4a + 1a^2)d1^189d2^69 + (2 + 1a + 2a^2)d1^190d2^69 + (3 + 4a + 2a^2)d1^191d2^69 + (0 + 2a + 0a^2)d1^192d2^69 + (4 + 1a + 0a^2)d1^193d2^69 + (3 + 2a + 0a^2)d1^194d2^69 + (3 + 3a + 2a^2)d1^195d2^69 + (4 + 1a + 3a^2)d1^196d2^69 + (0 + 4a + 3a^2)d1^197d2^69 + (2 + 4a + 3a^2)d1^198d2^69 + (3 + 0a + 3a^2)d1^199d2^69 + (2 + 4a + 1a^2)d1^200d2^69 + (2 + 0a + 1a^2)d1^201d2^69 + (4 + 4a + 0a^2)d1^202d2^69 + (0 + 0a + 3a^2)d1^203d2^69 + (1 + 0a + 2a^2)d1^204d2^69 + (0 + 3a + 1a^2)d1^205d2^69 + (1 + 4a + 2a^2)d1^206d2^69 + (1 + 0a + 4a^2)d1^207d2^69 + (0 + 1a + 3a^2)d1^208d2^69 + (3 + 2a + 1a^2)d1^209d2^69 + (0 + 0a + 4a^2)d1^210d2^69 + (2 + 0a + 4a^2)d1^211d2^69 + (2 + 2a + 4a^2)d1^212d2^69 + (1 + 4a + 1a^2)d1^213d2^69 + (3 + 3a + 1a^2)d1^214d2^69 + (1 + 3a + 4a^2)d1^215d2^69 + (3 + 3a + 2a^2)d1^216d2^69 + (2 + 0a + 2a^2)d1^217d2^69 + (2 + 0a + 4a^2)d1^218d2^69 + (1 + 2a + 1a^2)d1^219d2^69 + (2 + 4a + 3a^2)d1^220d2^69 + (2 + 2a + 2a^2)d1^221d2^69 + (1 + 3a + 3a^2)d1^222d2^69 + (1 + 1a + 2a^2)d1^223d2^69 + (3 + 3a + 3a^2)d1^224d2^69 + (2 + 0a + 2a^2)d1^225d2^69 + (3 + 0a + 2a^2)d1^226d2^69 + (3 + 3a + 2a^2)d1^227d2^69 + (1 + 2a + 2a^2)d1^228d2^69 + (1 + 0a + 1a^2)d1^229d2^69 + (3 + 3a + 0a^2)d1^230d2^69 + (1 + 1a + 4a^2)d1^231d2^69 + (2 + 0a + 1a^2)d1^232d2^69 + (2 + 1a + 2a^2)d1^233d2^69 + (4 + 3a + 0a^2)d1^234d2^69 + (3 + 1a + 4a^2)d1^235d2^69 + (1 + 3a + 1a^2)d1^236d2^69 + (1 + 4a + 2a^2)d1^237d2^69 + (0 + 0a + 4a^2)d1^238d2^69 + (2 + 4a + 3a^2)d1^239d2^69 + (3 + 4a + 1a^2)d1^240d2^69 + (0 + 4a + 1a^2)d1^241d2^69 + (0 + 3a + 3a^2)d1^242d2^69 + (2 + 4a + 4a^2)d1^243d2^69 + (0 + 1a + 1a^2)d1^244d2^69 + (4 + 2a + 3a^2)d1^245d2^69 + (2 + 3a + 3a^2)d1^246d2^69 + (3 + 3a + 0a^2)d1^247d2^69 + (0 + 2a + 4a^2)d1^248d2^69 + (2 + 0a + 2a^2)d1^249d2^69 + (1 + 0a + 4a^2)d1^250d2^69 + (3 + 3a + 0a^2)d1^251d2^69 + (3 + 3a + 0a^2)d1^252d2^69 + (2 + 0a + 0a^2)d1^253d2^69 + (3 + 1a + 1a^2)d1^254d2^69 + (2 + 2a + 0a^2)d1^255d2^69 + (3 + 0a + 2a^2)d1^256d2^69 + (0 + 3a + 4a^2)d1^257d2^69 + (2 + 3a + 0a^2)d1^258d2^69 + (4 + 1a + 4a^2)d1^259d2^69 + (4 + 2a + 2a^2)d1^260d2^69 + (4 + 0a + 0a^2)d1^261d2^69 + (2 + 0a + 3a^2)d1^262d2^69 + (1 + 2a + 0a^2)d1^263d2^69 + (3 + 1a + 2a^2)d1^264d2^69 + (3 + 1a + 2a^2)d1^265d2^69 + (0 + 4a + 4a^2)d1^266d2^69 + (0 + 4a + 2a^2)d1^267d2^69 + (4 + 0a + 2a^2)d1^268d2^69 + (1 + 1a + 4a^2)d1^269d2^69 + (2 + 2a + 2a^2)d1^270d2^69 + (2 + 1a + 1a^2)d1^271d2^69 + (3 + 0a + 4a^2)d1^272d2^69 + (3 + 1a + 4a^2)d1^273d2^69 + (1 + 4a + 3a^2)d1^274d2^69 + (3 + 4a + 1a^2)d1^275d2^69 + (1 + 1a + 2a^2)d1^276d2^69 + (1 + 2a + 0a^2)d1^277d2^69 + (4 + 2a + 2a^2)d1^278d2^69 + (3 + 0a + 2a^2)d1^279d2^69 + (4 + 3a + 4a^2)d1^280d2^69 + (1 + 2a + 1a^2)d1^281d2^69 + (3 + 0a + 2a^2)d1^282d2^69 + (1 + 1a + 1a^2)d1^283d2^69 + (4 + 4a + 3a^2)d1^284d2^69 + (0 + 4a + 1a^2)d1^285d2^69 + (0 + 3a + 2a^2)d1^286d2^69 + (4 + 1a + 0a^2)d1^287d2^69 + (4 + 1a + 1a^2)d1^288d2^69 + (2 + 0a + 1a^2)d1^289d2^69 + (1 + 4a + 0a^2)d1^290d2^69 + (4 + 3a + 4a^2)d1^291d2^69 + (2 + 3a + 3a^2)d1^292d2^69 + (3 + 0a + 3a^2)d1^293d2^69 + (2 + 2a + 4a^2)d2^70 + (2 + 1a + 3a^2)d1^1d2^70 + (0 + 3a + 4a^2)d1^2d2^70 + (2 + 3a + 2a^2)d1^3d2^70 + (0 + 1a + 0a^2)d1^4d2^70 + (3 + 1a + 0a^2)d1^5d2^70 + (0 + 2a + 1a^2)d1^6d2^70 + (3 + 4a + 1a^2)d1^7d2^70 + (0 + 3a + 1a^2)d1^8d2^70 + (4 + 4a + 3a^2)d1^9d2^70 + (3 + 1a + 3a^2)d1^10d2^70 + (1 + 3a + 0a^2)d1^11d2^70 + (0 + 3a + 2a^2)d1^12d2^70 + (4 + 2a + 1a^2)d1^13d2^70 + (1 + 0a + 0a^2)d1^14d2^70 + (3 + 1a + 0a^2)d1^16d2^70 + (4 + 1a + 3a^2)d1^17d2^70 + (3 + 3a + 1a^2)d1^18d2^70 + (3 + 0a + 3a^2)d1^19d2^70 + (3 + 2a + 0a^2)d1^20d2^70 + (4 + 4a + 2a^2)d1^21d2^70 + (4 + 4a + 2a^2)d1^22d2^70 + (2 + 2a + 4a^2)d1^23d2^70 + (3 + 2a + 0a^2)d1^24d2^70 + (1 + 3a + 3a^2)d1^25d2^70 + (2 + 2a + 2a^2)d1^26d2^70 + (1 + 3a + 1a^2)d1^27d2^70 + (4 + 1a + 2a^2)d1^28d2^70 + (0 + 2a + 2a^2)d1^29d2^70 + (4 + 4a + 0a^2)d1^30d2^70 + (3 + 2a + 3a^2)d1^31d2^70 + (0 + 1a + 4a^2)d1^32d2^70 + (4 + 1a + 1a^2)d1^33d2^70 + (2 + 0a + 0a^2)d1^34d2^70 + (2 + 2a + 2a^2)d1^35d2^70 + (2 + 2a + 1a^2)d1^36d2^70 + (0 + 2a + 2a^2)d1^37d2^70 + (4 + 3a + 4a^2)d1^38d2^70 + (0 + 0a + 2a^2)d1^39d2^70 + (1 + 2a + 1a^2)d1^40d2^70 + (3 + 3a + 4a^2)d1^41d2^70 + (4 + 3a + 3a^2)d1^42d2^70 + (1 + 0a + 2a^2)d1^44d2^70 + (2 + 0a + 3a^2)d1^45d2^70 + (4 + 1a + 0a^2)d1^46d2^70 + (1 + 4a + 4a^2)d1^47d2^70 + (2 + 2a + 4a^2)d1^48d2^70 + (4 + 1a + 1a^2)d1^49d2^70 + (2 + 4a + 4a^2)d1^50d2^70 + (4 + 1a + 3a^2)d1^51d2^70 + (4 + 2a + 4a^2)d1^52d2^70 + (0 + 4a + 2a^2)d1^53d2^70 + (2 + 0a + 2a^2)d1^54d2^70 + (1 + 0a + 3a^2)d1^55d2^70 + (2 + 0a + 4a^2)d1^56d2^70 + (1 + 0a + 1a^2)d1^57d2^70 + (3 + 3a + 2a^2)d1^58d2^70 + (4 + 1a + 1a^2)d1^59d2^70 + (3 + 2a + 4a^2)d1^60d2^70 + (3 + 1a + 4a^2)d1^61d2^70 + (3 + 1a + 2a^2)d1^62d2^70 + (1 + 1a + 4a^2)d1^63d2^70 + (3 + 1a + 3a^2)d1^64d2^70 + (0 + 3a + 0a^2)d1^65d2^70 + (3 + 4a + 1a^2)d1^66d2^70 + (1 + 3a + 4a^2)d1^67d2^70 + (4 + 2a + 4a^2)d1^68d2^70 + (1 + 4a + 4a^2)d1^69d2^70 + (0 + 2a + 0a^2)d1^70d2^70 + (3 + 2a + 3a^2)d1^71d2^70 + (1 + 4a + 1a^2)d1^72d2^70 + (4 + 4a + 1a^2)d1^73d2^70 + (0 + 4a + 0a^2)d1^74d2^70 + (2 + 0a + 3a^2)d1^75d2^70 + (0 + 4a + 1a^2)d1^76d2^70 + (0 + 3a + 2a^2)d1^77d2^70 + (4 + 3a + 3a^2)d1^78d2^70 + (1 + 2a + 1a^2)d1^79d2^70 + (1 + 3a + 2a^2)d1^80d2^70 + (2 + 1a + 2a^2)d1^81d2^70 + (4 + 0a + 4a^2)d1^82d2^70 + (4 + 4a + 3a^2)d1^83d2^70 + (4 + 3a + 1a^2)d1^84d2^70 + (2 + 3a + 0a^2)d1^85d2^70 + (2 + 4a + 4a^2)d1^86d2^70 + (4 + 2a + 1a^2)d1^87d2^70 + (1 + 1a + 3a^2)d1^88d2^70 + (0 + 3a + 2a^2)d1^89d2^70 + (2 + 3a + 2a^2)d1^90d2^70 + (3 + 1a + 0a^2)d1^91d2^70 + (0 + 1a + 1a^2)d1^92d2^70 + (3 + 2a + 0a^2)d1^93d2^70 + (4 + 0a + 0a^2)d1^94d2^70 + (1 + 0a + 2a^2)d1^96d2^70 + (2 + 4a + 2a^2)d1^97d2^70 + (0 + 3a + 3a^2)d1^98d2^70 + (1 + 2a + 4a^2)d1^99d2^70 + (1 + 3a + 2a^2)d1^100d2^70 + (4 + 1a + 2a^2)d1^101d2^70 + (1 + 2a + 3a^2)d1^102d2^70 + (0 + 1a + 2a^2)d1^103d2^70 + (4 + 2a + 2a^2)d1^104d2^70 + (3 + 4a + 1a^2)d1^105d2^70 + (0 + 3a + 4a^2)d1^106d2^70 + (2 + 4a + 0a^2)d1^107d2^70 + (4 + 4a + 1a^2)d1^108d2^70 + (0 + 0a + 1a^2)d1^109d2^70 + (2 + 2a + 0a^2)d1^110d2^70 + (0 + 4a + 0a^2)d1^111d2^70 + (2 + 2a + 2a^2)d1^112d2^70 + (4 + 1a + 2a^2)d1^113d2^70 + (4 + 1a + 0a^2)d1^114d2^70 + (0 + 0a + 3a^2)d1^115d2^70 + (0 + 0a + 4a^2)d1^116d2^70 + (3 + 0a + 4a^2)d1^117d2^70 + (2 + 3a + 4a^2)d1^118d2^70 + (4 + 0a + 4a^2)d1^119d2^70 + (3 + 3a + 2a^2)d1^120d2^70 + (0 + 3a + 2a^2)d1^121d2^70 + (1 + 1a + 1a^2)d1^122d2^70 + (1 + 3a + 3a^2)d1^123d2^70 + (1 + 2a + 1a^2)d1^124d2^70 + (0 + 1a + 2a^2)d1^125d2^70 + (1 + 1a + 3a^2)d1^126d2^70 + (3 + 0a + 0a^2)d1^127d2^70 + (1 + 4a + 4a^2)d1^128d2^70 + (2 + 2a + 3a^2)d1^129d2^70 + (3 + 2a + 1a^2)d1^130d2^70 + (4 + 1a + 3a^2)d1^131d2^70 + (0 + 4a + 4a^2)d1^132d2^70 + (1 + 2a + 2a^2)d1^133d2^70 + (2 + 4a + 4a^2)d1^134d2^70 + (4 + 3a + 1a^2)d1^136d2^70 + (4 + 0a + 3a^2)d1^137d2^70 + (0 + 1a + 3a^2)d1^138d2^70 + (2 + 0a + 4a^2)d1^139d2^70 + (1 + 2a + 3a^2)d1^140d2^70 + (2 + 1a + 1a^2)d1^141d2^70 + (2 + 2a + 0a^2)d1^142d2^70 + (1 + 2a + 3a^2)d1^143d2^70 + (2 + 4a + 1a^2)d1^144d2^70 + (4 + 0a + 1a^2)d1^145d2^70 + (3 + 4a + 4a^2)d1^146d2^70 + (2 + 4a + 3a^2)d1^147d2^70 + (2 + 0a + 4a^2)d1^148d2^70 + (1 + 0a + 0a^2)d1^149d2^70 + (4 + 2a + 1a^2)d1^150d2^70 + (2 + 4a + 0a^2)d1^151d2^70 + (4 + 3a + 1a^2)d1^152d2^70 + (1 + 3a + 2a^2)d1^153d2^70 + (1 + 3a + 3a^2)d1^154d2^70 + (4 + 4a + 4a^2)d1^155d2^70 + (4 + 1a + 0a^2)d1^156d2^70 + (1 + 0a + 2a^2)d1^157d2^70 + (4 + 1a + 4a^2)d1^158d2^70 + (0 + 0a + 4a^2)d1^159d2^70 + (2 + 1a + 2a^2)d1^160d2^70 + (3 + 1a + 1a^2)d1^161d2^70 + (3 + 3a + 1a^2)d1^162d2^70 + (1 + 1a + 1a^2)d1^163d2^70 + (3 + 0a + 0a^2)d1^164d2^70 + (0 + 4a + 1a^2)d1^165d2^70 + (0 + 2a + 4a^2)d1^166d2^70 + (3 + 4a + 1a^2)d1^167d2^70 + (1 + 0a + 0a^2)d1^168d2^70 + (4 + 2a + 4a^2)d1^169d2^70 + (4 + 2a + 4a^2)d1^170d2^70 + (3 + 1a + 1a^2)d1^171d2^70 + (2 + 3a + 3a^2)d1^172d2^70 + (2 + 3a + 1a^2)d1^173d2^70 + (4 + 4a + 1a^2)d1^174d2^70 + (2 + 4a + 4a^2)d1^175d2^70 + (1 + 3a + 4a^2)d1^176d2^70 + (1 + 4a + 2a^2)d1^177d2^70 + (2 + 4a + 0a^2)d1^178d2^70 + (1 + 0a + 4a^2)d1^179d2^70 + (1 + 3a + 2a^2)d1^180d2^70 + (4 + 1a + 1a^2)d1^181d2^70 + (2 + 4a + 1a^2)d1^182d2^70 + (4 + 3a + 0a^2)d1^183d2^70 + (0 + 0a + 4a^2)d1^184d2^70 + (3 + 0a + 3a^2)d1^185d2^70 + (2 + 2a + 1a^2)d1^186d2^70 + (2 + 2a + 0a^2)d1^187d2^70 + (4 + 3a + 0a^2)d1^188d2^70 + (2 + 1a + 2a^2)d1^189d2^70 + (1 + 4a + 1a^2)d1^190d2^70 + (2 + 2a + 1a^2)d1^191d2^70 + (4 + 0a + 1a^2)d1^192d2^70 + (1 + 4a + 3a^2)d1^193d2^70 + (0 + 1a + 3a^2)d1^194d2^70 + (1 + 4a + 0a^2)d1^195d2^70 + (1 + 0a + 4a^2)d1^196d2^70 + (3 + 2a + 4a^2)d1^197d2^70 + (3 + 3a + 1a^2)d1^198d2^70 + (3 + 2a + 1a^2)d1^199d2^70 + (4 + 3a + 3a^2)d1^200d2^70 + (3 + 4a + 1a^2)d1^201d2^70 + (4 + 1a + 1a^2)d1^202d2^70 + (2 + 2a + 4a^2)d1^203d2^70 + (2 + 3a + 4a^2)d1^204d2^70 + (1 + 4a + 4a^2)d1^205d2^70 + (4 + 1a + 4a^2)d1^206d2^70 + (4 + 4a + 4a^2)d1^207d2^70 + (0 + 3a + 3a^2)d1^208d2^70 + (3 + 3a + 3a^2)d1^209d2^70 + (3 + 2a + 3a^2)d1^210d2^70 + (0 + 1a + 3a^2)d1^211d2^70 + (3 + 0a + 2a^2)d1^212d2^70 + (2 + 3a + 1a^2)d1^213d2^70 + (4 + 1a + 2a^2)d1^214d2^70 + (3 + 3a + 4a^2)d1^215d2^70 + (0 + 2a + 1a^2)d1^216d2^70 + (2 + 4a + 2a^2)d1^217d2^70 + (4 + 3a + 1a^2)d1^218d2^70 + (1 + 0a + 0a^2)d1^219d2^70 + (1 + 2a + 3a^2)d1^220d2^70 + (3 + 4a + 3a^2)d1^221d2^70 + (2 + 4a + 4a^2)d1^222d2^70 + (1 + 4a + 4a^2)d1^223d2^70 + (4 + 4a + 0a^2)d1^224d2^70 + (4 + 1a + 0a^2)d1^225d2^70 + (1 + 2a + 2a^2)d1^226d2^70 + (4 + 4a + 4a^2)d1^227d2^70 + (4 + 0a + 4a^2)d1^228d2^70 + (4 + 2a + 0a^2)d1^229d2^70 + (3 + 1a + 2a^2)d1^230d2^70 + (3 + 3a + 3a^2)d1^231d2^70 + (0 + 0a + 1a^2)d1^232d2^70 + (4 + 1a + 0a^2)d1^233d2^70 + (2 + 1a + 4a^2)d1^234d2^70 + (3 + 0a + 2a^2)d1^235d2^70 + (0 + 0a + 3a^2)d1^236d2^70 + (1 + 4a + 0a^2)d1^237d2^70 + (4 + 3a + 2a^2)d1^238d2^70 + (3 + 0a + 0a^2)d1^239d2^70 + (1 + 4a + 3a^2)d1^240d2^70 + (3 + 4a + 3a^2)d1^241d2^70 + (4 + 0a + 4a^2)d1^242d2^70 + (1 + 3a + 2a^2)d1^243d2^70 + (4 + 1a + 3a^2)d1^244d2^70 + (1 + 1a + 3a^2)d1^245d2^70 + (1 + 2a + 2a^2)d1^246d2^70 + (2 + 0a + 3a^2)d1^247d2^70 + (2 + 1a + 4a^2)d1^248d2^70 + (1 + 3a + 3a^2)d1^249d2^70 + (4 + 0a + 2a^2)d1^250d2^70 + (4 + 0a + 3a^2)d1^251d2^70 + (0 + 1a + 0a^2)d1^252d2^70 + (1 + 3a + 4a^2)d1^253d2^70 + (4 + 1a + 2a^2)d1^254d2^70 + (1 + 2a + 4a^2)d1^255d2^70 + (0 + 3a + 3a^2)d1^256d2^70 + (4 + 2a + 1a^2)d1^257d2^70 + (3 + 4a + 3a^2)d1^258d2^70 + (2 + 2a + 2a^2)d1^259d2^70 + (0 + 3a + 2a^2)d1^260d2^70 + (4 + 1a + 2a^2)d1^261d2^70 + (1 + 1a + 1a^2)d1^262d2^70 + (4 + 2a + 2a^2)d1^263d2^70 + (0 + 0a + 3a^2)d1^264d2^70 + (3 + 2a + 2a^2)d1^265d2^70 + (4 + 0a + 1a^2)d1^266d2^70 + (1 + 3a + 3a^2)d1^267d2^70 + (0 + 3a + 4a^2)d1^268d2^70 + (4 + 3a + 1a^2)d1^269d2^70 + (3 + 4a + 2a^2)d1^270d2^70 + (4 + 4a + 0a^2)d1^271d2^70 + (1 + 4a + 4a^2)d1^272d2^70 + (0 + 2a + 2a^2)d1^273d2^70 + (4 + 2a + 2a^2)d1^274d2^70 + (0 + 4a + 4a^2)d1^275d2^70 + (2 + 0a + 0a^2)d1^276d2^70 + (0 + 1a + 4a^2)d1^277d2^70 + (2 + 1a + 2a^2)d1^278d2^70 + (3 + 0a + 1a^2)d1^279d2^70 + (4 + 2a + 0a^2)d1^280d2^70 + (0 + 3a + 4a^2)d1^281d2^70 + (0 + 2a + 1a^2)d1^282d2^70 + (2 + 2a + 1a^2)d1^283d2^70 + (3 + 3a + 2a^2)d1^284d2^70 + (2 + 1a + 1a^2)d1^285d2^70 + (4 + 0a + 1a^2)d1^286d2^70 + (4 + 1a + 0a^2)d1^287d2^70 + (3 + 3a + 3a^2)d1^288d2^70 + (4 + 4a + 0a^2)d1^289d2^70 + (1 + 4a + 3a^2)d1^290d2^70 + (4 + 1a + 4a^2)d1^291d2^70 + (0 + 2a + 2a^2)d1^292d2^70 + (1 + 4a + 3a^2)d1^293d2^70 + (2 + 4a + 0a^2)d2^71 + (3 + 3a + 1a^2)d1^1d2^71 + (0 + 1a + 2a^2)d1^2d2^71 + (0 + 1a + 2a^2)d1^3d2^71 + (1 + 2a + 0a^2)d1^4d2^71 + (0 + 4a + 1a^2)d1^5d2^71 + (2 + 3a + 3a^2)d1^6d2^71 + (3 + 4a + 0a^2)d1^7d2^71 + (1 + 2a + 4a^2)d1^8d2^71 + (4 + 2a + 3a^2)d1^9d2^71 + (4 + 1a + 3a^2)d1^11d2^71 + (0 + 4a + 3a^2)d1^12d2^71 + (3 + 2a + 0a^2)d1^13d2^71 + (4 + 1a + 1a^2)d1^14d2^71 + (3 + 3a + 4a^2)d1^15d2^71 + (0 + 1a + 2a^2)d1^16d2^71 + (4 + 1a + 3a^2)d1^17d2^71 + (3 + 0a + 3a^2)d1^18d2^71 + (0 + 4a + 4a^2)d1^19d2^71 + (1 + 3a + 0a^2)d1^20d2^71 + (2 + 0a + 2a^2)d1^21d2^71 + (3 + 4a + 1a^2)d1^22d2^71 + (4 + 0a + 2a^2)d1^23d2^71 + (2 + 2a + 3a^2)d1^24d2^71 + (1 + 1a + 2a^2)d1^25d2^71 + (2 + 1a + 2a^2)d1^26d2^71 + (0 + 4a + 3a^2)d1^27d2^71 + (3 + 1a + 4a^2)d1^28d2^71 + (2 + 4a + 0a^2)d1^29d2^71 + (0 + 3a + 4a^2)d1^30d2^71 + (2 + 1a + 0a^2)d1^31d2^71 + (3 + 2a + 4a^2)d1^32d2^71 + (2 + 3a + 1a^2)d1^33d2^71 + (1 + 0a + 2a^2)d1^34d2^71 + (4 + 4a + 4a^2)d1^35d2^71 + (1 + 3a + 0a^2)d1^36d2^71 + (0 + 0a + 1a^2)d1^37d2^71 + (2 + 2a + 0a^2)d1^38d2^71 + (2 + 0a + 4a^2)d1^39d2^71 + (4 + 1a + 0a^2)d1^40d2^71 + (3 + 3a + 3a^2)d1^41d2^71 + (2 + 2a + 1a^2)d1^42d2^71 + (4 + 0a + 3a^2)d1^43d2^71 + (3 + 2a + 3a^2)d1^44d2^71 + (1 + 2a + 3a^2)d1^45d2^71 + (3 + 1a + 4a^2)d1^46d2^71 + (1 + 0a + 0a^2)d1^47d2^71 + (2 + 4a + 4a^2)d1^48d2^71 + (1 + 1a + 2a^2)d1^49d2^71 + (1 + 2a + 0a^2)d1^50d2^71 + (4 + 4a + 2a^2)d1^51d2^71 + (4 + 2a + 0a^2)d1^52d2^71 + (3 + 2a + 3a^2)d1^53d2^71 + (4 + 0a + 1a^2)d1^54d2^71 + (4 + 3a + 3a^2)d1^55d2^71 + (2 + 4a + 0a^2)d1^56d2^71 + (3 + 2a + 3a^2)d1^57d2^71 + (1 + 4a + 0a^2)d1^58d2^71 + (4 + 4a + 0a^2)d1^59d2^71 + (3 + 4a + 2a^2)d1^60d2^71 + (3 + 3a + 0a^2)d1^61d2^71 + (2 + 0a + 2a^2)d1^63d2^71 + (0 + 2a + 0a^2)d1^64d2^71 + (1 + 1a + 1a^2)d1^65d2^71 + (1 + 4a + 3a^2)d1^66d2^71 + (1 + 4a + 2a^2)d1^67d2^71 + (4 + 0a + 3a^2)d1^68d2^71 + (2 + 0a + 2a^2)d1^69d2^71 + (3 + 4a + 4a^2)d1^71d2^71 + (2 + 1a + 4a^2)d1^72d2^71 + (1 + 0a + 3a^2)d1^73d2^71 + (4 + 4a + 3a^2)d1^74d2^71 + (1 + 1a + 2a^2)d1^75d2^71 + (1 + 3a + 0a^2)d1^76d2^71 + (0 + 3a + 0a^2)d1^77d2^71 + (3 + 0a + 1a^2)d1^78d2^71 + (0 + 1a + 2a^2)d1^79d2^71 + (2 + 2a + 0a^2)d1^80d2^71 + (0 + 1a + 2a^2)d1^81d2^71 + (0 + 1a + 3a^2)d1^82d2^71 + (4 + 1a + 3a^2)d1^83d2^71 + (4 + 1a + 0a^2)d1^84d2^71 + (1 + 2a + 1a^2)d1^85d2^71 + (0 + 3a + 3a^2)d1^86d2^71 + (1 + 3a + 0a^2)d1^87d2^71 + (1 + 4a + 1a^2)d1^88d2^71 + (4 + 3a + 0a^2)d1^89d2^71 + (3 + 0a + 3a^2)d1^90d2^71 + (1 + 3a + 1a^2)d1^91d2^71 + (4 + 2a + 3a^2)d1^92d2^71 + (3 + 0a + 2a^2)d1^93d2^71 + (4 + 2a + 3a^2)d1^94d2^71 + (1 + 2a + 3a^2)d1^95d2^71 + (3 + 4a + 4a^2)d1^96d2^71 + (0 + 1a + 3a^2)d1^97d2^71 + (0 + 1a + 0a^2)d1^98d2^71 + (3 + 4a + 1a^2)d1^99d2^71 + (0 + 1a + 2a^2)d1^100d2^71 + (2 + 4a + 3a^2)d1^101d2^71 + (4 + 3a + 4a^2)d1^102d2^71 + (3 + 3a + 3a^2)d1^103d2^71 + (0 + 3a + 3a^2)d1^104d2^71 + (1 + 4a + 4a^2)d1^105d2^71 + (1 + 3a + 3a^2)d1^106d2^71 + (0 + 0a + 4a^2)d1^107d2^71 + (2 + 4a + 4a^2)d1^108d2^71 + (2 + 4a + 4a^2)d1^109d2^71 + (2 + 1a + 0a^2)d1^110d2^71 + (4 + 2a + 0a^2)d1^111d2^71 + (3 + 0a + 0a^2)d1^112d2^71 + (0 + 2a + 3a^2)d1^113d2^71 + (1 + 3a + 2a^2)d1^114d2^71 + (0 + 3a + 0a^2)d1^115d2^71 + (2 + 0a + 2a^2)d1^116d2^71 + (0 + 1a + 0a^2)d1^117d2^71 + (3 + 2a + 2a^2)d1^118d2^71 + (3 + 0a + 0a^2)d1^119d2^71 + (1 + 1a + 0a^2)d1^120d2^71 + (1 + 0a + 4a^2)d1^121d2^71 + (1 + 1a + 2a^2)d1^122d2^71 + (3 + 3a + 0a^2)d1^123d2^71 + (1 + 4a + 3a^2)d1^124d2^71 + (1 + 1a + 3a^2)d1^125d2^71 + (0 + 1a + 4a^2)d1^126d2^71 + (1 + 2a + 4a^2)d1^127d2^71 + (1 + 3a + 4a^2)d1^128d2^71 + (3 + 3a + 2a^2)d1^129d2^71 + (4 + 4a + 1a^2)d1^130d2^71 + (0 + 4a + 3a^2)d1^131d2^71 + (0 + 4a + 4a^2)d1^132d2^71 + (1 + 1a + 3a^2)d1^133d2^71 + (1 + 2a + 2a^2)d1^134d2^71 + (0 + 1a + 4a^2)d1^135d2^71 + (4 + 1a + 0a^2)d1^136d2^71 + (2 + 0a + 4a^2)d1^137d2^71 + (1 + 0a + 0a^2)d1^138d2^71 + (4 + 0a + 3a^2)d1^139d2^71 + (1 + 2a + 3a^2)d1^140d2^71 + (3 + 2a + 3a^2)d1^141d2^71 + (4 + 2a + 0a^2)d1^142d2^71 + (2 + 1a + 2a^2)d1^143d2^71 + (0 + 4a + 3a^2)d1^144d2^71 + (1 + 0a + 0a^2)d1^145d2^71 + (2 + 0a + 4a^2)d1^146d2^71 + (1 + 4a + 2a^2)d1^147d2^71 + (3 + 2a + 1a^2)d1^148d2^71 + (2 + 3a + 2a^2)d1^149d2^71 + (0 + 1a + 3a^2)d1^150d2^71 + (3 + 3a + 3a^2)d1^151d2^71 + (2 + 4a + 1a^2)d1^152d2^71 + (2 + 1a + 4a^2)d1^153d2^71 + (3 + 3a + 2a^2)d1^154d2^71 + (4 + 3a + 2a^2)d1^155d2^71 + (3 + 3a + 2a^2)d1^156d2^71 + (4 + 1a + 3a^2)d1^157d2^71 + (1 + 2a + 0a^2)d1^159d2^71 + (2 + 2a + 1a^2)d1^160d2^71 + (1 + 3a + 0a^2)d1^161d2^71 + (1 + 3a + 3a^2)d1^162d2^71 + (2 + 4a + 3a^2)d1^163d2^71 + (4 + 1a + 1a^2)d1^164d2^71 + (2 + 0a + 1a^2)d1^165d2^71 + (1 + 2a + 1a^2)d1^166d2^71 + (3 + 2a + 2a^2)d1^167d2^71 + (2 + 2a + 1a^2)d1^168d2^71 + (0 + 0a + 3a^2)d1^169d2^71 + (0 + 4a + 2a^2)d1^170d2^71 + (2 + 0a + 0a^2)d1^171d2^71 + (2 + 0a + 3a^2)d1^172d2^71 + (3 + 2a + 1a^2)d1^173d2^71 + (3 + 0a + 2a^2)d1^174d2^71 + (2 + 0a + 0a^2)d1^175d2^71 + (2 + 1a + 1a^2)d1^176d2^71 + (3 + 4a + 4a^2)d1^177d2^71 + (0 + 2a + 4a^2)d1^178d2^71 + (3 + 4a + 0a^2)d1^179d2^71 + (0 + 1a + 0a^2)d1^180d2^71 + (4 + 2a + 3a^2)d1^181d2^71 + (4 + 2a + 3a^2)d1^182d2^71 + (1 + 3a + 2a^2)d1^183d2^71 + (1 + 2a + 1a^2)d1^184d2^71 + (1 + 4a + 0a^2)d1^185d2^71 + (3 + 4a + 0a^2)d1^186d2^71 + (1 + 3a + 4a^2)d1^187d2^71 + (0 + 3a + 3a^2)d1^188d2^71 + (3 + 3a + 3a^2)d1^189d2^71 + (1 + 3a + 4a^2)d1^190d2^71 + (1 + 4a + 4a^2)d1^191d2^71 + (4 + 4a + 0a^2)d1^192d2^71 + (2 + 0a + 0a^2)d1^193d2^71 + (1 + 0a + 3a^2)d1^194d2^71 + (2 + 4a + 0a^2)d1^195d2^71 + (0 + 0a + 1a^2)d1^196d2^71 + (1 + 2a + 3a^2)d1^197d2^71 + (3 + 1a + 3a^2)d1^198d2^71 + (2 + 0a + 3a^2)d1^199d2^71 + (1 + 4a + 0a^2)d1^200d2^71 + (3 + 0a + 0a^2)d1^201d2^71 + (2 + 2a + 4a^2)d1^202d2^71 + (0 + 1a + 3a^2)d1^203d2^71 + (3 + 0a + 4a^2)d1^204d2^71 + (0 + 4a + 2a^2)d1^205d2^71 + (2 + 0a + 3a^2)d1^206d2^71 + (0 + 0a + 4a^2)d1^207d2^71 + (4 + 3a + 1a^2)d1^208d2^71 + (1 + 0a + 0a^2)d1^210d2^71 + (0 + 1a + 3a^2)d1^211d2^71 + (0 + 3a + 1a^2)d1^212d2^71 + (0 + 3a + 1a^2)d1^213d2^71 + (0 + 2a + 1a^2)d1^214d2^71 + (0 + 3a + 0a^2)d1^215d2^71 + (2 + 4a + 1a^2)d1^216d2^71 + (3 + 1a + 4a^2)d1^217d2^71 + (3 + 3a + 0a^2)d1^218d2^71 + (2 + 0a + 0a^2)d1^219d2^71 + (4 + 0a + 4a^2)d1^220d2^71 + (3 + 2a + 1a^2)d1^221d2^71 + (1 + 3a + 4a^2)d1^222d2^71 + (2 + 4a + 1a^2)d1^223d2^71 + (2 + 3a + 4a^2)d1^224d2^71 + (1 + 3a + 1a^2)d1^225d2^71 + (3 + 0a + 3a^2)d1^226d2^71 + (2 + 1a + 3a^2)d1^227d2^71 + (2 + 0a + 4a^2)d1^228d2^71 + (1 + 4a + 4a^2)d1^229d2^71 + (3 + 4a + 0a^2)d1^231d2^71 + (0 + 0a + 1a^2)d1^232d2^71 + (1 + 1a + 2a^2)d1^233d2^71 + (3 + 2a + 4a^2)d1^234d2^71 + (4 + 3a + 1a^2)d1^235d2^71 + (2 + 2a + 4a^2)d1^236d2^71 + (4 + 1a + 4a^2)d1^237d2^71 + (2 + 1a + 2a^2)d1^238d2^71 + (0 + 3a + 3a^2)d1^239d2^71 + (4 + 1a + 1a^2)d1^240d2^71 + (1 + 3a + 4a^2)d1^241d2^71 + (0 + 2a + 2a^2)d1^242d2^71 + (2 + 3a + 1a^2)d1^243d2^71 + (3 + 4a + 0a^2)d1^244d2^71 + (4 + 1a + 1a^2)d1^245d2^71 + (2 + 0a + 4a^2)d1^246d2^71 + (2 + 3a + 3a^2)d1^247d2^71 + (4 + 1a + 2a^2)d1^248d2^71 + (1 + 0a + 0a^2)d1^249d2^71 + (4 + 0a + 1a^2)d1^250d2^71 + (3 + 3a + 1a^2)d1^251d2^71 + (3 + 2a + 3a^2)d1^252d2^71 + (3 + 2a + 4a^2)d1^253d2^71 + (0 + 2a + 3a^2)d1^254d2^71 + (0 + 2a + 3a^2)d1^255d2^71 + (3 + 0a + 1a^2)d1^256d2^71 + (0 + 3a + 1a^2)d1^257d2^71 + (3 + 4a + 0a^2)d1^258d2^71 + (0 + 4a + 3a^2)d1^259d2^71 + (1 + 4a + 4a^2)d1^260d2^71 + (1 + 3a + 0a^2)d1^261d2^71 + (0 + 3a + 2a^2)d1^262d2^71 + (0 + 0a + 4a^2)d1^263d2^71 + (1 + 0a + 1a^2)d1^264d2^71 + (1 + 1a + 0a^2)d1^265d2^71 + (1 + 2a + 1a^2)d1^266d2^71 + (4 + 3a + 4a^2)d1^267d2^71 + (0 + 4a + 0a^2)d1^268d2^71 + (3 + 0a + 0a^2)d1^269d2^71 + (0 + 1a + 3a^2)d1^270d2^71 + (4 + 4a + 2a^2)d1^271d2^71 + (3 + 1a + 0a^2)d1^272d2^71 + (1 + 1a + 3a^2)d1^273d2^71 + (4 + 1a + 0a^2)d1^274d2^71 + (4 + 1a + 1a^2)d1^275d2^71 + (0 + 3a + 4a^2)d1^276d2^71 + (2 + 2a + 1a^2)d1^277d2^71 + (2 + 3a + 1a^2)d1^278d2^71 + (2 + 3a + 0a^2)d1^279d2^71 + (1 + 1a + 4a^2)d1^280d2^71 + (3 + 2a + 1a^2)d1^281d2^71 + (1 + 1a + 3a^2)d1^282d2^71 + (4 + 3a + 3a^2)d1^283d2^71 + (0 + 3a + 1a^2)d1^284d2^71 + (4 + 2a + 0a^2)d1^285d2^71 + (1 + 3a + 2a^2)d1^286d2^71 + (1 + 0a + 2a^2)d1^287d2^71 + (2 + 4a + 2a^2)d1^288d2^71 + (2 + 2a + 4a^2)d1^289d2^71 + (0 + 4a + 0a^2)d1^290d2^71 + (4 + 4a + 4a^2)d1^291d2^71 + (0 + 2a + 4a^2)d1^292d2^71 + (2 + 0a + 2a^2)d1^293d2^71 + (1 + 1a + 3a^2)d2^72 + (2 + 1a + 2a^2)d1^1d2^72 + (2 + 2a + 1a^2)d1^2d2^72 + (0 + 4a + 3a^2)d1^4d2^72 + (2 + 0a + 2a^2)d1^5d2^72 + (0 + 2a + 1a^2)d1^6d2^72 + (3 + 4a + 4a^2)d1^7d2^72 + (0 + 4a + 4a^2)d1^8d2^72 + (3 + 2a + 2a^2)d1^9d2^72 + (2 + 1a + 2a^2)d1^10d2^72 + (2 + 3a + 2a^2)d1^11d2^72 + (4 + 4a + 3a^2)d1^12d2^72 + (1 + 2a + 4a^2)d1^13d2^72 + (2 + 4a + 4a^2)d1^14d2^72 + (1 + 2a + 3a^2)d1^15d2^72 + (1 + 2a + 3a^2)d1^16d2^72 + (0 + 2a + 3a^2)d1^17d2^72 + (2 + 2a + 4a^2)d1^18d2^72 + (2 + 1a + 2a^2)d1^19d2^72 + (0 + 0a + 2a^2)d1^20d2^72 + (2 + 1a + 1a^2)d1^21d2^72 + (3 + 3a + 3a^2)d1^22d2^72 + (1 + 2a + 4a^2)d1^23d2^72 + (3 + 3a + 4a^2)d1^24d2^72 + (3 + 1a + 4a^2)d1^25d2^72 + (2 + 0a + 2a^2)d1^26d2^72 + (4 + 3a + 2a^2)d1^27d2^72 + (0 + 0a + 3a^2)d1^28d2^72 + (3 + 1a + 0a^2)d1^29d2^72 + (0 + 1a + 3a^2)d1^30d2^72 + (4 + 1a + 4a^2)d1^31d2^72 + (2 + 3a + 0a^2)d1^32d2^72 + (0 + 2a + 4a^2)d1^33d2^72 + (2 + 2a + 1a^2)d1^34d2^72 + (3 + 0a + 1a^2)d1^35d2^72 + (2 + 0a + 3a^2)d1^36d2^72 + (1 + 1a + 2a^2)d1^37d2^72 + (4 + 0a + 3a^2)d1^38d2^72 + (3 + 2a + 1a^2)d1^39d2^72 + (1 + 1a + 0a^2)d1^40d2^72 + (4 + 4a + 1a^2)d1^41d2^72 + (4 + 3a + 1a^2)d1^42d2^72 + (2 + 1a + 0a^2)d1^43d2^72 + (0 + 1a + 4a^2)d1^44d2^72 + (0 + 4a + 0a^2)d1^45d2^72 + (3 + 1a + 3a^2)d1^46d2^72 + (1 + 4a + 2a^2)d1^47d2^72 + (4 + 4a + 2a^2)d1^48d2^72 + (3 + 4a + 2a^2)d1^49d2^72 + (1 + 0a + 2a^2)d1^50d2^72 + (1 + 4a + 0a^2)d1^51d2^72 + (3 + 2a + 0a^2)d1^52d2^72 + (4 + 3a + 1a^2)d1^53d2^72 + (1 + 4a + 3a^2)d1^54d2^72 + (0 + 1a + 3a^2)d1^55d2^72 + (0 + 4a + 3a^2)d1^56d2^72 + (1 + 3a + 3a^2)d1^57d2^72 + (2 + 3a + 2a^2)d1^58d2^72 + (1 + 1a + 2a^2)d1^59d2^72 + (3 + 4a + 1a^2)d1^60d2^72 + (2 + 2a + 4a^2)d1^61d2^72 + (4 + 2a + 0a^2)d1^62d2^72 + (3 + 4a + 2a^2)d1^63d2^72 + (0 + 4a + 4a^2)d1^64d2^72 + (1 + 4a + 0a^2)d1^65d2^72 + (3 + 1a + 4a^2)d1^66d2^72 + (3 + 0a + 2a^2)d1^67d2^72 + (2 + 0a + 2a^2)d1^68d2^72 + (4 + 4a + 2a^2)d1^69d2^72 + (1 + 2a + 3a^2)d1^70d2^72 + (0 + 0a + 2a^2)d1^71d2^72 + (0 + 4a + 2a^2)d1^72d2^72 + (1 + 4a + 4a^2)d1^73d2^72 + (0 + 4a + 1a^2)d1^74d2^72 + (4 + 1a + 3a^2)d1^75d2^72 + (2 + 2a + 3a^2)d1^76d2^72 + (4 + 0a + 0a^2)d1^77d2^72 + (2 + 2a + 4a^2)d1^78d2^72 + (1 + 3a + 3a^2)d1^79d2^72 + (1 + 4a + 0a^2)d1^80d2^72 + (3 + 2a + 3a^2)d1^81d2^72 + (0 + 4a + 2a^2)d1^82d2^72 + (3 + 1a + 2a^2)d1^83d2^72 + (3 + 0a + 3a^2)d1^84d2^72 + (3 + 1a + 0a^2)d1^85d2^72 + (1 + 0a + 0a^2)d1^86d2^72 + (0 + 2a + 1a^2)d1^87d2^72 + (0 + 4a + 1a^2)d1^88d2^72 + (1 + 1a + 4a^2)d1^89d2^72 + (3 + 3a + 2a^2)d1^90d2^72 + (0 + 3a + 0a^2)d1^91d2^72 + (3 + 0a + 4a^2)d1^92d2^72 + (0 + 0a + 1a^2)d1^93d2^72 + (1 + 4a + 1a^2)d1^94d2^72 + (0 + 0a + 1a^2)d1^95d2^72 + (3 + 1a + 0a^2)d1^96d2^72 + (2 + 0a + 1a^2)d1^97d2^72 + (3 + 3a + 3a^2)d1^98d2^72 + (2 + 3a + 1a^2)d1^99d2^72 + (3 + 4a + 1a^2)d1^100d2^72 + (4 + 0a + 2a^2)d1^101d2^72 + (3 + 1a + 0a^2)d1^102d2^72 + (4 + 0a + 3a^2)d1^103d2^72 + (0 + 0a + 1a^2)d1^104d2^72 + (3 + 0a + 4a^2)d1^105d2^72 + (3 + 4a + 1a^2)d1^107d2^72 + (2 + 2a + 3a^2)d1^108d2^72 + (0 + 2a + 2a^2)d1^109d2^72 + (4 + 0a + 2a^2)d1^110d2^72 + (2 + 4a + 2a^2)d1^111d2^72 + (0 + 3a + 3a^2)d1^112d2^72 + (1 + 1a + 1a^2)d1^113d2^72 + (1 + 2a + 0a^2)d1^114d2^72 + (2 + 4a + 2a^2)d1^115d2^72 + (2 + 1a + 1a^2)d1^116d2^72 + (4 + 2a + 0a^2)d1^117d2^72 + (3 + 2a + 4a^2)d1^118d2^72 + (0 + 2a + 3a^2)d1^119d2^72 + (0 + 2a + 4a^2)d1^120d2^72 + (2 + 0a + 0a^2)d1^121d2^72 + (0 + 2a + 2a^2)d1^122d2^72 + (4 + 2a + 1a^2)d1^123d2^72 + (0 + 1a + 2a^2)d1^124d2^72 + (3 + 3a + 2a^2)d1^125d2^72 + (0 + 0a + 2a^2)d1^126d2^72 + (4 + 2a + 4a^2)d1^127d2^72 + (0 + 1a + 4a^2)d1^128d2^72 + (4 + 2a + 1a^2)d1^129d2^72 + (4 + 3a + 3a^2)d1^130d2^72 + (2 + 3a + 1a^2)d1^131d2^72 + (2 + 1a + 1a^2)d1^132d2^72 + (1 + 2a + 3a^2)d1^133d2^72 + (1 + 3a + 2a^2)d1^134d2^72 + (2 + 1a + 3a^2)d1^135d2^72 + (3 + 3a + 1a^2)d1^136d2^72 + (1 + 2a + 2a^2)d1^137d2^72 + (3 + 4a + 2a^2)d1^138d2^72 + (0 + 1a + 4a^2)d1^139d2^72 + (4 + 0a + 3a^2)d1^140d2^72 + (2 + 3a + 4a^2)d1^141d2^72 + (3 + 3a + 0a^2)d1^142d2^72 + (1 + 4a + 3a^2)d1^143d2^72 + (2 + 2a + 3a^2)d1^144d2^72 + (0 + 4a + 1a^2)d1^145d2^72 + (1 + 2a + 4a^2)d1^146d2^72 + (0 + 3a + 3a^2)d1^147d2^72 + (0 + 1a + 2a^2)d1^148d2^72 + (0 + 3a + 0a^2)d1^149d2^72 + (3 + 3a + 2a^2)d1^150d2^72 + (2 + 2a + 1a^2)d1^151d2^72 + (3 + 3a + 1a^2)d1^152d2^72 + (4 + 4a + 3a^2)d1^153d2^72 + (0 + 3a + 4a^2)d1^154d2^72 + (1 + 2a + 2a^2)d1^155d2^72 + (2 + 4a + 2a^2)d1^156d2^72 + (0 + 4a + 1a^2)d1^157d2^72 + (3 + 0a + 4a^2)d1^158d2^72 + (1 + 4a + 3a^2)d1^159d2^72 + (3 + 1a + 0a^2)d1^160d2^72 + (0 + 4a + 2a^2)d1^161d2^72 + (3 + 4a + 3a^2)d1^162d2^72 + (0 + 0a + 2a^2)d1^163d2^72 + (1 + 2a + 1a^2)d1^164d2^72 + (1 + 4a + 3a^2)d1^165d2^72 + (2 + 1a + 3a^2)d1^166d2^72 + (2 + 3a + 3a^2)d1^167d2^72 + (0 + 0a + 4a^2)d1^168d2^72 + (2 + 4a + 2a^2)d1^169d2^72 + (4 + 4a + 3a^2)d1^170d2^72 + (2 + 2a + 1a^2)d1^171d2^72 + (2 + 1a + 2a^2)d1^172d2^72 + (1 + 2a + 4a^2)d1^173d2^72 + (0 + 2a + 0a^2)d1^174d2^72 + (1 + 0a + 2a^2)d1^175d2^72 + (0 + 1a + 0a^2)d1^176d2^72 + (3 + 4a + 2a^2)d1^177d2^72 + (4 + 3a + 1a^2)d1^178d2^72 + (4 + 4a + 1a^2)d1^179d2^72 + (4 + 2a + 1a^2)d1^180d2^72 + (3 + 3a + 3a^2)d1^181d2^72 + (2 + 0a + 1a^2)d1^182d2^72 + (4 + 0a + 4a^2)d1^183d2^72 + (0 + 3a + 1a^2)d1^184d2^72 + (3 + 2a + 3a^2)d1^185d2^72 + (2 + 1a + 2a^2)d1^186d2^72 + (0 + 2a + 0a^2)d1^187d2^72 + (4 + 2a + 2a^2)d1^188d2^72 + (3 + 1a + 3a^2)d1^189d2^72 + (1 + 2a + 1a^2)d1^190d2^72 + (4 + 0a + 2a^2)d1^191d2^72 + (1 + 1a + 1a^2)d1^192d2^72 + (2 + 3a + 3a^2)d1^193d2^72 + (2 + 3a + 2a^2)d1^194d2^72 + (3 + 2a + 4a^2)d1^195d2^72 + (2 + 3a + 1a^2)d1^196d2^72 + (0 + 2a + 4a^2)d1^197d2^72 + (0 + 4a + 0a^2)d1^198d2^72 + (4 + 3a + 2a^2)d1^199d2^72 + (2 + 2a + 3a^2)d1^200d2^72 + (2 + 4a + 4a^2)d1^201d2^72 + (0 + 1a + 2a^2)d1^202d2^72 + (1 + 2a + 2a^2)d1^203d2^72 + (3 + 2a + 4a^2)d1^204d2^72 + (2 + 2a + 3a^2)d1^205d2^72 + (2 + 3a + 3a^2)d1^206d2^72 + (1 + 1a + 1a^2)d1^207d2^72 + (1 + 4a + 3a^2)d1^208d2^72 + (1 + 4a + 1a^2)d1^209d2^72 + (3 + 1a + 2a^2)d1^210d2^72 + (0 + 4a + 3a^2)d1^211d2^72 + (2 + 3a + 0a^2)d1^212d2^72 + (0 + 2a + 2a^2)d1^213d2^72 + (3 + 1a + 4a^2)d1^214d2^72 + (3 + 3a + 3a^2)d1^215d2^72 + (4 + 1a + 4a^2)d1^216d2^72 + (2 + 2a + 4a^2)d1^217d2^72 + (2 + 3a + 4a^2)d1^218d2^72 + (4 + 3a + 4a^2)d1^219d2^72 + (1 + 1a + 1a^2)d1^220d2^72 + (4 + 3a + 1a^2)d1^221d2^72 + (3 + 3a + 0a^2)d1^222d2^72 + (4 + 4a + 4a^2)d1^223d2^72 + (1 + 0a + 0a^2)d1^224d2^72 + (2 + 3a + 2a^2)d1^225d2^72 + (0 + 2a + 0a^2)d1^226d2^72 + (0 + 2a + 0a^2)d1^227d2^72 + (0 + 1a + 2a^2)d1^228d2^72 + (3 + 2a + 3a^2)d1^229d2^72 + (2 + 0a + 2a^2)d1^230d2^72 + (2 + 4a + 1a^2)d1^231d2^72 + (4 + 4a + 2a^2)d1^232d2^72 + (0 + 1a + 1a^2)d1^233d2^72 + (2 + 4a + 1a^2)d1^234d2^72 + (4 + 3a + 3a^2)d1^235d2^72 + (0 + 3a + 0a^2)d1^236d2^72 + (3 + 4a + 0a^2)d1^237d2^72 + (4 + 0a + 0a^2)d1^238d2^72 + (4 + 0a + 3a^2)d1^239d2^72 + (3 + 0a + 0a^2)d1^240d2^72 + (3 + 4a + 4a^2)d1^241d2^72 + (0 + 2a + 0a^2)d1^242d2^72 + (0 + 0a + 2a^2)d1^243d2^72 + (4 + 0a + 2a^2)d1^244d2^72 + (3 + 4a + 1a^2)d1^245d2^72 + (3 + 3a + 0a^2)d1^246d2^72 + (2 + 0a + 1a^2)d1^247d2^72 + (4 + 4a + 2a^2)d1^249d2^72 + (0 + 3a + 2a^2)d1^250d2^72 + (1 + 1a + 4a^2)d1^251d2^72 + (2 + 4a + 3a^2)d1^252d2^72 + (3 + 3a + 2a^2)d1^253d2^72 + (1 + 0a + 3a^2)d1^254d2^72 + (2 + 3a + 2a^2)d1^255d2^72 + (3 + 1a + 0a^2)d1^256d2^72 + (2 + 2a + 2a^2)d1^257d2^72 + (2 + 0a + 0a^2)d1^258d2^72 + (2 + 4a + 3a^2)d1^259d2^72 + (2 + 0a + 1a^2)d1^260d2^72 + (0 + 2a + 0a^2)d1^261d2^72 + (3 + 0a + 4a^2)d1^262d2^72 + (0 + 1a + 4a^2)d1^263d2^72 + (4 + 1a + 2a^2)d1^264d2^72 + (3 + 4a + 2a^2)d1^265d2^72 + (0 + 4a + 1a^2)d1^266d2^72 + (4 + 4a + 0a^2)d1^267d2^72 + (2 + 2a + 3a^2)d1^268d2^72 + (0 + 3a + 2a^2)d1^269d2^72 + (4 + 3a + 4a^2)d1^270d2^72 + (1 + 0a + 1a^2)d1^271d2^72 + (0 + 4a + 4a^2)d1^272d2^72 + (4 + 2a + 2a^2)d1^273d2^72 + (3 + 1a + 0a^2)d1^274d2^72 + (2 + 2a + 4a^2)d1^275d2^72 + (3 + 0a + 1a^2)d1^276d2^72 + (4 + 2a + 0a^2)d1^277d2^72 + (0 + 3a + 2a^2)d1^278d2^72 + (2 + 0a + 0a^2)d1^279d2^72 + (3 + 0a + 4a^2)d1^280d2^72 + (3 + 3a + 0a^2)d1^281d2^72 + (3 + 4a + 4a^2)d1^282d2^72 + (1 + 4a + 3a^2)d1^283d2^72 + (2 + 1a + 2a^2)d1^284d2^72 + (1 + 1a + 4a^2)d1^285d2^72 + (3 + 0a + 1a^2)d1^286d2^72 + (2 + 3a + 0a^2)d1^287d2^72 + (4 + 1a + 4a^2)d1^288d2^72 + (0 + 2a + 4a^2)d1^289d2^72 + (1 + 1a + 0a^2)d1^290d2^72 + (0 + 1a + 3a^2)d1^291d2^72 + (4 + 3a + 2a^2)d1^292d2^72 + (3 + 1a + 0a^2)d1^293d2^72 + (3 + 2a + 1a^2)d2^73 + (0 + 0a + 4a^2)d1^1d2^73 + (4 + 2a + 4a^2)d1^2d2^73 + (1 + 1a + 3a^2)d1^3d2^73 + (2 + 4a + 2a^2)d1^4d2^73 + (4 + 2a + 1a^2)d1^5d2^73 + (0 + 0a + 4a^2)d1^6d2^73 + (1 + 3a + 2a^2)d1^7d2^73 + (4 + 4a + 3a^2)d1^8d2^73 + (2 + 1a + 0a^2)d1^9d2^73 + (1 + 3a + 0a^2)d1^10d2^73 + (2 + 2a + 4a^2)d1^11d2^73 + (1 + 3a + 0a^2)d1^12d2^73 + (3 + 4a + 2a^2)d1^13d2^73 + (2 + 4a + 4a^2)d1^14d2^73 + (0 + 4a + 4a^2)d1^15d2^73 + (4 + 0a + 0a^2)d1^16d2^73 + (1 + 2a + 3a^2)d1^17d2^73 + (0 + 2a + 3a^2)d1^18d2^73 + (4 + 2a + 1a^2)d1^19d2^73 + (3 + 2a + 3a^2)d1^20d2^73 + (2 + 4a + 1a^2)d1^21d2^73 + (4 + 1a + 0a^2)d1^22d2^73 + (0 + 4a + 4a^2)d1^23d2^73 + (0 + 0a + 2a^2)d1^24d2^73 + (0 + 4a + 4a^2)d1^25d2^73 + (1 + 0a + 0a^2)d1^26d2^73 + (1 + 1a + 4a^2)d1^27d2^73 + (4 + 0a + 4a^2)d1^28d2^73 + (2 + 2a + 4a^2)d1^29d2^73 + (4 + 2a + 2a^2)d1^30d2^73 + (1 + 2a + 4a^2)d1^31d2^73 + (2 + 0a + 2a^2)d1^32d2^73 + (2 + 0a + 0a^2)d1^33d2^73 + (4 + 4a + 4a^2)d1^34d2^73 + (4 + 2a + 3a^2)d1^35d2^73 + (4 + 1a + 0a^2)d1^36d2^73 + (2 + 0a + 0a^2)d1^37d2^73 + (2 + 4a + 0a^2)d1^38d2^73 + (2 + 1a + 3a^2)d1^39d2^73 + (2 + 4a + 4a^2)d1^40d2^73 + (1 + 0a + 1a^2)d1^41d2^73 + (3 + 3a + 4a^2)d1^42d2^73 + (3 + 1a + 1a^2)d1^43d2^73 + (4 + 0a + 2a^2)d1^44d2^73 + (0 + 0a + 4a^2)d1^45d2^73 + (4 + 1a + 2a^2)d1^47d2^73 + (4 + 3a + 2a^2)d1^48d2^73 + (2 + 2a + 0a^2)d1^49d2^73 + (1 + 0a + 2a^2)d1^50d2^73 + (1 + 1a + 4a^2)d1^51d2^73 + (0 + 1a + 3a^2)d1^52d2^73 + (0 + 0a + 3a^2)d1^53d2^73 + (2 + 1a + 0a^2)d1^54d2^73 + (0 + 2a + 2a^2)d1^55d2^73 + (1 + 4a + 4a^2)d1^56d2^73 + (3 + 4a + 3a^2)d1^57d2^73 + (2 + 3a + 0a^2)d1^58d2^73 + (4 + 3a + 0a^2)d1^59d2^73 + (4 + 4a + 2a^2)d1^60d2^73 + (1 + 1a + 4a^2)d1^61d2^73 + (0 + 0a + 3a^2)d1^62d2^73 + (4 + 3a + 4a^2)d1^63d2^73 + (0 + 1a + 2a^2)d1^64d2^73 + (2 + 3a + 0a^2)d1^65d2^73 + (3 + 4a + 2a^2)d1^66d2^73 + (0 + 3a + 1a^2)d1^67d2^73 + (2 + 2a + 3a^2)d1^68d2^73 + (4 + 2a + 4a^2)d1^69d2^73 + (0 + 0a + 3a^2)d1^70d2^73 + (0 + 3a + 0a^2)d1^71d2^73 + (0 + 3a + 1a^2)d1^72d2^73 + (2 + 0a + 4a^2)d1^73d2^73 + (2 + 1a + 4a^2)d1^74d2^73 + (4 + 3a + 3a^2)d1^75d2^73 + (4 + 1a + 2a^2)d1^76d2^73 + (3 + 3a + 1a^2)d1^77d2^73 + (3 + 1a + 4a^2)d1^78d2^73 + (1 + 1a + 1a^2)d1^79d2^73 + (2 + 0a + 2a^2)d1^80d2^73 + (4 + 0a + 1a^2)d1^81d2^73 + (3 + 1a + 3a^2)d1^82d2^73 + (0 + 4a + 1a^2)d1^83d2^73 + (3 + 2a + 1a^2)d1^84d2^73 + (4 + 4a + 2a^2)d1^85d2^73 + (4 + 2a + 3a^2)d1^86d2^73 + (4 + 2a + 3a^2)d1^87d2^73 + (1 + 4a + 2a^2)d1^88d2^73 + (4 + 2a + 3a^2)d1^89d2^73 + (3 + 0a + 0a^2)d1^90d2^73 + (0 + 2a + 2a^2)d1^91d2^73 + (0 + 0a + 4a^2)d1^92d2^73 + (1 + 1a + 4a^2)d1^93d2^73 + (4 + 4a + 4a^2)d1^94d2^73 + (1 + 4a + 4a^2)d1^95d2^73 + (4 + 4a + 3a^2)d1^96d2^73 + (0 + 0a + 4a^2)d1^97d2^73 + (3 + 2a + 4a^2)d1^98d2^73 + (3 + 1a + 1a^2)d1^99d2^73 + (3 + 1a + 0a^2)d1^100d2^73 + (3 + 3a + 0a^2)d1^101d2^73 + (3 + 4a + 4a^2)d1^102d2^73 + (3 + 1a + 3a^2)d1^103d2^73 + (3 + 4a + 4a^2)d1^104d2^73 + (0 + 4a + 0a^2)d1^105d2^73 + (3 + 4a + 4a^2)d1^106d2^73 + (0 + 1a + 4a^2)d1^107d2^73 + (4 + 1a + 0a^2)d1^108d2^73 + (2 + 3a + 2a^2)d1^109d2^73 + (0 + 3a + 1a^2)d1^110d2^73 + (0 + 0a + 3a^2)d1^111d2^73 + (4 + 2a + 0a^2)d1^112d2^73 + (2 + 1a + 0a^2)d1^113d2^73 + (3 + 0a + 3a^2)d1^114d2^73 + (0 + 2a + 1a^2)d1^115d2^73 + (1 + 2a + 1a^2)d1^116d2^73 + (3 + 1a + 4a^2)d1^117d2^73 + (3 + 2a + 2a^2)d1^118d2^73 + (4 + 0a + 3a^2)d1^119d2^73 + (1 + 4a + 1a^2)d1^120d2^73 + (1 + 4a + 4a^2)d1^121d2^73 + (4 + 2a + 0a^2)d1^122d2^73 + (1 + 3a + 2a^2)d1^123d2^73 + (3 + 1a + 3a^2)d1^124d2^73 + (3 + 3a + 3a^2)d1^125d2^73 + (0 + 1a + 1a^2)d1^126d2^73 + (0 + 2a + 1a^2)d1^127d2^73 + (4 + 1a + 4a^2)d1^128d2^73 + (4 + 4a + 1a^2)d1^129d2^73 + (1 + 0a + 4a^2)d1^130d2^73 + (1 + 4a + 3a^2)d1^131d2^73 + (0 + 1a + 1a^2)d1^132d2^73 + (0 + 2a + 0a^2)d1^133d2^73 + (1 + 0a + 4a^2)d1^134d2^73 + (2 + 3a + 3a^2)d1^135d2^73 + (4 + 4a + 1a^2)d1^136d2^73 + (4 + 0a + 1a^2)d1^137d2^73 + (0 + 2a + 1a^2)d1^138d2^73 + (2 + 0a + 4a^2)d1^139d2^73 + (2 + 1a + 2a^2)d1^140d2^73 + (3 + 1a + 4a^2)d1^141d2^73 + (4 + 1a + 2a^2)d1^142d2^73 + (3 + 2a + 2a^2)d1^143d2^73 + (3 + 4a + 4a^2)d1^145d2^73 + (4 + 0a + 4a^2)d1^146d2^73 + (1 + 3a + 4a^2)d1^147d2^73 + (3 + 4a + 3a^2)d1^148d2^73 + (4 + 4a + 0a^2)d1^149d2^73 + (4 + 4a + 2a^2)d1^150d2^73 + (0 + 3a + 2a^2)d1^151d2^73 + (0 + 3a + 0a^2)d1^152d2^73 + (2 + 2a + 3a^2)d1^153d2^73 + (0 + 4a + 0a^2)d1^154d2^73 + (0 + 3a + 0a^2)d1^155d2^73 + (1 + 4a + 4a^2)d1^156d2^73 + (3 + 1a + 0a^2)d1^157d2^73 + (3 + 4a + 1a^2)d1^158d2^73 + (1 + 1a + 4a^2)d1^159d2^73 + (0 + 4a + 4a^2)d1^160d2^73 + (1 + 1a + 0a^2)d1^161d2^73 + (1 + 3a + 2a^2)d1^162d2^73 + (1 + 2a + 3a^2)d1^163d2^73 + (1 + 1a + 2a^2)d1^164d2^73 + (0 + 4a + 1a^2)d1^165d2^73 + (1 + 0a + 1a^2)d1^166d2^73 + (1 + 1a + 1a^2)d1^167d2^73 + (4 + 1a + 1a^2)d1^168d2^73 + (0 + 0a + 4a^2)d1^169d2^73 + (0 + 0a + 2a^2)d1^170d2^73 + (1 + 0a + 2a^2)d1^171d2^73 + (3 + 2a + 1a^2)d1^172d2^73 + (0 + 0a + 3a^2)d1^173d2^73 + (4 + 2a + 3a^2)d1^174d2^73 + (0 + 2a + 0a^2)d1^175d2^73 + (4 + 0a + 3a^2)d1^176d2^73 + (3 + 2a + 4a^2)d1^177d2^73 + (1 + 0a + 1a^2)d1^178d2^73 + (4 + 2a + 1a^2)d1^179d2^73 + (3 + 2a + 3a^2)d1^180d2^73 + (0 + 4a + 3a^2)d1^181d2^73 + (0 + 3a + 1a^2)d1^182d2^73 + (2 + 3a + 2a^2)d1^183d2^73 + (3 + 2a + 2a^2)d1^184d2^73 + (2 + 3a + 4a^2)d1^185d2^73 + (1 + 2a + 1a^2)d1^186d2^73 + (4 + 0a + 4a^2)d1^187d2^73 + (3 + 3a + 1a^2)d1^188d2^73 + (2 + 4a + 1a^2)d1^189d2^73 + (3 + 1a + 2a^2)d1^190d2^73 + (3 + 3a + 0a^2)d1^191d2^73 + (2 + 3a + 3a^2)d1^192d2^73 + (4 + 3a + 2a^2)d1^193d2^73 + (0 + 3a + 2a^2)d1^194d2^73 + (4 + 4a + 4a^2)d1^195d2^73 + (0 + 0a + 3a^2)d1^196d2^73 + (0 + 3a + 1a^2)d1^197d2^73 + (4 + 0a + 0a^2)d1^198d2^73 + (1 + 4a + 1a^2)d1^199d2^73 + (1 + 1a + 4a^2)d1^200d2^73 + (4 + 2a + 1a^2)d1^201d2^73 + (3 + 0a + 0a^2)d1^202d2^73 + (0 + 0a + 2a^2)d1^203d2^73 + (3 + 2a + 1a^2)d1^204d2^73 + (4 + 0a + 0a^2)d1^205d2^73 + (2 + 2a + 2a^2)d1^206d2^73 + (3 + 3a + 3a^2)d1^207d2^73 + (3 + 2a + 0a^2)d1^208d2^73 + (2 + 3a + 1a^2)d1^209d2^73 + (4 + 0a + 4a^2)d1^210d2^73 + (3 + 4a + 3a^2)d1^212d2^73 + (1 + 3a + 3a^2)d1^213d2^73 + (3 + 1a + 1a^2)d1^214d2^73 + (0 + 2a + 0a^2)d1^215d2^73 + (4 + 2a + 4a^2)d1^216d2^73 + (0 + 4a + 4a^2)d1^217d2^73 + (2 + 4a + 1a^2)d1^218d2^73 + (0 + 4a + 0a^2)d1^219d2^73 + (0 + 3a + 3a^2)d1^220d2^73 + (4 + 3a + 2a^2)d1^221d2^73 + (2 + 2a + 4a^2)d1^222d2^73 + (0 + 2a + 2a^2)d1^223d2^73 + (2 + 0a + 0a^2)d1^224d2^73 + (0 + 2a + 4a^2)d1^225d2^73 + (4 + 1a + 3a^2)d1^226d2^73 + (1 + 1a + 2a^2)d1^227d2^73 + (1 + 4a + 4a^2)d1^228d2^73 + (0 + 0a + 4a^2)d1^229d2^73 + (1 + 0a + 1a^2)d1^230d2^73 + (4 + 4a + 3a^2)d1^231d2^73 + (0 + 1a + 2a^2)d1^232d2^73 + (3 + 4a + 1a^2)d1^233d2^73 + (3 + 4a + 4a^2)d1^234d2^73 + (4 + 1a + 0a^2)d1^235d2^73 + (1 + 1a + 1a^2)d1^236d2^73 + (0 + 1a + 2a^2)d1^237d2^73 + (1 + 0a + 4a^2)d1^238d2^73 + (3 + 3a + 0a^2)d1^239d2^73 + (4 + 4a + 2a^2)d1^240d2^73 + (0 + 0a + 2a^2)d1^241d2^73 + (3 + 1a + 4a^2)d1^242d2^73 + (4 + 3a + 1a^2)d1^243d2^73 + (2 + 4a + 2a^2)d1^244d2^73 + (0 + 4a + 0a^2)d1^245d2^73 + (1 + 4a + 0a^2)d1^246d2^73 + (0 + 3a + 2a^2)d1^247d2^73 + (1 + 3a + 2a^2)d1^248d2^73 + (1 + 1a + 2a^2)d1^249d2^73 + (0 + 2a + 0a^2)d1^250d2^73 + (3 + 2a + 0a^2)d1^251d2^73 + (1 + 2a + 0a^2)d1^252d2^73 + (2 + 3a + 0a^2)d1^253d2^73 + (4 + 1a + 3a^2)d1^254d2^73 + (2 + 0a + 4a^2)d1^255d2^73 + (2 + 0a + 4a^2)d1^256d2^73 + (1 + 0a + 3a^2)d1^257d2^73 + (0 + 0a + 2a^2)d1^258d2^73 + (0 + 0a + 1a^2)d1^259d2^73 + (3 + 0a + 3a^2)d1^260d2^73 + (3 + 4a + 1a^2)d1^261d2^73 + (4 + 3a + 0a^2)d1^262d2^73 + (2 + 3a + 0a^2)d1^263d2^73 + (2 + 0a + 4a^2)d1^264d2^73 + (3 + 0a + 3a^2)d1^265d2^73 + (1 + 3a + 2a^2)d1^266d2^73 + (2 + 4a + 1a^2)d1^267d2^73 + (3 + 2a + 0a^2)d1^268d2^73 + (1 + 1a + 2a^2)d1^269d2^73 + (2 + 0a + 4a^2)d1^270d2^73 + (3 + 0a + 2a^2)d1^271d2^73 + (2 + 0a + 2a^2)d1^272d2^73 + (2 + 0a + 3a^2)d1^273d2^73 + (0 + 3a + 0a^2)d1^274d2^73 + (0 + 3a + 3a^2)d1^275d2^73 + (0 + 4a + 4a^2)d1^276d2^73 + (1 + 1a + 1a^2)d1^277d2^73 + (1 + 0a + 0a^2)d1^278d2^73 + (4 + 3a + 3a^2)d1^279d2^73 + (2 + 2a + 0a^2)d1^280d2^73 + (0 + 4a + 0a^2)d1^281d2^73 + (2 + 3a + 3a^2)d1^282d2^73 + (4 + 3a + 3a^2)d1^283d2^73 + (4 + 1a + 4a^2)d1^284d2^73 + (2 + 4a + 2a^2)d1^285d2^73 + (2 + 0a + 1a^2)d1^286d2^73 + (3 + 0a + 0a^2)d1^287d2^73 + (1 + 4a + 4a^2)d1^288d2^73 + (0 + 4a + 2a^2)d1^289d2^73 + (2 + 0a + 1a^2)d1^290d2^73 + (2 + 1a + 2a^2)d1^291d2^73 + (1 + 2a + 2a^2)d1^292d2^73 + (2 + 3a + 3a^2)d1^293d2^73 + (0 + 3a + 3a^2)d2^74 + (3 + 2a + 3a^2)d1^1d2^74 + (4 + 3a + 3a^2)d1^2d2^74 + (4 + 4a + 3a^2)d1^3d2^74 + (1 + 1a + 2a^2)d1^4d2^74 + (2 + 0a + 3a^2)d1^5d2^74 + (0 + 2a + 0a^2)d1^6d2^74 + (3 + 3a + 0a^2)d1^7d2^74 + (2 + 0a + 0a^2)d1^8d2^74 + (2 + 4a + 2a^2)d1^9d2^74 + (4 + 4a + 1a^2)d1^10d2^74 + (0 + 3a + 3a^2)d1^11d2^74 + (1 + 3a + 3a^2)d1^12d2^74 + (1 + 4a + 3a^2)d1^13d2^74 + (1 + 2a + 0a^2)d1^14d2^74 + (0 + 1a + 0a^2)d1^15d2^74 + (1 + 1a + 2a^2)d1^16d2^74 + (0 + 0a + 2a^2)d1^17d2^74 + (3 + 0a + 4a^2)d1^18d2^74 + (2 + 2a + 4a^2)d1^20d2^74 + (3 + 0a + 4a^2)d1^21d2^74 + (3 + 0a + 3a^2)d1^22d2^74 + (2 + 1a + 3a^2)d1^23d2^74 + (1 + 2a + 0a^2)d1^24d2^74 + (1 + 1a + 2a^2)d1^25d2^74 + (3 + 0a + 4a^2)d1^26d2^74 + (3 + 4a + 1a^2)d1^27d2^74 + (4 + 3a + 4a^2)d1^28d2^74 + (1 + 2a + 1a^2)d1^29d2^74 + (2 + 2a + 0a^2)d1^31d2^74 + (2 + 3a + 0a^2)d1^32d2^74 + (2 + 1a + 1a^2)d1^33d2^74 + (0 + 1a + 2a^2)d1^34d2^74 + (0 + 4a + 1a^2)d1^35d2^74 + (0 + 4a + 1a^2)d1^36d2^74 + (3 + 3a + 3a^2)d1^37d2^74 + (0 + 0a + 3a^2)d1^38d2^74 + (3 + 1a + 0a^2)d1^39d2^74 + (4 + 3a + 1a^2)d1^40d2^74 + (1 + 3a + 4a^2)d1^41d2^74 + (1 + 3a + 3a^2)d1^42d2^74 + (1 + 4a + 2a^2)d1^43d2^74 + (1 + 1a + 3a^2)d1^44d2^74 + (1 + 4a + 0a^2)d1^45d2^74 + (4 + 1a + 4a^2)d1^46d2^74 + (3 + 0a + 3a^2)d1^47d2^74 + (2 + 1a + 0a^2)d1^48d2^74 + (2 + 1a + 2a^2)d1^49d2^74 + (0 + 0a + 1a^2)d1^50d2^74 + (4 + 3a + 0a^2)d1^51d2^74 + (0 + 0a + 3a^2)d1^52d2^74 + (2 + 1a + 1a^2)d1^53d2^74 + (4 + 1a + 2a^2)d1^54d2^74 + (2 + 4a + 2a^2)d1^55d2^74 + (4 + 1a + 2a^2)d1^56d2^74 + (2 + 0a + 2a^2)d1^57d2^74 + (0 + 2a + 0a^2)d1^58d2^74 + (0 + 2a + 4a^2)d1^59d2^74 + (1 + 2a + 1a^2)d1^60d2^74 + (1 + 2a + 4a^2)d1^61d2^74 + (0 + 2a + 4a^2)d1^62d2^74 + (1 + 1a + 3a^2)d1^63d2^74 + (2 + 2a + 1a^2)d1^64d2^74 + (2 + 1a + 2a^2)d1^65d2^74 + (0 + 2a + 1a^2)d1^66d2^74 + (1 + 3a + 1a^2)d1^67d2^74 + (1 + 4a + 1a^2)d1^68d2^74 + (1 + 2a + 2a^2)d1^69d2^74 + (1 + 2a + 1a^2)d1^70d2^74 + (0 + 4a + 1a^2)d1^71d2^74 + (0 + 4a + 1a^2)d1^72d2^74 + (1 + 1a + 3a^2)d1^73d2^74 + (4 + 4a + 0a^2)d1^74d2^74 + (1 + 1a + 4a^2)d1^75d2^74 + (3 + 0a + 2a^2)d1^76d2^74 + (2 + 3a + 1a^2)d1^77d2^74 + (2 + 3a + 2a^2)d1^78d2^74 + (0 + 1a + 3a^2)d1^79d2^74 + (4 + 3a + 1a^2)d1^80d2^74 + (1 + 2a + 1a^2)d1^81d2^74 + (4 + 3a + 2a^2)d1^82d2^74 + (2 + 3a + 3a^2)d1^83d2^74 + (4 + 2a + 0a^2)d1^84d2^74 + (0 + 2a + 1a^2)d1^85d2^74 + (2 + 2a + 3a^2)d1^86d2^74 + (3 + 0a + 0a^2)d1^87d2^74 + (3 + 0a + 2a^2)d1^88d2^74 + (0 + 4a + 3a^2)d1^89d2^74 + (1 + 4a + 4a^2)d1^90d2^74 + (3 + 1a + 2a^2)d1^91d2^74 + (4 + 2a + 0a^2)d1^92d2^74 + (1 + 3a + 1a^2)d1^93d2^74 + (3 + 1a + 4a^2)d1^94d2^74 + (2 + 4a + 0a^2)d1^95d2^74 + (0 + 1a + 3a^2)d1^96d2^74 + (3 + 1a + 0a^2)d1^97d2^74 + (1 + 4a + 2a^2)d1^98d2^74 + (1 + 1a + 3a^2)d1^99d2^74 + (3 + 3a + 3a^2)d1^100d2^74 + (4 + 0a + 2a^2)d1^101d2^74 + (0 + 1a + 3a^2)d1^102d2^74 + (3 + 0a + 2a^2)d1^103d2^74 + (2 + 2a + 0a^2)d1^104d2^74 + (0 + 2a + 2a^2)d1^105d2^74 + (4 + 1a + 3a^2)d1^106d2^74 + (4 + 3a + 0a^2)d1^107d2^74 + (3 + 2a + 4a^2)d1^108d2^74 + (0 + 4a + 2a^2)d1^109d2^74 + (3 + 0a + 4a^2)d1^110d2^74 + (2 + 4a + 2a^2)d1^111d2^74 + (2 + 1a + 0a^2)d1^112d2^74 + (2 + 3a + 3a^2)d1^113d2^74 + (1 + 2a + 0a^2)d1^114d2^74 + (0 + 2a + 1a^2)d1^115d2^74 + (0 + 0a + 3a^2)d1^116d2^74 + (2 + 1a + 0a^2)d1^117d2^74 + (2 + 2a + 2a^2)d1^118d2^74 + (2 + 2a + 0a^2)d1^119d2^74 + (3 + 0a + 1a^2)d1^120d2^74 + (2 + 2a + 4a^2)d1^121d2^74 + (0 + 2a + 4a^2)d1^122d2^74 + (0 + 1a + 3a^2)d1^123d2^74 + (0 + 4a + 2a^2)d1^124d2^74 + (4 + 2a + 0a^2)d1^125d2^74 + (1 + 4a + 4a^2)d1^126d2^74 + (2 + 3a + 4a^2)d1^127d2^74 + (2 + 4a + 0a^2)d1^128d2^74 + (1 + 4a + 2a^2)d1^129d2^74 + (4 + 0a + 1a^2)d1^130d2^74 + (1 + 4a + 3a^2)d1^131d2^74 + (4 + 3a + 3a^2)d1^132d2^74 + (4 + 1a + 4a^2)d1^133d2^74 + (4 + 2a + 1a^2)d1^135d2^74 + (3 + 4a + 2a^2)d1^136d2^74 + (0 + 1a + 3a^2)d1^137d2^74 + (3 + 4a + 4a^2)d1^138d2^74 + (0 + 4a + 4a^2)d1^139d2^74 + (4 + 2a + 4a^2)d1^140d2^74 + (3 + 3a + 2a^2)d1^141d2^74 + (0 + 4a + 0a^2)d1^142d2^74 + (2 + 4a + 1a^2)d1^143d2^74 + (4 + 1a + 2a^2)d1^144d2^74 + (2 + 2a + 0a^2)d1^145d2^74 + (0 + 4a + 4a^2)d1^146d2^74 + (4 + 3a + 0a^2)d1^147d2^74 + (4 + 1a + 4a^2)d1^148d2^74 + (1 + 4a + 4a^2)d1^149d2^74 + (1 + 0a + 4a^2)d1^150d2^74 + (4 + 2a + 3a^2)d1^151d2^74 + (0 + 2a + 2a^2)d1^152d2^74 + (4 + 4a + 0a^2)d1^153d2^74 + (4 + 2a + 1a^2)d1^154d2^74 + (3 + 0a + 0a^2)d1^155d2^74 + (3 + 3a + 4a^2)d1^156d2^74 + (0 + 3a + 2a^2)d1^157d2^74 + (0 + 1a + 2a^2)d1^158d2^74 + (2 + 4a + 0a^2)d1^160d2^74 + (1 + 3a + 3a^2)d1^161d2^74 + (2 + 2a + 0a^2)d1^162d2^74 + (3 + 4a + 3a^2)d1^163d2^74 + (1 + 1a + 1a^2)d1^164d2^74 + (2 + 0a + 3a^2)d1^165d2^74 + (3 + 4a + 4a^2)d1^166d2^74 + (2 + 1a + 1a^2)d1^167d2^74 + (2 + 3a + 0a^2)d1^168d2^74 + (1 + 3a + 1a^2)d1^169d2^74 + (2 + 0a + 1a^2)d1^170d2^74 + (4 + 4a + 0a^2)d1^171d2^74 + (3 + 1a + 1a^2)d1^172d2^74 + (2 + 3a + 4a^2)d1^173d2^74 + (3 + 4a + 0a^2)d1^174d2^74 + (3 + 1a + 4a^2)d1^175d2^74 + (0 + 1a + 1a^2)d1^176d2^74 + (1 + 0a + 0a^2)d1^177d2^74 + (3 + 4a + 1a^2)d1^178d2^74 + (3 + 1a + 4a^2)d1^179d2^74 + (2 + 0a + 0a^2)d1^180d2^74 + (4 + 0a + 2a^2)d1^181d2^74 + (2 + 3a + 4a^2)d1^182d2^74 + (3 + 2a + 1a^2)d1^183d2^74 + (4 + 4a + 1a^2)d1^184d2^74 + (2 + 0a + 2a^2)d1^185d2^74 + (4 + 1a + 1a^2)d1^186d2^74 + (1 + 3a + 3a^2)d1^187d2^74 + (2 + 4a + 3a^2)d1^188d2^74 + (4 + 4a + 1a^2)d1^189d2^74 + (3 + 4a + 0a^2)d1^190d2^74 + (0 + 4a + 3a^2)d1^191d2^74 + (2 + 2a + 2a^2)d1^192d2^74 + (3 + 2a + 2a^2)d1^193d2^74 + (4 + 0a + 0a^2)d1^194d2^74 + (1 + 1a + 0a^2)d1^195d2^74 + (4 + 3a + 1a^2)d1^196d2^74 + (2 + 1a + 3a^2)d1^197d2^74 + (3 + 2a + 4a^2)d1^198d2^74 + (3 + 3a + 2a^2)d1^199d2^74 + (0 + 0a + 4a^2)d1^200d2^74 + (1 + 4a + 1a^2)d1^201d2^74 + (2 + 3a + 0a^2)d1^202d2^74 + (4 + 4a + 1a^2)d1^203d2^74 + (0 + 0a + 4a^2)d1^204d2^74 + (4 + 2a + 4a^2)d1^205d2^74 + (2 + 0a + 4a^2)d1^206d2^74 + (4 + 3a + 4a^2)d1^207d2^74 + (4 + 4a + 4a^2)d1^208d2^74 + (3 + 4a + 2a^2)d1^209d2^74 + (1 + 0a + 3a^2)d1^210d2^74 + (4 + 3a + 3a^2)d1^211d2^74 + (0 + 3a + 2a^2)d1^212d2^74 + (4 + 1a + 4a^2)d1^213d2^74 + (2 + 1a + 0a^2)d1^214d2^74 + (2 + 1a + 1a^2)d1^215d2^74 + (4 + 3a + 4a^2)d1^216d2^74 + (4 + 4a + 3a^2)d1^217d2^74 + (4 + 3a + 0a^2)d1^218d2^74 + (4 + 2a + 3a^2)d1^219d2^74 + (0 + 2a + 1a^2)d1^220d2^74 + (3 + 4a + 0a^2)d1^221d2^74 + (2 + 3a + 4a^2)d1^222d2^74 + (2 + 3a + 0a^2)d1^223d2^74 + (4 + 1a + 2a^2)d1^224d2^74 + (0 + 0a + 4a^2)d1^225d2^74 + (3 + 3a + 0a^2)d1^226d2^74 + (2 + 4a + 3a^2)d1^227d2^74 + (1 + 1a + 3a^2)d1^228d2^74 + (2 + 3a + 1a^2)d1^229d2^74 + (0 + 1a + 2a^2)d1^230d2^74 + (2 + 0a + 2a^2)d1^231d2^74 + (4 + 3a + 4a^2)d1^232d2^74 + (0 + 4a + 0a^2)d1^233d2^74 + (3 + 2a + 4a^2)d1^234d2^74 + (1 + 2a + 4a^2)d1^235d2^74 + (2 + 2a + 4a^2)d1^236d2^74 + (3 + 1a + 4a^2)d1^237d2^74 + (3 + 1a + 1a^2)d1^238d2^74 + (1 + 1a + 1a^2)d1^239d2^74 + (1 + 1a + 4a^2)d1^240d2^74 + (4 + 3a + 3a^2)d1^241d2^74 + (1 + 0a + 1a^2)d1^242d2^74 + (0 + 0a + 2a^2)d1^243d2^74 + (3 + 2a + 4a^2)d1^244d2^74 + (1 + 0a + 0a^2)d1^245d2^74 + (1 + 3a + 1a^2)d1^246d2^74 + (4 + 3a + 4a^2)d1^247d2^74 + (1 + 0a + 4a^2)d1^248d2^74 + (3 + 2a + 4a^2)d1^249d2^74 + (3 + 1a + 1a^2)d1^250d2^74 + (3 + 4a + 3a^2)d1^251d2^74 + (3 + 1a + 2a^2)d1^252d2^74 + (0 + 3a + 2a^2)d1^253d2^74 + (4 + 3a + 4a^2)d1^254d2^74 + (3 + 0a + 1a^2)d1^255d2^74 + (3 + 0a + 1a^2)d1^256d2^74 + (1 + 1a + 1a^2)d1^257d2^74 + (3 + 3a + 3a^2)d1^258d2^74 + (1 + 4a + 2a^2)d1^259d2^74 + (3 + 4a + 2a^2)d1^260d2^74 + (1 + 3a + 3a^2)d1^261d2^74 + (2 + 2a + 2a^2)d1^262d2^74 + (0 + 2a + 2a^2)d1^263d2^74 + (4 + 3a + 4a^2)d1^264d2^74 + (0 + 2a + 0a^2)d1^265d2^74 + (1 + 3a + 2a^2)d1^266d2^74 + (0 + 3a + 0a^2)d1^267d2^74 + (3 + 3a + 2a^2)d1^268d2^74 + (3 + 4a + 1a^2)d1^269d2^74 + (1 + 0a + 1a^2)d1^270d2^74 + (3 + 4a + 1a^2)d1^271d2^74 + (0 + 0a + 4a^2)d1^272d2^74 + (3 + 0a + 1a^2)d1^273d2^74 + (1 + 1a + 3a^2)d1^274d2^74 + (3 + 1a + 0a^2)d1^275d2^74 + (0 + 4a + 0a^2)d1^276d2^74 + (2 + 0a + 2a^2)d1^277d2^74 + (0 + 0a + 4a^2)d1^278d2^74 + (1 + 4a + 2a^2)d1^279d2^74 + (1 + 3a + 4a^2)d1^280d2^74 + (4 + 3a + 4a^2)d1^281d2^74 + (4 + 3a + 2a^2)d1^282d2^74 + (1 + 0a + 1a^2)d1^283d2^74 + (4 + 4a + 2a^2)d1^284d2^74 + (2 + 4a + 4a^2)d1^285d2^74 + (3 + 3a + 2a^2)d1^286d2^74 + (0 + 1a + 4a^2)d1^287d2^74 + (2 + 1a + 1a^2)d1^288d2^74 + (0 + 1a + 4a^2)d1^289d2^74 + (0 + 3a + 0a^2)d1^290d2^74 + (3 + 0a + 1a^2)d1^291d2^74 + (0 + 0a + 1a^2)d1^292d2^74 + (1 + 0a + 0a^2)d1^293d2^74 + (0 + 0a + 4a^2)d2^75 + (4 + 4a + 0a^2)d1^1d2^75 + (4 + 2a + 4a^2)d1^2d2^75 + (0 + 3a + 3a^2)d1^3d2^75 + (2 + 1a + 2a^2)d1^4d2^75 + (0 + 3a + 1a^2)d1^5d2^75 + (3 + 3a + 1a^2)d1^6d2^75 + (0 + 4a + 2a^2)d1^7d2^75 + (2 + 2a + 2a^2)d1^8d2^75 + (4 + 2a + 0a^2)d1^9d2^75 + (0 + 1a + 2a^2)d1^10d2^75 + (2 + 2a + 4a^2)d1^11d2^75 + (3 + 2a + 1a^2)d1^12d2^75 + (4 + 0a + 3a^2)d1^13d2^75 + (3 + 4a + 4a^2)d1^14d2^75 + (4 + 0a + 0a^2)d1^15d2^75 + (1 + 3a + 2a^2)d1^16d2^75 + (4 + 0a + 0a^2)d1^17d2^75 + (0 + 1a + 1a^2)d1^18d2^75 + (1 + 3a + 2a^2)d1^19d2^75 + (1 + 2a + 3a^2)d1^20d2^75 + (1 + 4a + 0a^2)d1^21d2^75 + (1 + 1a + 3a^2)d1^22d2^75 + (0 + 4a + 2a^2)d1^23d2^75 + (2 + 2a + 1a^2)d1^24d2^75 + (1 + 2a + 2a^2)d1^25d2^75 + (1 + 2a + 4a^2)d1^26d2^75 + (0 + 3a + 3a^2)d1^27d2^75 + (2 + 4a + 0a^2)d1^28d2^75 + (1 + 3a + 4a^2)d1^29d2^75 + (1 + 3a + 0a^2)d1^30d2^75 + (2 + 2a + 2a^2)d1^31d2^75 + (4 + 3a + 2a^2)d1^32d2^75 + (1 + 3a + 1a^2)d1^33d2^75 + (4 + 4a + 4a^2)d1^34d2^75 + (4 + 3a + 3a^2)d1^35d2^75 + (3 + 3a + 0a^2)d1^36d2^75 + (0 + 2a + 1a^2)d1^37d2^75 + (1 + 4a + 1a^2)d1^38d2^75 + (3 + 0a + 2a^2)d1^39d2^75 + (2 + 4a + 1a^2)d1^40d2^75 + (4 + 0a + 2a^2)d1^41d2^75 + (3 + 0a + 1a^2)d1^42d2^75 + (3 + 3a + 3a^2)d1^43d2^75 + (3 + 4a + 1a^2)d1^44d2^75 + (0 + 0a + 1a^2)d1^45d2^75 + (0 + 4a + 1a^2)d1^46d2^75 + (1 + 4a + 0a^2)d1^47d2^75 + (0 + 4a + 3a^2)d1^48d2^75 + (0 + 3a + 3a^2)d1^49d2^75 + (2 + 4a + 0a^2)d1^50d2^75 + (0 + 1a + 4a^2)d1^51d2^75 + (4 + 0a + 2a^2)d1^52d2^75 + (0 + 3a + 3a^2)d1^54d2^75 + (1 + 4a + 3a^2)d1^55d2^75 + (3 + 1a + 2a^2)d1^56d2^75 + (2 + 2a + 3a^2)d1^57d2^75 + (4 + 2a + 4a^2)d1^58d2^75 + (4 + 2a + 3a^2)d1^59d2^75 + (4 + 1a + 3a^2)d1^60d2^75 + (3 + 4a + 2a^2)d1^61d2^75 + (3 + 1a + 4a^2)d1^62d2^75 + (1 + 3a + 0a^2)d1^63d2^75 + (4 + 4a + 1a^2)d1^64d2^75 + (3 + 1a + 2a^2)d1^65d2^75 + (3 + 2a + 4a^2)d1^66d2^75 + (1 + 4a + 3a^2)d1^67d2^75 + (0 + 3a + 1a^2)d1^68d2^75 + (4 + 2a + 0a^2)d1^69d2^75 + (4 + 1a + 0a^2)d1^70d2^75 + (4 + 2a + 4a^2)d1^71d2^75 + (2 + 1a + 1a^2)d1^72d2^75 + (2 + 2a + 1a^2)d1^73d2^75 + (1 + 2a + 2a^2)d1^74d2^75 + (1 + 3a + 2a^2)d1^75d2^75 + (0 + 2a + 2a^2)d1^76d2^75 + (0 + 3a + 4a^2)d1^77d2^75 + (3 + 2a + 4a^2)d1^78d2^75 + (0 + 0a + 2a^2)d1^79d2^75 + (0 + 2a + 2a^2)d1^80d2^75 + (3 + 4a + 1a^2)d1^81d2^75 + (1 + 3a + 0a^2)d1^82d2^75 + (1 + 3a + 0a^2)d1^83d2^75 + (2 + 2a + 1a^2)d1^84d2^75 + (2 + 1a + 1a^2)d1^85d2^75 + (0 + 1a + 0a^2)d1^86d2^75 + (1 + 4a + 4a^2)d1^87d2^75 + (4 + 1a + 1a^2)d1^88d2^75 + (3 + 4a + 2a^2)d1^89d2^75 + (3 + 2a + 1a^2)d1^90d2^75 + (0 + 0a + 3a^2)d1^91d2^75 + (4 + 2a + 4a^2)d1^92d2^75 + (3 + 4a + 1a^2)d1^93d2^75 + (4 + 0a + 4a^2)d1^94d2^75 + (1 + 4a + 1a^2)d1^95d2^75 + (2 + 1a + 4a^2)d1^96d2^75 + (0 + 1a + 3a^2)d1^97d2^75 + (1 + 1a + 0a^2)d1^98d2^75 + (3 + 0a + 1a^2)d1^99d2^75 + (2 + 4a + 2a^2)d1^100d2^75 + (3 + 4a + 3a^2)d1^101d2^75 + (4 + 4a + 4a^2)d1^102d2^75 + (4 + 0a + 0a^2)d1^103d2^75 + (3 + 1a + 2a^2)d1^104d2^75 + (2 + 1a + 3a^2)d1^105d2^75 + (3 + 3a + 3a^2)d1^106d2^75 + (2 + 2a + 3a^2)d1^107d2^75 + (4 + 2a + 1a^2)d1^108d2^75 + (3 + 3a + 3a^2)d1^109d2^75 + (3 + 3a + 2a^2)d1^110d2^75 + (1 + 3a + 2a^2)d1^111d2^75 + (1 + 1a + 4a^2)d1^112d2^75 + (4 + 1a + 0a^2)d1^113d2^75 + (4 + 0a + 1a^2)d1^114d2^75 + (3 + 4a + 4a^2)d1^115d2^75 + (4 + 0a + 1a^2)d1^116d2^75 + (1 + 3a + 2a^2)d1^117d2^75 + (4 + 0a + 4a^2)d1^118d2^75 + (0 + 1a + 0a^2)d1^119d2^75 + (4 + 3a + 1a^2)d1^120d2^75 + (1 + 0a + 1a^2)d1^121d2^75 + (3 + 2a + 2a^2)d1^122d2^75 + (3 + 4a + 4a^2)d1^123d2^75 + (1 + 4a + 1a^2)d1^124d2^75 + (4 + 4a + 4a^2)d1^125d2^75 + (1 + 1a + 3a^2)d1^127d2^75 + (3 + 4a + 4a^2)d1^128d2^75 + (0 + 3a + 3a^2)d1^129d2^75 + (4 + 0a + 4a^2)d1^130d2^75 + (4 + 3a + 1a^2)d1^131d2^75 + (2 + 3a + 4a^2)d1^132d2^75 + (3 + 0a + 0a^2)d1^133d2^75 + (0 + 1a + 0a^2)d1^134d2^75 + (2 + 0a + 1a^2)d1^135d2^75 + (4 + 0a + 1a^2)d1^136d2^75 + (0 + 3a + 0a^2)d1^137d2^75 + (2 + 1a + 1a^2)d1^138d2^75 + (0 + 4a + 1a^2)d1^139d2^75 + (4 + 1a + 3a^2)d1^140d2^75 + (4 + 3a + 0a^2)d1^141d2^75 + (1 + 4a + 4a^2)d1^142d2^75 + (2 + 3a + 2a^2)d1^143d2^75 + (0 + 1a + 0a^2)d1^144d2^75 + (3 + 3a + 0a^2)d1^145d2^75 + (0 + 3a + 1a^2)d1^146d2^75 + (0 + 3a + 3a^2)d1^147d2^75 + (4 + 4a + 1a^2)d1^148d2^75 + (0 + 2a + 1a^2)d1^149d2^75 + (1 + 3a + 3a^2)d1^150d2^75 + (1 + 3a + 4a^2)d1^151d2^75 + (2 + 0a + 0a^2)d1^152d2^75 + (1 + 3a + 1a^2)d1^153d2^75 + (0 + 2a + 4a^2)d1^154d2^75 + (1 + 0a + 2a^2)d1^155d2^75 + (2 + 0a + 2a^2)d1^156d2^75 + (4 + 4a + 2a^2)d1^157d2^75 + (1 + 4a + 0a^2)d1^158d2^75 + (1 + 2a + 4a^2)d1^159d2^75 + (2 + 3a + 2a^2)d1^160d2^75 + (1 + 4a + 2a^2)d1^161d2^75 + (2 + 2a + 1a^2)d1^162d2^75 + (0 + 2a + 2a^2)d1^163d2^75 + (2 + 1a + 2a^2)d1^164d2^75 + (3 + 4a + 3a^2)d1^165d2^75 + (2 + 4a + 1a^2)d1^166d2^75 + (0 + 0a + 4a^2)d1^167d2^75 + (1 + 1a + 3a^2)d1^168d2^75 + (3 + 0a + 3a^2)d1^169d2^75 + (1 + 0a + 0a^2)d1^170d2^75 + (2 + 4a + 0a^2)d1^171d2^75 + (0 + 0a + 3a^2)d1^172d2^75 + (3 + 4a + 0a^2)d1^173d2^75 + (4 + 2a + 4a^2)d1^174d2^75 + (1 + 3a + 1a^2)d1^175d2^75 + (4 + 4a + 2a^2)d1^176d2^75 + (2 + 2a + 4a^2)d1^177d2^75 + (2 + 2a + 0a^2)d1^178d2^75 + (3 + 2a + 0a^2)d1^179d2^75 + (3 + 3a + 4a^2)d1^180d2^75 + (1 + 2a + 1a^2)d1^181d2^75 + (2 + 2a + 0a^2)d1^182d2^75 + (4 + 1a + 1a^2)d1^183d2^75 + (0 + 0a + 4a^2)d1^184d2^75 + (0 + 4a + 1a^2)d1^185d2^75 + (4 + 0a + 1a^2)d1^186d2^75 + (3 + 3a + 1a^2)d1^187d2^75 + (4 + 0a + 1a^2)d1^188d2^75 + (3 + 1a + 2a^2)d1^189d2^75 + (4 + 4a + 0a^2)d1^190d2^75 + (1 + 4a + 0a^2)d1^191d2^75 + (1 + 3a + 1a^2)d1^192d2^75 + (1 + 0a + 3a^2)d1^193d2^75 + (3 + 1a + 2a^2)d1^194d2^75 + (3 + 0a + 0a^2)d1^195d2^75 + (4 + 2a + 1a^2)d1^196d2^75 + (0 + 1a + 3a^2)d1^197d2^75 + (1 + 3a + 4a^2)d1^198d2^75 + (0 + 1a + 4a^2)d1^199d2^75 + (3 + 2a + 1a^2)d1^200d2^75 + (4 + 3a + 2a^2)d1^201d2^75 + (0 + 1a + 0a^2)d1^202d2^75 + (4 + 1a + 1a^2)d1^203d2^75 + (1 + 0a + 2a^2)d1^204d2^75 + (0 + 0a + 3a^2)d1^205d2^75 + (3 + 1a + 3a^2)d1^206d2^75 + (1 + 1a + 0a^2)d1^207d2^75 + (4 + 4a + 0a^2)d1^208d2^75 + (3 + 0a + 2a^2)d1^209d2^75 + (3 + 4a + 3a^2)d1^210d2^75 + (4 + 2a + 0a^2)d1^211d2^75 + (1 + 3a + 0a^2)d1^212d2^75 + (3 + 2a + 0a^2)d1^213d2^75 + (4 + 1a + 2a^2)d1^214d2^75 + (2 + 4a + 0a^2)d1^215d2^75 + (0 + 4a + 4a^2)d1^216d2^75 + (3 + 0a + 3a^2)d1^217d2^75 + (3 + 0a + 4a^2)d1^218d2^75 + (0 + 2a + 3a^2)d1^219d2^75 + (4 + 1a + 4a^2)d1^220d2^75 + (0 + 4a + 4a^2)d1^221d2^75 + (0 + 1a + 4a^2)d1^222d2^75 + (4 + 1a + 4a^2)d1^223d2^75 + (1 + 2a + 4a^2)d1^224d2^75 + (2 + 3a + 2a^2)d1^225d2^75 + (4 + 3a + 1a^2)d1^226d2^75 + (0 + 4a + 4a^2)d1^227d2^75 + (3 + 4a + 0a^2)d1^228d2^75 + (2 + 1a + 4a^2)d1^229d2^75 + (4 + 4a + 1a^2)d1^230d2^75 + (3 + 2a + 4a^2)d1^231d2^75 + (1 + 4a + 1a^2)d1^232d2^75 + (3 + 3a + 4a^2)d1^233d2^75 + (0 + 1a + 1a^2)d1^234d2^75 + (4 + 3a + 1a^2)d1^235d2^75 + (2 + 2a + 1a^2)d1^236d2^75 + (1 + 2a + 3a^2)d1^237d2^75 + (3 + 0a + 4a^2)d1^238d2^75 + (2 + 1a + 2a^2)d1^239d2^75 + (1 + 2a + 3a^2)d1^240d2^75 + (4 + 0a + 2a^2)d1^241d2^75 + (3 + 4a + 3a^2)d1^242d2^75 + (0 + 4a + 0a^2)d1^243d2^75 + (3 + 0a + 4a^2)d1^244d2^75 + (4 + 4a + 3a^2)d1^245d2^75 + (4 + 1a + 2a^2)d1^246d2^75 + (0 + 4a + 2a^2)d1^247d2^75 + (1 + 4a + 2a^2)d1^248d2^75 + (0 + 3a + 1a^2)d1^249d2^75 + (0 + 0a + 1a^2)d1^250d2^75 + (3 + 1a + 1a^2)d1^251d2^75 + (0 + 2a + 1a^2)d1^252d2^75 + (1 + 1a + 1a^2)d1^253d2^75 + (0 + 1a + 4a^2)d1^254d2^75 + (3 + 0a + 2a^2)d1^255d2^75 + (1 + 3a + 1a^2)d1^256d2^75 + (4 + 2a + 0a^2)d1^257d2^75 + (2 + 4a + 4a^2)d1^258d2^75 + (0 + 4a + 2a^2)d1^259d2^75 + (0 + 2a + 2a^2)d1^260d2^75 + (4 + 1a + 3a^2)d1^261d2^75 + (0 + 3a + 3a^2)d1^262d2^75 + (0 + 4a + 2a^2)d1^263d2^75 + (0 + 1a + 0a^2)d1^264d2^75 + (4 + 4a + 3a^2)d1^265d2^75 + (2 + 2a + 4a^2)d1^266d2^75 + (0 + 0a + 1a^2)d1^267d2^75 + (3 + 4a + 4a^2)d1^268d2^75 + (2 + 3a + 2a^2)d1^269d2^75 + (3 + 3a + 0a^2)d1^270d2^75 + (2 + 2a + 3a^2)d1^271d2^75 + (2 + 3a + 3a^2)d1^272d2^75 + (1 + 4a + 3a^2)d1^273d2^75 + (1 + 4a + 3a^2)d1^274d2^75 + (0 + 4a + 0a^2)d1^275d2^75 + (2 + 4a + 3a^2)d1^276d2^75 + (2 + 3a + 4a^2)d1^277d2^75 + (4 + 0a + 3a^2)d1^278d2^75 + (2 + 2a + 0a^2)d1^279d2^75 + (1 + 0a + 0a^2)d1^280d2^75 + (3 + 4a + 0a^2)d1^281d2^75 + (4 + 1a + 1a^2)d1^282d2^75 + (4 + 4a + 4a^2)d1^283d2^75 + (2 + 1a + 3a^2)d1^284d2^75 + (1 + 0a + 4a^2)d1^285d2^75 + (1 + 3a + 4a^2)d1^286d2^75 + (0 + 0a + 3a^2)d1^287d2^75 + (2 + 3a + 0a^2)d1^288d2^75 + (1 + 2a + 1a^2)d1^289d2^75 + (4 + 1a + 1a^2)d1^290d2^75 + (2 + 0a + 1a^2)d1^291d2^75 + (2 + 1a + 4a^2)d1^292d2^75 + (2 + 2a + 4a^2)d1^293d2^75 + (1 + 4a + 2a^2)d2^76 + (2 + 4a + 2a^2)d1^1d2^76 + (1 + 3a + 4a^2)d1^2d2^76 + (2 + 3a + 3a^2)d1^3d2^76 + (4 + 0a + 1a^2)d1^4d2^76 + (4 + 0a + 3a^2)d1^5d2^76 + (3 + 3a + 4a^2)d1^6d2^76 + (4 + 3a + 2a^2)d1^7d2^76 + (4 + 0a + 4a^2)d1^8d2^76 + (2 + 3a + 0a^2)d1^9d2^76 + (2 + 3a + 3a^2)d1^10d2^76 + (3 + 1a + 0a^2)d1^11d2^76 + (4 + 3a + 3a^2)d1^12d2^76 + (1 + 4a + 4a^2)d1^13d2^76 + (0 + 2a + 2a^2)d1^14d2^76 + (0 + 1a + 1a^2)d1^15d2^76 + (0 + 2a + 3a^2)d1^16d2^76 + (2 + 4a + 0a^2)d1^17d2^76 + (2 + 0a + 3a^2)d1^18d2^76 + (2 + 0a + 1a^2)d1^19d2^76 + (0 + 4a + 0a^2)d1^20d2^76 + (3 + 0a + 2a^2)d1^21d2^76 + (0 + 3a + 3a^2)d1^22d2^76 + (0 + 4a + 1a^2)d1^23d2^76 + (2 + 4a + 0a^2)d1^24d2^76 + (2 + 2a + 3a^2)d1^25d2^76 + (2 + 3a + 1a^2)d1^26d2^76 + (2 + 2a + 0a^2)d1^27d2^76 + (1 + 2a + 0a^2)d1^28d2^76 + (0 + 2a + 1a^2)d1^29d2^76 + (4 + 2a + 2a^2)d1^30d2^76 + (2 + 3a + 1a^2)d1^31d2^76 + (3 + 4a + 0a^2)d1^32d2^76 + (3 + 3a + 1a^2)d1^33d2^76 + (2 + 0a + 0a^2)d1^34d2^76 + (4 + 2a + 3a^2)d1^35d2^76 + (3 + 2a + 2a^2)d1^36d2^76 + (2 + 0a + 3a^2)d1^37d2^76 + (4 + 1a + 4a^2)d1^38d2^76 + (4 + 2a + 3a^2)d1^39d2^76 + (2 + 4a + 0a^2)d1^40d2^76 + (2 + 4a + 2a^2)d1^41d2^76 + (3 + 4a + 4a^2)d1^42d2^76 + (0 + 2a + 0a^2)d1^43d2^76 + (3 + 0a + 0a^2)d1^44d2^76 + (2 + 4a + 4a^2)d1^45d2^76 + (3 + 3a + 2a^2)d1^46d2^76 + (1 + 0a + 4a^2)d1^47d2^76 + (0 + 0a + 3a^2)d1^48d2^76 + (3 + 4a + 3a^2)d1^49d2^76 + (3 + 0a + 4a^2)d1^50d2^76 + (0 + 2a + 4a^2)d1^51d2^76 + (0 + 0a + 2a^2)d1^52d2^76 + (4 + 0a + 4a^2)d1^53d2^76 + (3 + 3a + 2a^2)d1^54d2^76 + (2 + 3a + 0a^2)d1^55d2^76 + (0 + 2a + 3a^2)d1^56d2^76 + (3 + 2a + 0a^2)d1^57d2^76 + (2 + 4a + 2a^2)d1^58d2^76 + (0 + 3a + 2a^2)d1^59d2^76 + (2 + 3a + 0a^2)d1^60d2^76 + (4 + 0a + 3a^2)d1^61d2^76 + (0 + 1a + 4a^2)d1^62d2^76 + (0 + 1a + 1a^2)d1^63d2^76 + (2 + 3a + 1a^2)d1^64d2^76 + (2 + 4a + 0a^2)d1^65d2^76 + (4 + 0a + 2a^2)d1^66d2^76 + (3 + 3a + 4a^2)d1^67d2^76 + (2 + 0a + 2a^2)d1^68d2^76 + (4 + 3a + 3a^2)d1^69d2^76 + (2 + 3a + 1a^2)d1^70d2^76 + (0 + 1a + 0a^2)d1^71d2^76 + (3 + 0a + 0a^2)d1^72d2^76 + (1 + 2a + 1a^2)d1^73d2^76 + (1 + 0a + 1a^2)d1^74d2^76 + (2 + 2a + 4a^2)d1^75d2^76 + (4 + 2a + 1a^2)d1^76d2^76 + (0 + 3a + 0a^2)d1^77d2^76 + (1 + 1a + 4a^2)d1^78d2^76 + (2 + 4a + 2a^2)d1^79d2^76 + (4 + 2a + 0a^2)d1^80d2^76 + (0 + 1a + 4a^2)d1^81d2^76 + (3 + 1a + 1a^2)d1^82d2^76 + (3 + 3a + 3a^2)d1^83d2^76 + (1 + 2a + 3a^2)d1^84d2^76 + (0 + 2a + 1a^2)d1^85d2^76 + (2 + 0a + 1a^2)d1^86d2^76 + (4 + 4a + 2a^2)d1^87d2^76 + (4 + 2a + 1a^2)d1^88d2^76 + (2 + 4a + 0a^2)d1^89d2^76 + (3 + 0a + 0a^2)d1^90d2^76 + (3 + 4a + 1a^2)d1^91d2^76 + (4 + 4a + 2a^2)d1^92d2^76 + (1 + 3a + 2a^2)d1^93d2^76 + (2 + 1a + 4a^2)d1^94d2^76 + (3 + 3a + 0a^2)d1^95d2^76 + (4 + 2a + 2a^2)d1^96d2^76 + (4 + 3a + 2a^2)d1^97d2^76 + (2 + 0a + 2a^2)d1^98d2^76 + (1 + 4a + 0a^2)d1^99d2^76 + (0 + 2a + 4a^2)d1^100d2^76 + (1 + 4a + 2a^2)d1^102d2^76 + (4 + 1a + 0a^2)d1^103d2^76 + (2 + 3a + 2a^2)d1^104d2^76 + (4 + 3a + 2a^2)d1^105d2^76 + (3 + 0a + 3a^2)d1^106d2^76 + (2 + 2a + 0a^2)d1^107d2^76 + (2 + 3a + 4a^2)d1^108d2^76 + (2 + 1a + 2a^2)d1^109d2^76 + (2 + 2a + 3a^2)d1^110d2^76 + (3 + 1a + 2a^2)d1^111d2^76 + (3 + 1a + 0a^2)d1^112d2^76 + (2 + 3a + 3a^2)d1^113d2^76 + (2 + 4a + 0a^2)d1^114d2^76 + (0 + 3a + 0a^2)d1^115d2^76 + (3 + 0a + 0a^2)d1^116d2^76 + (4 + 1a + 0a^2)d1^117d2^76 + (1 + 1a + 3a^2)d1^118d2^76 + (4 + 4a + 4a^2)d1^119d2^76 + (0 + 1a + 4a^2)d1^120d2^76 + (1 + 0a + 0a^2)d1^121d2^76 + (1 + 2a + 4a^2)d1^122d2^76 + (4 + 0a + 2a^2)d1^123d2^76 + (1 + 1a + 2a^2)d1^124d2^76 + (0 + 3a + 4a^2)d1^125d2^76 + (1 + 1a + 3a^2)d1^126d2^76 + (4 + 0a + 2a^2)d1^127d2^76 + (3 + 1a + 3a^2)d1^128d2^76 + (4 + 0a + 1a^2)d1^129d2^76 + (2 + 3a + 4a^2)d1^130d2^76 + (0 + 3a + 2a^2)d1^131d2^76 + (1 + 4a + 3a^2)d1^132d2^76 + (0 + 2a + 3a^2)d1^133d2^76 + (2 + 0a + 0a^2)d1^134d2^76 + (3 + 1a + 0a^2)d1^135d2^76 + (3 + 0a + 4a^2)d1^136d2^76 + (3 + 4a + 2a^2)d1^137d2^76 + (3 + 1a + 1a^2)d1^138d2^76 + (0 + 3a + 3a^2)d1^139d2^76 + (4 + 2a + 0a^2)d1^140d2^76 + (4 + 2a + 3a^2)d1^141d2^76 + (0 + 4a + 2a^2)d1^142d2^76 + (1 + 2a + 4a^2)d1^143d2^76 + (3 + 2a + 2a^2)d1^144d2^76 + (2 + 3a + 4a^2)d1^145d2^76 + (3 + 3a + 4a^2)d1^146d2^76 + (3 + 4a + 0a^2)d1^147d2^76 + (4 + 2a + 4a^2)d1^148d2^76 + (0 + 3a + 0a^2)d1^149d2^76 + (2 + 2a + 0a^2)d1^150d2^76 + (1 + 1a + 0a^2)d1^151d2^76 + (2 + 1a + 3a^2)d1^152d2^76 + (2 + 4a + 1a^2)d1^153d2^76 + (3 + 0a + 0a^2)d1^154d2^76 + (2 + 0a + 0a^2)d1^155d2^76 + (0 + 1a + 3a^2)d1^156d2^76 + (2 + 3a + 2a^2)d1^157d2^76 + (1 + 1a + 1a^2)d1^158d2^76 + (3 + 4a + 1a^2)d1^159d2^76 + (4 + 4a + 0a^2)d1^160d2^76 + (1 + 1a + 3a^2)d1^161d2^76 + (2 + 2a + 1a^2)d1^162d2^76 + (0 + 3a + 4a^2)d1^163d2^76 + (4 + 2a + 1a^2)d1^164d2^76 + (2 + 2a + 2a^2)d1^165d2^76 + (4 + 4a + 0a^2)d1^166d2^76 + (1 + 4a + 1a^2)d1^167d2^76 + (1 + 0a + 1a^2)d1^168d2^76 + (1 + 1a + 3a^2)d1^169d2^76 + (4 + 2a + 1a^2)d1^170d2^76 + (4 + 4a + 4a^2)d1^171d2^76 + (3 + 0a + 0a^2)d1^172d2^76 + (4 + 1a + 1a^2)d1^173d2^76 + (0 + 0a + 3a^2)d1^174d2^76 + (3 + 0a + 0a^2)d1^175d2^76 + (0 + 4a + 0a^2)d1^176d2^76 + (0 + 1a + 4a^2)d1^178d2^76 + (1 + 1a + 3a^2)d1^179d2^76 + (2 + 1a + 4a^2)d1^180d2^76 + (3 + 2a + 2a^2)d1^181d2^76 + (3 + 4a + 1a^2)d1^182d2^76 + (0 + 3a + 0a^2)d1^183d2^76 + (3 + 2a + 3a^2)d1^184d2^76 + (2 + 3a + 1a^2)d1^185d2^76 + (2 + 2a + 0a^2)d1^186d2^76 + (0 + 1a + 2a^2)d1^187d2^76 + (3 + 0a + 2a^2)d1^188d2^76 + (4 + 4a + 1a^2)d1^189d2^76 + (0 + 2a + 1a^2)d1^190d2^76 + (2 + 3a + 0a^2)d1^191d2^76 + (0 + 2a + 0a^2)d1^192d2^76 + (1 + 0a + 2a^2)d1^193d2^76 + (4 + 1a + 2a^2)d1^194d2^76 + (2 + 0a + 2a^2)d1^195d2^76 + (3 + 4a + 1a^2)d1^196d2^76 + (4 + 2a + 2a^2)d1^197d2^76 + (0 + 2a + 2a^2)d1^198d2^76 + (3 + 4a + 1a^2)d1^199d2^76 + (1 + 4a + 0a^2)d1^200d2^76 + (2 + 0a + 1a^2)d1^201d2^76 + (1 + 4a + 0a^2)d1^202d2^76 + (3 + 1a + 4a^2)d1^203d2^76 + (1 + 0a + 3a^2)d1^204d2^76 + (0 + 0a + 3a^2)d1^205d2^76 + (0 + 0a + 1a^2)d1^206d2^76 + (0 + 3a + 3a^2)d1^207d2^76 + (4 + 2a + 4a^2)d1^208d2^76 + (1 + 3a + 2a^2)d1^209d2^76 + (3 + 3a + 3a^2)d1^210d2^76 + (0 + 3a + 4a^2)d1^211d2^76 + (2 + 1a + 1a^2)d1^212d2^76 + (2 + 3a + 4a^2)d1^213d2^76 + (4 + 1a + 4a^2)d1^214d2^76 + (1 + 2a + 3a^2)d1^215d2^76 + (0 + 2a + 4a^2)d1^216d2^76 + (3 + 2a + 0a^2)d1^217d2^76 + (0 + 1a + 0a^2)d1^218d2^76 + (0 + 2a + 1a^2)d1^219d2^76 + (1 + 3a + 2a^2)d1^220d2^76 + (3 + 0a + 4a^2)d1^221d2^76 + (1 + 1a + 4a^2)d1^222d2^76 + (4 + 0a + 3a^2)d1^223d2^76 + (2 + 2a + 4a^2)d1^224d2^76 + (4 + 3a + 2a^2)d1^225d2^76 + (3 + 1a + 2a^2)d1^226d2^76 + (4 + 1a + 3a^2)d1^227d2^76 + (2 + 1a + 4a^2)d1^228d2^76 + (3 + 1a + 2a^2)d1^229d2^76 + (1 + 4a + 0a^2)d1^230d2^76 + (3 + 0a + 1a^2)d1^231d2^76 + (0 + 2a + 2a^2)d1^232d2^76 + (0 + 1a + 1a^2)d1^233d2^76 + (0 + 3a + 2a^2)d1^234d2^76 + (4 + 3a + 4a^2)d1^235d2^76 + (2 + 1a + 1a^2)d1^236d2^76 + (3 + 2a + 1a^2)d1^237d2^76 + (2 + 4a + 0a^2)d1^238d2^76 + (3 + 2a + 1a^2)d1^239d2^76 + (3 + 4a + 4a^2)d1^240d2^76 + (2 + 3a + 0a^2)d1^241d2^76 + (1 + 1a + 4a^2)d1^242d2^76 + (3 + 4a + 0a^2)d1^243d2^76 + (0 + 1a + 2a^2)d1^244d2^76 + (1 + 3a + 4a^2)d1^245d2^76 + (4 + 4a + 0a^2)d1^246d2^76 + (3 + 2a + 1a^2)d1^247d2^76 + (3 + 1a + 3a^2)d1^248d2^76 + (4 + 3a + 3a^2)d1^249d2^76 + (0 + 1a + 0a^2)d1^250d2^76 + (2 + 4a + 2a^2)d1^251d2^76 + (3 + 2a + 4a^2)d1^252d2^76 + (0 + 1a + 2a^2)d1^253d2^76 + (3 + 4a + 2a^2)d1^254d2^76 + (4 + 0a + 3a^2)d1^255d2^76 + (1 + 0a + 1a^2)d1^256d2^76 + (2 + 0a + 4a^2)d1^257d2^76 + (4 + 4a + 2a^2)d1^258d2^76 + (2 + 1a + 4a^2)d1^259d2^76 + (4 + 1a + 0a^2)d1^260d2^76 + (3 + 1a + 1a^2)d1^261d2^76 + (4 + 4a + 2a^2)d1^262d2^76 + (3 + 0a + 3a^2)d1^263d2^76 + (3 + 3a + 0a^2)d1^264d2^76 + (4 + 1a + 0a^2)d1^265d2^76 + (1 + 4a + 2a^2)d1^266d2^76 + (0 + 3a + 0a^2)d1^267d2^76 + (4 + 3a + 1a^2)d1^268d2^76 + (0 + 3a + 4a^2)d1^269d2^76 + (2 + 4a + 1a^2)d1^270d2^76 + (3 + 1a + 0a^2)d1^271d2^76 + (0 + 0a + 3a^2)d1^272d2^76 + (1 + 2a + 4a^2)d1^273d2^76 + (2 + 1a + 0a^2)d1^274d2^76 + (4 + 0a + 4a^2)d1^275d2^76 + (2 + 3a + 4a^2)d1^276d2^76 + (2 + 0a + 1a^2)d1^277d2^76 + (2 + 2a + 1a^2)d1^278d2^76 + (3 + 1a + 3a^2)d1^279d2^76 + (0 + 4a + 1a^2)d1^280d2^76 + (1 + 3a + 0a^2)d1^281d2^76 + (1 + 3a + 1a^2)d1^282d2^76 + (3 + 0a + 2a^2)d1^283d2^76 + (3 + 2a + 1a^2)d1^284d2^76 + (4 + 3a + 0a^2)d1^285d2^76 + (3 + 1a + 4a^2)d1^286d2^76 + (1 + 4a + 4a^2)d1^287d2^76 + (2 + 4a + 2a^2)d1^288d2^76 + (3 + 1a + 1a^2)d1^289d2^76 + (2 + 4a + 3a^2)d1^290d2^76 + (2 + 2a + 1a^2)d1^291d2^76 + (2 + 1a + 1a^2)d1^292d2^76 + (1 + 4a + 0a^2)d1^293d2^76 + (2 + 0a + 0a^2)d2^77 + (3 + 2a + 1a^2)d1^1d2^77 + (0 + 3a + 3a^2)d1^2d2^77 + (2 + 1a + 1a^2)d1^3d2^77 + (4 + 1a + 3a^2)d1^4d2^77 + (1 + 1a + 2a^2)d1^5d2^77 + (0 + 0a + 1a^2)d1^6d2^77 + (3 + 3a + 3a^2)d1^7d2^77 + (2 + 4a + 1a^2)d1^8d2^77 + (1 + 3a + 1a^2)d1^9d2^77 + (4 + 0a + 0a^2)d1^10d2^77 + (1 + 2a + 2a^2)d1^11d2^77 + (3 + 4a + 4a^2)d1^12d2^77 + (3 + 3a + 4a^2)d1^13d2^77 + (2 + 4a + 0a^2)d1^14d2^77 + (2 + 2a + 3a^2)d1^15d2^77 + (3 + 0a + 0a^2)d1^16d2^77 + (1 + 0a + 0a^2)d1^17d2^77 + (2 + 3a + 1a^2)d1^18d2^77 + (3 + 4a + 4a^2)d1^19d2^77 + (4 + 1a + 4a^2)d1^20d2^77 + (2 + 3a + 0a^2)d1^21d2^77 + (4 + 4a + 2a^2)d1^22d2^77 + (1 + 0a + 2a^2)d1^23d2^77 + (1 + 3a + 0a^2)d1^24d2^77 + (4 + 0a + 1a^2)d1^25d2^77 + (2 + 2a + 0a^2)d1^26d2^77 + (4 + 1a + 3a^2)d1^27d2^77 + (4 + 4a + 3a^2)d1^28d2^77 + (3 + 0a + 1a^2)d1^29d2^77 + (2 + 3a + 3a^2)d1^30d2^77 + (2 + 2a + 4a^2)d1^31d2^77 + (4 + 4a + 2a^2)d1^32d2^77 + (3 + 4a + 0a^2)d1^33d2^77 + (4 + 1a + 2a^2)d1^34d2^77 + (3 + 4a + 2a^2)d1^35d2^77 + (3 + 4a + 3a^2)d1^36d2^77 + (4 + 3a + 4a^2)d1^37d2^77 + (1 + 0a + 0a^2)d1^38d2^77 + (1 + 2a + 4a^2)d1^39d2^77 + (3 + 4a + 3a^2)d1^40d2^77 + (0 + 3a + 1a^2)d1^41d2^77 + (3 + 4a + 4a^2)d1^42d2^77 + (0 + 0a + 1a^2)d1^43d2^77 + (4 + 0a + 3a^2)d1^44d2^77 + (2 + 1a + 4a^2)d1^45d2^77 + (3 + 2a + 4a^2)d1^46d2^77 + (3 + 3a + 0a^2)d1^47d2^77 + (0 + 1a + 0a^2)d1^48d2^77 + (2 + 3a + 2a^2)d1^49d2^77 + (4 + 0a + 4a^2)d1^50d2^77 + (1 + 3a + 1a^2)d1^51d2^77 + (0 + 4a + 2a^2)d1^52d2^77 + (3 + 2a + 1a^2)d1^53d2^77 + (4 + 4a + 3a^2)d1^54d2^77 + (4 + 4a + 4a^2)d1^55d2^77 + (4 + 3a + 4a^2)d1^56d2^77 + (2 + 1a + 2a^2)d1^57d2^77 + (0 + 3a + 2a^2)d1^58d2^77 + (2 + 1a + 4a^2)d1^59d2^77 + (4 + 3a + 0a^2)d1^60d2^77 + (1 + 4a + 1a^2)d1^61d2^77 + (1 + 4a + 3a^2)d1^62d2^77 + (3 + 2a + 0a^2)d1^63d2^77 + (1 + 0a + 4a^2)d1^64d2^77 + (3 + 4a + 0a^2)d1^65d2^77 + (4 + 4a + 4a^2)d1^66d2^77 + (0 + 3a + 4a^2)d1^67d2^77 + (0 + 4a + 0a^2)d1^68d2^77 + (2 + 0a + 4a^2)d1^69d2^77 + (4 + 4a + 0a^2)d1^70d2^77 + (4 + 3a + 1a^2)d1^71d2^77 + (3 + 3a + 3a^2)d1^72d2^77 + (1 + 2a + 3a^2)d1^73d2^77 + (0 + 3a + 4a^2)d1^74d2^77 + (3 + 2a + 2a^2)d1^75d2^77 + (1 + 2a + 3a^2)d1^76d2^77 + (3 + 1a + 0a^2)d1^77d2^77 + (1 + 4a + 1a^2)d1^78d2^77 + (4 + 1a + 1a^2)d1^79d2^77 + (1 + 0a + 3a^2)d1^80d2^77 + (1 + 2a + 4a^2)d1^81d2^77 + (0 + 1a + 1a^2)d1^82d2^77 + (4 + 4a + 1a^2)d1^83d2^77 + (4 + 1a + 3a^2)d1^84d2^77 + (2 + 3a + 3a^2)d1^85d2^77 + (1 + 3a + 1a^2)d1^86d2^77 + (4 + 4a + 0a^2)d1^87d2^77 + (3 + 0a + 4a^2)d1^88d2^77 + (1 + 3a + 3a^2)d1^89d2^77 + (2 + 2a + 4a^2)d1^90d2^77 + (0 + 1a + 1a^2)d1^91d2^77 + (3 + 0a + 2a^2)d1^92d2^77 + (0 + 1a + 2a^2)d1^93d2^77 + (0 + 4a + 2a^2)d1^94d2^77 + (3 + 3a + 2a^2)d1^95d2^77 + (2 + 0a + 0a^2)d1^96d2^77 + (1 + 2a + 4a^2)d1^97d2^77 + (4 + 2a + 3a^2)d1^98d2^77 + (0 + 1a + 2a^2)d1^99d2^77 + (1 + 2a + 3a^2)d1^100d2^77 + (2 + 4a + 3a^2)d1^101d2^77 + (2 + 2a + 0a^2)d1^102d2^77 + (0 + 2a + 4a^2)d1^103d2^77 + (1 + 2a + 0a^2)d1^104d2^77 + (3 + 2a + 1a^2)d1^105d2^77 + (1 + 2a + 0a^2)d1^106d2^77 + (3 + 1a + 2a^2)d1^107d2^77 + (1 + 2a + 3a^2)d1^108d2^77 + (4 + 3a + 4a^2)d1^109d2^77 + (0 + 2a + 4a^2)d1^110d2^77 + (1 + 0a + 1a^2)d1^111d2^77 + (1 + 3a + 3a^2)d1^112d2^77 + (2 + 4a + 3a^2)d1^113d2^77 + (4 + 4a + 2a^2)d1^114d2^77 + (0 + 1a + 3a^2)d1^115d2^77 + (4 + 2a + 4a^2)d1^116d2^77 + (2 + 3a + 4a^2)d1^117d2^77 + (1 + 0a + 0a^2)d1^118d2^77 + (3 + 4a + 3a^2)d1^119d2^77 + (0 + 1a + 2a^2)d1^120d2^77 + (1 + 0a + 4a^2)d1^121d2^77 + (1 + 3a + 1a^2)d1^122d2^77 + (3 + 0a + 3a^2)d1^123d2^77 + (1 + 1a + 2a^2)d1^124d2^77 + (2 + 2a + 1a^2)d1^125d2^77 + (0 + 0a + 3a^2)d1^126d2^77 + (3 + 2a + 3a^2)d1^127d2^77 + (2 + 2a + 0a^2)d1^128d2^77 + (0 + 1a + 2a^2)d1^129d2^77 + (0 + 0a + 4a^2)d1^130d2^77 + (4 + 4a + 4a^2)d1^131d2^77 + (3 + 2a + 2a^2)d1^132d2^77 + (2 + 4a + 4a^2)d1^133d2^77 + (4 + 3a + 4a^2)d1^134d2^77 + (3 + 4a + 0a^2)d1^135d2^77 + (3 + 3a + 2a^2)d1^136d2^77 + (3 + 2a + 0a^2)d1^137d2^77 + (4 + 3a + 4a^2)d1^138d2^77 + (2 + 2a + 0a^2)d1^139d2^77 + (0 + 3a + 4a^2)d1^140d2^77 + (2 + 2a + 2a^2)d1^141d2^77 + (4 + 1a + 2a^2)d1^142d2^77 + (3 + 1a + 0a^2)d1^143d2^77 + (2 + 4a + 4a^2)d1^144d2^77 + (4 + 2a + 3a^2)d1^145d2^77 + (0 + 0a + 2a^2)d1^146d2^77 + (2 + 2a + 2a^2)d1^147d2^77 + (4 + 4a + 0a^2)d1^148d2^77 + (3 + 1a + 1a^2)d1^149d2^77 + (4 + 2a + 3a^2)d1^150d2^77 + (4 + 0a + 0a^2)d1^151d2^77 + (0 + 1a + 1a^2)d1^152d2^77 + (3 + 0a + 4a^2)d1^153d2^77 + (1 + 0a + 4a^2)d1^154d2^77 + (1 + 2a + 3a^2)d1^155d2^77 + (1 + 2a + 3a^2)d1^156d2^77 + (2 + 3a + 3a^2)d1^157d2^77 + (4 + 4a + 4a^2)d1^158d2^77 + (3 + 4a + 1a^2)d1^159d2^77 + (1 + 3a + 1a^2)d1^160d2^77 + (2 + 1a + 2a^2)d1^161d2^77 + (2 + 4a + 4a^2)d1^162d2^77 + (4 + 0a + 2a^2)d1^163d2^77 + (1 + 1a + 3a^2)d1^164d2^77 + (3 + 1a + 1a^2)d1^165d2^77 + (4 + 2a + 0a^2)d1^166d2^77 + (1 + 2a + 2a^2)d1^167d2^77 + (4 + 4a + 3a^2)d1^168d2^77 + (2 + 2a + 0a^2)d1^169d2^77 + (0 + 0a + 4a^2)d1^170d2^77 + (4 + 2a + 1a^2)d1^171d2^77 + (1 + 0a + 0a^2)d1^172d2^77 + (0 + 4a + 2a^2)d1^173d2^77 + (3 + 3a + 0a^2)d1^174d2^77 + (1 + 0a + 3a^2)d1^175d2^77 + (4 + 1a + 2a^2)d1^176d2^77 + (0 + 4a + 3a^2)d1^177d2^77 + (1 + 0a + 4a^2)d1^178d2^77 + (3 + 4a + 3a^2)d1^179d2^77 + (1 + 1a + 4a^2)d1^180d2^77 + (3 + 2a + 4a^2)d1^181d2^77 + (1 + 0a + 4a^2)d1^182d2^77 + (0 + 4a + 4a^2)d1^183d2^77 + (2 + 3a + 3a^2)d1^184d2^77 + (2 + 4a + 0a^2)d1^185d2^77 + (3 + 4a + 4a^2)d1^186d2^77 + (1 + 4a + 3a^2)d1^187d2^77 + (3 + 3a + 3a^2)d1^188d2^77 + (1 + 4a + 2a^2)d1^189d2^77 + (2 + 4a + 2a^2)d1^190d2^77 + (0 + 3a + 2a^2)d1^191d2^77 + (4 + 0a + 1a^2)d1^192d2^77 + (2 + 0a + 3a^2)d1^193d2^77 + (2 + 1a + 3a^2)d1^194d2^77 + (4 + 3a + 4a^2)d1^195d2^77 + (1 + 2a + 0a^2)d1^196d2^77 + (4 + 1a + 3a^2)d1^197d2^77 + (4 + 0a + 4a^2)d1^198d2^77 + (2 + 0a + 3a^2)d1^199d2^77 + (3 + 4a + 4a^2)d1^200d2^77 + (2 + 3a + 0a^2)d1^201d2^77 + (1 + 0a + 2a^2)d1^202d2^77 + (1 + 0a + 1a^2)d1^203d2^77 + (0 + 0a + 3a^2)d1^204d2^77 + (2 + 0a + 3a^2)d1^205d2^77 + (1 + 1a + 1a^2)d1^206d2^77 + (0 + 2a + 2a^2)d1^207d2^77 + (3 + 0a + 0a^2)d1^208d2^77 + (2 + 0a + 3a^2)d1^209d2^77 + (1 + 1a + 3a^2)d1^210d2^77 + (3 + 2a + 0a^2)d1^211d2^77 + (2 + 0a + 4a^2)d1^212d2^77 + (4 + 2a + 0a^2)d1^213d2^77 + (3 + 2a + 2a^2)d1^214d2^77 + (4 + 0a + 1a^2)d1^215d2^77 + (4 + 4a + 0a^2)d1^216d2^77 + (4 + 1a + 2a^2)d1^217d2^77 + (3 + 3a + 4a^2)d1^218d2^77 + (1 + 1a + 2a^2)d1^219d2^77 + (3 + 3a + 4a^2)d1^220d2^77 + (3 + 3a + 4a^2)d1^221d2^77 + (2 + 0a + 2a^2)d1^222d2^77 + (0 + 3a + 1a^2)d1^223d2^77 + (1 + 0a + 3a^2)d1^224d2^77 + (0 + 4a + 4a^2)d1^225d2^77 + (0 + 0a + 3a^2)d1^226d2^77 + (4 + 4a + 4a^2)d1^227d2^77 + (0 + 1a + 4a^2)d1^229d2^77 + (0 + 4a + 2a^2)d1^230d2^77 + (0 + 0a + 2a^2)d1^231d2^77 + (4 + 2a + 0a^2)d1^232d2^77 + (4 + 3a + 1a^2)d1^233d2^77 + (1 + 0a + 1a^2)d1^234d2^77 + (1 + 1a + 3a^2)d1^235d2^77 + (0 + 4a + 1a^2)d1^236d2^77 + (3 + 0a + 4a^2)d1^237d2^77 + (2 + 4a + 2a^2)d1^238d2^77 + (1 + 2a + 4a^2)d1^239d2^77 + (2 + 4a + 3a^2)d1^240d2^77 + (1 + 3a + 1a^2)d1^241d2^77 + (3 + 2a + 1a^2)d1^242d2^77 + (1 + 0a + 1a^2)d1^243d2^77 + (3 + 0a + 3a^2)d1^244d2^77 + (1 + 1a + 3a^2)d1^245d2^77 + (3 + 3a + 2a^2)d1^246d2^77 + (0 + 4a + 4a^2)d1^248d2^77 + (2 + 2a + 1a^2)d1^249d2^77 + (0 + 0a + 2a^2)d1^250d2^77 + (1 + 1a + 0a^2)d1^251d2^77 + (0 + 2a + 2a^2)d1^252d2^77 + (1 + 0a + 3a^2)d1^253d2^77 + (4 + 3a + 0a^2)d1^254d2^77 + (4 + 1a + 2a^2)d1^255d2^77 + (1 + 1a + 2a^2)d1^256d2^77 + (4 + 2a + 0a^2)d1^257d2^77 + (1 + 0a + 0a^2)d1^258d2^77 + (4 + 4a + 0a^2)d1^259d2^77 + (4 + 4a + 4a^2)d1^260d2^77 + (0 + 3a + 2a^2)d1^261d2^77 + (3 + 2a + 1a^2)d1^262d2^77 + (0 + 4a + 3a^2)d1^263d2^77 + (1 + 4a + 2a^2)d1^264d2^77 + (3 + 4a + 0a^2)d1^265d2^77 + (0 + 4a + 4a^2)d1^266d2^77 + (2 + 4a + 1a^2)d1^267d2^77 + (0 + 0a + 4a^2)d1^268d2^77 + (0 + 2a + 2a^2)d1^269d2^77 + (1 + 3a + 4a^2)d1^270d2^77 + (0 + 2a + 0a^2)d1^271d2^77 + (2 + 0a + 2a^2)d1^272d2^77 + (2 + 2a + 4a^2)d1^273d2^77 + (2 + 0a + 3a^2)d1^274d2^77 + (2 + 0a + 4a^2)d1^275d2^77 + (0 + 0a + 4a^2)d1^276d2^77 + (0 + 1a + 0a^2)d1^277d2^77 + (2 + 0a + 4a^2)d1^278d2^77 + (3 + 0a + 2a^2)d1^279d2^77 + (3 + 4a + 4a^2)d1^280d2^77 + (3 + 2a + 4a^2)d1^281d2^77 + (2 + 1a + 2a^2)d1^282d2^77 + (1 + 2a + 4a^2)d1^283d2^77 + (2 + 3a + 1a^2)d1^284d2^77 + (4 + 0a + 3a^2)d1^285d2^77 + (2 + 2a + 0a^2)d1^286d2^77 + (2 + 4a + 3a^2)d1^287d2^77 + (0 + 1a + 4a^2)d1^288d2^77 + (0 + 1a + 2a^2)d1^289d2^77 + (4 + 4a + 3a^2)d1^290d2^77 + (2 + 2a + 2a^2)d1^291d2^77 + (2 + 0a + 4a^2)d1^292d2^77 + (1 + 1a + 4a^2)d1^293d2^77 + (2 + 2a + 3a^2)d2^78 + (3 + 0a + 4a^2)d1^1d2^78 + (4 + 1a + 4a^2)d1^2d2^78 + (2 + 2a + 3a^2)d1^3d2^78 + (0 + 3a + 0a^2)d1^4d2^78 + (1 + 4a + 1a^2)d1^5d2^78 + (0 + 4a + 2a^2)d1^6d2^78 + (0 + 4a + 4a^2)d1^7d2^78 + (4 + 1a + 3a^2)d1^8d2^78 + (4 + 3a + 1a^2)d1^9d2^78 + (1 + 0a + 4a^2)d1^10d2^78 + (4 + 4a + 1a^2)d1^11d2^78 + (3 + 2a + 3a^2)d1^12d2^78 + (4 + 1a + 1a^2)d1^13d2^78 + (0 + 0a + 4a^2)d1^14d2^78 + (4 + 4a + 0a^2)d1^15d2^78 + (2 + 0a + 0a^2)d1^16d2^78 + (3 + 4a + 0a^2)d1^17d2^78 + (0 + 3a + 0a^2)d1^18d2^78 + (2 + 1a + 0a^2)d1^19d2^78 + (3 + 1a + 0a^2)d1^20d2^78 + (2 + 0a + 0a^2)d1^21d2^78 + (4 + 3a + 4a^2)d1^22d2^78 + (3 + 1a + 1a^2)d1^23d2^78 + (3 + 3a + 3a^2)d1^24d2^78 + (2 + 1a + 1a^2)d1^25d2^78 + (1 + 0a + 3a^2)d1^26d2^78 + (0 + 3a + 0a^2)d1^27d2^78 + (1 + 4a + 1a^2)d1^28d2^78 + (4 + 4a + 0a^2)d1^29d2^78 + (3 + 1a + 0a^2)d1^30d2^78 + (2 + 4a + 2a^2)d1^31d2^78 + (3 + 4a + 1a^2)d1^32d2^78 + (1 + 3a + 3a^2)d1^33d2^78 + (2 + 4a + 4a^2)d1^34d2^78 + (3 + 2a + 0a^2)d1^35d2^78 + (3 + 4a + 4a^2)d1^36d2^78 + (1 + 1a + 2a^2)d1^37d2^78 + (1 + 2a + 2a^2)d1^38d2^78 + (0 + 2a + 2a^2)d1^39d2^78 + (1 + 4a + 2a^2)d1^40d2^78 + (4 + 2a + 0a^2)d1^41d2^78 + (4 + 3a + 1a^2)d1^42d2^78 + (1 + 4a + 0a^2)d1^43d2^78 + (4 + 2a + 1a^2)d1^44d2^78 + (1 + 1a + 2a^2)d1^45d2^78 + (1 + 2a + 0a^2)d1^46d2^78 + (1 + 2a + 3a^2)d1^47d2^78 + (2 + 0a + 3a^2)d1^48d2^78 + (1 + 4a + 1a^2)d1^49d2^78 + (3 + 0a + 3a^2)d1^50d2^78 + (3 + 2a + 1a^2)d1^51d2^78 + (2 + 1a + 3a^2)d1^52d2^78 + (1 + 1a + 3a^2)d1^53d2^78 + (0 + 2a + 4a^2)d1^54d2^78 + (4 + 1a + 4a^2)d1^55d2^78 + (0 + 2a + 4a^2)d1^56d2^78 + (4 + 3a + 1a^2)d1^57d2^78 + (0 + 0a + 4a^2)d1^58d2^78 + (3 + 3a + 4a^2)d1^59d2^78 + (4 + 2a + 3a^2)d1^60d2^78 + (0 + 2a + 0a^2)d1^61d2^78 + (1 + 3a + 4a^2)d1^62d2^78 + (1 + 0a + 1a^2)d1^63d2^78 + (4 + 2a + 4a^2)d1^64d2^78 + (2 + 0a + 0a^2)d1^65d2^78 + (0 + 3a + 4a^2)d1^66d2^78 + (1 + 0a + 1a^2)d1^67d2^78 + (4 + 1a + 1a^2)d1^68d2^78 + (0 + 2a + 0a^2)d1^69d2^78 + (1 + 3a + 3a^2)d1^70d2^78 + (0 + 4a + 2a^2)d1^71d2^78 + (1 + 2a + 3a^2)d1^72d2^78 + (0 + 3a + 1a^2)d1^73d2^78 + (0 + 1a + 0a^2)d1^74d2^78 + (1 + 0a + 4a^2)d1^75d2^78 + (4 + 1a + 2a^2)d1^76d2^78 + (2 + 2a + 1a^2)d1^77d2^78 + (3 + 4a + 4a^2)d1^78d2^78 + (2 + 0a + 0a^2)d1^79d2^78 + (3 + 1a + 4a^2)d1^80d2^78 + (3 + 0a + 4a^2)d1^81d2^78 + (4 + 4a + 3a^2)d1^82d2^78 + (1 + 4a + 1a^2)d1^83d2^78 + (3 + 1a + 3a^2)d1^84d2^78 + (3 + 0a + 4a^2)d1^85d2^78 + (3 + 4a + 0a^2)d1^86d2^78 + (0 + 2a + 4a^2)d1^87d2^78 + (1 + 1a + 0a^2)d1^88d2^78 + (2 + 2a + 1a^2)d1^89d2^78 + (2 + 0a + 4a^2)d1^90d2^78 + (2 + 1a + 2a^2)d1^91d2^78 + (2 + 1a + 3a^2)d1^92d2^78 + (0 + 4a + 1a^2)d1^93d2^78 + (4 + 1a + 2a^2)d1^94d2^78 + (3 + 2a + 3a^2)d1^95d2^78 + (4 + 4a + 0a^2)d1^96d2^78 + (1 + 2a + 3a^2)d1^97d2^78 + (3 + 4a + 1a^2)d1^98d2^78 + (4 + 1a + 3a^2)d1^99d2^78 + (0 + 3a + 0a^2)d1^100d2^78 + (2 + 0a + 1a^2)d1^101d2^78 + (4 + 3a + 1a^2)d1^102d2^78 + (3 + 1a + 2a^2)d1^103d2^78 + (0 + 4a + 4a^2)d1^104d2^78 + (0 + 2a + 2a^2)d1^105d2^78 + (1 + 4a + 0a^2)d1^106d2^78 + (4 + 3a + 0a^2)d1^107d2^78 + (4 + 3a + 3a^2)d1^108d2^78 + (3 + 3a + 0a^2)d1^109d2^78 + (2 + 1a + 1a^2)d1^110d2^78 + (0 + 0a + 4a^2)d1^111d2^78 + (3 + 0a + 3a^2)d1^112d2^78 + (2 + 0a + 3a^2)d1^113d2^78 + (3 + 4a + 4a^2)d1^114d2^78 + (1 + 1a + 1a^2)d1^115d2^78 + (0 + 1a + 0a^2)d1^116d2^78 + (2 + 1a + 4a^2)d1^117d2^78 + (4 + 1a + 0a^2)d1^118d2^78 + (4 + 2a + 3a^2)d1^119d2^78 + (0 + 1a + 0a^2)d1^120d2^78 + (3 + 1a + 2a^2)d1^121d2^78 + (3 + 3a + 1a^2)d1^122d2^78 + (1 + 2a + 1a^2)d1^123d2^78 + (4 + 4a + 4a^2)d1^124d2^78 + (1 + 1a + 2a^2)d1^125d2^78 + (0 + 1a + 0a^2)d1^126d2^78 + (0 + 3a + 2a^2)d1^127d2^78 + (4 + 4a + 2a^2)d1^128d2^78 + (4 + 2a + 2a^2)d1^129d2^78 + (1 + 4a + 3a^2)d1^130d2^78 + (2 + 0a + 2a^2)d1^131d2^78 + (0 + 0a + 4a^2)d1^132d2^78 + (0 + 1a + 0a^2)d1^133d2^78 + (1 + 3a + 2a^2)d1^134d2^78 + (1 + 3a + 3a^2)d1^135d2^78 + (3 + 4a + 3a^2)d1^136d2^78 + (0 + 4a + 2a^2)d1^137d2^78 + (2 + 4a + 0a^2)d1^138d2^78 + (1 + 0a + 0a^2)d1^139d2^78 + (0 + 0a + 1a^2)d1^140d2^78 + (2 + 1a + 4a^2)d1^141d2^78 + (3 + 2a + 1a^2)d1^142d2^78 + (0 + 4a + 2a^2)d1^143d2^78 + (1 + 2a + 0a^2)d1^144d2^78 + (1 + 4a + 4a^2)d1^145d2^78 + (2 + 4a + 0a^2)d1^146d2^78 + (2 + 3a + 0a^2)d1^147d2^78 + (0 + 2a + 3a^2)d1^148d2^78 + (4 + 2a + 2a^2)d1^149d2^78 + (3 + 2a + 1a^2)d1^150d2^78 + (2 + 4a + 3a^2)d1^151d2^78 + (1 + 2a + 1a^2)d1^152d2^78 + (3 + 3a + 3a^2)d1^153d2^78 + (3 + 1a + 3a^2)d1^154d2^78 + (2 + 4a + 4a^2)d1^155d2^78 + (1 + 4a + 0a^2)d1^156d2^78 + (3 + 1a + 4a^2)d1^157d2^78 + (3 + 4a + 0a^2)d1^158d2^78 + (1 + 0a + 2a^2)d1^159d2^78 + (2 + 0a + 1a^2)d1^160d2^78 + (4 + 3a + 1a^2)d1^161d2^78 + (1 + 1a + 1a^2)d1^162d2^78 + (0 + 3a + 1a^2)d1^163d2^78 + (2 + 3a + 2a^2)d1^164d2^78 + (3 + 2a + 1a^2)d1^165d2^78 + (4 + 3a + 3a^2)d1^166d2^78 + (1 + 0a + 3a^2)d1^167d2^78 + (1 + 1a + 1a^2)d1^168d2^78 + (1 + 2a + 4a^2)d1^169d2^78 + (3 + 3a + 4a^2)d1^170d2^78 + (4 + 2a + 0a^2)d1^171d2^78 + (4 + 0a + 4a^2)d1^172d2^78 + (4 + 1a + 4a^2)d1^173d2^78 + (3 + 4a + 0a^2)d1^174d2^78 + (0 + 4a + 3a^2)d1^175d2^78 + (1 + 4a + 4a^2)d1^176d2^78 + (3 + 3a + 1a^2)d1^177d2^78 + (0 + 1a + 1a^2)d1^178d2^78 + (1 + 2a + 2a^2)d1^179d2^78 + (0 + 2a + 1a^2)d1^180d2^78 + (2 + 3a + 0a^2)d1^181d2^78 + (2 + 3a + 0a^2)d1^182d2^78 + (4 + 1a + 3a^2)d1^183d2^78 + (3 + 0a + 2a^2)d1^184d2^78 + (0 + 1a + 1a^2)d1^185d2^78 + (1 + 0a + 4a^2)d1^187d2^78 + (4 + 4a + 3a^2)d1^188d2^78 + (4 + 4a + 3a^2)d1^189d2^78 + (2 + 2a + 4a^2)d1^190d2^78 + (1 + 3a + 0a^2)d1^191d2^78 + (4 + 2a + 4a^2)d1^192d2^78 + (2 + 2a + 1a^2)d1^193d2^78 + (3 + 4a + 3a^2)d1^194d2^78 + (2 + 2a + 4a^2)d1^195d2^78 + (1 + 0a + 3a^2)d1^196d2^78 + (2 + 0a + 0a^2)d1^197d2^78 + (4 + 1a + 2a^2)d1^198d2^78 + (0 + 1a + 3a^2)d1^199d2^78 + (4 + 3a + 4a^2)d1^200d2^78 + (0 + 1a + 2a^2)d1^201d2^78 + (4 + 4a + 2a^2)d1^202d2^78 + (3 + 1a + 4a^2)d1^203d2^78 + (3 + 1a + 0a^2)d1^204d2^78 + (0 + 2a + 2a^2)d1^205d2^78 + (1 + 2a + 0a^2)d1^206d2^78 + (2 + 3a + 4a^2)d1^207d2^78 + (3 + 4a + 0a^2)d1^208d2^78 + (3 + 1a + 0a^2)d1^209d2^78 + (4 + 3a + 0a^2)d1^210d2^78 + (2 + 1a + 3a^2)d1^211d2^78 + (3 + 0a + 2a^2)d1^212d2^78 + (0 + 1a + 0a^2)d1^213d2^78 + (1 + 0a + 0a^2)d1^214d2^78 + (3 + 4a + 2a^2)d1^215d2^78 + (0 + 3a + 4a^2)d1^216d2^78 + (0 + 4a + 3a^2)d1^217d2^78 + (1 + 3a + 0a^2)d1^218d2^78 + (3 + 0a + 1a^2)d1^219d2^78 + (4 + 3a + 0a^2)d1^220d2^78 + (3 + 4a + 2a^2)d1^221d2^78 + (3 + 4a + 2a^2)d1^222d2^78 + (0 + 0a + 3a^2)d1^223d2^78 + (2 + 2a + 2a^2)d1^224d2^78 + (3 + 4a + 3a^2)d1^225d2^78 + (0 + 3a + 2a^2)d1^226d2^78 + (4 + 4a + 3a^2)d1^227d2^78 + (2 + 3a + 4a^2)d1^228d2^78 + (2 + 2a + 3a^2)d1^229d2^78 + (0 + 0a + 1a^2)d1^230d2^78 + (1 + 2a + 1a^2)d1^231d2^78 + (3 + 1a + 3a^2)d1^232d2^78 + (3 + 2a + 3a^2)d1^233d2^78 + (1 + 2a + 2a^2)d1^234d2^78 + (1 + 2a + 3a^2)d1^235d2^78 + (2 + 1a + 0a^2)d1^236d2^78 + (2 + 1a + 2a^2)d1^237d2^78 + (1 + 3a + 1a^2)d1^238d2^78 + (2 + 1a + 3a^2)d1^239d2^78 + (3 + 4a + 3a^2)d1^240d2^78 + (2 + 1a + 0a^2)d1^241d2^78 + (3 + 4a + 3a^2)d1^242d2^78 + (4 + 4a + 4a^2)d1^243d2^78 + (1 + 1a + 0a^2)d1^244d2^78 + (4 + 1a + 1a^2)d1^245d2^78 + (2 + 4a + 0a^2)d1^246d2^78 + (2 + 3a + 0a^2)d1^247d2^78 + (3 + 4a + 3a^2)d1^248d2^78 + (1 + 0a + 2a^2)d1^249d2^78 + (0 + 0a + 3a^2)d1^250d2^78 + (2 + 3a + 4a^2)d1^251d2^78 + (1 + 1a + 0a^2)d1^252d2^78 + (1 + 4a + 4a^2)d1^253d2^78 + (1 + 0a + 1a^2)d1^254d2^78 + (1 + 2a + 4a^2)d1^255d2^78 + (3 + 3a + 2a^2)d1^256d2^78 + (0 + 3a + 3a^2)d1^257d2^78 + (0 + 1a + 3a^2)d1^258d2^78 + (4 + 1a + 0a^2)d1^259d2^78 + (4 + 3a + 4a^2)d1^260d2^78 + (0 + 4a + 2a^2)d1^261d2^78 + (3 + 2a + 3a^2)d1^262d2^78 + (2 + 2a + 1a^2)d1^263d2^78 + (2 + 0a + 0a^2)d1^264d2^78 + (4 + 2a + 0a^2)d1^265d2^78 + (2 + 1a + 1a^2)d1^266d2^78 + (4 + 4a + 2a^2)d1^267d2^78 + (3 + 4a + 0a^2)d1^268d2^78 + (0 + 0a + 4a^2)d1^269d2^78 + (0 + 3a + 0a^2)d1^270d2^78 + (2 + 0a + 1a^2)d1^271d2^78 + (4 + 4a + 3a^2)d1^272d2^78 + (3 + 1a + 4a^2)d1^273d2^78 + (1 + 0a + 4a^2)d1^274d2^78 + (2 + 3a + 1a^2)d1^275d2^78 + (3 + 4a + 0a^2)d1^276d2^78 + (0 + 4a + 3a^2)d1^277d2^78 + (4 + 3a + 0a^2)d1^278d2^78 + (4 + 2a + 3a^2)d1^279d2^78 + (0 + 3a + 0a^2)d1^280d2^78 + (1 + 2a + 2a^2)d1^281d2^78 + (1 + 0a + 1a^2)d1^282d2^78 + (4 + 2a + 2a^2)d1^283d2^78 + (1 + 4a + 4a^2)d1^284d2^78 + (2 + 2a + 0a^2)d1^285d2^78 + (4 + 4a + 4a^2)d1^286d2^78 + (4 + 4a + 1a^2)d1^287d2^78 + (2 + 0a + 3a^2)d1^288d2^78 + (1 + 1a + 0a^2)d1^289d2^78 + (0 + 2a + 4a^2)d1^290d2^78 + (0 + 0a + 1a^2)d1^291d2^78 + (2 + 3a + 0a^2)d1^292d2^78 + (3 + 3a + 0a^2)d1^293d2^78 + (3 + 3a + 3a^2)d2^79 + (1 + 3a + 0a^2)d1^1d2^79 + (3 + 4a + 2a^2)d1^2d2^79 + (0 + 3a + 2a^2)d1^3d2^79 + (4 + 2a + 4a^2)d1^4d2^79 + (4 + 2a + 3a^2)d1^5d2^79 + (2 + 1a + 0a^2)d1^6d2^79 + (0 + 2a + 0a^2)d1^7d2^79 + (3 + 1a + 1a^2)d1^8d2^79 + (2 + 1a + 1a^2)d1^9d2^79 + (4 + 3a + 0a^2)d1^10d2^79 + (2 + 0a + 3a^2)d1^11d2^79 + (4 + 0a + 1a^2)d1^12d2^79 + (2 + 4a + 0a^2)d1^13d2^79 + (3 + 3a + 0a^2)d1^14d2^79 + (0 + 4a + 2a^2)d1^15d2^79 + (2 + 2a + 3a^2)d1^16d2^79 + (4 + 3a + 1a^2)d1^17d2^79 + (2 + 0a + 0a^2)d1^18d2^79 + (3 + 4a + 3a^2)d1^19d2^79 + (4 + 4a + 4a^2)d1^20d2^79 + (4 + 1a + 1a^2)d1^21d2^79 + (2 + 4a + 1a^2)d1^22d2^79 + (2 + 4a + 2a^2)d1^23d2^79 + (1 + 4a + 2a^2)d1^24d2^79 + (4 + 0a + 0a^2)d1^25d2^79 + (4 + 1a + 3a^2)d1^26d2^79 + (1 + 2a + 3a^2)d1^27d2^79 + (4 + 0a + 0a^2)d1^28d2^79 + (2 + 3a + 1a^2)d1^29d2^79 + (4 + 3a + 2a^2)d1^30d2^79 + (2 + 2a + 3a^2)d1^31d2^79 + (0 + 1a + 3a^2)d1^32d2^79 + (2 + 0a + 1a^2)d1^33d2^79 + (2 + 3a + 0a^2)d1^34d2^79 + (1 + 3a + 2a^2)d1^35d2^79 + (2 + 2a + 2a^2)d1^36d2^79 + (4 + 2a + 0a^2)d1^37d2^79 + (0 + 4a + 3a^2)d1^38d2^79 + (3 + 2a + 4a^2)d1^39d2^79 + (4 + 2a + 2a^2)d1^40d2^79 + (3 + 0a + 4a^2)d1^41d2^79 + (3 + 0a + 1a^2)d1^42d2^79 + (3 + 0a + 1a^2)d1^43d2^79 + (4 + 1a + 3a^2)d1^44d2^79 + (3 + 0a + 1a^2)d1^45d2^79 + (3 + 1a + 3a^2)d1^46d2^79 + (3 + 1a + 3a^2)d1^47d2^79 + (2 + 0a + 4a^2)d1^48d2^79 + (4 + 1a + 3a^2)d1^49d2^79 + (4 + 2a + 0a^2)d1^50d2^79 + (3 + 0a + 2a^2)d1^51d2^79 + (4 + 4a + 3a^2)d1^52d2^79 + (3 + 4a + 1a^2)d1^53d2^79 + (1 + 4a + 0a^2)d1^54d2^79 + (2 + 2a + 4a^2)d1^55d2^79 + (2 + 2a + 0a^2)d1^56d2^79 + (3 + 2a + 4a^2)d1^57d2^79 + (4 + 2a + 1a^2)d1^58d2^79 + (2 + 2a + 1a^2)d1^59d2^79 + (1 + 2a + 1a^2)d1^60d2^79 + (2 + 2a + 2a^2)d1^61d2^79 + (4 + 0a + 0a^2)d1^62d2^79 + (1 + 2a + 4a^2)d1^63d2^79 + (1 + 2a + 1a^2)d1^64d2^79 + (0 + 2a + 0a^2)d1^65d2^79 + (2 + 4a + 4a^2)d1^66d2^79 + (1 + 1a + 2a^2)d1^67d2^79 + (3 + 4a + 0a^2)d1^68d2^79 + (2 + 0a + 2a^2)d1^69d2^79 + (2 + 1a + 0a^2)d1^70d2^79 + (2 + 4a + 4a^2)d1^71d2^79 + (3 + 2a + 1a^2)d1^72d2^79 + (2 + 4a + 4a^2)d1^73d2^79 + (3 + 2a + 3a^2)d1^74d2^79 + (0 + 1a + 1a^2)d1^75d2^79 + (2 + 0a + 4a^2)d1^76d2^79 + (2 + 4a + 3a^2)d1^77d2^79 + (0 + 1a + 3a^2)d1^78d2^79 + (0 + 1a + 4a^2)d1^79d2^79 + (1 + 0a + 3a^2)d1^80d2^79 + (0 + 1a + 4a^2)d1^81d2^79 + (2 + 3a + 3a^2)d1^82d2^79 + (4 + 1a + 0a^2)d1^83d2^79 + (3 + 3a + 4a^2)d1^84d2^79 + (2 + 3a + 4a^2)d1^85d2^79 + (0 + 3a + 3a^2)d1^86d2^79 + (3 + 1a + 4a^2)d1^87d2^79 + (4 + 1a + 1a^2)d1^88d2^79 + (1 + 2a + 2a^2)d1^89d2^79 + (0 + 4a + 3a^2)d1^90d2^79 + (2 + 2a + 3a^2)d1^91d2^79 + (2 + 0a + 3a^2)d1^92d2^79 + (1 + 2a + 0a^2)d1^93d2^79 + (2 + 2a + 0a^2)d1^94d2^79 + (3 + 1a + 4a^2)d1^95d2^79 + (3 + 2a + 3a^2)d1^96d2^79 + (4 + 1a + 2a^2)d1^97d2^79 + (4 + 0a + 4a^2)d1^98d2^79 + (4 + 2a + 0a^2)d1^99d2^79 + (3 + 0a + 1a^2)d1^100d2^79 + (4 + 3a + 0a^2)d1^101d2^79 + (4 + 4a + 2a^2)d1^102d2^79 + (2 + 0a + 2a^2)d1^103d2^79 + (3 + 3a + 0a^2)d1^104d2^79 + (3 + 2a + 4a^2)d1^105d2^79 + (0 + 2a + 3a^2)d1^106d2^79 + (3 + 4a + 0a^2)d1^107d2^79 + (4 + 2a + 0a^2)d1^108d2^79 + (0 + 2a + 2a^2)d1^109d2^79 + (2 + 3a + 2a^2)d1^110d2^79 + (1 + 2a + 4a^2)d1^111d2^79 + (3 + 3a + 3a^2)d1^112d2^79 + (2 + 0a + 4a^2)d1^113d2^79 + (0 + 4a + 1a^2)d1^114d2^79 + (2 + 3a + 3a^2)d1^115d2^79 + (0 + 0a + 1a^2)d1^116d2^79 + (0 + 4a + 0a^2)d1^117d2^79 + (4 + 2a + 0a^2)d1^118d2^79 + (2 + 0a + 2a^2)d1^119d2^79 + (4 + 4a + 4a^2)d1^120d2^79 + (0 + 1a + 2a^2)d1^121d2^79 + (2 + 0a + 4a^2)d1^122d2^79 + (4 + 0a + 0a^2)d1^123d2^79 + (0 + 4a + 1a^2)d1^124d2^79 + (0 + 1a + 3a^2)d1^125d2^79 + (1 + 0a + 3a^2)d1^126d2^79 + (1 + 4a + 4a^2)d1^127d2^79 + (1 + 3a + 4a^2)d1^128d2^79 + (3 + 3a + 0a^2)d1^129d2^79 + (3 + 4a + 3a^2)d1^130d2^79 + (0 + 0a + 3a^2)d1^131d2^79 + (0 + 1a + 0a^2)d1^132d2^79 + (0 + 0a + 2a^2)d1^133d2^79 + (3 + 4a + 2a^2)d1^134d2^79 + (4 + 3a + 4a^2)d1^135d2^79 + (3 + 2a + 0a^2)d1^136d2^79 + (0 + 4a + 1a^2)d1^137d2^79 + (4 + 1a + 1a^2)d1^138d2^79 + (1 + 2a + 1a^2)d1^139d2^79 + (2 + 0a + 2a^2)d1^140d2^79 + (2 + 4a + 4a^2)d1^141d2^79 + (4 + 1a + 0a^2)d1^142d2^79 + (4 + 4a + 3a^2)d1^143d2^79 + (0 + 0a + 2a^2)d1^144d2^79 + (4 + 3a + 0a^2)d1^145d2^79 + (3 + 1a + 0a^2)d1^146d2^79 + (2 + 1a + 1a^2)d1^147d2^79 + (2 + 2a + 2a^2)d1^148d2^79 + (2 + 1a + 1a^2)d1^149d2^79 + (3 + 0a + 4a^2)d1^150d2^79 + (3 + 1a + 0a^2)d1^151d2^79 + (4 + 4a + 4a^2)d1^152d2^79 + (4 + 4a + 3a^2)d1^153d2^79 + (4 + 0a + 4a^2)d1^154d2^79 + (3 + 4a + 4a^2)d1^155d2^79 + (3 + 0a + 3a^2)d1^156d2^79 + (0 + 4a + 0a^2)d1^157d2^79 + (0 + 1a + 2a^2)d1^158d2^79 + (2 + 2a + 2a^2)d1^159d2^79 + (0 + 4a + 3a^2)d1^160d2^79 + (2 + 2a + 3a^2)d1^161d2^79 + (4 + 2a + 2a^2)d1^162d2^79 + (4 + 1a + 0a^2)d1^163d2^79 + (3 + 1a + 3a^2)d1^164d2^79 + (1 + 0a + 4a^2)d1^165d2^79 + (2 + 4a + 0a^2)d1^166d2^79 + (2 + 4a + 1a^2)d1^167d2^79 + (4 + 1a + 0a^2)d1^168d2^79 + (1 + 0a + 0a^2)d1^169d2^79 + (1 + 0a + 1a^2)d1^170d2^79 + (4 + 1a + 3a^2)d1^171d2^79 + (4 + 3a + 3a^2)d1^172d2^79 + (1 + 1a + 3a^2)d1^173d2^79 + (0 + 2a + 4a^2)d1^174d2^79 + (2 + 3a + 2a^2)d1^175d2^79 + (3 + 3a + 4a^2)d1^176d2^79 + (3 + 1a + 1a^2)d1^177d2^79 + (0 + 4a + 3a^2)d1^178d2^79 + (1 + 4a + 1a^2)d1^179d2^79 + (2 + 0a + 2a^2)d1^180d2^79 + (2 + 2a + 1a^2)d1^181d2^79 + (0 + 2a + 4a^2)d1^182d2^79 + (4 + 3a + 1a^2)d1^183d2^79 + (2 + 4a + 4a^2)d1^184d2^79 + (0 + 1a + 3a^2)d1^185d2^79 + (0 + 4a + 3a^2)d1^186d2^79 + (0 + 1a + 1a^2)d1^188d2^79 + (0 + 2a + 0a^2)d1^189d2^79 + (2 + 1a + 2a^2)d1^190d2^79 + (4 + 4a + 4a^2)d1^191d2^79 + (0 + 1a + 4a^2)d1^192d2^79 + (2 + 2a + 0a^2)d1^193d2^79 + (4 + 4a + 3a^2)d1^194d2^79 + (2 + 0a + 0a^2)d1^195d2^79 + (4 + 4a + 4a^2)d1^196d2^79 + (2 + 4a + 3a^2)d1^197d2^79 + (3 + 3a + 4a^2)d1^198d2^79 + (4 + 2a + 2a^2)d1^199d2^79 + (2 + 1a + 3a^2)d1^200d2^79 + (4 + 4a + 4a^2)d1^201d2^79 + (3 + 1a + 2a^2)d1^202d2^79 + (0 + 4a + 0a^2)d1^203d2^79 + (1 + 3a + 0a^2)d1^204d2^79 + (3 + 3a + 2a^2)d1^205d2^79 + (3 + 0a + 0a^2)d1^206d2^79 + (3 + 1a + 2a^2)d1^207d2^79 + (4 + 4a + 0a^2)d1^208d2^79 + (0 + 0a + 3a^2)d1^209d2^79 + (4 + 3a + 4a^2)d1^210d2^79 + (3 + 3a + 4a^2)d1^211d2^79 + (4 + 1a + 1a^2)d1^212d2^79 + (2 + 0a + 2a^2)d1^213d2^79 + (3 + 3a + 4a^2)d1^214d2^79 + (2 + 3a + 1a^2)d1^215d2^79 + (3 + 3a + 2a^2)d1^216d2^79 + (2 + 1a + 4a^2)d1^217d2^79 + (4 + 3a + 3a^2)d1^218d2^79 + (1 + 1a + 4a^2)d1^219d2^79 + (0 + 1a + 4a^2)d1^220d2^79 + (1 + 2a + 0a^2)d1^221d2^79 + (3 + 3a + 0a^2)d1^222d2^79 + (3 + 3a + 4a^2)d1^223d2^79 + (3 + 4a + 0a^2)d1^224d2^79 + (1 + 2a + 2a^2)d1^225d2^79 + (2 + 3a + 4a^2)d1^226d2^79 + (2 + 4a + 4a^2)d1^227d2^79 + (0 + 2a + 3a^2)d1^228d2^79 + (1 + 3a + 2a^2)d1^229d2^79 + (2 + 4a + 2a^2)d1^230d2^79 + (1 + 3a + 3a^2)d1^231d2^79 + (2 + 3a + 1a^2)d1^232d2^79 + (4 + 3a + 2a^2)d1^233d2^79 + (4 + 1a + 2a^2)d1^234d2^79 + (1 + 4a + 3a^2)d1^235d2^79 + (2 + 3a + 0a^2)d1^236d2^79 + (0 + 0a + 2a^2)d1^237d2^79 + (3 + 2a + 2a^2)d1^238d2^79 + (4 + 3a + 3a^2)d1^239d2^79 + (4 + 4a + 0a^2)d1^240d2^79 + (1 + 2a + 1a^2)d1^241d2^79 + (0 + 1a + 4a^2)d1^242d2^79 + (3 + 0a + 0a^2)d1^243d2^79 + (3 + 3a + 3a^2)d1^244d2^79 + (4 + 1a + 1a^2)d1^245d2^79 + (1 + 4a + 1a^2)d1^246d2^79 + (3 + 1a + 4a^2)d1^247d2^79 + (3 + 1a + 0a^2)d1^248d2^79 + (4 + 0a + 3a^2)d1^249d2^79 + (1 + 3a + 3a^2)d1^250d2^79 + (0 + 3a + 1a^2)d1^251d2^79 + (1 + 4a + 4a^2)d1^252d2^79 + (3 + 1a + 3a^2)d1^253d2^79 + (1 + 0a + 4a^2)d1^254d2^79 + (1 + 2a + 0a^2)d1^255d2^79 + (3 + 0a + 1a^2)d1^256d2^79 + (2 + 2a + 1a^2)d1^257d2^79 + (1 + 4a + 4a^2)d1^258d2^79 + (3 + 0a + 0a^2)d1^259d2^79 + (2 + 0a + 4a^2)d1^260d2^79 + (1 + 3a + 2a^2)d1^261d2^79 + (4 + 2a + 0a^2)d1^262d2^79 + (4 + 2a + 1a^2)d1^263d2^79 + (1 + 0a + 4a^2)d1^264d2^79 + (3 + 1a + 1a^2)d1^265d2^79 + (0 + 2a + 2a^2)d1^266d2^79 + (3 + 4a + 3a^2)d1^267d2^79 + (0 + 3a + 1a^2)d1^268d2^79 + (1 + 0a + 1a^2)d1^269d2^79 + (3 + 0a + 2a^2)d1^270d2^79 + (3 + 3a + 1a^2)d1^271d2^79 + (3 + 1a + 0a^2)d1^272d2^79 + (2 + 1a + 4a^2)d1^273d2^79 + (3 + 3a + 3a^2)d1^274d2^79 + (2 + 1a + 3a^2)d1^275d2^79 + (0 + 0a + 3a^2)d1^276d2^79 + (1 + 0a + 3a^2)d1^277d2^79 + (1 + 4a + 4a^2)d1^278d2^79 + (2 + 4a + 4a^2)d1^279d2^79 + (1 + 2a + 0a^2)d1^280d2^79 + (3 + 0a + 4a^2)d1^281d2^79 + (3 + 0a + 2a^2)d1^282d2^79 + (0 + 3a + 1a^2)d1^283d2^79 + (0 + 2a + 1a^2)d1^284d2^79 + (2 + 0a + 1a^2)d1^285d2^79 + (3 + 1a + 0a^2)d1^286d2^79 + (4 + 2a + 3a^2)d1^287d2^79 + (1 + 3a + 3a^2)d1^288d2^79 + (0 + 2a + 4a^2)d1^289d2^79 + (0 + 2a + 0a^2)d1^290d2^79 + (4 + 2a + 3a^2)d1^291d2^79 + (3 + 2a + 2a^2)d1^292d2^79 + (1 + 3a + 2a^2)d2^80 + (0 + 0a + 2a^2)d1^1d2^80 + (3 + 4a + 3a^2)d1^2d2^80 + (4 + 2a + 3a^2)d1^3d2^80 + (0 + 4a + 2a^2)d1^4d2^80 + (1 + 3a + 1a^2)d1^5d2^80 + (0 + 1a + 2a^2)d1^6d2^80 + (0 + 3a + 2a^2)d1^7d2^80 + (1 + 3a + 1a^2)d1^8d2^80 + (0 + 3a + 3a^2)d1^9d2^80 + (3 + 1a + 2a^2)d1^10d2^80 + (0 + 0a + 4a^2)d1^11d2^80 + (3 + 2a + 3a^2)d1^12d2^80 + (1 + 0a + 1a^2)d1^13d2^80 + (3 + 4a + 0a^2)d1^14d2^80 + (1 + 2a + 4a^2)d1^15d2^80 + (4 + 0a + 4a^2)d1^16d2^80 + (1 + 3a + 0a^2)d1^17d2^80 + (0 + 4a + 2a^2)d1^18d2^80 + (0 + 3a + 4a^2)d1^19d2^80 + (1 + 4a + 4a^2)d1^20d2^80 + (2 + 0a + 3a^2)d1^21d2^80 + (1 + 4a + 3a^2)d1^22d2^80 + (2 + 3a + 2a^2)d1^23d2^80 + (0 + 3a + 1a^2)d1^24d2^80 + (3 + 4a + 2a^2)d1^25d2^80 + (0 + 4a + 2a^2)d1^26d2^80 + (1 + 4a + 1a^2)d1^27d2^80 + (4 + 2a + 1a^2)d1^28d2^80 + (2 + 1a + 0a^2)d1^29d2^80 + (4 + 1a + 2a^2)d1^30d2^80 + (3 + 2a + 0a^2)d1^31d2^80 + (0 + 1a + 1a^2)d1^32d2^80 + (1 + 1a + 1a^2)d1^33d2^80 + (0 + 3a + 2a^2)d1^34d2^80 + (4 + 0a + 1a^2)d1^35d2^80 + (3 + 0a + 1a^2)d1^36d2^80 + (0 + 4a + 3a^2)d1^37d2^80 + (1 + 0a + 3a^2)d1^38d2^80 + (4 + 3a + 0a^2)d1^39d2^80 + (4 + 1a + 0a^2)d1^40d2^80 + (3 + 2a + 1a^2)d1^41d2^80 + (0 + 4a + 4a^2)d1^42d2^80 + (2 + 1a + 3a^2)d1^43d2^80 + (1 + 1a + 4a^2)d1^44d2^80 + (1 + 1a + 2a^2)d1^45d2^80 + (4 + 1a + 4a^2)d1^46d2^80 + (4 + 0a + 4a^2)d1^47d2^80 + (1 + 2a + 3a^2)d1^48d2^80 + (1 + 2a + 3a^2)d1^49d2^80 + (1 + 1a + 3a^2)d1^50d2^80 + (0 + 0a + 2a^2)d1^51d2^80 + (2 + 4a + 1a^2)d1^52d2^80 + (2 + 0a + 1a^2)d1^53d2^80 + (4 + 4a + 0a^2)d1^54d2^80 + (0 + 0a + 2a^2)d1^55d2^80 + (0 + 2a + 2a^2)d1^56d2^80 + (3 + 2a + 2a^2)d1^57d2^80 + (4 + 4a + 2a^2)d1^58d2^80 + (2 + 1a + 4a^2)d1^59d2^80 + (0 + 4a + 1a^2)d1^60d2^80 + (1 + 3a + 2a^2)d1^61d2^80 + (0 + 3a + 1a^2)d1^62d2^80 + (3 + 0a + 1a^2)d1^63d2^80 + (1 + 0a + 1a^2)d1^64d2^80 + (2 + 2a + 3a^2)d1^65d2^80 + (0 + 1a + 1a^2)d1^66d2^80 + (2 + 3a + 2a^2)d1^67d2^80 + (3 + 1a + 1a^2)d1^68d2^80 + (3 + 2a + 4a^2)d1^69d2^80 + (1 + 4a + 2a^2)d1^70d2^80 + (3 + 0a + 4a^2)d1^71d2^80 + (2 + 4a + 1a^2)d1^72d2^80 + (3 + 0a + 4a^2)d1^73d2^80 + (4 + 1a + 4a^2)d1^74d2^80 + (1 + 1a + 0a^2)d1^75d2^80 + (4 + 0a + 2a^2)d1^76d2^80 + (2 + 0a + 0a^2)d1^77d2^80 + (3 + 0a + 3a^2)d1^78d2^80 + (0 + 2a + 3a^2)d1^79d2^80 + (2 + 4a + 2a^2)d1^80d2^80 + (2 + 3a + 0a^2)d1^81d2^80 + (3 + 4a + 1a^2)d1^82d2^80 + (4 + 0a + 0a^2)d1^83d2^80 + (4 + 3a + 0a^2)d1^84d2^80 + (1 + 3a + 0a^2)d1^85d2^80 + (2 + 2a + 1a^2)d1^86d2^80 + (3 + 4a + 3a^2)d1^87d2^80 + (4 + 2a + 0a^2)d1^88d2^80 + (0 + 0a + 1a^2)d1^89d2^80 + (0 + 4a + 1a^2)d1^90d2^80 + (3 + 4a + 3a^2)d1^91d2^80 + (2 + 0a + 4a^2)d1^92d2^80 + (2 + 4a + 3a^2)d1^93d2^80 + (4 + 2a + 4a^2)d1^95d2^80 + (1 + 0a + 2a^2)d1^96d2^80 + (4 + 2a + 0a^2)d1^97d2^80 + (2 + 3a + 1a^2)d1^98d2^80 + (3 + 0a + 1a^2)d1^99d2^80 + (3 + 0a + 3a^2)d1^100d2^80 + (1 + 1a + 1a^2)d1^101d2^80 + (4 + 0a + 1a^2)d1^102d2^80 + (3 + 0a + 2a^2)d1^103d2^80 + (0 + 3a + 3a^2)d1^104d2^80 + (2 + 3a + 1a^2)d1^105d2^80 + (4 + 1a + 2a^2)d1^106d2^80 + (3 + 1a + 3a^2)d1^107d2^80 + (2 + 0a + 2a^2)d1^108d2^80 + (0 + 2a + 4a^2)d1^109d2^80 + (0 + 4a + 4a^2)d1^110d2^80 + (1 + 0a + 1a^2)d1^111d2^80 + (3 + 0a + 3a^2)d1^112d2^80 + (2 + 0a + 1a^2)d1^113d2^80 + (1 + 4a + 2a^2)d1^114d2^80 + (2 + 1a + 4a^2)d1^115d2^80 + (1 + 1a + 2a^2)d1^116d2^80 + (2 + 4a + 3a^2)d1^117d2^80 + (2 + 1a + 4a^2)d1^118d2^80 + (2 + 2a + 3a^2)d1^119d2^80 + (2 + 2a + 4a^2)d1^120d2^80 + (1 + 4a + 3a^2)d1^121d2^80 + (1 + 0a + 0a^2)d1^122d2^80 + (4 + 0a + 2a^2)d1^123d2^80 + (4 + 3a + 1a^2)d1^124d2^80 + (0 + 4a + 3a^2)d1^125d2^80 + (2 + 3a + 3a^2)d1^126d2^80 + (2 + 1a + 4a^2)d1^127d2^80 + (3 + 4a + 3a^2)d1^128d2^80 + (0 + 2a + 2a^2)d1^129d2^80 + (0 + 0a + 4a^2)d1^130d2^80 + (4 + 3a + 1a^2)d1^131d2^80 + (1 + 2a + 0a^2)d1^132d2^80 + (3 + 0a + 2a^2)d1^133d2^80 + (3 + 2a + 4a^2)d1^134d2^80 + (1 + 3a + 0a^2)d1^135d2^80 + (1 + 3a + 2a^2)d1^136d2^80 + (4 + 4a + 3a^2)d1^137d2^80 + (3 + 0a + 4a^2)d1^138d2^80 + (4 + 1a + 4a^2)d1^139d2^80 + (2 + 2a + 0a^2)d1^140d2^80 + (4 + 1a + 1a^2)d1^141d2^80 + (4 + 2a + 3a^2)d1^142d2^80 + (4 + 2a + 3a^2)d1^143d2^80 + (3 + 3a + 0a^2)d1^144d2^80 + (3 + 3a + 2a^2)d1^145d2^80 + (3 + 3a + 3a^2)d1^146d2^80 + (0 + 3a + 4a^2)d1^147d2^80 + (0 + 4a + 2a^2)d1^148d2^80 + (2 + 4a + 4a^2)d1^149d2^80 + (1 + 1a + 1a^2)d1^150d2^80 + (0 + 2a + 4a^2)d1^151d2^80 + (3 + 1a + 1a^2)d1^152d2^80 + (2 + 1a + 2a^2)d1^153d2^80 + (4 + 4a + 1a^2)d1^154d2^80 + (1 + 3a + 1a^2)d1^155d2^80 + (1 + 0a + 0a^2)d1^156d2^80 + (4 + 1a + 1a^2)d1^157d2^80 + (3 + 4a + 3a^2)d1^158d2^80 + (0 + 3a + 3a^2)d1^159d2^80 + (1 + 0a + 2a^2)d1^160d2^80 + (3 + 1a + 1a^2)d1^161d2^80 + (3 + 2a + 0a^2)d1^162d2^80 + (0 + 1a + 2a^2)d1^163d2^80 + (0 + 0a + 3a^2)d1^164d2^80 + (1 + 0a + 2a^2)d1^165d2^80 + (1 + 1a + 0a^2)d1^166d2^80 + (4 + 0a + 2a^2)d1^167d2^80 + (4 + 1a + 3a^2)d1^168d2^80 + (1 + 4a + 4a^2)d1^169d2^80 + (1 + 1a + 1a^2)d1^170d2^80 + (4 + 3a + 0a^2)d1^171d2^80 + (2 + 4a + 1a^2)d1^172d2^80 + (4 + 4a + 4a^2)d1^173d2^80 + (1 + 1a + 4a^2)d1^174d2^80 + (0 + 2a + 1a^2)d1^175d2^80 + (4 + 4a + 4a^2)d1^176d2^80 + (1 + 0a + 1a^2)d1^177d2^80 + (2 + 4a + 2a^2)d1^178d2^80 + (0 + 2a + 3a^2)d1^179d2^80 + (3 + 3a + 3a^2)d1^180d2^80 + (0 + 1a + 4a^2)d1^181d2^80 + (0 + 1a + 4a^2)d1^182d2^80 + (4 + 2a + 1a^2)d1^183d2^80 + (1 + 1a + 4a^2)d1^184d2^80 + (2 + 1a + 2a^2)d1^185d2^80 + (0 + 2a + 0a^2)d1^186d2^80 + (1 + 3a + 4a^2)d1^187d2^80 + (2 + 3a + 0a^2)d1^188d2^80 + (2 + 1a + 4a^2)d1^189d2^80 + (0 + 2a + 1a^2)d1^190d2^80 + (1 + 2a + 4a^2)d1^191d2^80 + (2 + 1a + 0a^2)d1^192d2^80 + (0 + 4a + 4a^2)d1^193d2^80 + (4 + 1a + 0a^2)d1^194d2^80 + (2 + 4a + 3a^2)d1^195d2^80 + (2 + 4a + 3a^2)d1^196d2^80 + (3 + 2a + 3a^2)d1^197d2^80 + (3 + 3a + 0a^2)d1^198d2^80 + (0 + 3a + 0a^2)d1^199d2^80 + (0 + 3a + 0a^2)d1^200d2^80 + (3 + 1a + 4a^2)d1^201d2^80 + (1 + 0a + 4a^2)d1^202d2^80 + (4 + 1a + 4a^2)d1^203d2^80 + (0 + 3a + 4a^2)d1^204d2^80 + (4 + 1a + 4a^2)d1^205d2^80 + (0 + 3a + 4a^2)d1^206d2^80 + (3 + 0a + 0a^2)d1^207d2^80 + (1 + 4a + 4a^2)d1^208d2^80 + (2 + 3a + 0a^2)d1^209d2^80 + (3 + 0a + 4a^2)d1^210d2^80 + (0 + 1a + 4a^2)d1^211d2^80 + (0 + 1a + 3a^2)d1^212d2^80 + (4 + 2a + 0a^2)d1^213d2^80 + (1 + 1a + 1a^2)d1^214d2^80 + (1 + 4a + 2a^2)d1^215d2^80 + (2 + 1a + 2a^2)d1^216d2^80 + (0 + 1a + 3a^2)d1^217d2^80 + (2 + 3a + 1a^2)d1^218d2^80 + (0 + 3a + 1a^2)d1^219d2^80 + (3 + 2a + 0a^2)d1^220d2^80 + (3 + 1a + 3a^2)d1^221d2^80 + (0 + 1a + 2a^2)d1^222d2^80 + (4 + 3a + 0a^2)d1^223d2^80 + (4 + 3a + 0a^2)d1^224d2^80 + (2 + 1a + 4a^2)d1^225d2^80 + (4 + 3a + 3a^2)d1^226d2^80 + (2 + 1a + 2a^2)d1^227d2^80 + (2 + 2a + 4a^2)d1^228d2^80 + (3 + 3a + 2a^2)d1^229d2^80 + (4 + 1a + 1a^2)d1^230d2^80 + (3 + 1a + 1a^2)d1^231d2^80 + (4 + 2a + 2a^2)d1^232d2^80 + (1 + 4a + 2a^2)d1^233d2^80 + (0 + 1a + 1a^2)d1^234d2^80 + (0 + 0a + 4a^2)d1^235d2^80 + (4 + 1a + 0a^2)d1^236d2^80 + (0 + 4a + 3a^2)d1^237d2^80 + (3 + 4a + 3a^2)d1^238d2^80 + (4 + 1a + 4a^2)d1^239d2^80 + (1 + 2a + 0a^2)d1^240d2^80 + (2 + 2a + 4a^2)d1^241d2^80 + (2 + 0a + 0a^2)d1^242d2^80 + (0 + 4a + 2a^2)d1^243d2^80 + (3 + 3a + 2a^2)d1^244d2^80 + (3 + 4a + 2a^2)d1^245d2^80 + (3 + 1a + 1a^2)d1^246d2^80 + (4 + 2a + 1a^2)d1^247d2^80 + (1 + 1a + 0a^2)d1^249d2^80 + (0 + 0a + 1a^2)d1^250d2^80 + (3 + 3a + 2a^2)d1^251d2^80 + (3 + 2a + 3a^2)d1^252d2^80 + (4 + 1a + 4a^2)d1^254d2^80 + (1 + 3a + 4a^2)d1^255d2^80 + (0 + 1a + 1a^2)d1^256d2^80 + (1 + 2a + 1a^2)d1^257d2^80 + (1 + 1a + 3a^2)d1^258d2^80 + (4 + 0a + 2a^2)d1^259d2^80 + (0 + 3a + 3a^2)d1^260d2^80 + (3 + 0a + 1a^2)d1^261d2^80 + (3 + 4a + 0a^2)d1^262d2^80 + (2 + 4a + 3a^2)d1^263d2^80 + (4 + 3a + 4a^2)d1^264d2^80 + (2 + 1a + 0a^2)d1^265d2^80 + (1 + 2a + 4a^2)d1^266d2^80 + (2 + 1a + 2a^2)d1^267d2^80 + (4 + 2a + 4a^2)d1^268d2^80 + (2 + 0a + 3a^2)d1^269d2^80 + (2 + 2a + 3a^2)d1^270d2^80 + (2 + 3a + 4a^2)d1^271d2^80 + (2 + 0a + 2a^2)d1^272d2^80 + (3 + 0a + 1a^2)d1^273d2^80 + (1 + 0a + 2a^2)d1^274d2^80 + (0 + 4a + 1a^2)d1^275d2^80 + (4 + 3a + 4a^2)d1^276d2^80 + (4 + 4a + 4a^2)d1^277d2^80 + (1 + 4a + 0a^2)d1^278d2^80 + (0 + 2a + 4a^2)d1^279d2^80 + (1 + 2a + 2a^2)d1^280d2^80 + (0 + 4a + 2a^2)d1^281d2^80 + (1 + 1a + 3a^2)d1^282d2^80 + (4 + 3a + 4a^2)d1^283d2^80 + (3 + 3a + 4a^2)d1^284d2^80 + (3 + 4a + 1a^2)d1^285d2^80 + (0 + 4a + 4a^2)d1^286d2^80 + (0 + 1a + 1a^2)d1^287d2^80 + (3 + 3a + 1a^2)d1^288d2^80 + (3 + 2a + 3a^2)d1^289d2^80 + (1 + 0a + 2a^2)d1^290d2^80 + (1 + 2a + 3a^2)d1^291d2^80 + (2 + 2a + 3a^2)d1^292d2^80 + (4 + 3a + 3a^2)d1^293d2^80 + (3 + 3a + 4a^2)d2^81 + (4 + 4a + 1a^2)d1^1d2^81 + (1 + 0a + 0a^2)d1^2d2^81 + (1 + 3a + 0a^2)d1^3d2^81 + (0 + 0a + 2a^2)d1^4d2^81 + (4 + 4a + 3a^2)d1^5d2^81 + (2 + 3a + 0a^2)d1^6d2^81 + (3 + 1a + 2a^2)d1^7d2^81 + (2 + 2a + 4a^2)d1^8d2^81 + (1 + 2a + 3a^2)d1^9d2^81 + (1 + 4a + 4a^2)d1^10d2^81 + (2 + 4a + 4a^2)d1^11d2^81 + (3 + 2a + 3a^2)d1^12d2^81 + (4 + 0a + 1a^2)d1^13d2^81 + (3 + 4a + 1a^2)d1^14d2^81 + (4 + 3a + 4a^2)d1^15d2^81 + (1 + 0a + 4a^2)d1^16d2^81 + (3 + 2a + 1a^2)d1^17d2^81 + (0 + 0a + 3a^2)d1^18d2^81 + (1 + 2a + 0a^2)d1^19d2^81 + (3 + 4a + 3a^2)d1^20d2^81 + (4 + 2a + 0a^2)d1^21d2^81 + (4 + 0a + 1a^2)d1^22d2^81 + (2 + 3a + 3a^2)d1^23d2^81 + (3 + 0a + 1a^2)d1^24d2^81 + (0 + 2a + 2a^2)d1^25d2^81 + (4 + 1a + 4a^2)d1^26d2^81 + (3 + 3a + 0a^2)d1^27d2^81 + (4 + 1a + 0a^2)d1^28d2^81 + (4 + 2a + 4a^2)d1^29d2^81 + (0 + 0a + 3a^2)d1^30d2^81 + (4 + 0a + 0a^2)d1^31d2^81 + (1 + 4a + 0a^2)d1^32d2^81 + (4 + 3a + 3a^2)d1^33d2^81 + (4 + 3a + 3a^2)d1^34d2^81 + (0 + 2a + 2a^2)d1^35d2^81 + (2 + 0a + 0a^2)d1^36d2^81 + (4 + 0a + 2a^2)d1^37d2^81 + (0 + 0a + 2a^2)d1^38d2^81 + (3 + 3a + 3a^2)d1^39d2^81 + (3 + 3a + 3a^2)d1^40d2^81 + (4 + 2a + 2a^2)d1^41d2^81 + (4 + 1a + 3a^2)d1^42d2^81 + (1 + 1a + 4a^2)d1^43d2^81 + (3 + 3a + 1a^2)d1^44d2^81 + (3 + 2a + 1a^2)d1^45d2^81 + (2 + 0a + 1a^2)d1^46d2^81 + (4 + 2a + 4a^2)d1^47d2^81 + (1 + 0a + 4a^2)d1^48d2^81 + (0 + 0a + 4a^2)d1^49d2^81 + (3 + 3a + 4a^2)d1^50d2^81 + (2 + 1a + 1a^2)d1^51d2^81 + (2 + 3a + 2a^2)d1^52d2^81 + (3 + 2a + 4a^2)d1^53d2^81 + (4 + 2a + 1a^2)d1^54d2^81 + (1 + 2a + 4a^2)d1^55d2^81 + (2 + 4a + 4a^2)d1^56d2^81 + (1 + 4a + 2a^2)d1^57d2^81 + (2 + 4a + 0a^2)d1^58d2^81 + (4 + 2a + 1a^2)d1^59d2^81 + (2 + 1a + 1a^2)d1^60d2^81 + (4 + 3a + 4a^2)d1^61d2^81 + (1 + 1a + 1a^2)d1^62d2^81 + (1 + 2a + 1a^2)d1^63d2^81 + (4 + 3a + 2a^2)d1^64d2^81 + (0 + 3a + 1a^2)d1^65d2^81 + (3 + 4a + 3a^2)d1^66d2^81 + (0 + 1a + 1a^2)d1^67d2^81 + (3 + 2a + 1a^2)d1^68d2^81 + (2 + 1a + 0a^2)d1^69d2^81 + (4 + 3a + 2a^2)d1^70d2^81 + (0 + 4a + 4a^2)d1^71d2^81 + (2 + 1a + 4a^2)d1^72d2^81 + (0 + 3a + 2a^2)d1^73d2^81 + (1 + 4a + 3a^2)d1^74d2^81 + (3 + 4a + 3a^2)d1^75d2^81 + (0 + 1a + 0a^2)d1^76d2^81 + (4 + 2a + 3a^2)d1^77d2^81 + (2 + 4a + 0a^2)d1^78d2^81 + (2 + 3a + 0a^2)d1^79d2^81 + (0 + 4a + 2a^2)d1^80d2^81 + (4 + 1a + 4a^2)d1^81d2^81 + (2 + 3a + 3a^2)d1^82d2^81 + (1 + 3a + 4a^2)d1^83d2^81 + (1 + 4a + 2a^2)d1^84d2^81 + (4 + 1a + 2a^2)d1^85d2^81 + (1 + 0a + 4a^2)d1^86d2^81 + (1 + 2a + 4a^2)d1^87d2^81 + (1 + 1a + 3a^2)d1^88d2^81 + (0 + 2a + 1a^2)d1^89d2^81 + (4 + 2a + 4a^2)d1^90d2^81 + (3 + 3a + 1a^2)d1^91d2^81 + (3 + 0a + 2a^2)d1^92d2^81 + (2 + 0a + 3a^2)d1^93d2^81 + (0 + 4a + 2a^2)d1^94d2^81 + (2 + 0a + 2a^2)d1^95d2^81 + (1 + 2a + 0a^2)d1^96d2^81 + (0 + 2a + 4a^2)d1^97d2^81 + (3 + 2a + 3a^2)d1^98d2^81 + (3 + 0a + 0a^2)d1^99d2^81 + (1 + 2a + 3a^2)d1^100d2^81 + (1 + 4a + 0a^2)d1^101d2^81 + (3 + 0a + 4a^2)d1^102d2^81 + (2 + 0a + 0a^2)d1^103d2^81 + (3 + 2a + 4a^2)d1^104d2^81 + (2 + 3a + 1a^2)d1^105d2^81 + (4 + 0a + 0a^2)d1^107d2^81 + (1 + 0a + 1a^2)d1^108d2^81 + (3 + 3a + 0a^2)d1^109d2^81 + (3 + 3a + 4a^2)d1^110d2^81 + (3 + 0a + 0a^2)d1^111d2^81 + (4 + 4a + 4a^2)d1^112d2^81 + (0 + 1a + 0a^2)d1^113d2^81 + (0 + 3a + 4a^2)d1^114d2^81 + (1 + 3a + 1a^2)d1^115d2^81 + (4 + 1a + 3a^2)d1^116d2^81 + (2 + 3a + 3a^2)d1^117d2^81 + (2 + 2a + 4a^2)d1^118d2^81 + (0 + 4a + 4a^2)d1^119d2^81 + (2 + 1a + 3a^2)d1^120d2^81 + (4 + 3a + 2a^2)d1^121d2^81 + (0 + 2a + 1a^2)d1^122d2^81 + (1 + 3a + 4a^2)d1^123d2^81 + (1 + 2a + 0a^2)d1^124d2^81 + (2 + 1a + 4a^2)d1^125d2^81 + (2 + 2a + 3a^2)d1^126d2^81 + (0 + 3a + 2a^2)d1^127d2^81 + (3 + 0a + 1a^2)d1^128d2^81 + (2 + 0a + 4a^2)d1^129d2^81 + (3 + 3a + 4a^2)d1^130d2^81 + (0 + 4a + 4a^2)d1^131d2^81 + (4 + 2a + 0a^2)d1^132d2^81 + (2 + 3a + 4a^2)d1^133d2^81 + (4 + 1a + 1a^2)d1^134d2^81 + (1 + 4a + 0a^2)d1^135d2^81 + (0 + 1a + 0a^2)d1^136d2^81 + (1 + 2a + 1a^2)d1^137d2^81 + (4 + 1a + 3a^2)d1^138d2^81 + (3 + 2a + 1a^2)d1^139d2^81 + (3 + 3a + 0a^2)d1^140d2^81 + (0 + 1a + 4a^2)d1^141d2^81 + (3 + 3a + 4a^2)d1^142d2^81 + (2 + 2a + 3a^2)d1^143d2^81 + (0 + 3a + 1a^2)d1^144d2^81 + (1 + 1a + 1a^2)d1^145d2^81 + (2 + 2a + 4a^2)d1^146d2^81 + (3 + 1a + 0a^2)d1^147d2^81 + (2 + 4a + 4a^2)d1^148d2^81 + (0 + 1a + 4a^2)d1^149d2^81 + (2 + 2a + 0a^2)d1^150d2^81 + (1 + 4a + 4a^2)d1^151d2^81 + (4 + 4a + 2a^2)d1^152d2^81 + (4 + 2a + 0a^2)d1^153d2^81 + (2 + 4a + 0a^2)d1^154d2^81 + (1 + 0a + 3a^2)d1^155d2^81 + (3 + 3a + 2a^2)d1^156d2^81 + (4 + 1a + 1a^2)d1^157d2^81 + (2 + 0a + 1a^2)d1^158d2^81 + (0 + 3a + 2a^2)d1^159d2^81 + (2 + 2a + 0a^2)d1^160d2^81 + (2 + 1a + 3a^2)d1^161d2^81 + (0 + 1a + 4a^2)d1^162d2^81 + (4 + 0a + 1a^2)d1^163d2^81 + (1 + 2a + 2a^2)d1^164d2^81 + (3 + 2a + 4a^2)d1^165d2^81 + (0 + 0a + 3a^2)d1^166d2^81 + (4 + 0a + 1a^2)d1^167d2^81 + (2 + 4a + 4a^2)d1^168d2^81 + (4 + 3a + 4a^2)d1^169d2^81 + (0 + 3a + 3a^2)d1^170d2^81 + (0 + 3a + 4a^2)d1^171d2^81 + (4 + 0a + 2a^2)d1^172d2^81 + (0 + 3a + 1a^2)d1^173d2^81 + (4 + 1a + 3a^2)d1^174d2^81 + (0 + 3a + 1a^2)d1^175d2^81 + (2 + 1a + 1a^2)d1^176d2^81 + (3 + 4a + 1a^2)d1^177d2^81 + (0 + 1a + 3a^2)d1^178d2^81 + (4 + 3a + 4a^2)d1^179d2^81 + (4 + 4a + 0a^2)d1^180d2^81 + (3 + 0a + 2a^2)d1^181d2^81 + (3 + 1a + 0a^2)d1^182d2^81 + (2 + 2a + 1a^2)d1^183d2^81 + (0 + 3a + 4a^2)d1^184d2^81 + (3 + 0a + 3a^2)d1^185d2^81 + (3 + 1a + 0a^2)d1^186d2^81 + (2 + 1a + 1a^2)d1^187d2^81 + (3 + 0a + 3a^2)d1^188d2^81 + (1 + 4a + 0a^2)d1^189d2^81 + (1 + 1a + 3a^2)d1^190d2^81 + (4 + 3a + 3a^2)d1^191d2^81 + (2 + 0a + 4a^2)d1^192d2^81 + (4 + 3a + 0a^2)d1^193d2^81 + (3 + 3a + 0a^2)d1^194d2^81 + (2 + 3a + 1a^2)d1^195d2^81 + (0 + 0a + 3a^2)d1^196d2^81 + (4 + 4a + 2a^2)d1^197d2^81 + (1 + 2a + 0a^2)d1^198d2^81 + (3 + 4a + 4a^2)d1^199d2^81 + (3 + 2a + 3a^2)d1^200d2^81 + (2 + 4a + 0a^2)d1^201d2^81 + (4 + 0a + 1a^2)d1^202d2^81 + (4 + 3a + 2a^2)d1^203d2^81 + (1 + 4a + 2a^2)d1^204d2^81 + (0 + 0a + 1a^2)d1^205d2^81 + (3 + 0a + 4a^2)d1^206d2^81 + (1 + 4a + 0a^2)d1^207d2^81 + (3 + 0a + 3a^2)d1^208d2^81 + (2 + 2a + 1a^2)d1^209d2^81 + (1 + 2a + 3a^2)d1^210d2^81 + (4 + 4a + 0a^2)d1^211d2^81 + (3 + 1a + 3a^2)d1^212d2^81 + (2 + 2a + 1a^2)d1^213d2^81 + (2 + 1a + 1a^2)d1^214d2^81 + (0 + 1a + 3a^2)d1^215d2^81 + (1 + 4a + 0a^2)d1^216d2^81 + (3 + 4a + 1a^2)d1^217d2^81 + (4 + 3a + 2a^2)d1^218d2^81 + (1 + 1a + 2a^2)d1^219d2^81 + (3 + 2a + 1a^2)d1^220d2^81 + (1 + 1a + 4a^2)d1^221d2^81 + (0 + 3a + 2a^2)d1^222d2^81 + (1 + 1a + 0a^2)d1^223d2^81 + (4 + 4a + 0a^2)d1^224d2^81 + (3 + 1a + 4a^2)d1^225d2^81 + (4 + 2a + 0a^2)d1^226d2^81 + (0 + 4a + 2a^2)d1^227d2^81 + (0 + 1a + 0a^2)d1^228d2^81 + (3 + 3a + 3a^2)d1^229d2^81 + (2 + 2a + 1a^2)d1^230d2^81 + (1 + 2a + 2a^2)d1^231d2^81 + (2 + 1a + 2a^2)d1^232d2^81 + (3 + 0a + 1a^2)d1^233d2^81 + (0 + 4a + 0a^2)d1^235d2^81 + (3 + 4a + 4a^2)d1^236d2^81 + (3 + 0a + 4a^2)d1^237d2^81 + (4 + 1a + 2a^2)d1^238d2^81 + (0 + 2a + 2a^2)d1^239d2^81 + (3 + 4a + 4a^2)d1^240d2^81 + (2 + 3a + 3a^2)d1^241d2^81 + (2 + 4a + 0a^2)d1^242d2^81 + (2 + 3a + 4a^2)d1^243d2^81 + (2 + 1a + 4a^2)d1^244d2^81 + (2 + 2a + 4a^2)d1^245d2^81 + (4 + 4a + 0a^2)d1^246d2^81 + (4 + 0a + 0a^2)d1^247d2^81 + (2 + 2a + 1a^2)d1^248d2^81 + (2 + 4a + 4a^2)d1^249d2^81 + (3 + 1a + 4a^2)d1^250d2^81 + (1 + 2a + 3a^2)d1^251d2^81 + (0 + 4a + 4a^2)d1^252d2^81 + (1 + 3a + 3a^2)d1^253d2^81 + (3 + 3a + 0a^2)d1^254d2^81 + (2 + 1a + 1a^2)d1^255d2^81 + (2 + 0a + 2a^2)d1^256d2^81 + (0 + 3a + 4a^2)d1^257d2^81 + (2 + 1a + 0a^2)d1^258d2^81 + (4 + 3a + 4a^2)d1^259d2^81 + (4 + 2a + 4a^2)d1^260d2^81 + (3 + 2a + 2a^2)d1^261d2^81 + (1 + 0a + 4a^2)d1^262d2^81 + (1 + 3a + 1a^2)d1^263d2^81 + (4 + 1a + 2a^2)d1^264d2^81 + (0 + 4a + 4a^2)d1^265d2^81 + (1 + 2a + 0a^2)d1^266d2^81 + (3 + 4a + 4a^2)d1^267d2^81 + (2 + 3a + 0a^2)d1^268d2^81 + (0 + 1a + 0a^2)d1^269d2^81 + (3 + 2a + 0a^2)d1^270d2^81 + (3 + 3a + 3a^2)d1^271d2^81 + (0 + 4a + 3a^2)d1^272d2^81 + (1 + 3a + 1a^2)d1^273d2^81 + (2 + 1a + 0a^2)d1^274d2^81 + (3 + 2a + 4a^2)d1^275d2^81 + (4 + 4a + 4a^2)d1^276d2^81 + (3 + 4a + 3a^2)d1^277d2^81 + (4 + 4a + 0a^2)d1^278d2^81 + (4 + 3a + 4a^2)d1^279d2^81 + (4 + 2a + 2a^2)d1^280d2^81 + (4 + 2a + 4a^2)d1^281d2^81 + (3 + 0a + 3a^2)d1^282d2^81 + (4 + 1a + 3a^2)d1^283d2^81 + (2 + 2a + 1a^2)d1^284d2^81 + (3 + 1a + 1a^2)d1^285d2^81 + (0 + 4a + 2a^2)d1^286d2^81 + (1 + 0a + 4a^2)d1^287d2^81 + (2 + 4a + 0a^2)d1^288d2^81 + (2 + 1a + 2a^2)d1^289d2^81 + (1 + 0a + 2a^2)d1^290d2^81 + (3 + 4a + 1a^2)d1^291d2^81 + (2 + 2a + 1a^2)d1^292d2^81 + (1 + 3a + 1a^2)d1^293d2^81 + (4 + 4a + 0a^2)d2^82 + (4 + 4a + 2a^2)d1^1d2^82 + (4 + 4a + 1a^2)d1^2d2^82 + (3 + 0a + 1a^2)d1^3d2^82 + (2 + 2a + 2a^2)d1^4d2^82 + (3 + 2a + 4a^2)d1^5d2^82 + (4 + 1a + 4a^2)d1^6d2^82 + (2 + 2a + 3a^2)d1^7d2^82 + (4 + 3a + 2a^2)d1^8d2^82 + (3 + 3a + 4a^2)d1^9d2^82 + (1 + 0a + 1a^2)d1^10d2^82 + (3 + 2a + 3a^2)d1^11d2^82 + (4 + 4a + 0a^2)d1^12d2^82 + (1 + 0a + 0a^2)d1^13d2^82 + (1 + 1a + 0a^2)d1^14d2^82 + (1 + 0a + 2a^2)d1^15d2^82 + (4 + 4a + 1a^2)d1^16d2^82 + (2 + 2a + 4a^2)d1^17d2^82 + (1 + 1a + 2a^2)d1^18d2^82 + (4 + 0a + 1a^2)d1^19d2^82 + (0 + 4a + 0a^2)d1^20d2^82 + (0 + 1a + 1a^2)d1^21d2^82 + (0 + 1a + 4a^2)d1^22d2^82 + (1 + 3a + 2a^2)d1^23d2^82 + (4 + 1a + 4a^2)d1^24d2^82 + (4 + 0a + 4a^2)d1^25d2^82 + (0 + 4a + 2a^2)d1^26d2^82 + (0 + 4a + 4a^2)d1^27d2^82 + (1 + 1a + 3a^2)d1^28d2^82 + (1 + 3a + 4a^2)d1^30d2^82 + (4 + 2a + 3a^2)d1^31d2^82 + (2 + 2a + 2a^2)d1^32d2^82 + (1 + 3a + 2a^2)d1^33d2^82 + (1 + 4a + 4a^2)d1^34d2^82 + (2 + 2a + 2a^2)d1^35d2^82 + (1 + 0a + 2a^2)d1^36d2^82 + (0 + 1a + 4a^2)d1^37d2^82 + (2 + 1a + 4a^2)d1^38d2^82 + (1 + 4a + 2a^2)d1^39d2^82 + (1 + 2a + 4a^2)d1^40d2^82 + (2 + 4a + 3a^2)d1^41d2^82 + (4 + 0a + 4a^2)d1^42d2^82 + (3 + 1a + 4a^2)d1^43d2^82 + (1 + 2a + 3a^2)d1^44d2^82 + (2 + 1a + 1a^2)d1^45d2^82 + (0 + 3a + 2a^2)d1^46d2^82 + (1 + 4a + 4a^2)d1^47d2^82 + (0 + 4a + 3a^2)d1^48d2^82 + (4 + 3a + 3a^2)d1^49d2^82 + (4 + 2a + 4a^2)d1^50d2^82 + (2 + 0a + 4a^2)d1^51d2^82 + (1 + 1a + 1a^2)d1^52d2^82 + (4 + 1a + 3a^2)d1^53d2^82 + (1 + 0a + 2a^2)d1^54d2^82 + (4 + 1a + 0a^2)d1^55d2^82 + (0 + 3a + 1a^2)d1^56d2^82 + (1 + 2a + 2a^2)d1^57d2^82 + (1 + 2a + 3a^2)d1^58d2^82 + (1 + 2a + 1a^2)d1^59d2^82 + (4 + 2a + 3a^2)d1^60d2^82 + (4 + 0a + 0a^2)d1^61d2^82 + (1 + 2a + 0a^2)d1^62d2^82 + (4 + 0a + 4a^2)d1^63d2^82 + (3 + 1a + 4a^2)d1^64d2^82 + (0 + 1a + 1a^2)d1^65d2^82 + (1 + 0a + 1a^2)d1^66d2^82 + (2 + 4a + 3a^2)d1^67d2^82 + (4 + 4a + 2a^2)d1^68d2^82 + (2 + 3a + 4a^2)d1^69d2^82 + (1 + 0a + 1a^2)d1^70d2^82 + (2 + 1a + 2a^2)d1^71d2^82 + (2 + 2a + 4a^2)d1^72d2^82 + (1 + 2a + 2a^2)d1^73d2^82 + (0 + 3a + 2a^2)d1^74d2^82 + (2 + 3a + 4a^2)d1^75d2^82 + (1 + 0a + 0a^2)d1^76d2^82 + (4 + 4a + 4a^2)d1^77d2^82 + (4 + 2a + 1a^2)d1^78d2^82 + (3 + 4a + 1a^2)d1^79d2^82 + (1 + 3a + 4a^2)d1^80d2^82 + (4 + 0a + 3a^2)d1^81d2^82 + (0 + 3a + 0a^2)d1^82d2^82 + (1 + 0a + 0a^2)d1^83d2^82 + (3 + 3a + 4a^2)d1^84d2^82 + (3 + 4a + 0a^2)d1^85d2^82 + (0 + 1a + 2a^2)d1^86d2^82 + (3 + 0a + 2a^2)d1^87d2^82 + (4 + 4a + 4a^2)d1^88d2^82 + (4 + 2a + 2a^2)d1^89d2^82 + (4 + 1a + 3a^2)d1^90d2^82 + (4 + 2a + 1a^2)d1^91d2^82 + (4 + 1a + 0a^2)d1^92d2^82 + (4 + 0a + 1a^2)d1^93d2^82 + (4 + 2a + 2a^2)d1^94d2^82 + (4 + 0a + 4a^2)d1^95d2^82 + (4 + 2a + 1a^2)d1^96d2^82 + (0 + 0a + 3a^2)d1^97d2^82 + (0 + 3a + 2a^2)d1^98d2^82 + (1 + 4a + 4a^2)d1^99d2^82 + (0 + 3a + 0a^2)d1^100d2^82 + (3 + 2a + 3a^2)d1^101d2^82 + (4 + 0a + 4a^2)d1^102d2^82 + (2 + 3a + 1a^2)d1^103d2^82 + (3 + 2a + 4a^2)d1^104d2^82 + (2 + 3a + 4a^2)d1^105d2^82 + (2 + 1a + 1a^2)d1^106d2^82 + (1 + 3a + 3a^2)d1^107d2^82 + (3 + 2a + 1a^2)d1^108d2^82 + (2 + 0a + 3a^2)d1^109d2^82 + (4 + 4a + 3a^2)d1^110d2^82 + (4 + 4a + 2a^2)d1^111d2^82 + (1 + 1a + 4a^2)d1^112d2^82 + (0 + 3a + 4a^2)d1^113d2^82 + (2 + 1a + 2a^2)d1^114d2^82 + (0 + 1a + 2a^2)d1^115d2^82 + (2 + 0a + 0a^2)d1^116d2^82 + (2 + 2a + 3a^2)d1^117d2^82 + (4 + 3a + 0a^2)d1^118d2^82 + (3 + 2a + 2a^2)d1^119d2^82 + (0 + 2a + 1a^2)d1^120d2^82 + (2 + 1a + 2a^2)d1^121d2^82 + (3 + 1a + 3a^2)d1^122d2^82 + (2 + 3a + 2a^2)d1^123d2^82 + (2 + 2a + 1a^2)d1^124d2^82 + (3 + 2a + 4a^2)d1^125d2^82 + (4 + 4a + 2a^2)d1^126d2^82 + (3 + 4a + 4a^2)d1^127d2^82 + (3 + 3a + 3a^2)d1^128d2^82 + (1 + 1a + 3a^2)d1^129d2^82 + (1 + 0a + 2a^2)d1^130d2^82 + (3 + 1a + 2a^2)d1^131d2^82 + (3 + 0a + 1a^2)d1^132d2^82 + (3 + 0a + 0a^2)d1^133d2^82 + (2 + 2a + 1a^2)d1^134d2^82 + (3 + 0a + 3a^2)d1^135d2^82 + (0 + 0a + 1a^2)d1^136d2^82 + (2 + 0a + 3a^2)d1^137d2^82 + (4 + 1a + 1a^2)d1^138d2^82 + (1 + 3a + 4a^2)d1^139d2^82 + (3 + 1a + 1a^2)d1^140d2^82 + (0 + 1a + 1a^2)d1^141d2^82 + (3 + 3a + 4a^2)d1^142d2^82 + (1 + 0a + 3a^2)d1^143d2^82 + (1 + 1a + 4a^2)d1^144d2^82 + (4 + 3a + 2a^2)d1^145d2^82 + (4 + 4a + 3a^2)d1^146d2^82 + (0 + 2a + 3a^2)d1^147d2^82 + (2 + 1a + 2a^2)d1^148d2^82 + (1 + 2a + 4a^2)d1^149d2^82 + (4 + 1a + 3a^2)d1^150d2^82 + (4 + 0a + 1a^2)d1^151d2^82 + (1 + 0a + 3a^2)d1^152d2^82 + (3 + 4a + 3a^2)d1^153d2^82 + (1 + 3a + 1a^2)d1^154d2^82 + (2 + 4a + 3a^2)d1^155d2^82 + (4 + 2a + 3a^2)d1^156d2^82 + (0 + 2a + 1a^2)d1^157d2^82 + (4 + 0a + 2a^2)d1^158d2^82 + (1 + 4a + 3a^2)d1^159d2^82 + (3 + 2a + 2a^2)d1^160d2^82 + (1 + 2a + 2a^2)d1^161d2^82 + (4 + 2a + 0a^2)d1^162d2^82 + (4 + 0a + 0a^2)d1^163d2^82 + (1 + 3a + 2a^2)d1^164d2^82 + (1 + 0a + 2a^2)d1^165d2^82 + (2 + 4a + 2a^2)d1^166d2^82 + (3 + 2a + 0a^2)d1^167d2^82 + (2 + 0a + 1a^2)d1^168d2^82 + (3 + 4a + 3a^2)d1^169d2^82 + (1 + 4a + 3a^2)d1^170d2^82 + (4 + 3a + 2a^2)d1^171d2^82 + (3 + 1a + 4a^2)d1^172d2^82 + (1 + 3a + 4a^2)d1^173d2^82 + (4 + 1a + 1a^2)d1^174d2^82 + (0 + 3a + 1a^2)d1^175d2^82 + (4 + 4a + 4a^2)d1^176d2^82 + (2 + 4a + 2a^2)d1^177d2^82 + (2 + 4a + 2a^2)d1^178d2^82 + (2 + 2a + 0a^2)d1^179d2^82 + (4 + 0a + 1a^2)d1^180d2^82 + (4 + 0a + 1a^2)d1^181d2^82 + (1 + 4a + 4a^2)d1^182d2^82 + (0 + 3a + 3a^2)d1^183d2^82 + (3 + 2a + 4a^2)d1^184d2^82 + (2 + 4a + 2a^2)d1^185d2^82 + (3 + 4a + 2a^2)d1^186d2^82 + (2 + 3a + 1a^2)d1^187d2^82 + (0 + 2a + 2a^2)d1^188d2^82 + (3 + 1a + 3a^2)d1^189d2^82 + (0 + 2a + 2a^2)d1^190d2^82 + (2 + 0a + 4a^2)d1^191d2^82 + (2 + 0a + 4a^2)d1^193d2^82 + (1 + 1a + 1a^2)d1^194d2^82 + (1 + 4a + 0a^2)d1^195d2^82 + (2 + 4a + 3a^2)d1^196d2^82 + (2 + 1a + 1a^2)d1^197d2^82 + (2 + 0a + 0a^2)d1^198d2^82 + (3 + 2a + 2a^2)d1^199d2^82 + (3 + 0a + 1a^2)d1^200d2^82 + (4 + 0a + 0a^2)d1^201d2^82 + (1 + 2a + 1a^2)d1^202d2^82 + (0 + 4a + 0a^2)d1^203d2^82 + (1 + 2a + 1a^2)d1^204d2^82 + (4 + 3a + 3a^2)d1^205d2^82 + (0 + 4a + 4a^2)d1^206d2^82 + (2 + 2a + 3a^2)d1^207d2^82 + (4 + 0a + 4a^2)d1^208d2^82 + (4 + 2a + 0a^2)d1^209d2^82 + (2 + 4a + 4a^2)d1^210d2^82 + (3 + 3a + 2a^2)d1^211d2^82 + (3 + 4a + 0a^2)d1^212d2^82 + (2 + 0a + 1a^2)d1^213d2^82 + (3 + 2a + 1a^2)d1^214d2^82 + (2 + 4a + 1a^2)d1^215d2^82 + (0 + 1a + 2a^2)d1^216d2^82 + (0 + 0a + 1a^2)d1^217d2^82 + (4 + 1a + 4a^2)d1^218d2^82 + (4 + 1a + 1a^2)d1^219d2^82 + (1 + 2a + 3a^2)d1^220d2^82 + (0 + 4a + 0a^2)d1^221d2^82 + (2 + 2a + 4a^2)d1^222d2^82 + (3 + 0a + 3a^2)d1^223d2^82 + (0 + 0a + 1a^2)d1^224d2^82 + (1 + 3a + 1a^2)d1^225d2^82 + (1 + 1a + 2a^2)d1^226d2^82 + (4 + 2a + 2a^2)d1^227d2^82 + (3 + 0a + 1a^2)d1^228d2^82 + (3 + 0a + 4a^2)d1^229d2^82 + (2 + 4a + 1a^2)d1^230d2^82 + (2 + 0a + 1a^2)d1^231d2^82 + (0 + 1a + 0a^2)d1^232d2^82 + (0 + 2a + 2a^2)d1^233d2^82 + (3 + 1a + 0a^2)d1^234d2^82 + (1 + 4a + 4a^2)d1^235d2^82 + (0 + 4a + 3a^2)d1^236d2^82 + (1 + 4a + 2a^2)d1^237d2^82 + (0 + 2a + 2a^2)d1^238d2^82 + (1 + 3a + 2a^2)d1^239d2^82 + (2 + 3a + 1a^2)d1^240d2^82 + (3 + 3a + 2a^2)d1^241d2^82 + (2 + 2a + 3a^2)d1^242d2^82 + (0 + 1a + 3a^2)d1^243d2^82 + (4 + 0a + 3a^2)d1^244d2^82 + (2 + 4a + 0a^2)d1^245d2^82 + (1 + 3a + 3a^2)d1^246d2^82 + (0 + 4a + 3a^2)d1^247d2^82 + (1 + 0a + 4a^2)d1^248d2^82 + (1 + 3a + 1a^2)d1^249d2^82 + (0 + 3a + 4a^2)d1^250d2^82 + (0 + 4a + 0a^2)d1^251d2^82 + (3 + 0a + 1a^2)d1^252d2^82 + (2 + 2a + 2a^2)d1^253d2^82 + (4 + 0a + 2a^2)d1^254d2^82 + (0 + 2a + 1a^2)d1^255d2^82 + (4 + 2a + 2a^2)d1^256d2^82 + (2 + 4a + 4a^2)d1^257d2^82 + (1 + 1a + 4a^2)d1^258d2^82 + (4 + 0a + 3a^2)d1^259d2^82 + (3 + 1a + 0a^2)d1^260d2^82 + (3 + 0a + 4a^2)d1^261d2^82 + (1 + 3a + 1a^2)d1^262d2^82 + (4 + 4a + 0a^2)d1^263d2^82 + (1 + 4a + 3a^2)d1^264d2^82 + (2 + 2a + 4a^2)d1^265d2^82 + (1 + 1a + 1a^2)d1^266d2^82 + (1 + 1a + 0a^2)d1^267d2^82 + (3 + 0a + 3a^2)d1^268d2^82 + (4 + 2a + 3a^2)d1^269d2^82 + (2 + 4a + 4a^2)d1^270d2^82 + (1 + 1a + 0a^2)d1^271d2^82 + (2 + 1a + 0a^2)d1^272d2^82 + (4 + 0a + 0a^2)d1^273d2^82 + (1 + 4a + 2a^2)d1^274d2^82 + (2 + 2a + 4a^2)d1^275d2^82 + (4 + 1a + 0a^2)d1^276d2^82 + (3 + 3a + 2a^2)d1^277d2^82 + (3 + 4a + 1a^2)d1^278d2^82 + (3 + 4a + 2a^2)d1^279d2^82 + (4 + 1a + 3a^2)d1^280d2^82 + (3 + 0a + 1a^2)d1^281d2^82 + (1 + 1a + 0a^2)d1^282d2^82 + (4 + 4a + 2a^2)d1^283d2^82 + (4 + 4a + 2a^2)d1^284d2^82 + (1 + 2a + 2a^2)d1^285d2^82 + (1 + 4a + 0a^2)d1^286d2^82 + (2 + 0a + 2a^2)d1^287d2^82 + (4 + 1a + 3a^2)d1^288d2^82 + (0 + 0a + 3a^2)d1^289d2^82 + (4 + 2a + 1a^2)d1^290d2^82 + (2 + 1a + 1a^2)d1^291d2^82 + (1 + 2a + 3a^2)d1^292d2^82 + (3 + 3a + 0a^2)d1^293d2^82 + (2 + 4a + 4a^2)d2^83 + (4 + 0a + 4a^2)d1^1d2^83 + (3 + 4a + 1a^2)d1^2d2^83 + (3 + 1a + 0a^2)d1^3d2^83 + (1 + 1a + 3a^2)d1^4d2^83 + (1 + 2a + 3a^2)d1^5d2^83 + (4 + 3a + 3a^2)d1^6d2^83 + (3 + 3a + 1a^2)d1^7d2^83 + (3 + 4a + 2a^2)d1^8d2^83 + (1 + 2a + 1a^2)d1^9d2^83 + (4 + 0a + 0a^2)d1^10d2^83 + (1 + 2a + 1a^2)d1^11d2^83 + (1 + 1a + 3a^2)d1^12d2^83 + (4 + 4a + 0a^2)d1^13d2^83 + (3 + 1a + 1a^2)d1^14d2^83 + (2 + 1a + 3a^2)d1^15d2^83 + (1 + 2a + 1a^2)d1^16d2^83 + (4 + 3a + 0a^2)d1^17d2^83 + (4 + 4a + 1a^2)d1^18d2^83 + (4 + 2a + 2a^2)d1^19d2^83 + (3 + 1a + 4a^2)d1^20d2^83 + (0 + 1a + 4a^2)d1^21d2^83 + (2 + 0a + 4a^2)d1^22d2^83 + (4 + 1a + 2a^2)d1^23d2^83 + (0 + 3a + 0a^2)d1^24d2^83 + (0 + 0a + 1a^2)d1^25d2^83 + (1 + 4a + 1a^2)d1^26d2^83 + (1 + 4a + 4a^2)d1^27d2^83 + (2 + 1a + 0a^2)d1^28d2^83 + (1 + 3a + 1a^2)d1^29d2^83 + (3 + 1a + 4a^2)d1^30d2^83 + (1 + 3a + 4a^2)d1^31d2^83 + (2 + 4a + 2a^2)d1^32d2^83 + (0 + 1a + 2a^2)d1^33d2^83 + (2 + 0a + 3a^2)d1^34d2^83 + (3 + 4a + 3a^2)d1^35d2^83 + (2 + 3a + 2a^2)d1^36d2^83 + (1 + 4a + 4a^2)d1^37d2^83 + (2 + 4a + 0a^2)d1^38d2^83 + (2 + 2a + 2a^2)d1^39d2^83 + (1 + 2a + 1a^2)d1^40d2^83 + (0 + 0a + 4a^2)d1^41d2^83 + (0 + 0a + 3a^2)d1^42d2^83 + (1 + 2a + 0a^2)d1^43d2^83 + (1 + 0a + 2a^2)d1^44d2^83 + (3 + 3a + 1a^2)d1^45d2^83 + (4 + 3a + 4a^2)d1^46d2^83 + (0 + 3a + 1a^2)d1^47d2^83 + (3 + 3a + 1a^2)d1^48d2^83 + (3 + 3a + 0a^2)d1^49d2^83 + (1 + 4a + 3a^2)d1^50d2^83 + (2 + 3a + 2a^2)d1^51d2^83 + (1 + 0a + 4a^2)d1^52d2^83 + (4 + 0a + 0a^2)d1^53d2^83 + (1 + 3a + 1a^2)d1^54d2^83 + (0 + 0a + 4a^2)d1^55d2^83 + (4 + 1a + 0a^2)d1^56d2^83 + (3 + 1a + 1a^2)d1^57d2^83 + (4 + 0a + 2a^2)d1^58d2^83 + (3 + 3a + 0a^2)d1^59d2^83 + (1 + 3a + 2a^2)d1^60d2^83 + (0 + 0a + 3a^2)d1^61d2^83 + (2 + 4a + 0a^2)d1^62d2^83 + (1 + 3a + 3a^2)d1^63d2^83 + (4 + 0a + 0a^2)d1^64d2^83 + (1 + 3a + 3a^2)d1^65d2^83 + (0 + 0a + 1a^2)d1^66d2^83 + (3 + 4a + 3a^2)d1^67d2^83 + (4 + 1a + 4a^2)d1^68d2^83 + (4 + 1a + 2a^2)d1^69d2^83 + (1 + 3a + 0a^2)d1^70d2^83 + (0 + 2a + 2a^2)d1^71d2^83 + (0 + 1a + 2a^2)d1^72d2^83 + (2 + 3a + 2a^2)d1^73d2^83 + (4 + 1a + 4a^2)d1^74d2^83 + (4 + 1a + 3a^2)d1^75d2^83 + (1 + 2a + 0a^2)d1^76d2^83 + (0 + 1a + 2a^2)d1^78d2^83 + (0 + 4a + 0a^2)d1^79d2^83 + (1 + 0a + 2a^2)d1^81d2^83 + (1 + 4a + 2a^2)d1^82d2^83 + (2 + 0a + 4a^2)d1^83d2^83 + (2 + 3a + 4a^2)d1^84d2^83 + (4 + 4a + 3a^2)d1^85d2^83 + (1 + 0a + 0a^2)d1^86d2^83 + (2 + 0a + 1a^2)d1^87d2^83 + (2 + 0a + 0a^2)d1^88d2^83 + (0 + 3a + 2a^2)d1^89d2^83 + (4 + 1a + 4a^2)d1^90d2^83 + (3 + 2a + 0a^2)d1^91d2^83 + (1 + 1a + 4a^2)d1^92d2^83 + (3 + 0a + 4a^2)d1^93d2^83 + (0 + 0a + 1a^2)d1^94d2^83 + (1 + 2a + 2a^2)d1^95d2^83 + (2 + 4a + 2a^2)d1^96d2^83 + (1 + 2a + 4a^2)d1^97d2^83 + (2 + 0a + 1a^2)d1^98d2^83 + (4 + 1a + 3a^2)d1^99d2^83 + (4 + 4a + 3a^2)d1^100d2^83 + (1 + 4a + 0a^2)d1^101d2^83 + (1 + 2a + 4a^2)d1^102d2^83 + (2 + 1a + 1a^2)d1^103d2^83 + (2 + 1a + 2a^2)d1^104d2^83 + (3 + 3a + 0a^2)d1^105d2^83 + (3 + 2a + 4a^2)d1^106d2^83 + (3 + 0a + 3a^2)d1^107d2^83 + (1 + 3a + 0a^2)d1^108d2^83 + (4 + 3a + 3a^2)d1^109d2^83 + (2 + 2a + 3a^2)d1^110d2^83 + (2 + 3a + 3a^2)d1^111d2^83 + (0 + 2a + 3a^2)d1^112d2^83 + (4 + 1a + 1a^2)d1^113d2^83 + (0 + 2a + 3a^2)d1^114d2^83 + (0 + 0a + 2a^2)d1^115d2^83 + (4 + 3a + 1a^2)d1^116d2^83 + (1 + 0a + 4a^2)d1^117d2^83 + (0 + 3a + 4a^2)d1^118d2^83 + (4 + 1a + 4a^2)d1^119d2^83 + (1 + 0a + 2a^2)d1^120d2^83 + (3 + 0a + 2a^2)d1^121d2^83 + (1 + 3a + 4a^2)d1^122d2^83 + (0 + 4a + 0a^2)d1^123d2^83 + (0 + 4a + 0a^2)d1^124d2^83 + (2 + 0a + 4a^2)d1^125d2^83 + (1 + 4a + 2a^2)d1^126d2^83 + (3 + 4a + 2a^2)d1^127d2^83 + (0 + 3a + 3a^2)d1^128d2^83 + (1 + 2a + 3a^2)d1^129d2^83 + (2 + 2a + 4a^2)d1^130d2^83 + (0 + 0a + 2a^2)d1^131d2^83 + (4 + 4a + 0a^2)d1^132d2^83 + (1 + 3a + 2a^2)d1^134d2^83 + (1 + 3a + 1a^2)d1^135d2^83 + (4 + 0a + 0a^2)d1^136d2^83 + (1 + 0a + 0a^2)d1^137d2^83 + (1 + 2a + 2a^2)d1^138d2^83 + (2 + 0a + 2a^2)d1^139d2^83 + (2 + 1a + 1a^2)d1^140d2^83 + (4 + 0a + 0a^2)d1^141d2^83 + (3 + 0a + 3a^2)d1^142d2^83 + (3 + 3a + 2a^2)d1^143d2^83 + (1 + 1a + 0a^2)d1^144d2^83 + (2 + 3a + 3a^2)d1^145d2^83 + (4 + 2a + 3a^2)d1^146d2^83 + (0 + 0a + 1a^2)d1^147d2^83 + (0 + 4a + 2a^2)d1^148d2^83 + (3 + 0a + 1a^2)d1^149d2^83 + (3 + 0a + 1a^2)d1^150d2^83 + (3 + 1a + 3a^2)d1^151d2^83 + (4 + 1a + 3a^2)d1^152d2^83 + (4 + 1a + 3a^2)d1^153d2^83 + (0 + 3a + 1a^2)d1^154d2^83 + (3 + 3a + 1a^2)d1^155d2^83 + (1 + 1a + 3a^2)d1^156d2^83 + (1 + 3a + 3a^2)d1^157d2^83 + (3 + 1a + 2a^2)d1^158d2^83 + (3 + 1a + 2a^2)d1^159d2^83 + (1 + 0a + 4a^2)d1^160d2^83 + (4 + 3a + 0a^2)d1^161d2^83 + (0 + 2a + 2a^2)d1^162d2^83 + (1 + 2a + 2a^2)d1^163d2^83 + (4 + 4a + 3a^2)d1^164d2^83 + (3 + 2a + 0a^2)d1^165d2^83 + (1 + 2a + 0a^2)d1^166d2^83 + (3 + 1a + 2a^2)d1^167d2^83 + (0 + 3a + 4a^2)d1^168d2^83 + (0 + 3a + 1a^2)d1^169d2^83 + (1 + 1a + 3a^2)d1^170d2^83 + (4 + 3a + 4a^2)d1^171d2^83 + (1 + 4a + 4a^2)d1^172d2^83 + (3 + 1a + 4a^2)d1^173d2^83 + (4 + 4a + 2a^2)d1^174d2^83 + (3 + 3a + 3a^2)d1^175d2^83 + (2 + 1a + 0a^2)d1^176d2^83 + (2 + 1a + 1a^2)d1^177d2^83 + (0 + 3a + 1a^2)d1^178d2^83 + (2 + 2a + 4a^2)d1^179d2^83 + (1 + 2a + 0a^2)d1^180d2^83 + (2 + 2a + 1a^2)d1^181d2^83 + (4 + 3a + 4a^2)d1^182d2^83 + (4 + 4a + 0a^2)d1^183d2^83 + (1 + 2a + 4a^2)d1^184d2^83 + (2 + 4a + 1a^2)d1^185d2^83 + (1 + 2a + 2a^2)d1^186d2^83 + (2 + 0a + 2a^2)d1^187d2^83 + (1 + 2a + 2a^2)d1^188d2^83 + (1 + 3a + 1a^2)d1^189d2^83 + (2 + 2a + 0a^2)d1^190d2^83 + (2 + 2a + 0a^2)d1^191d2^83 + (1 + 4a + 0a^2)d1^192d2^83 + (0 + 3a + 1a^2)d1^193d2^83 + (1 + 0a + 4a^2)d1^194d2^83 + (4 + 0a + 1a^2)d1^195d2^83 + (3 + 3a + 1a^2)d1^196d2^83 + (1 + 2a + 1a^2)d1^197d2^83 + (4 + 4a + 2a^2)d1^198d2^83 + (0 + 3a + 1a^2)d1^199d2^83 + (4 + 3a + 3a^2)d1^200d2^83 + (3 + 0a + 2a^2)d1^201d2^83 + (4 + 0a + 3a^2)d1^202d2^83 + (3 + 2a + 1a^2)d1^203d2^83 + (0 + 2a + 1a^2)d1^204d2^83 + (4 + 1a + 3a^2)d1^205d2^83 + (3 + 4a + 0a^2)d1^206d2^83 + (3 + 3a + 0a^2)d1^207d2^83 + (4 + 1a + 1a^2)d1^208d2^83 + (0 + 2a + 3a^2)d1^209d2^83 + (4 + 2a + 4a^2)d1^210d2^83 + (2 + 4a + 0a^2)d1^211d2^83 + (0 + 4a + 0a^2)d1^212d2^83 + (3 + 0a + 2a^2)d1^213d2^83 + (1 + 1a + 1a^2)d1^214d2^83 + (1 + 4a + 4a^2)d1^215d2^83 + (0 + 1a + 2a^2)d1^216d2^83 + (0 + 2a + 4a^2)d1^217d2^83 + (4 + 3a + 1a^2)d1^218d2^83 + (2 + 0a + 1a^2)d1^219d2^83 + (0 + 0a + 2a^2)d1^220d2^83 + (0 + 1a + 4a^2)d1^221d2^83 + (3 + 4a + 2a^2)d1^222d2^83 + (2 + 3a + 3a^2)d1^223d2^83 + (1 + 2a + 0a^2)d1^224d2^83 + (3 + 4a + 4a^2)d1^225d2^83 + (2 + 3a + 2a^2)d1^226d2^83 + (2 + 0a + 0a^2)d1^227d2^83 + (1 + 0a + 1a^2)d1^228d2^83 + (4 + 3a + 1a^2)d1^229d2^83 + (0 + 3a + 0a^2)d1^230d2^83 + (1 + 4a + 1a^2)d1^231d2^83 + (0 + 0a + 4a^2)d1^232d2^83 + (0 + 1a + 3a^2)d1^233d2^83 + (3 + 0a + 0a^2)d1^234d2^83 + (4 + 3a + 1a^2)d1^235d2^83 + (2 + 0a + 3a^2)d1^236d2^83 + (0 + 2a + 3a^2)d1^237d2^83 + (4 + 1a + 0a^2)d1^238d2^83 + (3 + 0a + 1a^2)d1^239d2^83 + (4 + 3a + 0a^2)d1^240d2^83 + (2 + 3a + 3a^2)d1^241d2^83 + (3 + 2a + 1a^2)d1^242d2^83 + (1 + 4a + 4a^2)d1^243d2^83 + (3 + 2a + 2a^2)d1^244d2^83 + (0 + 0a + 4a^2)d1^245d2^83 + (3 + 2a + 1a^2)d1^246d2^83 + (4 + 4a + 2a^2)d1^247d2^83 + (3 + 3a + 2a^2)d1^248d2^83 + (1 + 2a + 4a^2)d1^249d2^83 + (0 + 1a + 0a^2)d1^250d2^83 + (3 + 0a + 2a^2)d1^251d2^83 + (2 + 0a + 1a^2)d1^252d2^83 + (0 + 2a + 4a^2)d1^253d2^83 + (4 + 4a + 1a^2)d1^254d2^83 + (3 + 4a + 4a^2)d1^255d2^83 + (3 + 3a + 2a^2)d1^256d2^83 + (2 + 0a + 3a^2)d1^257d2^83 + (3 + 2a + 1a^2)d1^258d2^83 + (4 + 1a + 1a^2)d1^259d2^83 + (4 + 4a + 3a^2)d1^260d2^83 + (1 + 0a + 3a^2)d1^261d2^83 + (0 + 4a + 0a^2)d1^262d2^83 + (4 + 4a + 3a^2)d1^263d2^83 + (0 + 3a + 0a^2)d1^264d2^83 + (0 + 1a + 2a^2)d1^265d2^83 + (0 + 3a + 4a^2)d1^266d2^83 + (3 + 3a + 3a^2)d1^267d2^83 + (4 + 3a + 0a^2)d1^268d2^83 + (1 + 3a + 3a^2)d1^269d2^83 + (0 + 1a + 3a^2)d1^270d2^83 + (2 + 0a + 0a^2)d1^271d2^83 + (0 + 4a + 0a^2)d1^272d2^83 + (2 + 0a + 3a^2)d1^273d2^83 + (3 + 2a + 3a^2)d1^274d2^83 + (0 + 1a + 1a^2)d1^275d2^83 + (1 + 3a + 1a^2)d1^276d2^83 + (0 + 1a + 3a^2)d1^277d2^83 + (4 + 0a + 1a^2)d1^278d2^83 + (4 + 2a + 1a^2)d1^279d2^83 + (3 + 2a + 2a^2)d1^280d2^83 + (0 + 0a + 4a^2)d1^281d2^83 + (1 + 1a + 2a^2)d1^282d2^83 + (4 + 2a + 2a^2)d1^283d2^83 + (3 + 4a + 2a^2)d1^284d2^83 + (0 + 1a + 1a^2)d1^285d2^83 + (1 + 1a + 1a^2)d1^286d2^83 + (4 + 3a + 2a^2)d1^287d2^83 + (0 + 3a + 2a^2)d1^288d2^83 + (1 + 3a + 3a^2)d1^289d2^83 + (2 + 2a + 2a^2)d1^290d2^83 + (4 + 3a + 1a^2)d1^291d2^83 + (0 + 4a + 1a^2)d1^292d2^83 + (1 + 1a + 3a^2)d1^293d2^83 + (0 + 1a + 0a^2)d2^84 + (4 + 2a + 1a^2)d1^1d2^84 + (0 + 4a + 0a^2)d1^2d2^84 + (1 + 0a + 0a^2)d1^3d2^84 + (0 + 4a + 2a^2)d1^4d2^84 + (2 + 1a + 2a^2)d1^5d2^84 + (0 + 4a + 0a^2)d1^6d2^84 + (2 + 3a + 2a^2)d1^7d2^84 + (1 + 4a + 0a^2)d1^8d2^84 + (1 + 4a + 0a^2)d1^9d2^84 + (0 + 3a + 4a^2)d1^10d2^84 + (3 + 3a + 0a^2)d1^11d2^84 + (2 + 1a + 1a^2)d1^12d2^84 + (0 + 3a + 1a^2)d1^13d2^84 + (4 + 2a + 3a^2)d1^14d2^84 + (1 + 1a + 1a^2)d1^15d2^84 + (3 + 2a + 4a^2)d1^16d2^84 + (0 + 0a + 4a^2)d1^17d2^84 + (0 + 1a + 4a^2)d1^18d2^84 + (4 + 1a + 3a^2)d1^19d2^84 + (3 + 3a + 4a^2)d1^20d2^84 + (0 + 4a + 1a^2)d1^21d2^84 + (0 + 3a + 3a^2)d1^22d2^84 + (0 + 3a + 4a^2)d1^23d2^84 + (4 + 4a + 3a^2)d1^24d2^84 + (3 + 1a + 4a^2)d1^25d2^84 + (2 + 0a + 0a^2)d1^26d2^84 + (0 + 3a + 3a^2)d1^27d2^84 + (2 + 3a + 1a^2)d1^28d2^84 + (3 + 0a + 4a^2)d1^29d2^84 + (2 + 2a + 0a^2)d1^30d2^84 + (0 + 1a + 4a^2)d1^31d2^84 + (1 + 3a + 0a^2)d1^32d2^84 + (4 + 2a + 4a^2)d1^33d2^84 + (0 + 3a + 3a^2)d1^34d2^84 + (4 + 0a + 3a^2)d1^35d2^84 + (0 + 0a + 3a^2)d1^36d2^84 + (1 + 2a + 1a^2)d1^37d2^84 + (4 + 0a + 2a^2)d1^38d2^84 + (2 + 0a + 0a^2)d1^39d2^84 + (0 + 4a + 1a^2)d1^40d2^84 + (0 + 4a + 3a^2)d1^41d2^84 + (0 + 3a + 1a^2)d1^42d2^84 + (3 + 0a + 1a^2)d1^43d2^84 + (0 + 4a + 2a^2)d1^44d2^84 + (4 + 3a + 2a^2)d1^45d2^84 + (1 + 2a + 1a^2)d1^46d2^84 + (2 + 1a + 2a^2)d1^47d2^84 + (4 + 4a + 0a^2)d1^48d2^84 + (3 + 2a + 0a^2)d1^49d2^84 + (0 + 4a + 3a^2)d1^50d2^84 + (4 + 3a + 1a^2)d1^51d2^84 + (0 + 4a + 2a^2)d1^52d2^84 + (0 + 4a + 4a^2)d1^53d2^84 + (1 + 4a + 4a^2)d1^54d2^84 + (1 + 1a + 0a^2)d1^55d2^84 + (3 + 0a + 0a^2)d1^56d2^84 + (2 + 2a + 4a^2)d1^57d2^84 + (4 + 1a + 2a^2)d1^58d2^84 + (3 + 4a + 1a^2)d1^59d2^84 + (1 + 1a + 0a^2)d1^60d2^84 + (2 + 4a + 4a^2)d1^61d2^84 + (4 + 0a + 1a^2)d1^62d2^84 + (0 + 4a + 2a^2)d1^63d2^84 + (2 + 4a + 4a^2)d1^64d2^84 + (0 + 0a + 1a^2)d1^65d2^84 + (4 + 2a + 1a^2)d1^66d2^84 + (4 + 0a + 2a^2)d1^67d2^84 + (4 + 0a + 0a^2)d1^68d2^84 + (2 + 4a + 0a^2)d1^69d2^84 + (1 + 0a + 2a^2)d1^70d2^84 + (2 + 0a + 2a^2)d1^71d2^84 + (3 + 1a + 1a^2)d1^72d2^84 + (1 + 4a + 2a^2)d1^73d2^84 + (4 + 3a + 1a^2)d1^74d2^84 + (1 + 1a + 2a^2)d1^75d2^84 + (0 + 1a + 3a^2)d1^76d2^84 + (2 + 2a + 3a^2)d1^77d2^84 + (2 + 0a + 4a^2)d1^78d2^84 + (1 + 4a + 1a^2)d1^79d2^84 + (0 + 1a + 2a^2)d1^80d2^84 + (2 + 0a + 0a^2)d1^81d2^84 + (0 + 2a + 4a^2)d1^82d2^84 + (0 + 0a + 1a^2)d1^83d2^84 + (2 + 1a + 4a^2)d1^84d2^84 + (2 + 3a + 0a^2)d1^85d2^84 + (2 + 0a + 3a^2)d1^86d2^84 + (1 + 3a + 1a^2)d1^87d2^84 + (4 + 2a + 2a^2)d1^88d2^84 + (1 + 3a + 1a^2)d1^89d2^84 + (1 + 3a + 0a^2)d1^90d2^84 + (3 + 4a + 3a^2)d1^91d2^84 + (1 + 4a + 4a^2)d1^92d2^84 + (3 + 3a + 0a^2)d1^93d2^84 + (4 + 1a + 3a^2)d1^94d2^84 + (2 + 3a + 4a^2)d1^95d2^84 + (2 + 1a + 2a^2)d1^96d2^84 + (4 + 3a + 4a^2)d1^97d2^84 + (0 + 4a + 1a^2)d1^98d2^84 + (1 + 2a + 3a^2)d1^99d2^84 + (0 + 4a + 4a^2)d1^100d2^84 + (0 + 2a + 0a^2)d1^101d2^84 + (0 + 0a + 3a^2)d1^102d2^84 + (4 + 0a + 4a^2)d1^103d2^84 + (2 + 4a + 0a^2)d1^104d2^84 + (2 + 0a + 3a^2)d1^105d2^84 + (1 + 3a + 3a^2)d1^106d2^84 + (4 + 0a + 4a^2)d1^107d2^84 + (4 + 3a + 4a^2)d1^108d2^84 + (0 + 3a + 3a^2)d1^109d2^84 + (0 + 4a + 4a^2)d1^110d2^84 + (0 + 4a + 4a^2)d1^111d2^84 + (3 + 0a + 3a^2)d1^112d2^84 + (2 + 3a + 2a^2)d1^113d2^84 + (4 + 4a + 2a^2)d1^114d2^84 + (2 + 1a + 2a^2)d1^115d2^84 + (0 + 1a + 4a^2)d1^116d2^84 + (4 + 3a + 3a^2)d1^117d2^84 + (3 + 1a + 4a^2)d1^118d2^84 + (1 + 0a + 2a^2)d1^119d2^84 + (3 + 3a + 1a^2)d1^120d2^84 + (1 + 0a + 2a^2)d1^121d2^84 + (2 + 3a + 2a^2)d1^122d2^84 + (4 + 3a + 4a^2)d1^123d2^84 + (2 + 4a + 3a^2)d1^124d2^84 + (3 + 0a + 3a^2)d1^125d2^84 + (1 + 0a + 4a^2)d1^126d2^84 + (0 + 4a + 3a^2)d1^127d2^84 + (0 + 3a + 0a^2)d1^128d2^84 + (2 + 2a + 1a^2)d1^129d2^84 + (4 + 0a + 3a^2)d1^130d2^84 + (0 + 0a + 3a^2)d1^131d2^84 + (1 + 3a + 2a^2)d1^132d2^84 + (0 + 3a + 3a^2)d1^133d2^84 + (2 + 4a + 2a^2)d1^134d2^84 + (4 + 3a + 0a^2)d1^135d2^84 + (4 + 1a + 2a^2)d1^136d2^84 + (0 + 0a + 4a^2)d1^137d2^84 + (2 + 1a + 2a^2)d1^138d2^84 + (0 + 3a + 2a^2)d1^139d2^84 + (2 + 4a + 1a^2)d1^140d2^84 + (1 + 0a + 3a^2)d1^141d2^84 + (4 + 2a + 0a^2)d1^142d2^84 + (3 + 3a + 0a^2)d1^143d2^84 + (1 + 4a + 2a^2)d1^144d2^84 + (4 + 2a + 1a^2)d1^145d2^84 + (3 + 3a + 2a^2)d1^146d2^84 + (1 + 0a + 2a^2)d1^147d2^84 + (4 + 4a + 0a^2)d1^148d2^84 + (3 + 2a + 4a^2)d1^149d2^84 + (1 + 4a + 1a^2)d1^150d2^84 + (2 + 1a + 3a^2)d1^151d2^84 + (1 + 2a + 2a^2)d1^152d2^84 + (4 + 1a + 3a^2)d1^153d2^84 + (1 + 0a + 3a^2)d1^154d2^84 + (2 + 0a + 0a^2)d1^155d2^84 + (0 + 0a + 1a^2)d1^156d2^84 + (3 + 4a + 2a^2)d1^157d2^84 + (1 + 2a + 3a^2)d1^158d2^84 + (3 + 4a + 4a^2)d1^159d2^84 + (0 + 4a + 4a^2)d1^160d2^84 + (1 + 2a + 1a^2)d1^161d2^84 + (1 + 1a + 0a^2)d1^162d2^84 + (4 + 1a + 1a^2)d1^163d2^84 + (1 + 4a + 0a^2)d1^164d2^84 + (1 + 2a + 3a^2)d1^165d2^84 + (1 + 3a + 1a^2)d1^166d2^84 + (1 + 2a + 0a^2)d1^167d2^84 + (1 + 4a + 4a^2)d1^168d2^84 + (2 + 1a + 3a^2)d1^169d2^84 + (2 + 0a + 4a^2)d1^170d2^84 + (2 + 3a + 0a^2)d1^171d2^84 + (3 + 1a + 1a^2)d1^172d2^84 + (0 + 2a + 2a^2)d1^173d2^84 + (2 + 0a + 2a^2)d1^174d2^84 + (1 + 1a + 2a^2)d1^175d2^84 + (2 + 0a + 1a^2)d1^176d2^84 + (3 + 0a + 2a^2)d1^177d2^84 + (3 + 4a + 2a^2)d1^178d2^84 + (2 + 1a + 2a^2)d1^179d2^84 + (2 + 2a + 0a^2)d1^180d2^84 + (3 + 1a + 3a^2)d1^181d2^84 + (3 + 3a + 2a^2)d1^182d2^84 + (3 + 2a + 4a^2)d1^183d2^84 + (1 + 0a + 2a^2)d1^184d2^84 + (1 + 3a + 0a^2)d1^185d2^84 + (2 + 3a + 4a^2)d1^186d2^84 + (2 + 1a + 1a^2)d1^187d2^84 + (4 + 1a + 4a^2)d1^188d2^84 + (2 + 4a + 0a^2)d1^189d2^84 + (4 + 2a + 1a^2)d1^190d2^84 + (1 + 2a + 3a^2)d1^191d2^84 + (4 + 3a + 0a^2)d1^192d2^84 + (4 + 4a + 0a^2)d1^193d2^84 + (3 + 1a + 2a^2)d1^194d2^84 + (2 + 4a + 0a^2)d1^195d2^84 + (1 + 1a + 2a^2)d1^196d2^84 + (2 + 3a + 1a^2)d1^197d2^84 + (3 + 1a + 2a^2)d1^198d2^84 + (0 + 4a + 4a^2)d1^199d2^84 + (1 + 3a + 1a^2)d1^200d2^84 + (1 + 4a + 3a^2)d1^201d2^84 + (3 + 0a + 2a^2)d1^202d2^84 + (2 + 4a + 3a^2)d1^203d2^84 + (4 + 2a + 4a^2)d1^204d2^84 + (4 + 1a + 4a^2)d1^205d2^84 + (3 + 0a + 2a^2)d1^206d2^84 + (0 + 0a + 3a^2)d1^207d2^84 + (4 + 2a + 3a^2)d1^208d2^84 + (1 + 0a + 2a^2)d1^209d2^84 + (1 + 4a + 0a^2)d1^210d2^84 + (2 + 0a + 4a^2)d1^211d2^84 + (3 + 3a + 2a^2)d1^212d2^84 + (1 + 4a + 3a^2)d1^213d2^84 + (2 + 4a + 0a^2)d1^214d2^84 + (2 + 3a + 4a^2)d1^215d2^84 + (4 + 4a + 3a^2)d1^216d2^84 + (1 + 4a + 3a^2)d1^217d2^84 + (2 + 1a + 2a^2)d1^218d2^84 + (0 + 2a + 3a^2)d1^219d2^84 + (4 + 3a + 1a^2)d1^220d2^84 + (4 + 4a + 3a^2)d1^221d2^84 + (3 + 1a + 3a^2)d1^222d2^84 + (3 + 1a + 1a^2)d1^223d2^84 + (1 + 0a + 0a^2)d1^224d2^84 + (0 + 2a + 1a^2)d1^225d2^84 + (3 + 2a + 4a^2)d1^226d2^84 + (1 + 1a + 2a^2)d1^227d2^84 + (2 + 4a + 1a^2)d1^228d2^84 + (4 + 1a + 3a^2)d1^229d2^84 + (4 + 2a + 2a^2)d1^230d2^84 + (3 + 2a + 2a^2)d1^231d2^84 + (0 + 1a + 3a^2)d1^232d2^84 + (1 + 3a + 1a^2)d1^233d2^84 + (0 + 1a + 3a^2)d1^234d2^84 + (0 + 3a + 1a^2)d1^235d2^84 + (4 + 1a + 2a^2)d1^236d2^84 + (1 + 3a + 0a^2)d1^237d2^84 + (2 + 0a + 2a^2)d1^238d2^84 + (2 + 3a + 0a^2)d1^239d2^84 + (1 + 0a + 0a^2)d1^240d2^84 + (2 + 0a + 1a^2)d1^241d2^84 + (4 + 1a + 4a^2)d1^242d2^84 + (4 + 0a + 1a^2)d1^243d2^84 + (3 + 4a + 2a^2)d1^244d2^84 + (1 + 3a + 1a^2)d1^245d2^84 + (2 + 1a + 2a^2)d1^246d2^84 + (2 + 0a + 3a^2)d1^247d2^84 + (1 + 0a + 2a^2)d1^248d2^84 + (2 + 4a + 3a^2)d1^249d2^84 + (0 + 0a + 3a^2)d1^250d2^84 + (1 + 3a + 3a^2)d1^251d2^84 + (0 + 1a + 3a^2)d1^252d2^84 + (4 + 0a + 1a^2)d1^253d2^84 + (1 + 3a + 0a^2)d1^254d2^84 + (4 + 4a + 1a^2)d1^255d2^84 + (0 + 2a + 4a^2)d1^256d2^84 + (4 + 1a + 1a^2)d1^257d2^84 + (1 + 4a + 3a^2)d1^258d2^84 + (1 + 4a + 0a^2)d1^259d2^84 + (0 + 2a + 0a^2)d1^260d2^84 + (1 + 4a + 2a^2)d1^261d2^84 + (4 + 2a + 0a^2)d1^262d2^84 + (4 + 2a + 2a^2)d1^263d2^84 + (4 + 1a + 1a^2)d1^264d2^84 + (0 + 2a + 4a^2)d1^265d2^84 + (2 + 0a + 4a^2)d1^266d2^84 + (2 + 3a + 2a^2)d1^267d2^84 + (1 + 4a + 4a^2)d1^268d2^84 + (2 + 3a + 4a^2)d1^269d2^84 + (0 + 2a + 2a^2)d1^270d2^84 + (0 + 3a + 0a^2)d1^271d2^84 + (0 + 4a + 0a^2)d1^272d2^84 + (1 + 0a + 1a^2)d1^273d2^84 + (3 + 2a + 0a^2)d1^274d2^84 + (4 + 1a + 4a^2)d1^275d2^84 + (2 + 1a + 2a^2)d1^276d2^84 + (4 + 3a + 2a^2)d1^277d2^84 + (3 + 2a + 1a^2)d1^278d2^84 + (1 + 0a + 3a^2)d1^279d2^84 + (1 + 3a + 3a^2)d1^280d2^84 + (0 + 3a + 0a^2)d1^281d2^84 + (0 + 2a + 1a^2)d1^282d2^84 + (0 + 1a + 0a^2)d1^283d2^84 + (1 + 4a + 3a^2)d1^284d2^84 + (4 + 1a + 0a^2)d1^285d2^84 + (4 + 0a + 2a^2)d1^286d2^84 + (1 + 1a + 0a^2)d1^287d2^84 + (1 + 1a + 3a^2)d1^288d2^84 + (4 + 3a + 2a^2)d1^289d2^84 + (1 + 2a + 2a^2)d1^290d2^84 + (1 + 0a + 2a^2)d1^291d2^84 + (0 + 2a + 2a^2)d1^292d2^84 + (2 + 0a + 1a^2)d1^293d2^84 + (1 + 3a + 0a^2)d2^85 + (3 + 1a + 0a^2)d1^1d2^85 + (1 + 4a + 3a^2)d1^2d2^85 + (2 + 3a + 0a^2)d1^3d2^85 + (0 + 2a + 2a^2)d1^4d2^85 + (2 + 1a + 2a^2)d1^5d2^85 + (0 + 2a + 1a^2)d1^6d2^85 + (1 + 2a + 4a^2)d1^7d2^85 + (1 + 2a + 2a^2)d1^8d2^85 + (2 + 2a + 1a^2)d1^9d2^85 + (4 + 0a + 3a^2)d1^10d2^85 + (1 + 4a + 3a^2)d1^11d2^85 + (4 + 2a + 0a^2)d1^12d2^85 + (4 + 3a + 4a^2)d1^13d2^85 + (2 + 0a + 4a^2)d1^14d2^85 + (4 + 4a + 4a^2)d1^15d2^85 + (4 + 3a + 3a^2)d1^16d2^85 + (3 + 3a + 1a^2)d1^17d2^85 + (0 + 0a + 1a^2)d1^18d2^85 + (2 + 2a + 0a^2)d1^19d2^85 + (0 + 3a + 4a^2)d1^20d2^85 + (1 + 1a + 2a^2)d1^21d2^85 + (1 + 1a + 3a^2)d1^22d2^85 + (2 + 0a + 0a^2)d1^23d2^85 + (1 + 1a + 4a^2)d1^24d2^85 + (4 + 0a + 0a^2)d1^25d2^85 + (0 + 2a + 0a^2)d1^26d2^85 + (4 + 2a + 1a^2)d1^27d2^85 + (2 + 0a + 4a^2)d1^28d2^85 + (0 + 1a + 0a^2)d1^29d2^85 + (3 + 4a + 3a^2)d1^30d2^85 + (1 + 3a + 2a^2)d1^31d2^85 + (0 + 1a + 2a^2)d1^32d2^85 + (3 + 3a + 2a^2)d1^33d2^85 + (2 + 0a + 0a^2)d1^34d2^85 + (1 + 2a + 0a^2)d1^35d2^85 + (1 + 1a + 0a^2)d1^36d2^85 + (1 + 4a + 4a^2)d1^37d2^85 + (0 + 4a + 3a^2)d1^38d2^85 + (3 + 2a + 4a^2)d1^39d2^85 + (0 + 1a + 2a^2)d1^40d2^85 + (4 + 4a + 0a^2)d1^41d2^85 + (1 + 4a + 4a^2)d1^42d2^85 + (3 + 0a + 3a^2)d1^43d2^85 + (3 + 4a + 4a^2)d1^44d2^85 + (4 + 2a + 2a^2)d1^45d2^85 + (1 + 4a + 0a^2)d1^46d2^85 + (1 + 4a + 0a^2)d1^47d2^85 + (0 + 1a + 1a^2)d1^48d2^85 + (4 + 4a + 1a^2)d1^49d2^85 + (3 + 4a + 3a^2)d1^50d2^85 + (2 + 1a + 3a^2)d1^51d2^85 + (4 + 0a + 3a^2)d1^52d2^85 + (4 + 1a + 4a^2)d1^53d2^85 + (0 + 1a + 3a^2)d1^54d2^85 + (0 + 0a + 4a^2)d1^55d2^85 + (1 + 0a + 1a^2)d1^56d2^85 + (4 + 1a + 3a^2)d1^57d2^85 + (1 + 0a + 0a^2)d1^58d2^85 + (4 + 1a + 3a^2)d1^59d2^85 + (0 + 1a + 1a^2)d1^60d2^85 + (3 + 1a + 4a^2)d1^61d2^85 + (3 + 4a + 4a^2)d1^62d2^85 + (1 + 4a + 0a^2)d1^63d2^85 + (0 + 4a + 4a^2)d1^64d2^85 + (0 + 2a + 4a^2)d1^65d2^85 + (4 + 1a + 0a^2)d1^66d2^85 + (2 + 3a + 4a^2)d1^67d2^85 + (4 + 0a + 0a^2)d1^68d2^85 + (1 + 0a + 0a^2)d1^69d2^85 + (3 + 2a + 0a^2)d1^70d2^85 + (4 + 4a + 3a^2)d1^71d2^85 + (3 + 1a + 0a^2)d1^72d2^85 + (3 + 3a + 1a^2)d1^73d2^85 + (0 + 3a + 1a^2)d1^74d2^85 + (4 + 2a + 1a^2)d1^75d2^85 + (3 + 3a + 4a^2)d1^76d2^85 + (3 + 3a + 4a^2)d1^77d2^85 + (0 + 1a + 4a^2)d1^78d2^85 + (1 + 1a + 1a^2)d1^79d2^85 + (3 + 0a + 3a^2)d1^80d2^85 + (3 + 2a + 3a^2)d1^81d2^85 + (2 + 0a + 3a^2)d1^82d2^85 + (3 + 0a + 3a^2)d1^83d2^85 + (2 + 0a + 2a^2)d1^84d2^85 + (0 + 3a + 4a^2)d1^85d2^85 + (0 + 1a + 3a^2)d1^86d2^85 + (0 + 1a + 1a^2)d1^87d2^85 + (0 + 0a + 3a^2)d1^88d2^85 + (4 + 2a + 4a^2)d1^89d2^85 + (0 + 1a + 3a^2)d1^90d2^85 + (3 + 3a + 0a^2)d1^91d2^85 + (3 + 3a + 3a^2)d1^92d2^85 + (0 + 4a + 3a^2)d1^93d2^85 + (3 + 4a + 3a^2)d1^94d2^85 + (2 + 1a + 2a^2)d1^95d2^85 + (4 + 1a + 1a^2)d1^96d2^85 + (0 + 4a + 2a^2)d1^97d2^85 + (0 + 3a + 1a^2)d1^98d2^85 + (3 + 2a + 3a^2)d1^99d2^85 + (4 + 0a + 2a^2)d1^100d2^85 + (0 + 4a + 2a^2)d1^101d2^85 + (2 + 2a + 0a^2)d1^102d2^85 + (1 + 4a + 1a^2)d1^103d2^85 + (2 + 3a + 2a^2)d1^104d2^85 + (3 + 1a + 4a^2)d1^105d2^85 + (3 + 4a + 1a^2)d1^106d2^85 + (4 + 4a + 0a^2)d1^107d2^85 + (2 + 3a + 4a^2)d1^108d2^85 + (4 + 1a + 2a^2)d1^109d2^85 + (3 + 4a + 3a^2)d1^110d2^85 + (0 + 0a + 1a^2)d1^111d2^85 + (1 + 3a + 1a^2)d1^112d2^85 + (2 + 2a + 4a^2)d1^113d2^85 + (0 + 1a + 3a^2)d1^114d2^85 + (3 + 0a + 2a^2)d1^115d2^85 + (4 + 0a + 3a^2)d1^116d2^85 + (4 + 1a + 1a^2)d1^117d2^85 + (0 + 4a + 1a^2)d1^118d2^85 + (4 + 0a + 4a^2)d1^119d2^85 + (2 + 4a + 4a^2)d1^120d2^85 + (4 + 1a + 2a^2)d1^121d2^85 + (1 + 1a + 0a^2)d1^122d2^85 + (4 + 4a + 4a^2)d1^123d2^85 + (1 + 3a + 4a^2)d1^124d2^85 + (4 + 4a + 1a^2)d1^125d2^85 + (1 + 0a + 1a^2)d1^126d2^85 + (1 + 4a + 2a^2)d1^127d2^85 + (4 + 0a + 2a^2)d1^128d2^85 + (3 + 3a + 2a^2)d1^129d2^85 + (2 + 4a + 1a^2)d1^130d2^85 + (4 + 4a + 0a^2)d1^131d2^85 + (3 + 1a + 3a^2)d1^132d2^85 + (3 + 3a + 3a^2)d1^133d2^85 + (3 + 0a + 3a^2)d1^134d2^85 + (4 + 4a + 1a^2)d1^135d2^85 + (0 + 4a + 1a^2)d1^136d2^85 + (2 + 2a + 4a^2)d1^137d2^85 + (1 + 0a + 2a^2)d1^138d2^85 + (3 + 1a + 3a^2)d1^139d2^85 + (0 + 1a + 4a^2)d1^140d2^85 + (4 + 2a + 4a^2)d1^141d2^85 + (4 + 4a + 3a^2)d1^142d2^85 + (4 + 0a + 0a^2)d1^143d2^85 + (3 + 3a + 0a^2)d1^144d2^85 + (4 + 3a + 2a^2)d1^145d2^85 + (2 + 0a + 2a^2)d1^146d2^85 + (1 + 3a + 1a^2)d1^147d2^85 + (0 + 4a + 0a^2)d1^148d2^85 + (1 + 1a + 1a^2)d1^149d2^85 + (1 + 4a + 0a^2)d1^150d2^85 + (2 + 1a + 2a^2)d1^151d2^85 + (3 + 2a + 3a^2)d1^152d2^85 + (1 + 4a + 3a^2)d1^153d2^85 + (4 + 4a + 4a^2)d1^154d2^85 + (4 + 3a + 2a^2)d1^155d2^85 + (1 + 0a + 1a^2)d1^156d2^85 + (3 + 2a + 3a^2)d1^157d2^85 + (1 + 2a + 4a^2)d1^158d2^85 + (1 + 3a + 1a^2)d1^159d2^85 + (3 + 0a + 2a^2)d1^160d2^85 + (4 + 2a + 2a^2)d1^161d2^85 + (0 + 2a + 0a^2)d1^162d2^85 + (2 + 1a + 2a^2)d1^163d2^85 + (0 + 4a + 4a^2)d1^164d2^85 + (4 + 1a + 1a^2)d1^165d2^85 + (4 + 2a + 2a^2)d1^166d2^85 + (3 + 4a + 4a^2)d1^167d2^85 + (1 + 4a + 4a^2)d1^168d2^85 + (4 + 0a + 4a^2)d1^169d2^85 + (0 + 2a + 1a^2)d1^170d2^85 + (3 + 4a + 2a^2)d1^171d2^85 + (2 + 1a + 4a^2)d1^172d2^85 + (0 + 4a + 4a^2)d1^173d2^85 + (0 + 4a + 0a^2)d1^174d2^85 + (4 + 1a + 3a^2)d1^175d2^85 + (4 + 2a + 1a^2)d1^176d2^85 + (1 + 2a + 4a^2)d1^177d2^85 + (3 + 3a + 0a^2)d1^178d2^85 + (4 + 1a + 3a^2)d1^179d2^85 + (2 + 0a + 3a^2)d1^180d2^85 + (3 + 1a + 2a^2)d1^181d2^85 + (0 + 0a + 1a^2)d1^182d2^85 + (1 + 3a + 4a^2)d1^183d2^85 + (0 + 3a + 0a^2)d1^184d2^85 + (2 + 4a + 3a^2)d1^185d2^85 + (4 + 4a + 0a^2)d1^186d2^85 + (3 + 1a + 3a^2)d1^187d2^85 + (1 + 3a + 4a^2)d1^188d2^85 + (1 + 2a + 2a^2)d1^189d2^85 + (0 + 1a + 1a^2)d1^190d2^85 + (2 + 4a + 3a^2)d1^191d2^85 + (4 + 3a + 4a^2)d1^192d2^85 + (0 + 4a + 4a^2)d1^193d2^85 + (1 + 3a + 2a^2)d1^194d2^85 + (1 + 3a + 2a^2)d1^195d2^85 + (4 + 0a + 3a^2)d1^196d2^85 + (4 + 1a + 3a^2)d1^197d2^85 + (1 + 0a + 0a^2)d1^198d2^85 + (1 + 4a + 2a^2)d1^199d2^85 + (3 + 0a + 0a^2)d1^200d2^85 + (2 + 3a + 2a^2)d1^201d2^85 + (3 + 2a + 3a^2)d1^202d2^85 + (0 + 4a + 4a^2)d1^203d2^85 + (4 + 2a + 2a^2)d1^204d2^85 + (1 + 4a + 1a^2)d1^205d2^85 + (2 + 3a + 3a^2)d1^206d2^85 + (2 + 3a + 2a^2)d1^207d2^85 + (2 + 4a + 3a^2)d1^208d2^85 + (3 + 3a + 0a^2)d1^209d2^85 + (2 + 3a + 2a^2)d1^211d2^85 + (4 + 0a + 0a^2)d1^212d2^85 + (4 + 4a + 3a^2)d1^213d2^85 + (3 + 2a + 4a^2)d1^214d2^85 + (3 + 2a + 4a^2)d1^215d2^85 + (1 + 2a + 0a^2)d1^216d2^85 + (2 + 1a + 4a^2)d1^217d2^85 + (1 + 4a + 1a^2)d1^218d2^85 + (4 + 3a + 2a^2)d1^219d2^85 + (0 + 3a + 1a^2)d1^220d2^85 + (1 + 3a + 2a^2)d1^221d2^85 + (4 + 2a + 4a^2)d1^222d2^85 + (3 + 1a + 4a^2)d1^223d2^85 + (1 + 2a + 0a^2)d1^224d2^85 + (0 + 4a + 3a^2)d1^225d2^85 + (1 + 4a + 1a^2)d1^226d2^85 + (2 + 4a + 4a^2)d1^227d2^85 + (0 + 4a + 0a^2)d1^228d2^85 + (1 + 1a + 2a^2)d1^229d2^85 + (1 + 0a + 0a^2)d1^230d2^85 + (0 + 1a + 3a^2)d1^231d2^85 + (0 + 0a + 4a^2)d1^232d2^85 + (4 + 3a + 2a^2)d1^233d2^85 + (4 + 3a + 3a^2)d1^234d2^85 + (1 + 3a + 1a^2)d1^235d2^85 + (4 + 3a + 0a^2)d1^236d2^85 + (4 + 3a + 1a^2)d1^237d2^85 + (0 + 4a + 1a^2)d1^238d2^85 + (4 + 4a + 1a^2)d1^239d2^85 + (2 + 0a + 0a^2)d1^240d2^85 + (4 + 2a + 3a^2)d1^241d2^85 + (1 + 0a + 1a^2)d1^242d2^85 + (0 + 1a + 4a^2)d1^243d2^85 + (2 + 4a + 2a^2)d1^244d2^85 + (1 + 1a + 3a^2)d1^245d2^85 + (1 + 1a + 3a^2)d1^246d2^85 + (4 + 0a + 2a^2)d1^247d2^85 + (1 + 4a + 3a^2)d1^248d2^85 + (0 + 0a + 4a^2)d1^249d2^85 + (0 + 2a + 4a^2)d1^250d2^85 + (4 + 2a + 4a^2)d1^251d2^85 + (2 + 0a + 2a^2)d1^252d2^85 + (4 + 3a + 0a^2)d1^253d2^85 + (1 + 0a + 4a^2)d1^254d2^85 + (4 + 2a + 1a^2)d1^255d2^85 + (4 + 3a + 1a^2)d1^256d2^85 + (4 + 0a + 1a^2)d1^257d2^85 + (4 + 2a + 1a^2)d1^258d2^85 + (1 + 0a + 4a^2)d1^259d2^85 + (4 + 0a + 4a^2)d1^260d2^85 + (0 + 1a + 0a^2)d1^261d2^85 + (2 + 1a + 2a^2)d1^262d2^85 + (4 + 1a + 0a^2)d1^263d2^85 + (3 + 1a + 2a^2)d1^264d2^85 + (1 + 1a + 4a^2)d1^265d2^85 + (1 + 3a + 1a^2)d1^266d2^85 + (3 + 3a + 2a^2)d1^267d2^85 + (3 + 0a + 3a^2)d1^268d2^85 + (1 + 0a + 3a^2)d1^269d2^85 + (4 + 3a + 0a^2)d1^270d2^85 + (1 + 2a + 0a^2)d1^271d2^85 + (1 + 1a + 0a^2)d1^272d2^85 + (4 + 3a + 3a^2)d1^273d2^85 + (0 + 3a + 1a^2)d1^274d2^85 + (3 + 0a + 1a^2)d1^275d2^85 + (3 + 0a + 1a^2)d1^276d2^85 + (0 + 3a + 1a^2)d1^277d2^85 + (1 + 4a + 0a^2)d1^278d2^85 + (2 + 4a + 1a^2)d1^279d2^85 + (2 + 2a + 1a^2)d1^280d2^85 + (1 + 2a + 1a^2)d1^281d2^85 + (0 + 4a + 0a^2)d1^282d2^85 + (1 + 1a + 1a^2)d1^283d2^85 + (4 + 1a + 1a^2)d1^284d2^85 + (3 + 0a + 1a^2)d1^285d2^85 + (2 + 4a + 2a^2)d1^286d2^85 + (0 + 2a + 4a^2)d1^287d2^85 + (3 + 3a + 4a^2)d1^288d2^85 + (3 + 2a + 3a^2)d1^289d2^85 + (3 + 4a + 0a^2)d1^290d2^85 + (3 + 1a + 4a^2)d1^291d2^85 + (4 + 4a + 2a^2)d1^292d2^85 + (3 + 3a + 1a^2)d1^293d2^85 + (2 + 2a + 4a^2)d2^86 + (4 + 1a + 0a^2)d1^1d2^86 + (3 + 0a + 2a^2)d1^2d2^86 + (0 + 4a + 2a^2)d1^3d2^86 + (4 + 0a + 3a^2)d1^4d2^86 + (2 + 2a + 1a^2)d1^5d2^86 + (1 + 2a + 4a^2)d1^6d2^86 + (0 + 2a + 4a^2)d1^7d2^86 + (2 + 4a + 1a^2)d1^8d2^86 + (3 + 2a + 2a^2)d1^9d2^86 + (2 + 2a + 4a^2)d1^10d2^86 + (0 + 3a + 4a^2)d1^11d2^86 + (0 + 4a + 2a^2)d1^12d2^86 + (1 + 4a + 4a^2)d1^13d2^86 + (1 + 3a + 2a^2)d1^14d2^86 + (1 + 0a + 3a^2)d1^15d2^86 + (2 + 4a + 3a^2)d1^16d2^86 + (4 + 3a + 0a^2)d1^17d2^86 + (1 + 3a + 1a^2)d1^18d2^86 + (1 + 4a + 0a^2)d1^19d2^86 + (1 + 4a + 3a^2)d1^20d2^86 + (1 + 4a + 0a^2)d1^21d2^86 + (0 + 1a + 2a^2)d1^22d2^86 + (4 + 1a + 1a^2)d1^23d2^86 + (1 + 4a + 3a^2)d1^24d2^86 + (2 + 0a + 0a^2)d1^25d2^86 + (1 + 3a + 1a^2)d1^26d2^86 + (2 + 0a + 0a^2)d1^27d2^86 + (0 + 2a + 1a^2)d1^28d2^86 + (2 + 1a + 3a^2)d1^29d2^86 + (4 + 0a + 4a^2)d1^30d2^86 + (4 + 4a + 2a^2)d1^31d2^86 + (1 + 1a + 1a^2)d1^32d2^86 + (2 + 0a + 1a^2)d1^33d2^86 + (3 + 0a + 1a^2)d1^34d2^86 + (1 + 1a + 4a^2)d1^35d2^86 + (4 + 2a + 0a^2)d1^36d2^86 + (3 + 0a + 3a^2)d1^37d2^86 + (3 + 1a + 3a^2)d1^38d2^86 + (4 + 3a + 4a^2)d1^39d2^86 + (4 + 2a + 4a^2)d1^40d2^86 + (4 + 3a + 4a^2)d1^41d2^86 + (1 + 4a + 1a^2)d1^42d2^86 + (1 + 4a + 3a^2)d1^43d2^86 + (1 + 4a + 2a^2)d1^44d2^86 + (2 + 2a + 1a^2)d1^45d2^86 + (4 + 4a + 0a^2)d1^46d2^86 + (2 + 2a + 3a^2)d1^47d2^86 + (0 + 2a + 1a^2)d1^48d2^86 + (2 + 3a + 4a^2)d1^49d2^86 + (4 + 1a + 2a^2)d1^50d2^86 + (4 + 1a + 0a^2)d1^51d2^86 + (0 + 0a + 2a^2)d1^52d2^86 + (4 + 4a + 0a^2)d1^53d2^86 + (2 + 1a + 4a^2)d1^54d2^86 + (4 + 2a + 3a^2)d1^55d2^86 + (1 + 2a + 1a^2)d1^56d2^86 + (3 + 1a + 2a^2)d1^57d2^86 + (3 + 2a + 1a^2)d1^58d2^86 + (3 + 1a + 4a^2)d1^59d2^86 + (1 + 3a + 4a^2)d1^60d2^86 + (4 + 2a + 3a^2)d1^61d2^86 + (4 + 2a + 0a^2)d1^62d2^86 + (2 + 0a + 0a^2)d1^63d2^86 + (1 + 1a + 1a^2)d1^64d2^86 + (3 + 0a + 4a^2)d1^65d2^86 + (4 + 0a + 4a^2)d1^66d2^86 + (4 + 1a + 2a^2)d1^67d2^86 + (1 + 4a + 2a^2)d1^68d2^86 + (4 + 0a + 1a^2)d1^69d2^86 + (4 + 0a + 2a^2)d1^70d2^86 + (2 + 0a + 1a^2)d1^71d2^86 + (1 + 3a + 0a^2)d1^72d2^86 + (1 + 0a + 0a^2)d1^73d2^86 + (3 + 1a + 4a^2)d1^74d2^86 + (2 + 3a + 3a^2)d1^75d2^86 + (2 + 2a + 1a^2)d1^76d2^86 + (4 + 3a + 3a^2)d1^77d2^86 + (0 + 0a + 2a^2)d1^78d2^86 + (3 + 0a + 4a^2)d1^79d2^86 + (4 + 0a + 1a^2)d1^80d2^86 + (3 + 3a + 1a^2)d1^81d2^86 + (4 + 0a + 3a^2)d1^82d2^86 + (2 + 0a + 3a^2)d1^83d2^86 + (1 + 1a + 1a^2)d1^84d2^86 + (1 + 0a + 3a^2)d1^85d2^86 + (2 + 1a + 3a^2)d1^86d2^86 + (4 + 4a + 3a^2)d1^87d2^86 + (1 + 1a + 4a^2)d1^88d2^86 + (0 + 1a + 2a^2)d1^89d2^86 + (0 + 4a + 0a^2)d1^90d2^86 + (3 + 4a + 1a^2)d1^91d2^86 + (4 + 1a + 1a^2)d1^92d2^86 + (0 + 2a + 0a^2)d1^93d2^86 + (2 + 0a + 2a^2)d1^94d2^86 + (0 + 2a + 3a^2)d1^95d2^86 + (0 + 3a + 4a^2)d1^96d2^86 + (3 + 4a + 1a^2)d1^97d2^86 + (3 + 1a + 2a^2)d1^98d2^86 + (0 + 2a + 0a^2)d1^99d2^86 + (1 + 1a + 4a^2)d1^100d2^86 + (3 + 1a + 0a^2)d1^101d2^86 + (4 + 0a + 3a^2)d1^102d2^86 + (0 + 4a + 2a^2)d1^103d2^86 + (4 + 1a + 3a^2)d1^104d2^86 + (4 + 4a + 3a^2)d1^105d2^86 + (2 + 1a + 4a^2)d1^106d2^86 + (3 + 4a + 1a^2)d1^107d2^86 + (1 + 4a + 1a^2)d1^108d2^86 + (2 + 3a + 3a^2)d1^109d2^86 + (0 + 2a + 1a^2)d1^110d2^86 + (4 + 3a + 1a^2)d1^111d2^86 + (4 + 3a + 3a^2)d1^112d2^86 + (2 + 0a + 0a^2)d1^113d2^86 + (4 + 0a + 4a^2)d1^114d2^86 + (2 + 0a + 1a^2)d1^115d2^86 + (0 + 4a + 0a^2)d1^116d2^86 + (0 + 0a + 2a^2)d1^118d2^86 + (1 + 2a + 1a^2)d1^119d2^86 + (2 + 3a + 2a^2)d1^120d2^86 + (0 + 1a + 2a^2)d1^121d2^86 + (1 + 3a + 1a^2)d1^122d2^86 + (3 + 2a + 2a^2)d1^123d2^86 + (3 + 2a + 3a^2)d1^124d2^86 + (1 + 3a + 1a^2)d1^125d2^86 + (0 + 1a + 2a^2)d1^126d2^86 + (4 + 0a + 2a^2)d1^127d2^86 + (1 + 3a + 0a^2)d1^128d2^86 + (4 + 4a + 4a^2)d1^129d2^86 + (2 + 1a + 0a^2)d1^130d2^86 + (3 + 1a + 2a^2)d1^131d2^86 + (3 + 0a + 2a^2)d1^132d2^86 + (1 + 3a + 2a^2)d1^133d2^86 + (4 + 4a + 1a^2)d1^134d2^86 + (4 + 2a + 0a^2)d1^135d2^86 + (3 + 2a + 0a^2)d1^136d2^86 + (4 + 3a + 2a^2)d1^137d2^86 + (4 + 0a + 3a^2)d1^138d2^86 + (2 + 3a + 0a^2)d1^139d2^86 + (4 + 2a + 4a^2)d1^140d2^86 + (3 + 0a + 1a^2)d1^141d2^86 + (4 + 4a + 2a^2)d1^142d2^86 + (4 + 1a + 4a^2)d1^143d2^86 + (2 + 1a + 2a^2)d1^144d2^86 + (1 + 0a + 4a^2)d1^145d2^86 + (3 + 3a + 0a^2)d1^146d2^86 + (2 + 3a + 3a^2)d1^147d2^86 + (1 + 0a + 0a^2)d1^148d2^86 + (0 + 1a + 1a^2)d1^149d2^86 + (2 + 0a + 0a^2)d1^150d2^86 + (3 + 0a + 3a^2)d1^152d2^86 + (4 + 2a + 4a^2)d1^153d2^86 + (3 + 3a + 4a^2)d1^154d2^86 + (2 + 4a + 4a^2)d1^155d2^86 + (4 + 3a + 2a^2)d1^156d2^86 + (3 + 1a + 4a^2)d1^157d2^86 + (4 + 1a + 4a^2)d1^158d2^86 + (3 + 2a + 3a^2)d1^159d2^86 + (2 + 4a + 2a^2)d1^160d2^86 + (1 + 1a + 3a^2)d1^161d2^86 + (0 + 4a + 2a^2)d1^162d2^86 + (2 + 1a + 0a^2)d1^163d2^86 + (2 + 3a + 2a^2)d1^164d2^86 + (4 + 1a + 1a^2)d1^165d2^86 + (2 + 2a + 1a^2)d1^166d2^86 + (1 + 3a + 1a^2)d1^167d2^86 + (1 + 4a + 0a^2)d1^168d2^86 + (2 + 3a + 1a^2)d1^169d2^86 + (3 + 2a + 3a^2)d1^170d2^86 + (3 + 2a + 3a^2)d1^171d2^86 + (1 + 3a + 4a^2)d1^172d2^86 + (3 + 1a + 1a^2)d1^173d2^86 + (1 + 2a + 4a^2)d1^174d2^86 + (2 + 2a + 2a^2)d1^175d2^86 + (4 + 4a + 4a^2)d1^176d2^86 + (2 + 1a + 0a^2)d1^177d2^86 + (4 + 2a + 1a^2)d1^178d2^86 + (3 + 4a + 0a^2)d1^179d2^86 + (3 + 3a + 3a^2)d1^180d2^86 + (3 + 3a + 1a^2)d1^181d2^86 + (4 + 2a + 4a^2)d1^182d2^86 + (3 + 0a + 0a^2)d1^183d2^86 + (1 + 3a + 4a^2)d1^184d2^86 + (0 + 4a + 2a^2)d1^185d2^86 + (0 + 1a + 1a^2)d1^186d2^86 + (2 + 2a + 1a^2)d1^187d2^86 + (2 + 3a + 4a^2)d1^188d2^86 + (4 + 0a + 1a^2)d1^189d2^86 + (0 + 3a + 0a^2)d1^190d2^86 + (1 + 4a + 4a^2)d1^191d2^86 + (2 + 0a + 4a^2)d1^192d2^86 + (2 + 2a + 4a^2)d1^193d2^86 + (1 + 3a + 4a^2)d1^194d2^86 + (2 + 0a + 2a^2)d1^195d2^86 + (0 + 4a + 4a^2)d1^196d2^86 + (4 + 0a + 1a^2)d1^197d2^86 + (0 + 2a + 4a^2)d1^198d2^86 + (1 + 2a + 2a^2)d1^199d2^86 + (2 + 3a + 2a^2)d1^200d2^86 + (2 + 3a + 3a^2)d1^201d2^86 + (4 + 2a + 4a^2)d1^202d2^86 + (0 + 2a + 1a^2)d1^203d2^86 + (2 + 2a + 1a^2)d1^204d2^86 + (3 + 2a + 2a^2)d1^205d2^86 + (0 + 4a + 0a^2)d1^206d2^86 + (0 + 2a + 3a^2)d1^207d2^86 + (1 + 1a + 3a^2)d1^208d2^86 + (2 + 0a + 1a^2)d1^209d2^86 + (3 + 0a + 2a^2)d1^210d2^86 + (2 + 4a + 1a^2)d1^211d2^86 + (0 + 0a + 3a^2)d1^213d2^86 + (4 + 2a + 4a^2)d1^214d2^86 + (1 + 1a + 0a^2)d1^215d2^86 + (3 + 4a + 4a^2)d1^216d2^86 + (4 + 4a + 1a^2)d1^217d2^86 + (4 + 0a + 0a^2)d1^218d2^86 + (4 + 0a + 1a^2)d1^219d2^86 + (3 + 3a + 3a^2)d1^220d2^86 + (4 + 1a + 0a^2)d1^221d2^86 + (2 + 2a + 1a^2)d1^222d2^86 + (2 + 1a + 1a^2)d1^223d2^86 + (2 + 3a + 0a^2)d1^224d2^86 + (4 + 4a + 1a^2)d1^225d2^86 + (0 + 4a + 3a^2)d1^226d2^86 + (1 + 4a + 2a^2)d1^227d2^86 + (4 + 0a + 1a^2)d1^228d2^86 + (2 + 2a + 4a^2)d1^229d2^86 + (2 + 3a + 3a^2)d1^230d2^86 + (2 + 1a + 3a^2)d1^231d2^86 + (0 + 0a + 4a^2)d1^232d2^86 + (0 + 4a + 0a^2)d1^233d2^86 + (1 + 3a + 1a^2)d1^234d2^86 + (2 + 4a + 1a^2)d1^235d2^86 + (2 + 2a + 4a^2)d1^236d2^86 + (2 + 3a + 3a^2)d1^237d2^86 + (3 + 1a + 3a^2)d1^238d2^86 + (1 + 0a + 3a^2)d1^239d2^86 + (4 + 3a + 3a^2)d1^240d2^86 + (4 + 0a + 1a^2)d1^241d2^86 + (3 + 3a + 0a^2)d1^242d2^86 + (4 + 3a + 4a^2)d1^243d2^86 + (1 + 3a + 2a^2)d1^244d2^86 + (4 + 1a + 1a^2)d1^245d2^86 + (4 + 0a + 2a^2)d1^246d2^86 + (0 + 1a + 2a^2)d1^247d2^86 + (3 + 3a + 3a^2)d1^248d2^86 + (1 + 2a + 3a^2)d1^249d2^86 + (2 + 2a + 0a^2)d1^250d2^86 + (0 + 2a + 1a^2)d1^251d2^86 + (1 + 2a + 4a^2)d1^252d2^86 + (4 + 0a + 2a^2)d1^253d2^86 + (4 + 4a + 1a^2)d1^254d2^86 + (3 + 3a + 0a^2)d1^255d2^86 + (1 + 4a + 4a^2)d1^256d2^86 + (4 + 0a + 2a^2)d1^257d2^86 + (1 + 3a + 2a^2)d1^258d2^86 + (1 + 1a + 0a^2)d1^259d2^86 + (3 + 3a + 2a^2)d1^260d2^86 + (2 + 2a + 3a^2)d1^261d2^86 + (1 + 4a + 2a^2)d1^262d2^86 + (3 + 1a + 0a^2)d1^263d2^86 + (2 + 1a + 4a^2)d1^264d2^86 + (1 + 4a + 1a^2)d1^265d2^86 + (2 + 0a + 4a^2)d1^266d2^86 + (0 + 1a + 0a^2)d1^267d2^86 + (2 + 4a + 3a^2)d1^268d2^86 + (2 + 1a + 2a^2)d1^269d2^86 + (4 + 2a + 2a^2)d1^270d2^86 + (0 + 3a + 2a^2)d1^271d2^86 + (1 + 2a + 3a^2)d1^272d2^86 + (4 + 0a + 4a^2)d1^273d2^86 + (0 + 4a + 0a^2)d1^274d2^86 + (0 + 2a + 2a^2)d1^275d2^86 + (0 + 0a + 3a^2)d1^276d2^86 + (1 + 1a + 4a^2)d1^277d2^86 + (3 + 4a + 1a^2)d1^278d2^86 + (0 + 0a + 1a^2)d1^280d2^86 + (3 + 3a + 3a^2)d1^281d2^86 + (1 + 2a + 3a^2)d1^282d2^86 + (0 + 1a + 4a^2)d1^283d2^86 + (1 + 2a + 2a^2)d1^284d2^86 + (4 + 3a + 3a^2)d1^285d2^86 + (0 + 4a + 0a^2)d1^286d2^86 + (1 + 1a + 3a^2)d1^287d2^86 + (3 + 4a + 1a^2)d1^288d2^86 + (4 + 3a + 3a^2)d1^289d2^86 + (1 + 1a + 0a^2)d1^290d2^86 + (0 + 3a + 2a^2)d1^291d2^86 + (1 + 4a + 0a^2)d1^292d2^86 + (2 + 3a + 1a^2)d1^293d2^86 + (1 + 4a + 2a^2)d2^87 + (2 + 4a + 2a^2)d1^1d2^87 + (1 + 1a + 2a^2)d1^2d2^87 + (0 + 0a + 4a^2)d1^3d2^87 + (1 + 0a + 3a^2)d1^4d2^87 + (2 + 4a + 0a^2)d1^5d2^87 + (4 + 2a + 4a^2)d1^6d2^87 + (1 + 2a + 4a^2)d1^7d2^87 + (0 + 0a + 4a^2)d1^8d2^87 + (0 + 0a + 1a^2)d1^9d2^87 + (0 + 0a + 1a^2)d1^10d2^87 + (1 + 0a + 2a^2)d1^11d2^87 + (3 + 3a + 3a^2)d1^12d2^87 + (3 + 4a + 2a^2)d1^13d2^87 + (2 + 0a + 4a^2)d1^14d2^87 + (1 + 1a + 3a^2)d1^15d2^87 + (2 + 4a + 2a^2)d1^16d2^87 + (3 + 1a + 3a^2)d1^17d2^87 + (0 + 4a + 4a^2)d1^18d2^87 + (2 + 4a + 1a^2)d1^19d2^87 + (1 + 4a + 1a^2)d1^20d2^87 + (2 + 1a + 0a^2)d1^21d2^87 + (1 + 4a + 4a^2)d1^22d2^87 + (3 + 2a + 1a^2)d1^23d2^87 + (3 + 3a + 4a^2)d1^24d2^87 + (1 + 3a + 3a^2)d1^25d2^87 + (1 + 4a + 0a^2)d1^26d2^87 + (3 + 1a + 4a^2)d1^27d2^87 + (4 + 3a + 0a^2)d1^28d2^87 + (4 + 3a + 1a^2)d1^29d2^87 + (3 + 3a + 1a^2)d1^30d2^87 + (0 + 2a + 2a^2)d1^31d2^87 + (1 + 2a + 3a^2)d1^32d2^87 + (4 + 2a + 0a^2)d1^33d2^87 + (0 + 2a + 4a^2)d1^34d2^87 + (4 + 0a + 2a^2)d1^35d2^87 + (3 + 4a + 1a^2)d1^36d2^87 + (3 + 1a + 4a^2)d1^37d2^87 + (2 + 1a + 0a^2)d1^38d2^87 + (3 + 2a + 2a^2)d1^39d2^87 + (2 + 2a + 0a^2)d1^40d2^87 + (0 + 1a + 1a^2)d1^41d2^87 + (3 + 1a + 1a^2)d1^42d2^87 + (2 + 1a + 2a^2)d1^43d2^87 + (4 + 0a + 0a^2)d1^44d2^87 + (1 + 1a + 0a^2)d1^45d2^87 + (3 + 4a + 0a^2)d1^46d2^87 + (4 + 1a + 4a^2)d1^47d2^87 + (2 + 4a + 2a^2)d1^48d2^87 + (1 + 2a + 4a^2)d1^49d2^87 + (4 + 0a + 1a^2)d1^50d2^87 + (0 + 1a + 3a^2)d1^51d2^87 + (2 + 3a + 4a^2)d1^52d2^87 + (4 + 2a + 4a^2)d1^53d2^87 + (0 + 2a + 0a^2)d1^54d2^87 + (2 + 0a + 2a^2)d1^55d2^87 + (0 + 1a + 4a^2)d1^56d2^87 + (1 + 1a + 0a^2)d1^57d2^87 + (0 + 2a + 1a^2)d1^58d2^87 + (0 + 1a + 3a^2)d1^59d2^87 + (1 + 3a + 3a^2)d1^60d2^87 + (1 + 2a + 2a^2)d1^61d2^87 + (4 + 3a + 3a^2)d1^62d2^87 + (3 + 0a + 1a^2)d1^63d2^87 + (1 + 4a + 1a^2)d1^64d2^87 + (4 + 1a + 3a^2)d1^65d2^87 + (1 + 0a + 4a^2)d1^66d2^87 + (2 + 3a + 3a^2)d1^67d2^87 + (1 + 1a + 1a^2)d1^68d2^87 + (0 + 3a + 3a^2)d1^69d2^87 + (1 + 2a + 1a^2)d1^70d2^87 + (0 + 4a + 1a^2)d1^71d2^87 + (1 + 4a + 4a^2)d1^72d2^87 + (1 + 0a + 4a^2)d1^73d2^87 + (1 + 1a + 3a^2)d1^74d2^87 + (2 + 2a + 2a^2)d1^75d2^87 + (1 + 4a + 3a^2)d1^76d2^87 + (3 + 2a + 3a^2)d1^77d2^87 + (1 + 0a + 2a^2)d1^78d2^87 + (4 + 2a + 3a^2)d1^79d2^87 + (0 + 4a + 4a^2)d1^80d2^87 + (2 + 0a + 1a^2)d1^81d2^87 + (1 + 1a + 2a^2)d1^82d2^87 + (1 + 3a + 3a^2)d1^83d2^87 + (3 + 2a + 0a^2)d1^84d2^87 + (1 + 0a + 4a^2)d1^85d2^87 + (0 + 0a + 2a^2)d1^86d2^87 + (0 + 1a + 2a^2)d1^87d2^87 + (2 + 1a + 0a^2)d1^88d2^87 + (1 + 1a + 3a^2)d1^90d2^87 + (0 + 3a + 0a^2)d1^91d2^87 + (4 + 4a + 4a^2)d1^92d2^87 + (4 + 4a + 2a^2)d1^93d2^87 + (4 + 3a + 3a^2)d1^94d2^87 + (0 + 4a + 2a^2)d1^95d2^87 + (2 + 0a + 3a^2)d1^96d2^87 + (2 + 4a + 0a^2)d1^97d2^87 + (3 + 1a + 3a^2)d1^98d2^87 + (4 + 3a + 4a^2)d1^99d2^87 + (1 + 0a + 3a^2)d1^100d2^87 + (0 + 1a + 2a^2)d1^101d2^87 + (4 + 0a + 3a^2)d1^102d2^87 + (4 + 3a + 4a^2)d1^103d2^87 + (3 + 2a + 0a^2)d1^104d2^87 + (4 + 3a + 1a^2)d1^105d2^87 + (4 + 2a + 1a^2)d1^106d2^87 + (0 + 2a + 4a^2)d1^107d2^87 + (1 + 4a + 0a^2)d1^108d2^87 + (3 + 3a + 2a^2)d1^109d2^87 + (0 + 1a + 3a^2)d1^110d2^87 + (0 + 4a + 2a^2)d1^111d2^87 + (0 + 3a + 3a^2)d1^112d2^87 + (4 + 0a + 4a^2)d1^113d2^87 + (3 + 4a + 2a^2)d1^114d2^87 + (0 + 4a + 4a^2)d1^115d2^87 + (2 + 2a + 4a^2)d1^116d2^87 + (4 + 2a + 0a^2)d1^117d2^87 + (4 + 1a + 0a^2)d1^118d2^87 + (1 + 0a + 4a^2)d1^119d2^87 + (3 + 1a + 2a^2)d1^120d2^87 + (1 + 1a + 2a^2)d1^121d2^87 + (0 + 4a + 1a^2)d1^122d2^87 + (0 + 1a + 0a^2)d1^123d2^87 + (2 + 2a + 1a^2)d1^124d2^87 + (1 + 0a + 3a^2)d1^125d2^87 + (4 + 1a + 1a^2)d1^126d2^87 + (4 + 3a + 0a^2)d1^127d2^87 + (4 + 1a + 3a^2)d1^128d2^87 + (4 + 2a + 4a^2)d1^129d2^87 + (2 + 2a + 2a^2)d1^130d2^87 + (3 + 0a + 0a^2)d1^131d2^87 + (1 + 4a + 0a^2)d1^132d2^87 + (3 + 2a + 2a^2)d1^133d2^87 + (4 + 3a + 4a^2)d1^134d2^87 + (0 + 1a + 1a^2)d1^135d2^87 + (4 + 0a + 4a^2)d1^136d2^87 + (4 + 0a + 4a^2)d1^137d2^87 + (3 + 4a + 4a^2)d1^138d2^87 + (4 + 3a + 0a^2)d1^139d2^87 + (4 + 2a + 1a^2)d1^140d2^87 + (3 + 1a + 2a^2)d1^141d2^87 + (4 + 2a + 2a^2)d1^142d2^87 + (1 + 3a + 3a^2)d1^143d2^87 + (1 + 2a + 4a^2)d1^144d2^87 + (3 + 4a + 0a^2)d1^145d2^87 + (3 + 1a + 2a^2)d1^146d2^87 + (0 + 0a + 1a^2)d1^147d2^87 + (4 + 1a + 1a^2)d1^148d2^87 + (2 + 1a + 1a^2)d1^149d2^87 + (1 + 4a + 4a^2)d1^150d2^87 + (3 + 1a + 0a^2)d1^151d2^87 + (1 + 2a + 1a^2)d1^152d2^87 + (0 + 4a + 0a^2)d1^153d2^87 + (4 + 3a + 3a^2)d1^154d2^87 + (2 + 3a + 2a^2)d1^155d2^87 + (3 + 1a + 2a^2)d1^156d2^87 + (3 + 0a + 1a^2)d1^157d2^87 + (2 + 3a + 4a^2)d1^158d2^87 + (0 + 3a + 2a^2)d1^159d2^87 + (4 + 4a + 0a^2)d1^160d2^87 + (3 + 0a + 3a^2)d1^161d2^87 + (0 + 2a + 4a^2)d1^162d2^87 + (4 + 0a + 2a^2)d1^163d2^87 + (3 + 4a + 3a^2)d1^164d2^87 + (3 + 2a + 1a^2)d1^165d2^87 + (1 + 3a + 0a^2)d1^166d2^87 + (2 + 4a + 1a^2)d1^167d2^87 + (0 + 0a + 3a^2)d1^168d2^87 + (1 + 2a + 1a^2)d1^169d2^87 + (3 + 1a + 1a^2)d1^170d2^87 + (3 + 3a + 1a^2)d1^171d2^87 + (0 + 3a + 4a^2)d1^172d2^87 + (0 + 1a + 2a^2)d1^173d2^87 + (4 + 2a + 3a^2)d1^174d2^87 + (3 + 4a + 0a^2)d1^175d2^87 + (3 + 4a + 3a^2)d1^176d2^87 + (0 + 0a + 1a^2)d1^177d2^87 + (1 + 4a + 3a^2)d1^178d2^87 + (1 + 2a + 4a^2)d1^179d2^87 + (3 + 0a + 0a^2)d1^180d2^87 + (3 + 4a + 3a^2)d1^181d2^87 + (4 + 3a + 2a^2)d1^182d2^87 + (4 + 4a + 0a^2)d1^183d2^87 + (3 + 4a + 3a^2)d1^184d2^87 + (4 + 0a + 2a^2)d1^185d2^87 + (1 + 3a + 2a^2)d1^186d2^87 + (1 + 2a + 3a^2)d1^187d2^87 + (2 + 3a + 2a^2)d1^188d2^87 + (1 + 3a + 4a^2)d1^189d2^87 + (0 + 1a + 0a^2)d1^190d2^87 + (0 + 0a + 2a^2)d1^191d2^87 + (0 + 2a + 3a^2)d1^192d2^87 + (0 + 2a + 1a^2)d1^193d2^87 + (3 + 1a + 4a^2)d1^194d2^87 + (1 + 1a + 2a^2)d1^195d2^87 + (4 + 1a + 1a^2)d1^196d2^87 + (3 + 3a + 2a^2)d1^197d2^87 + (3 + 0a + 3a^2)d1^198d2^87 + (2 + 4a + 4a^2)d1^199d2^87 + (3 + 3a + 1a^2)d1^200d2^87 + (1 + 4a + 1a^2)d1^201d2^87 + (1 + 1a + 0a^2)d1^202d2^87 + (1 + 2a + 0a^2)d1^203d2^87 + (2 + 0a + 4a^2)d1^204d2^87 + (4 + 1a + 2a^2)d1^205d2^87 + (4 + 4a + 1a^2)d1^206d2^87 + (4 + 2a + 2a^2)d1^207d2^87 + (2 + 2a + 2a^2)d1^208d2^87 + (0 + 4a + 4a^2)d1^209d2^87 + (1 + 4a + 1a^2)d1^210d2^87 + (3 + 1a + 3a^2)d1^211d2^87 + (1 + 1a + 0a^2)d1^212d2^87 + (2 + 3a + 0a^2)d1^213d2^87 + (1 + 2a + 3a^2)d1^214d2^87 + (2 + 1a + 2a^2)d1^215d2^87 + (1 + 2a + 3a^2)d1^216d2^87 + (4 + 3a + 1a^2)d1^217d2^87 + (1 + 0a + 2a^2)d1^218d2^87 + (2 + 1a + 1a^2)d1^219d2^87 + (0 + 1a + 4a^2)d1^220d2^87 + (4 + 0a + 2a^2)d1^221d2^87 + (1 + 1a + 4a^2)d1^222d2^87 + (1 + 0a + 1a^2)d1^223d2^87 + (0 + 4a + 3a^2)d1^224d2^87 + (4 + 1a + 4a^2)d1^225d2^87 + (0 + 4a + 1a^2)d1^226d2^87 + (0 + 0a + 4a^2)d1^227d2^87 + (4 + 3a + 1a^2)d1^228d2^87 + (3 + 3a + 1a^2)d1^229d2^87 + (0 + 4a + 2a^2)d1^230d2^87 + (4 + 2a + 3a^2)d1^231d2^87 + (1 + 3a + 1a^2)d1^232d2^87 + (1 + 3a + 3a^2)d1^233d2^87 + (3 + 1a + 1a^2)d1^234d2^87 + (4 + 0a + 3a^2)d1^235d2^87 + (3 + 4a + 4a^2)d1^236d2^87 + (2 + 4a + 2a^2)d1^237d2^87 + (0 + 4a + 2a^2)d1^238d2^87 + (3 + 0a + 2a^2)d1^239d2^87 + (4 + 0a + 2a^2)d1^240d2^87 + (3 + 4a + 4a^2)d1^241d2^87 + (4 + 0a + 3a^2)d1^242d2^87 + (3 + 0a + 3a^2)d1^243d2^87 + (4 + 1a + 4a^2)d1^244d2^87 + (0 + 2a + 4a^2)d1^245d2^87 + (4 + 0a + 4a^2)d1^246d2^87 + (0 + 3a + 1a^2)d1^247d2^87 + (0 + 4a + 0a^2)d1^248d2^87 + (2 + 3a + 4a^2)d1^249d2^87 + (3 + 1a + 4a^2)d1^250d2^87 + (2 + 4a + 1a^2)d1^251d2^87 + (2 + 1a + 4a^2)d1^252d2^87 + (0 + 4a + 1a^2)d1^253d2^87 + (4 + 3a + 0a^2)d1^254d2^87 + (4 + 3a + 3a^2)d1^255d2^87 + (3 + 1a + 0a^2)d1^256d2^87 + (1 + 4a + 3a^2)d1^257d2^87 + (0 + 0a + 3a^2)d1^258d2^87 + (4 + 3a + 1a^2)d1^260d2^87 + (1 + 1a + 0a^2)d1^261d2^87 + (1 + 4a + 4a^2)d1^262d2^87 + (1 + 3a + 0a^2)d1^263d2^87 + (2 + 1a + 1a^2)d1^264d2^87 + (2 + 0a + 3a^2)d1^265d2^87 + (0 + 3a + 1a^2)d1^266d2^87 + (2 + 0a + 1a^2)d1^267d2^87 + (4 + 0a + 1a^2)d1^268d2^87 + (0 + 1a + 3a^2)d1^269d2^87 + (4 + 4a + 1a^2)d1^270d2^87 + (0 + 4a + 3a^2)d1^271d2^87 + (1 + 0a + 1a^2)d1^272d2^87 + (1 + 2a + 4a^2)d1^273d2^87 + (0 + 3a + 2a^2)d1^274d2^87 + (3 + 4a + 0a^2)d1^275d2^87 + (3 + 0a + 0a^2)d1^276d2^87 + (3 + 4a + 4a^2)d1^277d2^87 + (4 + 3a + 3a^2)d1^278d2^87 + (4 + 0a + 3a^2)d1^280d2^87 + (3 + 3a + 0a^2)d1^281d2^87 + (4 + 0a + 3a^2)d1^282d2^87 + (2 + 1a + 3a^2)d1^283d2^87 + (3 + 0a + 4a^2)d1^284d2^87 + (2 + 0a + 4a^2)d1^285d2^87 + (2 + 2a + 2a^2)d1^286d2^87 + (2 + 1a + 0a^2)d1^287d2^87 + (3 + 0a + 4a^2)d1^288d2^87 + (1 + 1a + 4a^2)d1^289d2^87 + (3 + 2a + 4a^2)d1^290d2^87 + (2 + 1a + 1a^2)d1^291d2^87 + (1 + 4a + 3a^2)d1^292d2^87 + (3 + 2a + 1a^2)d1^293d2^87 + (0 + 1a + 2a^2)d2^88 + (4 + 1a + 1a^2)d1^1d2^88 + (3 + 0a + 4a^2)d1^2d2^88 + (4 + 0a + 3a^2)d1^3d2^88 + (3 + 4a + 1a^2)d1^4d2^88 + (4 + 4a + 1a^2)d1^5d2^88 + (3 + 4a + 2a^2)d1^6d2^88 + (4 + 1a + 1a^2)d1^7d2^88 + (1 + 1a + 2a^2)d1^8d2^88 + (2 + 1a + 0a^2)d1^9d2^88 + (2 + 2a + 2a^2)d1^10d2^88 + (1 + 3a + 1a^2)d1^11d2^88 + (1 + 2a + 3a^2)d1^12d2^88 + (2 + 3a + 1a^2)d1^13d2^88 + (1 + 0a + 3a^2)d1^14d2^88 + (1 + 2a + 1a^2)d1^15d2^88 + (4 + 2a + 0a^2)d1^16d2^88 + (3 + 0a + 0a^2)d1^17d2^88 + (3 + 4a + 1a^2)d1^18d2^88 + (3 + 3a + 4a^2)d1^19d2^88 + (0 + 1a + 1a^2)d1^20d2^88 + (3 + 0a + 0a^2)d1^21d2^88 + (0 + 1a + 1a^2)d1^22d2^88 + (1 + 1a + 0a^2)d1^23d2^88 + (0 + 4a + 1a^2)d1^24d2^88 + (4 + 0a + 1a^2)d1^25d2^88 + (2 + 1a + 1a^2)d1^26d2^88 + (0 + 0a + 2a^2)d1^27d2^88 + (2 + 3a + 3a^2)d1^28d2^88 + (2 + 0a + 0a^2)d1^29d2^88 + (2 + 0a + 4a^2)d1^30d2^88 + (2 + 2a + 0a^2)d1^31d2^88 + (4 + 1a + 1a^2)d1^32d2^88 + (3 + 2a + 4a^2)d1^33d2^88 + (1 + 2a + 1a^2)d1^34d2^88 + (3 + 3a + 3a^2)d1^35d2^88 + (4 + 0a + 3a^2)d1^36d2^88 + (4 + 4a + 1a^2)d1^37d2^88 + (4 + 4a + 3a^2)d1^38d2^88 + (2 + 1a + 0a^2)d1^39d2^88 + (1 + 1a + 0a^2)d1^40d2^88 + (0 + 4a + 2a^2)d1^41d2^88 + (2 + 4a + 1a^2)d1^42d2^88 + (3 + 3a + 0a^2)d1^43d2^88 + (1 + 4a + 4a^2)d1^44d2^88 + (0 + 2a + 3a^2)d1^45d2^88 + (4 + 4a + 2a^2)d1^46d2^88 + (0 + 4a + 1a^2)d1^47d2^88 + (3 + 4a + 0a^2)d1^48d2^88 + (0 + 4a + 3a^2)d1^49d2^88 + (3 + 1a + 0a^2)d1^50d2^88 + (3 + 0a + 0a^2)d1^51d2^88 + (1 + 2a + 0a^2)d1^52d2^88 + (3 + 0a + 1a^2)d1^53d2^88 + (1 + 4a + 0a^2)d1^54d2^88 + (2 + 3a + 4a^2)d1^55d2^88 + (0 + 2a + 0a^2)d1^56d2^88 + (0 + 1a + 4a^2)d1^57d2^88 + (4 + 1a + 4a^2)d1^58d2^88 + (3 + 0a + 3a^2)d1^59d2^88 + (1 + 3a + 3a^2)d1^60d2^88 + (4 + 1a + 3a^2)d1^61d2^88 + (3 + 3a + 4a^2)d1^62d2^88 + (4 + 1a + 3a^2)d1^63d2^88 + (1 + 0a + 4a^2)d1^64d2^88 + (0 + 2a + 3a^2)d1^65d2^88 + (3 + 4a + 1a^2)d1^66d2^88 + (3 + 4a + 3a^2)d1^67d2^88 + (4 + 1a + 3a^2)d1^68d2^88 + (4 + 2a + 4a^2)d1^69d2^88 + (3 + 4a + 1a^2)d1^70d2^88 + (3 + 1a + 1a^2)d1^71d2^88 + (3 + 0a + 0a^2)d1^72d2^88 + (4 + 2a + 2a^2)d1^73d2^88 + (1 + 3a + 4a^2)d1^74d2^88 + (3 + 4a + 2a^2)d1^75d2^88 + (3 + 0a + 0a^2)d1^76d2^88 + (3 + 2a + 2a^2)d1^77d2^88 + (3 + 3a + 0a^2)d1^78d2^88 + (4 + 0a + 2a^2)d1^79d2^88 + (4 + 4a + 0a^2)d1^80d2^88 + (3 + 4a + 4a^2)d1^81d2^88 + (1 + 3a + 2a^2)d1^82d2^88 + (4 + 0a + 3a^2)d1^83d2^88 + (1 + 1a + 0a^2)d1^84d2^88 + (2 + 0a + 1a^2)d1^85d2^88 + (4 + 3a + 1a^2)d1^86d2^88 + (2 + 0a + 4a^2)d1^87d2^88 + (0 + 1a + 3a^2)d1^88d2^88 + (0 + 4a + 0a^2)d1^89d2^88 + (0 + 3a + 1a^2)d1^90d2^88 + (4 + 1a + 3a^2)d1^91d2^88 + (3 + 2a + 2a^2)d1^92d2^88 + (4 + 0a + 4a^2)d1^93d2^88 + (3 + 4a + 3a^2)d1^94d2^88 + (4 + 1a + 2a^2)d1^95d2^88 + (4 + 3a + 4a^2)d1^96d2^88 + (1 + 4a + 1a^2)d1^97d2^88 + (1 + 1a + 2a^2)d1^98d2^88 + (1 + 4a + 2a^2)d1^99d2^88 + (0 + 4a + 0a^2)d1^100d2^88 + (2 + 2a + 0a^2)d1^101d2^88 + (2 + 1a + 0a^2)d1^102d2^88 + (0 + 3a + 0a^2)d1^103d2^88 + (4 + 1a + 4a^2)d1^104d2^88 + (4 + 1a + 4a^2)d1^105d2^88 + (2 + 3a + 1a^2)d1^106d2^88 + (2 + 3a + 0a^2)d1^107d2^88 + (3 + 0a + 2a^2)d1^108d2^88 + (1 + 2a + 2a^2)d1^109d2^88 + (2 + 0a + 2a^2)d1^110d2^88 + (3 + 2a + 4a^2)d1^111d2^88 + (4 + 4a + 3a^2)d1^112d2^88 + (0 + 4a + 4a^2)d1^113d2^88 + (1 + 1a + 3a^2)d1^114d2^88 + (2 + 3a + 3a^2)d1^115d2^88 + (3 + 4a + 3a^2)d1^116d2^88 + (1 + 0a + 0a^2)d1^117d2^88 + (2 + 2a + 1a^2)d1^118d2^88 + (4 + 1a + 1a^2)d1^119d2^88 + (0 + 2a + 4a^2)d1^120d2^88 + (3 + 0a + 0a^2)d1^121d2^88 + (1 + 1a + 1a^2)d1^122d2^88 + (2 + 1a + 0a^2)d1^123d2^88 + (2 + 4a + 3a^2)d1^124d2^88 + (3 + 4a + 0a^2)d1^125d2^88 + (4 + 1a + 0a^2)d1^126d2^88 + (0 + 4a + 0a^2)d1^127d2^88 + (4 + 1a + 2a^2)d1^128d2^88 + (3 + 2a + 3a^2)d1^129d2^88 + (0 + 4a + 1a^2)d1^130d2^88 + (0 + 4a + 0a^2)d1^131d2^88 + (3 + 2a + 3a^2)d1^132d2^88 + (0 + 0a + 2a^2)d1^133d2^88 + (1 + 4a + 0a^2)d1^134d2^88 + (4 + 1a + 4a^2)d1^135d2^88 + (0 + 3a + 4a^2)d1^136d2^88 + (2 + 4a + 4a^2)d1^137d2^88 + (2 + 1a + 2a^2)d1^138d2^88 + (3 + 4a + 0a^2)d1^139d2^88 + (4 + 4a + 2a^2)d1^140d2^88 + (3 + 2a + 0a^2)d1^141d2^88 + (1 + 3a + 3a^2)d1^142d2^88 + (4 + 3a + 0a^2)d1^143d2^88 + (4 + 4a + 3a^2)d1^144d2^88 + (2 + 3a + 0a^2)d1^145d2^88 + (4 + 3a + 4a^2)d1^146d2^88 + (2 + 2a + 3a^2)d1^147d2^88 + (4 + 2a + 2a^2)d1^148d2^88 + (1 + 2a + 1a^2)d1^149d2^88 + (0 + 0a + 3a^2)d1^150d2^88 + (3 + 3a + 0a^2)d1^151d2^88 + (1 + 4a + 1a^2)d1^152d2^88 + (0 + 2a + 2a^2)d1^153d2^88 + (3 + 3a + 4a^2)d1^154d2^88 + (1 + 2a + 3a^2)d1^155d2^88 + (3 + 4a + 2a^2)d1^156d2^88 + (0 + 3a + 0a^2)d1^157d2^88 + (0 + 2a + 4a^2)d1^158d2^88 + (2 + 2a + 2a^2)d1^159d2^88 + (3 + 4a + 1a^2)d1^160d2^88 + (3 + 1a + 0a^2)d1^161d2^88 + (2 + 4a + 4a^2)d1^162d2^88 + (3 + 3a + 3a^2)d1^163d2^88 + (0 + 1a + 3a^2)d1^164d2^88 + (1 + 4a + 2a^2)d1^165d2^88 + (0 + 4a + 0a^2)d1^166d2^88 + (4 + 4a + 4a^2)d1^167d2^88 + (1 + 1a + 1a^2)d1^168d2^88 + (4 + 0a + 1a^2)d1^169d2^88 + (0 + 0a + 1a^2)d1^170d2^88 + (1 + 3a + 1a^2)d1^171d2^88 + (2 + 2a + 3a^2)d1^172d2^88 + (2 + 2a + 4a^2)d1^173d2^88 + (1 + 3a + 2a^2)d1^174d2^88 + (0 + 3a + 2a^2)d1^175d2^88 + (0 + 3a + 4a^2)d1^176d2^88 + (0 + 2a + 4a^2)d1^177d2^88 + (0 + 0a + 2a^2)d1^178d2^88 + (2 + 1a + 0a^2)d1^179d2^88 + (4 + 1a + 0a^2)d1^180d2^88 + (3 + 0a + 2a^2)d1^181d2^88 + (4 + 1a + 2a^2)d1^182d2^88 + (2 + 2a + 4a^2)d1^183d2^88 + (3 + 4a + 3a^2)d1^184d2^88 + (4 + 3a + 2a^2)d1^185d2^88 + (3 + 0a + 3a^2)d1^186d2^88 + (3 + 3a + 2a^2)d1^187d2^88 + (0 + 0a + 4a^2)d1^188d2^88 + (1 + 4a + 4a^2)d1^189d2^88 + (4 + 2a + 4a^2)d1^190d2^88 + (3 + 4a + 0a^2)d1^191d2^88 + (2 + 2a + 4a^2)d1^192d2^88 + (4 + 3a + 0a^2)d1^193d2^88 + (4 + 2a + 0a^2)d1^194d2^88 + (2 + 1a + 2a^2)d1^195d2^88 + (1 + 2a + 2a^2)d1^196d2^88 + (4 + 1a + 2a^2)d1^197d2^88 + (2 + 1a + 2a^2)d1^198d2^88 + (1 + 3a + 1a^2)d1^199d2^88 + (4 + 4a + 0a^2)d1^200d2^88 + (1 + 0a + 4a^2)d1^201d2^88 + (4 + 4a + 3a^2)d1^202d2^88 + (1 + 0a + 2a^2)d1^203d2^88 + (0 + 0a + 3a^2)d1^204d2^88 + (1 + 0a + 3a^2)d1^205d2^88 + (4 + 3a + 1a^2)d1^206d2^88 + (4 + 3a + 2a^2)d1^207d2^88 + (2 + 1a + 0a^2)d1^208d2^88 + (2 + 3a + 0a^2)d1^209d2^88 + (0 + 0a + 3a^2)d1^210d2^88 + (0 + 0a + 2a^2)d1^211d2^88 + (2 + 4a + 0a^2)d1^212d2^88 + (1 + 3a + 2a^2)d1^213d2^88 + (0 + 1a + 2a^2)d1^214d2^88 + (1 + 3a + 0a^2)d1^215d2^88 + (4 + 0a + 1a^2)d1^216d2^88 + (3 + 3a + 1a^2)d1^217d2^88 + (1 + 3a + 0a^2)d1^218d2^88 + (2 + 3a + 0a^2)d1^219d2^88 + (3 + 1a + 1a^2)d1^220d2^88 + (3 + 2a + 2a^2)d1^221d2^88 + (4 + 2a + 3a^2)d1^222d2^88 + (4 + 0a + 0a^2)d1^223d2^88 + (0 + 3a + 4a^2)d1^224d2^88 + (0 + 0a + 1a^2)d1^225d2^88 + (1 + 4a + 3a^2)d1^226d2^88 + (1 + 4a + 0a^2)d1^227d2^88 + (3 + 4a + 2a^2)d1^228d2^88 + (2 + 0a + 2a^2)d1^229d2^88 + (1 + 0a + 1a^2)d1^230d2^88 + (3 + 4a + 2a^2)d1^231d2^88 + (4 + 0a + 1a^2)d1^232d2^88 + (3 + 0a + 1a^2)d1^233d2^88 + (2 + 2a + 0a^2)d1^235d2^88 + (3 + 1a + 4a^2)d1^236d2^88 + (1 + 0a + 4a^2)d1^237d2^88 + (1 + 4a + 4a^2)d1^238d2^88 + (1 + 1a + 2a^2)d1^239d2^88 + (2 + 1a + 1a^2)d1^240d2^88 + (3 + 1a + 1a^2)d1^241d2^88 + (4 + 1a + 1a^2)d1^242d2^88 + (2 + 0a + 0a^2)d1^243d2^88 + (1 + 2a + 4a^2)d1^244d2^88 + (1 + 0a + 1a^2)d1^245d2^88 + (4 + 1a + 4a^2)d1^246d2^88 + (1 + 4a + 0a^2)d1^247d2^88 + (2 + 2a + 0a^2)d1^248d2^88 + (3 + 4a + 0a^2)d1^249d2^88 + (2 + 1a + 3a^2)d1^250d2^88 + (2 + 2a + 1a^2)d1^251d2^88 + (1 + 0a + 1a^2)d1^252d2^88 + (1 + 0a + 1a^2)d1^253d2^88 + (2 + 1a + 1a^2)d1^254d2^88 + (2 + 3a + 2a^2)d1^255d2^88 + (1 + 1a + 1a^2)d1^256d2^88 + (3 + 2a + 2a^2)d1^257d2^88 + (1 + 2a + 3a^2)d1^258d2^88 + (3 + 2a + 1a^2)d1^259d2^88 + (2 + 3a + 4a^2)d1^260d2^88 + (0 + 0a + 1a^2)d1^261d2^88 + (4 + 1a + 1a^2)d1^262d2^88 + (2 + 4a + 4a^2)d1^263d2^88 + (3 + 3a + 4a^2)d1^264d2^88 + (1 + 3a + 4a^2)d1^265d2^88 + (0 + 2a + 0a^2)d1^266d2^88 + (2 + 4a + 2a^2)d1^267d2^88 + (4 + 3a + 4a^2)d1^268d2^88 + (0 + 3a + 4a^2)d1^269d2^88 + (2 + 2a + 1a^2)d1^270d2^88 + (1 + 1a + 3a^2)d1^271d2^88 + (4 + 0a + 3a^2)d1^272d2^88 + (4 + 0a + 1a^2)d1^273d2^88 + (1 + 4a + 0a^2)d1^274d2^88 + (2 + 3a + 2a^2)d1^275d2^88 + (2 + 2a + 3a^2)d1^276d2^88 + (0 + 1a + 0a^2)d1^277d2^88 + (0 + 1a + 3a^2)d1^278d2^88 + (1 + 4a + 4a^2)d1^279d2^88 + (0 + 1a + 3a^2)d1^280d2^88 + (0 + 4a + 4a^2)d1^281d2^88 + (4 + 2a + 4a^2)d1^282d2^88 + (1 + 3a + 3a^2)d1^283d2^88 + (2 + 4a + 4a^2)d1^284d2^88 + (4 + 0a + 0a^2)d1^285d2^88 + (2 + 1a + 3a^2)d1^286d2^88 + (1 + 0a + 4a^2)d1^287d2^88 + (4 + 3a + 3a^2)d1^288d2^88 + (0 + 1a + 4a^2)d1^289d2^88 + (2 + 4a + 1a^2)d1^290d2^88 + (1 + 0a + 1a^2)d1^291d2^88 + (4 + 4a + 2a^2)d1^292d2^88 + (0 + 3a + 1a^2)d1^293d2^88 + (2 + 4a + 0a^2)d2^89 + (0 + 3a + 2a^2)d1^1d2^89 + (3 + 3a + 3a^2)d1^2d2^89 + (0 + 3a + 4a^2)d1^3d2^89 + (2 + 4a + 4a^2)d1^4d2^89 + (1 + 0a + 0a^2)d1^5d2^89 + (2 + 1a + 4a^2)d1^6d2^89 + (4 + 1a + 3a^2)d1^7d2^89 + (2 + 1a + 1a^2)d1^8d2^89 + (3 + 3a + 2a^2)d1^9d2^89 + (2 + 3a + 4a^2)d1^10d2^89 + (4 + 0a + 1a^2)d1^11d2^89 + (2 + 3a + 4a^2)d1^12d2^89 + (2 + 3a + 1a^2)d1^13d2^89 + (3 + 1a + 1a^2)d1^14d2^89 + (4 + 1a + 4a^2)d1^15d2^89 + (4 + 1a + 2a^2)d1^16d2^89 + (1 + 2a + 3a^2)d1^17d2^89 + (1 + 0a + 4a^2)d1^18d2^89 + (4 + 1a + 4a^2)d1^19d2^89 + (0 + 4a + 3a^2)d1^20d2^89 + (4 + 4a + 0a^2)d1^21d2^89 + (4 + 2a + 2a^2)d1^22d2^89 + (3 + 4a + 0a^2)d1^23d2^89 + (0 + 1a + 3a^2)d1^24d2^89 + (1 + 2a + 3a^2)d1^25d2^89 + (4 + 3a + 0a^2)d1^26d2^89 + (0 + 4a + 3a^2)d1^27d2^89 + (0 + 3a + 4a^2)d1^28d2^89 + (4 + 2a + 1a^2)d1^29d2^89 + (1 + 3a + 1a^2)d1^30d2^89 + (3 + 1a + 4a^2)d1^31d2^89 + (0 + 3a + 1a^2)d1^32d2^89 + (2 + 1a + 1a^2)d1^33d2^89 + (2 + 4a + 0a^2)d1^34d2^89 + (3 + 2a + 2a^2)d1^35d2^89 + (4 + 0a + 2a^2)d1^36d2^89 + (2 + 3a + 0a^2)d1^37d2^89 + (4 + 3a + 0a^2)d1^38d2^89 + (2 + 3a + 3a^2)d1^39d2^89 + (4 + 3a + 2a^2)d1^40d2^89 + (3 + 2a + 4a^2)d1^41d2^89 + (3 + 2a + 0a^2)d1^42d2^89 + (4 + 1a + 0a^2)d1^43d2^89 + (3 + 2a + 1a^2)d1^44d2^89 + (2 + 0a + 2a^2)d1^45d2^89 + (3 + 0a + 0a^2)d1^46d2^89 + (1 + 0a + 2a^2)d1^47d2^89 + (4 + 1a + 2a^2)d1^48d2^89 + (2 + 0a + 0a^2)d1^49d2^89 + (3 + 0a + 2a^2)d1^50d2^89 + (4 + 3a + 3a^2)d1^51d2^89 + (2 + 4a + 2a^2)d1^52d2^89 + (2 + 2a + 3a^2)d1^53d2^89 + (4 + 0a + 4a^2)d1^54d2^89 + (3 + 4a + 0a^2)d1^55d2^89 + (2 + 1a + 3a^2)d1^56d2^89 + (1 + 3a + 4a^2)d1^57d2^89 + (4 + 2a + 3a^2)d1^58d2^89 + (2 + 2a + 1a^2)d1^59d2^89 + (3 + 3a + 0a^2)d1^60d2^89 + (0 + 3a + 3a^2)d1^61d2^89 + (3 + 1a + 2a^2)d1^62d2^89 + (3 + 0a + 4a^2)d1^63d2^89 + (4 + 1a + 4a^2)d1^64d2^89 + (2 + 1a + 0a^2)d1^65d2^89 + (2 + 4a + 3a^2)d1^66d2^89 + (3 + 2a + 4a^2)d1^67d2^89 + (3 + 2a + 1a^2)d1^68d2^89 + (3 + 3a + 4a^2)d1^69d2^89 + (0 + 3a + 0a^2)d1^70d2^89 + (4 + 3a + 3a^2)d1^71d2^89 + (4 + 0a + 2a^2)d1^72d2^89 + (4 + 3a + 4a^2)d1^73d2^89 + (4 + 1a + 1a^2)d1^74d2^89 + (1 + 0a + 2a^2)d1^75d2^89 + (4 + 3a + 3a^2)d1^76d2^89 + (3 + 2a + 2a^2)d1^77d2^89 + (4 + 4a + 0a^2)d1^78d2^89 + (4 + 0a + 4a^2)d1^79d2^89 + (4 + 2a + 2a^2)d1^80d2^89 + (3 + 3a + 2a^2)d1^81d2^89 + (0 + 3a + 0a^2)d1^82d2^89 + (2 + 1a + 1a^2)d1^83d2^89 + (4 + 1a + 1a^2)d1^84d2^89 + (0 + 1a + 1a^2)d1^85d2^89 + (4 + 2a + 3a^2)d1^86d2^89 + (4 + 2a + 4a^2)d1^87d2^89 + (1 + 2a + 0a^2)d1^88d2^89 + (3 + 1a + 2a^2)d1^89d2^89 + (2 + 0a + 3a^2)d1^90d2^89 + (4 + 4a + 0a^2)d1^91d2^89 + (2 + 4a + 2a^2)d1^92d2^89 + (3 + 2a + 3a^2)d1^93d2^89 + (2 + 0a + 4a^2)d1^94d2^89 + (2 + 1a + 4a^2)d1^95d2^89 + (2 + 2a + 0a^2)d1^96d2^89 + (0 + 3a + 1a^2)d1^97d2^89 + (3 + 3a + 3a^2)d1^98d2^89 + (2 + 1a + 1a^2)d1^99d2^89 + (0 + 2a + 2a^2)d1^100d2^89 + (2 + 3a + 0a^2)d1^101d2^89 + (3 + 2a + 1a^2)d1^102d2^89 + (0 + 2a + 1a^2)d1^103d2^89 + (1 + 0a + 1a^2)d1^104d2^89 + (4 + 1a + 1a^2)d1^105d2^89 + (3 + 1a + 1a^2)d1^106d2^89 + (4 + 4a + 4a^2)d1^107d2^89 + (3 + 3a + 4a^2)d1^108d2^89 + (2 + 3a + 2a^2)d1^109d2^89 + (4 + 1a + 4a^2)d1^110d2^89 + (1 + 4a + 2a^2)d1^111d2^89 + (0 + 4a + 4a^2)d1^112d2^89 + (0 + 3a + 2a^2)d1^113d2^89 + (3 + 4a + 4a^2)d1^114d2^89 + (4 + 1a + 1a^2)d1^115d2^89 + (0 + 1a + 4a^2)d1^116d2^89 + (0 + 3a + 0a^2)d1^117d2^89 + (4 + 3a + 0a^2)d1^118d2^89 + (2 + 1a + 0a^2)d1^119d2^89 + (1 + 3a + 4a^2)d1^120d2^89 + (0 + 1a + 0a^2)d1^121d2^89 + (4 + 1a + 3a^2)d1^122d2^89 + (3 + 0a + 0a^2)d1^123d2^89 + (1 + 0a + 2a^2)d1^124d2^89 + (3 + 0a + 2a^2)d1^125d2^89 + (2 + 1a + 2a^2)d1^126d2^89 + (4 + 1a + 2a^2)d1^127d2^89 + (1 + 1a + 1a^2)d1^128d2^89 + (1 + 2a + 4a^2)d1^129d2^89 + (4 + 2a + 1a^2)d1^130d2^89 + (0 + 0a + 1a^2)d1^131d2^89 + (4 + 4a + 2a^2)d1^132d2^89 + (3 + 4a + 0a^2)d1^133d2^89 + (2 + 3a + 4a^2)d1^134d2^89 + (3 + 3a + 3a^2)d1^135d2^89 + (1 + 3a + 3a^2)d1^136d2^89 + (4 + 3a + 2a^2)d1^137d2^89 + (0 + 2a + 2a^2)d1^138d2^89 + (3 + 1a + 4a^2)d1^139d2^89 + (1 + 1a + 0a^2)d1^140d2^89 + (2 + 2a + 4a^2)d1^141d2^89 + (1 + 3a + 0a^2)d1^142d2^89 + (0 + 2a + 4a^2)d1^143d2^89 + (1 + 2a + 0a^2)d1^144d2^89 + (4 + 1a + 4a^2)d1^145d2^89 + (1 + 2a + 2a^2)d1^146d2^89 + (2 + 2a + 4a^2)d1^147d2^89 + (4 + 3a + 3a^2)d1^148d2^89 + (2 + 0a + 4a^2)d1^149d2^89 + (1 + 0a + 0a^2)d1^150d2^89 + (0 + 0a + 3a^2)d1^151d2^89 + (2 + 4a + 4a^2)d1^152d2^89 + (1 + 2a + 0a^2)d1^153d2^89 + (0 + 1a + 4a^2)d1^154d2^89 + (1 + 3a + 4a^2)d1^155d2^89 + (2 + 1a + 2a^2)d1^156d2^89 + (4 + 3a + 3a^2)d1^157d2^89 + (2 + 0a + 3a^2)d1^158d2^89 + (2 + 0a + 1a^2)d1^159d2^89 + (2 + 2a + 2a^2)d1^160d2^89 + (4 + 0a + 2a^2)d1^161d2^89 + (2 + 0a + 0a^2)d1^162d2^89 + (2 + 3a + 0a^2)d1^163d2^89 + (2 + 1a + 3a^2)d1^164d2^89 + (3 + 4a + 2a^2)d1^165d2^89 + (1 + 1a + 2a^2)d1^166d2^89 + (0 + 1a + 3a^2)d1^167d2^89 + (1 + 4a + 3a^2)d1^168d2^89 + (0 + 0a + 4a^2)d1^169d2^89 + (0 + 0a + 2a^2)d1^170d2^89 + (3 + 0a + 1a^2)d1^171d2^89 + (2 + 3a + 2a^2)d1^172d2^89 + (2 + 0a + 4a^2)d1^173d2^89 + (1 + 4a + 1a^2)d1^174d2^89 + (1 + 3a + 2a^2)d1^175d2^89 + (2 + 1a + 3a^2)d1^176d2^89 + (1 + 1a + 0a^2)d1^177d2^89 + (0 + 2a + 1a^2)d1^178d2^89 + (3 + 0a + 4a^2)d1^179d2^89 + (3 + 2a + 2a^2)d1^180d2^89 + (1 + 1a + 0a^2)d1^181d2^89 + (4 + 3a + 3a^2)d1^182d2^89 + (4 + 0a + 3a^2)d1^183d2^89 + (3 + 1a + 2a^2)d1^184d2^89 + (2 + 2a + 3a^2)d1^185d2^89 + (0 + 0a + 3a^2)d1^186d2^89 + (3 + 0a + 3a^2)d1^187d2^89 + (0 + 0a + 1a^2)d1^188d2^89 + (2 + 4a + 1a^2)d1^189d2^89 + (3 + 1a + 1a^2)d1^190d2^89 + (2 + 2a + 4a^2)d1^191d2^89 + (0 + 0a + 1a^2)d1^192d2^89 + (0 + 2a + 4a^2)d1^193d2^89 + (2 + 1a + 3a^2)d1^194d2^89 + (2 + 0a + 1a^2)d1^195d2^89 + (0 + 4a + 3a^2)d1^196d2^89 + (2 + 3a + 4a^2)d1^197d2^89 + (3 + 2a + 0a^2)d1^198d2^89 + (4 + 2a + 2a^2)d1^199d2^89 + (4 + 2a + 1a^2)d1^200d2^89 + (2 + 2a + 3a^2)d1^201d2^89 + (0 + 3a + 4a^2)d1^202d2^89 + (4 + 2a + 1a^2)d1^203d2^89 + (3 + 1a + 3a^2)d1^204d2^89 + (4 + 0a + 3a^2)d1^205d2^89 + (2 + 1a + 4a^2)d1^206d2^89 + (2 + 2a + 4a^2)d1^207d2^89 + (1 + 3a + 3a^2)d1^208d2^89 + (3 + 1a + 3a^2)d1^209d2^89 + (1 + 1a + 2a^2)d1^210d2^89 + (3 + 4a + 3a^2)d1^211d2^89 + (0 + 1a + 3a^2)d1^212d2^89 + (0 + 2a + 3a^2)d1^213d2^89 + (0 + 3a + 0a^2)d1^214d2^89 + (2 + 2a + 3a^2)d1^215d2^89 + (2 + 0a + 1a^2)d1^216d2^89 + (1 + 1a + 3a^2)d1^217d2^89 + (1 + 3a + 0a^2)d1^218d2^89 + (4 + 1a + 3a^2)d1^219d2^89 + (1 + 4a + 4a^2)d1^220d2^89 + (1 + 2a + 3a^2)d1^221d2^89 + (4 + 0a + 0a^2)d1^222d2^89 + (3 + 0a + 1a^2)d1^223d2^89 + (2 + 0a + 1a^2)d1^224d2^89 + (2 + 0a + 4a^2)d1^225d2^89 + (4 + 1a + 1a^2)d1^226d2^89 + (0 + 4a + 0a^2)d1^227d2^89 + (0 + 0a + 4a^2)d1^228d2^89 + (1 + 2a + 2a^2)d1^229d2^89 + (2 + 1a + 1a^2)d1^230d2^89 + (3 + 1a + 3a^2)d1^231d2^89 + (0 + 3a + 3a^2)d1^232d2^89 + (0 + 2a + 4a^2)d1^233d2^89 + (0 + 1a + 2a^2)d1^234d2^89 + (3 + 0a + 3a^2)d1^235d2^89 + (4 + 1a + 4a^2)d1^236d2^89 + (1 + 4a + 2a^2)d1^237d2^89 + (0 + 3a + 4a^2)d1^238d2^89 + (2 + 0a + 3a^2)d1^239d2^89 + (2 + 3a + 2a^2)d1^240d2^89 + (4 + 3a + 1a^2)d1^241d2^89 + (0 + 4a + 1a^2)d1^242d2^89 + (3 + 2a + 2a^2)d1^243d2^89 + (2 + 2a + 0a^2)d1^244d2^89 + (2 + 1a + 3a^2)d1^245d2^89 + (0 + 1a + 0a^2)d1^246d2^89 + (1 + 1a + 2a^2)d1^247d2^89 + (2 + 3a + 2a^2)d1^248d2^89 + (3 + 2a + 4a^2)d1^249d2^89 + (0 + 2a + 1a^2)d1^250d2^89 + (4 + 3a + 3a^2)d1^251d2^89 + (4 + 3a + 1a^2)d1^252d2^89 + (4 + 4a + 3a^2)d1^253d2^89 + (2 + 1a + 4a^2)d1^254d2^89 + (1 + 3a + 3a^2)d1^255d2^89 + (0 + 2a + 2a^2)d1^256d2^89 + (4 + 3a + 0a^2)d1^257d2^89 + (2 + 1a + 4a^2)d1^258d2^89 + (4 + 1a + 4a^2)d1^259d2^89 + (4 + 1a + 1a^2)d1^260d2^89 + (1 + 1a + 3a^2)d1^261d2^89 + (1 + 2a + 4a^2)d1^262d2^89 + (3 + 1a + 3a^2)d1^263d2^89 + (3 + 4a + 0a^2)d1^264d2^89 + (0 + 1a + 0a^2)d1^265d2^89 + (0 + 3a + 4a^2)d1^266d2^89 + (4 + 2a + 0a^2)d1^267d2^89 + (2 + 0a + 2a^2)d1^268d2^89 + (0 + 1a + 2a^2)d1^269d2^89 + (2 + 3a + 2a^2)d1^270d2^89 + (2 + 2a + 0a^2)d1^271d2^89 + (3 + 4a + 0a^2)d1^272d2^89 + (3 + 3a + 1a^2)d1^273d2^89 + (4 + 2a + 0a^2)d1^274d2^89 + (2 + 3a + 3a^2)d1^275d2^89 + (2 + 3a + 1a^2)d1^276d2^89 + (3 + 3a + 4a^2)d1^277d2^89 + (0 + 4a + 0a^2)d1^278d2^89 + (3 + 1a + 4a^2)d1^279d2^89 + (2 + 2a + 4a^2)d1^280d2^89 + (4 + 4a + 2a^2)d1^281d2^89 + (3 + 4a + 3a^2)d1^282d2^89 + (4 + 1a + 3a^2)d1^283d2^89 + (4 + 0a + 0a^2)d1^284d2^89 + (0 + 3a + 4a^2)d1^285d2^89 + (2 + 0a + 0a^2)d1^286d2^89 + (2 + 0a + 3a^2)d1^287d2^89 + (3 + 2a + 1a^2)d1^288d2^89 + (0 + 2a + 2a^2)d1^289d2^89 + (2 + 0a + 4a^2)d1^290d2^89 + (3 + 1a + 2a^2)d1^291d2^89 + (0 + 4a + 1a^2)d1^292d2^89 + (3 + 4a + 4a^2)d1^293d2^89 + (1 + 2a + 2a^2)d2^90 + (1 + 0a + 0a^2)d1^1d2^90 + (3 + 0a + 3a^2)d1^2d2^90 + (0 + 4a + 4a^2)d1^3d2^90 + (3 + 2a + 1a^2)d1^5d2^90 + (0 + 4a + 3a^2)d1^6d2^90 + (0 + 3a + 0a^2)d1^7d2^90 + (3 + 4a + 3a^2)d1^8d2^90 + (2 + 1a + 0a^2)d1^9d2^90 + (0 + 0a + 4a^2)d1^10d2^90 + (4 + 2a + 2a^2)d1^11d2^90 + (2 + 4a + 3a^2)d1^12d2^90 + (4 + 0a + 4a^2)d1^13d2^90 + (2 + 2a + 0a^2)d1^14d2^90 + (0 + 2a + 2a^2)d1^15d2^90 + (2 + 2a + 3a^2)d1^16d2^90 + (0 + 0a + 3a^2)d1^18d2^90 + (1 + 4a + 0a^2)d1^19d2^90 + (2 + 3a + 3a^2)d1^20d2^90 + (4 + 0a + 1a^2)d1^21d2^90 + (0 + 3a + 1a^2)d1^22d2^90 + (4 + 1a + 3a^2)d1^23d2^90 + (4 + 4a + 0a^2)d1^24d2^90 + (3 + 3a + 1a^2)d1^25d2^90 + (1 + 1a + 0a^2)d1^26d2^90 + (1 + 4a + 3a^2)d1^27d2^90 + (4 + 3a + 3a^2)d1^28d2^90 + (4 + 0a + 2a^2)d1^29d2^90 + (4 + 3a + 0a^2)d1^30d2^90 + (4 + 0a + 3a^2)d1^31d2^90 + (0 + 4a + 2a^2)d1^32d2^90 + (2 + 0a + 2a^2)d1^33d2^90 + (3 + 3a + 1a^2)d1^34d2^90 + (3 + 3a + 3a^2)d1^35d2^90 + (4 + 3a + 3a^2)d1^36d2^90 + (3 + 0a + 3a^2)d1^37d2^90 + (1 + 1a + 3a^2)d1^38d2^90 + (0 + 4a + 4a^2)d1^39d2^90 + (1 + 4a + 3a^2)d1^40d2^90 + (3 + 3a + 2a^2)d1^41d2^90 + (0 + 3a + 2a^2)d1^42d2^90 + (2 + 3a + 4a^2)d1^43d2^90 + (1 + 0a + 0a^2)d1^44d2^90 + (0 + 4a + 3a^2)d1^45d2^90 + (1 + 2a + 3a^2)d1^46d2^90 + (4 + 0a + 1a^2)d1^47d2^90 + (0 + 0a + 4a^2)d1^48d2^90 + (1 + 3a + 3a^2)d1^49d2^90 + (4 + 3a + 2a^2)d1^50d2^90 + (1 + 1a + 4a^2)d1^51d2^90 + (4 + 4a + 0a^2)d1^52d2^90 + (3 + 0a + 0a^2)d1^53d2^90 + (2 + 4a + 1a^2)d1^54d2^90 + (3 + 1a + 2a^2)d1^55d2^90 + (4 + 1a + 2a^2)d1^56d2^90 + (1 + 0a + 0a^2)d1^57d2^90 + (3 + 4a + 3a^2)d1^58d2^90 + (1 + 1a + 0a^2)d1^59d2^90 + (4 + 4a + 4a^2)d1^60d2^90 + (4 + 3a + 0a^2)d1^61d2^90 + (2 + 0a + 1a^2)d1^62d2^90 + (1 + 3a + 3a^2)d1^63d2^90 + (3 + 0a + 1a^2)d1^64d2^90 + (4 + 2a + 2a^2)d1^65d2^90 + (2 + 3a + 2a^2)d1^66d2^90 + (0 + 3a + 2a^2)d1^67d2^90 + (3 + 2a + 2a^2)d1^68d2^90 + (3 + 4a + 3a^2)d1^69d2^90 + (1 + 0a + 1a^2)d1^70d2^90 + (2 + 2a + 0a^2)d1^71d2^90 + (4 + 4a + 2a^2)d1^72d2^90 + (3 + 4a + 1a^2)d1^73d2^90 + (0 + 1a + 0a^2)d1^74d2^90 + (2 + 1a + 4a^2)d1^75d2^90 + (3 + 1a + 1a^2)d1^76d2^90 + (3 + 2a + 0a^2)d1^77d2^90 + (4 + 3a + 2a^2)d1^78d2^90 + (1 + 3a + 3a^2)d1^79d2^90 + (0 + 4a + 3a^2)d1^80d2^90 + (3 + 4a + 0a^2)d1^81d2^90 + (3 + 0a + 0a^2)d1^82d2^90 + (4 + 1a + 3a^2)d1^83d2^90 + (4 + 3a + 3a^2)d1^84d2^90 + (0 + 4a + 3a^2)d1^85d2^90 + (0 + 3a + 0a^2)d1^86d2^90 + (1 + 3a + 2a^2)d1^87d2^90 + (1 + 2a + 0a^2)d1^88d2^90 + (3 + 3a + 3a^2)d1^89d2^90 + (0 + 3a + 2a^2)d1^90d2^90 + (4 + 2a + 1a^2)d1^91d2^90 + (4 + 4a + 4a^2)d1^92d2^90 + (1 + 2a + 0a^2)d1^93d2^90 + (0 + 0a + 4a^2)d1^94d2^90 + (4 + 4a + 1a^2)d1^95d2^90 + (0 + 4a + 4a^2)d1^96d2^90 + (4 + 2a + 2a^2)d1^97d2^90 + (0 + 1a + 0a^2)d1^98d2^90 + (0 + 1a + 1a^2)d1^99d2^90 + (3 + 1a + 3a^2)d1^100d2^90 + (4 + 3a + 2a^2)d1^101d2^90 + (2 + 3a + 3a^2)d1^102d2^90 + (3 + 0a + 1a^2)d1^103d2^90 + (0 + 3a + 2a^2)d1^104d2^90 + (1 + 0a + 1a^2)d1^105d2^90 + (3 + 4a + 2a^2)d1^106d2^90 + (3 + 0a + 3a^2)d1^107d2^90 + (3 + 3a + 3a^2)d1^108d2^90 + (2 + 0a + 4a^2)d1^109d2^90 + (3 + 3a + 4a^2)d1^110d2^90 + (2 + 1a + 0a^2)d1^111d2^90 + (2 + 1a + 0a^2)d1^112d2^90 + (1 + 0a + 3a^2)d1^113d2^90 + (4 + 2a + 0a^2)d1^114d2^90 + (2 + 1a + 2a^2)d1^115d2^90 + (0 + 3a + 2a^2)d1^116d2^90 + (0 + 2a + 3a^2)d1^117d2^90 + (1 + 4a + 2a^2)d1^118d2^90 + (2 + 2a + 4a^2)d1^119d2^90 + (1 + 1a + 0a^2)d1^120d2^90 + (4 + 2a + 3a^2)d1^121d2^90 + (1 + 0a + 4a^2)d1^122d2^90 + (4 + 0a + 3a^2)d1^123d2^90 + (2 + 4a + 2a^2)d1^124d2^90 + (2 + 3a + 0a^2)d1^125d2^90 + (1 + 4a + 4a^2)d1^126d2^90 + (1 + 2a + 2a^2)d1^127d2^90 + (4 + 2a + 2a^2)d1^128d2^90 + (3 + 2a + 3a^2)d1^129d2^90 + (1 + 1a + 4a^2)d1^130d2^90 + (2 + 1a + 2a^2)d1^131d2^90 + (2 + 3a + 0a^2)d1^132d2^90 + (2 + 4a + 4a^2)d1^133d2^90 + (2 + 1a + 1a^2)d1^134d2^90 + (4 + 4a + 3a^2)d1^135d2^90 + (1 + 2a + 4a^2)d1^136d2^90 + (4 + 3a + 2a^2)d1^137d2^90 + (4 + 3a + 4a^2)d1^138d2^90 + (1 + 2a + 2a^2)d1^139d2^90 + (2 + 3a + 3a^2)d1^140d2^90 + (3 + 0a + 1a^2)d1^141d2^90 + (2 + 3a + 0a^2)d1^142d2^90 + (0 + 3a + 4a^2)d1^143d2^90 + (2 + 0a + 2a^2)d1^144d2^90 + (4 + 3a + 4a^2)d1^145d2^90 + (3 + 2a + 1a^2)d1^146d2^90 + (3 + 4a + 1a^2)d1^147d2^90 + (2 + 3a + 0a^2)d1^148d2^90 + (3 + 2a + 2a^2)d1^149d2^90 + (1 + 1a + 1a^2)d1^150d2^90 + (0 + 4a + 3a^2)d1^151d2^90 + (2 + 2a + 3a^2)d1^152d2^90 + (0 + 4a + 0a^2)d1^153d2^90 + (4 + 4a + 3a^2)d1^154d2^90 + (3 + 0a + 3a^2)d1^155d2^90 + (1 + 1a + 0a^2)d1^156d2^90 + (1 + 0a + 2a^2)d1^157d2^90 + (0 + 1a + 2a^2)d1^158d2^90 + (4 + 4a + 0a^2)d1^159d2^90 + (1 + 1a + 3a^2)d1^160d2^90 + (2 + 1a + 3a^2)d1^161d2^90 + (3 + 3a + 2a^2)d1^162d2^90 + (0 + 2a + 1a^2)d1^163d2^90 + (1 + 2a + 3a^2)d1^164d2^90 + (2 + 4a + 3a^2)d1^165d2^90 + (1 + 2a + 4a^2)d1^166d2^90 + (2 + 2a + 2a^2)d1^167d2^90 + (0 + 3a + 1a^2)d1^168d2^90 + (1 + 4a + 0a^2)d1^169d2^90 + (1 + 2a + 0a^2)d1^170d2^90 + (2 + 3a + 3a^2)d1^171d2^90 + (0 + 4a + 4a^2)d1^172d2^90 + (3 + 0a + 4a^2)d1^173d2^90 + (4 + 1a + 1a^2)d1^174d2^90 + (0 + 2a + 4a^2)d1^175d2^90 + (1 + 3a + 0a^2)d1^176d2^90 + (0 + 4a + 1a^2)d1^177d2^90 + (2 + 3a + 4a^2)d1^178d2^90 + (4 + 1a + 0a^2)d1^179d2^90 + (3 + 3a + 2a^2)d1^180d2^90 + (2 + 4a + 0a^2)d1^181d2^90 + (2 + 2a + 3a^2)d1^182d2^90 + (2 + 0a + 2a^2)d1^183d2^90 + (0 + 1a + 0a^2)d1^184d2^90 + (1 + 0a + 4a^2)d1^185d2^90 + (4 + 4a + 0a^2)d1^186d2^90 + (0 + 0a + 1a^2)d1^187d2^90 + (1 + 4a + 1a^2)d1^188d2^90 + (1 + 1a + 0a^2)d1^189d2^90 + (2 + 0a + 2a^2)d1^190d2^90 + (3 + 0a + 3a^2)d1^191d2^90 + (1 + 0a + 1a^2)d1^192d2^90 + (1 + 2a + 3a^2)d1^193d2^90 + (0 + 1a + 4a^2)d1^194d2^90 + (2 + 1a + 3a^2)d1^195d2^90 + (3 + 2a + 4a^2)d1^196d2^90 + (4 + 4a + 2a^2)d1^197d2^90 + (0 + 3a + 1a^2)d1^198d2^90 + (1 + 1a + 1a^2)d1^199d2^90 + (0 + 1a + 3a^2)d1^200d2^90 + (0 + 4a + 3a^2)d1^201d2^90 + (3 + 0a + 2a^2)d1^202d2^90 + (0 + 0a + 2a^2)d1^203d2^90 + (0 + 0a + 3a^2)d1^204d2^90 + (3 + 3a + 2a^2)d1^205d2^90 + (4 + 4a + 4a^2)d1^206d2^90 + (3 + 4a + 2a^2)d1^207d2^90 + (1 + 1a + 2a^2)d1^208d2^90 + (2 + 1a + 0a^2)d1^209d2^90 + (4 + 1a + 2a^2)d1^210d2^90 + (1 + 0a + 0a^2)d1^211d2^90 + (1 + 1a + 1a^2)d1^212d2^90 + (3 + 2a + 4a^2)d1^213d2^90 + (4 + 3a + 0a^2)d1^214d2^90 + (0 + 2a + 3a^2)d1^215d2^90 + (3 + 4a + 4a^2)d1^216d2^90 + (0 + 1a + 1a^2)d1^217d2^90 + (2 + 1a + 3a^2)d1^218d2^90 + (3 + 2a + 0a^2)d1^219d2^90 + (0 + 0a + 2a^2)d1^220d2^90 + (2 + 1a + 3a^2)d1^221d2^90 + (4 + 4a + 1a^2)d1^222d2^90 + (4 + 0a + 4a^2)d1^223d2^90 + (1 + 4a + 4a^2)d1^224d2^90 + (1 + 0a + 2a^2)d1^225d2^90 + (1 + 3a + 0a^2)d1^226d2^90 + (0 + 4a + 4a^2)d1^227d2^90 + (3 + 0a + 0a^2)d1^228d2^90 + (1 + 2a + 4a^2)d1^229d2^90 + (4 + 1a + 0a^2)d1^230d2^90 + (2 + 4a + 1a^2)d1^231d2^90 + (1 + 2a + 1a^2)d1^232d2^90 + (3 + 3a + 0a^2)d1^233d2^90 + (3 + 2a + 0a^2)d1^234d2^90 + (4 + 3a + 3a^2)d1^235d2^90 + (1 + 0a + 1a^2)d1^236d2^90 + (1 + 2a + 4a^2)d1^237d2^90 + (0 + 3a + 1a^2)d1^238d2^90 + (3 + 1a + 0a^2)d1^239d2^90 + (4 + 1a + 0a^2)d1^240d2^90 + (1 + 4a + 1a^2)d1^241d2^90 + (0 + 4a + 1a^2)d1^242d2^90 + (3 + 3a + 2a^2)d1^243d2^90 + (4 + 1a + 4a^2)d1^244d2^90 + (2 + 0a + 1a^2)d1^245d2^90 + (2 + 2a + 3a^2)d1^246d2^90 + (4 + 2a + 4a^2)d1^247d2^90 + (0 + 3a + 4a^2)d1^248d2^90 + (2 + 3a + 3a^2)d1^249d2^90 + (2 + 4a + 2a^2)d1^250d2^90 + (4 + 4a + 1a^2)d1^251d2^90 + (1 + 0a + 4a^2)d1^252d2^90 + (4 + 2a + 1a^2)d1^253d2^90 + (2 + 3a + 3a^2)d1^254d2^90 + (0 + 2a + 2a^2)d1^255d2^90 + (4 + 4a + 0a^2)d1^256d2^90 + (4 + 0a + 2a^2)d1^257d2^90 + (4 + 2a + 1a^2)d1^258d2^90 + (2 + 4a + 4a^2)d1^259d2^90 + (1 + 2a + 2a^2)d1^260d2^90 + (4 + 3a + 2a^2)d1^261d2^90 + (2 + 1a + 0a^2)d1^262d2^90 + (1 + 2a + 4a^2)d1^263d2^90 + (0 + 2a + 1a^2)d1^264d2^90 + (1 + 4a + 0a^2)d1^265d2^90 + (2 + 1a + 4a^2)d1^266d2^90 + (3 + 4a + 3a^2)d1^267d2^90 + (0 + 1a + 3a^2)d1^268d2^90 + (3 + 3a + 3a^2)d1^269d2^90 + (3 + 3a + 2a^2)d1^270d2^90 + (2 + 3a + 4a^2)d1^271d2^90 + (3 + 4a + 2a^2)d1^272d2^90 + (0 + 2a + 4a^2)d1^273d2^90 + (3 + 4a + 1a^2)d1^274d2^90 + (4 + 0a + 2a^2)d1^275d2^90 + (4 + 4a + 4a^2)d1^276d2^90 + (4 + 0a + 1a^2)d1^277d2^90 + (0 + 2a + 3a^2)d1^278d2^90 + (1 + 0a + 0a^2)d1^279d2^90 + (1 + 0a + 1a^2)d1^280d2^90 + (3 + 0a + 3a^2)d1^281d2^90 + (4 + 0a + 3a^2)d1^282d2^90 + (4 + 4a + 2a^2)d1^283d2^90 + (0 + 2a + 4a^2)d1^284d2^90 + (0 + 3a + 2a^2)d1^285d2^90 + (0 + 3a + 1a^2)d1^286d2^90 + (0 + 3a + 2a^2)d1^287d2^90 + (0 + 0a + 1a^2)d1^288d2^90 + (1 + 3a + 3a^2)d1^289d2^90 + (3 + 3a + 3a^2)d1^290d2^90 + (4 + 3a + 3a^2)d1^291d2^90 + (3 + 4a + 3a^2)d1^292d2^90 + (4 + 1a + 0a^2)d1^293d2^90 + (4 + 2a + 4a^2)d2^91 + (2 + 3a + 2a^2)d1^1d2^91 + (3 + 3a + 4a^2)d1^2d2^91 + (2 + 2a + 2a^2)d1^3d2^91 + (1 + 3a + 0a^2)d1^4d2^91 + (1 + 0a + 0a^2)d1^5d2^91 + (0 + 2a + 0a^2)d1^6d2^91 + (4 + 4a + 3a^2)d1^7d2^91 + (0 + 2a + 3a^2)d1^8d2^91 + (0 + 0a + 3a^2)d1^9d2^91 + (4 + 2a + 0a^2)d1^10d2^91 + (4 + 4a + 1a^2)d1^11d2^91 + (3 + 2a + 1a^2)d1^12d2^91 + (1 + 1a + 0a^2)d1^13d2^91 + (2 + 0a + 2a^2)d1^14d2^91 + (3 + 2a + 3a^2)d1^15d2^91 + (4 + 2a + 1a^2)d1^16d2^91 + (0 + 1a + 4a^2)d1^17d2^91 + (4 + 4a + 2a^2)d1^18d2^91 + (1 + 3a + 2a^2)d1^19d2^91 + (4 + 1a + 0a^2)d1^20d2^91 + (0 + 4a + 4a^2)d1^21d2^91 + (0 + 1a + 3a^2)d1^22d2^91 + (0 + 1a + 2a^2)d1^23d2^91 + (4 + 2a + 1a^2)d1^24d2^91 + (1 + 3a + 4a^2)d1^25d2^91 + (0 + 3a + 1a^2)d1^26d2^91 + (3 + 2a + 0a^2)d1^27d2^91 + (2 + 2a + 4a^2)d1^28d2^91 + (1 + 1a + 4a^2)d1^29d2^91 + (4 + 0a + 4a^2)d1^30d2^91 + (1 + 3a + 3a^2)d1^31d2^91 + (3 + 1a + 3a^2)d1^32d2^91 + (4 + 0a + 4a^2)d1^33d2^91 + (3 + 3a + 4a^2)d1^34d2^91 + (0 + 2a + 4a^2)d1^35d2^91 + (3 + 1a + 4a^2)d1^36d2^91 + (4 + 0a + 2a^2)d1^37d2^91 + (2 + 0a + 0a^2)d1^38d2^91 + (3 + 0a + 0a^2)d1^39d2^91 + (0 + 3a + 4a^2)d1^40d2^91 + (3 + 4a + 3a^2)d1^41d2^91 + (3 + 2a + 2a^2)d1^42d2^91 + (3 + 3a + 4a^2)d1^43d2^91 + (0 + 1a + 1a^2)d1^44d2^91 + (1 + 1a + 3a^2)d1^45d2^91 + (3 + 1a + 2a^2)d1^46d2^91 + (1 + 4a + 3a^2)d1^47d2^91 + (0 + 4a + 3a^2)d1^48d2^91 + (2 + 1a + 1a^2)d1^49d2^91 + (1 + 2a + 2a^2)d1^50d2^91 + (4 + 2a + 0a^2)d1^51d2^91 + (1 + 3a + 0a^2)d1^52d2^91 + (3 + 0a + 4a^2)d1^53d2^91 + (2 + 0a + 1a^2)d1^54d2^91 + (3 + 4a + 3a^2)d1^55d2^91 + (3 + 3a + 1a^2)d1^56d2^91 + (1 + 2a + 1a^2)d1^57d2^91 + (1 + 2a + 2a^2)d1^58d2^91 + (1 + 2a + 4a^2)d1^59d2^91 + (0 + 3a + 2a^2)d1^60d2^91 + (0 + 0a + 2a^2)d1^61d2^91 + (1 + 2a + 0a^2)d1^62d2^91 + (3 + 1a + 2a^2)d1^63d2^91 + (2 + 4a + 0a^2)d1^64d2^91 + (0 + 2a + 0a^2)d1^65d2^91 + (3 + 4a + 1a^2)d1^66d2^91 + (1 + 0a + 2a^2)d1^67d2^91 + (2 + 0a + 4a^2)d1^68d2^91 + (3 + 0a + 1a^2)d1^69d2^91 + (2 + 4a + 3a^2)d1^70d2^91 + (3 + 3a + 2a^2)d1^71d2^91 + (0 + 2a + 4a^2)d1^72d2^91 + (1 + 0a + 1a^2)d1^73d2^91 + (0 + 2a + 4a^2)d1^74d2^91 + (3 + 1a + 0a^2)d1^75d2^91 + (3 + 4a + 1a^2)d1^76d2^91 + (2 + 0a + 2a^2)d1^77d2^91 + (2 + 2a + 4a^2)d1^78d2^91 + (0 + 0a + 1a^2)d1^79d2^91 + (0 + 1a + 0a^2)d1^80d2^91 + (0 + 4a + 0a^2)d1^81d2^91 + (2 + 2a + 3a^2)d1^82d2^91 + (1 + 3a + 1a^2)d1^83d2^91 + (0 + 3a + 1a^2)d1^84d2^91 + (3 + 2a + 2a^2)d1^85d2^91 + (1 + 0a + 1a^2)d1^86d2^91 + (3 + 4a + 2a^2)d1^87d2^91 + (1 + 0a + 3a^2)d1^88d2^91 + (0 + 2a + 3a^2)d1^89d2^91 + (0 + 1a + 0a^2)d1^90d2^91 + (0 + 1a + 4a^2)d1^91d2^91 + (0 + 0a + 1a^2)d1^92d2^91 + (4 + 3a + 0a^2)d1^93d2^91 + (2 + 3a + 2a^2)d1^94d2^91 + (4 + 4a + 2a^2)d1^95d2^91 + (1 + 2a + 4a^2)d1^96d2^91 + (1 + 1a + 2a^2)d1^97d2^91 + (0 + 4a + 0a^2)d1^98d2^91 + (0 + 0a + 1a^2)d1^99d2^91 + (4 + 0a + 2a^2)d1^100d2^91 + (0 + 0a + 1a^2)d1^101d2^91 + (4 + 0a + 1a^2)d1^102d2^91 + (0 + 3a + 3a^2)d1^103d2^91 + (0 + 1a + 3a^2)d1^104d2^91 + (2 + 1a + 2a^2)d1^105d2^91 + (1 + 1a + 0a^2)d1^106d2^91 + (4 + 2a + 2a^2)d1^107d2^91 + (0 + 0a + 1a^2)d1^108d2^91 + (1 + 2a + 4a^2)d1^109d2^91 + (4 + 4a + 4a^2)d1^110d2^91 + (2 + 2a + 0a^2)d1^111d2^91 + (1 + 1a + 2a^2)d1^112d2^91 + (3 + 3a + 4a^2)d1^113d2^91 + (0 + 4a + 4a^2)d1^114d2^91 + (0 + 3a + 3a^2)d1^115d2^91 + (0 + 3a + 0a^2)d1^116d2^91 + (2 + 4a + 3a^2)d1^117d2^91 + (4 + 1a + 1a^2)d1^118d2^91 + (4 + 4a + 1a^2)d1^119d2^91 + (1 + 1a + 3a^2)d1^120d2^91 + (1 + 1a + 0a^2)d1^121d2^91 + (4 + 4a + 3a^2)d1^122d2^91 + (1 + 3a + 0a^2)d1^123d2^91 + (0 + 0a + 1a^2)d1^124d2^91 + (0 + 1a + 3a^2)d1^125d2^91 + (0 + 4a + 4a^2)d1^126d2^91 + (0 + 4a + 0a^2)d1^127d2^91 + (4 + 3a + 3a^2)d1^128d2^91 + (0 + 2a + 1a^2)d1^129d2^91 + (3 + 4a + 1a^2)d1^130d2^91 + (3 + 0a + 0a^2)d1^131d2^91 + (4 + 1a + 2a^2)d1^132d2^91 + (4 + 0a + 1a^2)d1^133d2^91 + (4 + 4a + 3a^2)d1^134d2^91 + (3 + 3a + 3a^2)d1^135d2^91 + (4 + 0a + 4a^2)d1^136d2^91 + (0 + 1a + 0a^2)d1^137d2^91 + (4 + 2a + 2a^2)d1^138d2^91 + (0 + 2a + 1a^2)d1^139d2^91 + (2 + 0a + 1a^2)d1^140d2^91 + (0 + 3a + 4a^2)d1^141d2^91 + (3 + 4a + 1a^2)d1^142d2^91 + (0 + 0a + 1a^2)d1^143d2^91 + (4 + 2a + 4a^2)d1^144d2^91 + (0 + 1a + 1a^2)d1^145d2^91 + (4 + 2a + 2a^2)d1^146d2^91 + (2 + 3a + 0a^2)d1^147d2^91 + (4 + 4a + 4a^2)d1^148d2^91 + (2 + 1a + 2a^2)d1^149d2^91 + (0 + 3a + 4a^2)d1^150d2^91 + (3 + 1a + 0a^2)d1^151d2^91 + (2 + 3a + 4a^2)d1^152d2^91 + (0 + 2a + 1a^2)d1^153d2^91 + (1 + 2a + 4a^2)d1^154d2^91 + (2 + 2a + 2a^2)d1^155d2^91 + (1 + 4a + 3a^2)d1^156d2^91 + (2 + 3a + 0a^2)d1^157d2^91 + (2 + 3a + 2a^2)d1^158d2^91 + (3 + 4a + 4a^2)d1^159d2^91 + (2 + 3a + 2a^2)d1^160d2^91 + (1 + 4a + 0a^2)d1^161d2^91 + (3 + 0a + 0a^2)d1^162d2^91 + (2 + 4a + 0a^2)d1^163d2^91 + (0 + 2a + 1a^2)d1^164d2^91 + (3 + 2a + 0a^2)d1^165d2^91 + (2 + 4a + 3a^2)d1^166d2^91 + (4 + 1a + 0a^2)d1^167d2^91 + (0 + 2a + 2a^2)d1^168d2^91 + (4 + 4a + 3a^2)d1^169d2^91 + (0 + 0a + 4a^2)d1^170d2^91 + (4 + 1a + 2a^2)d1^171d2^91 + (2 + 4a + 4a^2)d1^172d2^91 + (3 + 0a + 0a^2)d1^173d2^91 + (2 + 3a + 2a^2)d1^174d2^91 + (4 + 2a + 3a^2)d1^175d2^91 + (0 + 4a + 4a^2)d1^176d2^91 + (4 + 4a + 0a^2)d1^177d2^91 + (3 + 1a + 4a^2)d1^178d2^91 + (1 + 0a + 0a^2)d1^179d2^91 + (3 + 1a + 3a^2)d1^180d2^91 + (3 + 3a + 0a^2)d1^181d2^91 + (1 + 1a + 3a^2)d1^182d2^91 + (1 + 4a + 2a^2)d1^183d2^91 + (1 + 2a + 1a^2)d1^184d2^91 + (2 + 0a + 2a^2)d1^185d2^91 + (0 + 4a + 2a^2)d1^186d2^91 + (2 + 4a + 3a^2)d1^187d2^91 + (4 + 3a + 0a^2)d1^188d2^91 + (2 + 3a + 0a^2)d1^189d2^91 + (0 + 3a + 3a^2)d1^190d2^91 + (1 + 3a + 3a^2)d1^191d2^91 + (2 + 4a + 1a^2)d1^192d2^91 + (0 + 2a + 2a^2)d1^193d2^91 + (3 + 2a + 0a^2)d1^194d2^91 + (0 + 1a + 3a^2)d1^195d2^91 + (2 + 3a + 3a^2)d1^196d2^91 + (3 + 0a + 4a^2)d1^197d2^91 + (0 + 1a + 1a^2)d1^198d2^91 + (0 + 1a + 1a^2)d1^199d2^91 + (0 + 3a + 3a^2)d1^200d2^91 + (3 + 0a + 1a^2)d1^201d2^91 + (2 + 2a + 0a^2)d1^202d2^91 + (1 + 3a + 2a^2)d1^203d2^91 + (0 + 4a + 3a^2)d1^204d2^91 + (3 + 4a + 3a^2)d1^205d2^91 + (1 + 2a + 4a^2)d1^206d2^91 + (0 + 4a + 1a^2)d1^207d2^91 + (2 + 0a + 3a^2)d1^208d2^91 + (0 + 2a + 3a^2)d1^209d2^91 + (1 + 1a + 1a^2)d1^210d2^91 + (1 + 2a + 0a^2)d1^211d2^91 + (4 + 3a + 0a^2)d1^212d2^91 + (1 + 3a + 2a^2)d1^213d2^91 + (3 + 0a + 0a^2)d1^214d2^91 + (2 + 4a + 3a^2)d1^215d2^91 + (1 + 3a + 3a^2)d1^216d2^91 + (2 + 0a + 0a^2)d1^217d2^91 + (1 + 4a + 3a^2)d1^218d2^91 + (0 + 0a + 4a^2)d1^219d2^91 + (3 + 3a + 4a^2)d1^220d2^91 + (1 + 1a + 0a^2)d1^221d2^91 + (1 + 2a + 1a^2)d1^222d2^91 + (3 + 3a + 3a^2)d1^223d2^91 + (0 + 0a + 3a^2)d1^224d2^91 + (1 + 4a + 3a^2)d1^225d2^91 + (1 + 2a + 1a^2)d1^226d2^91 + (0 + 3a + 1a^2)d1^227d2^91 + (1 + 4a + 1a^2)d1^228d2^91 + (4 + 0a + 0a^2)d1^229d2^91 + (1 + 0a + 0a^2)d1^230d2^91 + (3 + 3a + 4a^2)d1^231d2^91 + (4 + 4a + 3a^2)d1^232d2^91 + (2 + 3a + 1a^2)d1^233d2^91 + (1 + 4a + 1a^2)d1^234d2^91 + (0 + 4a + 4a^2)d1^235d2^91 + (2 + 2a + 3a^2)d1^236d2^91 + (4 + 4a + 2a^2)d1^237d2^91 + (1 + 3a + 0a^2)d1^238d2^91 + (0 + 4a + 0a^2)d1^239d2^91 + (2 + 0a + 0a^2)d1^240d2^91 + (3 + 2a + 3a^2)d1^241d2^91 + (0 + 3a + 2a^2)d1^242d2^91 + (2 + 1a + 1a^2)d1^243d2^91 + (2 + 2a + 4a^2)d1^244d2^91 + (3 + 2a + 1a^2)d1^245d2^91 + (0 + 3a + 4a^2)d1^246d2^91 + (3 + 4a + 1a^2)d1^247d2^91 + (4 + 3a + 2a^2)d1^248d2^91 + (2 + 4a + 4a^2)d1^249d2^91 + (1 + 1a + 2a^2)d1^250d2^91 + (2 + 1a + 3a^2)d1^251d2^91 + (1 + 4a + 0a^2)d1^252d2^91 + (1 + 0a + 1a^2)d1^253d2^91 + (1 + 1a + 0a^2)d1^254d2^91 + (2 + 0a + 0a^2)d1^255d2^91 + (1 + 3a + 1a^2)d1^256d2^91 + (0 + 4a + 1a^2)d1^257d2^91 + (3 + 0a + 2a^2)d1^258d2^91 + (4 + 3a + 0a^2)d1^259d2^91 + (0 + 4a + 3a^2)d1^260d2^91 + (2 + 4a + 0a^2)d1^261d2^91 + (0 + 1a + 3a^2)d1^262d2^91 + (4 + 0a + 3a^2)d1^263d2^91 + (2 + 2a + 1a^2)d1^264d2^91 + (2 + 4a + 4a^2)d1^265d2^91 + (4 + 3a + 3a^2)d1^266d2^91 + (2 + 3a + 4a^2)d1^267d2^91 + (2 + 2a + 4a^2)d1^268d2^91 + (0 + 2a + 2a^2)d1^269d2^91 + (1 + 2a + 4a^2)d1^270d2^91 + (4 + 0a + 1a^2)d1^271d2^91 + (3 + 2a + 1a^2)d1^273d2^91 + (4 + 0a + 4a^2)d1^274d2^91 + (3 + 3a + 4a^2)d1^275d2^91 + (4 + 0a + 3a^2)d1^276d2^91 + (1 + 1a + 3a^2)d1^277d2^91 + (3 + 0a + 4a^2)d1^278d2^91 + (4 + 4a + 0a^2)d1^279d2^91 + (4 + 0a + 0a^2)d1^280d2^91 + (1 + 4a + 3a^2)d1^281d2^91 + (1 + 2a + 2a^2)d1^282d2^91 + (1 + 4a + 4a^2)d1^283d2^91 + (1 + 0a + 1a^2)d1^284d2^91 + (1 + 0a + 2a^2)d1^285d2^91 + (4 + 1a + 1a^2)d1^286d2^91 + (0 + 0a + 2a^2)d1^287d2^91 + (3 + 1a + 2a^2)d1^288d2^91 + (0 + 1a + 1a^2)d1^289d2^91 + (3 + 1a + 0a^2)d1^290d2^91 + (0 + 4a + 4a^2)d1^291d2^91 + (1 + 1a + 2a^2)d1^292d2^91 + (0 + 3a + 2a^2)d1^293d2^91 + (0 + 1a + 4a^2)d2^92 + (3 + 4a + 3a^2)d1^1d2^92 + (4 + 4a + 1a^2)d1^2d2^92 + (3 + 0a + 1a^2)d1^3d2^92 + (3 + 4a + 1a^2)d1^4d2^92 + (3 + 1a + 2a^2)d1^5d2^92 + (2 + 0a + 0a^2)d1^6d2^92 + (1 + 4a + 4a^2)d1^7d2^92 + (0 + 3a + 0a^2)d1^8d2^92 + (3 + 1a + 0a^2)d1^9d2^92 + (1 + 4a + 2a^2)d1^10d2^92 + (3 + 1a + 1a^2)d1^11d2^92 + (0 + 3a + 1a^2)d1^12d2^92 + (0 + 4a + 3a^2)d1^13d2^92 + (3 + 2a + 0a^2)d1^14d2^92 + (4 + 4a + 1a^2)d1^15d2^92 + (1 + 0a + 2a^2)d1^16d2^92 + (4 + 0a + 0a^2)d1^17d2^92 + (1 + 4a + 2a^2)d1^19d2^92 + (0 + 3a + 4a^2)d1^20d2^92 + (4 + 2a + 4a^2)d1^21d2^92 + (0 + 0a + 2a^2)d1^22d2^92 + (0 + 0a + 2a^2)d1^23d2^92 + (4 + 4a + 3a^2)d1^24d2^92 + (1 + 1a + 3a^2)d1^25d2^92 + (4 + 3a + 1a^2)d1^26d2^92 + (4 + 2a + 3a^2)d1^27d2^92 + (4 + 2a + 4a^2)d1^28d2^92 + (3 + 3a + 3a^2)d1^29d2^92 + (2 + 3a + 0a^2)d1^30d2^92 + (4 + 3a + 4a^2)d1^31d2^92 + (0 + 2a + 3a^2)d1^32d2^92 + (0 + 1a + 2a^2)d1^33d2^92 + (4 + 0a + 2a^2)d1^34d2^92 + (0 + 3a + 1a^2)d1^35d2^92 + (1 + 3a + 3a^2)d1^36d2^92 + (2 + 3a + 0a^2)d1^37d2^92 + (0 + 3a + 4a^2)d1^38d2^92 + (4 + 3a + 0a^2)d1^39d2^92 + (0 + 4a + 3a^2)d1^40d2^92 + (1 + 1a + 2a^2)d1^41d2^92 + (0 + 0a + 4a^2)d1^42d2^92 + (3 + 4a + 1a^2)d1^43d2^92 + (1 + 0a + 3a^2)d1^44d2^92 + (2 + 3a + 4a^2)d1^45d2^92 + (3 + 1a + 2a^2)d1^46d2^92 + (1 + 0a + 0a^2)d1^47d2^92 + (4 + 2a + 2a^2)d1^48d2^92 + (2 + 0a + 4a^2)d1^49d2^92 + (3 + 2a + 4a^2)d1^50d2^92 + (0 + 0a + 2a^2)d1^51d2^92 + (2 + 0a + 3a^2)d1^52d2^92 + (1 + 0a + 1a^2)d1^53d2^92 + (0 + 0a + 3a^2)d1^55d2^92 + (0 + 2a + 1a^2)d1^56d2^92 + (2 + 4a + 1a^2)d1^57d2^92 + (4 + 3a + 4a^2)d1^58d2^92 + (3 + 4a + 0a^2)d1^59d2^92 + (4 + 4a + 1a^2)d1^60d2^92 + (2 + 0a + 3a^2)d1^61d2^92 + (4 + 1a + 0a^2)d1^62d2^92 + (2 + 2a + 3a^2)d1^63d2^92 + (2 + 1a + 0a^2)d1^64d2^92 + (2 + 4a + 3a^2)d1^65d2^92 + (4 + 1a + 0a^2)d1^66d2^92 + (1 + 4a + 0a^2)d1^67d2^92 + (2 + 3a + 0a^2)d1^68d2^92 + (1 + 1a + 4a^2)d1^69d2^92 + (2 + 3a + 3a^2)d1^71d2^92 + (1 + 1a + 1a^2)d1^72d2^92 + (2 + 1a + 0a^2)d1^73d2^92 + (1 + 3a + 1a^2)d1^74d2^92 + (4 + 2a + 2a^2)d1^75d2^92 + (3 + 4a + 1a^2)d1^76d2^92 + (3 + 4a + 0a^2)d1^77d2^92 + (1 + 0a + 3a^2)d1^78d2^92 + (2 + 0a + 1a^2)d1^79d2^92 + (3 + 3a + 4a^2)d1^80d2^92 + (3 + 4a + 4a^2)d1^81d2^92 + (3 + 4a + 0a^2)d1^83d2^92 + (2 + 0a + 0a^2)d1^84d2^92 + (0 + 4a + 0a^2)d1^85d2^92 + (1 + 4a + 4a^2)d1^86d2^92 + (3 + 3a + 0a^2)d1^87d2^92 + (3 + 3a + 0a^2)d1^88d2^92 + (3 + 0a + 1a^2)d1^89d2^92 + (4 + 0a + 1a^2)d1^90d2^92 + (3 + 4a + 1a^2)d1^91d2^92 + (0 + 3a + 2a^2)d1^92d2^92 + (0 + 1a + 4a^2)d1^93d2^92 + (4 + 0a + 3a^2)d1^94d2^92 + (0 + 1a + 2a^2)d1^95d2^92 + (3 + 2a + 3a^2)d1^96d2^92 + (2 + 3a + 4a^2)d1^97d2^92 + (3 + 1a + 4a^2)d1^98d2^92 + (3 + 1a + 2a^2)d1^99d2^92 + (1 + 3a + 1a^2)d1^100d2^92 + (1 + 3a + 3a^2)d1^101d2^92 + (3 + 0a + 3a^2)d1^102d2^92 + (2 + 1a + 4a^2)d1^103d2^92 + (4 + 2a + 2a^2)d1^104d2^92 + (2 + 4a + 1a^2)d1^105d2^92 + (0 + 2a + 0a^2)d1^106d2^92 + (1 + 3a + 2a^2)d1^107d2^92 + (1 + 1a + 3a^2)d1^108d2^92 + (1 + 0a + 4a^2)d1^109d2^92 + (2 + 0a + 4a^2)d1^110d2^92 + (1 + 4a + 1a^2)d1^111d2^92 + (4 + 0a + 2a^2)d1^112d2^92 + (0 + 1a + 0a^2)d1^113d2^92 + (0 + 0a + 2a^2)d1^114d2^92 + (3 + 2a + 3a^2)d1^115d2^92 + (1 + 2a + 2a^2)d1^116d2^92 + (4 + 3a + 3a^2)d1^117d2^92 + (0 + 1a + 1a^2)d1^118d2^92 + (3 + 4a + 3a^2)d1^119d2^92 + (2 + 4a + 0a^2)d1^120d2^92 + (3 + 3a + 3a^2)d1^121d2^92 + (3 + 4a + 1a^2)d1^122d2^92 + (4 + 4a + 3a^2)d1^123d2^92 + (0 + 3a + 0a^2)d1^124d2^92 + (4 + 3a + 1a^2)d1^125d2^92 + (4 + 0a + 0a^2)d1^126d2^92 + (1 + 1a + 0a^2)d1^127d2^92 + (3 + 2a + 0a^2)d1^128d2^92 + (1 + 3a + 1a^2)d1^130d2^92 + (1 + 4a + 4a^2)d1^131d2^92 + (3 + 0a + 3a^2)d1^132d2^92 + (0 + 4a + 1a^2)d1^133d2^92 + (4 + 1a + 3a^2)d1^134d2^92 + (0 + 3a + 1a^2)d1^135d2^92 + (1 + 3a + 1a^2)d1^136d2^92 + (1 + 1a + 2a^2)d1^137d2^92 + (0 + 2a + 0a^2)d1^138d2^92 + (1 + 2a + 0a^2)d1^139d2^92 + (1 + 2a + 4a^2)d1^140d2^92 + (0 + 4a + 4a^2)d1^141d2^92 + (1 + 4a + 2a^2)d1^142d2^92 + (0 + 3a + 4a^2)d1^143d2^92 + (0 + 3a + 0a^2)d1^144d2^92 + (3 + 2a + 0a^2)d1^145d2^92 + (3 + 4a + 2a^2)d1^146d2^92 + (4 + 4a + 2a^2)d1^147d2^92 + (1 + 4a + 0a^2)d1^148d2^92 + (3 + 0a + 4a^2)d1^149d2^92 + (0 + 3a + 2a^2)d1^150d2^92 + (1 + 4a + 2a^2)d1^151d2^92 + (0 + 1a + 4a^2)d1^152d2^92 + (3 + 2a + 0a^2)d1^153d2^92 + (3 + 1a + 1a^2)d1^154d2^92 + (4 + 2a + 0a^2)d1^155d2^92 + (3 + 1a + 1a^2)d1^156d2^92 + (4 + 1a + 3a^2)d1^157d2^92 + (4 + 4a + 0a^2)d1^158d2^92 + (1 + 4a + 0a^2)d1^159d2^92 + (0 + 3a + 3a^2)d1^160d2^92 + (4 + 0a + 3a^2)d1^161d2^92 + (0 + 4a + 3a^2)d1^162d2^92 + (1 + 1a + 2a^2)d1^163d2^92 + (0 + 4a + 2a^2)d1^164d2^92 + (0 + 3a + 0a^2)d1^165d2^92 + (2 + 0a + 0a^2)d1^166d2^92 + (0 + 4a + 0a^2)d1^167d2^92 + (3 + 2a + 4a^2)d1^168d2^92 + (2 + 4a + 1a^2)d1^169d2^92 + (4 + 0a + 1a^2)d1^170d2^92 + (1 + 0a + 0a^2)d1^171d2^92 + (3 + 1a + 0a^2)d1^172d2^92 + (0 + 2a + 2a^2)d1^173d2^92 + (0 + 3a + 4a^2)d1^174d2^92 + (0 + 3a + 3a^2)d1^175d2^92 + (1 + 1a + 3a^2)d1^176d2^92 + (0 + 1a + 4a^2)d1^177d2^92 + (0 + 1a + 2a^2)d1^178d2^92 + (4 + 4a + 2a^2)d1^179d2^92 + (2 + 1a + 3a^2)d1^180d2^92 + (3 + 1a + 0a^2)d1^181d2^92 + (0 + 1a + 0a^2)d1^182d2^92 + (2 + 4a + 0a^2)d1^183d2^92 + (0 + 0a + 1a^2)d1^184d2^92 + (1 + 2a + 1a^2)d1^185d2^92 + (4 + 0a + 4a^2)d1^186d2^92 + (4 + 3a + 0a^2)d1^187d2^92 + (4 + 1a + 4a^2)d1^188d2^92 + (3 + 2a + 1a^2)d1^189d2^92 + (2 + 3a + 1a^2)d1^190d2^92 + (0 + 3a + 2a^2)d1^191d2^92 + (2 + 0a + 1a^2)d1^192d2^92 + (0 + 3a + 1a^2)d1^193d2^92 + (3 + 0a + 1a^2)d1^194d2^92 + (1 + 3a + 1a^2)d1^195d2^92 + (4 + 3a + 0a^2)d1^196d2^92 + (1 + 2a + 2a^2)d1^197d2^92 + (3 + 2a + 3a^2)d1^198d2^92 + (3 + 0a + 2a^2)d1^199d2^92 + (1 + 3a + 3a^2)d1^200d2^92 + (2 + 3a + 4a^2)d1^201d2^92 + (4 + 3a + 2a^2)d1^202d2^92 + (2 + 2a + 4a^2)d1^203d2^92 + (2 + 3a + 1a^2)d1^204d2^92 + (1 + 0a + 1a^2)d1^205d2^92 + (2 + 3a + 4a^2)d1^206d2^92 + (4 + 2a + 4a^2)d1^207d2^92 + (0 + 1a + 2a^2)d1^208d2^92 + (2 + 1a + 0a^2)d1^209d2^92 + (0 + 0a + 2a^2)d1^210d2^92 + (4 + 0a + 3a^2)d1^211d2^92 + (1 + 4a + 3a^2)d1^212d2^92 + (3 + 1a + 0a^2)d1^213d2^92 + (4 + 0a + 2a^2)d1^214d2^92 + (0 + 3a + 1a^2)d1^215d2^92 + (4 + 2a + 4a^2)d1^216d2^92 + (1 + 1a + 1a^2)d1^217d2^92 + (2 + 3a + 1a^2)d1^218d2^92 + (3 + 1a + 1a^2)d1^219d2^92 + (3 + 2a + 1a^2)d1^220d2^92 + (3 + 2a + 3a^2)d1^221d2^92 + (0 + 0a + 3a^2)d1^222d2^92 + (3 + 3a + 0a^2)d1^223d2^92 + (4 + 0a + 3a^2)d1^224d2^92 + (2 + 3a + 1a^2)d1^225d2^92 + (2 + 2a + 0a^2)d1^226d2^92 + (1 + 3a + 4a^2)d1^227d2^92 + (0 + 4a + 3a^2)d1^228d2^92 + (4 + 2a + 1a^2)d1^229d2^92 + (1 + 1a + 4a^2)d1^230d2^92 + (3 + 2a + 3a^2)d1^231d2^92 + (1 + 2a + 4a^2)d1^232d2^92 + (4 + 4a + 1a^2)d1^233d2^92 + (4 + 0a + 2a^2)d1^234d2^92 + (2 + 3a + 3a^2)d1^235d2^92 + (4 + 3a + 3a^2)d1^236d2^92 + (3 + 0a + 1a^2)d1^237d2^92 + (0 + 4a + 2a^2)d1^238d2^92 + (3 + 0a + 2a^2)d1^239d2^92 + (2 + 3a + 4a^2)d1^240d2^92 + (3 + 2a + 0a^2)d1^241d2^92 + (1 + 4a + 4a^2)d1^242d2^92 + (3 + 2a + 2a^2)d1^243d2^92 + (1 + 0a + 3a^2)d1^244d2^92 + (2 + 4a + 0a^2)d1^245d2^92 + (3 + 2a + 1a^2)d1^246d2^92 + (3 + 0a + 0a^2)d1^247d2^92 + (0 + 0a + 4a^2)d1^248d2^92 + (2 + 3a + 4a^2)d1^249d2^92 + (1 + 0a + 1a^2)d1^250d2^92 + (1 + 0a + 4a^2)d1^251d2^92 + (4 + 2a + 1a^2)d1^252d2^92 + (4 + 2a + 2a^2)d1^253d2^92 + (3 + 0a + 4a^2)d1^254d2^92 + (4 + 2a + 2a^2)d1^255d2^92 + (0 + 3a + 2a^2)d1^256d2^92 + (3 + 4a + 3a^2)d1^257d2^92 + (0 + 1a + 3a^2)d1^258d2^92 + (0 + 2a + 0a^2)d1^259d2^92 + (4 + 2a + 3a^2)d1^260d2^92 + (2 + 1a + 3a^2)d1^261d2^92 + (2 + 4a + 1a^2)d1^262d2^92 + (4 + 1a + 1a^2)d1^263d2^92 + (2 + 1a + 3a^2)d1^264d2^92 + (4 + 3a + 3a^2)d1^265d2^92 + (0 + 0a + 3a^2)d1^266d2^92 + (4 + 1a + 0a^2)d1^267d2^92 + (4 + 1a + 2a^2)d1^268d2^92 + (2 + 4a + 4a^2)d1^269d2^92 + (3 + 1a + 2a^2)d1^270d2^92 + (0 + 1a + 3a^2)d1^271d2^92 + (0 + 0a + 4a^2)d1^272d2^92 + (4 + 1a + 2a^2)d1^273d2^92 + (1 + 1a + 2a^2)d1^274d2^92 + (2 + 4a + 1a^2)d1^275d2^92 + (3 + 3a + 0a^2)d1^276d2^92 + (3 + 0a + 2a^2)d1^277d2^92 + (0 + 4a + 1a^2)d1^278d2^92 + (1 + 1a + 3a^2)d1^279d2^92 + (0 + 0a + 1a^2)d1^280d2^92 + (3 + 4a + 2a^2)d1^281d2^92 + (0 + 4a + 1a^2)d1^282d2^92 + (2 + 4a + 3a^2)d1^283d2^92 + (3 + 3a + 2a^2)d1^284d2^92 + (1 + 0a + 3a^2)d1^285d2^92 + (0 + 1a + 4a^2)d1^286d2^92 + (0 + 0a + 1a^2)d1^287d2^92 + (2 + 4a + 1a^2)d1^288d2^92 + (4 + 4a + 2a^2)d1^289d2^92 + (1 + 3a + 1a^2)d1^290d2^92 + (0 + 0a + 2a^2)d1^291d2^92 + (2 + 0a + 4a^2)d1^292d2^92 + (1 + 1a + 3a^2)d1^293d2^92 + (0 + 0a + 4a^2)d2^93 + (1 + 2a + 0a^2)d1^1d2^93 + (3 + 3a + 0a^2)d1^2d2^93 + (0 + 4a + 1a^2)d1^3d2^93 + (0 + 2a + 3a^2)d1^4d2^93 + (0 + 4a + 1a^2)d1^5d2^93 + (0 + 3a + 0a^2)d1^6d2^93 + (0 + 3a + 1a^2)d1^7d2^93 + (0 + 0a + 3a^2)d1^8d2^93 + (3 + 0a + 4a^2)d1^9d2^93 + (3 + 4a + 4a^2)d1^10d2^93 + (4 + 4a + 0a^2)d1^11d2^93 + (4 + 2a + 1a^2)d1^12d2^93 + (2 + 0a + 3a^2)d1^13d2^93 + (0 + 4a + 0a^2)d1^14d2^93 + (2 + 3a + 3a^2)d1^15d2^93 + (0 + 1a + 0a^2)d1^16d2^93 + (3 + 0a + 3a^2)d1^17d2^93 + (0 + 2a + 4a^2)d1^18d2^93 + (3 + 2a + 3a^2)d1^19d2^93 + (2 + 1a + 0a^2)d1^20d2^93 + (2 + 3a + 2a^2)d1^21d2^93 + (2 + 0a + 2a^2)d1^22d2^93 + (4 + 4a + 4a^2)d1^23d2^93 + (0 + 0a + 1a^2)d1^24d2^93 + (2 + 2a + 2a^2)d1^25d2^93 + (2 + 2a + 4a^2)d1^26d2^93 + (4 + 4a + 0a^2)d1^27d2^93 + (2 + 1a + 2a^2)d1^28d2^93 + (0 + 2a + 0a^2)d1^29d2^93 + (0 + 3a + 3a^2)d1^30d2^93 + (2 + 3a + 1a^2)d1^31d2^93 + (2 + 1a + 3a^2)d1^32d2^93 + (1 + 3a + 2a^2)d1^33d2^93 + (0 + 1a + 2a^2)d1^34d2^93 + (4 + 0a + 0a^2)d1^35d2^93 + (0 + 1a + 4a^2)d1^36d2^93 + (1 + 0a + 2a^2)d1^37d2^93 + (3 + 3a + 1a^2)d1^38d2^93 + (1 + 3a + 0a^2)d1^39d2^93 + (1 + 1a + 3a^2)d1^40d2^93 + (0 + 3a + 1a^2)d1^41d2^93 + (0 + 4a + 4a^2)d1^42d2^93 + (2 + 4a + 0a^2)d1^43d2^93 + (0 + 4a + 4a^2)d1^44d2^93 + (0 + 2a + 1a^2)d1^45d2^93 + (1 + 3a + 4a^2)d1^46d2^93 + (1 + 1a + 3a^2)d1^47d2^93 + (2 + 3a + 1a^2)d1^48d2^93 + (1 + 1a + 2a^2)d1^49d2^93 + (3 + 4a + 4a^2)d1^50d2^93 + (3 + 3a + 4a^2)d1^51d2^93 + (2 + 1a + 4a^2)d1^52d2^93 + (1 + 0a + 2a^2)d1^53d2^93 + (2 + 1a + 4a^2)d1^54d2^93 + (2 + 3a + 2a^2)d1^55d2^93 + (3 + 3a + 1a^2)d1^56d2^93 + (4 + 1a + 0a^2)d1^57d2^93 + (2 + 0a + 4a^2)d1^59d2^93 + (4 + 3a + 4a^2)d1^60d2^93 + (0 + 4a + 4a^2)d1^61d2^93 + (3 + 1a + 3a^2)d1^62d2^93 + (0 + 4a + 1a^2)d1^63d2^93 + (2 + 1a + 3a^2)d1^64d2^93 + (0 + 1a + 3a^2)d1^65d2^93 + (2 + 1a + 1a^2)d1^66d2^93 + (3 + 3a + 4a^2)d1^67d2^93 + (1 + 4a + 4a^2)d1^68d2^93 + (3 + 2a + 1a^2)d1^69d2^93 + (4 + 1a + 3a^2)d1^70d2^93 + (0 + 4a + 4a^2)d1^71d2^93 + (3 + 2a + 0a^2)d1^72d2^93 + (2 + 0a + 3a^2)d1^73d2^93 + (2 + 1a + 2a^2)d1^74d2^93 + (4 + 3a + 0a^2)d1^75d2^93 + (4 + 2a + 2a^2)d1^76d2^93 + (0 + 0a + 4a^2)d1^77d2^93 + (3 + 1a + 0a^2)d1^78d2^93 + (4 + 3a + 3a^2)d1^79d2^93 + (1 + 4a + 0a^2)d1^80d2^93 + (1 + 0a + 2a^2)d1^81d2^93 + (3 + 0a + 4a^2)d1^82d2^93 + (3 + 0a + 0a^2)d1^83d2^93 + (1 + 2a + 1a^2)d1^84d2^93 + (3 + 1a + 4a^2)d1^85d2^93 + (2 + 1a + 1a^2)d1^86d2^93 + (0 + 4a + 2a^2)d1^87d2^93 + (2 + 4a + 2a^2)d1^88d2^93 + (4 + 0a + 0a^2)d1^89d2^93 + (3 + 2a + 1a^2)d1^90d2^93 + (4 + 3a + 2a^2)d1^91d2^93 + (3 + 3a + 4a^2)d1^92d2^93 + (0 + 0a + 1a^2)d1^93d2^93 + (4 + 3a + 1a^2)d1^94d2^93 + (3 + 1a + 4a^2)d1^95d2^93 + (3 + 1a + 0a^2)d1^96d2^93 + (3 + 2a + 3a^2)d1^97d2^93 + (2 + 2a + 3a^2)d1^98d2^93 + (3 + 1a + 1a^2)d1^99d2^93 + (0 + 0a + 1a^2)d1^100d2^93 + (4 + 2a + 1a^2)d1^101d2^93 + (4 + 1a + 3a^2)d1^102d2^93 + (0 + 3a + 0a^2)d1^103d2^93 + (0 + 4a + 0a^2)d1^104d2^93 + (0 + 3a + 3a^2)d1^105d2^93 + (3 + 0a + 0a^2)d1^106d2^93 + (4 + 4a + 3a^2)d1^107d2^93 + (0 + 4a + 4a^2)d1^108d2^93 + (0 + 0a + 3a^2)d1^109d2^93 + (4 + 2a + 0a^2)d1^110d2^93 + (1 + 3a + 3a^2)d1^111d2^93 + (3 + 1a + 2a^2)d1^112d2^93 + (3 + 0a + 3a^2)d1^113d2^93 + (3 + 3a + 4a^2)d1^114d2^93 + (0 + 3a + 0a^2)d1^115d2^93 + (0 + 0a + 4a^2)d1^116d2^93 + (1 + 3a + 3a^2)d1^117d2^93 + (1 + 4a + 2a^2)d1^118d2^93 + (2 + 4a + 4a^2)d1^119d2^93 + (2 + 3a + 0a^2)d1^120d2^93 + (3 + 1a + 1a^2)d1^121d2^93 + (4 + 3a + 0a^2)d1^122d2^93 + (1 + 0a + 4a^2)d1^123d2^93 + (2 + 2a + 3a^2)d1^124d2^93 + (1 + 2a + 4a^2)d1^125d2^93 + (4 + 2a + 0a^2)d1^126d2^93 + (3 + 4a + 4a^2)d1^127d2^93 + (0 + 4a + 2a^2)d1^128d2^93 + (4 + 1a + 3a^2)d1^129d2^93 + (1 + 3a + 4a^2)d1^130d2^93 + (4 + 0a + 2a^2)d1^132d2^93 + (0 + 0a + 2a^2)d1^133d2^93 + (4 + 3a + 1a^2)d1^134d2^93 + (1 + 1a + 2a^2)d1^135d2^93 + (4 + 4a + 4a^2)d1^136d2^93 + (1 + 0a + 4a^2)d1^137d2^93 + (4 + 2a + 4a^2)d1^138d2^93 + (1 + 2a + 1a^2)d1^139d2^93 + (2 + 3a + 2a^2)d1^140d2^93 + (3 + 2a + 0a^2)d1^141d2^93 + (2 + 3a + 2a^2)d1^142d2^93 + (3 + 2a + 3a^2)d1^143d2^93 + (3 + 4a + 0a^2)d1^144d2^93 + (2 + 2a + 0a^2)d1^145d2^93 + (4 + 1a + 2a^2)d1^146d2^93 + (4 + 1a + 1a^2)d1^147d2^93 + (2 + 1a + 2a^2)d1^148d2^93 + (2 + 1a + 1a^2)d1^149d2^93 + (3 + 2a + 4a^2)d1^150d2^93 + (4 + 4a + 1a^2)d1^151d2^93 + (4 + 3a + 4a^2)d1^152d2^93 + (4 + 3a + 4a^2)d1^153d2^93 + (1 + 3a + 3a^2)d1^154d2^93 + (4 + 4a + 2a^2)d1^155d2^93 + (4 + 3a + 3a^2)d1^156d2^93 + (2 + 0a + 2a^2)d1^157d2^93 + (2 + 2a + 0a^2)d1^158d2^93 + (3 + 4a + 1a^2)d1^159d2^93 + (4 + 0a + 4a^2)d1^160d2^93 + (1 + 4a + 3a^2)d1^161d2^93 + (2 + 1a + 4a^2)d1^162d2^93 + (3 + 2a + 4a^2)d1^163d2^93 + (3 + 4a + 4a^2)d1^164d2^93 + (1 + 0a + 4a^2)d1^165d2^93 + (3 + 2a + 3a^2)d1^166d2^93 + (1 + 0a + 0a^2)d1^167d2^93 + (0 + 3a + 2a^2)d1^168d2^93 + (2 + 0a + 0a^2)d1^169d2^93 + (0 + 4a + 4a^2)d1^170d2^93 + (2 + 1a + 0a^2)d1^171d2^93 + (1 + 4a + 1a^2)d1^172d2^93 + (0 + 4a + 4a^2)d1^173d2^93 + (4 + 0a + 4a^2)d1^174d2^93 + (1 + 1a + 0a^2)d1^175d2^93 + (4 + 0a + 2a^2)d1^176d2^93 + (4 + 0a + 3a^2)d1^177d2^93 + (1 + 0a + 2a^2)d1^178d2^93 + (4 + 4a + 1a^2)d1^179d2^93 + (3 + 0a + 2a^2)d1^180d2^93 + (0 + 0a + 2a^2)d1^181d2^93 + (3 + 1a + 0a^2)d1^182d2^93 + (1 + 3a + 0a^2)d1^183d2^93 + (4 + 0a + 0a^2)d1^184d2^93 + (4 + 0a + 0a^2)d1^185d2^93 + (4 + 2a + 4a^2)d1^186d2^93 + (0 + 1a + 4a^2)d1^187d2^93 + (2 + 1a + 2a^2)d1^188d2^93 + (1 + 1a + 3a^2)d1^189d2^93 + (2 + 1a + 3a^2)d1^190d2^93 + (0 + 3a + 1a^2)d1^191d2^93 + (1 + 0a + 3a^2)d1^192d2^93 + (1 + 1a + 1a^2)d1^193d2^93 + (2 + 1a + 4a^2)d1^194d2^93 + (4 + 4a + 0a^2)d1^195d2^93 + (0 + 4a + 3a^2)d1^196d2^93 + (4 + 0a + 0a^2)d1^197d2^93 + (2 + 3a + 2a^2)d1^198d2^93 + (2 + 0a + 0a^2)d1^199d2^93 + (3 + 4a + 3a^2)d1^200d2^93 + (4 + 1a + 3a^2)d1^201d2^93 + (0 + 4a + 4a^2)d1^202d2^93 + (2 + 4a + 3a^2)d1^203d2^93 + (0 + 1a + 1a^2)d1^204d2^93 + (1 + 3a + 2a^2)d1^205d2^93 + (2 + 3a + 1a^2)d1^206d2^93 + (4 + 1a + 0a^2)d1^207d2^93 + (3 + 4a + 4a^2)d1^208d2^93 + (3 + 3a + 4a^2)d1^209d2^93 + (4 + 2a + 1a^2)d1^210d2^93 + (4 + 4a + 0a^2)d1^211d2^93 + (0 + 3a + 1a^2)d1^212d2^93 + (4 + 1a + 2a^2)d1^213d2^93 + (4 + 4a + 1a^2)d1^214d2^93 + (1 + 2a + 2a^2)d1^215d2^93 + (1 + 3a + 1a^2)d1^216d2^93 + (0 + 3a + 1a^2)d1^217d2^93 + (4 + 1a + 0a^2)d1^218d2^93 + (3 + 0a + 2a^2)d1^219d2^93 + (4 + 0a + 4a^2)d1^220d2^93 + (2 + 1a + 2a^2)d1^221d2^93 + (3 + 4a + 0a^2)d1^222d2^93 + (1 + 1a + 3a^2)d1^223d2^93 + (1 + 0a + 2a^2)d1^224d2^93 + (0 + 0a + 3a^2)d1^225d2^93 + (2 + 0a + 2a^2)d1^226d2^93 + (0 + 4a + 1a^2)d1^227d2^93 + (4 + 3a + 3a^2)d1^228d2^93 + (0 + 2a + 0a^2)d1^229d2^93 + (2 + 3a + 3a^2)d1^230d2^93 + (4 + 0a + 4a^2)d1^231d2^93 + (0 + 3a + 2a^2)d1^232d2^93 + (0 + 2a + 0a^2)d1^233d2^93 + (3 + 1a + 1a^2)d1^234d2^93 + (1 + 3a + 3a^2)d1^235d2^93 + (1 + 3a + 1a^2)d1^236d2^93 + (2 + 1a + 0a^2)d1^237d2^93 + (2 + 1a + 4a^2)d1^238d2^93 + (2 + 4a + 1a^2)d1^239d2^93 + (2 + 1a + 2a^2)d1^240d2^93 + (1 + 0a + 1a^2)d1^241d2^93 + (1 + 1a + 1a^2)d1^242d2^93 + (1 + 2a + 0a^2)d1^243d2^93 + (1 + 0a + 4a^2)d1^244d2^93 + (3 + 1a + 4a^2)d1^245d2^93 + (3 + 0a + 1a^2)d1^246d2^93 + (4 + 3a + 1a^2)d1^247d2^93 + (1 + 2a + 1a^2)d1^248d2^93 + (1 + 4a + 0a^2)d1^249d2^93 + (3 + 2a + 0a^2)d1^250d2^93 + (1 + 0a + 2a^2)d1^251d2^93 + (4 + 2a + 0a^2)d1^252d2^93 + (4 + 3a + 0a^2)d1^253d2^93 + (3 + 3a + 0a^2)d1^254d2^93 + (1 + 3a + 0a^2)d1^255d2^93 + (2 + 1a + 4a^2)d1^256d2^93 + (0 + 3a + 3a^2)d1^257d2^93 + (1 + 0a + 3a^2)d1^258d2^93 + (0 + 4a + 0a^2)d1^259d2^93 + (0 + 0a + 3a^2)d1^260d2^93 + (3 + 0a + 4a^2)d1^261d2^93 + (0 + 3a + 4a^2)d1^262d2^93 + (0 + 1a + 4a^2)d1^263d2^93 + (2 + 3a + 2a^2)d1^264d2^93 + (1 + 1a + 4a^2)d1^265d2^93 + (0 + 3a + 1a^2)d1^266d2^93 + (1 + 2a + 0a^2)d1^267d2^93 + (1 + 0a + 0a^2)d1^268d2^93 + (2 + 4a + 3a^2)d1^269d2^93 + (2 + 1a + 2a^2)d1^270d2^93 + (0 + 1a + 4a^2)d1^271d2^93 + (2 + 1a + 3a^2)d1^272d2^93 + (4 + 1a + 3a^2)d1^273d2^93 + (2 + 2a + 0a^2)d1^274d2^93 + (3 + 1a + 2a^2)d1^275d2^93 + (4 + 4a + 1a^2)d1^276d2^93 + (0 + 2a + 4a^2)d1^277d2^93 + (0 + 4a + 2a^2)d1^278d2^93 + (4 + 2a + 2a^2)d1^279d2^93 + (2 + 0a + 3a^2)d1^280d2^93 + (3 + 2a + 2a^2)d1^281d2^93 + (1 + 4a + 4a^2)d1^282d2^93 + (2 + 2a + 4a^2)d1^283d2^93 + (4 + 0a + 4a^2)d1^284d2^93 + (1 + 4a + 4a^2)d1^285d2^93 + (2 + 1a + 4a^2)d1^286d2^93 + (4 + 4a + 0a^2)d1^287d2^93 + (3 + 0a + 0a^2)d1^288d2^93 + (3 + 2a + 2a^2)d1^289d2^93 + (1 + 3a + 2a^2)d1^290d2^93 + (4 + 2a + 0a^2)d1^291d2^93 + (0 + 4a + 0a^2)d1^292d2^93 + (3 + 3a + 4a^2)d1^293d2^93 + (4 + 3a + 4a^2)d2^94 + (4 + 3a + 2a^2)d1^1d2^94 + (0 + 3a + 4a^2)d1^2d2^94 + (0 + 4a + 2a^2)d1^3d2^94 + (2 + 2a + 3a^2)d1^4d2^94 + (4 + 2a + 2a^2)d1^5d2^94 + (2 + 3a + 1a^2)d1^6d2^94 + (0 + 3a + 0a^2)d1^7d2^94 + (2 + 1a + 0a^2)d1^8d2^94 + (2 + 3a + 3a^2)d1^9d2^94 + (4 + 2a + 1a^2)d1^10d2^94 + (0 + 4a + 2a^2)d1^11d2^94 + (4 + 3a + 0a^2)d1^12d2^94 + (0 + 0a + 2a^2)d1^13d2^94 + (3 + 1a + 1a^2)d1^14d2^94 + (2 + 4a + 0a^2)d1^15d2^94 + (4 + 2a + 0a^2)d1^16d2^94 + (0 + 0a + 2a^2)d1^17d2^94 + (0 + 3a + 1a^2)d1^18d2^94 + (4 + 0a + 1a^2)d1^19d2^94 + (2 + 2a + 1a^2)d1^20d2^94 + (1 + 2a + 2a^2)d1^21d2^94 + (2 + 0a + 2a^2)d1^22d2^94 + (1 + 0a + 4a^2)d1^23d2^94 + (0 + 1a + 0a^2)d1^24d2^94 + (4 + 3a + 3a^2)d1^25d2^94 + (1 + 1a + 2a^2)d1^26d2^94 + (4 + 4a + 0a^2)d1^27d2^94 + (1 + 4a + 4a^2)d1^28d2^94 + (0 + 4a + 1a^2)d1^29d2^94 + (0 + 1a + 0a^2)d1^30d2^94 + (2 + 2a + 0a^2)d1^31d2^94 + (0 + 4a + 3a^2)d1^32d2^94 + (2 + 1a + 2a^2)d1^33d2^94 + (1 + 1a + 4a^2)d1^34d2^94 + (3 + 3a + 1a^2)d1^35d2^94 + (0 + 3a + 0a^2)d1^36d2^94 + (1 + 4a + 3a^2)d1^37d2^94 + (2 + 4a + 4a^2)d1^38d2^94 + (2 + 1a + 0a^2)d1^39d2^94 + (0 + 4a + 3a^2)d1^40d2^94 + (1 + 2a + 1a^2)d1^41d2^94 + (4 + 1a + 1a^2)d1^42d2^94 + (1 + 0a + 2a^2)d1^43d2^94 + (2 + 4a + 2a^2)d1^44d2^94 + (0 + 3a + 3a^2)d1^45d2^94 + (1 + 3a + 2a^2)d1^46d2^94 + (0 + 1a + 1a^2)d1^47d2^94 + (2 + 2a + 0a^2)d1^48d2^94 + (4 + 0a + 1a^2)d1^49d2^94 + (3 + 1a + 0a^2)d1^50d2^94 + (2 + 0a + 4a^2)d1^51d2^94 + (2 + 3a + 3a^2)d1^52d2^94 + (2 + 2a + 0a^2)d1^53d2^94 + (1 + 3a + 4a^2)d1^54d2^94 + (4 + 3a + 4a^2)d1^55d2^94 + (4 + 3a + 3a^2)d1^56d2^94 + (3 + 4a + 0a^2)d1^57d2^94 + (4 + 4a + 4a^2)d1^58d2^94 + (0 + 3a + 3a^2)d1^59d2^94 + (0 + 0a + 4a^2)d1^60d2^94 + (4 + 2a + 0a^2)d1^61d2^94 + (2 + 4a + 4a^2)d1^62d2^94 + (3 + 0a + 1a^2)d1^63d2^94 + (2 + 0a + 4a^2)d1^64d2^94 + (4 + 1a + 1a^2)d1^65d2^94 + (4 + 3a + 2a^2)d1^66d2^94 + (2 + 1a + 4a^2)d1^67d2^94 + (3 + 4a + 3a^2)d1^68d2^94 + (2 + 4a + 0a^2)d1^69d2^94 + (4 + 1a + 0a^2)d1^70d2^94 + (4 + 1a + 0a^2)d1^71d2^94 + (4 + 1a + 2a^2)d1^72d2^94 + (0 + 1a + 4a^2)d1^73d2^94 + (3 + 2a + 0a^2)d1^74d2^94 + (3 + 2a + 4a^2)d1^75d2^94 + (2 + 1a + 4a^2)d1^76d2^94 + (4 + 3a + 4a^2)d1^77d2^94 + (1 + 2a + 1a^2)d1^78d2^94 + (2 + 4a + 3a^2)d1^79d2^94 + (2 + 3a + 4a^2)d1^80d2^94 + (2 + 2a + 3a^2)d1^81d2^94 + (0 + 4a + 4a^2)d1^82d2^94 + (3 + 4a + 1a^2)d1^83d2^94 + (2 + 3a + 3a^2)d1^84d2^94 + (0 + 1a + 2a^2)d1^85d2^94 + (4 + 3a + 4a^2)d1^86d2^94 + (3 + 3a + 2a^2)d1^87d2^94 + (1 + 0a + 2a^2)d1^88d2^94 + (1 + 3a + 2a^2)d1^89d2^94 + (1 + 4a + 1a^2)d1^90d2^94 + (0 + 1a + 4a^2)d1^91d2^94 + (2 + 0a + 3a^2)d1^92d2^94 + (2 + 4a + 4a^2)d1^93d2^94 + (2 + 4a + 1a^2)d1^94d2^94 + (0 + 1a + 0a^2)d1^95d2^94 + (2 + 2a + 1a^2)d1^96d2^94 + (2 + 1a + 1a^2)d1^97d2^94 + (2 + 3a + 2a^2)d1^98d2^94 + (0 + 2a + 4a^2)d1^99d2^94 + (0 + 1a + 1a^2)d1^100d2^94 + (2 + 1a + 1a^2)d1^101d2^94 + (0 + 4a + 2a^2)d1^102d2^94 + (4 + 3a + 3a^2)d1^103d2^94 + (4 + 0a + 0a^2)d1^104d2^94 + (3 + 2a + 1a^2)d1^105d2^94 + (3 + 1a + 4a^2)d1^106d2^94 + (2 + 2a + 1a^2)d1^107d2^94 + (4 + 0a + 2a^2)d1^108d2^94 + (0 + 4a + 4a^2)d1^109d2^94 + (1 + 4a + 2a^2)d1^110d2^94 + (3 + 2a + 1a^2)d1^111d2^94 + (4 + 3a + 1a^2)d1^112d2^94 + (4 + 4a + 0a^2)d1^113d2^94 + (4 + 3a + 3a^2)d1^114d2^94 + (2 + 2a + 1a^2)d1^115d2^94 + (2 + 4a + 3a^2)d1^116d2^94 + (1 + 2a + 4a^2)d1^117d2^94 + (4 + 1a + 3a^2)d1^118d2^94 + (0 + 2a + 2a^2)d1^119d2^94 + (3 + 2a + 0a^2)d1^120d2^94 + (1 + 0a + 0a^2)d1^121d2^94 + (1 + 2a + 4a^2)d1^122d2^94 + (2 + 0a + 2a^2)d1^123d2^94 + (1 + 1a + 1a^2)d1^124d2^94 + (0 + 0a + 1a^2)d1^125d2^94 + (4 + 2a + 0a^2)d1^126d2^94 + (1 + 4a + 4a^2)d1^127d2^94 + (2 + 1a + 2a^2)d1^128d2^94 + (3 + 4a + 2a^2)d1^129d2^94 + (1 + 0a + 3a^2)d1^130d2^94 + (3 + 4a + 2a^2)d1^131d2^94 + (2 + 1a + 1a^2)d1^132d2^94 + (0 + 3a + 4a^2)d1^133d2^94 + (0 + 3a + 2a^2)d1^134d2^94 + (2 + 3a + 3a^2)d1^135d2^94 + (0 + 2a + 1a^2)d1^136d2^94 + (1 + 2a + 0a^2)d1^137d2^94 + (0 + 1a + 3a^2)d1^138d2^94 + (3 + 1a + 4a^2)d1^139d2^94 + (4 + 1a + 1a^2)d1^140d2^94 + (1 + 0a + 0a^2)d1^141d2^94 + (1 + 4a + 4a^2)d1^142d2^94 + (2 + 1a + 3a^2)d1^143d2^94 + (2 + 2a + 1a^2)d1^144d2^94 + (1 + 2a + 3a^2)d1^145d2^94 + (4 + 4a + 1a^2)d1^146d2^94 + (1 + 0a + 3a^2)d1^147d2^94 + (1 + 3a + 3a^2)d1^148d2^94 + (4 + 1a + 4a^2)d1^149d2^94 + (0 + 2a + 3a^2)d1^150d2^94 + (4 + 4a + 0a^2)d1^151d2^94 + (4 + 1a + 0a^2)d1^152d2^94 + (4 + 0a + 2a^2)d1^153d2^94 + (3 + 3a + 4a^2)d1^154d2^94 + (4 + 4a + 4a^2)d1^155d2^94 + (4 + 3a + 2a^2)d1^156d2^94 + (3 + 1a + 2a^2)d1^157d2^94 + (3 + 2a + 4a^2)d1^158d2^94 + (4 + 1a + 4a^2)d1^159d2^94 + (2 + 2a + 4a^2)d1^160d2^94 + (3 + 3a + 1a^2)d1^161d2^94 + (4 + 1a + 1a^2)d1^162d2^94 + (2 + 3a + 2a^2)d1^163d2^94 + (1 + 0a + 3a^2)d1^164d2^94 + (3 + 4a + 3a^2)d1^165d2^94 + (2 + 2a + 1a^2)d1^166d2^94 + (1 + 3a + 2a^2)d1^167d2^94 + (2 + 2a + 0a^2)d1^168d2^94 + (0 + 4a + 4a^2)d1^169d2^94 + (0 + 4a + 2a^2)d1^170d2^94 + (0 + 0a + 2a^2)d1^171d2^94 + (1 + 0a + 2a^2)d1^172d2^94 + (0 + 3a + 4a^2)d1^173d2^94 + (0 + 3a + 1a^2)d1^174d2^94 + (1 + 0a + 3a^2)d1^175d2^94 + (1 + 1a + 0a^2)d1^176d2^94 + (1 + 1a + 4a^2)d1^177d2^94 + (4 + 2a + 1a^2)d1^178d2^94 + (4 + 4a + 3a^2)d1^179d2^94 + (1 + 4a + 4a^2)d1^180d2^94 + (4 + 3a + 4a^2)d1^181d2^94 + (2 + 1a + 1a^2)d1^182d2^94 + (4 + 4a + 0a^2)d1^183d2^94 + (1 + 4a + 1a^2)d1^184d2^94 + (3 + 4a + 1a^2)d1^185d2^94 + (2 + 2a + 4a^2)d1^186d2^94 + (2 + 2a + 2a^2)d1^187d2^94 + (2 + 3a + 2a^2)d1^188d2^94 + (2 + 1a + 2a^2)d1^189d2^94 + (0 + 1a + 3a^2)d1^190d2^94 + (2 + 1a + 2a^2)d1^191d2^94 + (3 + 4a + 2a^2)d1^192d2^94 + (0 + 0a + 1a^2)d1^193d2^94 + (1 + 2a + 0a^2)d1^194d2^94 + (3 + 2a + 2a^2)d1^195d2^94 + (3 + 1a + 1a^2)d1^196d2^94 + (4 + 3a + 3a^2)d1^197d2^94 + (2 + 2a + 4a^2)d1^198d2^94 + (3 + 3a + 0a^2)d1^199d2^94 + (3 + 4a + 4a^2)d1^200d2^94 + (4 + 0a + 2a^2)d1^201d2^94 + (1 + 0a + 2a^2)d1^202d2^94 + (2 + 3a + 4a^2)d1^203d2^94 + (3 + 1a + 3a^2)d1^204d2^94 + (0 + 2a + 1a^2)d1^205d2^94 + (0 + 1a + 0a^2)d1^206d2^94 + (1 + 2a + 4a^2)d1^207d2^94 + (1 + 4a + 2a^2)d1^208d2^94 + (2 + 1a + 1a^2)d1^209d2^94 + (2 + 2a + 2a^2)d1^210d2^94 + (4 + 2a + 3a^2)d1^211d2^94 + (1 + 2a + 1a^2)d1^212d2^94 + (0 + 3a + 1a^2)d1^213d2^94 + (3 + 2a + 2a^2)d1^214d2^94 + (0 + 3a + 1a^2)d1^215d2^94 + (1 + 2a + 4a^2)d1^216d2^94 + (1 + 4a + 1a^2)d1^217d2^94 + (1 + 1a + 2a^2)d1^218d2^94 + (4 + 4a + 2a^2)d1^219d2^94 + (4 + 3a + 0a^2)d1^220d2^94 + (1 + 0a + 3a^2)d1^221d2^94 + (0 + 2a + 2a^2)d1^222d2^94 + (3 + 2a + 2a^2)d1^223d2^94 + (2 + 1a + 1a^2)d1^224d2^94 + (0 + 0a + 2a^2)d1^225d2^94 + (1 + 1a + 1a^2)d1^226d2^94 + (1 + 2a + 0a^2)d1^227d2^94 + (2 + 2a + 1a^2)d1^228d2^94 + (4 + 2a + 1a^2)d1^229d2^94 + (4 + 0a + 2a^2)d1^230d2^94 + (3 + 0a + 1a^2)d1^231d2^94 + (4 + 4a + 1a^2)d1^232d2^94 + (4 + 4a + 2a^2)d1^233d2^94 + (2 + 4a + 2a^2)d1^234d2^94 + (0 + 4a + 3a^2)d1^235d2^94 + (1 + 0a + 0a^2)d1^236d2^94 + (2 + 0a + 0a^2)d1^237d2^94 + (2 + 4a + 1a^2)d1^238d2^94 + (3 + 3a + 4a^2)d1^239d2^94 + (0 + 2a + 4a^2)d1^240d2^94 + (3 + 0a + 0a^2)d1^241d2^94 + (3 + 2a + 2a^2)d1^242d2^94 + (2 + 4a + 0a^2)d1^243d2^94 + (0 + 1a + 0a^2)d1^244d2^94 + (0 + 2a + 2a^2)d1^245d2^94 + (1 + 0a + 0a^2)d1^246d2^94 + (1 + 4a + 1a^2)d1^247d2^94 + (1 + 1a + 4a^2)d1^248d2^94 + (2 + 4a + 4a^2)d1^249d2^94 + (0 + 1a + 3a^2)d1^250d2^94 + (2 + 4a + 0a^2)d1^251d2^94 + (2 + 3a + 3a^2)d1^252d2^94 + (3 + 1a + 0a^2)d1^253d2^94 + (2 + 3a + 4a^2)d1^254d2^94 + (4 + 4a + 1a^2)d1^255d2^94 + (0 + 0a + 4a^2)d1^256d2^94 + (2 + 0a + 1a^2)d1^257d2^94 + (2 + 1a + 2a^2)d1^258d2^94 + (0 + 4a + 3a^2)d1^259d2^94 + (2 + 3a + 4a^2)d1^260d2^94 + (3 + 4a + 4a^2)d1^261d2^94 + (2 + 4a + 3a^2)d1^263d2^94 + (2 + 0a + 4a^2)d1^264d2^94 + (1 + 4a + 1a^2)d1^265d2^94 + (2 + 0a + 1a^2)d1^266d2^94 + (4 + 0a + 0a^2)d1^267d2^94 + (4 + 2a + 1a^2)d1^268d2^94 + (0 + 2a + 0a^2)d1^269d2^94 + (1 + 3a + 4a^2)d1^270d2^94 + (1 + 2a + 2a^2)d1^271d2^94 + (0 + 2a + 0a^2)d1^272d2^94 + (2 + 1a + 2a^2)d1^273d2^94 + (2 + 1a + 2a^2)d1^274d2^94 + (2 + 1a + 0a^2)d1^275d2^94 + (0 + 3a + 4a^2)d1^276d2^94 + (2 + 3a + 4a^2)d1^277d2^94 + (2 + 1a + 3a^2)d1^278d2^94 + (2 + 4a + 0a^2)d1^279d2^94 + (4 + 2a + 0a^2)d1^280d2^94 + (1 + 4a + 1a^2)d1^281d2^94 + (3 + 0a + 4a^2)d1^282d2^94 + (2 + 2a + 3a^2)d1^283d2^94 + (4 + 0a + 1a^2)d1^284d2^94 + (4 + 4a + 4a^2)d1^285d2^94 + (2 + 4a + 1a^2)d1^286d2^94 + (3 + 1a + 1a^2)d1^287d2^94 + (0 + 3a + 3a^2)d1^288d2^94 + (1 + 3a + 2a^2)d1^289d2^94 + (0 + 2a + 3a^2)d1^290d2^94 + (1 + 0a + 4a^2)d1^291d2^94 + (4 + 3a + 4a^2)d1^292d2^94 + (4 + 1a + 2a^2)d1^293d2^94 + (4 + 0a + 2a^2)d2^95 + (2 + 2a + 1a^2)d1^1d2^95 + (4 + 0a + 1a^2)d1^2d2^95 + (0 + 0a + 2a^2)d1^3d2^95 + (4 + 3a + 4a^2)d1^4d2^95 + (1 + 4a + 4a^2)d1^5d2^95 + (1 + 4a + 0a^2)d1^6d2^95 + (2 + 2a + 2a^2)d1^7d2^95 + (1 + 1a + 2a^2)d1^8d2^95 + (0 + 2a + 2a^2)d1^9d2^95 + (2 + 2a + 4a^2)d1^10d2^95 + (2 + 4a + 1a^2)d1^11d2^95 + (1 + 3a + 0a^2)d1^12d2^95 + (1 + 3a + 0a^2)d1^13d2^95 + (0 + 4a + 4a^2)d1^14d2^95 + (0 + 1a + 1a^2)d1^15d2^95 + (1 + 1a + 2a^2)d1^16d2^95 + (3 + 3a + 1a^2)d1^17d2^95 + (3 + 4a + 1a^2)d1^18d2^95 + (2 + 2a + 4a^2)d1^19d2^95 + (2 + 2a + 1a^2)d1^20d2^95 + (3 + 2a + 1a^2)d1^21d2^95 + (2 + 0a + 0a^2)d1^22d2^95 + (2 + 4a + 3a^2)d1^23d2^95 + (0 + 3a + 0a^2)d1^24d2^95 + (3 + 0a + 0a^2)d1^25d2^95 + (1 + 3a + 1a^2)d1^26d2^95 + (3 + 1a + 0a^2)d1^27d2^95 + (1 + 2a + 1a^2)d1^28d2^95 + (3 + 4a + 4a^2)d1^29d2^95 + (0 + 3a + 3a^2)d1^30d2^95 + (3 + 0a + 3a^2)d1^31d2^95 + (3 + 2a + 1a^2)d1^32d2^95 + (2 + 0a + 4a^2)d1^33d2^95 + (2 + 4a + 3a^2)d1^34d2^95 + (1 + 0a + 1a^2)d1^35d2^95 + (1 + 1a + 0a^2)d1^36d2^95 + (4 + 4a + 1a^2)d1^37d2^95 + (2 + 1a + 3a^2)d1^38d2^95 + (3 + 1a + 0a^2)d1^39d2^95 + (3 + 0a + 4a^2)d1^40d2^95 + (4 + 2a + 2a^2)d1^41d2^95 + (3 + 4a + 4a^2)d1^42d2^95 + (1 + 2a + 0a^2)d1^43d2^95 + (4 + 4a + 2a^2)d1^44d2^95 + (3 + 3a + 2a^2)d1^45d2^95 + (3 + 1a + 0a^2)d1^46d2^95 + (3 + 2a + 1a^2)d1^47d2^95 + (2 + 2a + 0a^2)d1^48d2^95 + (0 + 2a + 3a^2)d1^49d2^95 + (1 + 4a + 4a^2)d1^50d2^95 + (3 + 0a + 2a^2)d1^51d2^95 + (1 + 1a + 4a^2)d1^52d2^95 + (4 + 3a + 2a^2)d1^53d2^95 + (0 + 4a + 4a^2)d1^54d2^95 + (0 + 0a + 2a^2)d1^55d2^95 + (4 + 3a + 2a^2)d1^56d2^95 + (3 + 2a + 1a^2)d1^57d2^95 + (0 + 2a + 2a^2)d1^58d2^95 + (0 + 4a + 3a^2)d1^59d2^95 + (2 + 1a + 2a^2)d1^60d2^95 + (3 + 1a + 2a^2)d1^61d2^95 + (0 + 3a + 1a^2)d1^62d2^95 + (2 + 0a + 4a^2)d1^63d2^95 + (1 + 0a + 3a^2)d1^64d2^95 + (4 + 1a + 3a^2)d1^65d2^95 + (2 + 4a + 4a^2)d1^66d2^95 + (3 + 1a + 1a^2)d1^67d2^95 + (4 + 0a + 1a^2)d1^68d2^95 + (4 + 1a + 3a^2)d1^69d2^95 + (1 + 0a + 3a^2)d1^70d2^95 + (4 + 1a + 0a^2)d1^71d2^95 + (1 + 0a + 1a^2)d1^72d2^95 + (0 + 0a + 1a^2)d1^73d2^95 + (0 + 1a + 1a^2)d1^74d2^95 + (1 + 2a + 1a^2)d1^75d2^95 + (1 + 1a + 0a^2)d1^77d2^95 + (0 + 0a + 3a^2)d1^78d2^95 + (0 + 4a + 3a^2)d1^79d2^95 + (4 + 2a + 2a^2)d1^80d2^95 + (2 + 4a + 0a^2)d1^81d2^95 + (1 + 2a + 1a^2)d1^82d2^95 + (2 + 3a + 1a^2)d1^83d2^95 + (2 + 2a + 1a^2)d1^84d2^95 + (2 + 4a + 4a^2)d1^85d2^95 + (1 + 4a + 1a^2)d1^86d2^95 + (2 + 4a + 2a^2)d1^87d2^95 + (2 + 0a + 0a^2)d1^88d2^95 + (0 + 4a + 0a^2)d1^89d2^95 + (0 + 2a + 4a^2)d1^90d2^95 + (1 + 1a + 3a^2)d1^91d2^95 + (3 + 2a + 1a^2)d1^92d2^95 + (2 + 2a + 4a^2)d1^93d2^95 + (3 + 0a + 4a^2)d1^94d2^95 + (3 + 4a + 0a^2)d1^95d2^95 + (2 + 3a + 4a^2)d1^96d2^95 + (3 + 2a + 3a^2)d1^97d2^95 + (2 + 4a + 1a^2)d1^98d2^95 + (4 + 3a + 3a^2)d1^99d2^95 + (4 + 1a + 0a^2)d1^100d2^95 + (3 + 1a + 1a^2)d1^101d2^95 + (1 + 0a + 3a^2)d1^102d2^95 + (3 + 3a + 0a^2)d1^103d2^95 + (2 + 3a + 4a^2)d1^104d2^95 + (1 + 2a + 4a^2)d1^105d2^95 + (2 + 2a + 0a^2)d1^107d2^95 + (3 + 3a + 1a^2)d1^108d2^95 + (3 + 2a + 3a^2)d1^109d2^95 + (3 + 1a + 0a^2)d1^110d2^95 + (3 + 4a + 0a^2)d1^111d2^95 + (4 + 4a + 4a^2)d1^112d2^95 + (4 + 0a + 0a^2)d1^113d2^95 + (4 + 2a + 1a^2)d1^114d2^95 + (3 + 2a + 2a^2)d1^115d2^95 + (4 + 3a + 4a^2)d1^116d2^95 + (2 + 2a + 2a^2)d1^117d2^95 + (3 + 2a + 4a^2)d1^118d2^95 + (1 + 4a + 2a^2)d1^119d2^95 + (4 + 1a + 2a^2)d1^120d2^95 + (4 + 0a + 4a^2)d1^121d2^95 + (4 + 2a + 2a^2)d1^122d2^95 + (3 + 3a + 2a^2)d1^123d2^95 + (3 + 0a + 1a^2)d1^124d2^95 + (4 + 1a + 2a^2)d1^125d2^95 + (1 + 3a + 1a^2)d1^126d2^95 + (0 + 3a + 3a^2)d1^127d2^95 + (1 + 1a + 4a^2)d1^128d2^95 + (4 + 3a + 3a^2)d1^129d2^95 + (2 + 4a + 4a^2)d1^130d2^95 + (1 + 1a + 2a^2)d1^131d2^95 + (1 + 1a + 1a^2)d1^133d2^95 + (0 + 4a + 2a^2)d1^134d2^95 + (4 + 4a + 2a^2)d1^135d2^95 + (4 + 2a + 0a^2)d1^136d2^95 + (3 + 2a + 1a^2)d1^137d2^95 + (2 + 0a + 2a^2)d1^138d2^95 + (4 + 0a + 1a^2)d1^139d2^95 + (4 + 0a + 1a^2)d1^140d2^95 + (3 + 2a + 0a^2)d1^141d2^95 + (1 + 0a + 3a^2)d1^142d2^95 + (4 + 0a + 3a^2)d1^143d2^95 + (3 + 4a + 1a^2)d1^144d2^95 + (3 + 3a + 1a^2)d1^145d2^95 + (2 + 3a + 0a^2)d1^146d2^95 + (4 + 2a + 0a^2)d1^147d2^95 + (0 + 2a + 3a^2)d1^148d2^95 + (2 + 2a + 4a^2)d1^149d2^95 + (1 + 2a + 3a^2)d1^150d2^95 + (2 + 3a + 2a^2)d1^151d2^95 + (3 + 4a + 2a^2)d1^152d2^95 + (2 + 4a + 4a^2)d1^153d2^95 + (3 + 1a + 2a^2)d1^154d2^95 + (4 + 0a + 1a^2)d1^155d2^95 + (4 + 1a + 1a^2)d1^156d2^95 + (3 + 3a + 1a^2)d1^157d2^95 + (4 + 2a + 2a^2)d1^158d2^95 + (3 + 3a + 3a^2)d1^159d2^95 + (4 + 4a + 4a^2)d1^160d2^95 + (3 + 1a + 0a^2)d1^161d2^95 + (0 + 1a + 3a^2)d1^162d2^95 + (1 + 1a + 0a^2)d1^163d2^95 + (3 + 3a + 0a^2)d1^164d2^95 + (4 + 3a + 3a^2)d1^165d2^95 + (2 + 0a + 3a^2)d1^166d2^95 + (4 + 3a + 4a^2)d1^167d2^95 + (4 + 3a + 0a^2)d1^168d2^95 + (4 + 0a + 0a^2)d1^169d2^95 + (4 + 1a + 2a^2)d1^170d2^95 + (3 + 1a + 2a^2)d1^171d2^95 + (4 + 1a + 4a^2)d1^172d2^95 + (3 + 3a + 1a^2)d1^173d2^95 + (2 + 2a + 2a^2)d1^174d2^95 + (4 + 4a + 1a^2)d1^175d2^95 + (3 + 4a + 3a^2)d1^176d2^95 + (1 + 3a + 1a^2)d1^177d2^95 + (3 + 4a + 0a^2)d1^178d2^95 + (2 + 2a + 3a^2)d1^179d2^95 + (1 + 0a + 4a^2)d1^180d2^95 + (4 + 1a + 0a^2)d1^181d2^95 + (2 + 2a + 1a^2)d1^182d2^95 + (3 + 4a + 1a^2)d1^183d2^95 + (0 + 2a + 0a^2)d1^184d2^95 + (3 + 0a + 4a^2)d1^185d2^95 + (4 + 2a + 2a^2)d1^186d2^95 + (0 + 3a + 2a^2)d1^187d2^95 + (3 + 4a + 2a^2)d1^188d2^95 + (3 + 1a + 0a^2)d1^189d2^95 + (1 + 4a + 0a^2)d1^190d2^95 + (2 + 3a + 2a^2)d1^191d2^95 + (2 + 2a + 4a^2)d1^192d2^95 + (2 + 0a + 1a^2)d1^193d2^95 + (0 + 1a + 0a^2)d1^194d2^95 + (4 + 0a + 1a^2)d1^195d2^95 + (4 + 4a + 2a^2)d1^196d2^95 + (0 + 3a + 0a^2)d1^197d2^95 + (4 + 2a + 2a^2)d1^198d2^95 + (2 + 4a + 4a^2)d1^200d2^95 + (3 + 2a + 3a^2)d1^201d2^95 + (2 + 3a + 2a^2)d1^202d2^95 + (4 + 1a + 2a^2)d1^203d2^95 + (4 + 4a + 1a^2)d1^204d2^95 + (4 + 2a + 4a^2)d1^205d2^95 + (4 + 3a + 4a^2)d1^206d2^95 + (1 + 4a + 4a^2)d1^207d2^95 + (2 + 2a + 2a^2)d1^208d2^95 + (3 + 4a + 0a^2)d1^209d2^95 + (1 + 3a + 0a^2)d1^210d2^95 + (1 + 4a + 2a^2)d1^211d2^95 + (4 + 1a + 1a^2)d1^212d2^95 + (0 + 1a + 0a^2)d1^213d2^95 + (2 + 1a + 4a^2)d1^214d2^95 + (2 + 2a + 4a^2)d1^215d2^95 + (3 + 3a + 3a^2)d1^216d2^95 + (2 + 0a + 4a^2)d1^217d2^95 + (2 + 2a + 1a^2)d1^218d2^95 + (1 + 1a + 3a^2)d1^219d2^95 + (2 + 2a + 3a^2)d1^220d2^95 + (0 + 1a + 2a^2)d1^221d2^95 + (3 + 3a + 3a^2)d1^222d2^95 + (2 + 3a + 2a^2)d1^223d2^95 + (2 + 4a + 4a^2)d1^224d2^95 + (0 + 3a + 3a^2)d1^225d2^95 + (3 + 1a + 2a^2)d1^226d2^95 + (2 + 2a + 0a^2)d1^227d2^95 + (3 + 1a + 4a^2)d1^228d2^95 + (0 + 3a + 0a^2)d1^229d2^95 + (1 + 3a + 1a^2)d1^230d2^95 + (0 + 2a + 4a^2)d1^231d2^95 + (2 + 1a + 4a^2)d1^232d2^95 + (0 + 4a + 3a^2)d1^233d2^95 + (0 + 0a + 1a^2)d1^234d2^95 + (4 + 3a + 3a^2)d1^235d2^95 + (4 + 0a + 2a^2)d1^236d2^95 + (0 + 3a + 2a^2)d1^237d2^95 + (0 + 1a + 3a^2)d1^238d2^95 + (1 + 0a + 2a^2)d1^239d2^95 + (0 + 4a + 1a^2)d1^240d2^95 + (0 + 4a + 3a^2)d1^241d2^95 + (0 + 3a + 2a^2)d1^242d2^95 + (2 + 3a + 0a^2)d1^243d2^95 + (4 + 1a + 4a^2)d1^244d2^95 + (2 + 4a + 1a^2)d1^245d2^95 + (3 + 4a + 4a^2)d1^246d2^95 + (4 + 2a + 1a^2)d1^247d2^95 + (1 + 3a + 3a^2)d1^248d2^95 + (4 + 3a + 0a^2)d1^249d2^95 + (0 + 4a + 3a^2)d1^250d2^95 + (2 + 2a + 1a^2)d1^251d2^95 + (0 + 3a + 3a^2)d1^252d2^95 + (3 + 1a + 1a^2)d1^253d2^95 + (4 + 2a + 1a^2)d1^254d2^95 + (1 + 3a + 2a^2)d1^255d2^95 + (0 + 2a + 1a^2)d1^256d2^95 + (2 + 2a + 4a^2)d1^257d2^95 + (4 + 2a + 3a^2)d1^258d2^95 + (3 + 3a + 4a^2)d1^259d2^95 + (1 + 0a + 4a^2)d1^260d2^95 + (3 + 1a + 3a^2)d1^261d2^95 + (2 + 3a + 3a^2)d1^262d2^95 + (4 + 4a + 1a^2)d1^263d2^95 + (2 + 0a + 1a^2)d1^264d2^95 + (4 + 2a + 0a^2)d1^265d2^95 + (2 + 2a + 4a^2)d1^266d2^95 + (0 + 3a + 3a^2)d1^267d2^95 + (2 + 2a + 0a^2)d1^268d2^95 + (4 + 2a + 0a^2)d1^269d2^95 + (4 + 0a + 4a^2)d1^270d2^95 + (3 + 2a + 4a^2)d1^271d2^95 + (3 + 0a + 2a^2)d1^272d2^95 + (3 + 2a + 4a^2)d1^273d2^95 + (4 + 0a + 1a^2)d1^274d2^95 + (4 + 0a + 0a^2)d1^275d2^95 + (2 + 2a + 1a^2)d1^276d2^95 + (4 + 4a + 2a^2)d1^277d2^95 + (3 + 1a + 3a^2)d1^278d2^95 + (4 + 3a + 1a^2)d1^279d2^95 + (3 + 0a + 4a^2)d1^280d2^95 + (1 + 0a + 3a^2)d1^281d2^95 + (2 + 4a + 4a^2)d1^282d2^95 + (0 + 4a + 0a^2)d1^283d2^95 + (4 + 4a + 3a^2)d1^284d2^95 + (4 + 0a + 1a^2)d1^285d2^95 + (3 + 1a + 2a^2)d1^286d2^95 + (1 + 2a + 3a^2)d1^287d2^95 + (4 + 3a + 1a^2)d1^288d2^95 + (3 + 1a + 3a^2)d1^289d2^95 + (1 + 2a + 4a^2)d1^290d2^95 + (0 + 3a + 0a^2)d1^291d2^95 + (0 + 2a + 4a^2)d1^292d2^95 + (3 + 1a + 4a^2)d1^293d2^95 + (0 + 1a + 2a^2)d2^96 + (2 + 3a + 4a^2)d1^1d2^96 + (0 + 2a + 1a^2)d1^2d2^96 + (1 + 1a + 4a^2)d1^3d2^96 + (0 + 0a + 3a^2)d1^4d2^96 + (1 + 3a + 3a^2)d1^5d2^96 + (1 + 2a + 0a^2)d1^6d2^96 + (0 + 1a + 0a^2)d1^7d2^96 + (1 + 3a + 2a^2)d1^8d2^96 + (1 + 4a + 2a^2)d1^9d2^96 + (0 + 4a + 0a^2)d1^10d2^96 + (1 + 4a + 2a^2)d1^11d2^96 + (4 + 1a + 3a^2)d1^12d2^96 + (4 + 3a + 0a^2)d1^13d2^96 + (4 + 4a + 0a^2)d1^14d2^96 + (3 + 4a + 2a^2)d1^15d2^96 + (3 + 3a + 1a^2)d1^16d2^96 + (4 + 1a + 3a^2)d1^17d2^96 + (4 + 4a + 3a^2)d1^18d2^96 + (4 + 1a + 3a^2)d1^19d2^96 + (1 + 2a + 2a^2)d1^20d2^96 + (2 + 3a + 0a^2)d1^21d2^96 + (4 + 2a + 0a^2)d1^22d2^96 + (3 + 3a + 0a^2)d1^23d2^96 + (2 + 3a + 0a^2)d1^24d2^96 + (0 + 0a + 4a^2)d1^25d2^96 + (2 + 0a + 4a^2)d1^26d2^96 + (4 + 2a + 1a^2)d1^27d2^96 + (2 + 1a + 2a^2)d1^28d2^96 + (4 + 3a + 4a^2)d1^29d2^96 + (3 + 1a + 0a^2)d1^30d2^96 + (2 + 3a + 2a^2)d1^31d2^96 + (3 + 3a + 0a^2)d1^32d2^96 + (2 + 4a + 1a^2)d1^33d2^96 + (3 + 4a + 3a^2)d1^34d2^96 + (0 + 1a + 1a^2)d1^35d2^96 + (2 + 0a + 4a^2)d1^36d2^96 + (2 + 3a + 2a^2)d1^37d2^96 + (2 + 1a + 3a^2)d1^38d2^96 + (3 + 3a + 0a^2)d1^39d2^96 + (4 + 0a + 2a^2)d1^40d2^96 + (1 + 2a + 0a^2)d1^41d2^96 + (1 + 1a + 0a^2)d1^42d2^96 + (0 + 1a + 0a^2)d1^43d2^96 + (1 + 3a + 2a^2)d1^44d2^96 + (0 + 4a + 4a^2)d1^45d2^96 + (2 + 2a + 3a^2)d1^46d2^96 + (1 + 2a + 1a^2)d1^47d2^96 + (1 + 4a + 0a^2)d1^48d2^96 + (0 + 4a + 2a^2)d1^49d2^96 + (4 + 2a + 4a^2)d1^50d2^96 + (0 + 0a + 1a^2)d1^51d2^96 + (1 + 4a + 3a^2)d1^52d2^96 + (0 + 0a + 3a^2)d1^53d2^96 + (0 + 0a + 1a^2)d1^54d2^96 + (3 + 1a + 2a^2)d1^55d2^96 + (4 + 1a + 4a^2)d1^56d2^96 + (1 + 0a + 0a^2)d1^58d2^96 + (2 + 1a + 4a^2)d1^59d2^96 + (3 + 4a + 2a^2)d1^60d2^96 + (4 + 0a + 0a^2)d1^61d2^96 + (4 + 4a + 2a^2)d1^62d2^96 + (4 + 4a + 0a^2)d1^63d2^96 + (4 + 1a + 4a^2)d1^64d2^96 + (2 + 3a + 3a^2)d1^65d2^96 + (4 + 2a + 4a^2)d1^66d2^96 + (4 + 3a + 3a^2)d1^67d2^96 + (0 + 1a + 1a^2)d1^68d2^96 + (3 + 2a + 0a^2)d1^69d2^96 + (0 + 2a + 0a^2)d1^70d2^96 + (1 + 0a + 0a^2)d1^71d2^96 + (1 + 1a + 3a^2)d1^72d2^96 + (1 + 4a + 3a^2)d1^73d2^96 + (3 + 2a + 4a^2)d1^74d2^96 + (4 + 3a + 1a^2)d1^75d2^96 + (0 + 0a + 4a^2)d1^76d2^96 + (4 + 3a + 4a^2)d1^77d2^96 + (0 + 3a + 2a^2)d1^78d2^96 + (1 + 1a + 4a^2)d1^79d2^96 + (3 + 3a + 1a^2)d1^80d2^96 + (3 + 4a + 4a^2)d1^81d2^96 + (0 + 1a + 4a^2)d1^82d2^96 + (3 + 2a + 4a^2)d1^83d2^96 + (1 + 1a + 1a^2)d1^84d2^96 + (1 + 0a + 3a^2)d1^85d2^96 + (4 + 3a + 2a^2)d1^86d2^96 + (0 + 0a + 1a^2)d1^87d2^96 + (3 + 2a + 4a^2)d1^88d2^96 + (1 + 2a + 4a^2)d1^89d2^96 + (0 + 3a + 1a^2)d1^90d2^96 + (1 + 1a + 1a^2)d1^91d2^96 + (1 + 3a + 4a^2)d1^92d2^96 + (4 + 1a + 4a^2)d1^93d2^96 + (3 + 3a + 0a^2)d1^94d2^96 + (2 + 4a + 1a^2)d1^95d2^96 + (1 + 2a + 1a^2)d1^96d2^96 + (0 + 0a + 2a^2)d1^97d2^96 + (3 + 1a + 0a^2)d1^98d2^96 + (2 + 1a + 2a^2)d1^99d2^96 + (2 + 1a + 3a^2)d1^100d2^96 + (4 + 1a + 1a^2)d1^101d2^96 + (2 + 2a + 1a^2)d1^102d2^96 + (1 + 1a + 3a^2)d1^103d2^96 + (2 + 2a + 0a^2)d1^104d2^96 + (4 + 1a + 1a^2)d1^105d2^96 + (3 + 1a + 2a^2)d1^106d2^96 + (0 + 2a + 2a^2)d1^107d2^96 + (3 + 3a + 3a^2)d1^108d2^96 + (0 + 4a + 4a^2)d1^109d2^96 + (4 + 3a + 3a^2)d1^110d2^96 + (0 + 1a + 0a^2)d1^111d2^96 + (2 + 1a + 1a^2)d1^112d2^96 + (3 + 4a + 4a^2)d1^113d2^96 + (0 + 4a + 4a^2)d1^114d2^96 + (1 + 4a + 1a^2)d1^115d2^96 + (1 + 0a + 2a^2)d1^116d2^96 + (2 + 1a + 2a^2)d1^117d2^96 + (1 + 1a + 4a^2)d1^118d2^96 + (0 + 2a + 4a^2)d1^119d2^96 + (1 + 4a + 4a^2)d1^120d2^96 + (4 + 3a + 3a^2)d1^121d2^96 + (2 + 2a + 3a^2)d1^122d2^96 + (3 + 4a + 2a^2)d1^123d2^96 + (2 + 0a + 1a^2)d1^124d2^96 + (4 + 3a + 4a^2)d1^125d2^96 + (0 + 3a + 0a^2)d1^126d2^96 + (2 + 4a + 3a^2)d1^127d2^96 + (3 + 2a + 1a^2)d1^128d2^96 + (3 + 4a + 2a^2)d1^129d2^96 + (4 + 0a + 3a^2)d1^130d2^96 + (1 + 3a + 3a^2)d1^131d2^96 + (3 + 0a + 4a^2)d1^132d2^96 + (2 + 2a + 2a^2)d1^133d2^96 + (4 + 0a + 0a^2)d1^134d2^96 + (2 + 4a + 4a^2)d1^135d2^96 + (3 + 4a + 3a^2)d1^136d2^96 + (0 + 0a + 2a^2)d1^137d2^96 + (1 + 4a + 0a^2)d1^138d2^96 + (4 + 3a + 0a^2)d1^139d2^96 + (3 + 2a + 2a^2)d1^140d2^96 + (0 + 0a + 2a^2)d1^141d2^96 + (0 + 3a + 3a^2)d1^142d2^96 + (0 + 4a + 2a^2)d1^143d2^96 + (2 + 1a + 1a^2)d1^144d2^96 + (4 + 1a + 1a^2)d1^145d2^96 + (0 + 3a + 4a^2)d1^146d2^96 + (1 + 3a + 3a^2)d1^147d2^96 + (3 + 2a + 0a^2)d1^148d2^96 + (2 + 3a + 3a^2)d1^149d2^96 + (1 + 4a + 0a^2)d1^150d2^96 + (1 + 0a + 1a^2)d1^151d2^96 + (3 + 3a + 3a^2)d1^152d2^96 + (0 + 4a + 2a^2)d1^153d2^96 + (3 + 0a + 1a^2)d1^154d2^96 + (4 + 0a + 3a^2)d1^155d2^96 + (0 + 1a + 0a^2)d1^156d2^96 + (4 + 1a + 0a^2)d1^157d2^96 + (3 + 2a + 2a^2)d1^158d2^96 + (1 + 3a + 0a^2)d1^159d2^96 + (2 + 4a + 1a^2)d1^160d2^96 + (4 + 2a + 1a^2)d1^161d2^96 + (3 + 3a + 4a^2)d1^162d2^96 + (3 + 3a + 4a^2)d1^163d2^96 + (1 + 1a + 4a^2)d1^164d2^96 + (2 + 2a + 2a^2)d1^165d2^96 + (4 + 3a + 1a^2)d1^166d2^96 + (4 + 1a + 3a^2)d1^167d2^96 + (3 + 0a + 0a^2)d1^168d2^96 + (4 + 1a + 2a^2)d1^169d2^96 + (2 + 3a + 1a^2)d1^170d2^96 + (3 + 2a + 1a^2)d1^171d2^96 + (4 + 0a + 3a^2)d1^172d2^96 + (1 + 4a + 2a^2)d1^173d2^96 + (3 + 0a + 3a^2)d1^174d2^96 + (1 + 2a + 0a^2)d1^175d2^96 + (2 + 0a + 0a^2)d1^176d2^96 + (0 + 3a + 0a^2)d1^177d2^96 + (1 + 2a + 2a^2)d1^178d2^96 + (2 + 3a + 1a^2)d1^179d2^96 + (4 + 1a + 1a^2)d1^180d2^96 + (3 + 2a + 2a^2)d1^181d2^96 + (0 + 0a + 2a^2)d1^182d2^96 + (2 + 3a + 3a^2)d1^183d2^96 + (0 + 4a + 2a^2)d1^184d2^96 + (0 + 1a + 3a^2)d1^185d2^96 + (4 + 1a + 0a^2)d1^186d2^96 + (0 + 1a + 1a^2)d1^187d2^96 + (4 + 0a + 0a^2)d1^188d2^96 + (0 + 3a + 2a^2)d1^189d2^96 + (3 + 3a + 4a^2)d1^190d2^96 + (4 + 2a + 1a^2)d1^191d2^96 + (3 + 0a + 1a^2)d1^192d2^96 + (0 + 2a + 3a^2)d1^193d2^96 + (4 + 0a + 3a^2)d1^194d2^96 + (1 + 4a + 1a^2)d1^195d2^96 + (3 + 0a + 4a^2)d1^196d2^96 + (1 + 0a + 0a^2)d1^197d2^96 + (0 + 3a + 1a^2)d1^198d2^96 + (3 + 0a + 1a^2)d1^199d2^96 + (1 + 0a + 3a^2)d1^200d2^96 + (0 + 3a + 2a^2)d1^201d2^96 + (1 + 4a + 2a^2)d1^202d2^96 + (0 + 4a + 4a^2)d1^203d2^96 + (4 + 3a + 4a^2)d1^204d2^96 + (1 + 4a + 0a^2)d1^205d2^96 + (1 + 1a + 3a^2)d1^206d2^96 + (3 + 1a + 3a^2)d1^207d2^96 + (2 + 1a + 3a^2)d1^208d2^96 + (4 + 1a + 2a^2)d1^209d2^96 + (0 + 1a + 2a^2)d1^210d2^96 + (1 + 4a + 1a^2)d1^211d2^96 + (4 + 3a + 4a^2)d1^212d2^96 + (0 + 0a + 3a^2)d1^213d2^96 + (2 + 4a + 2a^2)d1^214d2^96 + (1 + 1a + 0a^2)d1^215d2^96 + (1 + 2a + 1a^2)d1^216d2^96 + (4 + 0a + 1a^2)d1^217d2^96 + (2 + 1a + 1a^2)d1^218d2^96 + (0 + 0a + 3a^2)d1^219d2^96 + (3 + 1a + 4a^2)d1^220d2^96 + (0 + 0a + 3a^2)d1^221d2^96 + (0 + 4a + 1a^2)d1^222d2^96 + (1 + 4a + 2a^2)d1^223d2^96 + (1 + 2a + 1a^2)d1^224d2^96 + (3 + 1a + 0a^2)d1^225d2^96 + (4 + 0a + 4a^2)d1^226d2^96 + (3 + 0a + 1a^2)d1^227d2^96 + (2 + 3a + 2a^2)d1^228d2^96 + (1 + 2a + 3a^2)d1^229d2^96 + (1 + 0a + 2a^2)d1^230d2^96 + (4 + 3a + 3a^2)d1^231d2^96 + (3 + 2a + 1a^2)d1^232d2^96 + (0 + 1a + 4a^2)d1^233d2^96 + (0 + 1a + 0a^2)d1^234d2^96 + (3 + 0a + 4a^2)d1^235d2^96 + (0 + 0a + 3a^2)d1^237d2^96 + (1 + 1a + 2a^2)d1^238d2^96 + (0 + 2a + 4a^2)d1^239d2^96 + (2 + 4a + 4a^2)d1^240d2^96 + (4 + 2a + 2a^2)d1^241d2^96 + (3 + 0a + 1a^2)d1^242d2^96 + (0 + 3a + 4a^2)d1^243d2^96 + (2 + 0a + 1a^2)d1^244d2^96 + (4 + 0a + 0a^2)d1^245d2^96 + (4 + 3a + 3a^2)d1^246d2^96 + (2 + 3a + 0a^2)d1^247d2^96 + (0 + 4a + 0a^2)d1^248d2^96 + (1 + 1a + 1a^2)d1^249d2^96 + (2 + 3a + 1a^2)d1^250d2^96 + (1 + 0a + 3a^2)d1^251d2^96 + (0 + 3a + 3a^2)d1^252d2^96 + (4 + 3a + 1a^2)d1^253d2^96 + (1 + 4a + 1a^2)d1^254d2^96 + (1 + 1a + 0a^2)d1^255d2^96 + (4 + 2a + 4a^2)d1^256d2^96 + (2 + 0a + 4a^2)d1^257d2^96 + (3 + 4a + 4a^2)d1^258d2^96 + (2 + 3a + 0a^2)d1^259d2^96 + (3 + 1a + 3a^2)d1^260d2^96 + (2 + 1a + 2a^2)d1^261d2^96 + (2 + 3a + 1a^2)d1^262d2^96 + (1 + 2a + 0a^2)d1^263d2^96 + (4 + 4a + 2a^2)d1^264d2^96 + (3 + 4a + 3a^2)d1^265d2^96 + (0 + 4a + 1a^2)d1^266d2^96 + (3 + 2a + 0a^2)d1^267d2^96 + (4 + 4a + 1a^2)d1^268d2^96 + (1 + 2a + 3a^2)d1^269d2^96 + (2 + 1a + 3a^2)d1^270d2^96 + (2 + 3a + 2a^2)d1^271d2^96 + (4 + 4a + 2a^2)d1^272d2^96 + (2 + 0a + 4a^2)d1^273d2^96 + (4 + 0a + 0a^2)d1^274d2^96 + (3 + 1a + 0a^2)d1^275d2^96 + (4 + 1a + 1a^2)d1^276d2^96 + (2 + 4a + 3a^2)d1^277d2^96 + (0 + 4a + 4a^2)d1^278d2^96 + (2 + 2a + 2a^2)d1^279d2^96 + (2 + 2a + 1a^2)d1^280d2^96 + (1 + 1a + 0a^2)d1^281d2^96 + (1 + 2a + 0a^2)d1^282d2^96 + (4 + 1a + 0a^2)d1^283d2^96 + (0 + 3a + 1a^2)d1^284d2^96 + (4 + 2a + 1a^2)d1^285d2^96 + (3 + 2a + 4a^2)d1^286d2^96 + (2 + 2a + 4a^2)d1^287d2^96 + (0 + 0a + 1a^2)d1^288d2^96 + (0 + 1a + 0a^2)d1^289d2^96 + (2 + 2a + 0a^2)d1^291d2^96 + (2 + 4a + 1a^2)d1^292d2^96 + (4 + 0a + 1a^2)d1^293d2^96 + (4 + 3a + 4a^2)d2^97 + (1 + 4a + 4a^2)d1^1d2^97 + (3 + 3a + 3a^2)d1^2d2^97 + (2 + 3a + 4a^2)d1^3d2^97 + (4 + 4a + 4a^2)d1^4d2^97 + (3 + 0a + 1a^2)d1^5d2^97 + (3 + 3a + 3a^2)d1^6d2^97 + (1 + 4a + 3a^2)d1^7d2^97 + (0 + 3a + 4a^2)d1^8d2^97 + (1 + 3a + 0a^2)d1^9d2^97 + (0 + 4a + 4a^2)d1^10d2^97 + (2 + 4a + 4a^2)d1^11d2^97 + (0 + 2a + 1a^2)d1^12d2^97 + (3 + 1a + 0a^2)d1^13d2^97 + (1 + 3a + 2a^2)d1^14d2^97 + (0 + 1a + 0a^2)d1^15d2^97 + (1 + 0a + 4a^2)d1^16d2^97 + (2 + 2a + 3a^2)d1^17d2^97 + (0 + 1a + 3a^2)d1^18d2^97 + (0 + 1a + 2a^2)d1^19d2^97 + (2 + 3a + 0a^2)d1^20d2^97 + (2 + 2a + 4a^2)d1^21d2^97 + (4 + 0a + 1a^2)d1^22d2^97 + (4 + 4a + 1a^2)d1^23d2^97 + (4 + 0a + 4a^2)d1^24d2^97 + (4 + 4a + 0a^2)d1^25d2^97 + (2 + 1a + 2a^2)d1^26d2^97 + (0 + 2a + 4a^2)d1^27d2^97 + (1 + 4a + 4a^2)d1^28d2^97 + (0 + 1a + 1a^2)d1^29d2^97 + (0 + 3a + 0a^2)d1^30d2^97 + (4 + 2a + 4a^2)d1^31d2^97 + (3 + 4a + 0a^2)d1^32d2^97 + (1 + 3a + 1a^2)d1^33d2^97 + (0 + 4a + 2a^2)d1^34d2^97 + (3 + 3a + 2a^2)d1^35d2^97 + (0 + 2a + 2a^2)d1^36d2^97 + (2 + 3a + 2a^2)d1^37d2^97 + (4 + 1a + 3a^2)d1^38d2^97 + (0 + 2a + 1a^2)d1^39d2^97 + (4 + 0a + 4a^2)d1^40d2^97 + (0 + 4a + 0a^2)d1^41d2^97 + (0 + 2a + 4a^2)d1^42d2^97 + (2 + 1a + 1a^2)d1^43d2^97 + (4 + 0a + 2a^2)d1^44d2^97 + (4 + 3a + 4a^2)d1^45d2^97 + (2 + 4a + 1a^2)d1^46d2^97 + (0 + 4a + 2a^2)d1^47d2^97 + (0 + 4a + 0a^2)d1^48d2^97 + (3 + 3a + 4a^2)d1^49d2^97 + (3 + 2a + 1a^2)d1^50d2^97 + (4 + 4a + 0a^2)d1^51d2^97 + (2 + 3a + 1a^2)d1^52d2^97 + (0 + 3a + 1a^2)d1^53d2^97 + (2 + 2a + 1a^2)d1^54d2^97 + (2 + 0a + 3a^2)d1^55d2^97 + (0 + 1a + 3a^2)d1^56d2^97 + (2 + 4a + 2a^2)d1^57d2^97 + (1 + 4a + 0a^2)d1^58d2^97 + (4 + 4a + 3a^2)d1^59d2^97 + (2 + 0a + 4a^2)d1^60d2^97 + (3 + 2a + 4a^2)d1^61d2^97 + (4 + 4a + 4a^2)d1^62d2^97 + (2 + 0a + 2a^2)d1^63d2^97 + (2 + 2a + 3a^2)d1^64d2^97 + (4 + 0a + 4a^2)d1^65d2^97 + (3 + 2a + 4a^2)d1^66d2^97 + (1 + 1a + 4a^2)d1^67d2^97 + (1 + 4a + 0a^2)d1^68d2^97 + (4 + 1a + 2a^2)d1^69d2^97 + (4 + 3a + 3a^2)d1^70d2^97 + (3 + 2a + 0a^2)d1^71d2^97 + (3 + 3a + 0a^2)d1^72d2^97 + (2 + 3a + 1a^2)d1^73d2^97 + (1 + 3a + 0a^2)d1^74d2^97 + (1 + 2a + 2a^2)d1^75d2^97 + (1 + 4a + 3a^2)d1^76d2^97 + (1 + 0a + 3a^2)d1^77d2^97 + (3 + 2a + 2a^2)d1^78d2^97 + (4 + 0a + 4a^2)d1^79d2^97 + (4 + 3a + 2a^2)d1^80d2^97 + (1 + 1a + 3a^2)d1^81d2^97 + (3 + 4a + 0a^2)d1^82d2^97 + (4 + 4a + 0a^2)d1^83d2^97 + (4 + 0a + 3a^2)d1^84d2^97 + (1 + 4a + 1a^2)d1^85d2^97 + (4 + 4a + 0a^2)d1^86d2^97 + (0 + 1a + 4a^2)d1^87d2^97 + (1 + 1a + 1a^2)d1^88d2^97 + (3 + 3a + 3a^2)d1^89d2^97 + (4 + 2a + 0a^2)d1^90d2^97 + (4 + 1a + 0a^2)d1^91d2^97 + (2 + 2a + 4a^2)d1^92d2^97 + (1 + 0a + 1a^2)d1^93d2^97 + (4 + 4a + 0a^2)d1^94d2^97 + (0 + 3a + 4a^2)d1^95d2^97 + (2 + 4a + 2a^2)d1^96d2^97 + (3 + 2a + 3a^2)d1^97d2^97 + (4 + 1a + 2a^2)d1^98d2^97 + (0 + 3a + 1a^2)d1^99d2^97 + (2 + 2a + 4a^2)d1^100d2^97 + (1 + 3a + 2a^2)d1^101d2^97 + (4 + 0a + 2a^2)d1^102d2^97 + (2 + 3a + 4a^2)d1^103d2^97 + (4 + 2a + 1a^2)d1^104d2^97 + (2 + 0a + 3a^2)d1^105d2^97 + (1 + 0a + 2a^2)d1^106d2^97 + (3 + 2a + 1a^2)d1^107d2^97 + (3 + 0a + 0a^2)d1^108d2^97 + (0 + 4a + 3a^2)d1^109d2^97 + (1 + 3a + 4a^2)d1^110d2^97 + (2 + 0a + 0a^2)d1^111d2^97 + (2 + 2a + 4a^2)d1^112d2^97 + (2 + 1a + 2a^2)d1^113d2^97 + (0 + 2a + 1a^2)d1^114d2^97 + (4 + 1a + 3a^2)d1^115d2^97 + (2 + 1a + 0a^2)d1^116d2^97 + (2 + 0a + 4a^2)d1^117d2^97 + (4 + 1a + 3a^2)d1^118d2^97 + (0 + 0a + 1a^2)d1^119d2^97 + (1 + 0a + 1a^2)d1^120d2^97 + (1 + 2a + 0a^2)d1^121d2^97 + (4 + 1a + 0a^2)d1^122d2^97 + (3 + 4a + 4a^2)d1^123d2^97 + (2 + 4a + 4a^2)d1^124d2^97 + (4 + 0a + 3a^2)d1^125d2^97 + (1 + 3a + 0a^2)d1^126d2^97 + (3 + 0a + 4a^2)d1^127d2^97 + (4 + 4a + 4a^2)d1^128d2^97 + (3 + 3a + 2a^2)d1^129d2^97 + (0 + 3a + 0a^2)d1^130d2^97 + (2 + 0a + 3a^2)d1^131d2^97 + (3 + 3a + 1a^2)d1^132d2^97 + (3 + 4a + 4a^2)d1^133d2^97 + (3 + 3a + 1a^2)d1^134d2^97 + (1 + 0a + 1a^2)d1^135d2^97 + (4 + 0a + 4a^2)d1^136d2^97 + (2 + 3a + 1a^2)d1^137d2^97 + (2 + 0a + 2a^2)d1^138d2^97 + (1 + 3a + 1a^2)d1^139d2^97 + (3 + 2a + 0a^2)d1^140d2^97 + (4 + 3a + 3a^2)d1^141d2^97 + (2 + 1a + 2a^2)d1^142d2^97 + (3 + 4a + 3a^2)d1^143d2^97 + (1 + 3a + 3a^2)d1^144d2^97 + (2 + 1a + 1a^2)d1^145d2^97 + (4 + 4a + 4a^2)d1^146d2^97 + (4 + 4a + 1a^2)d1^147d2^97 + (1 + 0a + 4a^2)d1^148d2^97 + (2 + 1a + 0a^2)d1^149d2^97 + (4 + 2a + 1a^2)d1^150d2^97 + (3 + 1a + 1a^2)d1^151d2^97 + (2 + 2a + 3a^2)d1^152d2^97 + (1 + 1a + 3a^2)d1^153d2^97 + (1 + 1a + 4a^2)d1^154d2^97 + (3 + 2a + 3a^2)d1^155d2^97 + (3 + 3a + 0a^2)d1^156d2^97 + (2 + 4a + 2a^2)d1^157d2^97 + (3 + 4a + 1a^2)d1^158d2^97 + (0 + 2a + 2a^2)d1^159d2^97 + (0 + 2a + 1a^2)d1^161d2^97 + (1 + 2a + 4a^2)d1^162d2^97 + (0 + 3a + 3a^2)d1^163d2^97 + (1 + 4a + 4a^2)d1^164d2^97 + (2 + 1a + 0a^2)d1^165d2^97 + (4 + 3a + 1a^2)d1^166d2^97 + (4 + 1a + 3a^2)d1^167d2^97 + (4 + 2a + 2a^2)d1^168d2^97 + (3 + 4a + 2a^2)d1^169d2^97 + (4 + 4a + 1a^2)d1^170d2^97 + (4 + 3a + 1a^2)d1^171d2^97 + (3 + 1a + 3a^2)d1^172d2^97 + (4 + 4a + 0a^2)d1^173d2^97 + (0 + 0a + 3a^2)d1^174d2^97 + (2 + 0a + 2a^2)d1^175d2^97 + (3 + 4a + 3a^2)d1^176d2^97 + (1 + 0a + 2a^2)d1^177d2^97 + (3 + 3a + 4a^2)d1^178d2^97 + (2 + 1a + 2a^2)d1^179d2^97 + (4 + 0a + 2a^2)d1^180d2^97 + (0 + 1a + 3a^2)d1^181d2^97 + (1 + 1a + 3a^2)d1^182d2^97 + (2 + 0a + 4a^2)d1^183d2^97 + (0 + 3a + 2a^2)d1^184d2^97 + (3 + 4a + 2a^2)d1^185d2^97 + (4 + 1a + 3a^2)d1^186d2^97 + (3 + 1a + 3a^2)d1^187d2^97 + (4 + 2a + 4a^2)d1^188d2^97 + (2 + 4a + 2a^2)d1^189d2^97 + (2 + 4a + 3a^2)d1^190d2^97 + (2 + 3a + 4a^2)d1^191d2^97 + (4 + 2a + 0a^2)d1^192d2^97 + (0 + 1a + 3a^2)d1^193d2^97 + (0 + 1a + 0a^2)d1^194d2^97 + (4 + 3a + 4a^2)d1^195d2^97 + (4 + 1a + 1a^2)d1^196d2^97 + (0 + 2a + 4a^2)d1^197d2^97 + (3 + 1a + 3a^2)d1^198d2^97 + (0 + 3a + 4a^2)d1^199d2^97 + (3 + 2a + 0a^2)d1^200d2^97 + (0 + 4a + 0a^2)d1^201d2^97 + (1 + 4a + 4a^2)d1^202d2^97 + (0 + 2a + 2a^2)d1^203d2^97 + (4 + 0a + 1a^2)d1^204d2^97 + (0 + 4a + 0a^2)d1^205d2^97 + (2 + 3a + 1a^2)d1^206d2^97 + (2 + 4a + 4a^2)d1^207d2^97 + (4 + 2a + 2a^2)d1^208d2^97 + (0 + 3a + 4a^2)d1^209d2^97 + (2 + 0a + 0a^2)d1^210d2^97 + (2 + 3a + 1a^2)d1^211d2^97 + (4 + 0a + 0a^2)d1^212d2^97 + (1 + 0a + 3a^2)d1^213d2^97 + (4 + 1a + 0a^2)d1^214d2^97 + (2 + 4a + 2a^2)d1^215d2^97 + (2 + 1a + 1a^2)d1^216d2^97 + (1 + 4a + 4a^2)d1^217d2^97 + (1 + 2a + 2a^2)d1^218d2^97 + (2 + 2a + 3a^2)d1^219d2^97 + (1 + 0a + 2a^2)d1^220d2^97 + (4 + 1a + 1a^2)d1^221d2^97 + (2 + 3a + 0a^2)d1^222d2^97 + (4 + 4a + 0a^2)d1^223d2^97 + (2 + 1a + 0a^2)d1^224d2^97 + (2 + 0a + 3a^2)d1^225d2^97 + (4 + 1a + 3a^2)d1^226d2^97 + (1 + 0a + 1a^2)d1^227d2^97 + (3 + 3a + 1a^2)d1^228d2^97 + (3 + 3a + 0a^2)d1^229d2^97 + (3 + 3a + 1a^2)d1^230d2^97 + (3 + 4a + 3a^2)d1^231d2^97 + (0 + 2a + 1a^2)d1^232d2^97 + (3 + 3a + 4a^2)d1^233d2^97 + (3 + 3a + 1a^2)d1^234d2^97 + (1 + 1a + 1a^2)d1^235d2^97 + (0 + 3a + 1a^2)d1^236d2^97 + (2 + 3a + 3a^2)d1^237d2^97 + (1 + 2a + 3a^2)d1^238d2^97 + (0 + 1a + 1a^2)d1^239d2^97 + (1 + 3a + 2a^2)d1^240d2^97 + (3 + 2a + 3a^2)d1^241d2^97 + (1 + 4a + 0a^2)d1^242d2^97 + (4 + 3a + 4a^2)d1^243d2^97 + (3 + 2a + 0a^2)d1^244d2^97 + (1 + 4a + 0a^2)d1^245d2^97 + (1 + 2a + 2a^2)d1^246d2^97 + (3 + 1a + 4a^2)d1^247d2^97 + (1 + 0a + 0a^2)d1^248d2^97 + (2 + 0a + 4a^2)d1^249d2^97 + (4 + 1a + 2a^2)d1^250d2^97 + (0 + 1a + 2a^2)d1^251d2^97 + (2 + 1a + 3a^2)d1^252d2^97 + (4 + 0a + 0a^2)d1^254d2^97 + (3 + 1a + 2a^2)d1^255d2^97 + (1 + 0a + 3a^2)d1^257d2^97 + (1 + 4a + 2a^2)d1^258d2^97 + (3 + 0a + 4a^2)d1^259d2^97 + (3 + 3a + 2a^2)d1^260d2^97 + (1 + 2a + 2a^2)d1^261d2^97 + (4 + 1a + 2a^2)d1^262d2^97 + (4 + 3a + 0a^2)d1^263d2^97 + (3 + 0a + 4a^2)d1^264d2^97 + (3 + 4a + 2a^2)d1^265d2^97 + (4 + 0a + 4a^2)d1^266d2^97 + (2 + 3a + 2a^2)d1^267d2^97 + (1 + 0a + 0a^2)d1^268d2^97 + (2 + 3a + 3a^2)d1^269d2^97 + (1 + 2a + 0a^2)d1^270d2^97 + (2 + 0a + 4a^2)d1^271d2^97 + (4 + 0a + 2a^2)d1^272d2^97 + (3 + 3a + 2a^2)d1^273d2^97 + (2 + 2a + 4a^2)d1^274d2^97 + (3 + 1a + 0a^2)d1^275d2^97 + (3 + 1a + 0a^2)d1^276d2^97 + (3 + 3a + 3a^2)d1^277d2^97 + (2 + 1a + 3a^2)d1^278d2^97 + (4 + 0a + 1a^2)d1^279d2^97 + (2 + 4a + 1a^2)d1^280d2^97 + (4 + 3a + 4a^2)d1^281d2^97 + (4 + 3a + 1a^2)d1^282d2^97 + (4 + 4a + 2a^2)d1^283d2^97 + (0 + 3a + 0a^2)d1^284d2^97 + (2 + 1a + 0a^2)d1^285d2^97 + (0 + 1a + 3a^2)d1^286d2^97 + (1 + 2a + 3a^2)d1^287d2^97 + (2 + 0a + 1a^2)d1^288d2^97 + (4 + 4a + 4a^2)d1^289d2^97 + (2 + 4a + 4a^2)d1^290d2^97 + (3 + 4a + 4a^2)d1^291d2^97 + (2 + 1a + 1a^2)d1^292d2^97 + (0 + 0a + 4a^2)d2^98 + (0 + 2a + 2a^2)d1^1d2^98 + (4 + 1a + 0a^2)d1^2d2^98 + (3 + 3a + 4a^2)d1^3d2^98 + (0 + 1a + 0a^2)d1^4d2^98 + (3 + 0a + 3a^2)d1^5d2^98 + (4 + 3a + 3a^2)d1^6d2^98 + (3 + 4a + 3a^2)d1^7d2^98 + (1 + 1a + 0a^2)d1^8d2^98 + (1 + 1a + 3a^2)d1^9d2^98 + (1 + 4a + 1a^2)d1^10d2^98 + (1 + 0a + 4a^2)d1^11d2^98 + (1 + 1a + 0a^2)d1^12d2^98 + (4 + 0a + 0a^2)d1^13d2^98 + (0 + 1a + 1a^2)d1^14d2^98 + (2 + 3a + 4a^2)d1^15d2^98 + (3 + 0a + 2a^2)d1^16d2^98 + (0 + 2a + 3a^2)d1^17d2^98 + (4 + 1a + 2a^2)d1^18d2^98 + (3 + 3a + 0a^2)d1^19d2^98 + (2 + 2a + 2a^2)d1^20d2^98 + (1 + 2a + 1a^2)d1^21d2^98 + (1 + 0a + 0a^2)d1^22d2^98 + (2 + 1a + 1a^2)d1^23d2^98 + (4 + 1a + 2a^2)d1^24d2^98 + (3 + 0a + 0a^2)d1^25d2^98 + (4 + 1a + 2a^2)d1^26d2^98 + (0 + 4a + 0a^2)d1^27d2^98 + (3 + 0a + 3a^2)d1^28d2^98 + (3 + 4a + 4a^2)d1^29d2^98 + (0 + 1a + 1a^2)d1^30d2^98 + (0 + 1a + 4a^2)d1^31d2^98 + (3 + 4a + 4a^2)d1^32d2^98 + (3 + 4a + 2a^2)d1^33d2^98 + (2 + 1a + 0a^2)d1^34d2^98 + (0 + 3a + 3a^2)d1^35d2^98 + (1 + 2a + 3a^2)d1^36d2^98 + (3 + 1a + 1a^2)d1^37d2^98 + (0 + 4a + 4a^2)d1^38d2^98 + (2 + 1a + 1a^2)d1^39d2^98 + (0 + 3a + 2a^2)d1^40d2^98 + (3 + 3a + 1a^2)d1^41d2^98 + (3 + 0a + 1a^2)d1^42d2^98 + (2 + 2a + 4a^2)d1^43d2^98 + (1 + 4a + 0a^2)d1^44d2^98 + (3 + 4a + 0a^2)d1^45d2^98 + (1 + 4a + 1a^2)d1^46d2^98 + (4 + 0a + 4a^2)d1^47d2^98 + (4 + 1a + 0a^2)d1^48d2^98 + (1 + 1a + 2a^2)d1^49d2^98 + (1 + 1a + 0a^2)d1^50d2^98 + (0 + 0a + 2a^2)d1^51d2^98 + (4 + 4a + 2a^2)d1^52d2^98 + (2 + 3a + 3a^2)d1^53d2^98 + (4 + 0a + 0a^2)d1^54d2^98 + (3 + 1a + 2a^2)d1^55d2^98 + (2 + 1a + 2a^2)d1^56d2^98 + (0 + 1a + 3a^2)d1^57d2^98 + (1 + 4a + 0a^2)d1^58d2^98 + (2 + 4a + 4a^2)d1^59d2^98 + (0 + 4a + 2a^2)d1^60d2^98 + (0 + 4a + 1a^2)d1^61d2^98 + (4 + 3a + 1a^2)d1^62d2^98 + (2 + 4a + 0a^2)d1^63d2^98 + (4 + 0a + 4a^2)d1^64d2^98 + (4 + 2a + 0a^2)d1^65d2^98 + (2 + 2a + 0a^2)d1^66d2^98 + (2 + 1a + 3a^2)d1^67d2^98 + (1 + 2a + 3a^2)d1^68d2^98 + (2 + 3a + 0a^2)d1^69d2^98 + (1 + 1a + 4a^2)d1^70d2^98 + (4 + 2a + 4a^2)d1^71d2^98 + (3 + 3a + 1a^2)d1^72d2^98 + (1 + 2a + 4a^2)d1^73d2^98 + (1 + 3a + 1a^2)d1^74d2^98 + (1 + 4a + 0a^2)d1^75d2^98 + (3 + 2a + 0a^2)d1^76d2^98 + (1 + 4a + 1a^2)d1^77d2^98 + (0 + 4a + 2a^2)d1^78d2^98 + (4 + 2a + 2a^2)d1^79d2^98 + (1 + 2a + 0a^2)d1^80d2^98 + (2 + 2a + 4a^2)d1^81d2^98 + (4 + 1a + 2a^2)d1^82d2^98 + (0 + 1a + 4a^2)d1^83d2^98 + (0 + 4a + 2a^2)d1^84d2^98 + (4 + 1a + 4a^2)d1^85d2^98 + (1 + 1a + 1a^2)d1^86d2^98 + (3 + 3a + 1a^2)d1^87d2^98 + (2 + 1a + 4a^2)d1^88d2^98 + (0 + 3a + 2a^2)d1^89d2^98 + (2 + 3a + 3a^2)d1^90d2^98 + (4 + 1a + 3a^2)d1^91d2^98 + (4 + 3a + 4a^2)d1^92d2^98 + (4 + 2a + 0a^2)d1^93d2^98 + (3 + 1a + 1a^2)d1^94d2^98 + (3 + 1a + 3a^2)d1^95d2^98 + (4 + 3a + 4a^2)d1^96d2^98 + (0 + 1a + 1a^2)d1^97d2^98 + (0 + 3a + 1a^2)d1^98d2^98 + (1 + 0a + 4a^2)d1^99d2^98 + (3 + 2a + 0a^2)d1^100d2^98 + (2 + 3a + 2a^2)d1^101d2^98 + (3 + 3a + 4a^2)d1^102d2^98 + (3 + 1a + 1a^2)d1^103d2^98 + (1 + 0a + 1a^2)d1^104d2^98 + (3 + 1a + 4a^2)d1^105d2^98 + (2 + 2a + 1a^2)d1^106d2^98 + (1 + 4a + 3a^2)d1^107d2^98 + (2 + 4a + 4a^2)d1^108d2^98 + (4 + 2a + 4a^2)d1^109d2^98 + (4 + 0a + 3a^2)d1^110d2^98 + (0 + 0a + 3a^2)d1^111d2^98 + (4 + 4a + 0a^2)d1^112d2^98 + (0 + 0a + 1a^2)d1^113d2^98 + (0 + 2a + 4a^2)d1^114d2^98 + (2 + 2a + 2a^2)d1^115d2^98 + (1 + 1a + 3a^2)d1^116d2^98 + (1 + 4a + 4a^2)d1^117d2^98 + (0 + 3a + 0a^2)d1^118d2^98 + (2 + 1a + 4a^2)d1^119d2^98 + (1 + 4a + 4a^2)d1^120d2^98 + (2 + 4a + 0a^2)d1^121d2^98 + (4 + 3a + 0a^2)d1^122d2^98 + (3 + 0a + 0a^2)d1^123d2^98 + (3 + 1a + 2a^2)d1^124d2^98 + (4 + 1a + 1a^2)d1^125d2^98 + (3 + 1a + 3a^2)d1^126d2^98 + (1 + 0a + 2a^2)d1^127d2^98 + (4 + 3a + 1a^2)d1^128d2^98 + (2 + 3a + 1a^2)d1^129d2^98 + (1 + 2a + 3a^2)d1^130d2^98 + (1 + 3a + 2a^2)d1^131d2^98 + (4 + 0a + 3a^2)d1^132d2^98 + (2 + 3a + 3a^2)d1^133d2^98 + (1 + 3a + 2a^2)d1^134d2^98 + (0 + 4a + 2a^2)d1^135d2^98 + (3 + 0a + 1a^2)d1^136d2^98 + (3 + 1a + 0a^2)d1^137d2^98 + (2 + 2a + 1a^2)d1^138d2^98 + (2 + 0a + 4a^2)d1^139d2^98 + (2 + 4a + 4a^2)d1^140d2^98 + (0 + 4a + 3a^2)d1^141d2^98 + (0 + 4a + 3a^2)d1^142d2^98 + (2 + 4a + 0a^2)d1^143d2^98 + (1 + 3a + 0a^2)d1^144d2^98 + (3 + 2a + 4a^2)d1^145d2^98 + (1 + 2a + 2a^2)d1^146d2^98 + (1 + 2a + 0a^2)d1^147d2^98 + (1 + 3a + 1a^2)d1^148d2^98 + (2 + 1a + 0a^2)d1^149d2^98 + (4 + 0a + 0a^2)d1^150d2^98 + (4 + 0a + 1a^2)d1^151d2^98 + (0 + 4a + 0a^2)d1^152d2^98 + (1 + 2a + 1a^2)d1^153d2^98 + (0 + 2a + 2a^2)d1^154d2^98 + (3 + 1a + 1a^2)d1^155d2^98 + (0 + 1a + 1a^2)d1^156d2^98 + (0 + 3a + 3a^2)d1^157d2^98 + (1 + 0a + 1a^2)d1^158d2^98 + (1 + 4a + 4a^2)d1^159d2^98 + (0 + 1a + 2a^2)d1^160d2^98 + (2 + 1a + 3a^2)d1^161d2^98 + (1 + 2a + 0a^2)d1^162d2^98 + (4 + 1a + 1a^2)d1^163d2^98 + (1 + 3a + 4a^2)d1^164d2^98 + (3 + 4a + 3a^2)d1^165d2^98 + (4 + 1a + 4a^2)d1^166d2^98 + (0 + 4a + 4a^2)d1^167d2^98 + (0 + 2a + 2a^2)d1^168d2^98 + (2 + 2a + 4a^2)d1^169d2^98 + (4 + 3a + 2a^2)d1^170d2^98 + (2 + 2a + 1a^2)d1^171d2^98 + (3 + 4a + 0a^2)d1^172d2^98 + (2 + 0a + 0a^2)d1^173d2^98 + (2 + 0a + 1a^2)d1^174d2^98 + (2 + 1a + 1a^2)d1^175d2^98 + (3 + 0a + 2a^2)d1^176d2^98 + (4 + 1a + 0a^2)d1^177d2^98 + (1 + 1a + 3a^2)d1^178d2^98 + (3 + 2a + 1a^2)d1^179d2^98 + (1 + 3a + 1a^2)d1^180d2^98 + (3 + 0a + 2a^2)d1^181d2^98 + (1 + 4a + 1a^2)d1^182d2^98 + (3 + 3a + 4a^2)d1^183d2^98 + (1 + 1a + 3a^2)d1^184d2^98 + (0 + 2a + 1a^2)d1^185d2^98 + (0 + 2a + 3a^2)d1^186d2^98 + (0 + 2a + 0a^2)d1^187d2^98 + (2 + 0a + 4a^2)d1^188d2^98 + (0 + 4a + 3a^2)d1^189d2^98 + (4 + 1a + 0a^2)d1^190d2^98 + (4 + 4a + 4a^2)d1^191d2^98 + (2 + 4a + 4a^2)d1^192d2^98 + (1 + 2a + 1a^2)d1^193d2^98 + (2 + 2a + 2a^2)d1^194d2^98 + (1 + 3a + 4a^2)d1^195d2^98 + (0 + 4a + 2a^2)d1^196d2^98 + (3 + 1a + 3a^2)d1^197d2^98 + (4 + 0a + 1a^2)d1^198d2^98 + (0 + 2a + 1a^2)d1^199d2^98 + (1 + 4a + 0a^2)d1^200d2^98 + (4 + 2a + 4a^2)d1^201d2^98 + (3 + 0a + 0a^2)d1^202d2^98 + (2 + 2a + 4a^2)d1^203d2^98 + (4 + 2a + 2a^2)d1^204d2^98 + (3 + 0a + 1a^2)d1^205d2^98 + (1 + 0a + 3a^2)d1^206d2^98 + (4 + 0a + 0a^2)d1^207d2^98 + (4 + 4a + 0a^2)d1^208d2^98 + (1 + 3a + 3a^2)d1^209d2^98 + (2 + 1a + 4a^2)d1^210d2^98 + (4 + 3a + 2a^2)d1^211d2^98 + (1 + 0a + 0a^2)d1^212d2^98 + (3 + 4a + 2a^2)d1^213d2^98 + (1 + 0a + 4a^2)d1^214d2^98 + (1 + 4a + 3a^2)d1^215d2^98 + (1 + 1a + 3a^2)d1^216d2^98 + (2 + 1a + 2a^2)d1^217d2^98 + (3 + 0a + 1a^2)d1^218d2^98 + (1 + 1a + 0a^2)d1^219d2^98 + (2 + 1a + 4a^2)d1^220d2^98 + (4 + 4a + 2a^2)d1^221d2^98 + (1 + 0a + 4a^2)d1^222d2^98 + (2 + 2a + 4a^2)d1^224d2^98 + (0 + 4a + 2a^2)d1^225d2^98 + (4 + 4a + 1a^2)d1^226d2^98 + (2 + 2a + 3a^2)d1^227d2^98 + (2 + 2a + 0a^2)d1^228d2^98 + (3 + 3a + 3a^2)d1^229d2^98 + (2 + 4a + 4a^2)d1^230d2^98 + (1 + 3a + 2a^2)d1^231d2^98 + (4 + 3a + 2a^2)d1^232d2^98 + (0 + 0a + 3a^2)d1^233d2^98 + (3 + 4a + 4a^2)d1^234d2^98 + (1 + 4a + 1a^2)d1^235d2^98 + (1 + 2a + 2a^2)d1^236d2^98 + (2 + 3a + 0a^2)d1^237d2^98 + (3 + 3a + 3a^2)d1^238d2^98 + (3 + 0a + 3a^2)d1^239d2^98 + (1 + 0a + 4a^2)d1^240d2^98 + (4 + 0a + 2a^2)d1^241d2^98 + (3 + 3a + 2a^2)d1^242d2^98 + (3 + 1a + 2a^2)d1^243d2^98 + (0 + 3a + 4a^2)d1^244d2^98 + (1 + 0a + 3a^2)d1^245d2^98 + (0 + 3a + 2a^2)d1^246d2^98 + (1 + 0a + 0a^2)d1^247d2^98 + (0 + 1a + 1a^2)d1^248d2^98 + (2 + 0a + 2a^2)d1^249d2^98 + (0 + 1a + 3a^2)d1^250d2^98 + (4 + 3a + 0a^2)d1^251d2^98 + (1 + 0a + 4a^2)d1^252d2^98 + (2 + 3a + 2a^2)d1^253d2^98 + (3 + 2a + 3a^2)d1^254d2^98 + (1 + 3a + 2a^2)d1^255d2^98 + (4 + 1a + 4a^2)d1^256d2^98 + (2 + 1a + 1a^2)d1^257d2^98 + (0 + 4a + 3a^2)d1^258d2^98 + (2 + 4a + 3a^2)d1^259d2^98 + (0 + 2a + 2a^2)d1^260d2^98 + (0 + 4a + 4a^2)d1^261d2^98 + (2 + 2a + 0a^2)d1^262d2^98 + (0 + 3a + 3a^2)d1^263d2^98 + (1 + 3a + 4a^2)d1^264d2^98 + (3 + 3a + 3a^2)d1^265d2^98 + (3 + 0a + 1a^2)d1^266d2^98 + (2 + 4a + 3a^2)d1^267d2^98 + (1 + 2a + 2a^2)d1^268d2^98 + (2 + 2a + 3a^2)d1^269d2^98 + (1 + 3a + 0a^2)d1^270d2^98 + (1 + 3a + 4a^2)d1^271d2^98 + (3 + 1a + 1a^2)d1^272d2^98 + (0 + 4a + 1a^2)d1^273d2^98 + (4 + 0a + 3a^2)d1^274d2^98 + (1 + 4a + 4a^2)d1^275d2^98 + (4 + 0a + 3a^2)d1^276d2^98 + (2 + 0a + 3a^2)d1^277d2^98 + (0 + 2a + 2a^2)d1^278d2^98 + (4 + 1a + 3a^2)d1^279d2^98 + (0 + 4a + 4a^2)d1^280d2^98 + (4 + 1a + 2a^2)d1^281d2^98 + (0 + 4a + 4a^2)d1^282d2^98 + (3 + 1a + 2a^2)d1^283d2^98 + (3 + 1a + 4a^2)d1^284d2^98 + (2 + 4a + 0a^2)d1^285d2^98 + (2 + 4a + 0a^2)d1^286d2^98 + (1 + 1a + 3a^2)d1^287d2^98 + (4 + 4a + 4a^2)d1^288d2^98 + (0 + 3a + 2a^2)d1^289d2^98 + (0 + 0a + 2a^2)d1^290d2^98 + (0 + 2a + 1a^2)d1^291d2^98 + (2 + 4a + 3a^2)d1^292d2^98 + (4 + 2a + 4a^2)d1^293d2^98 + (4 + 2a + 0a^2)d2^99 + (1 + 2a + 3a^2)d1^1d2^99 + (2 + 4a + 1a^2)d1^2d2^99 + (0 + 2a + 2a^2)d1^3d2^99 + (2 + 2a + 4a^2)d1^4d2^99 + (2 + 2a + 0a^2)d1^5d2^99 + (3 + 0a + 4a^2)d1^6d2^99 + (1 + 2a + 4a^2)d1^7d2^99 + (4 + 1a + 3a^2)d1^8d2^99 + (4 + 2a + 1a^2)d1^9d2^99 + (2 + 3a + 3a^2)d1^10d2^99 + (3 + 1a + 2a^2)d1^11d2^99 + (3 + 4a + 1a^2)d1^12d2^99 + (2 + 0a + 4a^2)d1^13d2^99 + (2 + 3a + 2a^2)d1^14d2^99 + (2 + 2a + 1a^2)d1^15d2^99 + (0 + 2a + 2a^2)d1^16d2^99 + (2 + 0a + 1a^2)d1^17d2^99 + (0 + 3a + 2a^2)d1^18d2^99 + (4 + 2a + 4a^2)d1^19d2^99 + (3 + 0a + 4a^2)d1^20d2^99 + (2 + 0a + 0a^2)d1^21d2^99 + (1 + 1a + 1a^2)d1^22d2^99 + (2 + 3a + 4a^2)d1^23d2^99 + (1 + 3a + 4a^2)d1^24d2^99 + (4 + 0a + 3a^2)d1^25d2^99 + (0 + 0a + 2a^2)d1^26d2^99 + (4 + 2a + 2a^2)d1^27d2^99 + (1 + 1a + 1a^2)d1^28d2^99 + (3 + 0a + 0a^2)d1^29d2^99 + (0 + 2a + 2a^2)d1^30d2^99 + (1 + 4a + 2a^2)d1^31d2^99 + (1 + 0a + 2a^2)d1^32d2^99 + (1 + 2a + 1a^2)d1^33d2^99 + (1 + 3a + 2a^2)d1^34d2^99 + (2 + 2a + 1a^2)d1^35d2^99 + (4 + 2a + 0a^2)d1^36d2^99 + (1 + 4a + 3a^2)d1^37d2^99 + (1 + 2a + 2a^2)d1^38d2^99 + (1 + 0a + 3a^2)d1^39d2^99 + (1 + 2a + 0a^2)d1^40d2^99 + (0 + 1a + 0a^2)d1^41d2^99 + (0 + 2a + 3a^2)d1^42d2^99 + (1 + 4a + 2a^2)d1^43d2^99 + (3 + 2a + 0a^2)d1^44d2^99 + (4 + 2a + 4a^2)d1^45d2^99 + (2 + 0a + 2a^2)d1^46d2^99 + (4 + 4a + 2a^2)d1^47d2^99 + (1 + 3a + 2a^2)d1^48d2^99 + (3 + 1a + 1a^2)d1^49d2^99 + (3 + 3a + 2a^2)d1^50d2^99 + (4 + 3a + 2a^2)d1^51d2^99 + (0 + 1a + 3a^2)d1^52d2^99 + (2 + 1a + 4a^2)d1^53d2^99 + (0 + 4a + 1a^2)d1^54d2^99 + (4 + 4a + 1a^2)d1^55d2^99 + (1 + 2a + 0a^2)d1^56d2^99 + (0 + 3a + 0a^2)d1^57d2^99 + (4 + 3a + 3a^2)d1^58d2^99 + (3 + 4a + 3a^2)d1^59d2^99 + (4 + 3a + 1a^2)d1^60d2^99 + (1 + 2a + 2a^2)d1^61d2^99 + (1 + 3a + 1a^2)d1^62d2^99 + (2 + 1a + 1a^2)d1^63d2^99 + (1 + 2a + 0a^2)d1^64d2^99 + (2 + 0a + 4a^2)d1^65d2^99 + (4 + 1a + 2a^2)d1^66d2^99 + (3 + 0a + 4a^2)d1^67d2^99 + (2 + 1a + 0a^2)d1^68d2^99 + (4 + 4a + 1a^2)d1^69d2^99 + (3 + 1a + 4a^2)d1^70d2^99 + (2 + 3a + 2a^2)d1^71d2^99 + (0 + 3a + 2a^2)d1^72d2^99 + (1 + 1a + 3a^2)d1^73d2^99 + (3 + 2a + 4a^2)d1^74d2^99 + (3 + 3a + 2a^2)d1^75d2^99 + (3 + 3a + 2a^2)d1^76d2^99 + (0 + 0a + 1a^2)d1^77d2^99 + (4 + 2a + 4a^2)d1^78d2^99 + (2 + 1a + 3a^2)d1^79d2^99 + (2 + 2a + 1a^2)d1^80d2^99 + (3 + 4a + 0a^2)d1^81d2^99 + (3 + 4a + 1a^2)d1^82d2^99 + (4 + 3a + 3a^2)d1^83d2^99 + (4 + 0a + 1a^2)d1^84d2^99 + (4 + 2a + 3a^2)d1^86d2^99 + (1 + 2a + 2a^2)d1^87d2^99 + (2 + 2a + 1a^2)d1^88d2^99 + (2 + 3a + 4a^2)d1^89d2^99 + (3 + 2a + 1a^2)d1^90d2^99 + (1 + 4a + 1a^2)d1^91d2^99 + (4 + 2a + 0a^2)d1^92d2^99 + (4 + 4a + 2a^2)d1^93d2^99 + (2 + 4a + 4a^2)d1^95d2^99 + (3 + 0a + 1a^2)d1^96d2^99 + (3 + 4a + 0a^2)d1^97d2^99 + (3 + 0a + 4a^2)d1^98d2^99 + (0 + 2a + 2a^2)d1^99d2^99 + (1 + 3a + 3a^2)d1^100d2^99 + (1 + 3a + 1a^2)d1^101d2^99 + (4 + 0a + 4a^2)d1^102d2^99 + (2 + 0a + 0a^2)d1^103d2^99 + (2 + 0a + 3a^2)d1^104d2^99 + (2 + 2a + 2a^2)d1^105d2^99 + (3 + 0a + 1a^2)d1^106d2^99 + (4 + 0a + 3a^2)d1^107d2^99 + (2 + 0a + 2a^2)d1^108d2^99 + (4 + 1a + 1a^2)d1^109d2^99 + (4 + 1a + 1a^2)d1^110d2^99 + (2 + 3a + 2a^2)d1^111d2^99 + (1 + 0a + 3a^2)d1^112d2^99 + (3 + 3a + 2a^2)d1^113d2^99 + (0 + 3a + 3a^2)d1^114d2^99 + (3 + 3a + 1a^2)d1^115d2^99 + (1 + 3a + 4a^2)d1^116d2^99 + (0 + 0a + 4a^2)d1^117d2^99 + (1 + 2a + 0a^2)d1^118d2^99 + (4 + 1a + 3a^2)d1^119d2^99 + (4 + 0a + 0a^2)d1^120d2^99 + (2 + 4a + 4a^2)d1^121d2^99 + (2 + 1a + 2a^2)d1^122d2^99 + (2 + 3a + 1a^2)d1^123d2^99 + (3 + 0a + 2a^2)d1^124d2^99 + (1 + 4a + 0a^2)d1^125d2^99 + (2 + 3a + 0a^2)d1^126d2^99 + (4 + 3a + 2a^2)d1^127d2^99 + (2 + 0a + 2a^2)d1^128d2^99 + (1 + 4a + 4a^2)d1^129d2^99 + (2 + 4a + 3a^2)d1^130d2^99 + (3 + 1a + 3a^2)d1^131d2^99 + (1 + 2a + 2a^2)d1^132d2^99 + (3 + 2a + 2a^2)d1^133d2^99 + (3 + 0a + 4a^2)d1^134d2^99 + (0 + 1a + 4a^2)d1^135d2^99 + (0 + 2a + 3a^2)d1^136d2^99 + (1 + 1a + 0a^2)d1^137d2^99 + (1 + 0a + 2a^2)d1^138d2^99 + (4 + 0a + 1a^2)d1^139d2^99 + (1 + 4a + 4a^2)d1^140d2^99 + (2 + 2a + 1a^2)d1^141d2^99 + (2 + 2a + 4a^2)d1^142d2^99 + (4 + 4a + 1a^2)d1^144d2^99 + (4 + 3a + 1a^2)d1^145d2^99 + (4 + 3a + 1a^2)d1^146d2^99 + (1 + 4a + 0a^2)d1^147d2^99 + (2 + 3a + 1a^2)d1^148d2^99 + (2 + 3a + 2a^2)d1^149d2^99 + (4 + 1a + 0a^2)d1^150d2^99 + (0 + 0a + 1a^2)d1^151d2^99 + (3 + 2a + 3a^2)d1^152d2^99 + (1 + 4a + 2a^2)d1^153d2^99 + (0 + 1a + 0a^2)d1^154d2^99 + (3 + 0a + 1a^2)d1^155d2^99 + (2 + 0a + 3a^2)d1^156d2^99 + (2 + 1a + 1a^2)d1^157d2^99 + (2 + 1a + 0a^2)d1^158d2^99 + (2 + 1a + 1a^2)d1^159d2^99 + (0 + 4a + 1a^2)d1^160d2^99 + (1 + 3a + 3a^2)d1^161d2^99 + (1 + 0a + 1a^2)d1^162d2^99 + (1 + 3a + 1a^2)d1^163d2^99 + (3 + 0a + 3a^2)d1^164d2^99 + (4 + 4a + 3a^2)d1^165d2^99 + (4 + 3a + 0a^2)d1^166d2^99 + (2 + 4a + 4a^2)d1^167d2^99 + (3 + 2a + 4a^2)d1^168d2^99 + (3 + 4a + 3a^2)d1^169d2^99 + (1 + 4a + 4a^2)d1^170d2^99 + (0 + 0a + 1a^2)d1^171d2^99 + (1 + 0a + 3a^2)d1^172d2^99 + (0 + 0a + 3a^2)d1^173d2^99 + (1 + 3a + 3a^2)d1^174d2^99 + (3 + 3a + 2a^2)d1^175d2^99 + (4 + 3a + 0a^2)d1^176d2^99 + (3 + 1a + 4a^2)d1^177d2^99 + (4 + 1a + 1a^2)d1^178d2^99 + (2 + 1a + 4a^2)d1^179d2^99 + (2 + 3a + 3a^2)d1^180d2^99 + (3 + 0a + 0a^2)d1^181d2^99 + (0 + 0a + 4a^2)d1^182d2^99 + (1 + 2a + 1a^2)d1^183d2^99 + (1 + 4a + 3a^2)d1^184d2^99 + (2 + 0a + 0a^2)d1^185d2^99 + (1 + 4a + 3a^2)d1^186d2^99 + (2 + 1a + 3a^2)d1^187d2^99 + (1 + 4a + 3a^2)d1^188d2^99 + (4 + 2a + 2a^2)d1^189d2^99 + (2 + 0a + 4a^2)d1^190d2^99 + (4 + 0a + 3a^2)d1^191d2^99 + (2 + 1a + 0a^2)d1^192d2^99 + (0 + 4a + 4a^2)d1^193d2^99 + (3 + 3a + 0a^2)d1^194d2^99 + (4 + 1a + 0a^2)d1^195d2^99 + (1 + 1a + 1a^2)d1^196d2^99 + (3 + 0a + 0a^2)d1^197d2^99 + (1 + 2a + 3a^2)d1^198d2^99 + (0 + 4a + 2a^2)d1^199d2^99 + (3 + 3a + 0a^2)d1^200d2^99 + (1 + 1a + 2a^2)d1^201d2^99 + (1 + 3a + 2a^2)d1^202d2^99 + (1 + 0a + 1a^2)d1^203d2^99 + (1 + 1a + 3a^2)d1^204d2^99 + (2 + 4a + 0a^2)d1^205d2^99 + (0 + 1a + 3a^2)d1^206d2^99 + (4 + 1a + 4a^2)d1^207d2^99 + (3 + 0a + 1a^2)d1^208d2^99 + (0 + 3a + 0a^2)d1^209d2^99 + (0 + 2a + 3a^2)d1^210d2^99 + (0 + 4a + 4a^2)d1^211d2^99 + (2 + 4a + 4a^2)d1^212d2^99 + (4 + 0a + 2a^2)d1^213d2^99 + (3 + 0a + 4a^2)d1^214d2^99 + (1 + 4a + 0a^2)d1^215d2^99 + (1 + 0a + 3a^2)d1^216d2^99 + (2 + 3a + 0a^2)d1^217d2^99 + (0 + 3a + 2a^2)d1^218d2^99 + (2 + 4a + 3a^2)d1^219d2^99 + (1 + 0a + 1a^2)d1^220d2^99 + (1 + 4a + 3a^2)d1^221d2^99 + (0 + 3a + 4a^2)d1^222d2^99 + (3 + 1a + 3a^2)d1^223d2^99 + (1 + 4a + 3a^2)d1^224d2^99 + (0 + 4a + 3a^2)d1^225d2^99 + (2 + 2a + 0a^2)d1^226d2^99 + (4 + 1a + 1a^2)d1^227d2^99 + (0 + 0a + 2a^2)d1^228d2^99 + (4 + 2a + 4a^2)d1^229d2^99 + (4 + 0a + 2a^2)d1^230d2^99 + (3 + 3a + 2a^2)d1^231d2^99 + (4 + 0a + 4a^2)d1^232d2^99 + (4 + 1a + 4a^2)d1^233d2^99 + (2 + 4a + 2a^2)d1^234d2^99 + (4 + 1a + 0a^2)d1^235d2^99 + (0 + 4a + 2a^2)d1^236d2^99 + (3 + 1a + 0a^2)d1^237d2^99 + (3 + 1a + 4a^2)d1^238d2^99 + (1 + 1a + 3a^2)d1^239d2^99 + (0 + 1a + 2a^2)d1^240d2^99 + (4 + 0a + 1a^2)d1^241d2^99 + (3 + 2a + 0a^2)d1^242d2^99 + (0 + 0a + 2a^2)d1^243d2^99 + (3 + 1a + 2a^2)d1^244d2^99 + (1 + 2a + 3a^2)d1^245d2^99 + (0 + 2a + 2a^2)d1^246d2^99 + (0 + 3a + 2a^2)d1^247d2^99 + (3 + 2a + 2a^2)d1^248d2^99 + (1 + 3a + 0a^2)d1^249d2^99 + (1 + 1a + 0a^2)d1^250d2^99 + (1 + 3a + 0a^2)d1^251d2^99 + (4 + 2a + 0a^2)d1^252d2^99 + (1 + 4a + 3a^2)d1^253d2^99 + (3 + 4a + 0a^2)d1^254d2^99 + (1 + 3a + 0a^2)d1^255d2^99 + (2 + 3a + 3a^2)d1^256d2^99 + (2 + 0a + 2a^2)d1^257d2^99 + (3 + 3a + 3a^2)d1^258d2^99 + (1 + 0a + 2a^2)d1^259d2^99 + (3 + 3a + 1a^2)d1^260d2^99 + (1 + 2a + 4a^2)d1^261d2^99 + (0 + 1a + 4a^2)d1^262d2^99 + (2 + 0a + 4a^2)d1^263d2^99 + (3 + 4a + 3a^2)d1^264d2^99 + (0 + 2a + 0a^2)d1^265d2^99 + (2 + 3a + 3a^2)d1^266d2^99 + (1 + 3a + 0a^2)d1^267d2^99 + (2 + 4a + 4a^2)d1^268d2^99 + (0 + 1a + 0a^2)d1^269d2^99 + (2 + 1a + 3a^2)d1^270d2^99 + (2 + 1a + 2a^2)d1^271d2^99 + (2 + 0a + 0a^2)d1^272d2^99 + (1 + 1a + 0a^2)d1^273d2^99 + (2 + 0a + 3a^2)d1^274d2^99 + (0 + 4a + 2a^2)d1^275d2^99 + (2 + 1a + 1a^2)d1^276d2^99 + (1 + 4a + 1a^2)d1^277d2^99 + (2 + 1a + 3a^2)d1^278d2^99 + (3 + 3a + 2a^2)d1^279d2^99 + (0 + 3a + 1a^2)d1^280d2^99 + (3 + 2a + 2a^2)d1^281d2^99 + (2 + 1a + 1a^2)d1^282d2^99 + (3 + 1a + 2a^2)d1^283d2^99 + (2 + 4a + 1a^2)d1^284d2^99 + (1 + 1a + 2a^2)d1^285d2^99 + (1 + 3a + 1a^2)d1^286d2^99 + (1 + 0a + 3a^2)d1^287d2^99 + (3 + 2a + 2a^2)d1^288d2^99 + (0 + 1a + 4a^2)d1^290d2^99 + (0 + 1a + 1a^2)d1^291d2^99 + (0 + 0a + 1a^2)d1^292d2^99 + (1 + 0a + 4a^2)d1^293d2^99 + (4 + 0a + 3a^2)d2^100 + (2 + 3a + 4a^2)d1^1d2^100 + (0 + 1a + 4a^2)d1^2d2^100 + (1 + 0a + 3a^2)d1^3d2^100 + (0 + 1a + 2a^2)d1^4d2^100 + (0 + 3a + 1a^2)d1^5d2^100 + (3 + 0a + 0a^2)d1^6d2^100 + (2 + 0a + 0a^2)d1^7d2^100 + (4 + 2a + 3a^2)d1^8d2^100 + (1 + 4a + 3a^2)d1^9d2^100 + (0 + 1a + 1a^2)d1^10d2^100 + (3 + 2a + 3a^2)d1^11d2^100 + (3 + 2a + 1a^2)d1^12d2^100 + (0 + 1a + 2a^2)d1^13d2^100 + (0 + 1a + 3a^2)d1^14d2^100 + (3 + 2a + 3a^2)d1^15d2^100 + (4 + 1a + 4a^2)d1^16d2^100 + (1 + 1a + 2a^2)d1^17d2^100 + (2 + 0a + 1a^2)d1^18d2^100 + (4 + 3a + 1a^2)d1^19d2^100 + (4 + 1a + 1a^2)d1^20d2^100 + (1 + 4a + 1a^2)d1^21d2^100 + (0 + 3a + 0a^2)d1^22d2^100 + (3 + 0a + 4a^2)d1^23d2^100 + (0 + 0a + 1a^2)d1^24d2^100 + (1 + 2a + 4a^2)d1^25d2^100 + (4 + 0a + 3a^2)d1^26d2^100 + (0 + 0a + 2a^2)d1^27d2^100 + (4 + 1a + 0a^2)d1^28d2^100 + (4 + 2a + 3a^2)d1^29d2^100 + (2 + 3a + 2a^2)d1^30d2^100 + (0 + 1a + 0a^2)d1^31d2^100 + (4 + 4a + 3a^2)d1^32d2^100 + (1 + 1a + 4a^2)d1^33d2^100 + (2 + 1a + 1a^2)d1^34d2^100 + (1 + 3a + 3a^2)d1^35d2^100 + (1 + 4a + 4a^2)d1^36d2^100 + (4 + 3a + 1a^2)d1^37d2^100 + (2 + 0a + 1a^2)d1^38d2^100 + (0 + 0a + 2a^2)d1^39d2^100 + (1 + 1a + 2a^2)d1^40d2^100 + (4 + 1a + 0a^2)d1^41d2^100 + (1 + 1a + 3a^2)d1^42d2^100 + (0 + 0a + 3a^2)d1^43d2^100 + (2 + 0a + 1a^2)d1^44d2^100 + (3 + 4a + 0a^2)d1^45d2^100 + (2 + 4a + 2a^2)d1^46d2^100 + (0 + 4a + 0a^2)d1^47d2^100 + (2 + 3a + 3a^2)d1^48d2^100 + (3 + 3a + 2a^2)d1^49d2^100 + (3 + 3a + 1a^2)d1^50d2^100 + (2 + 2a + 4a^2)d1^51d2^100 + (3 + 1a + 3a^2)d1^52d2^100 + (3 + 3a + 2a^2)d1^53d2^100 + (0 + 1a + 1a^2)d1^54d2^100 + (1 + 2a + 3a^2)d1^55d2^100 + (4 + 3a + 3a^2)d1^56d2^100 + (2 + 0a + 1a^2)d1^57d2^100 + (0 + 2a + 1a^2)d1^58d2^100 + (4 + 1a + 2a^2)d1^59d2^100 + (1 + 1a + 2a^2)d1^60d2^100 + (4 + 2a + 2a^2)d1^61d2^100 + (0 + 3a + 4a^2)d1^62d2^100 + (0 + 2a + 1a^2)d1^63d2^100 + (3 + 3a + 0a^2)d1^64d2^100 + (3 + 0a + 3a^2)d1^65d2^100 + (2 + 1a + 3a^2)d1^66d2^100 + (3 + 0a + 3a^2)d1^67d2^100 + (4 + 2a + 4a^2)d1^68d2^100 + (3 + 3a + 3a^2)d1^69d2^100 + (1 + 2a + 0a^2)d1^70d2^100 + (1 + 3a + 0a^2)d1^71d2^100 + (1 + 0a + 3a^2)d1^72d2^100 + (0 + 1a + 4a^2)d1^73d2^100 + (2 + 1a + 4a^2)d1^74d2^100 + (4 + 4a + 0a^2)d1^75d2^100 + (2 + 3a + 3a^2)d1^76d2^100 + (1 + 0a + 4a^2)d1^77d2^100 + (1 + 4a + 4a^2)d1^78d2^100 + (3 + 4a + 4a^2)d1^79d2^100 + (2 + 0a + 2a^2)d1^80d2^100 + (3 + 2a + 1a^2)d1^81d2^100 + (1 + 3a + 3a^2)d1^82d2^100 + (4 + 2a + 4a^2)d1^83d2^100 + (4 + 4a + 0a^2)d1^84d2^100 + (2 + 0a + 1a^2)d1^85d2^100 + (1 + 3a + 2a^2)d1^86d2^100 + (1 + 3a + 1a^2)d1^87d2^100 + (4 + 1a + 1a^2)d1^88d2^100 + (1 + 0a + 4a^2)d1^89d2^100 + (0 + 1a + 3a^2)d1^90d2^100 + (3 + 3a + 0a^2)d1^91d2^100 + (4 + 3a + 3a^2)d1^92d2^100 + (1 + 3a + 1a^2)d1^93d2^100 + (2 + 3a + 0a^2)d1^94d2^100 + (2 + 2a + 0a^2)d1^95d2^100 + (3 + 1a + 2a^2)d1^96d2^100 + (0 + 1a + 2a^2)d1^97d2^100 + (4 + 1a + 0a^2)d1^98d2^100 + (3 + 3a + 1a^2)d1^99d2^100 + (1 + 1a + 3a^2)d1^100d2^100 + (2 + 4a + 2a^2)d1^101d2^100 + (0 + 2a + 4a^2)d1^102d2^100 + (3 + 1a + 3a^2)d1^103d2^100 + (4 + 2a + 4a^2)d1^104d2^100 + (4 + 1a + 3a^2)d1^105d2^100 + (4 + 2a + 4a^2)d1^106d2^100 + (0 + 3a + 0a^2)d1^107d2^100 + (4 + 4a + 4a^2)d1^108d2^100 + (4 + 0a + 4a^2)d1^109d2^100 + (1 + 4a + 3a^2)d1^110d2^100 + (4 + 2a + 3a^2)d1^111d2^100 + (1 + 4a + 1a^2)d1^112d2^100 + (3 + 2a + 3a^2)d1^113d2^100 + (3 + 3a + 3a^2)d1^114d2^100 + (4 + 2a + 1a^2)d1^115d2^100 + (1 + 2a + 2a^2)d1^116d2^100 + (3 + 4a + 4a^2)d1^117d2^100 + (1 + 1a + 4a^2)d1^118d2^100 + (1 + 0a + 0a^2)d1^119d2^100 + (2 + 2a + 3a^2)d1^120d2^100 + (2 + 2a + 4a^2)d1^121d2^100 + (0 + 1a + 0a^2)d1^122d2^100 + (2 + 3a + 1a^2)d1^123d2^100 + (2 + 1a + 1a^2)d1^124d2^100 + (0 + 3a + 4a^2)d1^125d2^100 + (3 + 3a + 3a^2)d1^126d2^100 + (2 + 3a + 0a^2)d1^127d2^100 + (0 + 1a + 3a^2)d1^128d2^100 + (4 + 3a + 3a^2)d1^129d2^100 + (1 + 1a + 0a^2)d1^130d2^100 + (1 + 0a + 1a^2)d1^131d2^100 + (0 + 2a + 4a^2)d1^132d2^100 + (1 + 4a + 3a^2)d1^133d2^100 + (4 + 1a + 4a^2)d1^134d2^100 + (0 + 2a + 4a^2)d1^135d2^100 + (4 + 2a + 3a^2)d1^136d2^100 + (0 + 0a + 4a^2)d1^137d2^100 + (3 + 1a + 2a^2)d1^138d2^100 + (3 + 3a + 4a^2)d1^139d2^100 + (0 + 4a + 2a^2)d1^140d2^100 + (2 + 3a + 0a^2)d1^141d2^100 + (1 + 0a + 3a^2)d1^142d2^100 + (1 + 2a + 2a^2)d1^143d2^100 + (4 + 2a + 3a^2)d1^144d2^100 + (4 + 1a + 0a^2)d1^145d2^100 + (2 + 2a + 2a^2)d1^146d2^100 + (2 + 2a + 1a^2)d1^147d2^100 + (4 + 0a + 1a^2)d1^148d2^100 + (4 + 3a + 4a^2)d1^149d2^100 + (4 + 4a + 1a^2)d1^150d2^100 + (3 + 0a + 2a^2)d1^151d2^100 + (2 + 1a + 1a^2)d1^152d2^100 + (1 + 4a + 0a^2)d1^153d2^100 + (2 + 4a + 0a^2)d1^154d2^100 + (1 + 4a + 0a^2)d1^155d2^100 + (4 + 3a + 4a^2)d1^156d2^100 + (1 + 0a + 2a^2)d1^157d2^100 + (1 + 0a + 4a^2)d1^158d2^100 + (0 + 0a + 1a^2)d1^159d2^100 + (0 + 2a + 3a^2)d1^160d2^100 + (4 + 1a + 3a^2)d1^161d2^100 + (1 + 0a + 1a^2)d1^162d2^100 + (1 + 3a + 4a^2)d1^163d2^100 + (4 + 1a + 0a^2)d1^164d2^100 + (4 + 4a + 2a^2)d1^166d2^100 + (3 + 2a + 4a^2)d1^167d2^100 + (4 + 4a + 0a^2)d1^168d2^100 + (0 + 0a + 3a^2)d1^169d2^100 + (1 + 2a + 2a^2)d1^170d2^100 + (4 + 0a + 0a^2)d1^171d2^100 + (0 + 0a + 4a^2)d1^172d2^100 + (0 + 0a + 3a^2)d1^173d2^100 + (1 + 1a + 4a^2)d1^174d2^100 + (0 + 3a + 1a^2)d1^175d2^100 + (2 + 0a + 4a^2)d1^176d2^100 + (0 + 4a + 4a^2)d1^177d2^100 + (1 + 2a + 0a^2)d1^178d2^100 + (2 + 4a + 4a^2)d1^179d2^100 + (1 + 4a + 4a^2)d1^180d2^100 + (2 + 4a + 3a^2)d1^181d2^100 + (4 + 1a + 4a^2)d1^182d2^100 + (1 + 1a + 1a^2)d1^183d2^100 + (2 + 3a + 4a^2)d1^184d2^100 + (4 + 1a + 0a^2)d1^185d2^100 + (3 + 2a + 3a^2)d1^186d2^100 + (3 + 0a + 1a^2)d1^187d2^100 + (4 + 4a + 4a^2)d1^188d2^100 + (3 + 4a + 2a^2)d1^189d2^100 + (3 + 1a + 3a^2)d1^190d2^100 + (2 + 3a + 0a^2)d1^191d2^100 + (2 + 0a + 3a^2)d1^192d2^100 + (3 + 2a + 4a^2)d1^193d2^100 + (1 + 0a + 3a^2)d1^194d2^100 + (1 + 1a + 4a^2)d1^195d2^100 + (1 + 3a + 2a^2)d1^196d2^100 + (1 + 3a + 4a^2)d1^197d2^100 + (0 + 3a + 1a^2)d1^198d2^100 + (4 + 3a + 2a^2)d1^199d2^100 + (2 + 0a + 1a^2)d1^200d2^100 + (4 + 4a + 0a^2)d1^201d2^100 + (2 + 0a + 4a^2)d1^202d2^100 + (4 + 4a + 0a^2)d1^203d2^100 + (0 + 3a + 4a^2)d1^204d2^100 + (2 + 0a + 3a^2)d1^205d2^100 + (1 + 4a + 0a^2)d1^206d2^100 + (2 + 2a + 0a^2)d1^207d2^100 + (3 + 3a + 1a^2)d1^209d2^100 + (3 + 0a + 3a^2)d1^210d2^100 + (0 + 3a + 2a^2)d1^211d2^100 + (4 + 0a + 4a^2)d1^212d2^100 + (2 + 4a + 4a^2)d1^213d2^100 + (0 + 3a + 4a^2)d1^214d2^100 + (2 + 1a + 2a^2)d1^215d2^100 + (2 + 0a + 0a^2)d1^217d2^100 + (1 + 3a + 3a^2)d1^218d2^100 + (2 + 1a + 4a^2)d1^219d2^100 + (2 + 2a + 4a^2)d1^220d2^100 + (1 + 2a + 3a^2)d1^221d2^100 + (0 + 0a + 4a^2)d1^222d2^100 + (2 + 4a + 4a^2)d1^223d2^100 + (4 + 2a + 1a^2)d1^224d2^100 + (2 + 3a + 3a^2)d1^225d2^100 + (3 + 2a + 4a^2)d1^226d2^100 + (2 + 1a + 1a^2)d1^227d2^100 + (2 + 2a + 4a^2)d1^228d2^100 + (0 + 1a + 2a^2)d1^229d2^100 + (1 + 1a + 2a^2)d1^230d2^100 + (1 + 1a + 3a^2)d1^231d2^100 + (4 + 3a + 0a^2)d1^232d2^100 + (1 + 0a + 4a^2)d1^233d2^100 + (3 + 1a + 0a^2)d1^234d2^100 + (2 + 4a + 2a^2)d1^235d2^100 + (2 + 2a + 3a^2)d1^236d2^100 + (2 + 3a + 4a^2)d1^237d2^100 + (0 + 3a + 0a^2)d1^238d2^100 + (2 + 3a + 4a^2)d1^239d2^100 + (0 + 0a + 2a^2)d1^240d2^100 + (1 + 4a + 4a^2)d1^241d2^100 + (0 + 4a + 3a^2)d1^242d2^100 + (0 + 0a + 4a^2)d1^243d2^100 + (0 + 1a + 2a^2)d1^244d2^100 + (3 + 1a + 1a^2)d1^245d2^100 + (0 + 2a + 2a^2)d1^246d2^100 + (4 + 3a + 0a^2)d1^247d2^100 + (2 + 4a + 3a^2)d1^248d2^100 + (0 + 0a + 3a^2)d1^249d2^100 + (2 + 2a + 1a^2)d1^250d2^100 + (3 + 0a + 2a^2)d1^251d2^100 + (3 + 1a + 4a^2)d1^252d2^100 + (1 + 3a + 2a^2)d1^253d2^100 + (0 + 4a + 3a^2)d1^254d2^100 + (1 + 3a + 0a^2)d1^255d2^100 + (1 + 4a + 1a^2)d1^256d2^100 + (4 + 4a + 4a^2)d1^257d2^100 + (0 + 4a + 1a^2)d1^258d2^100 + (4 + 3a + 4a^2)d1^259d2^100 + (2 + 3a + 1a^2)d1^260d2^100 + (1 + 1a + 2a^2)d1^261d2^100 + (1 + 1a + 1a^2)d1^262d2^100 + (2 + 4a + 2a^2)d1^263d2^100 + (0 + 1a + 0a^2)d1^264d2^100 + (4 + 2a + 2a^2)d1^265d2^100 + (3 + 2a + 4a^2)d1^266d2^100 + (1 + 3a + 3a^2)d1^267d2^100 + (3 + 2a + 4a^2)d1^268d2^100 + (2 + 4a + 3a^2)d1^269d2^100 + (2 + 4a + 2a^2)d1^270d2^100 + (2 + 4a + 0a^2)d1^271d2^100 + (2 + 1a + 1a^2)d1^272d2^100 + (3 + 3a + 2a^2)d1^273d2^100 + (2 + 2a + 3a^2)d1^274d2^100 + (0 + 1a + 0a^2)d1^275d2^100 + (0 + 0a + 2a^2)d1^276d2^100 + (3 + 1a + 4a^2)d1^277d2^100 + (3 + 2a + 0a^2)d1^278d2^100 + (4 + 3a + 0a^2)d1^279d2^100 + (1 + 1a + 3a^2)d1^280d2^100 + (3 + 4a + 3a^2)d1^281d2^100 + (0 + 2a + 3a^2)d1^282d2^100 + (3 + 4a + 0a^2)d1^283d2^100 + (0 + 3a + 0a^2)d1^284d2^100 + (3 + 0a + 1a^2)d1^285d2^100 + (3 + 2a + 1a^2)d1^286d2^100 + (0 + 3a + 4a^2)d1^287d2^100 + (0 + 1a + 2a^2)d1^288d2^100 + (0 + 2a + 4a^2)d1^289d2^100 + (1 + 1a + 1a^2)d1^290d2^100 + (4 + 0a + 3a^2)d1^291d2^100 + (1 + 0a + 0a^2)d1^292d2^100 + (2 + 3a + 2a^2)d1^293d2^100 + (0 + 1a + 4a^2)d2^101 + (1 + 1a + 0a^2)d1^1d2^101 + (4 + 2a + 3a^2)d1^2d2^101 + (3 + 4a + 1a^2)d1^3d2^101 + (4 + 2a + 3a^2)d1^4d2^101 + (2 + 1a + 0a^2)d1^5d2^101 + (1 + 0a + 0a^2)d1^6d2^101 + (4 + 2a + 3a^2)d1^7d2^101 + (2 + 1a + 4a^2)d1^8d2^101 + (2 + 1a + 4a^2)d1^9d2^101 + (0 + 4a + 1a^2)d1^10d2^101 + (2 + 3a + 4a^2)d1^11d2^101 + (4 + 3a + 4a^2)d1^12d2^101 + (3 + 1a + 1a^2)d1^13d2^101 + (0 + 1a + 0a^2)d1^14d2^101 + (4 + 2a + 3a^2)d1^15d2^101 + (2 + 1a + 2a^2)d1^16d2^101 + (0 + 4a + 2a^2)d1^17d2^101 + (2 + 2a + 3a^2)d1^18d2^101 + (3 + 0a + 0a^2)d1^19d2^101 + (2 + 2a + 3a^2)d1^20d2^101 + (1 + 3a + 2a^2)d1^21d2^101 + (2 + 4a + 4a^2)d1^22d2^101 + (4 + 2a + 4a^2)d1^23d2^101 + (1 + 1a + 0a^2)d1^24d2^101 + (2 + 4a + 4a^2)d1^25d2^101 + (0 + 2a + 4a^2)d1^26d2^101 + (0 + 1a + 4a^2)d1^27d2^101 + (1 + 3a + 3a^2)d1^28d2^101 + (2 + 2a + 3a^2)d1^29d2^101 + (1 + 3a + 1a^2)d1^30d2^101 + (2 + 2a + 2a^2)d1^31d2^101 + (4 + 4a + 0a^2)d1^32d2^101 + (2 + 3a + 2a^2)d1^33d2^101 + (1 + 4a + 1a^2)d1^34d2^101 + (4 + 4a + 1a^2)d1^35d2^101 + (4 + 0a + 4a^2)d1^36d2^101 + (4 + 0a + 3a^2)d1^37d2^101 + (4 + 0a + 2a^2)d1^38d2^101 + (1 + 1a + 2a^2)d1^39d2^101 + (3 + 2a + 0a^2)d1^40d2^101 + (1 + 4a + 1a^2)d1^41d2^101 + (4 + 3a + 2a^2)d1^42d2^101 + (1 + 1a + 2a^2)d1^43d2^101 + (0 + 3a + 1a^2)d1^44d2^101 + (4 + 1a + 1a^2)d1^45d2^101 + (0 + 2a + 1a^2)d1^46d2^101 + (0 + 0a + 1a^2)d1^47d2^101 + (4 + 4a + 2a^2)d1^48d2^101 + (4 + 0a + 3a^2)d1^49d2^101 + (2 + 4a + 1a^2)d1^50d2^101 + (3 + 4a + 3a^2)d1^51d2^101 + (3 + 3a + 1a^2)d1^52d2^101 + (1 + 2a + 0a^2)d1^53d2^101 + (4 + 1a + 0a^2)d1^54d2^101 + (0 + 2a + 1a^2)d1^55d2^101 + (4 + 0a + 0a^2)d1^56d2^101 + (2 + 4a + 2a^2)d1^57d2^101 + (1 + 3a + 2a^2)d1^58d2^101 + (0 + 2a + 0a^2)d1^59d2^101 + (0 + 3a + 4a^2)d1^60d2^101 + (0 + 1a + 2a^2)d1^61d2^101 + (1 + 1a + 2a^2)d1^62d2^101 + (1 + 2a + 4a^2)d1^63d2^101 + (4 + 0a + 2a^2)d1^64d2^101 + (0 + 0a + 2a^2)d1^65d2^101 + (1 + 3a + 4a^2)d1^66d2^101 + (4 + 1a + 1a^2)d1^67d2^101 + (4 + 2a + 3a^2)d1^68d2^101 + (2 + 4a + 3a^2)d1^69d2^101 + (0 + 1a + 0a^2)d1^70d2^101 + (4 + 1a + 1a^2)d1^71d2^101 + (3 + 1a + 4a^2)d1^72d2^101 + (1 + 1a + 1a^2)d1^73d2^101 + (1 + 3a + 4a^2)d1^74d2^101 + (0 + 1a + 3a^2)d1^75d2^101 + (3 + 3a + 4a^2)d1^76d2^101 + (3 + 4a + 4a^2)d1^77d2^101 + (4 + 4a + 3a^2)d1^78d2^101 + (2 + 2a + 3a^2)d1^79d2^101 + (2 + 4a + 0a^2)d1^80d2^101 + (1 + 2a + 0a^2)d1^81d2^101 + (1 + 3a + 2a^2)d1^82d2^101 + (3 + 3a + 3a^2)d1^83d2^101 + (2 + 4a + 1a^2)d1^84d2^101 + (0 + 4a + 3a^2)d1^85d2^101 + (4 + 0a + 0a^2)d1^86d2^101 + (0 + 1a + 2a^2)d1^87d2^101 + (0 + 1a + 2a^2)d1^88d2^101 + (1 + 2a + 2a^2)d1^89d2^101 + (2 + 1a + 1a^2)d1^90d2^101 + (3 + 0a + 1a^2)d1^91d2^101 + (0 + 1a + 0a^2)d1^92d2^101 + (2 + 2a + 4a^2)d1^93d2^101 + (3 + 4a + 4a^2)d1^94d2^101 + (0 + 3a + 4a^2)d1^95d2^101 + (2 + 1a + 2a^2)d1^96d2^101 + (3 + 2a + 4a^2)d1^97d2^101 + (1 + 0a + 1a^2)d1^98d2^101 + (3 + 4a + 2a^2)d1^99d2^101 + (2 + 4a + 1a^2)d1^100d2^101 + (4 + 2a + 0a^2)d1^101d2^101 + (2 + 3a + 3a^2)d1^102d2^101 + (1 + 2a + 4a^2)d1^103d2^101 + (3 + 1a + 0a^2)d1^104d2^101 + (4 + 3a + 1a^2)d1^105d2^101 + (3 + 2a + 2a^2)d1^106d2^101 + (2 + 1a + 0a^2)d1^107d2^101 + (0 + 4a + 3a^2)d1^108d2^101 + (0 + 0a + 1a^2)d1^109d2^101 + (2 + 1a + 0a^2)d1^110d2^101 + (0 + 1a + 3a^2)d1^111d2^101 + (3 + 2a + 3a^2)d1^112d2^101 + (0 + 3a + 1a^2)d1^113d2^101 + (0 + 2a + 4a^2)d1^114d2^101 + (2 + 1a + 3a^2)d1^115d2^101 + (1 + 4a + 3a^2)d1^116d2^101 + (4 + 2a + 4a^2)d1^117d2^101 + (3 + 1a + 4a^2)d1^118d2^101 + (2 + 0a + 2a^2)d1^119d2^101 + (1 + 3a + 4a^2)d1^120d2^101 + (4 + 0a + 2a^2)d1^121d2^101 + (2 + 1a + 1a^2)d1^122d2^101 + (1 + 4a + 3a^2)d1^123d2^101 + (2 + 4a + 0a^2)d1^124d2^101 + (0 + 2a + 4a^2)d1^125d2^101 + (3 + 2a + 0a^2)d1^126d2^101 + (2 + 2a + 2a^2)d1^127d2^101 + (0 + 1a + 0a^2)d1^128d2^101 + (0 + 2a + 2a^2)d1^129d2^101 + (2 + 2a + 4a^2)d1^130d2^101 + (3 + 2a + 0a^2)d1^131d2^101 + (4 + 1a + 4a^2)d1^132d2^101 + (0 + 0a + 3a^2)d1^133d2^101 + (4 + 2a + 3a^2)d1^134d2^101 + (2 + 2a + 1a^2)d1^135d2^101 + (4 + 1a + 3a^2)d1^136d2^101 + (2 + 0a + 1a^2)d1^137d2^101 + (3 + 0a + 1a^2)d1^138d2^101 + (4 + 4a + 2a^2)d1^139d2^101 + (4 + 3a + 2a^2)d1^140d2^101 + (1 + 3a + 4a^2)d1^141d2^101 + (3 + 1a + 1a^2)d1^142d2^101 + (2 + 1a + 3a^2)d1^144d2^101 + (2 + 2a + 2a^2)d1^145d2^101 + (4 + 3a + 4a^2)d1^146d2^101 + (3 + 3a + 0a^2)d1^147d2^101 + (1 + 4a + 3a^2)d1^148d2^101 + (2 + 3a + 2a^2)d1^150d2^101 + (3 + 4a + 2a^2)d1^151d2^101 + (3 + 0a + 4a^2)d1^152d2^101 + (4 + 3a + 3a^2)d1^153d2^101 + (4 + 3a + 4a^2)d1^154d2^101 + (4 + 3a + 4a^2)d1^155d2^101 + (4 + 3a + 4a^2)d1^156d2^101 + (0 + 3a + 3a^2)d1^157d2^101 + (2 + 0a + 1a^2)d1^158d2^101 + (4 + 2a + 2a^2)d1^159d2^101 + (2 + 4a + 4a^2)d1^160d2^101 + (4 + 3a + 4a^2)d1^161d2^101 + (0 + 0a + 3a^2)d1^162d2^101 + (0 + 0a + 1a^2)d1^163d2^101 + (1 + 1a + 4a^2)d1^164d2^101 + (0 + 0a + 4a^2)d1^165d2^101 + (2 + 0a + 2a^2)d1^166d2^101 + (0 + 0a + 1a^2)d1^167d2^101 + (0 + 3a + 0a^2)d1^168d2^101 + (3 + 4a + 4a^2)d1^169d2^101 + (0 + 3a + 0a^2)d1^170d2^101 + (3 + 3a + 3a^2)d1^171d2^101 + (3 + 0a + 1a^2)d1^172d2^101 + (3 + 2a + 4a^2)d1^173d2^101 + (4 + 4a + 0a^2)d1^174d2^101 + (3 + 3a + 2a^2)d1^175d2^101 + (1 + 2a + 2a^2)d1^176d2^101 + (1 + 2a + 2a^2)d1^177d2^101 + (2 + 0a + 2a^2)d1^178d2^101 + (4 + 2a + 3a^2)d1^179d2^101 + (0 + 0a + 1a^2)d1^180d2^101 + (4 + 4a + 4a^2)d1^181d2^101 + (0 + 3a + 1a^2)d1^182d2^101 + (1 + 2a + 0a^2)d1^183d2^101 + (1 + 0a + 3a^2)d1^184d2^101 + (2 + 1a + 2a^2)d1^185d2^101 + (1 + 0a + 4a^2)d1^186d2^101 + (3 + 2a + 0a^2)d1^187d2^101 + (4 + 4a + 3a^2)d1^188d2^101 + (0 + 0a + 2a^2)d1^189d2^101 + (1 + 2a + 1a^2)d1^190d2^101 + (0 + 4a + 3a^2)d1^191d2^101 + (2 + 2a + 1a^2)d1^192d2^101 + (2 + 3a + 1a^2)d1^193d2^101 + (0 + 3a + 2a^2)d1^194d2^101 + (3 + 0a + 3a^2)d1^195d2^101 + (4 + 3a + 3a^2)d1^196d2^101 + (4 + 3a + 1a^2)d1^197d2^101 + (2 + 3a + 1a^2)d1^198d2^101 + (0 + 4a + 2a^2)d1^199d2^101 + (4 + 0a + 2a^2)d1^200d2^101 + (1 + 4a + 3a^2)d1^201d2^101 + (2 + 2a + 2a^2)d1^202d2^101 + (1 + 1a + 4a^2)d1^203d2^101 + (2 + 3a + 1a^2)d1^204d2^101 + (1 + 1a + 1a^2)d1^205d2^101 + (0 + 1a + 3a^2)d1^206d2^101 + (3 + 4a + 4a^2)d1^207d2^101 + (3 + 2a + 3a^2)d1^208d2^101 + (2 + 3a + 0a^2)d1^209d2^101 + (2 + 1a + 4a^2)d1^210d2^101 + (2 + 4a + 0a^2)d1^211d2^101 + (3 + 1a + 1a^2)d1^212d2^101 + (3 + 3a + 0a^2)d1^213d2^101 + (2 + 2a + 3a^2)d1^214d2^101 + (2 + 4a + 4a^2)d1^215d2^101 + (1 + 4a + 0a^2)d1^216d2^101 + (2 + 0a + 2a^2)d1^217d2^101 + (0 + 1a + 0a^2)d1^218d2^101 + (3 + 4a + 4a^2)d1^219d2^101 + (4 + 2a + 2a^2)d1^220d2^101 + (1 + 3a + 0a^2)d1^221d2^101 + (2 + 4a + 3a^2)d1^222d2^101 + (2 + 2a + 1a^2)d1^223d2^101 + (3 + 1a + 3a^2)d1^224d2^101 + (2 + 3a + 4a^2)d1^225d2^101 + (0 + 0a + 3a^2)d1^226d2^101 + (1 + 3a + 4a^2)d1^227d2^101 + (0 + 0a + 2a^2)d1^228d2^101 + (2 + 3a + 4a^2)d1^229d2^101 + (2 + 1a + 1a^2)d1^230d2^101 + (2 + 2a + 0a^2)d1^231d2^101 + (4 + 4a + 3a^2)d1^232d2^101 + (4 + 0a + 2a^2)d1^233d2^101 + (3 + 3a + 2a^2)d1^234d2^101 + (1 + 0a + 1a^2)d1^235d2^101 + (4 + 3a + 0a^2)d1^236d2^101 + (0 + 3a + 3a^2)d1^237d2^101 + (2 + 2a + 1a^2)d1^238d2^101 + (1 + 0a + 2a^2)d1^239d2^101 + (2 + 0a + 3a^2)d1^240d2^101 + (0 + 1a + 2a^2)d1^241d2^101 + (0 + 2a + 4a^2)d1^242d2^101 + (3 + 0a + 1a^2)d1^243d2^101 + (2 + 3a + 0a^2)d1^244d2^101 + (4 + 4a + 0a^2)d1^245d2^101 + (3 + 4a + 4a^2)d1^246d2^101 + (4 + 2a + 1a^2)d1^247d2^101 + (3 + 1a + 2a^2)d1^248d2^101 + (2 + 1a + 2a^2)d1^249d2^101 + (3 + 2a + 4a^2)d1^250d2^101 + (4 + 2a + 0a^2)d1^251d2^101 + (2 + 2a + 0a^2)d1^252d2^101 + (3 + 0a + 2a^2)d1^253d2^101 + (1 + 4a + 0a^2)d1^254d2^101 + (2 + 3a + 0a^2)d1^255d2^101 + (3 + 2a + 1a^2)d1^256d2^101 + (3 + 1a + 0a^2)d1^257d2^101 + (2 + 3a + 1a^2)d1^258d2^101 + (0 + 3a + 2a^2)d1^259d2^101 + (1 + 4a + 4a^2)d1^260d2^101 + (1 + 3a + 1a^2)d1^261d2^101 + (3 + 2a + 4a^2)d1^262d2^101 + (4 + 1a + 4a^2)d1^263d2^101 + (2 + 4a + 3a^2)d1^264d2^101 + (0 + 2a + 2a^2)d1^265d2^101 + (4 + 4a + 1a^2)d1^266d2^101 + (2 + 0a + 0a^2)d1^267d2^101 + (4 + 0a + 3a^2)d1^268d2^101 + (0 + 3a + 1a^2)d1^269d2^101 + (0 + 3a + 4a^2)d1^270d2^101 + (0 + 4a + 3a^2)d1^271d2^101 + (0 + 3a + 3a^2)d1^272d2^101 + (3 + 4a + 0a^2)d1^273d2^101 + (4 + 4a + 1a^2)d1^274d2^101 + (0 + 4a + 1a^2)d1^275d2^101 + (1 + 1a + 3a^2)d1^276d2^101 + (4 + 0a + 2a^2)d1^277d2^101 + (1 + 1a + 3a^2)d1^278d2^101 + (0 + 1a + 1a^2)d1^279d2^101 + (1 + 0a + 3a^2)d1^280d2^101 + (1 + 1a + 1a^2)d1^281d2^101 + (3 + 1a + 4a^2)d1^282d2^101 + (3 + 0a + 1a^2)d1^283d2^101 + (1 + 3a + 2a^2)d1^284d2^101 + (0 + 4a + 3a^2)d1^285d2^101 + (4 + 3a + 2a^2)d1^286d2^101 + (1 + 3a + 4a^2)d1^287d2^101 + (3 + 4a + 0a^2)d1^288d2^101 + (1 + 4a + 2a^2)d1^289d2^101 + (1 + 4a + 3a^2)d1^290d2^101 + (3 + 3a + 0a^2)d1^291d2^101 + (4 + 1a + 0a^2)d1^292d2^101 + (2 + 2a + 1a^2)d1^293d2^101 + (4 + 3a + 2a^2)d2^102 + (0 + 4a + 0a^2)d1^1d2^102 + (1 + 3a + 1a^2)d1^2d2^102 + (0 + 3a + 0a^2)d1^3d2^102 + (1 + 2a + 0a^2)d1^4d2^102 + (3 + 0a + 2a^2)d1^5d2^102 + (1 + 1a + 3a^2)d1^6d2^102 + (3 + 0a + 0a^2)d1^7d2^102 + (4 + 4a + 1a^2)d1^8d2^102 + (4 + 4a + 4a^2)d1^9d2^102 + (1 + 0a + 4a^2)d1^10d2^102 + (0 + 1a + 0a^2)d1^11d2^102 + (2 + 3a + 4a^2)d1^12d2^102 + (0 + 3a + 3a^2)d1^13d2^102 + (3 + 0a + 3a^2)d1^14d2^102 + (3 + 4a + 4a^2)d1^15d2^102 + (3 + 3a + 4a^2)d1^16d2^102 + (1 + 2a + 0a^2)d1^17d2^102 + (3 + 3a + 4a^2)d1^18d2^102 + (1 + 2a + 4a^2)d1^19d2^102 + (3 + 0a + 1a^2)d1^20d2^102 + (0 + 2a + 3a^2)d1^21d2^102 + (0 + 2a + 4a^2)d1^22d2^102 + (3 + 1a + 1a^2)d1^23d2^102 + (2 + 1a + 4a^2)d1^24d2^102 + (3 + 0a + 1a^2)d1^25d2^102 + (0 + 1a + 2a^2)d1^26d2^102 + (0 + 0a + 2a^2)d1^27d2^102 + (3 + 0a + 1a^2)d1^28d2^102 + (1 + 2a + 4a^2)d1^29d2^102 + (0 + 1a + 4a^2)d1^30d2^102 + (2 + 0a + 4a^2)d1^31d2^102 + (2 + 0a + 1a^2)d1^32d2^102 + (2 + 3a + 0a^2)d1^33d2^102 + (3 + 1a + 2a^2)d1^34d2^102 + (2 + 2a + 3a^2)d1^35d2^102 + (1 + 0a + 3a^2)d1^36d2^102 + (0 + 3a + 1a^2)d1^37d2^102 + (1 + 0a + 3a^2)d1^38d2^102 + (3 + 1a + 0a^2)d1^39d2^102 + (1 + 4a + 4a^2)d1^40d2^102 + (1 + 1a + 3a^2)d1^41d2^102 + (4 + 3a + 2a^2)d1^42d2^102 + (4 + 4a + 4a^2)d1^43d2^102 + (0 + 4a + 3a^2)d1^44d2^102 + (3 + 3a + 3a^2)d1^45d2^102 + (0 + 4a + 0a^2)d1^46d2^102 + (4 + 3a + 0a^2)d1^47d2^102 + (1 + 4a + 4a^2)d1^48d2^102 + (1 + 0a + 4a^2)d1^49d2^102 + (2 + 4a + 4a^2)d1^50d2^102 + (4 + 1a + 4a^2)d1^51d2^102 + (3 + 4a + 4a^2)d1^52d2^102 + (0 + 3a + 4a^2)d1^53d2^102 + (3 + 2a + 1a^2)d1^54d2^102 + (2 + 3a + 0a^2)d1^55d2^102 + (3 + 3a + 4a^2)d1^56d2^102 + (0 + 2a + 3a^2)d1^57d2^102 + (4 + 3a + 2a^2)d1^58d2^102 + (1 + 3a + 2a^2)d1^59d2^102 + (0 + 4a + 2a^2)d1^60d2^102 + (0 + 1a + 4a^2)d1^61d2^102 + (0 + 4a + 4a^2)d1^62d2^102 + (2 + 1a + 2a^2)d1^63d2^102 + (3 + 0a + 1a^2)d1^64d2^102 + (4 + 4a + 3a^2)d1^65d2^102 + (1 + 4a + 4a^2)d1^66d2^102 + (0 + 2a + 1a^2)d1^67d2^102 + (0 + 2a + 2a^2)d1^68d2^102 + (1 + 4a + 1a^2)d1^69d2^102 + (0 + 2a + 4a^2)d1^70d2^102 + (3 + 2a + 0a^2)d1^71d2^102 + (4 + 2a + 4a^2)d1^72d2^102 + (0 + 2a + 2a^2)d1^73d2^102 + (1 + 2a + 1a^2)d1^74d2^102 + (3 + 3a + 1a^2)d1^75d2^102 + (3 + 1a + 0a^2)d1^76d2^102 + (1 + 3a + 0a^2)d1^77d2^102 + (2 + 0a + 0a^2)d1^78d2^102 + (0 + 1a + 4a^2)d1^79d2^102 + (2 + 0a + 1a^2)d1^80d2^102 + (2 + 0a + 4a^2)d1^81d2^102 + (0 + 2a + 3a^2)d1^82d2^102 + (4 + 1a + 4a^2)d1^83d2^102 + (2 + 1a + 0a^2)d1^84d2^102 + (1 + 3a + 0a^2)d1^85d2^102 + (0 + 3a + 1a^2)d1^86d2^102 + (1 + 0a + 2a^2)d1^87d2^102 + (3 + 2a + 4a^2)d1^88d2^102 + (3 + 0a + 0a^2)d1^89d2^102 + (1 + 1a + 4a^2)d1^90d2^102 + (1 + 3a + 4a^2)d1^91d2^102 + (4 + 3a + 0a^2)d1^92d2^102 + (3 + 2a + 4a^2)d1^93d2^102 + (3 + 0a + 1a^2)d1^94d2^102 + (2 + 3a + 0a^2)d1^95d2^102 + (2 + 0a + 2a^2)d1^96d2^102 + (0 + 1a + 1a^2)d1^97d2^102 + (0 + 3a + 1a^2)d1^98d2^102 + (3 + 4a + 3a^2)d1^99d2^102 + (1 + 0a + 0a^2)d1^100d2^102 + (0 + 4a + 1a^2)d1^101d2^102 + (4 + 3a + 1a^2)d1^102d2^102 + (0 + 2a + 1a^2)d1^103d2^102 + (3 + 0a + 0a^2)d1^104d2^102 + (1 + 4a + 3a^2)d1^105d2^102 + (0 + 3a + 0a^2)d1^106d2^102 + (3 + 4a + 3a^2)d1^107d2^102 + (3 + 1a + 1a^2)d1^108d2^102 + (4 + 1a + 0a^2)d1^109d2^102 + (4 + 0a + 1a^2)d1^110d2^102 + (1 + 4a + 2a^2)d1^111d2^102 + (3 + 4a + 1a^2)d1^112d2^102 + (4 + 3a + 3a^2)d1^113d2^102 + (2 + 2a + 3a^2)d1^114d2^102 + (4 + 4a + 3a^2)d1^115d2^102 + (4 + 2a + 3a^2)d1^116d2^102 + (3 + 2a + 0a^2)d1^117d2^102 + (3 + 2a + 3a^2)d1^118d2^102 + (0 + 2a + 2a^2)d1^119d2^102 + (1 + 0a + 2a^2)d1^120d2^102 + (4 + 4a + 4a^2)d1^121d2^102 + (1 + 2a + 4a^2)d1^122d2^102 + (0 + 3a + 3a^2)d1^123d2^102 + (3 + 0a + 4a^2)d1^124d2^102 + (1 + 0a + 0a^2)d1^125d2^102 + (4 + 3a + 2a^2)d1^126d2^102 + (1 + 3a + 2a^2)d1^127d2^102 + (1 + 2a + 4a^2)d1^128d2^102 + (4 + 3a + 1a^2)d1^129d2^102 + (4 + 3a + 3a^2)d1^130d2^102 + (3 + 0a + 1a^2)d1^131d2^102 + (2 + 1a + 2a^2)d1^132d2^102 + (0 + 4a + 3a^2)d1^133d2^102 + (3 + 0a + 0a^2)d1^134d2^102 + (3 + 0a + 1a^2)d1^135d2^102 + (0 + 2a + 2a^2)d1^136d2^102 + (0 + 4a + 3a^2)d1^137d2^102 + (1 + 0a + 2a^2)d1^138d2^102 + (0 + 3a + 4a^2)d1^139d2^102 + (1 + 1a + 4a^2)d1^140d2^102 + (4 + 3a + 0a^2)d1^141d2^102 + (3 + 2a + 1a^2)d1^142d2^102 + (0 + 1a + 3a^2)d1^143d2^102 + (4 + 2a + 2a^2)d1^144d2^102 + (2 + 2a + 0a^2)d1^145d2^102 + (4 + 0a + 3a^2)d1^146d2^102 + (0 + 3a + 2a^2)d1^147d2^102 + (4 + 4a + 4a^2)d1^148d2^102 + (1 + 4a + 4a^2)d1^149d2^102 + (1 + 1a + 3a^2)d1^150d2^102 + (0 + 3a + 0a^2)d1^151d2^102 + (1 + 3a + 4a^2)d1^152d2^102 + (3 + 0a + 0a^2)d1^153d2^102 + (2 + 1a + 1a^2)d1^154d2^102 + (0 + 1a + 0a^2)d1^155d2^102 + (2 + 2a + 2a^2)d1^156d2^102 + (1 + 2a + 0a^2)d1^157d2^102 + (4 + 4a + 0a^2)d1^158d2^102 + (2 + 4a + 1a^2)d1^159d2^102 + (1 + 1a + 2a^2)d1^160d2^102 + (2 + 0a + 4a^2)d1^161d2^102 + (0 + 1a + 1a^2)d1^162d2^102 + (4 + 0a + 1a^2)d1^163d2^102 + (4 + 4a + 4a^2)d1^164d2^102 + (3 + 0a + 1a^2)d1^165d2^102 + (4 + 2a + 3a^2)d1^166d2^102 + (1 + 1a + 2a^2)d1^167d2^102 + (1 + 4a + 3a^2)d1^168d2^102 + (1 + 1a + 1a^2)d1^169d2^102 + (1 + 4a + 0a^2)d1^170d2^102 + (0 + 3a + 2a^2)d1^171d2^102 + (4 + 2a + 3a^2)d1^172d2^102 + (4 + 4a + 2a^2)d1^173d2^102 + (3 + 3a + 0a^2)d1^174d2^102 + (0 + 0a + 1a^2)d1^175d2^102 + (1 + 0a + 0a^2)d1^176d2^102 + (4 + 4a + 3a^2)d1^177d2^102 + (2 + 0a + 3a^2)d1^178d2^102 + (1 + 0a + 2a^2)d1^179d2^102 + (0 + 3a + 2a^2)d1^180d2^102 + (1 + 0a + 2a^2)d1^181d2^102 + (4 + 3a + 1a^2)d1^182d2^102 + (0 + 0a + 1a^2)d1^183d2^102 + (4 + 3a + 0a^2)d1^184d2^102 + (3 + 3a + 2a^2)d1^185d2^102 + (2 + 1a + 3a^2)d1^186d2^102 + (4 + 4a + 4a^2)d1^187d2^102 + (1 + 3a + 4a^2)d1^188d2^102 + (3 + 4a + 3a^2)d1^189d2^102 + (2 + 2a + 4a^2)d1^190d2^102 + (3 + 4a + 2a^2)d1^191d2^102 + (1 + 1a + 2a^2)d1^192d2^102 + (4 + 4a + 4a^2)d1^193d2^102 + (2 + 4a + 4a^2)d1^194d2^102 + (3 + 0a + 4a^2)d1^195d2^102 + (0 + 4a + 0a^2)d1^196d2^102 + (3 + 2a + 2a^2)d1^197d2^102 + (1 + 3a + 4a^2)d1^198d2^102 + (1 + 2a + 2a^2)d1^199d2^102 + (2 + 4a + 1a^2)d1^200d2^102 + (1 + 0a + 3a^2)d1^201d2^102 + (4 + 2a + 2a^2)d1^202d2^102 + (1 + 0a + 3a^2)d1^203d2^102 + (0 + 4a + 4a^2)d1^204d2^102 + (4 + 1a + 1a^2)d1^205d2^102 + (1 + 0a + 1a^2)d1^206d2^102 + (3 + 1a + 0a^2)d1^207d2^102 + (3 + 1a + 0a^2)d1^208d2^102 + (3 + 1a + 2a^2)d1^209d2^102 + (2 + 1a + 0a^2)d1^210d2^102 + (4 + 0a + 2a^2)d1^211d2^102 + (4 + 1a + 3a^2)d1^212d2^102 + (3 + 0a + 2a^2)d1^213d2^102 + (2 + 4a + 2a^2)d1^214d2^102 + (1 + 1a + 3a^2)d1^215d2^102 + (0 + 0a + 3a^2)d1^216d2^102 + (2 + 0a + 1a^2)d1^217d2^102 + (1 + 3a + 3a^2)d1^218d2^102 + (0 + 3a + 1a^2)d1^219d2^102 + (0 + 0a + 3a^2)d1^220d2^102 + (0 + 1a + 4a^2)d1^221d2^102 + (0 + 2a + 1a^2)d1^222d2^102 + (2 + 2a + 4a^2)d1^223d2^102 + (0 + 2a + 0a^2)d1^224d2^102 + (2 + 4a + 0a^2)d1^225d2^102 + (1 + 2a + 2a^2)d1^226d2^102 + (2 + 0a + 2a^2)d1^227d2^102 + (0 + 3a + 2a^2)d1^228d2^102 + (3 + 4a + 2a^2)d1^229d2^102 + (1 + 0a + 4a^2)d1^230d2^102 + (2 + 1a + 0a^2)d1^231d2^102 + (4 + 2a + 1a^2)d1^232d2^102 + (1 + 1a + 0a^2)d1^233d2^102 + (1 + 4a + 2a^2)d1^234d2^102 + (3 + 0a + 0a^2)d1^235d2^102 + (0 + 0a + 1a^2)d1^236d2^102 + (2 + 0a + 0a^2)d1^237d2^102 + (2 + 0a + 3a^2)d1^238d2^102 + (4 + 4a + 2a^2)d1^239d2^102 + (3 + 2a + 2a^2)d1^240d2^102 + (4 + 0a + 4a^2)d1^241d2^102 + (4 + 1a + 3a^2)d1^242d2^102 + (4 + 1a + 1a^2)d1^243d2^102 + (4 + 2a + 1a^2)d1^244d2^102 + (2 + 4a + 3a^2)d1^245d2^102 + (4 + 4a + 2a^2)d1^246d2^102 + (4 + 0a + 3a^2)d1^247d2^102 + (1 + 2a + 3a^2)d1^248d2^102 + (4 + 0a + 2a^2)d1^249d2^102 + (3 + 2a + 4a^2)d1^250d2^102 + (4 + 4a + 4a^2)d1^251d2^102 + (1 + 3a + 3a^2)d1^252d2^102 + (4 + 4a + 3a^2)d1^253d2^102 + (2 + 0a + 3a^2)d1^254d2^102 + (0 + 1a + 4a^2)d1^255d2^102 + (2 + 4a + 0a^2)d1^256d2^102 + (4 + 2a + 1a^2)d1^257d2^102 + (0 + 3a + 0a^2)d1^258d2^102 + (2 + 3a + 4a^2)d1^259d2^102 + (0 + 1a + 2a^2)d1^260d2^102 + (0 + 3a + 0a^2)d1^261d2^102 + (3 + 2a + 3a^2)d1^262d2^102 + (3 + 2a + 0a^2)d1^264d2^102 + (1 + 4a + 3a^2)d1^266d2^102 + (2 + 2a + 3a^2)d1^267d2^102 + (1 + 2a + 2a^2)d1^268d2^102 + (0 + 2a + 0a^2)d1^269d2^102 + (1 + 0a + 3a^2)d1^270d2^102 + (3 + 2a + 0a^2)d1^271d2^102 + (0 + 2a + 4a^2)d1^272d2^102 + (1 + 4a + 3a^2)d1^273d2^102 + (3 + 0a + 1a^2)d1^274d2^102 + (2 + 0a + 2a^2)d1^275d2^102 + (0 + 1a + 1a^2)d1^276d2^102 + (4 + 0a + 0a^2)d1^277d2^102 + (4 + 1a + 4a^2)d1^278d2^102 + (2 + 3a + 0a^2)d1^279d2^102 + (3 + 2a + 1a^2)d1^280d2^102 + (4 + 0a + 3a^2)d1^281d2^102 + (1 + 2a + 0a^2)d1^282d2^102 + (0 + 4a + 0a^2)d1^283d2^102 + (0 + 3a + 1a^2)d1^284d2^102 + (4 + 4a + 3a^2)d1^285d2^102 + (0 + 1a + 3a^2)d1^286d2^102 + (2 + 2a + 3a^2)d1^287d2^102 + (4 + 4a + 1a^2)d1^288d2^102 + (1 + 2a + 2a^2)d1^289d2^102 + (4 + 3a + 2a^2)d1^290d2^102 + (1 + 0a + 0a^2)d1^291d2^102 + (2 + 2a + 2a^2)d1^292d2^102 + (2 + 0a + 0a^2)d1^293d2^102 + (1 + 2a + 0a^2)d2^103 + (2 + 3a + 0a^2)d1^1d2^103 + (0 + 0a + 2a^2)d1^2d2^103 + (0 + 2a + 2a^2)d1^3d2^103 + (4 + 3a + 0a^2)d1^4d2^103 + (1 + 1a + 3a^2)d1^5d2^103 + (3 + 4a + 3a^2)d1^6d2^103 + (2 + 4a + 0a^2)d1^7d2^103 + (1 + 0a + 1a^2)d1^8d2^103 + (1 + 4a + 1a^2)d1^9d2^103 + (0 + 1a + 2a^2)d1^10d2^103 + (2 + 2a + 4a^2)d1^11d2^103 + (4 + 2a + 0a^2)d1^12d2^103 + (2 + 1a + 4a^2)d1^13d2^103 + (1 + 2a + 1a^2)d1^14d2^103 + (4 + 1a + 2a^2)d1^15d2^103 + (3 + 4a + 4a^2)d1^16d2^103 + (2 + 2a + 3a^2)d1^17d2^103 + (4 + 4a + 2a^2)d1^18d2^103 + (4 + 4a + 0a^2)d1^19d2^103 + (1 + 0a + 3a^2)d1^20d2^103 + (4 + 4a + 3a^2)d1^21d2^103 + (1 + 4a + 0a^2)d1^22d2^103 + (4 + 2a + 0a^2)d1^23d2^103 + (3 + 3a + 0a^2)d1^24d2^103 + (0 + 1a + 3a^2)d1^25d2^103 + (1 + 0a + 3a^2)d1^26d2^103 + (2 + 2a + 1a^2)d1^27d2^103 + (1 + 3a + 3a^2)d1^28d2^103 + (4 + 2a + 2a^2)d1^29d2^103 + (2 + 1a + 1a^2)d1^30d2^103 + (1 + 1a + 0a^2)d1^31d2^103 + (2 + 3a + 0a^2)d1^32d2^103 + (2 + 0a + 1a^2)d1^33d2^103 + (4 + 2a + 1a^2)d1^34d2^103 + (0 + 3a + 4a^2)d1^35d2^103 + (3 + 2a + 3a^2)d1^36d2^103 + (4 + 4a + 2a^2)d1^37d2^103 + (0 + 0a + 1a^2)d1^38d2^103 + (4 + 1a + 2a^2)d1^39d2^103 + (0 + 2a + 2a^2)d1^40d2^103 + (3 + 1a + 1a^2)d1^41d2^103 + (2 + 0a + 1a^2)d1^42d2^103 + (3 + 4a + 2a^2)d1^43d2^103 + (2 + 0a + 2a^2)d1^44d2^103 + (0 + 1a + 3a^2)d1^45d2^103 + (0 + 1a + 4a^2)d1^46d2^103 + (1 + 1a + 4a^2)d1^47d2^103 + (4 + 2a + 4a^2)d1^48d2^103 + (0 + 3a + 0a^2)d1^49d2^103 + (1 + 4a + 4a^2)d1^50d2^103 + (3 + 1a + 1a^2)d1^51d2^103 + (2 + 4a + 0a^2)d1^52d2^103 + (1 + 3a + 4a^2)d1^53d2^103 + (0 + 2a + 4a^2)d1^54d2^103 + (3 + 2a + 3a^2)d1^55d2^103 + (2 + 1a + 0a^2)d1^56d2^103 + (1 + 0a + 0a^2)d1^57d2^103 + (2 + 4a + 0a^2)d1^58d2^103 + (0 + 3a + 0a^2)d1^60d2^103 + (0 + 2a + 3a^2)d1^61d2^103 + (1 + 0a + 2a^2)d1^62d2^103 + (4 + 2a + 1a^2)d1^63d2^103 + (4 + 1a + 3a^2)d1^64d2^103 + (1 + 0a + 2a^2)d1^65d2^103 + (0 + 3a + 2a^2)d1^66d2^103 + (1 + 2a + 2a^2)d1^67d2^103 + (0 + 2a + 3a^2)d1^68d2^103 + (1 + 4a + 4a^2)d1^69d2^103 + (4 + 3a + 1a^2)d1^70d2^103 + (4 + 1a + 4a^2)d1^71d2^103 + (1 + 2a + 3a^2)d1^72d2^103 + (0 + 4a + 4a^2)d1^73d2^103 + (1 + 1a + 0a^2)d1^74d2^103 + (3 + 3a + 3a^2)d1^75d2^103 + (3 + 3a + 1a^2)d1^76d2^103 + (0 + 4a + 3a^2)d1^77d2^103 + (2 + 0a + 2a^2)d1^78d2^103 + (4 + 1a + 1a^2)d1^79d2^103 + (4 + 3a + 0a^2)d1^80d2^103 + (0 + 1a + 4a^2)d1^81d2^103 + (3 + 4a + 1a^2)d1^82d2^103 + (1 + 4a + 1a^2)d1^83d2^103 + (0 + 0a + 2a^2)d1^84d2^103 + (0 + 3a + 0a^2)d1^85d2^103 + (1 + 0a + 2a^2)d1^86d2^103 + (4 + 3a + 3a^2)d1^87d2^103 + (0 + 4a + 3a^2)d1^88d2^103 + (0 + 2a + 0a^2)d1^89d2^103 + (0 + 4a + 3a^2)d1^90d2^103 + (4 + 0a + 0a^2)d1^91d2^103 + (3 + 3a + 1a^2)d1^92d2^103 + (3 + 1a + 3a^2)d1^93d2^103 + (0 + 2a + 3a^2)d1^94d2^103 + (4 + 4a + 1a^2)d1^95d2^103 + (2 + 3a + 0a^2)d1^96d2^103 + (1 + 3a + 2a^2)d1^97d2^103 + (2 + 4a + 1a^2)d1^98d2^103 + (0 + 4a + 2a^2)d1^99d2^103 + (2 + 2a + 1a^2)d1^100d2^103 + (4 + 0a + 3a^2)d1^101d2^103 + (3 + 1a + 4a^2)d1^102d2^103 + (3 + 0a + 4a^2)d1^103d2^103 + (3 + 2a + 4a^2)d1^104d2^103 + (0 + 1a + 4a^2)d1^105d2^103 + (0 + 3a + 4a^2)d1^106d2^103 + (2 + 4a + 3a^2)d1^107d2^103 + (4 + 1a + 4a^2)d1^108d2^103 + (1 + 2a + 4a^2)d1^109d2^103 + (1 + 4a + 2a^2)d1^110d2^103 + (1 + 2a + 1a^2)d1^111d2^103 + (1 + 0a + 2a^2)d1^112d2^103 + (4 + 0a + 4a^2)d1^113d2^103 + (1 + 3a + 0a^2)d1^114d2^103 + (2 + 1a + 2a^2)d1^115d2^103 + (1 + 0a + 3a^2)d1^116d2^103 + (2 + 1a + 3a^2)d1^117d2^103 + (4 + 2a + 2a^2)d1^118d2^103 + (1 + 2a + 0a^2)d1^119d2^103 + (1 + 1a + 1a^2)d1^120d2^103 + (4 + 0a + 2a^2)d1^121d2^103 + (2 + 4a + 2a^2)d1^122d2^103 + (0 + 1a + 1a^2)d1^123d2^103 + (3 + 3a + 3a^2)d1^124d2^103 + (1 + 4a + 2a^2)d1^125d2^103 + (4 + 0a + 0a^2)d1^126d2^103 + (1 + 3a + 4a^2)d1^127d2^103 + (1 + 0a + 2a^2)d1^128d2^103 + (3 + 0a + 1a^2)d1^129d2^103 + (3 + 3a + 4a^2)d1^130d2^103 + (1 + 0a + 2a^2)d1^131d2^103 + (1 + 3a + 2a^2)d1^132d2^103 + (1 + 0a + 1a^2)d1^133d2^103 + (1 + 1a + 2a^2)d1^134d2^103 + (4 + 2a + 4a^2)d1^135d2^103 + (3 + 4a + 3a^2)d1^136d2^103 + (1 + 1a + 3a^2)d1^137d2^103 + (4 + 1a + 2a^2)d1^138d2^103 + (1 + 2a + 1a^2)d1^139d2^103 + (2 + 2a + 2a^2)d1^140d2^103 + (4 + 2a + 3a^2)d1^141d2^103 + (2 + 0a + 3a^2)d1^142d2^103 + (3 + 4a + 4a^2)d1^143d2^103 + (3 + 1a + 2a^2)d1^144d2^103 + (1 + 0a + 1a^2)d1^145d2^103 + (2 + 2a + 3a^2)d1^146d2^103 + (4 + 1a + 3a^2)d1^147d2^103 + (3 + 1a + 1a^2)d1^148d2^103 + (3 + 3a + 1a^2)d1^149d2^103 + (0 + 3a + 0a^2)d1^150d2^103 + (1 + 0a + 1a^2)d1^151d2^103 + (4 + 0a + 3a^2)d1^152d2^103 + (2 + 3a + 3a^2)d1^153d2^103 + (3 + 1a + 3a^2)d1^154d2^103 + (4 + 4a + 0a^2)d1^155d2^103 + (3 + 0a + 2a^2)d1^156d2^103 + (3 + 3a + 3a^2)d1^157d2^103 + (1 + 3a + 2a^2)d1^158d2^103 + (0 + 2a + 0a^2)d1^159d2^103 + (1 + 3a + 4a^2)d1^160d2^103 + (3 + 3a + 1a^2)d1^161d2^103 + (0 + 3a + 1a^2)d1^162d2^103 + (1 + 3a + 0a^2)d1^163d2^103 + (3 + 0a + 1a^2)d1^164d2^103 + (3 + 1a + 1a^2)d1^165d2^103 + (2 + 4a + 2a^2)d1^166d2^103 + (4 + 2a + 2a^2)d1^167d2^103 + (4 + 2a + 2a^2)d1^168d2^103 + (4 + 0a + 4a^2)d1^169d2^103 + (0 + 3a + 3a^2)d1^170d2^103 + (1 + 2a + 3a^2)d1^171d2^103 + (0 + 2a + 3a^2)d1^172d2^103 + (3 + 4a + 3a^2)d1^173d2^103 + (1 + 0a + 4a^2)d1^174d2^103 + (2 + 1a + 1a^2)d1^175d2^103 + (3 + 3a + 3a^2)d1^176d2^103 + (3 + 0a + 2a^2)d1^177d2^103 + (0 + 4a + 3a^2)d1^178d2^103 + (1 + 0a + 2a^2)d1^179d2^103 + (4 + 0a + 0a^2)d1^180d2^103 + (4 + 0a + 2a^2)d1^181d2^103 + (0 + 2a + 4a^2)d1^182d2^103 + (1 + 2a + 0a^2)d1^183d2^103 + (4 + 4a + 2a^2)d1^184d2^103 + (0 + 4a + 0a^2)d1^185d2^103 + (0 + 3a + 2a^2)d1^186d2^103 + (2 + 0a + 0a^2)d1^187d2^103 + (3 + 3a + 4a^2)d1^188d2^103 + (1 + 3a + 4a^2)d1^189d2^103 + (2 + 1a + 0a^2)d1^190d2^103 + (4 + 4a + 4a^2)d1^191d2^103 + (4 + 3a + 4a^2)d1^192d2^103 + (1 + 3a + 1a^2)d1^193d2^103 + (0 + 3a + 1a^2)d1^194d2^103 + (0 + 4a + 0a^2)d1^195d2^103 + (3 + 3a + 4a^2)d1^196d2^103 + (4 + 1a + 2a^2)d1^197d2^103 + (2 + 1a + 3a^2)d1^198d2^103 + (1 + 1a + 3a^2)d1^199d2^103 + (3 + 2a + 4a^2)d1^200d2^103 + (1 + 1a + 3a^2)d1^201d2^103 + (0 + 2a + 3a^2)d1^202d2^103 + (2 + 3a + 4a^2)d1^203d2^103 + (3 + 0a + 4a^2)d1^204d2^103 + (3 + 2a + 3a^2)d1^205d2^103 + (0 + 0a + 3a^2)d1^206d2^103 + (4 + 0a + 1a^2)d1^207d2^103 + (3 + 2a + 1a^2)d1^208d2^103 + (4 + 3a + 1a^2)d1^209d2^103 + (3 + 1a + 3a^2)d1^211d2^103 + (3 + 2a + 0a^2)d1^212d2^103 + (1 + 0a + 0a^2)d1^213d2^103 + (0 + 2a + 1a^2)d1^214d2^103 + (1 + 0a + 2a^2)d1^215d2^103 + (3 + 1a + 0a^2)d1^216d2^103 + (2 + 1a + 2a^2)d1^217d2^103 + (0 + 4a + 2a^2)d1^218d2^103 + (1 + 2a + 0a^2)d1^219d2^103 + (0 + 3a + 3a^2)d1^220d2^103 + (0 + 0a + 4a^2)d1^221d2^103 + (0 + 3a + 1a^2)d1^222d2^103 + (2 + 3a + 3a^2)d1^223d2^103 + (4 + 0a + 0a^2)d1^224d2^103 + (3 + 3a + 4a^2)d1^225d2^103 + (3 + 2a + 1a^2)d1^226d2^103 + (2 + 2a + 1a^2)d1^227d2^103 + (2 + 3a + 3a^2)d1^228d2^103 + (1 + 2a + 3a^2)d1^229d2^103 + (4 + 4a + 1a^2)d1^230d2^103 + (1 + 4a + 3a^2)d1^231d2^103 + (0 + 1a + 4a^2)d1^232d2^103 + (2 + 1a + 4a^2)d1^233d2^103 + (1 + 1a + 0a^2)d1^234d2^103 + (4 + 0a + 4a^2)d1^235d2^103 + (3 + 2a + 2a^2)d1^236d2^103 + (0 + 0a + 4a^2)d1^237d2^103 + (1 + 3a + 4a^2)d1^238d2^103 + (4 + 1a + 4a^2)d1^239d2^103 + (1 + 1a + 0a^2)d1^240d2^103 + (4 + 2a + 3a^2)d1^241d2^103 + (2 + 1a + 4a^2)d1^242d2^103 + (2 + 4a + 4a^2)d1^243d2^103 + (0 + 3a + 2a^2)d1^244d2^103 + (2 + 3a + 2a^2)d1^245d2^103 + (2 + 1a + 4a^2)d1^246d2^103 + (3 + 3a + 1a^2)d1^247d2^103 + (3 + 3a + 4a^2)d1^248d2^103 + (1 + 4a + 3a^2)d1^249d2^103 + (3 + 4a + 4a^2)d1^250d2^103 + (2 + 3a + 2a^2)d1^251d2^103 + (0 + 0a + 2a^2)d1^252d2^103 + (2 + 4a + 0a^2)d1^253d2^103 + (3 + 4a + 4a^2)d1^254d2^103 + (2 + 1a + 1a^2)d1^255d2^103 + (1 + 4a + 0a^2)d1^256d2^103 + (2 + 1a + 1a^2)d1^257d2^103 + (2 + 3a + 0a^2)d1^258d2^103 + (0 + 0a + 3a^2)d1^259d2^103 + (2 + 0a + 1a^2)d1^260d2^103 + (3 + 4a + 0a^2)d1^261d2^103 + (1 + 1a + 2a^2)d1^262d2^103 + (1 + 2a + 2a^2)d1^263d2^103 + (2 + 2a + 2a^2)d1^264d2^103 + (2 + 3a + 1a^2)d1^265d2^103 + (4 + 0a + 0a^2)d1^266d2^103 + (3 + 2a + 3a^2)d1^267d2^103 + (0 + 1a + 2a^2)d1^268d2^103 + (0 + 4a + 3a^2)d1^269d2^103 + (0 + 1a + 3a^2)d1^270d2^103 + (2 + 3a + 1a^2)d1^271d2^103 + (2 + 3a + 2a^2)d1^272d2^103 + (3 + 3a + 2a^2)d1^273d2^103 + (0 + 4a + 3a^2)d1^274d2^103 + (2 + 1a + 2a^2)d1^275d2^103 + (1 + 3a + 3a^2)d1^276d2^103 + (0 + 0a + 3a^2)d1^277d2^103 + (0 + 2a + 1a^2)d1^278d2^103 + (0 + 3a + 4a^2)d1^279d2^103 + (1 + 3a + 2a^2)d1^280d2^103 + (0 + 3a + 3a^2)d1^281d2^103 + (4 + 4a + 2a^2)d1^282d2^103 + (2 + 1a + 2a^2)d1^283d2^103 + (3 + 3a + 4a^2)d1^284d2^103 + (3 + 0a + 4a^2)d1^285d2^103 + (0 + 1a + 3a^2)d1^286d2^103 + (4 + 1a + 1a^2)d1^287d2^103 + (4 + 1a + 3a^2)d1^288d2^103 + (0 + 1a + 4a^2)d1^289d2^103 + (1 + 2a + 4a^2)d1^290d2^103 + (4 + 2a + 0a^2)d1^291d2^103 + (4 + 2a + 4a^2)d1^292d2^103 + (0 + 0a + 3a^2)d1^293d2^103 + (0 + 0a + 3a^2)d2^104 + (4 + 4a + 1a^2)d1^1d2^104 + (1 + 4a + 0a^2)d1^2d2^104 + (0 + 1a + 4a^2)d1^3d2^104 + (0 + 2a + 0a^2)d1^4d2^104 + (1 + 0a + 2a^2)d1^5d2^104 + (4 + 3a + 1a^2)d1^6d2^104 + (3 + 0a + 0a^2)d1^7d2^104 + (0 + 4a + 0a^2)d1^8d2^104 + (2 + 3a + 4a^2)d1^9d2^104 + (0 + 4a + 3a^2)d1^10d2^104 + (1 + 1a + 4a^2)d1^11d2^104 + (0 + 1a + 3a^2)d1^12d2^104 + (3 + 3a + 2a^2)d1^13d2^104 + (2 + 1a + 3a^2)d1^14d2^104 + (4 + 0a + 3a^2)d1^15d2^104 + (0 + 3a + 4a^2)d1^16d2^104 + (3 + 4a + 3a^2)d1^17d2^104 + (1 + 3a + 3a^2)d1^18d2^104 + (0 + 1a + 3a^2)d1^19d2^104 + (1 + 3a + 2a^2)d1^20d2^104 + (1 + 3a + 0a^2)d1^21d2^104 + (3 + 3a + 4a^2)d1^22d2^104 + (1 + 3a + 1a^2)d1^23d2^104 + (4 + 3a + 3a^2)d1^24d2^104 + (3 + 4a + 3a^2)d1^25d2^104 + (3 + 1a + 4a^2)d1^26d2^104 + (3 + 0a + 1a^2)d1^27d2^104 + (2 + 1a + 3a^2)d1^28d2^104 + (3 + 2a + 1a^2)d1^29d2^104 + (2 + 3a + 3a^2)d1^30d2^104 + (2 + 0a + 4a^2)d1^31d2^104 + (3 + 0a + 0a^2)d1^32d2^104 + (4 + 2a + 2a^2)d1^33d2^104 + (4 + 4a + 3a^2)d1^34d2^104 + (1 + 2a + 4a^2)d1^35d2^104 + (0 + 4a + 4a^2)d1^36d2^104 + (2 + 3a + 4a^2)d1^37d2^104 + (1 + 1a + 2a^2)d1^38d2^104 + (2 + 1a + 0a^2)d1^39d2^104 + (4 + 3a + 1a^2)d1^40d2^104 + (4 + 3a + 4a^2)d1^41d2^104 + (1 + 3a + 3a^2)d1^42d2^104 + (3 + 2a + 0a^2)d1^43d2^104 + (4 + 2a + 1a^2)d1^44d2^104 + (4 + 1a + 3a^2)d1^45d2^104 + (4 + 3a + 1a^2)d1^46d2^104 + (3 + 1a + 0a^2)d1^47d2^104 + (3 + 0a + 1a^2)d1^48d2^104 + (0 + 1a + 0a^2)d1^49d2^104 + (2 + 1a + 3a^2)d1^50d2^104 + (1 + 0a + 1a^2)d1^51d2^104 + (4 + 4a + 0a^2)d1^52d2^104 + (4 + 0a + 3a^2)d1^53d2^104 + (2 + 4a + 3a^2)d1^54d2^104 + (4 + 0a + 4a^2)d1^55d2^104 + (3 + 4a + 0a^2)d1^56d2^104 + (3 + 2a + 2a^2)d1^57d2^104 + (1 + 4a + 2a^2)d1^58d2^104 + (1 + 0a + 2a^2)d1^59d2^104 + (4 + 3a + 3a^2)d1^60d2^104 + (0 + 3a + 1a^2)d1^61d2^104 + (2 + 1a + 3a^2)d1^62d2^104 + (1 + 2a + 4a^2)d1^63d2^104 + (1 + 3a + 0a^2)d1^64d2^104 + (2 + 2a + 2a^2)d1^65d2^104 + (0 + 2a + 4a^2)d1^66d2^104 + (0 + 3a + 3a^2)d1^67d2^104 + (3 + 1a + 2a^2)d1^68d2^104 + (2 + 2a + 2a^2)d1^69d2^104 + (2 + 2a + 4a^2)d1^70d2^104 + (3 + 2a + 3a^2)d1^71d2^104 + (1 + 3a + 4a^2)d1^72d2^104 + (2 + 4a + 2a^2)d1^73d2^104 + (0 + 1a + 2a^2)d1^74d2^104 + (0 + 4a + 2a^2)d1^75d2^104 + (3 + 4a + 3a^2)d1^76d2^104 + (2 + 4a + 1a^2)d1^77d2^104 + (0 + 1a + 3a^2)d1^78d2^104 + (4 + 3a + 4a^2)d1^79d2^104 + (1 + 3a + 3a^2)d1^80d2^104 + (2 + 1a + 3a^2)d1^81d2^104 + (4 + 0a + 1a^2)d1^82d2^104 + (1 + 2a + 1a^2)d1^83d2^104 + (1 + 1a + 3a^2)d1^84d2^104 + (0 + 4a + 0a^2)d1^85d2^104 + (1 + 2a + 3a^2)d1^86d2^104 + (4 + 0a + 1a^2)d1^87d2^104 + (0 + 0a + 3a^2)d1^88d2^104 + (2 + 4a + 2a^2)d1^89d2^104 + (3 + 0a + 1a^2)d1^90d2^104 + (2 + 1a + 3a^2)d1^91d2^104 + (1 + 4a + 0a^2)d1^92d2^104 + (4 + 4a + 1a^2)d1^93d2^104 + (2 + 2a + 0a^2)d1^94d2^104 + (0 + 1a + 3a^2)d1^95d2^104 + (1 + 0a + 2a^2)d1^96d2^104 + (4 + 4a + 4a^2)d1^97d2^104 + (2 + 1a + 3a^2)d1^98d2^104 + (1 + 2a + 0a^2)d1^99d2^104 + (2 + 3a + 4a^2)d1^100d2^104 + (1 + 0a + 2a^2)d1^101d2^104 + (4 + 3a + 0a^2)d1^102d2^104 + (2 + 3a + 0a^2)d1^103d2^104 + (0 + 1a + 1a^2)d1^104d2^104 + (0 + 4a + 2a^2)d1^105d2^104 + (0 + 0a + 4a^2)d1^106d2^104 + (4 + 2a + 0a^2)d1^107d2^104 + (2 + 4a + 2a^2)d1^108d2^104 + (4 + 3a + 4a^2)d1^109d2^104 + (4 + 4a + 3a^2)d1^110d2^104 + (4 + 1a + 1a^2)d1^111d2^104 + (4 + 1a + 2a^2)d1^112d2^104 + (0 + 2a + 2a^2)d1^113d2^104 + (1 + 2a + 0a^2)d1^114d2^104 + (1 + 3a + 1a^2)d1^115d2^104 + (0 + 4a + 3a^2)d1^116d2^104 + (4 + 3a + 1a^2)d1^117d2^104 + (2 + 0a + 2a^2)d1^118d2^104 + (3 + 4a + 4a^2)d1^119d2^104 + (4 + 1a + 1a^2)d1^120d2^104 + (4 + 3a + 4a^2)d1^121d2^104 + (1 + 0a + 1a^2)d1^122d2^104 + (1 + 1a + 4a^2)d1^123d2^104 + (4 + 3a + 1a^2)d1^124d2^104 + (0 + 4a + 0a^2)d1^125d2^104 + (4 + 0a + 1a^2)d1^126d2^104 + (2 + 4a + 3a^2)d1^127d2^104 + (3 + 0a + 2a^2)d1^128d2^104 + (4 + 4a + 0a^2)d1^129d2^104 + (2 + 1a + 2a^2)d1^130d2^104 + (3 + 2a + 4a^2)d1^131d2^104 + (0 + 2a + 2a^2)d1^132d2^104 + (4 + 0a + 1a^2)d1^133d2^104 + (2 + 4a + 4a^2)d1^134d2^104 + (0 + 1a + 1a^2)d1^135d2^104 + (0 + 4a + 4a^2)d1^136d2^104 + (0 + 0a + 3a^2)d1^137d2^104 + (2 + 0a + 2a^2)d1^138d2^104 + (0 + 0a + 3a^2)d1^139d2^104 + (2 + 2a + 0a^2)d1^140d2^104 + (4 + 2a + 4a^2)d1^141d2^104 + (2 + 1a + 3a^2)d1^142d2^104 + (4 + 3a + 0a^2)d1^143d2^104 + (1 + 4a + 1a^2)d1^144d2^104 + (4 + 2a + 3a^2)d1^145d2^104 + (3 + 3a + 4a^2)d1^146d2^104 + (4 + 0a + 4a^2)d1^147d2^104 + (0 + 1a + 3a^2)d1^148d2^104 + (4 + 3a + 1a^2)d1^149d2^104 + (4 + 4a + 1a^2)d1^150d2^104 + (2 + 0a + 3a^2)d1^151d2^104 + (2 + 0a + 0a^2)d1^152d2^104 + (0 + 0a + 1a^2)d1^153d2^104 + (2 + 0a + 0a^2)d1^154d2^104 + (4 + 1a + 1a^2)d1^155d2^104 + (2 + 1a + 4a^2)d1^156d2^104 + (2 + 1a + 2a^2)d1^157d2^104 + (3 + 2a + 0a^2)d1^158d2^104 + (4 + 2a + 2a^2)d1^159d2^104 + (1 + 1a + 3a^2)d1^160d2^104 + (1 + 1a + 0a^2)d1^161d2^104 + (2 + 4a + 0a^2)d1^162d2^104 + (4 + 4a + 3a^2)d1^163d2^104 + (4 + 4a + 2a^2)d1^164d2^104 + (4 + 0a + 0a^2)d1^165d2^104 + (1 + 0a + 1a^2)d1^166d2^104 + (2 + 2a + 2a^2)d1^167d2^104 + (3 + 4a + 2a^2)d1^168d2^104 + (1 + 3a + 2a^2)d1^169d2^104 + (4 + 1a + 2a^2)d1^170d2^104 + (2 + 1a + 0a^2)d1^171d2^104 + (2 + 4a + 0a^2)d1^172d2^104 + (1 + 2a + 1a^2)d1^173d2^104 + (1 + 1a + 3a^2)d1^174d2^104 + (4 + 4a + 4a^2)d1^175d2^104 + (2 + 4a + 2a^2)d1^176d2^104 + (4 + 4a + 0a^2)d1^177d2^104 + (1 + 2a + 0a^2)d1^178d2^104 + (3 + 1a + 1a^2)d1^179d2^104 + (4 + 2a + 0a^2)d1^180d2^104 + (4 + 3a + 3a^2)d1^181d2^104 + (1 + 2a + 4a^2)d1^182d2^104 + (2 + 2a + 2a^2)d1^183d2^104 + (0 + 4a + 4a^2)d1^184d2^104 + (1 + 2a + 3a^2)d1^185d2^104 + (2 + 3a + 1a^2)d1^186d2^104 + (1 + 0a + 2a^2)d1^187d2^104 + (1 + 3a + 0a^2)d1^188d2^104 + (1 + 2a + 0a^2)d1^189d2^104 + (1 + 0a + 3a^2)d1^190d2^104 + (0 + 3a + 4a^2)d1^191d2^104 + (4 + 0a + 3a^2)d1^192d2^104 + (2 + 4a + 4a^2)d1^193d2^104 + (4 + 3a + 3a^2)d1^194d2^104 + (1 + 0a + 0a^2)d1^195d2^104 + (1 + 4a + 2a^2)d1^196d2^104 + (0 + 3a + 3a^2)d1^197d2^104 + (2 + 0a + 0a^2)d1^198d2^104 + (3 + 1a + 1a^2)d1^199d2^104 + (4 + 0a + 3a^2)d1^200d2^104 + (1 + 4a + 2a^2)d1^201d2^104 + (2 + 1a + 1a^2)d1^202d2^104 + (1 + 4a + 2a^2)d1^203d2^104 + (1 + 1a + 0a^2)d1^204d2^104 + (3 + 2a + 2a^2)d1^205d2^104 + (2 + 3a + 2a^2)d1^206d2^104 + (3 + 1a + 3a^2)d1^207d2^104 + (4 + 0a + 3a^2)d1^208d2^104 + (1 + 4a + 4a^2)d1^209d2^104 + (4 + 0a + 2a^2)d1^210d2^104 + (4 + 0a + 2a^2)d1^211d2^104 + (2 + 4a + 4a^2)d1^212d2^104 + (0 + 3a + 1a^2)d1^213d2^104 + (0 + 1a + 1a^2)d1^214d2^104 + (3 + 1a + 3a^2)d1^215d2^104 + (3 + 2a + 2a^2)d1^216d2^104 + (3 + 2a + 0a^2)d1^217d2^104 + (2 + 1a + 2a^2)d1^218d2^104 + (4 + 4a + 4a^2)d1^219d2^104 + (1 + 4a + 0a^2)d1^220d2^104 + (1 + 3a + 2a^2)d1^221d2^104 + (3 + 2a + 1a^2)d1^222d2^104 + (1 + 4a + 0a^2)d1^223d2^104 + (3 + 1a + 4a^2)d1^224d2^104 + (0 + 1a + 3a^2)d1^225d2^104 + (1 + 3a + 3a^2)d1^226d2^104 + (4 + 0a + 0a^2)d1^227d2^104 + (1 + 3a + 0a^2)d1^228d2^104 + (3 + 4a + 3a^2)d1^229d2^104 + (0 + 3a + 4a^2)d1^230d2^104 + (1 + 0a + 0a^2)d1^231d2^104 + (4 + 0a + 4a^2)d1^232d2^104 + (0 + 2a + 1a^2)d1^233d2^104 + (4 + 1a + 0a^2)d1^234d2^104 + (0 + 3a + 4a^2)d1^235d2^104 + (4 + 1a + 1a^2)d1^236d2^104 + (0 + 3a + 3a^2)d1^237d2^104 + (0 + 2a + 4a^2)d1^238d2^104 + (4 + 0a + 3a^2)d1^239d2^104 + (1 + 3a + 1a^2)d1^240d2^104 + (2 + 2a + 3a^2)d1^241d2^104 + (1 + 4a + 3a^2)d1^243d2^104 + (3 + 0a + 3a^2)d1^244d2^104 + (3 + 0a + 0a^2)d1^245d2^104 + (0 + 2a + 1a^2)d1^246d2^104 + (1 + 1a + 4a^2)d1^247d2^104 + (1 + 3a + 3a^2)d1^248d2^104 + (1 + 0a + 4a^2)d1^249d2^104 + (4 + 1a + 2a^2)d1^250d2^104 + (3 + 1a + 0a^2)d1^251d2^104 + (1 + 1a + 3a^2)d1^252d2^104 + (3 + 3a + 2a^2)d1^253d2^104 + (0 + 1a + 2a^2)d1^254d2^104 + (3 + 0a + 1a^2)d1^255d2^104 + (0 + 3a + 1a^2)d1^256d2^104 + (4 + 2a + 4a^2)d1^257d2^104 + (0 + 1a + 4a^2)d1^258d2^104 + (2 + 4a + 1a^2)d1^259d2^104 + (4 + 2a + 2a^2)d1^260d2^104 + (2 + 1a + 3a^2)d1^261d2^104 + (0 + 4a + 3a^2)d1^262d2^104 + (4 + 4a + 1a^2)d1^263d2^104 + (3 + 4a + 3a^2)d1^264d2^104 + (1 + 3a + 3a^2)d1^265d2^104 + (0 + 4a + 4a^2)d1^266d2^104 + (2 + 3a + 1a^2)d1^267d2^104 + (3 + 4a + 0a^2)d1^268d2^104 + (1 + 4a + 0a^2)d1^269d2^104 + (0 + 0a + 1a^2)d1^270d2^104 + (0 + 0a + 2a^2)d1^271d2^104 + (3 + 1a + 1a^2)d1^272d2^104 + (1 + 1a + 2a^2)d1^273d2^104 + (4 + 2a + 1a^2)d1^274d2^104 + (2 + 0a + 2a^2)d1^275d2^104 + (2 + 1a + 4a^2)d1^276d2^104 + (2 + 3a + 1a^2)d1^277d2^104 + (4 + 3a + 0a^2)d1^278d2^104 + (3 + 1a + 3a^2)d1^279d2^104 + (0 + 3a + 2a^2)d1^280d2^104 + (2 + 2a + 1a^2)d1^281d2^104 + (3 + 4a + 2a^2)d1^282d2^104 + (3 + 1a + 1a^2)d1^283d2^104 + (2 + 4a + 3a^2)d1^284d2^104 + (3 + 0a + 0a^2)d1^285d2^104 + (0 + 4a + 2a^2)d1^286d2^104 + (2 + 2a + 1a^2)d1^287d2^104 + (2 + 2a + 1a^2)d1^288d2^104 + (0 + 2a + 4a^2)d1^289d2^104 + (2 + 3a + 1a^2)d1^290d2^104 + (0 + 3a + 4a^2)d1^291d2^104 + (0 + 2a + 2a^2)d1^292d2^104 + (2 + 4a + 2a^2)d1^293d2^104 + (4 + 3a + 3a^2)d2^105 + (3 + 3a + 3a^2)d1^1d2^105 + (2 + 4a + 1a^2)d1^2d2^105 + (1 + 2a + 1a^2)d1^3d2^105 + (0 + 1a + 1a^2)d1^4d2^105 + (3 + 4a + 2a^2)d1^5d2^105 + (1 + 1a + 0a^2)d1^6d2^105 + (2 + 0a + 1a^2)d1^7d2^105 + (3 + 4a + 4a^2)d1^8d2^105 + (2 + 4a + 4a^2)d1^9d2^105 + (0 + 1a + 3a^2)d1^10d2^105 + (2 + 1a + 0a^2)d1^11d2^105 + (0 + 0a + 3a^2)d1^12d2^105 + (1 + 0a + 3a^2)d1^13d2^105 + (2 + 3a + 1a^2)d1^14d2^105 + (4 + 3a + 4a^2)d1^15d2^105 + (2 + 0a + 0a^2)d1^16d2^105 + (1 + 2a + 4a^2)d1^18d2^105 + (2 + 0a + 3a^2)d1^19d2^105 + (4 + 4a + 0a^2)d1^20d2^105 + (3 + 0a + 4a^2)d1^21d2^105 + (1 + 4a + 1a^2)d1^22d2^105 + (4 + 0a + 0a^2)d1^23d2^105 + (3 + 0a + 1a^2)d1^24d2^105 + (0 + 3a + 1a^2)d1^25d2^105 + (3 + 2a + 2a^2)d1^26d2^105 + (0 + 4a + 2a^2)d1^28d2^105 + (4 + 2a + 3a^2)d1^29d2^105 + (3 + 0a + 3a^2)d1^30d2^105 + (0 + 3a + 2a^2)d1^31d2^105 + (1 + 1a + 3a^2)d1^32d2^105 + (3 + 0a + 0a^2)d1^33d2^105 + (1 + 2a + 4a^2)d1^34d2^105 + (4 + 2a + 2a^2)d1^35d2^105 + (0 + 2a + 4a^2)d1^36d2^105 + (4 + 4a + 3a^2)d1^37d2^105 + (0 + 4a + 2a^2)d1^38d2^105 + (1 + 4a + 4a^2)d1^39d2^105 + (1 + 4a + 3a^2)d1^40d2^105 + (0 + 1a + 2a^2)d1^41d2^105 + (3 + 0a + 3a^2)d1^42d2^105 + (1 + 1a + 3a^2)d1^43d2^105 + (2 + 3a + 0a^2)d1^44d2^105 + (4 + 2a + 0a^2)d1^45d2^105 + (3 + 2a + 3a^2)d1^46d2^105 + (1 + 1a + 0a^2)d1^47d2^105 + (0 + 4a + 1a^2)d1^48d2^105 + (2 + 0a + 2a^2)d1^49d2^105 + (1 + 0a + 3a^2)d1^50d2^105 + (2 + 2a + 2a^2)d1^51d2^105 + (4 + 4a + 0a^2)d1^52d2^105 + (1 + 0a + 1a^2)d1^53d2^105 + (1 + 1a + 2a^2)d1^54d2^105 + (2 + 4a + 3a^2)d1^55d2^105 + (2 + 1a + 1a^2)d1^56d2^105 + (3 + 0a + 0a^2)d1^57d2^105 + (0 + 4a + 4a^2)d1^58d2^105 + (3 + 4a + 3a^2)d1^59d2^105 + (1 + 1a + 0a^2)d1^60d2^105 + (1 + 2a + 4a^2)d1^61d2^105 + (2 + 0a + 2a^2)d1^62d2^105 + (3 + 0a + 4a^2)d1^63d2^105 + (3 + 4a + 1a^2)d1^64d2^105 + (3 + 3a + 2a^2)d1^65d2^105 + (4 + 3a + 4a^2)d1^66d2^105 + (3 + 4a + 1a^2)d1^67d2^105 + (2 + 2a + 2a^2)d1^69d2^105 + (3 + 4a + 4a^2)d1^70d2^105 + (0 + 2a + 3a^2)d1^71d2^105 + (4 + 1a + 3a^2)d1^72d2^105 + (4 + 1a + 4a^2)d1^73d2^105 + (1 + 0a + 4a^2)d1^74d2^105 + (1 + 1a + 3a^2)d1^75d2^105 + (3 + 2a + 3a^2)d1^76d2^105 + (0 + 3a + 4a^2)d1^77d2^105 + (2 + 0a + 4a^2)d1^78d2^105 + (1 + 0a + 2a^2)d1^79d2^105 + (1 + 0a + 2a^2)d1^80d2^105 + (1 + 3a + 1a^2)d1^81d2^105 + (2 + 0a + 2a^2)d1^82d2^105 + (0 + 4a + 4a^2)d1^83d2^105 + (1 + 3a + 3a^2)d1^84d2^105 + (1 + 4a + 1a^2)d1^85d2^105 + (3 + 1a + 1a^2)d1^86d2^105 + (4 + 1a + 1a^2)d1^87d2^105 + (4 + 3a + 1a^2)d1^88d2^105 + (2 + 4a + 2a^2)d1^89d2^105 + (3 + 3a + 4a^2)d1^90d2^105 + (4 + 0a + 2a^2)d1^91d2^105 + (4 + 3a + 3a^2)d1^92d2^105 + (4 + 2a + 0a^2)d1^93d2^105 + (0 + 4a + 2a^2)d1^94d2^105 + (4 + 2a + 3a^2)d1^95d2^105 + (1 + 0a + 2a^2)d1^96d2^105 + (1 + 2a + 4a^2)d1^97d2^105 + (3 + 1a + 2a^2)d1^98d2^105 + (1 + 2a + 3a^2)d1^99d2^105 + (4 + 4a + 3a^2)d1^100d2^105 + (4 + 3a + 0a^2)d1^101d2^105 + (1 + 4a + 4a^2)d1^102d2^105 + (2 + 0a + 0a^2)d1^103d2^105 + (2 + 4a + 1a^2)d1^104d2^105 + (4 + 2a + 0a^2)d1^105d2^105 + (4 + 1a + 0a^2)d1^106d2^105 + (0 + 4a + 4a^2)d1^107d2^105 + (3 + 2a + 2a^2)d1^108d2^105 + (2 + 0a + 2a^2)d1^109d2^105 + (4 + 0a + 4a^2)d1^110d2^105 + (1 + 3a + 2a^2)d1^111d2^105 + (3 + 4a + 3a^2)d1^112d2^105 + (3 + 1a + 1a^2)d1^113d2^105 + (3 + 3a + 1a^2)d1^114d2^105 + (4 + 4a + 1a^2)d1^115d2^105 + (3 + 1a + 3a^2)d1^116d2^105 + (1 + 0a + 2a^2)d1^117d2^105 + (1 + 3a + 4a^2)d1^118d2^105 + (2 + 4a + 3a^2)d1^119d2^105 + (3 + 1a + 1a^2)d1^120d2^105 + (4 + 2a + 0a^2)d1^121d2^105 + (1 + 1a + 0a^2)d1^122d2^105 + (1 + 3a + 1a^2)d1^123d2^105 + (1 + 3a + 2a^2)d1^124d2^105 + (4 + 3a + 3a^2)d1^125d2^105 + (0 + 3a + 3a^2)d1^126d2^105 + (4 + 0a + 3a^2)d1^127d2^105 + (2 + 0a + 0a^2)d1^128d2^105 + (2 + 3a + 2a^2)d1^129d2^105 + (0 + 3a + 1a^2)d1^130d2^105 + (2 + 0a + 1a^2)d1^131d2^105 + (2 + 1a + 1a^2)d1^132d2^105 + (0 + 0a + 3a^2)d1^133d2^105 + (1 + 2a + 0a^2)d1^134d2^105 + (4 + 4a + 3a^2)d1^135d2^105 + (1 + 2a + 1a^2)d1^136d2^105 + (3 + 3a + 2a^2)d1^137d2^105 + (2 + 0a + 0a^2)d1^138d2^105 + (0 + 0a + 3a^2)d1^139d2^105 + (1 + 4a + 2a^2)d1^140d2^105 + (4 + 1a + 0a^2)d1^141d2^105 + (1 + 1a + 0a^2)d1^142d2^105 + (1 + 4a + 2a^2)d1^143d2^105 + (3 + 0a + 4a^2)d1^144d2^105 + (4 + 1a + 4a^2)d1^145d2^105 + (4 + 0a + 1a^2)d1^146d2^105 + (2 + 2a + 2a^2)d1^147d2^105 + (0 + 2a + 1a^2)d1^148d2^105 + (1 + 2a + 1a^2)d1^149d2^105 + (3 + 2a + 2a^2)d1^150d2^105 + (4 + 0a + 1a^2)d1^151d2^105 + (0 + 1a + 0a^2)d1^152d2^105 + (3 + 2a + 2a^2)d1^153d2^105 + (0 + 3a + 4a^2)d1^154d2^105 + (2 + 0a + 4a^2)d1^155d2^105 + (1 + 0a + 1a^2)d1^156d2^105 + (2 + 1a + 1a^2)d1^157d2^105 + (2 + 2a + 0a^2)d1^158d2^105 + (3 + 1a + 0a^2)d1^159d2^105 + (2 + 4a + 2a^2)d1^160d2^105 + (2 + 0a + 0a^2)d1^161d2^105 + (0 + 4a + 2a^2)d1^162d2^105 + (1 + 0a + 2a^2)d1^163d2^105 + (3 + 1a + 1a^2)d1^164d2^105 + (3 + 3a + 4a^2)d1^165d2^105 + (0 + 2a + 0a^2)d1^166d2^105 + (4 + 0a + 0a^2)d1^167d2^105 + (0 + 4a + 0a^2)d1^168d2^105 + (1 + 4a + 1a^2)d1^169d2^105 + (4 + 4a + 3a^2)d1^170d2^105 + (0 + 0a + 4a^2)d1^171d2^105 + (1 + 2a + 1a^2)d1^172d2^105 + (1 + 2a + 4a^2)d1^173d2^105 + (3 + 0a + 2a^2)d1^174d2^105 + (4 + 2a + 1a^2)d1^175d2^105 + (1 + 3a + 0a^2)d1^176d2^105 + (3 + 1a + 3a^2)d1^177d2^105 + (4 + 1a + 4a^2)d1^178d2^105 + (2 + 1a + 1a^2)d1^179d2^105 + (3 + 0a + 4a^2)d1^180d2^105 + (4 + 0a + 1a^2)d1^181d2^105 + (2 + 2a + 3a^2)d1^182d2^105 + (2 + 1a + 3a^2)d1^183d2^105 + (0 + 2a + 0a^2)d1^184d2^105 + (4 + 2a + 4a^2)d1^185d2^105 + (0 + 0a + 1a^2)d1^186d2^105 + (0 + 4a + 0a^2)d1^187d2^105 + (4 + 2a + 1a^2)d1^188d2^105 + (1 + 4a + 3a^2)d1^189d2^105 + (0 + 0a + 4a^2)d1^190d2^105 + (0 + 0a + 3a^2)d1^191d2^105 + (4 + 2a + 4a^2)d1^192d2^105 + (1 + 0a + 2a^2)d1^193d2^105 + (4 + 3a + 1a^2)d1^194d2^105 + (1 + 3a + 1a^2)d1^195d2^105 + (4 + 1a + 0a^2)d1^196d2^105 + (1 + 1a + 4a^2)d1^197d2^105 + (0 + 1a + 4a^2)d1^198d2^105 + (3 + 3a + 4a^2)d1^199d2^105 + (3 + 0a + 1a^2)d1^200d2^105 + (1 + 2a + 4a^2)d1^201d2^105 + (3 + 3a + 3a^2)d1^202d2^105 + (4 + 4a + 4a^2)d1^203d2^105 + (4 + 2a + 4a^2)d1^204d2^105 + (2 + 1a + 2a^2)d1^205d2^105 + (2 + 3a + 0a^2)d1^206d2^105 + (2 + 4a + 0a^2)d1^207d2^105 + (0 + 4a + 3a^2)d1^208d2^105 + (3 + 3a + 1a^2)d1^209d2^105 + (1 + 4a + 2a^2)d1^210d2^105 + (0 + 3a + 4a^2)d1^211d2^105 + (1 + 0a + 1a^2)d1^212d2^105 + (4 + 0a + 1a^2)d1^213d2^105 + (1 + 3a + 1a^2)d1^214d2^105 + (1 + 0a + 2a^2)d1^215d2^105 + (3 + 3a + 4a^2)d1^216d2^105 + (0 + 2a + 0a^2)d1^217d2^105 + (1 + 1a + 4a^2)d1^218d2^105 + (4 + 0a + 1a^2)d1^219d2^105 + (4 + 3a + 0a^2)d1^220d2^105 + (1 + 4a + 0a^2)d1^221d2^105 + (2 + 3a + 4a^2)d1^222d2^105 + (2 + 0a + 3a^2)d1^223d2^105 + (1 + 2a + 2a^2)d1^224d2^105 + (0 + 3a + 4a^2)d1^225d2^105 + (2 + 4a + 4a^2)d1^226d2^105 + (1 + 1a + 0a^2)d1^227d2^105 + (3 + 2a + 1a^2)d1^228d2^105 + (0 + 4a + 4a^2)d1^229d2^105 + (1 + 3a + 0a^2)d1^230d2^105 + (3 + 2a + 4a^2)d1^231d2^105 + (1 + 2a + 2a^2)d1^232d2^105 + (2 + 3a + 1a^2)d1^233d2^105 + (2 + 2a + 4a^2)d1^234d2^105 + (3 + 3a + 1a^2)d1^235d2^105 + (3 + 3a + 3a^2)d1^236d2^105 + (3 + 4a + 2a^2)d1^237d2^105 + (2 + 4a + 2a^2)d1^238d2^105 + (2 + 2a + 3a^2)d1^239d2^105 + (0 + 3a + 2a^2)d1^240d2^105 + (2 + 4a + 3a^2)d1^241d2^105 + (4 + 3a + 1a^2)d1^242d2^105 + (3 + 0a + 2a^2)d1^243d2^105 + (4 + 0a + 0a^2)d1^244d2^105 + (1 + 3a + 4a^2)d1^245d2^105 + (0 + 1a + 2a^2)d1^246d2^105 + (3 + 0a + 1a^2)d1^247d2^105 + (1 + 2a + 3a^2)d1^248d2^105 + (1 + 0a + 3a^2)d1^249d2^105 + (0 + 0a + 3a^2)d1^250d2^105 + (0 + 2a + 2a^2)d1^251d2^105 + (1 + 1a + 2a^2)d1^252d2^105 + (4 + 4a + 4a^2)d1^253d2^105 + (0 + 1a + 4a^2)d1^254d2^105 + (3 + 4a + 3a^2)d1^255d2^105 + (3 + 0a + 4a^2)d1^256d2^105 + (2 + 3a + 0a^2)d1^257d2^105 + (2 + 4a + 3a^2)d1^258d2^105 + (0 + 1a + 1a^2)d1^259d2^105 + (3 + 4a + 3a^2)d1^260d2^105 + (4 + 2a + 4a^2)d1^261d2^105 + (0 + 1a + 2a^2)d1^262d2^105 + (4 + 0a + 3a^2)d1^263d2^105 + (4 + 2a + 0a^2)d1^264d2^105 + (1 + 2a + 4a^2)d1^265d2^105 + (3 + 3a + 3a^2)d1^266d2^105 + (3 + 2a + 1a^2)d1^267d2^105 + (0 + 3a + 4a^2)d1^268d2^105 + (1 + 0a + 4a^2)d1^269d2^105 + (2 + 0a + 0a^2)d1^270d2^105 + (1 + 2a + 1a^2)d1^271d2^105 + (3 + 3a + 1a^2)d1^272d2^105 + (1 + 3a + 4a^2)d1^273d2^105 + (1 + 1a + 2a^2)d1^274d2^105 + (1 + 1a + 3a^2)d1^275d2^105 + (1 + 1a + 1a^2)d1^276d2^105 + (0 + 4a + 1a^2)d1^277d2^105 + (2 + 3a + 0a^2)d1^278d2^105 + (4 + 0a + 3a^2)d1^279d2^105 + (2 + 4a + 3a^2)d1^280d2^105 + (0 + 3a + 4a^2)d1^281d2^105 + (2 + 2a + 3a^2)d1^282d2^105 + (3 + 2a + 4a^2)d1^283d2^105 + (0 + 0a + 3a^2)d1^284d2^105 + (4 + 3a + 1a^2)d1^285d2^105 + (3 + 2a + 4a^2)d1^286d2^105 + (1 + 4a + 2a^2)d1^287d2^105 + (2 + 4a + 3a^2)d1^288d2^105 + (0 + 2a + 3a^2)d1^289d2^105 + (4 + 4a + 0a^2)d1^290d2^105 + (1 + 0a + 3a^2)d1^291d2^105 + (2 + 2a + 4a^2)d1^292d2^105 + (4 + 3a + 2a^2)d1^293d2^105 + (4 + 4a + 1a^2)d2^106 + (4 + 1a + 3a^2)d1^1d2^106 + (1 + 2a + 2a^2)d1^2d2^106 + (3 + 3a + 1a^2)d1^3d2^106 + (0 + 2a + 1a^2)d1^4d2^106 + (2 + 1a + 0a^2)d1^5d2^106 + (2 + 2a + 2a^2)d1^6d2^106 + (2 + 3a + 1a^2)d1^7d2^106 + (0 + 2a + 1a^2)d1^8d2^106 + (3 + 1a + 0a^2)d1^9d2^106 + (4 + 3a + 2a^2)d1^10d2^106 + (3 + 4a + 2a^2)d1^11d2^106 + (1 + 2a + 1a^2)d1^12d2^106 + (4 + 1a + 4a^2)d1^13d2^106 + (3 + 2a + 0a^2)d1^14d2^106 + (4 + 0a + 4a^2)d1^15d2^106 + (2 + 1a + 1a^2)d1^16d2^106 + (2 + 3a + 1a^2)d1^17d2^106 + (3 + 3a + 4a^2)d1^18d2^106 + (4 + 2a + 4a^2)d1^19d2^106 + (0 + 1a + 2a^2)d1^20d2^106 + (3 + 2a + 2a^2)d1^21d2^106 + (1 + 3a + 1a^2)d1^22d2^106 + (4 + 2a + 0a^2)d1^23d2^106 + (0 + 1a + 3a^2)d1^24d2^106 + (3 + 4a + 4a^2)d1^25d2^106 + (2 + 0a + 0a^2)d1^26d2^106 + (0 + 3a + 4a^2)d1^27d2^106 + (0 + 1a + 0a^2)d1^28d2^106 + (1 + 2a + 2a^2)d1^29d2^106 + (3 + 0a + 0a^2)d1^30d2^106 + (2 + 0a + 3a^2)d1^31d2^106 + (0 + 1a + 0a^2)d1^32d2^106 + (3 + 1a + 2a^2)d1^33d2^106 + (2 + 1a + 2a^2)d1^34d2^106 + (4 + 2a + 0a^2)d1^35d2^106 + (3 + 4a + 1a^2)d1^36d2^106 + (3 + 0a + 3a^2)d1^37d2^106 + (3 + 0a + 3a^2)d1^38d2^106 + (1 + 2a + 4a^2)d1^39d2^106 + (2 + 0a + 2a^2)d1^40d2^106 + (1 + 3a + 0a^2)d1^41d2^106 + (1 + 4a + 2a^2)d1^42d2^106 + (1 + 0a + 0a^2)d1^43d2^106 + (2 + 1a + 0a^2)d1^45d2^106 + (4 + 2a + 0a^2)d1^46d2^106 + (3 + 2a + 4a^2)d1^47d2^106 + (4 + 2a + 2a^2)d1^48d2^106 + (3 + 1a + 2a^2)d1^49d2^106 + (3 + 2a + 2a^2)d1^50d2^106 + (1 + 0a + 3a^2)d1^51d2^106 + (3 + 2a + 4a^2)d1^52d2^106 + (3 + 4a + 3a^2)d1^53d2^106 + (3 + 0a + 3a^2)d1^54d2^106 + (3 + 3a + 3a^2)d1^55d2^106 + (2 + 4a + 4a^2)d1^56d2^106 + (2 + 1a + 0a^2)d1^57d2^106 + (4 + 1a + 3a^2)d1^58d2^106 + (3 + 2a + 1a^2)d1^59d2^106 + (3 + 2a + 3a^2)d1^60d2^106 + (2 + 2a + 2a^2)d1^61d2^106 + (0 + 3a + 1a^2)d1^63d2^106 + (0 + 2a + 1a^2)d1^64d2^106 + (3 + 0a + 4a^2)d1^65d2^106 + (2 + 3a + 0a^2)d1^66d2^106 + (3 + 3a + 2a^2)d1^67d2^106 + (1 + 2a + 0a^2)d1^68d2^106 + (1 + 4a + 3a^2)d1^69d2^106 + (2 + 1a + 0a^2)d1^70d2^106 + (0 + 4a + 0a^2)d1^71d2^106 + (1 + 4a + 4a^2)d1^72d2^106 + (0 + 0a + 1a^2)d1^73d2^106 + (0 + 0a + 3a^2)d1^74d2^106 + (2 + 1a + 2a^2)d1^75d2^106 + (1 + 1a + 3a^2)d1^76d2^106 + (2 + 4a + 3a^2)d1^77d2^106 + (3 + 2a + 2a^2)d1^78d2^106 + (4 + 2a + 3a^2)d1^79d2^106 + (2 + 0a + 0a^2)d1^80d2^106 + (4 + 4a + 0a^2)d1^81d2^106 + (1 + 2a + 4a^2)d1^82d2^106 + (2 + 3a + 2a^2)d1^83d2^106 + (3 + 1a + 1a^2)d1^84d2^106 + (2 + 0a + 1a^2)d1^85d2^106 + (1 + 0a + 0a^2)d1^86d2^106 + (2 + 3a + 1a^2)d1^87d2^106 + (0 + 0a + 4a^2)d1^88d2^106 + (0 + 2a + 1a^2)d1^89d2^106 + (4 + 4a + 3a^2)d1^90d2^106 + (4 + 3a + 2a^2)d1^91d2^106 + (1 + 3a + 0a^2)d1^92d2^106 + (2 + 1a + 1a^2)d1^93d2^106 + (3 + 2a + 4a^2)d1^94d2^106 + (3 + 2a + 2a^2)d1^95d2^106 + (3 + 1a + 4a^2)d1^96d2^106 + (2 + 0a + 0a^2)d1^97d2^106 + (2 + 0a + 0a^2)d1^98d2^106 + (4 + 1a + 4a^2)d1^99d2^106 + (1 + 3a + 0a^2)d1^100d2^106 + (2 + 0a + 1a^2)d1^101d2^106 + (1 + 4a + 0a^2)d1^102d2^106 + (2 + 2a + 2a^2)d1^103d2^106 + (0 + 4a + 3a^2)d1^104d2^106 + (3 + 1a + 4a^2)d1^105d2^106 + (1 + 2a + 1a^2)d1^106d2^106 + (3 + 1a + 2a^2)d1^107d2^106 + (2 + 2a + 2a^2)d1^108d2^106 + (2 + 0a + 2a^2)d1^109d2^106 + (2 + 4a + 0a^2)d1^110d2^106 + (3 + 1a + 2a^2)d1^111d2^106 + (2 + 2a + 2a^2)d1^112d2^106 + (0 + 0a + 3a^2)d1^113d2^106 + (2 + 0a + 2a^2)d1^114d2^106 + (0 + 0a + 2a^2)d1^115d2^106 + (2 + 1a + 1a^2)d1^116d2^106 + (1 + 1a + 1a^2)d1^117d2^106 + (3 + 0a + 1a^2)d1^118d2^106 + (3 + 3a + 4a^2)d1^119d2^106 + (3 + 3a + 0a^2)d1^120d2^106 + (4 + 1a + 4a^2)d1^121d2^106 + (4 + 0a + 1a^2)d1^122d2^106 + (4 + 1a + 2a^2)d1^123d2^106 + (2 + 0a + 2a^2)d1^124d2^106 + (0 + 3a + 0a^2)d1^125d2^106 + (4 + 4a + 3a^2)d1^126d2^106 + (1 + 2a + 3a^2)d1^127d2^106 + (4 + 4a + 1a^2)d1^128d2^106 + (1 + 3a + 4a^2)d1^129d2^106 + (4 + 4a + 2a^2)d1^130d2^106 + (4 + 0a + 0a^2)d1^131d2^106 + (4 + 4a + 3a^2)d1^133d2^106 + (3 + 2a + 2a^2)d1^134d2^106 + (2 + 1a + 0a^2)d1^135d2^106 + (1 + 2a + 2a^2)d1^136d2^106 + (4 + 3a + 4a^2)d1^137d2^106 + (0 + 1a + 1a^2)d1^138d2^106 + (2 + 3a + 1a^2)d1^139d2^106 + (2 + 4a + 3a^2)d1^140d2^106 + (3 + 4a + 2a^2)d1^141d2^106 + (4 + 3a + 1a^2)d1^142d2^106 + (2 + 2a + 1a^2)d1^143d2^106 + (0 + 3a + 0a^2)d1^144d2^106 + (2 + 1a + 0a^2)d1^145d2^106 + (1 + 1a + 3a^2)d1^146d2^106 + (0 + 0a + 1a^2)d1^147d2^106 + (1 + 3a + 3a^2)d1^148d2^106 + (0 + 3a + 1a^2)d1^149d2^106 + (1 + 3a + 4a^2)d1^150d2^106 + (1 + 1a + 3a^2)d1^151d2^106 + (0 + 0a + 3a^2)d1^152d2^106 + (3 + 0a + 0a^2)d1^153d2^106 + (2 + 4a + 3a^2)d1^154d2^106 + (3 + 3a + 3a^2)d1^155d2^106 + (1 + 3a + 2a^2)d1^156d2^106 + (0 + 4a + 2a^2)d1^157d2^106 + (1 + 2a + 1a^2)d1^158d2^106 + (0 + 3a + 1a^2)d1^159d2^106 + (4 + 4a + 2a^2)d1^160d2^106 + (3 + 0a + 2a^2)d1^161d2^106 + (1 + 3a + 3a^2)d1^162d2^106 + (2 + 3a + 3a^2)d1^163d2^106 + (4 + 0a + 0a^2)d1^164d2^106 + (3 + 3a + 3a^2)d1^165d2^106 + (4 + 2a + 0a^2)d1^166d2^106 + (4 + 1a + 2a^2)d1^167d2^106 + (1 + 0a + 3a^2)d1^168d2^106 + (2 + 4a + 3a^2)d1^169d2^106 + (2 + 4a + 0a^2)d1^170d2^106 + (1 + 4a + 3a^2)d1^171d2^106 + (0 + 3a + 0a^2)d1^172d2^106 + (1 + 3a + 4a^2)d1^173d2^106 + (1 + 4a + 4a^2)d1^174d2^106 + (1 + 2a + 3a^2)d1^175d2^106 + (4 + 4a + 2a^2)d1^176d2^106 + (1 + 2a + 3a^2)d1^177d2^106 + (3 + 4a + 3a^2)d1^178d2^106 + (0 + 0a + 1a^2)d1^179d2^106 + (2 + 4a + 1a^2)d1^180d2^106 + (2 + 2a + 4a^2)d1^181d2^106 + (4 + 3a + 3a^2)d1^182d2^106 + (2 + 4a + 3a^2)d1^183d2^106 + (2 + 0a + 3a^2)d1^184d2^106 + (4 + 2a + 4a^2)d1^185d2^106 + (0 + 0a + 2a^2)d1^186d2^106 + (1 + 0a + 4a^2)d1^187d2^106 + (0 + 2a + 2a^2)d1^188d2^106 + (4 + 2a + 2a^2)d1^189d2^106 + (3 + 2a + 3a^2)d1^190d2^106 + (0 + 0a + 1a^2)d1^191d2^106 + (2 + 2a + 2a^2)d1^192d2^106 + (1 + 2a + 1a^2)d1^193d2^106 + (3 + 3a + 2a^2)d1^194d2^106 + (0 + 4a + 2a^2)d1^195d2^106 + (3 + 4a + 1a^2)d1^196d2^106 + (4 + 1a + 3a^2)d1^197d2^106 + (4 + 2a + 3a^2)d1^198d2^106 + (4 + 4a + 1a^2)d1^199d2^106 + (0 + 3a + 1a^2)d1^200d2^106 + (3 + 1a + 3a^2)d1^201d2^106 + (2 + 3a + 4a^2)d1^202d2^106 + (1 + 4a + 2a^2)d1^203d2^106 + (2 + 1a + 3a^2)d1^204d2^106 + (0 + 1a + 0a^2)d1^205d2^106 + (2 + 2a + 4a^2)d1^206d2^106 + (1 + 4a + 2a^2)d1^207d2^106 + (2 + 4a + 3a^2)d1^208d2^106 + (4 + 3a + 2a^2)d1^209d2^106 + (1 + 1a + 3a^2)d1^210d2^106 + (2 + 3a + 0a^2)d1^211d2^106 + (0 + 4a + 3a^2)d1^212d2^106 + (2 + 1a + 4a^2)d1^213d2^106 + (3 + 2a + 3a^2)d1^214d2^106 + (3 + 3a + 4a^2)d1^215d2^106 + (3 + 3a + 2a^2)d1^216d2^106 + (3 + 0a + 0a^2)d1^217d2^106 + (3 + 1a + 0a^2)d1^218d2^106 + (4 + 0a + 2a^2)d1^219d2^106 + (0 + 2a + 3a^2)d1^220d2^106 + (3 + 1a + 2a^2)d1^221d2^106 + (1 + 4a + 0a^2)d1^222d2^106 + (1 + 4a + 4a^2)d1^223d2^106 + (3 + 0a + 3a^2)d1^224d2^106 + (0 + 3a + 0a^2)d1^225d2^106 + (4 + 0a + 0a^2)d1^226d2^106 + (0 + 2a + 1a^2)d1^227d2^106 + (3 + 3a + 3a^2)d1^228d2^106 + (2 + 2a + 2a^2)d1^229d2^106 + (2 + 4a + 3a^2)d1^230d2^106 + (3 + 1a + 0a^2)d1^231d2^106 + (3 + 4a + 0a^2)d1^232d2^106 + (4 + 3a + 0a^2)d1^233d2^106 + (2 + 4a + 3a^2)d1^234d2^106 + (1 + 2a + 1a^2)d1^235d2^106 + (0 + 3a + 1a^2)d1^236d2^106 + (2 + 3a + 2a^2)d1^237d2^106 + (4 + 0a + 1a^2)d1^238d2^106 + (1 + 0a + 3a^2)d1^239d2^106 + (2 + 2a + 4a^2)d1^240d2^106 + (1 + 4a + 2a^2)d1^241d2^106 + (2 + 4a + 4a^2)d1^242d2^106 + (4 + 2a + 3a^2)d1^243d2^106 + (0 + 1a + 3a^2)d1^244d2^106 + (1 + 0a + 3a^2)d1^245d2^106 + (1 + 4a + 0a^2)d1^246d2^106 + (0 + 0a + 3a^2)d1^247d2^106 + (3 + 1a + 4a^2)d1^248d2^106 + (1 + 3a + 4a^2)d1^249d2^106 + (4 + 1a + 0a^2)d1^250d2^106 + (4 + 2a + 0a^2)d1^251d2^106 + (4 + 0a + 4a^2)d1^252d2^106 + (2 + 4a + 2a^2)d1^253d2^106 + (2 + 3a + 4a^2)d1^254d2^106 + (3 + 2a + 1a^2)d1^255d2^106 + (1 + 4a + 1a^2)d1^256d2^106 + (3 + 0a + 3a^2)d1^257d2^106 + (1 + 2a + 0a^2)d1^258d2^106 + (2 + 1a + 1a^2)d1^259d2^106 + (2 + 1a + 4a^2)d1^260d2^106 + (4 + 3a + 4a^2)d1^261d2^106 + (1 + 3a + 4a^2)d1^262d2^106 + (2 + 2a + 4a^2)d1^263d2^106 + (2 + 4a + 3a^2)d1^264d2^106 + (1 + 3a + 2a^2)d1^265d2^106 + (3 + 1a + 4a^2)d1^266d2^106 + (2 + 4a + 0a^2)d1^267d2^106 + (0 + 4a + 4a^2)d1^268d2^106 + (0 + 3a + 2a^2)d1^269d2^106 + (1 + 4a + 3a^2)d1^270d2^106 + (1 + 3a + 2a^2)d1^271d2^106 + (3 + 1a + 4a^2)d1^272d2^106 + (4 + 2a + 2a^2)d1^273d2^106 + (2 + 3a + 1a^2)d1^274d2^106 + (0 + 2a + 4a^2)d1^275d2^106 + (1 + 2a + 2a^2)d1^276d2^106 + (0 + 1a + 2a^2)d1^277d2^106 + (0 + 4a + 3a^2)d1^278d2^106 + (4 + 4a + 1a^2)d1^279d2^106 + (2 + 4a + 3a^2)d1^280d2^106 + (1 + 2a + 2a^2)d1^281d2^106 + (0 + 4a + 3a^2)d1^282d2^106 + (4 + 2a + 2a^2)d1^283d2^106 + (1 + 1a + 0a^2)d1^284d2^106 + (4 + 1a + 3a^2)d1^285d2^106 + (4 + 3a + 3a^2)d1^286d2^106 + (2 + 2a + 2a^2)d1^287d2^106 + (3 + 0a + 2a^2)d1^288d2^106 + (0 + 3a + 3a^2)d1^290d2^106 + (0 + 0a + 2a^2)d1^291d2^106 + (4 + 4a + 4a^2)d1^292d2^106 + (4 + 1a + 3a^2)d1^293d2^106 + (1 + 3a + 1a^2)d2^107 + (1 + 1a + 4a^2)d1^1d2^107 + (4 + 2a + 4a^2)d1^2d2^107 + (0 + 4a + 1a^2)d1^3d2^107 + (2 + 1a + 0a^2)d1^4d2^107 + (0 + 0a + 3a^2)d1^5d2^107 + (3 + 2a + 0a^2)d1^6d2^107 + (4 + 1a + 4a^2)d1^7d2^107 + (2 + 4a + 2a^2)d1^8d2^107 + (4 + 2a + 2a^2)d1^9d2^107 + (1 + 1a + 3a^2)d1^10d2^107 + (2 + 4a + 0a^2)d1^11d2^107 + (4 + 1a + 1a^2)d1^12d2^107 + (1 + 4a + 3a^2)d1^13d2^107 + (1 + 1a + 2a^2)d1^14d2^107 + (2 + 4a + 1a^2)d1^15d2^107 + (4 + 2a + 0a^2)d1^16d2^107 + (3 + 4a + 3a^2)d1^17d2^107 + (1 + 1a + 2a^2)d1^18d2^107 + (0 + 1a + 0a^2)d1^19d2^107 + (3 + 2a + 3a^2)d1^20d2^107 + (1 + 2a + 4a^2)d1^21d2^107 + (3 + 4a + 2a^2)d1^22d2^107 + (0 + 0a + 1a^2)d1^23d2^107 + (1 + 4a + 1a^2)d1^24d2^107 + (4 + 1a + 1a^2)d1^25d2^107 + (1 + 4a + 0a^2)d1^26d2^107 + (1 + 0a + 1a^2)d1^27d2^107 + (4 + 2a + 2a^2)d1^28d2^107 + (3 + 4a + 4a^2)d1^29d2^107 + (3 + 1a + 1a^2)d1^30d2^107 + (3 + 0a + 3a^2)d1^31d2^107 + (4 + 4a + 2a^2)d1^32d2^107 + (2 + 1a + 1a^2)d1^33d2^107 + (1 + 2a + 0a^2)d1^34d2^107 + (1 + 1a + 3a^2)d1^35d2^107 + (0 + 1a + 4a^2)d1^36d2^107 + (1 + 3a + 3a^2)d1^37d2^107 + (4 + 3a + 2a^2)d1^38d2^107 + (4 + 4a + 0a^2)d1^39d2^107 + (1 + 0a + 0a^2)d1^40d2^107 + (1 + 1a + 2a^2)d1^41d2^107 + (4 + 1a + 1a^2)d1^43d2^107 + (3 + 0a + 3a^2)d1^44d2^107 + (1 + 2a + 3a^2)d1^45d2^107 + (2 + 1a + 0a^2)d1^46d2^107 + (3 + 2a + 4a^2)d1^47d2^107 + (3 + 1a + 1a^2)d1^48d2^107 + (3 + 3a + 3a^2)d1^49d2^107 + (3 + 4a + 2a^2)d1^50d2^107 + (3 + 3a + 3a^2)d1^51d2^107 + (1 + 0a + 1a^2)d1^52d2^107 + (0 + 3a + 4a^2)d1^53d2^107 + (4 + 4a + 3a^2)d1^54d2^107 + (1 + 0a + 1a^2)d1^55d2^107 + (4 + 0a + 4a^2)d1^56d2^107 + (2 + 4a + 4a^2)d1^57d2^107 + (3 + 0a + 0a^2)d1^58d2^107 + (1 + 4a + 0a^2)d1^59d2^107 + (0 + 3a + 4a^2)d1^60d2^107 + (0 + 1a + 4a^2)d1^61d2^107 + (4 + 2a + 0a^2)d1^62d2^107 + (1 + 4a + 2a^2)d1^63d2^107 + (2 + 4a + 2a^2)d1^64d2^107 + (3 + 2a + 1a^2)d1^65d2^107 + (4 + 1a + 2a^2)d1^66d2^107 + (2 + 4a + 1a^2)d1^67d2^107 + (2 + 1a + 2a^2)d1^68d2^107 + (2 + 1a + 3a^2)d1^69d2^107 + (0 + 0a + 4a^2)d1^70d2^107 + (1 + 2a + 1a^2)d1^71d2^107 + (3 + 4a + 4a^2)d1^72d2^107 + (3 + 4a + 1a^2)d1^73d2^107 + (0 + 1a + 4a^2)d1^74d2^107 + (3 + 2a + 4a^2)d1^75d2^107 + (0 + 1a + 3a^2)d1^76d2^107 + (1 + 1a + 4a^2)d1^77d2^107 + (1 + 1a + 3a^2)d1^78d2^107 + (1 + 3a + 3a^2)d1^79d2^107 + (3 + 0a + 2a^2)d1^80d2^107 + (4 + 2a + 4a^2)d1^81d2^107 + (2 + 2a + 1a^2)d1^82d2^107 + (2 + 3a + 3a^2)d1^83d2^107 + (2 + 4a + 1a^2)d1^84d2^107 + (0 + 1a + 0a^2)d1^85d2^107 + (0 + 3a + 1a^2)d1^86d2^107 + (3 + 2a + 3a^2)d1^87d2^107 + (1 + 0a + 1a^2)d1^88d2^107 + (0 + 2a + 1a^2)d1^89d2^107 + (3 + 0a + 0a^2)d1^90d2^107 + (3 + 3a + 2a^2)d1^91d2^107 + (2 + 0a + 2a^2)d1^92d2^107 + (3 + 3a + 1a^2)d1^93d2^107 + (3 + 1a + 1a^2)d1^94d2^107 + (3 + 0a + 1a^2)d1^95d2^107 + (3 + 0a + 1a^2)d1^96d2^107 + (3 + 2a + 4a^2)d1^97d2^107 + (3 + 0a + 1a^2)d1^98d2^107 + (3 + 0a + 1a^2)d1^99d2^107 + (4 + 0a + 2a^2)d1^100d2^107 + (0 + 1a + 1a^2)d1^101d2^107 + (4 + 1a + 0a^2)d1^102d2^107 + (3 + 3a + 4a^2)d1^103d2^107 + (4 + 2a + 3a^2)d1^104d2^107 + (2 + 1a + 0a^2)d1^105d2^107 + (3 + 0a + 2a^2)d1^106d2^107 + (1 + 1a + 1a^2)d1^107d2^107 + (2 + 4a + 3a^2)d1^108d2^107 + (3 + 3a + 2a^2)d1^109d2^107 + (0 + 0a + 2a^2)d1^110d2^107 + (2 + 1a + 2a^2)d1^111d2^107 + (4 + 0a + 1a^2)d1^112d2^107 + (4 + 3a + 4a^2)d1^113d2^107 + (0 + 3a + 3a^2)d1^114d2^107 + (3 + 1a + 0a^2)d1^115d2^107 + (3 + 2a + 1a^2)d1^116d2^107 + (4 + 3a + 0a^2)d1^117d2^107 + (3 + 4a + 3a^2)d1^118d2^107 + (0 + 2a + 3a^2)d1^119d2^107 + (0 + 3a + 4a^2)d1^120d2^107 + (1 + 1a + 0a^2)d1^121d2^107 + (1 + 0a + 0a^2)d1^122d2^107 + (4 + 1a + 2a^2)d1^123d2^107 + (3 + 1a + 0a^2)d1^124d2^107 + (4 + 3a + 4a^2)d1^125d2^107 + (1 + 0a + 1a^2)d1^126d2^107 + (1 + 4a + 1a^2)d1^127d2^107 + (4 + 2a + 1a^2)d1^128d2^107 + (3 + 4a + 0a^2)d1^129d2^107 + (2 + 0a + 4a^2)d1^130d2^107 + (0 + 1a + 0a^2)d1^131d2^107 + (2 + 4a + 0a^2)d1^132d2^107 + (0 + 1a + 2a^2)d1^133d2^107 + (2 + 0a + 4a^2)d1^134d2^107 + (0 + 3a + 3a^2)d1^135d2^107 + (3 + 1a + 2a^2)d1^136d2^107 + (3 + 3a + 1a^2)d1^137d2^107 + (0 + 4a + 1a^2)d1^138d2^107 + (4 + 4a + 4a^2)d1^139d2^107 + (1 + 0a + 1a^2)d1^140d2^107 + (3 + 4a + 1a^2)d1^141d2^107 + (0 + 0a + 4a^2)d1^142d2^107 + (4 + 0a + 3a^2)d1^143d2^107 + (3 + 2a + 3a^2)d1^144d2^107 + (2 + 0a + 3a^2)d1^145d2^107 + (2 + 0a + 3a^2)d1^146d2^107 + (1 + 1a + 2a^2)d1^147d2^107 + (0 + 0a + 4a^2)d1^148d2^107 + (0 + 4a + 1a^2)d1^149d2^107 + (0 + 2a + 4a^2)d1^150d2^107 + (4 + 4a + 3a^2)d1^151d2^107 + (4 + 2a + 4a^2)d1^152d2^107 + (2 + 4a + 4a^2)d1^153d2^107 + (3 + 0a + 2a^2)d1^154d2^107 + (3 + 2a + 1a^2)d1^155d2^107 + (2 + 3a + 4a^2)d1^156d2^107 + (3 + 1a + 2a^2)d1^157d2^107 + (1 + 3a + 1a^2)d1^158d2^107 + (2 + 0a + 2a^2)d1^159d2^107 + (4 + 3a + 2a^2)d1^160d2^107 + (3 + 4a + 0a^2)d1^161d2^107 + (0 + 4a + 2a^2)d1^162d2^107 + (4 + 0a + 4a^2)d1^163d2^107 + (4 + 0a + 4a^2)d1^164d2^107 + (3 + 2a + 4a^2)d1^165d2^107 + (4 + 3a + 2a^2)d1^166d2^107 + (1 + 4a + 2a^2)d1^167d2^107 + (1 + 3a + 3a^2)d1^168d2^107 + (3 + 2a + 4a^2)d1^169d2^107 + (1 + 4a + 0a^2)d1^170d2^107 + (1 + 4a + 0a^2)d1^171d2^107 + (0 + 4a + 4a^2)d1^172d2^107 + (0 + 1a + 0a^2)d1^173d2^107 + (0 + 2a + 0a^2)d1^174d2^107 + (1 + 0a + 0a^2)d1^175d2^107 + (4 + 1a + 4a^2)d1^176d2^107 + (0 + 4a + 3a^2)d1^177d2^107 + (3 + 2a + 2a^2)d1^178d2^107 + (3 + 4a + 3a^2)d1^179d2^107 + (1 + 1a + 0a^2)d1^180d2^107 + (3 + 0a + 0a^2)d1^181d2^107 + (2 + 1a + 4a^2)d1^182d2^107 + (0 + 3a + 2a^2)d1^183d2^107 + (2 + 2a + 3a^2)d1^184d2^107 + (2 + 2a + 2a^2)d1^185d2^107 + (2 + 2a + 3a^2)d1^186d2^107 + (4 + 0a + 3a^2)d1^187d2^107 + (1 + 1a + 2a^2)d1^188d2^107 + (0 + 4a + 2a^2)d1^189d2^107 + (3 + 3a + 2a^2)d1^190d2^107 + (3 + 0a + 0a^2)d1^191d2^107 + (2 + 1a + 0a^2)d1^192d2^107 + (3 + 4a + 2a^2)d1^193d2^107 + (1 + 3a + 0a^2)d1^194d2^107 + (1 + 3a + 0a^2)d1^195d2^107 + (1 + 3a + 0a^2)d1^196d2^107 + (1 + 2a + 3a^2)d1^197d2^107 + (1 + 4a + 4a^2)d1^198d2^107 + (4 + 4a + 4a^2)d1^199d2^107 + (2 + 3a + 4a^2)d1^200d2^107 + (2 + 4a + 4a^2)d1^201d2^107 + (4 + 2a + 4a^2)d1^202d2^107 + (0 + 4a + 2a^2)d1^203d2^107 + (2 + 1a + 4a^2)d1^204d2^107 + (0 + 4a + 0a^2)d1^205d2^107 + (1 + 3a + 0a^2)d1^206d2^107 + (0 + 1a + 2a^2)d1^207d2^107 + (0 + 4a + 3a^2)d1^208d2^107 + (3 + 2a + 4a^2)d1^209d2^107 + (3 + 3a + 4a^2)d1^210d2^107 + (1 + 4a + 1a^2)d1^211d2^107 + (4 + 1a + 3a^2)d1^212d2^107 + (4 + 0a + 4a^2)d1^213d2^107 + (0 + 3a + 2a^2)d1^214d2^107 + (4 + 1a + 0a^2)d1^215d2^107 + (4 + 2a + 4a^2)d1^216d2^107 + (2 + 1a + 4a^2)d1^217d2^107 + (1 + 0a + 3a^2)d1^218d2^107 + (0 + 4a + 4a^2)d1^219d2^107 + (2 + 4a + 0a^2)d1^220d2^107 + (3 + 3a + 3a^2)d1^221d2^107 + (4 + 4a + 4a^2)d1^222d2^107 + (2 + 3a + 2a^2)d1^223d2^107 + (3 + 1a + 4a^2)d1^224d2^107 + (3 + 2a + 2a^2)d1^225d2^107 + (2 + 3a + 2a^2)d1^226d2^107 + (2 + 0a + 1a^2)d1^227d2^107 + (0 + 2a + 0a^2)d1^228d2^107 + (4 + 1a + 4a^2)d1^229d2^107 + (0 + 3a + 2a^2)d1^230d2^107 + (4 + 4a + 0a^2)d1^231d2^107 + (0 + 1a + 1a^2)d1^232d2^107 + (4 + 4a + 0a^2)d1^233d2^107 + (4 + 4a + 1a^2)d1^234d2^107 + (2 + 4a + 3a^2)d1^235d2^107 + (1 + 3a + 2a^2)d1^236d2^107 + (3 + 4a + 1a^2)d1^237d2^107 + (4 + 0a + 2a^2)d1^238d2^107 + (0 + 2a + 1a^2)d1^239d2^107 + (3 + 3a + 2a^2)d1^240d2^107 + (3 + 1a + 2a^2)d1^241d2^107 + (3 + 4a + 1a^2)d1^242d2^107 + (0 + 2a + 1a^2)d1^243d2^107 + (3 + 1a + 0a^2)d1^244d2^107 + (1 + 2a + 2a^2)d1^245d2^107 + (1 + 1a + 0a^2)d1^246d2^107 + (3 + 4a + 0a^2)d1^247d2^107 + (1 + 0a + 4a^2)d1^248d2^107 + (3 + 1a + 3a^2)d1^249d2^107 + (3 + 2a + 1a^2)d1^250d2^107 + (3 + 3a + 2a^2)d1^251d2^107 + (1 + 4a + 2a^2)d1^252d2^107 + (3 + 0a + 0a^2)d1^253d2^107 + (4 + 0a + 4a^2)d1^254d2^107 + (1 + 0a + 1a^2)d1^255d2^107 + (4 + 4a + 0a^2)d1^256d2^107 + (2 + 1a + 0a^2)d1^257d2^107 + (1 + 0a + 0a^2)d1^258d2^107 + (2 + 2a + 0a^2)d1^259d2^107 + (4 + 1a + 3a^2)d1^260d2^107 + (4 + 2a + 4a^2)d1^261d2^107 + (0 + 2a + 1a^2)d1^262d2^107 + (0 + 3a + 4a^2)d1^263d2^107 + (2 + 1a + 3a^2)d1^264d2^107 + (1 + 0a + 4a^2)d1^265d2^107 + (2 + 2a + 2a^2)d1^266d2^107 + (4 + 0a + 3a^2)d1^267d2^107 + (0 + 0a + 4a^2)d1^268d2^107 + (3 + 1a + 4a^2)d1^269d2^107 + (3 + 3a + 4a^2)d1^270d2^107 + (0 + 2a + 0a^2)d1^271d2^107 + (0 + 2a + 3a^2)d1^272d2^107 + (3 + 1a + 4a^2)d1^273d2^107 + (2 + 1a + 1a^2)d1^274d2^107 + (3 + 3a + 4a^2)d1^275d2^107 + (1 + 2a + 1a^2)d1^276d2^107 + (0 + 2a + 4a^2)d1^277d2^107 + (2 + 2a + 1a^2)d1^278d2^107 + (4 + 1a + 0a^2)d1^279d2^107 + (2 + 1a + 4a^2)d1^280d2^107 + (4 + 2a + 3a^2)d1^281d2^107 + (3 + 3a + 2a^2)d1^282d2^107 + (4 + 1a + 1a^2)d1^283d2^107 + (0 + 3a + 2a^2)d1^284d2^107 + (0 + 1a + 3a^2)d1^285d2^107 + (3 + 3a + 1a^2)d1^286d2^107 + (4 + 2a + 3a^2)d1^287d2^107 + (3 + 0a + 0a^2)d1^288d2^107 + (0 + 3a + 0a^2)d1^289d2^107 + (1 + 0a + 0a^2)d1^290d2^107 + (1 + 2a + 4a^2)d1^291d2^107 + (1 + 4a + 2a^2)d1^292d2^107 + (1 + 1a + 2a^2)d1^293d2^107 + (3 + 2a + 4a^2)d2^108 + (1 + 0a + 4a^2)d1^1d2^108 + (1 + 0a + 3a^2)d1^2d2^108 + (0 + 4a + 1a^2)d1^3d2^108 + (4 + 2a + 4a^2)d1^4d2^108 + (4 + 3a + 0a^2)d1^5d2^108 + (3 + 4a + 1a^2)d1^6d2^108 + (3 + 3a + 0a^2)d1^7d2^108 + (1 + 2a + 1a^2)d1^8d2^108 + (4 + 2a + 1a^2)d1^9d2^108 + (0 + 4a + 3a^2)d1^10d2^108 + (3 + 4a + 3a^2)d1^11d2^108 + (3 + 0a + 0a^2)d1^12d2^108 + (0 + 4a + 0a^2)d1^13d2^108 + (3 + 0a + 4a^2)d1^14d2^108 + (3 + 3a + 3a^2)d1^15d2^108 + (1 + 3a + 4a^2)d1^16d2^108 + (2 + 3a + 4a^2)d1^17d2^108 + (1 + 2a + 1a^2)d1^18d2^108 + (1 + 2a + 3a^2)d1^19d2^108 + (4 + 3a + 3a^2)d1^20d2^108 + (0 + 2a + 3a^2)d1^21d2^108 + (0 + 1a + 0a^2)d1^22d2^108 + (0 + 2a + 3a^2)d1^23d2^108 + (1 + 3a + 2a^2)d1^24d2^108 + (3 + 3a + 3a^2)d1^25d2^108 + (1 + 4a + 0a^2)d1^26d2^108 + (3 + 3a + 4a^2)d1^27d2^108 + (4 + 1a + 4a^2)d1^28d2^108 + (0 + 1a + 4a^2)d1^29d2^108 + (0 + 3a + 4a^2)d1^30d2^108 + (1 + 0a + 4a^2)d1^31d2^108 + (1 + 4a + 0a^2)d1^32d2^108 + (2 + 2a + 4a^2)d1^33d2^108 + (4 + 4a + 4a^2)d1^34d2^108 + (1 + 0a + 3a^2)d1^35d2^108 + (4 + 0a + 0a^2)d1^36d2^108 + (4 + 3a + 0a^2)d1^37d2^108 + (2 + 3a + 4a^2)d1^38d2^108 + (3 + 4a + 1a^2)d1^39d2^108 + (1 + 2a + 2a^2)d1^40d2^108 + (0 + 1a + 3a^2)d1^41d2^108 + (1 + 2a + 0a^2)d1^42d2^108 + (2 + 1a + 4a^2)d1^43d2^108 + (3 + 0a + 2a^2)d1^44d2^108 + (4 + 0a + 0a^2)d1^45d2^108 + (1 + 3a + 1a^2)d1^46d2^108 + (4 + 2a + 3a^2)d1^47d2^108 + (3 + 0a + 4a^2)d1^48d2^108 + (0 + 4a + 0a^2)d1^49d2^108 + (1 + 2a + 4a^2)d1^50d2^108 + (0 + 4a + 0a^2)d1^51d2^108 + (2 + 4a + 0a^2)d1^52d2^108 + (2 + 3a + 3a^2)d1^53d2^108 + (4 + 4a + 2a^2)d1^54d2^108 + (4 + 2a + 4a^2)d1^55d2^108 + (4 + 2a + 2a^2)d1^56d2^108 + (4 + 0a + 2a^2)d1^57d2^108 + (2 + 1a + 4a^2)d1^58d2^108 + (4 + 1a + 3a^2)d1^59d2^108 + (0 + 0a + 4a^2)d1^60d2^108 + (2 + 2a + 1a^2)d1^61d2^108 + (2 + 3a + 4a^2)d1^62d2^108 + (4 + 1a + 1a^2)d1^63d2^108 + (3 + 1a + 3a^2)d1^64d2^108 + (4 + 3a + 4a^2)d1^65d2^108 + (1 + 0a + 4a^2)d1^66d2^108 + (1 + 3a + 3a^2)d1^67d2^108 + (0 + 1a + 4a^2)d1^68d2^108 + (1 + 3a + 2a^2)d1^69d2^108 + (2 + 1a + 3a^2)d1^70d2^108 + (2 + 0a + 3a^2)d1^71d2^108 + (3 + 0a + 4a^2)d1^72d2^108 + (0 + 1a + 2a^2)d1^73d2^108 + (3 + 3a + 3a^2)d1^74d2^108 + (2 + 3a + 4a^2)d1^75d2^108 + (4 + 2a + 0a^2)d1^76d2^108 + (1 + 2a + 3a^2)d1^77d2^108 + (4 + 2a + 2a^2)d1^78d2^108 + (1 + 1a + 1a^2)d1^79d2^108 + (0 + 4a + 3a^2)d1^80d2^108 + (2 + 3a + 4a^2)d1^81d2^108 + (2 + 0a + 1a^2)d1^82d2^108 + (3 + 3a + 4a^2)d1^83d2^108 + (4 + 1a + 1a^2)d1^84d2^108 + (4 + 4a + 4a^2)d1^85d2^108 + (3 + 0a + 0a^2)d1^86d2^108 + (3 + 2a + 3a^2)d1^87d2^108 + (0 + 0a + 1a^2)d1^88d2^108 + (3 + 3a + 2a^2)d1^89d2^108 + (2 + 1a + 0a^2)d1^90d2^108 + (1 + 2a + 1a^2)d1^91d2^108 + (1 + 1a + 3a^2)d1^92d2^108 + (0 + 1a + 4a^2)d1^93d2^108 + (3 + 2a + 1a^2)d1^94d2^108 + (4 + 0a + 4a^2)d1^95d2^108 + (3 + 1a + 3a^2)d1^96d2^108 + (1 + 0a + 0a^2)d1^97d2^108 + (4 + 2a + 3a^2)d1^98d2^108 + (4 + 3a + 0a^2)d1^99d2^108 + (3 + 4a + 3a^2)d1^100d2^108 + (1 + 3a + 1a^2)d1^101d2^108 + (1 + 3a + 4a^2)d1^102d2^108 + (0 + 4a + 4a^2)d1^103d2^108 + (3 + 0a + 1a^2)d1^104d2^108 + (3 + 2a + 1a^2)d1^105d2^108 + (1 + 2a + 2a^2)d1^106d2^108 + (2 + 2a + 2a^2)d1^107d2^108 + (2 + 2a + 4a^2)d1^108d2^108 + (3 + 1a + 4a^2)d1^109d2^108 + (1 + 0a + 2a^2)d1^110d2^108 + (4 + 4a + 1a^2)d1^111d2^108 + (1 + 4a + 0a^2)d1^112d2^108 + (0 + 2a + 4a^2)d1^113d2^108 + (1 + 0a + 3a^2)d1^114d2^108 + (1 + 2a + 4a^2)d1^115d2^108 + (1 + 1a + 0a^2)d1^116d2^108 + (1 + 3a + 4a^2)d1^117d2^108 + (3 + 3a + 2a^2)d1^118d2^108 + (4 + 3a + 4a^2)d1^119d2^108 + (3 + 1a + 0a^2)d1^120d2^108 + (0 + 0a + 3a^2)d1^121d2^108 + (1 + 4a + 4a^2)d1^122d2^108 + (4 + 2a + 3a^2)d1^123d2^108 + (0 + 3a + 1a^2)d1^124d2^108 + (1 + 2a + 2a^2)d1^125d2^108 + (0 + 4a + 1a^2)d1^126d2^108 + (1 + 3a + 1a^2)d1^127d2^108 + (4 + 3a + 0a^2)d1^128d2^108 + (3 + 1a + 4a^2)d1^129d2^108 + (0 + 3a + 4a^2)d1^130d2^108 + (1 + 0a + 2a^2)d1^131d2^108 + (0 + 1a + 2a^2)d1^132d2^108 + (1 + 2a + 2a^2)d1^133d2^108 + (3 + 2a + 1a^2)d1^134d2^108 + (2 + 4a + 1a^2)d1^135d2^108 + (2 + 1a + 4a^2)d1^136d2^108 + (3 + 3a + 2a^2)d1^137d2^108 + (0 + 2a + 3a^2)d1^138d2^108 + (4 + 0a + 4a^2)d1^139d2^108 + (2 + 2a + 4a^2)d1^140d2^108 + (2 + 2a + 2a^2)d1^141d2^108 + (0 + 0a + 2a^2)d1^142d2^108 + (3 + 4a + 0a^2)d1^143d2^108 + (2 + 3a + 1a^2)d1^144d2^108 + (2 + 1a + 0a^2)d1^145d2^108 + (0 + 2a + 4a^2)d1^146d2^108 + (3 + 2a + 1a^2)d1^147d2^108 + (2 + 0a + 2a^2)d1^148d2^108 + (3 + 4a + 0a^2)d1^149d2^108 + (3 + 4a + 0a^2)d1^150d2^108 + (1 + 1a + 3a^2)d1^151d2^108 + (0 + 4a + 4a^2)d1^152d2^108 + (2 + 4a + 0a^2)d1^153d2^108 + (2 + 2a + 4a^2)d1^154d2^108 + (3 + 3a + 1a^2)d1^155d2^108 + (1 + 2a + 4a^2)d1^156d2^108 + (4 + 1a + 1a^2)d1^157d2^108 + (3 + 1a + 1a^2)d1^158d2^108 + (4 + 0a + 3a^2)d1^159d2^108 + (3 + 1a + 0a^2)d1^160d2^108 + (1 + 4a + 0a^2)d1^161d2^108 + (4 + 4a + 1a^2)d1^162d2^108 + (4 + 4a + 2a^2)d1^163d2^108 + (4 + 1a + 4a^2)d1^164d2^108 + (1 + 1a + 1a^2)d1^165d2^108 + (0 + 4a + 4a^2)d1^166d2^108 + (3 + 0a + 3a^2)d1^167d2^108 + (1 + 1a + 3a^2)d1^168d2^108 + (4 + 0a + 2a^2)d1^169d2^108 + (3 + 0a + 2a^2)d1^170d2^108 + (1 + 0a + 0a^2)d1^171d2^108 + (0 + 3a + 3a^2)d1^172d2^108 + (2 + 2a + 0a^2)d1^173d2^108 + (1 + 0a + 0a^2)d1^174d2^108 + (3 + 2a + 2a^2)d1^175d2^108 + (2 + 3a + 1a^2)d1^176d2^108 + (2 + 3a + 4a^2)d1^177d2^108 + (4 + 1a + 2a^2)d1^178d2^108 + (0 + 2a + 4a^2)d1^179d2^108 + (3 + 1a + 0a^2)d1^180d2^108 + (0 + 3a + 3a^2)d1^181d2^108 + (0 + 2a + 4a^2)d1^182d2^108 + (4 + 3a + 4a^2)d1^183d2^108 + (4 + 4a + 2a^2)d1^184d2^108 + (2 + 1a + 4a^2)d1^185d2^108 + (4 + 1a + 1a^2)d1^186d2^108 + (4 + 1a + 0a^2)d1^187d2^108 + (4 + 4a + 4a^2)d1^188d2^108 + (1 + 2a + 4a^2)d1^189d2^108 + (3 + 3a + 0a^2)d1^190d2^108 + (1 + 4a + 2a^2)d1^191d2^108 + (1 + 1a + 3a^2)d1^192d2^108 + (3 + 1a + 1a^2)d1^193d2^108 + (3 + 0a + 1a^2)d1^194d2^108 + (4 + 3a + 0a^2)d1^195d2^108 + (1 + 2a + 3a^2)d1^196d2^108 + (3 + 3a + 1a^2)d1^197d2^108 + (2 + 4a + 4a^2)d1^198d2^108 + (0 + 0a + 2a^2)d1^199d2^108 + (3 + 0a + 0a^2)d1^200d2^108 + (4 + 3a + 3a^2)d1^201d2^108 + (4 + 1a + 4a^2)d1^202d2^108 + (2 + 0a + 1a^2)d1^203d2^108 + (0 + 3a + 1a^2)d1^204d2^108 + (2 + 0a + 4a^2)d1^205d2^108 + (4 + 2a + 1a^2)d1^206d2^108 + (4 + 2a + 2a^2)d1^207d2^108 + (0 + 4a + 4a^2)d1^208d2^108 + (4 + 0a + 4a^2)d1^209d2^108 + (2 + 1a + 1a^2)d1^210d2^108 + (0 + 0a + 3a^2)d1^211d2^108 + (0 + 1a + 2a^2)d1^212d2^108 + (0 + 3a + 3a^2)d1^213d2^108 + (1 + 0a + 4a^2)d1^214d2^108 + (2 + 1a + 4a^2)d1^215d2^108 + (2 + 3a + 3a^2)d1^216d2^108 + (0 + 3a + 4a^2)d1^217d2^108 + (0 + 2a + 1a^2)d1^218d2^108 + (1 + 0a + 2a^2)d1^219d2^108 + (2 + 3a + 0a^2)d1^220d2^108 + (4 + 4a + 3a^2)d1^221d2^108 + (3 + 4a + 0a^2)d1^222d2^108 + (0 + 3a + 0a^2)d1^223d2^108 + (0 + 1a + 4a^2)d1^224d2^108 + (2 + 1a + 1a^2)d1^225d2^108 + (1 + 3a + 2a^2)d1^226d2^108 + (0 + 1a + 1a^2)d1^227d2^108 + (3 + 4a + 0a^2)d1^228d2^108 + (2 + 1a + 4a^2)d1^229d2^108 + (1 + 1a + 3a^2)d1^230d2^108 + (0 + 2a + 2a^2)d1^231d2^108 + (3 + 3a + 1a^2)d1^232d2^108 + (0 + 3a + 4a^2)d1^233d2^108 + (0 + 0a + 2a^2)d1^234d2^108 + (4 + 3a + 0a^2)d1^235d2^108 + (3 + 3a + 4a^2)d1^236d2^108 + (2 + 4a + 1a^2)d1^237d2^108 + (4 + 3a + 1a^2)d1^238d2^108 + (0 + 3a + 3a^2)d1^239d2^108 + (1 + 4a + 4a^2)d1^240d2^108 + (3 + 1a + 3a^2)d1^241d2^108 + (3 + 0a + 4a^2)d1^242d2^108 + (0 + 3a + 4a^2)d1^243d2^108 + (0 + 3a + 2a^2)d1^244d2^108 + (0 + 1a + 1a^2)d1^245d2^108 + (1 + 1a + 1a^2)d1^246d2^108 + (1 + 4a + 3a^2)d1^247d2^108 + (2 + 1a + 3a^2)d1^248d2^108 + (3 + 4a + 4a^2)d1^249d2^108 + (0 + 1a + 1a^2)d1^251d2^108 + (3 + 1a + 0a^2)d1^252d2^108 + (2 + 1a + 3a^2)d1^253d2^108 + (2 + 2a + 0a^2)d1^254d2^108 + (0 + 2a + 1a^2)d1^255d2^108 + (0 + 0a + 4a^2)d1^256d2^108 + (1 + 1a + 4a^2)d1^257d2^108 + (1 + 2a + 2a^2)d1^258d2^108 + (1 + 3a + 2a^2)d1^259d2^108 + (1 + 3a + 2a^2)d1^260d2^108 + (0 + 1a + 3a^2)d1^261d2^108 + (2 + 2a + 0a^2)d1^262d2^108 + (2 + 0a + 4a^2)d1^263d2^108 + (4 + 0a + 2a^2)d1^264d2^108 + (3 + 2a + 4a^2)d1^265d2^108 + (3 + 0a + 1a^2)d1^266d2^108 + (3 + 1a + 2a^2)d1^267d2^108 + (3 + 1a + 1a^2)d1^268d2^108 + (3 + 4a + 0a^2)d1^269d2^108 + (4 + 0a + 1a^2)d1^270d2^108 + (3 + 4a + 1a^2)d1^271d2^108 + (3 + 1a + 3a^2)d1^272d2^108 + (0 + 0a + 4a^2)d1^273d2^108 + (2 + 3a + 1a^2)d1^274d2^108 + (1 + 2a + 0a^2)d1^275d2^108 + (0 + 0a + 3a^2)d1^276d2^108 + (3 + 4a + 2a^2)d1^277d2^108 + (3 + 4a + 3a^2)d1^278d2^108 + (3 + 4a + 0a^2)d1^279d2^108 + (1 + 4a + 1a^2)d1^280d2^108 + (4 + 4a + 3a^2)d1^281d2^108 + (3 + 0a + 2a^2)d1^282d2^108 + (2 + 1a + 2a^2)d1^283d2^108 + (3 + 0a + 3a^2)d1^284d2^108 + (1 + 4a + 3a^2)d1^285d2^108 + (4 + 2a + 3a^2)d1^286d2^108 + (3 + 3a + 0a^2)d1^287d2^108 + (3 + 0a + 3a^2)d1^288d2^108 + (0 + 2a + 4a^2)d1^289d2^108 + (3 + 4a + 4a^2)d1^290d2^108 + (1 + 0a + 0a^2)d1^291d2^108 + (1 + 4a + 4a^2)d1^292d2^108 + (4 + 3a + 0a^2)d1^293d2^108 + (0 + 3a + 0a^2)d2^109 + (2 + 2a + 0a^2)d1^1d2^109 + (3 + 3a + 4a^2)d1^3d2^109 + (3 + 4a + 1a^2)d1^4d2^109 + (2 + 1a + 1a^2)d1^5d2^109 + (1 + 4a + 2a^2)d1^6d2^109 + (2 + 4a + 1a^2)d1^7d2^109 + (4 + 0a + 0a^2)d1^8d2^109 + (2 + 1a + 3a^2)d1^9d2^109 + (4 + 1a + 0a^2)d1^10d2^109 + (2 + 1a + 2a^2)d1^11d2^109 + (0 + 0a + 1a^2)d1^12d2^109 + (4 + 0a + 4a^2)d1^13d2^109 + (2 + 0a + 0a^2)d1^14d2^109 + (2 + 0a + 1a^2)d1^15d2^109 + (4 + 2a + 1a^2)d1^16d2^109 + (0 + 3a + 2a^2)d1^17d2^109 + (1 + 4a + 0a^2)d1^18d2^109 + (2 + 0a + 3a^2)d1^19d2^109 + (3 + 2a + 2a^2)d1^20d2^109 + (2 + 4a + 1a^2)d1^21d2^109 + (4 + 4a + 1a^2)d1^22d2^109 + (3 + 4a + 0a^2)d1^23d2^109 + (2 + 3a + 3a^2)d1^24d2^109 + (4 + 2a + 4a^2)d1^25d2^109 + (2 + 4a + 4a^2)d1^26d2^109 + (0 + 0a + 2a^2)d1^27d2^109 + (2 + 3a + 3a^2)d1^28d2^109 + (3 + 3a + 0a^2)d1^29d2^109 + (2 + 0a + 2a^2)d1^30d2^109 + (4 + 0a + 2a^2)d1^31d2^109 + (3 + 0a + 4a^2)d1^32d2^109 + (4 + 3a + 2a^2)d1^33d2^109 + (2 + 1a + 3a^2)d1^34d2^109 + (3 + 1a + 3a^2)d1^35d2^109 + (2 + 3a + 2a^2)d1^36d2^109 + (3 + 0a + 3a^2)d1^37d2^109 + (2 + 4a + 3a^2)d1^38d2^109 + (2 + 0a + 4a^2)d1^39d2^109 + (3 + 4a + 0a^2)d1^40d2^109 + (3 + 2a + 3a^2)d1^41d2^109 + (4 + 2a + 2a^2)d1^42d2^109 + (0 + 2a + 0a^2)d1^43d2^109 + (4 + 3a + 0a^2)d1^44d2^109 + (3 + 2a + 0a^2)d1^45d2^109 + (2 + 0a + 0a^2)d1^46d2^109 + (1 + 4a + 0a^2)d1^47d2^109 + (1 + 1a + 4a^2)d1^48d2^109 + (2 + 4a + 3a^2)d1^49d2^109 + (4 + 4a + 2a^2)d1^50d2^109 + (4 + 4a + 4a^2)d1^51d2^109 + (1 + 3a + 0a^2)d1^52d2^109 + (1 + 2a + 4a^2)d1^53d2^109 + (3 + 3a + 1a^2)d1^54d2^109 + (1 + 1a + 3a^2)d1^55d2^109 + (1 + 2a + 2a^2)d1^56d2^109 + (3 + 0a + 4a^2)d1^57d2^109 + (0 + 3a + 2a^2)d1^58d2^109 + (3 + 1a + 4a^2)d1^59d2^109 + (0 + 3a + 2a^2)d1^60d2^109 + (4 + 2a + 4a^2)d1^61d2^109 + (2 + 0a + 4a^2)d1^62d2^109 + (0 + 3a + 1a^2)d1^63d2^109 + (3 + 2a + 4a^2)d1^64d2^109 + (4 + 3a + 0a^2)d1^65d2^109 + (4 + 3a + 2a^2)d1^66d2^109 + (1 + 3a + 0a^2)d1^67d2^109 + (0 + 3a + 2a^2)d1^68d2^109 + (1 + 1a + 2a^2)d1^69d2^109 + (3 + 1a + 1a^2)d1^70d2^109 + (2 + 2a + 0a^2)d1^71d2^109 + (2 + 2a + 1a^2)d1^72d2^109 + (0 + 4a + 0a^2)d1^73d2^109 + (2 + 1a + 1a^2)d1^74d2^109 + (3 + 3a + 0a^2)d1^75d2^109 + (3 + 1a + 1a^2)d1^76d2^109 + (1 + 3a + 2a^2)d1^77d2^109 + (2 + 2a + 4a^2)d1^78d2^109 + (1 + 1a + 1a^2)d1^79d2^109 + (4 + 1a + 4a^2)d1^80d2^109 + (2 + 3a + 1a^2)d1^81d2^109 + (4 + 1a + 0a^2)d1^82d2^109 + (2 + 4a + 1a^2)d1^83d2^109 + (4 + 3a + 1a^2)d1^84d2^109 + (1 + 4a + 4a^2)d1^85d2^109 + (1 + 0a + 3a^2)d1^86d2^109 + (1 + 4a + 4a^2)d1^87d2^109 + (1 + 2a + 4a^2)d1^88d2^109 + (0 + 4a + 1a^2)d1^89d2^109 + (0 + 0a + 2a^2)d1^90d2^109 + (0 + 1a + 0a^2)d1^91d2^109 + (3 + 3a + 0a^2)d1^92d2^109 + (0 + 0a + 2a^2)d1^93d2^109 + (3 + 3a + 4a^2)d1^94d2^109 + (4 + 4a + 4a^2)d1^95d2^109 + (2 + 3a + 2a^2)d1^96d2^109 + (0 + 1a + 1a^2)d1^97d2^109 + (0 + 1a + 1a^2)d1^98d2^109 + (3 + 1a + 0a^2)d1^99d2^109 + (2 + 0a + 0a^2)d1^100d2^109 + (0 + 0a + 3a^2)d1^101d2^109 + (1 + 3a + 3a^2)d1^102d2^109 + (1 + 2a + 4a^2)d1^103d2^109 + (2 + 3a + 1a^2)d1^104d2^109 + (0 + 3a + 1a^2)d1^105d2^109 + (0 + 2a + 0a^2)d1^106d2^109 + (4 + 4a + 3a^2)d1^107d2^109 + (4 + 2a + 1a^2)d1^108d2^109 + (2 + 0a + 4a^2)d1^109d2^109 + (3 + 4a + 2a^2)d1^110d2^109 + (4 + 3a + 1a^2)d1^111d2^109 + (0 + 4a + 2a^2)d1^112d2^109 + (3 + 2a + 0a^2)d1^113d2^109 + (1 + 1a + 3a^2)d1^114d2^109 + (0 + 1a + 2a^2)d1^115d2^109 + (4 + 4a + 2a^2)d1^116d2^109 + (2 + 2a + 2a^2)d1^117d2^109 + (4 + 1a + 4a^2)d1^118d2^109 + (3 + 1a + 0a^2)d1^119d2^109 + (1 + 1a + 1a^2)d1^120d2^109 + (4 + 3a + 2a^2)d1^121d2^109 + (0 + 0a + 3a^2)d1^122d2^109 + (1 + 3a + 3a^2)d1^123d2^109 + (4 + 0a + 0a^2)d1^124d2^109 + (4 + 0a + 4a^2)d1^125d2^109 + (3 + 2a + 4a^2)d1^126d2^109 + (1 + 4a + 2a^2)d1^127d2^109 + (2 + 3a + 2a^2)d1^128d2^109 + (0 + 4a + 4a^2)d1^129d2^109 + (0 + 1a + 3a^2)d1^130d2^109 + (2 + 1a + 1a^2)d1^131d2^109 + (2 + 0a + 0a^2)d1^132d2^109 + (0 + 1a + 0a^2)d1^133d2^109 + (3 + 0a + 2a^2)d1^134d2^109 + (3 + 2a + 2a^2)d1^135d2^109 + (1 + 2a + 3a^2)d1^136d2^109 + (2 + 2a + 2a^2)d1^137d2^109 + (0 + 2a + 2a^2)d1^138d2^109 + (3 + 4a + 4a^2)d1^139d2^109 + (4 + 0a + 2a^2)d1^140d2^109 + (1 + 2a + 4a^2)d1^141d2^109 + (4 + 2a + 4a^2)d1^142d2^109 + (2 + 2a + 0a^2)d1^143d2^109 + (3 + 1a + 1a^2)d1^144d2^109 + (4 + 4a + 3a^2)d1^145d2^109 + (0 + 2a + 0a^2)d1^146d2^109 + (3 + 0a + 2a^2)d1^147d2^109 + (3 + 3a + 1a^2)d1^148d2^109 + (3 + 0a + 3a^2)d1^149d2^109 + (1 + 4a + 4a^2)d1^150d2^109 + (1 + 4a + 0a^2)d1^151d2^109 + (2 + 3a + 0a^2)d1^152d2^109 + (2 + 0a + 2a^2)d1^153d2^109 + (0 + 4a + 1a^2)d1^154d2^109 + (3 + 2a + 0a^2)d1^155d2^109 + (4 + 2a + 3a^2)d1^156d2^109 + (4 + 2a + 4a^2)d1^157d2^109 + (4 + 2a + 1a^2)d1^158d2^109 + (3 + 3a + 0a^2)d1^159d2^109 + (0 + 2a + 4a^2)d1^160d2^109 + (0 + 3a + 3a^2)d1^161d2^109 + (0 + 2a + 4a^2)d1^162d2^109 + (4 + 3a + 2a^2)d1^163d2^109 + (2 + 1a + 4a^2)d1^164d2^109 + (0 + 4a + 2a^2)d1^165d2^109 + (4 + 4a + 1a^2)d1^166d2^109 + (3 + 3a + 4a^2)d1^167d2^109 + (2 + 3a + 2a^2)d1^168d2^109 + (0 + 2a + 3a^2)d1^169d2^109 + (4 + 1a + 3a^2)d1^170d2^109 + (1 + 3a + 3a^2)d1^171d2^109 + (2 + 2a + 0a^2)d1^172d2^109 + (0 + 1a + 2a^2)d1^173d2^109 + (2 + 1a + 1a^2)d1^174d2^109 + (0 + 3a + 0a^2)d1^175d2^109 + (2 + 1a + 3a^2)d1^177d2^109 + (3 + 2a + 0a^2)d1^178d2^109 + (3 + 4a + 3a^2)d1^179d2^109 + (2 + 1a + 3a^2)d1^180d2^109 + (4 + 0a + 3a^2)d1^181d2^109 + (2 + 2a + 0a^2)d1^182d2^109 + (0 + 0a + 4a^2)d1^183d2^109 + (1 + 1a + 0a^2)d1^184d2^109 + (4 + 1a + 4a^2)d1^185d2^109 + (3 + 0a + 3a^2)d1^186d2^109 + (4 + 3a + 3a^2)d1^187d2^109 + (3 + 3a + 0a^2)d1^188d2^109 + (3 + 2a + 0a^2)d1^189d2^109 + (3 + 0a + 1a^2)d1^190d2^109 + (4 + 4a + 4a^2)d1^191d2^109 + (1 + 1a + 1a^2)d1^192d2^109 + (1 + 4a + 0a^2)d1^193d2^109 + (4 + 0a + 1a^2)d1^194d2^109 + (0 + 0a + 2a^2)d1^195d2^109 + (1 + 0a + 4a^2)d1^196d2^109 + (3 + 2a + 1a^2)d1^197d2^109 + (3 + 3a + 0a^2)d1^198d2^109 + (1 + 0a + 0a^2)d1^199d2^109 + (0 + 0a + 4a^2)d1^200d2^109 + (2 + 4a + 2a^2)d1^201d2^109 + (2 + 0a + 0a^2)d1^202d2^109 + (4 + 0a + 2a^2)d1^203d2^109 + (3 + 1a + 1a^2)d1^204d2^109 + (1 + 3a + 2a^2)d1^205d2^109 + (1 + 3a + 1a^2)d1^206d2^109 + (3 + 4a + 3a^2)d1^207d2^109 + (0 + 1a + 0a^2)d1^208d2^109 + (3 + 1a + 1a^2)d1^209d2^109 + (1 + 1a + 3a^2)d1^210d2^109 + (1 + 2a + 3a^2)d1^211d2^109 + (3 + 0a + 4a^2)d1^212d2^109 + (2 + 1a + 3a^2)d1^213d2^109 + (4 + 0a + 1a^2)d1^214d2^109 + (4 + 3a + 1a^2)d1^215d2^109 + (4 + 3a + 3a^2)d1^216d2^109 + (2 + 1a + 3a^2)d1^217d2^109 + (3 + 4a + 0a^2)d1^218d2^109 + (1 + 1a + 0a^2)d1^219d2^109 + (1 + 1a + 2a^2)d1^220d2^109 + (4 + 3a + 1a^2)d1^221d2^109 + (4 + 4a + 0a^2)d1^222d2^109 + (2 + 2a + 4a^2)d1^223d2^109 + (2 + 0a + 1a^2)d1^224d2^109 + (3 + 3a + 3a^2)d1^225d2^109 + (2 + 1a + 2a^2)d1^226d2^109 + (4 + 2a + 0a^2)d1^227d2^109 + (2 + 2a + 3a^2)d1^228d2^109 + (0 + 3a + 1a^2)d1^229d2^109 + (2 + 3a + 2a^2)d1^230d2^109 + (3 + 2a + 1a^2)d1^231d2^109 + (2 + 4a + 4a^2)d1^232d2^109 + (1 + 0a + 2a^2)d1^233d2^109 + (1 + 1a + 0a^2)d1^234d2^109 + (2 + 2a + 2a^2)d1^235d2^109 + (1 + 1a + 4a^2)d1^236d2^109 + (2 + 1a + 2a^2)d1^237d2^109 + (3 + 3a + 3a^2)d1^238d2^109 + (4 + 3a + 1a^2)d1^239d2^109 + (0 + 3a + 3a^2)d1^240d2^109 + (3 + 0a + 4a^2)d1^241d2^109 + (4 + 0a + 4a^2)d1^242d2^109 + (4 + 4a + 1a^2)d1^243d2^109 + (3 + 3a + 0a^2)d1^244d2^109 + (4 + 2a + 4a^2)d1^245d2^109 + (1 + 2a + 2a^2)d1^246d2^109 + (0 + 3a + 0a^2)d1^247d2^109 + (4 + 0a + 3a^2)d1^248d2^109 + (0 + 3a + 0a^2)d1^249d2^109 + (3 + 1a + 3a^2)d1^250d2^109 + (4 + 1a + 2a^2)d1^251d2^109 + (3 + 2a + 4a^2)d1^252d2^109 + (1 + 3a + 1a^2)d1^253d2^109 + (0 + 3a + 2a^2)d1^254d2^109 + (2 + 3a + 0a^2)d1^255d2^109 + (3 + 2a + 0a^2)d1^256d2^109 + (0 + 3a + 0a^2)d1^257d2^109 + (1 + 3a + 1a^2)d1^258d2^109 + (3 + 1a + 1a^2)d1^259d2^109 + (2 + 2a + 4a^2)d1^260d2^109 + (1 + 3a + 3a^2)d1^261d2^109 + (3 + 4a + 1a^2)d1^262d2^109 + (4 + 4a + 0a^2)d1^263d2^109 + (3 + 4a + 0a^2)d1^264d2^109 + (2 + 0a + 2a^2)d1^265d2^109 + (0 + 1a + 0a^2)d1^266d2^109 + (1 + 3a + 4a^2)d1^267d2^109 + (2 + 2a + 0a^2)d1^268d2^109 + (2 + 0a + 4a^2)d1^269d2^109 + (0 + 3a + 4a^2)d1^270d2^109 + (3 + 4a + 3a^2)d1^271d2^109 + (1 + 4a + 2a^2)d1^272d2^109 + (1 + 4a + 1a^2)d1^273d2^109 + (4 + 4a + 2a^2)d1^274d2^109 + (0 + 1a + 1a^2)d1^275d2^109 + (3 + 0a + 3a^2)d1^276d2^109 + (0 + 3a + 4a^2)d1^277d2^109 + (4 + 3a + 2a^2)d1^278d2^109 + (3 + 3a + 3a^2)d1^279d2^109 + (4 + 3a + 3a^2)d1^280d2^109 + (1 + 2a + 2a^2)d1^281d2^109 + (0 + 4a + 1a^2)d1^282d2^109 + (2 + 0a + 0a^2)d1^283d2^109 + (3 + 0a + 0a^2)d1^284d2^109 + (2 + 0a + 0a^2)d1^285d2^109 + (3 + 1a + 2a^2)d1^286d2^109 + (1 + 2a + 1a^2)d1^287d2^109 + (0 + 4a + 3a^2)d1^288d2^109 + (4 + 0a + 4a^2)d1^289d2^109 + (1 + 4a + 2a^2)d1^290d2^109 + (1 + 3a + 0a^2)d1^291d2^109 + (1 + 4a + 4a^2)d1^292d2^109 + (0 + 1a + 3a^2)d1^293d2^109 + (3 + 4a + 3a^2)d2^110 + (0 + 1a + 3a^2)d1^2d2^110 + (4 + 0a + 2a^2)d1^3d2^110 + (2 + 4a + 2a^2)d1^4d2^110 + (2 + 0a + 1a^2)d1^5d2^110 + (0 + 4a + 1a^2)d1^6d2^110 + (3 + 4a + 4a^2)d1^7d2^110 + (4 + 0a + 2a^2)d1^8d2^110 + (1 + 3a + 3a^2)d1^9d2^110 + (0 + 3a + 2a^2)d1^10d2^110 + (4 + 3a + 2a^2)d1^11d2^110 + (4 + 3a + 4a^2)d1^12d2^110 + (2 + 0a + 4a^2)d1^13d2^110 + (4 + 0a + 1a^2)d1^14d2^110 + (3 + 3a + 4a^2)d1^15d2^110 + (2 + 2a + 1a^2)d1^16d2^110 + (3 + 2a + 0a^2)d1^17d2^110 + (1 + 3a + 4a^2)d1^18d2^110 + (4 + 3a + 3a^2)d1^19d2^110 + (3 + 3a + 3a^2)d1^20d2^110 + (3 + 0a + 1a^2)d1^21d2^110 + (4 + 4a + 0a^2)d1^22d2^110 + (0 + 1a + 0a^2)d1^23d2^110 + (3 + 4a + 1a^2)d1^24d2^110 + (0 + 0a + 1a^2)d1^25d2^110 + (1 + 2a + 3a^2)d1^26d2^110 + (3 + 1a + 0a^2)d1^27d2^110 + (1 + 1a + 1a^2)d1^28d2^110 + (1 + 1a + 4a^2)d1^29d2^110 + (4 + 4a + 4a^2)d1^30d2^110 + (2 + 0a + 2a^2)d1^31d2^110 + (0 + 2a + 1a^2)d1^32d2^110 + (4 + 2a + 0a^2)d1^33d2^110 + (2 + 3a + 4a^2)d1^34d2^110 + (1 + 1a + 1a^2)d1^35d2^110 + (1 + 2a + 0a^2)d1^36d2^110 + (2 + 0a + 2a^2)d1^37d2^110 + (3 + 4a + 0a^2)d1^38d2^110 + (2 + 0a + 4a^2)d1^39d2^110 + (2 + 4a + 2a^2)d1^40d2^110 + (3 + 4a + 2a^2)d1^41d2^110 + (4 + 2a + 4a^2)d1^42d2^110 + (3 + 1a + 1a^2)d1^43d2^110 + (1 + 0a + 4a^2)d1^44d2^110 + (2 + 1a + 1a^2)d1^45d2^110 + (1 + 2a + 0a^2)d1^46d2^110 + (1 + 0a + 2a^2)d1^47d2^110 + (4 + 3a + 2a^2)d1^48d2^110 + (4 + 4a + 4a^2)d1^49d2^110 + (2 + 1a + 4a^2)d1^50d2^110 + (4 + 1a + 4a^2)d1^51d2^110 + (4 + 3a + 2a^2)d1^52d2^110 + (2 + 0a + 3a^2)d1^53d2^110 + (0 + 3a + 3a^2)d1^54d2^110 + (1 + 4a + 4a^2)d1^55d2^110 + (3 + 1a + 0a^2)d1^56d2^110 + (0 + 3a + 4a^2)d1^57d2^110 + (0 + 1a + 2a^2)d1^58d2^110 + (1 + 4a + 3a^2)d1^59d2^110 + (4 + 2a + 3a^2)d1^60d2^110 + (1 + 3a + 3a^2)d1^61d2^110 + (2 + 1a + 2a^2)d1^62d2^110 + (2 + 1a + 2a^2)d1^63d2^110 + (0 + 1a + 2a^2)d1^64d2^110 + (0 + 2a + 4a^2)d1^65d2^110 + (2 + 1a + 4a^2)d1^66d2^110 + (0 + 4a + 2a^2)d1^67d2^110 + (4 + 4a + 1a^2)d1^68d2^110 + (2 + 1a + 0a^2)d1^69d2^110 + (4 + 2a + 3a^2)d1^70d2^110 + (2 + 0a + 2a^2)d1^71d2^110 + (3 + 2a + 0a^2)d1^73d2^110 + (0 + 3a + 3a^2)d1^74d2^110 + (2 + 1a + 1a^2)d1^75d2^110 + (3 + 2a + 3a^2)d1^76d2^110 + (2 + 3a + 4a^2)d1^77d2^110 + (2 + 2a + 3a^2)d1^78d2^110 + (3 + 4a + 2a^2)d1^79d2^110 + (0 + 3a + 3a^2)d1^80d2^110 + (0 + 2a + 2a^2)d1^81d2^110 + (3 + 1a + 2a^2)d1^82d2^110 + (2 + 2a + 2a^2)d1^83d2^110 + (4 + 1a + 1a^2)d1^84d2^110 + (1 + 3a + 4a^2)d1^85d2^110 + (2 + 2a + 2a^2)d1^86d2^110 + (0 + 1a + 4a^2)d1^87d2^110 + (3 + 3a + 2a^2)d1^88d2^110 + (3 + 3a + 4a^2)d1^89d2^110 + (1 + 2a + 4a^2)d1^90d2^110 + (3 + 1a + 1a^2)d1^91d2^110 + (0 + 3a + 3a^2)d1^92d2^110 + (0 + 3a + 0a^2)d1^93d2^110 + (2 + 3a + 4a^2)d1^94d2^110 + (1 + 2a + 1a^2)d1^95d2^110 + (4 + 1a + 0a^2)d1^96d2^110 + (2 + 4a + 0a^2)d1^97d2^110 + (3 + 3a + 3a^2)d1^98d2^110 + (3 + 3a + 3a^2)d1^99d2^110 + (1 + 1a + 4a^2)d1^100d2^110 + (0 + 0a + 1a^2)d1^101d2^110 + (0 + 2a + 4a^2)d1^102d2^110 + (0 + 0a + 1a^2)d1^103d2^110 + (4 + 3a + 3a^2)d1^104d2^110 + (3 + 2a + 2a^2)d1^105d2^110 + (4 + 2a + 3a^2)d1^106d2^110 + (0 + 1a + 3a^2)d1^107d2^110 + (3 + 1a + 0a^2)d1^108d2^110 + (3 + 4a + 4a^2)d1^109d2^110 + (4 + 2a + 1a^2)d1^110d2^110 + (4 + 0a + 1a^2)d1^111d2^110 + (1 + 4a + 2a^2)d1^112d2^110 + (2 + 3a + 2a^2)d1^113d2^110 + (1 + 1a + 2a^2)d1^114d2^110 + (4 + 2a + 0a^2)d1^115d2^110 + (3 + 3a + 4a^2)d1^116d2^110 + (0 + 1a + 0a^2)d1^117d2^110 + (1 + 3a + 4a^2)d1^118d2^110 + (0 + 2a + 4a^2)d1^119d2^110 + (0 + 1a + 4a^2)d1^121d2^110 + (0 + 0a + 3a^2)d1^122d2^110 + (1 + 2a + 0a^2)d1^123d2^110 + (2 + 1a + 0a^2)d1^124d2^110 + (3 + 1a + 3a^2)d1^125d2^110 + (1 + 2a + 1a^2)d1^126d2^110 + (2 + 2a + 0a^2)d1^127d2^110 + (4 + 1a + 2a^2)d1^128d2^110 + (4 + 3a + 1a^2)d1^129d2^110 + (0 + 1a + 1a^2)d1^130d2^110 + (3 + 0a + 1a^2)d1^131d2^110 + (2 + 1a + 4a^2)d1^132d2^110 + (2 + 3a + 4a^2)d1^133d2^110 + (2 + 2a + 1a^2)d1^134d2^110 + (4 + 1a + 1a^2)d1^135d2^110 + (2 + 2a + 4a^2)d1^136d2^110 + (0 + 0a + 2a^2)d1^137d2^110 + (1 + 0a + 1a^2)d1^138d2^110 + (2 + 4a + 4a^2)d1^139d2^110 + (2 + 0a + 0a^2)d1^140d2^110 + (2 + 4a + 0a^2)d1^141d2^110 + (3 + 0a + 0a^2)d1^142d2^110 + (1 + 4a + 3a^2)d1^143d2^110 + (4 + 0a + 2a^2)d1^144d2^110 + (3 + 3a + 4a^2)d1^145d2^110 + (1 + 0a + 0a^2)d1^146d2^110 + (1 + 1a + 4a^2)d1^147d2^110 + (1 + 1a + 2a^2)d1^148d2^110 + (4 + 2a + 4a^2)d1^149d2^110 + (0 + 1a + 3a^2)d1^150d2^110 + (0 + 1a + 3a^2)d1^151d2^110 + (1 + 0a + 3a^2)d1^152d2^110 + (0 + 2a + 0a^2)d1^153d2^110 + (3 + 4a + 1a^2)d1^154d2^110 + (2 + 2a + 0a^2)d1^155d2^110 + (1 + 2a + 0a^2)d1^156d2^110 + (4 + 2a + 0a^2)d1^157d2^110 + (1 + 3a + 4a^2)d1^158d2^110 + (2 + 0a + 4a^2)d1^159d2^110 + (4 + 2a + 2a^2)d1^160d2^110 + (2 + 1a + 3a^2)d1^161d2^110 + (2 + 4a + 4a^2)d1^162d2^110 + (3 + 3a + 3a^2)d1^163d2^110 + (0 + 3a + 3a^2)d1^164d2^110 + (1 + 1a + 3a^2)d1^165d2^110 + (2 + 4a + 4a^2)d1^166d2^110 + (3 + 4a + 1a^2)d1^167d2^110 + (4 + 2a + 4a^2)d1^168d2^110 + (0 + 2a + 1a^2)d1^169d2^110 + (4 + 2a + 2a^2)d1^170d2^110 + (3 + 2a + 0a^2)d1^171d2^110 + (4 + 2a + 3a^2)d1^172d2^110 + (0 + 3a + 4a^2)d1^173d2^110 + (2 + 3a + 2a^2)d1^174d2^110 + (0 + 3a + 0a^2)d1^175d2^110 + (2 + 1a + 1a^2)d1^176d2^110 + (3 + 3a + 2a^2)d1^177d2^110 + (4 + 3a + 0a^2)d1^178d2^110 + (2 + 1a + 2a^2)d1^179d2^110 + (4 + 4a + 0a^2)d1^180d2^110 + (0 + 3a + 2a^2)d1^181d2^110 + (4 + 1a + 1a^2)d1^182d2^110 + (0 + 1a + 3a^2)d1^183d2^110 + (2 + 4a + 0a^2)d1^184d2^110 + (1 + 3a + 3a^2)d1^185d2^110 + (0 + 0a + 2a^2)d1^186d2^110 + (1 + 4a + 3a^2)d1^187d2^110 + (3 + 4a + 1a^2)d1^188d2^110 + (2 + 1a + 2a^2)d1^189d2^110 + (0 + 2a + 1a^2)d1^190d2^110 + (2 + 1a + 1a^2)d1^191d2^110 + (4 + 4a + 4a^2)d1^192d2^110 + (2 + 0a + 0a^2)d1^193d2^110 + (3 + 0a + 4a^2)d1^194d2^110 + (4 + 2a + 4a^2)d1^195d2^110 + (3 + 1a + 1a^2)d1^196d2^110 + (3 + 0a + 4a^2)d1^197d2^110 + (2 + 2a + 1a^2)d1^198d2^110 + (2 + 0a + 3a^2)d1^199d2^110 + (3 + 0a + 4a^2)d1^200d2^110 + (1 + 1a + 4a^2)d1^201d2^110 + (3 + 4a + 2a^2)d1^202d2^110 + (1 + 3a + 4a^2)d1^203d2^110 + (1 + 4a + 3a^2)d1^204d2^110 + (4 + 2a + 2a^2)d1^205d2^110 + (0 + 1a + 1a^2)d1^206d2^110 + (4 + 4a + 0a^2)d1^207d2^110 + (1 + 3a + 2a^2)d1^208d2^110 + (3 + 4a + 2a^2)d1^209d2^110 + (4 + 1a + 1a^2)d1^210d2^110 + (1 + 4a + 1a^2)d1^211d2^110 + (3 + 2a + 2a^2)d1^212d2^110 + (2 + 2a + 0a^2)d1^213d2^110 + (3 + 1a + 1a^2)d1^214d2^110 + (4 + 0a + 0a^2)d1^215d2^110 + (0 + 0a + 2a^2)d1^216d2^110 + (1 + 0a + 0a^2)d1^217d2^110 + (1 + 4a + 3a^2)d1^218d2^110 + (0 + 2a + 0a^2)d1^219d2^110 + (0 + 0a + 3a^2)d1^220d2^110 + (3 + 4a + 3a^2)d1^221d2^110 + (0 + 3a + 1a^2)d1^222d2^110 + (4 + 3a + 3a^2)d1^223d2^110 + (1 + 4a + 1a^2)d1^224d2^110 + (4 + 1a + 3a^2)d1^225d2^110 + (3 + 2a + 0a^2)d1^226d2^110 + (0 + 4a + 0a^2)d1^227d2^110 + (4 + 2a + 3a^2)d1^228d2^110 + (1 + 0a + 4a^2)d1^229d2^110 + (1 + 0a + 3a^2)d1^230d2^110 + (4 + 3a + 2a^2)d1^231d2^110 + (0 + 2a + 3a^2)d1^232d2^110 + (4 + 2a + 4a^2)d1^233d2^110 + (1 + 2a + 4a^2)d1^234d2^110 + (0 + 3a + 4a^2)d1^235d2^110 + (1 + 4a + 2a^2)d1^236d2^110 + (1 + 3a + 1a^2)d1^237d2^110 + (1 + 1a + 3a^2)d1^238d2^110 + (1 + 0a + 4a^2)d1^239d2^110 + (3 + 4a + 2a^2)d1^240d2^110 + (2 + 4a + 1a^2)d1^241d2^110 + (0 + 3a + 3a^2)d1^242d2^110 + (1 + 0a + 0a^2)d1^243d2^110 + (1 + 2a + 1a^2)d1^245d2^110 + (2 + 0a + 3a^2)d1^246d2^110 + (0 + 3a + 0a^2)d1^247d2^110 + (4 + 4a + 3a^2)d1^248d2^110 + (1 + 4a + 2a^2)d1^249d2^110 + (4 + 2a + 0a^2)d1^250d2^110 + (0 + 1a + 2a^2)d1^251d2^110 + (2 + 0a + 0a^2)d1^252d2^110 + (3 + 1a + 4a^2)d1^253d2^110 + (4 + 0a + 1a^2)d1^254d2^110 + (2 + 0a + 3a^2)d1^255d2^110 + (2 + 4a + 1a^2)d1^256d2^110 + (0 + 3a + 1a^2)d1^257d2^110 + (1 + 2a + 3a^2)d1^258d2^110 + (0 + 3a + 4a^2)d1^259d2^110 + (0 + 2a + 0a^2)d1^260d2^110 + (1 + 1a + 3a^2)d1^261d2^110 + (1 + 1a + 2a^2)d1^262d2^110 + (0 + 0a + 3a^2)d1^263d2^110 + (1 + 1a + 4a^2)d1^264d2^110 + (0 + 1a + 1a^2)d1^265d2^110 + (1 + 4a + 0a^2)d1^266d2^110 + (1 + 2a + 1a^2)d1^267d2^110 + (3 + 4a + 4a^2)d1^268d2^110 + (3 + 2a + 0a^2)d1^269d2^110 + (3 + 0a + 0a^2)d1^270d2^110 + (4 + 3a + 2a^2)d1^271d2^110 + (4 + 2a + 2a^2)d1^272d2^110 + (4 + 2a + 4a^2)d1^273d2^110 + (2 + 2a + 4a^2)d1^274d2^110 + (1 + 4a + 1a^2)d1^275d2^110 + (4 + 2a + 0a^2)d1^276d2^110 + (3 + 0a + 0a^2)d1^277d2^110 + (0 + 4a + 0a^2)d1^278d2^110 + (0 + 0a + 2a^2)d1^279d2^110 + (1 + 4a + 2a^2)d1^280d2^110 + (3 + 0a + 3a^2)d1^281d2^110 + (1 + 3a + 4a^2)d1^282d2^110 + (3 + 2a + 1a^2)d1^283d2^110 + (0 + 4a + 3a^2)d1^284d2^110 + (1 + 2a + 1a^2)d1^285d2^110 + (3 + 2a + 0a^2)d1^286d2^110 + (4 + 1a + 4a^2)d1^287d2^110 + (0 + 4a + 0a^2)d1^288d2^110 + (4 + 2a + 1a^2)d1^289d2^110 + (4 + 2a + 3a^2)d1^290d2^110 + (2 + 4a + 2a^2)d1^291d2^110 + (0 + 3a + 1a^2)d1^292d2^110 + (0 + 4a + 0a^2)d1^293d2^110 + (1 + 1a + 4a^2)d2^111 + (0 + 4a + 4a^2)d1^1d2^111 + (3 + 2a + 3a^2)d1^2d2^111 + (1 + 0a + 4a^2)d1^3d2^111 + (1 + 1a + 2a^2)d1^4d2^111 + (3 + 1a + 1a^2)d1^5d2^111 + (2 + 0a + 0a^2)d1^6d2^111 + (2 + 3a + 1a^2)d1^7d2^111 + (0 + 4a + 0a^2)d1^8d2^111 + (1 + 1a + 1a^2)d1^9d2^111 + (1 + 3a + 3a^2)d1^10d2^111 + (1 + 2a + 2a^2)d1^11d2^111 + (1 + 1a + 2a^2)d1^12d2^111 + (4 + 1a + 2a^2)d1^13d2^111 + (3 + 2a + 3a^2)d1^14d2^111 + (3 + 3a + 4a^2)d1^15d2^111 + (4 + 0a + 1a^2)d1^16d2^111 + (4 + 0a + 3a^2)d1^17d2^111 + (1 + 0a + 4a^2)d1^18d2^111 + (3 + 3a + 1a^2)d1^19d2^111 + (0 + 0a + 3a^2)d1^20d2^111 + (3 + 2a + 3a^2)d1^21d2^111 + (4 + 1a + 2a^2)d1^22d2^111 + (1 + 1a + 2a^2)d1^23d2^111 + (0 + 2a + 2a^2)d1^24d2^111 + (2 + 4a + 3a^2)d1^25d2^111 + (2 + 2a + 4a^2)d1^26d2^111 + (4 + 1a + 1a^2)d1^28d2^111 + (3 + 0a + 4a^2)d1^29d2^111 + (3 + 3a + 2a^2)d1^30d2^111 + (1 + 3a + 1a^2)d1^32d2^111 + (0 + 3a + 3a^2)d1^33d2^111 + (0 + 0a + 2a^2)d1^34d2^111 + (3 + 1a + 2a^2)d1^35d2^111 + (2 + 2a + 3a^2)d1^36d2^111 + (1 + 0a + 2a^2)d1^37d2^111 + (1 + 4a + 2a^2)d1^38d2^111 + (1 + 4a + 4a^2)d1^39d2^111 + (3 + 0a + 0a^2)d1^40d2^111 + (4 + 2a + 4a^2)d1^41d2^111 + (0 + 3a + 0a^2)d1^42d2^111 + (2 + 4a + 3a^2)d1^43d2^111 + (4 + 3a + 4a^2)d1^44d2^111 + (0 + 0a + 1a^2)d1^45d2^111 + (0 + 0a + 1a^2)d1^46d2^111 + (2 + 3a + 3a^2)d1^47d2^111 + (0 + 3a + 3a^2)d1^48d2^111 + (4 + 3a + 3a^2)d1^49d2^111 + (4 + 4a + 3a^2)d1^50d2^111 + (4 + 4a + 2a^2)d1^51d2^111 + (1 + 2a + 4a^2)d1^52d2^111 + (0 + 2a + 2a^2)d1^53d2^111 + (1 + 0a + 4a^2)d1^54d2^111 + (0 + 1a + 0a^2)d1^55d2^111 + (2 + 1a + 1a^2)d1^56d2^111 + (4 + 1a + 3a^2)d1^57d2^111 + (2 + 3a + 1a^2)d1^58d2^111 + (3 + 1a + 0a^2)d1^59d2^111 + (1 + 3a + 1a^2)d1^60d2^111 + (1 + 1a + 4a^2)d1^61d2^111 + (4 + 4a + 3a^2)d1^62d2^111 + (4 + 4a + 2a^2)d1^63d2^111 + (1 + 3a + 2a^2)d1^64d2^111 + (1 + 1a + 2a^2)d1^65d2^111 + (2 + 0a + 0a^2)d1^66d2^111 + (3 + 2a + 3a^2)d1^67d2^111 + (4 + 3a + 0a^2)d1^68d2^111 + (2 + 3a + 0a^2)d1^69d2^111 + (4 + 0a + 4a^2)d1^70d2^111 + (2 + 3a + 1a^2)d1^71d2^111 + (4 + 1a + 0a^2)d1^72d2^111 + (3 + 0a + 1a^2)d1^73d2^111 + (1 + 0a + 2a^2)d1^74d2^111 + (3 + 1a + 1a^2)d1^75d2^111 + (0 + 3a + 1a^2)d1^76d2^111 + (3 + 3a + 3a^2)d1^77d2^111 + (1 + 3a + 3a^2)d1^78d2^111 + (4 + 3a + 4a^2)d1^79d2^111 + (0 + 4a + 1a^2)d1^80d2^111 + (2 + 4a + 1a^2)d1^81d2^111 + (1 + 0a + 0a^2)d1^82d2^111 + (1 + 3a + 0a^2)d1^83d2^111 + (3 + 2a + 0a^2)d1^84d2^111 + (4 + 1a + 4a^2)d1^85d2^111 + (1 + 1a + 4a^2)d1^86d2^111 + (1 + 3a + 4a^2)d1^87d2^111 + (1 + 1a + 2a^2)d1^88d2^111 + (2 + 4a + 0a^2)d1^89d2^111 + (2 + 4a + 2a^2)d1^90d2^111 + (1 + 4a + 4a^2)d1^91d2^111 + (4 + 0a + 1a^2)d1^92d2^111 + (4 + 0a + 3a^2)d1^93d2^111 + (1 + 0a + 3a^2)d1^94d2^111 + (1 + 1a + 4a^2)d1^95d2^111 + (4 + 0a + 0a^2)d1^96d2^111 + (4 + 1a + 3a^2)d1^97d2^111 + (1 + 1a + 4a^2)d1^98d2^111 + (2 + 4a + 3a^2)d1^99d2^111 + (3 + 2a + 4a^2)d1^100d2^111 + (4 + 2a + 1a^2)d1^101d2^111 + (2 + 0a + 3a^2)d1^102d2^111 + (1 + 0a + 3a^2)d1^103d2^111 + (3 + 0a + 4a^2)d1^104d2^111 + (1 + 0a + 1a^2)d1^105d2^111 + (4 + 1a + 3a^2)d1^106d2^111 + (2 + 0a + 2a^2)d1^107d2^111 + (1 + 4a + 4a^2)d1^108d2^111 + (2 + 2a + 0a^2)d1^109d2^111 + (4 + 2a + 4a^2)d1^110d2^111 + (2 + 1a + 4a^2)d1^111d2^111 + (1 + 0a + 0a^2)d1^112d2^111 + (4 + 1a + 3a^2)d1^113d2^111 + (1 + 4a + 1a^2)d1^114d2^111 + (3 + 1a + 2a^2)d1^115d2^111 + (1 + 2a + 2a^2)d1^116d2^111 + (1 + 0a + 4a^2)d1^117d2^111 + (1 + 0a + 2a^2)d1^118d2^111 + (3 + 3a + 2a^2)d1^119d2^111 + (1 + 1a + 1a^2)d1^120d2^111 + (4 + 0a + 2a^2)d1^121d2^111 + (3 + 4a + 3a^2)d1^122d2^111 + (0 + 3a + 0a^2)d1^123d2^111 + (0 + 2a + 1a^2)d1^124d2^111 + (2 + 2a + 2a^2)d1^125d2^111 + (4 + 0a + 3a^2)d1^126d2^111 + (1 + 1a + 0a^2)d1^127d2^111 + (1 + 4a + 2a^2)d1^128d2^111 + (0 + 1a + 4a^2)d1^129d2^111 + (0 + 1a + 2a^2)d1^130d2^111 + (1 + 4a + 2a^2)d1^131d2^111 + (0 + 1a + 1a^2)d1^132d2^111 + (4 + 3a + 4a^2)d1^133d2^111 + (4 + 3a + 0a^2)d1^134d2^111 + (3 + 4a + 4a^2)d1^135d2^111 + (3 + 1a + 1a^2)d1^136d2^111 + (3 + 2a + 0a^2)d1^137d2^111 + (2 + 0a + 2a^2)d1^138d2^111 + (1 + 4a + 3a^2)d1^139d2^111 + (4 + 1a + 3a^2)d1^140d2^111 + (0 + 0a + 4a^2)d1^141d2^111 + (1 + 2a + 4a^2)d1^142d2^111 + (3 + 4a + 4a^2)d1^143d2^111 + (0 + 4a + 3a^2)d1^144d2^111 + (0 + 2a + 1a^2)d1^145d2^111 + (3 + 2a + 1a^2)d1^146d2^111 + (4 + 3a + 3a^2)d1^147d2^111 + (3 + 2a + 2a^2)d1^148d2^111 + (1 + 3a + 2a^2)d1^149d2^111 + (1 + 1a + 3a^2)d1^150d2^111 + (1 + 4a + 1a^2)d1^151d2^111 + (2 + 2a + 2a^2)d1^152d2^111 + (2 + 3a + 3a^2)d1^153d2^111 + (0 + 4a + 4a^2)d1^154d2^111 + (1 + 3a + 3a^2)d1^155d2^111 + (1 + 0a + 4a^2)d1^156d2^111 + (4 + 3a + 4a^2)d1^157d2^111 + (2 + 4a + 2a^2)d1^158d2^111 + (0 + 0a + 4a^2)d1^159d2^111 + (2 + 3a + 1a^2)d1^160d2^111 + (1 + 2a + 3a^2)d1^161d2^111 + (0 + 1a + 0a^2)d1^162d2^111 + (4 + 4a + 2a^2)d1^163d2^111 + (0 + 0a + 3a^2)d1^164d2^111 + (1 + 2a + 1a^2)d1^165d2^111 + (1 + 4a + 1a^2)d1^166d2^111 + (4 + 3a + 3a^2)d1^167d2^111 + (1 + 2a + 2a^2)d1^168d2^111 + (4 + 0a + 3a^2)d1^169d2^111 + (2 + 0a + 2a^2)d1^170d2^111 + (1 + 2a + 4a^2)d1^171d2^111 + (0 + 2a + 0a^2)d1^172d2^111 + (3 + 1a + 3a^2)d1^173d2^111 + (1 + 2a + 1a^2)d1^174d2^111 + (4 + 4a + 2a^2)d1^175d2^111 + (1 + 0a + 1a^2)d1^176d2^111 + (3 + 4a + 0a^2)d1^177d2^111 + (2 + 2a + 2a^2)d1^178d2^111 + (3 + 4a + 0a^2)d1^179d2^111 + (2 + 0a + 4a^2)d1^180d2^111 + (4 + 0a + 2a^2)d1^181d2^111 + (3 + 0a + 1a^2)d1^182d2^111 + (2 + 3a + 0a^2)d1^183d2^111 + (0 + 2a + 4a^2)d1^184d2^111 + (2 + 1a + 4a^2)d1^185d2^111 + (1 + 4a + 3a^2)d1^186d2^111 + (2 + 4a + 3a^2)d1^187d2^111 + (4 + 1a + 4a^2)d1^188d2^111 + (3 + 3a + 0a^2)d1^189d2^111 + (4 + 3a + 1a^2)d1^190d2^111 + (1 + 0a + 1a^2)d1^191d2^111 + (1 + 0a + 0a^2)d1^192d2^111 + (4 + 2a + 1a^2)d1^193d2^111 + (2 + 4a + 2a^2)d1^194d2^111 + (2 + 4a + 3a^2)d1^195d2^111 + (4 + 1a + 4a^2)d1^196d2^111 + (1 + 3a + 1a^2)d1^197d2^111 + (4 + 2a + 3a^2)d1^198d2^111 + (1 + 4a + 4a^2)d1^199d2^111 + (2 + 4a + 3a^2)d1^200d2^111 + (2 + 2a + 1a^2)d1^201d2^111 + (4 + 4a + 0a^2)d1^202d2^111 + (4 + 4a + 4a^2)d1^203d2^111 + (3 + 0a + 0a^2)d1^204d2^111 + (4 + 3a + 4a^2)d1^205d2^111 + (1 + 4a + 0a^2)d1^206d2^111 + (4 + 1a + 2a^2)d1^207d2^111 + (2 + 3a + 1a^2)d1^208d2^111 + (2 + 4a + 2a^2)d1^209d2^111 + (3 + 3a + 4a^2)d1^210d2^111 + (3 + 1a + 3a^2)d1^211d2^111 + (2 + 2a + 3a^2)d1^212d2^111 + (3 + 3a + 4a^2)d1^213d2^111 + (4 + 2a + 4a^2)d1^214d2^111 + (4 + 3a + 3a^2)d1^215d2^111 + (2 + 1a + 3a^2)d1^216d2^111 + (2 + 4a + 3a^2)d1^217d2^111 + (1 + 1a + 2a^2)d1^218d2^111 + (4 + 0a + 2a^2)d1^219d2^111 + (4 + 3a + 2a^2)d1^220d2^111 + (4 + 4a + 3a^2)d1^221d2^111 + (2 + 2a + 1a^2)d1^222d2^111 + (0 + 3a + 0a^2)d1^224d2^111 + (3 + 0a + 4a^2)d1^225d2^111 + (0 + 1a + 0a^2)d1^226d2^111 + (4 + 2a + 2a^2)d1^227d2^111 + (4 + 2a + 1a^2)d1^228d2^111 + (3 + 1a + 4a^2)d1^229d2^111 + (3 + 3a + 1a^2)d1^230d2^111 + (2 + 3a + 4a^2)d1^231d2^111 + (1 + 3a + 3a^2)d1^232d2^111 + (3 + 4a + 3a^2)d1^233d2^111 + (3 + 4a + 2a^2)d1^234d2^111 + (0 + 2a + 4a^2)d1^235d2^111 + (2 + 4a + 3a^2)d1^236d2^111 + (2 + 4a + 0a^2)d1^237d2^111 + (2 + 4a + 0a^2)d1^238d2^111 + (3 + 4a + 3a^2)d1^239d2^111 + (1 + 2a + 2a^2)d1^240d2^111 + (4 + 0a + 2a^2)d1^241d2^111 + (1 + 4a + 3a^2)d1^242d2^111 + (2 + 1a + 1a^2)d1^243d2^111 + (4 + 3a + 2a^2)d1^244d2^111 + (4 + 4a + 0a^2)d1^245d2^111 + (0 + 2a + 4a^2)d1^246d2^111 + (4 + 1a + 1a^2)d1^247d2^111 + (4 + 1a + 1a^2)d1^248d2^111 + (2 + 2a + 4a^2)d1^249d2^111 + (3 + 4a + 0a^2)d1^250d2^111 + (0 + 2a + 0a^2)d1^251d2^111 + (0 + 1a + 4a^2)d1^252d2^111 + (2 + 1a + 3a^2)d1^253d2^111 + (2 + 1a + 2a^2)d1^254d2^111 + (2 + 0a + 3a^2)d1^255d2^111 + (1 + 1a + 3a^2)d1^256d2^111 + (2 + 2a + 3a^2)d1^257d2^111 + (2 + 1a + 3a^2)d1^258d2^111 + (2 + 3a + 0a^2)d1^259d2^111 + (3 + 4a + 4a^2)d1^260d2^111 + (2 + 0a + 4a^2)d1^261d2^111 + (0 + 1a + 2a^2)d1^262d2^111 + (1 + 1a + 4a^2)d1^263d2^111 + (3 + 1a + 4a^2)d1^264d2^111 + (4 + 1a + 0a^2)d1^265d2^111 + (2 + 1a + 3a^2)d1^266d2^111 + (0 + 4a + 2a^2)d1^267d2^111 + (2 + 4a + 2a^2)d1^268d2^111 + (1 + 0a + 2a^2)d1^269d2^111 + (1 + 0a + 1a^2)d1^270d2^111 + (2 + 2a + 0a^2)d1^271d2^111 + (4 + 0a + 4a^2)d1^272d2^111 + (0 + 0a + 3a^2)d1^273d2^111 + (2 + 3a + 2a^2)d1^274d2^111 + (2 + 2a + 2a^2)d1^275d2^111 + (4 + 4a + 4a^2)d1^276d2^111 + (0 + 2a + 3a^2)d1^277d2^111 + (4 + 4a + 4a^2)d1^278d2^111 + (1 + 0a + 0a^2)d1^279d2^111 + (0 + 1a + 3a^2)d1^280d2^111 + (1 + 4a + 3a^2)d1^281d2^111 + (4 + 1a + 2a^2)d1^282d2^111 + (4 + 3a + 4a^2)d1^283d2^111 + (2 + 0a + 2a^2)d1^284d2^111 + (1 + 4a + 2a^2)d1^285d2^111 + (0 + 4a + 4a^2)d1^286d2^111 + (1 + 1a + 2a^2)d1^287d2^111 + (4 + 3a + 2a^2)d1^288d2^111 + (1 + 0a + 2a^2)d1^289d2^111 + (4 + 2a + 0a^2)d1^290d2^111 + (2 + 2a + 1a^2)d1^291d2^111 + (2 + 4a + 1a^2)d1^292d2^111 + (3 + 4a + 3a^2)d1^293d2^111 + (0 + 2a + 4a^2)d2^112 + (3 + 4a + 4a^2)d1^1d2^112 + (1 + 3a + 1a^2)d1^2d2^112 + (0 + 2a + 3a^2)d1^3d2^112 + (0 + 1a + 2a^2)d1^4d2^112 + (2 + 1a + 2a^2)d1^5d2^112 + (3 + 0a + 1a^2)d1^6d2^112 + (1 + 1a + 1a^2)d1^7d2^112 + (2 + 4a + 3a^2)d1^8d2^112 + (0 + 4a + 4a^2)d1^9d2^112 + (1 + 2a + 2a^2)d1^10d2^112 + (0 + 2a + 4a^2)d1^11d2^112 + (4 + 0a + 4a^2)d1^12d2^112 + (3 + 2a + 1a^2)d1^13d2^112 + (4 + 4a + 1a^2)d1^14d2^112 + (0 + 1a + 0a^2)d1^15d2^112 + (4 + 1a + 4a^2)d1^16d2^112 + (1 + 0a + 1a^2)d1^17d2^112 + (2 + 0a + 4a^2)d1^18d2^112 + (4 + 0a + 3a^2)d1^19d2^112 + (4 + 2a + 3a^2)d1^20d2^112 + (4 + 4a + 0a^2)d1^21d2^112 + (0 + 2a + 2a^2)d1^22d2^112 + (0 + 2a + 1a^2)d1^23d2^112 + (1 + 3a + 4a^2)d1^24d2^112 + (3 + 3a + 4a^2)d1^25d2^112 + (0 + 4a + 4a^2)d1^26d2^112 + (4 + 3a + 0a^2)d1^27d2^112 + (0 + 4a + 4a^2)d1^28d2^112 + (2 + 3a + 3a^2)d1^29d2^112 + (4 + 4a + 3a^2)d1^30d2^112 + (3 + 0a + 2a^2)d1^31d2^112 + (1 + 2a + 2a^2)d1^32d2^112 + (3 + 4a + 1a^2)d1^33d2^112 + (4 + 1a + 0a^2)d1^34d2^112 + (1 + 4a + 4a^2)d1^35d2^112 + (0 + 1a + 3a^2)d1^36d2^112 + (0 + 2a + 2a^2)d1^37d2^112 + (2 + 2a + 3a^2)d1^38d2^112 + (0 + 1a + 4a^2)d1^39d2^112 + (2 + 0a + 2a^2)d1^40d2^112 + (1 + 3a + 2a^2)d1^41d2^112 + (1 + 4a + 2a^2)d1^42d2^112 + (3 + 0a + 2a^2)d1^43d2^112 + (2 + 2a + 2a^2)d1^44d2^112 + (3 + 4a + 2a^2)d1^45d2^112 + (0 + 3a + 1a^2)d1^46d2^112 + (2 + 4a + 2a^2)d1^47d2^112 + (2 + 3a + 4a^2)d1^48d2^112 + (4 + 1a + 3a^2)d1^49d2^112 + (0 + 4a + 1a^2)d1^50d2^112 + (4 + 0a + 0a^2)d1^51d2^112 + (3 + 2a + 4a^2)d1^52d2^112 + (2 + 0a + 4a^2)d1^53d2^112 + (4 + 2a + 4a^2)d1^54d2^112 + (2 + 4a + 3a^2)d1^55d2^112 + (4 + 0a + 4a^2)d1^56d2^112 + (2 + 0a + 1a^2)d1^57d2^112 + (0 + 4a + 3a^2)d1^58d2^112 + (3 + 1a + 1a^2)d1^59d2^112 + (2 + 2a + 1a^2)d1^60d2^112 + (4 + 4a + 4a^2)d1^61d2^112 + (4 + 2a + 4a^2)d1^62d2^112 + (2 + 0a + 0a^2)d1^63d2^112 + (1 + 4a + 1a^2)d1^64d2^112 + (1 + 1a + 0a^2)d1^65d2^112 + (4 + 3a + 2a^2)d1^66d2^112 + (4 + 2a + 3a^2)d1^67d2^112 + (0 + 4a + 1a^2)d1^68d2^112 + (1 + 2a + 4a^2)d1^69d2^112 + (4 + 2a + 0a^2)d1^70d2^112 + (2 + 4a + 4a^2)d1^71d2^112 + (3 + 4a + 2a^2)d1^72d2^112 + (0 + 1a + 3a^2)d1^73d2^112 + (1 + 2a + 4a^2)d1^74d2^112 + (0 + 2a + 3a^2)d1^75d2^112 + (4 + 3a + 0a^2)d1^76d2^112 + (1 + 3a + 3a^2)d1^77d2^112 + (4 + 0a + 1a^2)d1^78d2^112 + (4 + 3a + 3a^2)d1^79d2^112 + (1 + 0a + 1a^2)d1^80d2^112 + (3 + 4a + 3a^2)d1^81d2^112 + (4 + 3a + 4a^2)d1^82d2^112 + (0 + 3a + 4a^2)d1^83d2^112 + (3 + 1a + 2a^2)d1^84d2^112 + (4 + 0a + 0a^2)d1^85d2^112 + (0 + 3a + 3a^2)d1^86d2^112 + (4 + 2a + 3a^2)d1^87d2^112 + (4 + 3a + 2a^2)d1^88d2^112 + (4 + 2a + 4a^2)d1^89d2^112 + (1 + 2a + 3a^2)d1^90d2^112 + (0 + 2a + 1a^2)d1^91d2^112 + (3 + 2a + 4a^2)d1^92d2^112 + (2 + 2a + 3a^2)d1^93d2^112 + (0 + 3a + 2a^2)d1^95d2^112 + (1 + 0a + 3a^2)d1^96d2^112 + (4 + 3a + 2a^2)d1^97d2^112 + (3 + 4a + 0a^2)d1^98d2^112 + (2 + 4a + 2a^2)d1^99d2^112 + (3 + 4a + 4a^2)d1^100d2^112 + (1 + 4a + 3a^2)d1^101d2^112 + (0 + 4a + 4a^2)d1^102d2^112 + (0 + 2a + 0a^2)d1^103d2^112 + (2 + 3a + 2a^2)d1^104d2^112 + (0 + 4a + 1a^2)d1^105d2^112 + (4 + 4a + 2a^2)d1^106d2^112 + (4 + 4a + 0a^2)d1^107d2^112 + (3 + 1a + 4a^2)d1^108d2^112 + (4 + 4a + 3a^2)d1^109d2^112 + (4 + 4a + 4a^2)d1^110d2^112 + (3 + 3a + 1a^2)d1^111d2^112 + (0 + 1a + 3a^2)d1^112d2^112 + (0 + 3a + 3a^2)d1^113d2^112 + (4 + 0a + 0a^2)d1^114d2^112 + (4 + 3a + 1a^2)d1^115d2^112 + (3 + 0a + 3a^2)d1^116d2^112 + (2 + 2a + 3a^2)d1^117d2^112 + (3 + 4a + 1a^2)d1^118d2^112 + (0 + 4a + 1a^2)d1^119d2^112 + (4 + 1a + 4a^2)d1^120d2^112 + (0 + 3a + 3a^2)d1^121d2^112 + (0 + 4a + 3a^2)d1^122d2^112 + (2 + 1a + 2a^2)d1^123d2^112 + (1 + 2a + 2a^2)d1^124d2^112 + (0 + 3a + 4a^2)d1^125d2^112 + (3 + 3a + 4a^2)d1^126d2^112 + (2 + 3a + 3a^2)d1^127d2^112 + (3 + 4a + 3a^2)d1^128d2^112 + (2 + 1a + 4a^2)d1^129d2^112 + (3 + 0a + 1a^2)d1^130d2^112 + (1 + 1a + 1a^2)d1^131d2^112 + (1 + 3a + 4a^2)d1^132d2^112 + (0 + 1a + 2a^2)d1^133d2^112 + (1 + 2a + 4a^2)d1^134d2^112 + (2 + 1a + 2a^2)d1^135d2^112 + (0 + 1a + 4a^2)d1^136d2^112 + (4 + 3a + 2a^2)d1^137d2^112 + (2 + 0a + 2a^2)d1^138d2^112 + (3 + 0a + 1a^2)d1^139d2^112 + (2 + 0a + 1a^2)d1^140d2^112 + (0 + 2a + 0a^2)d1^141d2^112 + (4 + 1a + 4a^2)d1^142d2^112 + (0 + 1a + 3a^2)d1^143d2^112 + (0 + 3a + 2a^2)d1^144d2^112 + (0 + 3a + 2a^2)d1^145d2^112 + (3 + 2a + 4a^2)d1^146d2^112 + (3 + 0a + 0a^2)d1^147d2^112 + (4 + 3a + 0a^2)d1^148d2^112 + (1 + 4a + 4a^2)d1^149d2^112 + (2 + 1a + 3a^2)d1^150d2^112 + (3 + 4a + 4a^2)d1^151d2^112 + (1 + 3a + 3a^2)d1^152d2^112 + (1 + 2a + 2a^2)d1^153d2^112 + (4 + 4a + 0a^2)d1^154d2^112 + (1 + 1a + 3a^2)d1^155d2^112 + (0 + 1a + 0a^2)d1^156d2^112 + (2 + 4a + 0a^2)d1^157d2^112 + (4 + 2a + 4a^2)d1^158d2^112 + (2 + 4a + 1a^2)d1^159d2^112 + (3 + 2a + 3a^2)d1^160d2^112 + (3 + 4a + 1a^2)d1^161d2^112 + (3 + 2a + 4a^2)d1^162d2^112 + (3 + 4a + 1a^2)d1^163d2^112 + (2 + 1a + 4a^2)d1^164d2^112 + (4 + 0a + 0a^2)d1^165d2^112 + (1 + 3a + 4a^2)d1^166d2^112 + (3 + 2a + 0a^2)d1^167d2^112 + (1 + 2a + 0a^2)d1^168d2^112 + (4 + 3a + 0a^2)d1^170d2^112 + (3 + 1a + 2a^2)d1^171d2^112 + (2 + 0a + 0a^2)d1^172d2^112 + (3 + 1a + 0a^2)d1^173d2^112 + (1 + 1a + 2a^2)d1^174d2^112 + (1 + 0a + 1a^2)d1^175d2^112 + (3 + 0a + 0a^2)d1^176d2^112 + (2 + 4a + 0a^2)d1^177d2^112 + (4 + 1a + 1a^2)d1^178d2^112 + (4 + 3a + 2a^2)d1^179d2^112 + (1 + 3a + 3a^2)d1^180d2^112 + (1 + 4a + 1a^2)d1^181d2^112 + (2 + 2a + 0a^2)d1^182d2^112 + (3 + 2a + 0a^2)d1^183d2^112 + (3 + 4a + 0a^2)d1^184d2^112 + (0 + 4a + 2a^2)d1^185d2^112 + (1 + 3a + 2a^2)d1^186d2^112 + (4 + 0a + 0a^2)d1^187d2^112 + (0 + 0a + 2a^2)d1^188d2^112 + (2 + 4a + 1a^2)d1^189d2^112 + (1 + 2a + 3a^2)d1^190d2^112 + (2 + 1a + 4a^2)d1^191d2^112 + (1 + 0a + 2a^2)d1^192d2^112 + (4 + 4a + 2a^2)d1^193d2^112 + (1 + 2a + 3a^2)d1^194d2^112 + (3 + 1a + 1a^2)d1^195d2^112 + (0 + 2a + 3a^2)d1^196d2^112 + (1 + 4a + 3a^2)d1^197d2^112 + (0 + 4a + 2a^2)d1^198d2^112 + (2 + 3a + 1a^2)d1^199d2^112 + (0 + 3a + 3a^2)d1^200d2^112 + (4 + 2a + 2a^2)d1^201d2^112 + (3 + 3a + 2a^2)d1^202d2^112 + (3 + 0a + 2a^2)d1^203d2^112 + (0 + 0a + 2a^2)d1^204d2^112 + (3 + 1a + 3a^2)d1^205d2^112 + (1 + 3a + 3a^2)d1^206d2^112 + (1 + 4a + 2a^2)d1^207d2^112 + (3 + 4a + 0a^2)d1^208d2^112 + (3 + 0a + 4a^2)d1^209d2^112 + (0 + 1a + 0a^2)d1^210d2^112 + (1 + 4a + 1a^2)d1^211d2^112 + (1 + 0a + 4a^2)d1^212d2^112 + (3 + 2a + 3a^2)d1^213d2^112 + (3 + 1a + 3a^2)d1^214d2^112 + (1 + 2a + 0a^2)d1^215d2^112 + (1 + 0a + 2a^2)d1^216d2^112 + (3 + 4a + 1a^2)d1^217d2^112 + (0 + 3a + 3a^2)d1^218d2^112 + (3 + 3a + 4a^2)d1^219d2^112 + (1 + 3a + 0a^2)d1^220d2^112 + (2 + 3a + 1a^2)d1^221d2^112 + (1 + 2a + 4a^2)d1^222d2^112 + (4 + 4a + 4a^2)d1^223d2^112 + (4 + 1a + 3a^2)d1^224d2^112 + (0 + 2a + 0a^2)d1^225d2^112 + (4 + 4a + 3a^2)d1^226d2^112 + (1 + 3a + 2a^2)d1^227d2^112 + (0 + 1a + 2a^2)d1^228d2^112 + (2 + 0a + 2a^2)d1^229d2^112 + (2 + 4a + 1a^2)d1^230d2^112 + (3 + 0a + 4a^2)d1^231d2^112 + (1 + 0a + 3a^2)d1^232d2^112 + (1 + 1a + 1a^2)d1^233d2^112 + (0 + 4a + 2a^2)d1^234d2^112 + (2 + 0a + 0a^2)d1^235d2^112 + (3 + 4a + 2a^2)d1^236d2^112 + (3 + 3a + 1a^2)d1^237d2^112 + (1 + 2a + 0a^2)d1^238d2^112 + (4 + 1a + 2a^2)d1^239d2^112 + (3 + 0a + 1a^2)d1^240d2^112 + (0 + 2a + 0a^2)d1^241d2^112 + (3 + 3a + 0a^2)d1^242d2^112 + (4 + 1a + 0a^2)d1^243d2^112 + (3 + 0a + 3a^2)d1^244d2^112 + (0 + 1a + 3a^2)d1^245d2^112 + (1 + 4a + 1a^2)d1^246d2^112 + (4 + 3a + 0a^2)d1^247d2^112 + (2 + 3a + 4a^2)d1^248d2^112 + (0 + 1a + 3a^2)d1^249d2^112 + (1 + 2a + 1a^2)d1^250d2^112 + (3 + 0a + 3a^2)d1^251d2^112 + (2 + 3a + 2a^2)d1^252d2^112 + (0 + 3a + 1a^2)d1^253d2^112 + (3 + 3a + 1a^2)d1^254d2^112 + (2 + 3a + 0a^2)d1^255d2^112 + (1 + 4a + 4a^2)d1^256d2^112 + (2 + 4a + 1a^2)d1^257d2^112 + (2 + 4a + 0a^2)d1^258d2^112 + (3 + 2a + 4a^2)d1^259d2^112 + (4 + 4a + 4a^2)d1^260d2^112 + (2 + 1a + 3a^2)d1^261d2^112 + (3 + 2a + 3a^2)d1^262d2^112 + (0 + 0a + 4a^2)d1^263d2^112 + (0 + 4a + 4a^2)d1^264d2^112 + (4 + 3a + 4a^2)d1^265d2^112 + (0 + 2a + 2a^2)d1^266d2^112 + (3 + 1a + 2a^2)d1^267d2^112 + (3 + 0a + 1a^2)d1^268d2^112 + (3 + 2a + 0a^2)d1^269d2^112 + (3 + 1a + 4a^2)d1^270d2^112 + (4 + 2a + 0a^2)d1^271d2^112 + (1 + 1a + 2a^2)d1^272d2^112 + (3 + 3a + 0a^2)d1^273d2^112 + (3 + 1a + 1a^2)d1^274d2^112 + (1 + 3a + 4a^2)d1^275d2^112 + (3 + 0a + 4a^2)d1^276d2^112 + (3 + 3a + 3a^2)d1^277d2^112 + (0 + 0a + 1a^2)d1^278d2^112 + (4 + 4a + 1a^2)d1^279d2^112 + (1 + 2a + 3a^2)d1^280d2^112 + (0 + 0a + 3a^2)d1^281d2^112 + (3 + 0a + 0a^2)d1^282d2^112 + (4 + 2a + 4a^2)d1^283d2^112 + (2 + 1a + 4a^2)d1^284d2^112 + (1 + 1a + 1a^2)d1^285d2^112 + (1 + 4a + 1a^2)d1^286d2^112 + (2 + 2a + 3a^2)d1^287d2^112 + (4 + 3a + 0a^2)d1^288d2^112 + (4 + 1a + 3a^2)d1^289d2^112 + (3 + 0a + 1a^2)d1^290d2^112 + (1 + 2a + 0a^2)d1^291d2^112 + (0 + 1a + 3a^2)d1^292d2^112 + (2 + 3a + 4a^2)d1^293d2^112 + (0 + 1a + 3a^2)d2^113 + (0 + 3a + 1a^2)d1^1d2^113 + (0 + 0a + 1a^2)d1^2d2^113 + (4 + 3a + 2a^2)d1^3d2^113 + (2 + 3a + 0a^2)d1^4d2^113 + (0 + 2a + 3a^2)d1^5d2^113 + (2 + 4a + 1a^2)d1^6d2^113 + (0 + 1a + 3a^2)d1^7d2^113 + (1 + 3a + 1a^2)d1^8d2^113 + (1 + 3a + 0a^2)d1^9d2^113 + (0 + 2a + 3a^2)d1^10d2^113 + (2 + 1a + 2a^2)d1^11d2^113 + (2 + 1a + 4a^2)d1^12d2^113 + (3 + 3a + 3a^2)d1^13d2^113 + (1 + 3a + 4a^2)d1^14d2^113 + (2 + 1a + 1a^2)d1^15d2^113 + (4 + 1a + 0a^2)d1^16d2^113 + (0 + 0a + 2a^2)d1^17d2^113 + (3 + 0a + 2a^2)d1^18d2^113 + (0 + 0a + 2a^2)d1^19d2^113 + (2 + 3a + 2a^2)d1^20d2^113 + (1 + 0a + 3a^2)d1^21d2^113 + (2 + 3a + 2a^2)d1^22d2^113 + (3 + 0a + 2a^2)d1^23d2^113 + (2 + 4a + 3a^2)d1^24d2^113 + (4 + 1a + 4a^2)d1^25d2^113 + (0 + 4a + 3a^2)d1^26d2^113 + (4 + 4a + 2a^2)d1^27d2^113 + (3 + 1a + 0a^2)d1^28d2^113 + (1 + 1a + 1a^2)d1^29d2^113 + (3 + 0a + 2a^2)d1^30d2^113 + (2 + 4a + 4a^2)d1^31d2^113 + (4 + 4a + 1a^2)d1^32d2^113 + (1 + 0a + 3a^2)d1^33d2^113 + (3 + 3a + 0a^2)d1^34d2^113 + (4 + 4a + 4a^2)d1^35d2^113 + (4 + 2a + 2a^2)d1^36d2^113 + (2 + 2a + 4a^2)d1^37d2^113 + (2 + 4a + 2a^2)d1^38d2^113 + (2 + 3a + 1a^2)d1^39d2^113 + (0 + 2a + 3a^2)d1^40d2^113 + (1 + 2a + 0a^2)d1^41d2^113 + (0 + 4a + 3a^2)d1^42d2^113 + (3 + 1a + 1a^2)d1^43d2^113 + (4 + 0a + 4a^2)d1^44d2^113 + (0 + 3a + 3a^2)d1^45d2^113 + (3 + 0a + 2a^2)d1^46d2^113 + (3 + 1a + 1a^2)d1^47d2^113 + (0 + 2a + 2a^2)d1^48d2^113 + (0 + 4a + 1a^2)d1^49d2^113 + (0 + 3a + 2a^2)d1^50d2^113 + (0 + 0a + 3a^2)d1^51d2^113 + (2 + 3a + 3a^2)d1^52d2^113 + (3 + 2a + 0a^2)d1^53d2^113 + (4 + 3a + 1a^2)d1^54d2^113 + (4 + 4a + 2a^2)d1^55d2^113 + (4 + 2a + 3a^2)d1^56d2^113 + (4 + 0a + 2a^2)d1^57d2^113 + (2 + 0a + 2a^2)d1^58d2^113 + (2 + 2a + 0a^2)d1^59d2^113 + (4 + 3a + 3a^2)d1^60d2^113 + (3 + 0a + 2a^2)d1^61d2^113 + (0 + 1a + 4a^2)d1^62d2^113 + (3 + 3a + 0a^2)d1^63d2^113 + (3 + 0a + 4a^2)d1^64d2^113 + (2 + 1a + 2a^2)d1^65d2^113 + (2 + 1a + 3a^2)d1^66d2^113 + (0 + 3a + 1a^2)d1^67d2^113 + (1 + 0a + 0a^2)d1^68d2^113 + (4 + 0a + 4a^2)d1^70d2^113 + (2 + 2a + 1a^2)d1^71d2^113 + (0 + 1a + 0a^2)d1^72d2^113 + (3 + 2a + 0a^2)d1^73d2^113 + (1 + 4a + 3a^2)d1^74d2^113 + (4 + 1a + 3a^2)d1^75d2^113 + (2 + 1a + 0a^2)d1^76d2^113 + (2 + 4a + 2a^2)d1^77d2^113 + (0 + 0a + 1a^2)d1^78d2^113 + (1 + 3a + 1a^2)d1^79d2^113 + (4 + 0a + 0a^2)d1^80d2^113 + (1 + 4a + 1a^2)d1^81d2^113 + (1 + 3a + 1a^2)d1^82d2^113 + (4 + 3a + 0a^2)d1^83d2^113 + (4 + 2a + 3a^2)d1^84d2^113 + (3 + 4a + 1a^2)d1^85d2^113 + (4 + 4a + 0a^2)d1^86d2^113 + (3 + 0a + 1a^2)d1^87d2^113 + (0 + 1a + 0a^2)d1^88d2^113 + (2 + 2a + 4a^2)d1^89d2^113 + (3 + 0a + 3a^2)d1^90d2^113 + (3 + 3a + 3a^2)d1^91d2^113 + (3 + 1a + 2a^2)d1^92d2^113 + (4 + 4a + 1a^2)d1^93d2^113 + (2 + 3a + 4a^2)d1^94d2^113 + (1 + 0a + 0a^2)d1^95d2^113 + (2 + 2a + 1a^2)d1^96d2^113 + (0 + 2a + 4a^2)d1^97d2^113 + (2 + 4a + 2a^2)d1^98d2^113 + (2 + 3a + 4a^2)d1^99d2^113 + (3 + 0a + 4a^2)d1^100d2^113 + (3 + 3a + 2a^2)d1^101d2^113 + (3 + 1a + 1a^2)d1^102d2^113 + (4 + 4a + 3a^2)d1^103d2^113 + (2 + 1a + 4a^2)d1^104d2^113 + (4 + 4a + 0a^2)d1^105d2^113 + (2 + 3a + 2a^2)d1^106d2^113 + (3 + 4a + 1a^2)d1^107d2^113 + (1 + 4a + 1a^2)d1^108d2^113 + (2 + 2a + 3a^2)d1^109d2^113 + (2 + 2a + 2a^2)d1^110d2^113 + (3 + 3a + 0a^2)d1^111d2^113 + (2 + 4a + 0a^2)d1^112d2^113 + (0 + 1a + 3a^2)d1^113d2^113 + (4 + 3a + 0a^2)d1^114d2^113 + (4 + 2a + 0a^2)d1^115d2^113 + (4 + 3a + 2a^2)d1^116d2^113 + (2 + 4a + 0a^2)d1^117d2^113 + (1 + 4a + 1a^2)d1^118d2^113 + (3 + 0a + 2a^2)d1^119d2^113 + (4 + 3a + 3a^2)d1^120d2^113 + (1 + 0a + 1a^2)d1^121d2^113 + (3 + 0a + 3a^2)d1^122d2^113 + (2 + 1a + 2a^2)d1^123d2^113 + (2 + 4a + 3a^2)d1^124d2^113 + (4 + 2a + 4a^2)d1^125d2^113 + (2 + 4a + 4a^2)d1^126d2^113 + (0 + 0a + 1a^2)d1^127d2^113 + (2 + 3a + 3a^2)d1^128d2^113 + (4 + 0a + 2a^2)d1^129d2^113 + (0 + 1a + 4a^2)d1^130d2^113 + (1 + 0a + 0a^2)d1^131d2^113 + (4 + 4a + 2a^2)d1^132d2^113 + (1 + 1a + 3a^2)d1^133d2^113 + (3 + 3a + 4a^2)d1^134d2^113 + (2 + 1a + 2a^2)d1^135d2^113 + (3 + 3a + 4a^2)d1^136d2^113 + (2 + 4a + 4a^2)d1^137d2^113 + (1 + 3a + 2a^2)d1^138d2^113 + (3 + 0a + 3a^2)d1^139d2^113 + (4 + 2a + 3a^2)d1^140d2^113 + (2 + 1a + 3a^2)d1^141d2^113 + (0 + 0a + 1a^2)d1^142d2^113 + (1 + 0a + 2a^2)d1^143d2^113 + (0 + 4a + 4a^2)d1^144d2^113 + (2 + 0a + 2a^2)d1^145d2^113 + (3 + 1a + 4a^2)d1^146d2^113 + (1 + 2a + 1a^2)d1^147d2^113 + (4 + 4a + 2a^2)d1^148d2^113 + (2 + 2a + 3a^2)d1^149d2^113 + (4 + 4a + 2a^2)d1^150d2^113 + (2 + 2a + 1a^2)d1^151d2^113 + (4 + 4a + 2a^2)d1^152d2^113 + (3 + 3a + 0a^2)d1^153d2^113 + (4 + 2a + 1a^2)d1^154d2^113 + (2 + 4a + 4a^2)d1^155d2^113 + (4 + 4a + 0a^2)d1^156d2^113 + (2 + 1a + 2a^2)d1^157d2^113 + (1 + 3a + 3a^2)d1^158d2^113 + (0 + 0a + 1a^2)d1^159d2^113 + (2 + 4a + 2a^2)d1^160d2^113 + (4 + 0a + 0a^2)d1^161d2^113 + (0 + 3a + 3a^2)d1^162d2^113 + (3 + 1a + 1a^2)d1^163d2^113 + (4 + 1a + 3a^2)d1^164d2^113 + (3 + 1a + 0a^2)d1^165d2^113 + (4 + 0a + 1a^2)d1^166d2^113 + (2 + 0a + 1a^2)d1^167d2^113 + (3 + 0a + 0a^2)d1^168d2^113 + (1 + 3a + 3a^2)d1^169d2^113 + (2 + 0a + 4a^2)d1^170d2^113 + (2 + 2a + 0a^2)d1^171d2^113 + (3 + 3a + 0a^2)d1^172d2^113 + (1 + 0a + 1a^2)d1^173d2^113 + (3 + 4a + 0a^2)d1^174d2^113 + (0 + 4a + 1a^2)d1^175d2^113 + (2 + 4a + 4a^2)d1^176d2^113 + (1 + 3a + 4a^2)d1^177d2^113 + (1 + 0a + 2a^2)d1^178d2^113 + (0 + 2a + 3a^2)d1^179d2^113 + (4 + 4a + 2a^2)d1^180d2^113 + (1 + 1a + 3a^2)d1^181d2^113 + (2 + 4a + 1a^2)d1^182d2^113 + (2 + 0a + 2a^2)d1^183d2^113 + (3 + 2a + 1a^2)d1^184d2^113 + (3 + 4a + 1a^2)d1^185d2^113 + (0 + 1a + 2a^2)d1^186d2^113 + (3 + 3a + 3a^2)d1^187d2^113 + (4 + 0a + 0a^2)d1^188d2^113 + (3 + 1a + 2a^2)d1^189d2^113 + (1 + 2a + 0a^2)d1^190d2^113 + (1 + 1a + 0a^2)d1^191d2^113 + (2 + 4a + 0a^2)d1^192d2^113 + (1 + 4a + 4a^2)d1^193d2^113 + (4 + 0a + 2a^2)d1^194d2^113 + (3 + 2a + 0a^2)d1^195d2^113 + (1 + 2a + 2a^2)d1^196d2^113 + (2 + 4a + 0a^2)d1^197d2^113 + (3 + 0a + 1a^2)d1^198d2^113 + (0 + 2a + 1a^2)d1^199d2^113 + (4 + 1a + 1a^2)d1^200d2^113 + (3 + 2a + 0a^2)d1^201d2^113 + (2 + 0a + 4a^2)d1^202d2^113 + (4 + 0a + 4a^2)d1^203d2^113 + (3 + 3a + 3a^2)d1^204d2^113 + (0 + 4a + 4a^2)d1^205d2^113 + (4 + 0a + 0a^2)d1^206d2^113 + (4 + 3a + 2a^2)d1^207d2^113 + (0 + 0a + 2a^2)d1^208d2^113 + (3 + 4a + 4a^2)d1^209d2^113 + (3 + 3a + 1a^2)d1^210d2^113 + (3 + 4a + 2a^2)d1^211d2^113 + (0 + 3a + 1a^2)d1^212d2^113 + (2 + 0a + 4a^2)d1^213d2^113 + (0 + 2a + 1a^2)d1^214d2^113 + (4 + 0a + 3a^2)d1^215d2^113 + (1 + 1a + 2a^2)d1^216d2^113 + (1 + 3a + 2a^2)d1^217d2^113 + (2 + 1a + 0a^2)d1^218d2^113 + (0 + 2a + 0a^2)d1^219d2^113 + (1 + 2a + 0a^2)d1^220d2^113 + (2 + 3a + 2a^2)d1^221d2^113 + (4 + 3a + 1a^2)d1^222d2^113 + (2 + 0a + 4a^2)d1^223d2^113 + (0 + 1a + 0a^2)d1^224d2^113 + (2 + 2a + 0a^2)d1^225d2^113 + (4 + 2a + 3a^2)d1^226d2^113 + (2 + 1a + 4a^2)d1^227d2^113 + (0 + 0a + 1a^2)d1^228d2^113 + (0 + 2a + 4a^2)d1^229d2^113 + (0 + 1a + 3a^2)d1^230d2^113 + (0 + 4a + 3a^2)d1^231d2^113 + (4 + 2a + 4a^2)d1^232d2^113 + (0 + 4a + 1a^2)d1^233d2^113 + (3 + 3a + 0a^2)d1^234d2^113 + (2 + 2a + 4a^2)d1^235d2^113 + (2 + 3a + 1a^2)d1^236d2^113 + (0 + 2a + 1a^2)d1^237d2^113 + (4 + 1a + 3a^2)d1^238d2^113 + (3 + 2a + 3a^2)d1^239d2^113 + (2 + 3a + 4a^2)d1^240d2^113 + (0 + 2a + 4a^2)d1^241d2^113 + (2 + 3a + 1a^2)d1^242d2^113 + (3 + 1a + 4a^2)d1^243d2^113 + (3 + 1a + 1a^2)d1^244d2^113 + (4 + 1a + 0a^2)d1^245d2^113 + (3 + 0a + 3a^2)d1^246d2^113 + (2 + 4a + 0a^2)d1^247d2^113 + (3 + 2a + 3a^2)d1^248d2^113 + (4 + 0a + 3a^2)d1^249d2^113 + (1 + 3a + 4a^2)d1^250d2^113 + (2 + 0a + 0a^2)d1^251d2^113 + (0 + 2a + 1a^2)d1^252d2^113 + (2 + 1a + 3a^2)d1^253d2^113 + (4 + 4a + 1a^2)d1^254d2^113 + (3 + 0a + 1a^2)d1^255d2^113 + (1 + 4a + 4a^2)d1^256d2^113 + (1 + 2a + 0a^2)d1^257d2^113 + (0 + 3a + 3a^2)d1^258d2^113 + (2 + 1a + 2a^2)d1^259d2^113 + (3 + 1a + 0a^2)d1^260d2^113 + (2 + 4a + 2a^2)d1^261d2^113 + (2 + 1a + 2a^2)d1^262d2^113 + (0 + 1a + 3a^2)d1^263d2^113 + (2 + 2a + 1a^2)d1^264d2^113 + (0 + 2a + 4a^2)d1^265d2^113 + (1 + 3a + 2a^2)d1^266d2^113 + (1 + 4a + 4a^2)d1^267d2^113 + (1 + 1a + 4a^2)d1^268d2^113 + (2 + 4a + 4a^2)d1^269d2^113 + (2 + 3a + 0a^2)d1^270d2^113 + (2 + 3a + 1a^2)d1^271d2^113 + (3 + 4a + 4a^2)d1^272d2^113 + (0 + 2a + 4a^2)d1^273d2^113 + (4 + 1a + 2a^2)d1^274d2^113 + (4 + 0a + 2a^2)d1^275d2^113 + (3 + 2a + 3a^2)d1^276d2^113 + (3 + 4a + 2a^2)d1^277d2^113 + (0 + 0a + 1a^2)d1^278d2^113 + (2 + 1a + 3a^2)d1^279d2^113 + (0 + 2a + 0a^2)d1^280d2^113 + (3 + 1a + 1a^2)d1^281d2^113 + (3 + 1a + 4a^2)d1^282d2^113 + (1 + 2a + 1a^2)d1^283d2^113 + (3 + 4a + 4a^2)d1^284d2^113 + (0 + 2a + 2a^2)d1^285d2^113 + (2 + 3a + 0a^2)d1^286d2^113 + (0 + 4a + 4a^2)d1^287d2^113 + (1 + 0a + 3a^2)d1^288d2^113 + (4 + 0a + 3a^2)d1^289d2^113 + (0 + 2a + 3a^2)d1^290d2^113 + (2 + 0a + 2a^2)d1^291d2^113 + (2 + 3a + 2a^2)d1^292d2^113 + (1 + 3a + 2a^2)d1^293d2^113 + (0 + 3a + 2a^2)d2^114 + (2 + 1a + 1a^2)d1^1d2^114 + (3 + 3a + 0a^2)d1^2d2^114 + (1 + 0a + 0a^2)d1^3d2^114 + (1 + 3a + 4a^2)d1^4d2^114 + (3 + 4a + 2a^2)d1^5d2^114 + (1 + 1a + 2a^2)d1^6d2^114 + (0 + 2a + 1a^2)d1^7d2^114 + (1 + 0a + 0a^2)d1^8d2^114 + (1 + 2a + 2a^2)d1^9d2^114 + (2 + 0a + 3a^2)d1^10d2^114 + (0 + 4a + 4a^2)d1^11d2^114 + (0 + 3a + 0a^2)d1^12d2^114 + (3 + 4a + 3a^2)d1^13d2^114 + (4 + 0a + 3a^2)d1^14d2^114 + (0 + 2a + 3a^2)d1^15d2^114 + (3 + 2a + 3a^2)d1^16d2^114 + (1 + 2a + 1a^2)d1^17d2^114 + (1 + 2a + 0a^2)d1^18d2^114 + (2 + 4a + 4a^2)d1^19d2^114 + (3 + 3a + 3a^2)d1^20d2^114 + (0 + 2a + 4a^2)d1^21d2^114 + (4 + 1a + 2a^2)d1^22d2^114 + (2 + 2a + 4a^2)d1^23d2^114 + (3 + 3a + 1a^2)d1^24d2^114 + (0 + 2a + 1a^2)d1^25d2^114 + (4 + 1a + 4a^2)d1^26d2^114 + (3 + 3a + 3a^2)d1^27d2^114 + (3 + 3a + 1a^2)d1^28d2^114 + (0 + 1a + 4a^2)d1^29d2^114 + (4 + 4a + 0a^2)d1^30d2^114 + (0 + 3a + 4a^2)d1^31d2^114 + (1 + 2a + 4a^2)d1^32d2^114 + (2 + 2a + 4a^2)d1^33d2^114 + (2 + 2a + 3a^2)d1^34d2^114 + (1 + 0a + 1a^2)d1^36d2^114 + (4 + 1a + 1a^2)d1^37d2^114 + (0 + 0a + 3a^2)d1^38d2^114 + (3 + 4a + 0a^2)d1^39d2^114 + (1 + 1a + 3a^2)d1^40d2^114 + (2 + 4a + 4a^2)d1^41d2^114 + (0 + 0a + 4a^2)d1^42d2^114 + (1 + 1a + 0a^2)d1^43d2^114 + (0 + 4a + 1a^2)d1^44d2^114 + (2 + 1a + 4a^2)d1^45d2^114 + (0 + 1a + 1a^2)d1^46d2^114 + (1 + 2a + 0a^2)d1^47d2^114 + (4 + 3a + 0a^2)d1^48d2^114 + (3 + 0a + 2a^2)d1^49d2^114 + (0 + 1a + 0a^2)d1^50d2^114 + (2 + 2a + 1a^2)d1^51d2^114 + (2 + 1a + 1a^2)d1^52d2^114 + (0 + 4a + 1a^2)d1^53d2^114 + (4 + 3a + 2a^2)d1^54d2^114 + (2 + 1a + 1a^2)d1^55d2^114 + (3 + 4a + 3a^2)d1^56d2^114 + (1 + 1a + 3a^2)d1^57d2^114 + (2 + 4a + 0a^2)d1^58d2^114 + (1 + 1a + 3a^2)d1^59d2^114 + (4 + 3a + 2a^2)d1^60d2^114 + (0 + 3a + 0a^2)d1^61d2^114 + (4 + 1a + 1a^2)d1^62d2^114 + (2 + 3a + 2a^2)d1^63d2^114 + (0 + 2a + 3a^2)d1^64d2^114 + (2 + 3a + 2a^2)d1^65d2^114 + (1 + 4a + 4a^2)d1^66d2^114 + (2 + 3a + 2a^2)d1^67d2^114 + (2 + 2a + 1a^2)d1^68d2^114 + (0 + 2a + 0a^2)d1^69d2^114 + (0 + 1a + 2a^2)d1^70d2^114 + (2 + 0a + 3a^2)d1^71d2^114 + (2 + 2a + 1a^2)d1^72d2^114 + (4 + 3a + 2a^2)d1^73d2^114 + (1 + 4a + 4a^2)d1^74d2^114 + (1 + 4a + 4a^2)d1^75d2^114 + (3 + 3a + 0a^2)d1^76d2^114 + (2 + 0a + 0a^2)d1^77d2^114 + (4 + 4a + 4a^2)d1^78d2^114 + (4 + 0a + 1a^2)d1^79d2^114 + (4 + 4a + 4a^2)d1^80d2^114 + (3 + 3a + 4a^2)d1^81d2^114 + (3 + 4a + 3a^2)d1^82d2^114 + (3 + 0a + 1a^2)d1^83d2^114 + (1 + 0a + 0a^2)d1^84d2^114 + (2 + 4a + 0a^2)d1^85d2^114 + (2 + 3a + 4a^2)d1^86d2^114 + (0 + 2a + 2a^2)d1^87d2^114 + (4 + 4a + 2a^2)d1^88d2^114 + (4 + 1a + 4a^2)d1^89d2^114 + (1 + 0a + 4a^2)d1^90d2^114 + (2 + 1a + 4a^2)d1^91d2^114 + (1 + 2a + 4a^2)d1^92d2^114 + (2 + 1a + 3a^2)d1^93d2^114 + (1 + 4a + 0a^2)d1^94d2^114 + (0 + 3a + 0a^2)d1^95d2^114 + (2 + 1a + 1a^2)d1^96d2^114 + (4 + 2a + 3a^2)d1^97d2^114 + (1 + 3a + 2a^2)d1^98d2^114 + (4 + 2a + 4a^2)d1^99d2^114 + (1 + 3a + 0a^2)d1^100d2^114 + (0 + 0a + 4a^2)d1^101d2^114 + (2 + 3a + 0a^2)d1^102d2^114 + (0 + 3a + 3a^2)d1^103d2^114 + (1 + 4a + 1a^2)d1^104d2^114 + (2 + 2a + 0a^2)d1^105d2^114 + (0 + 0a + 1a^2)d1^106d2^114 + (2 + 0a + 2a^2)d1^107d2^114 + (0 + 1a + 3a^2)d1^108d2^114 + (3 + 0a + 0a^2)d1^109d2^114 + (2 + 1a + 3a^2)d1^110d2^114 + (1 + 2a + 0a^2)d1^111d2^114 + (4 + 0a + 4a^2)d1^112d2^114 + (0 + 2a + 2a^2)d1^113d2^114 + (0 + 1a + 4a^2)d1^114d2^114 + (1 + 1a + 2a^2)d1^115d2^114 + (1 + 1a + 3a^2)d1^116d2^114 + (4 + 0a + 3a^2)d1^117d2^114 + (4 + 1a + 2a^2)d1^118d2^114 + (4 + 1a + 4a^2)d1^119d2^114 + (4 + 4a + 2a^2)d1^120d2^114 + (3 + 3a + 1a^2)d1^121d2^114 + (2 + 2a + 2a^2)d1^122d2^114 + (1 + 4a + 3a^2)d1^123d2^114 + (4 + 1a + 0a^2)d1^124d2^114 + (3 + 3a + 1a^2)d1^125d2^114 + (4 + 1a + 3a^2)d1^126d2^114 + (1 + 3a + 2a^2)d1^127d2^114 + (3 + 4a + 0a^2)d1^128d2^114 + (0 + 2a + 0a^2)d1^129d2^114 + (1 + 2a + 1a^2)d1^130d2^114 + (2 + 4a + 1a^2)d1^131d2^114 + (1 + 1a + 4a^2)d1^132d2^114 + (0 + 4a + 2a^2)d1^133d2^114 + (4 + 2a + 0a^2)d1^134d2^114 + (2 + 0a + 2a^2)d1^135d2^114 + (3 + 1a + 3a^2)d1^136d2^114 + (4 + 0a + 1a^2)d1^137d2^114 + (1 + 0a + 3a^2)d1^138d2^114 + (1 + 0a + 1a^2)d1^139d2^114 + (3 + 2a + 0a^2)d1^140d2^114 + (1 + 1a + 4a^2)d1^141d2^114 + (1 + 1a + 2a^2)d1^142d2^114 + (4 + 0a + 2a^2)d1^143d2^114 + (3 + 4a + 3a^2)d1^144d2^114 + (1 + 3a + 4a^2)d1^145d2^114 + (1 + 1a + 0a^2)d1^146d2^114 + (1 + 2a + 0a^2)d1^147d2^114 + (1 + 4a + 2a^2)d1^148d2^114 + (4 + 0a + 2a^2)d1^149d2^114 + (2 + 0a + 2a^2)d1^150d2^114 + (2 + 0a + 1a^2)d1^151d2^114 + (0 + 3a + 0a^2)d1^152d2^114 + (1 + 4a + 4a^2)d1^153d2^114 + (0 + 3a + 3a^2)d1^154d2^114 + (2 + 4a + 0a^2)d1^155d2^114 + (2 + 2a + 4a^2)d1^156d2^114 + (2 + 4a + 4a^2)d1^157d2^114 + (1 + 4a + 3a^2)d1^158d2^114 + (4 + 4a + 1a^2)d1^159d2^114 + (3 + 2a + 0a^2)d1^160d2^114 + (3 + 2a + 1a^2)d1^161d2^114 + (2 + 3a + 0a^2)d1^162d2^114 + (1 + 1a + 0a^2)d1^163d2^114 + (1 + 4a + 1a^2)d1^164d2^114 + (0 + 3a + 4a^2)d1^165d2^114 + (3 + 0a + 3a^2)d1^166d2^114 + (3 + 1a + 3a^2)d1^167d2^114 + (3 + 2a + 0a^2)d1^168d2^114 + (4 + 2a + 1a^2)d1^169d2^114 + (2 + 1a + 1a^2)d1^170d2^114 + (3 + 1a + 1a^2)d1^171d2^114 + (4 + 1a + 1a^2)d1^172d2^114 + (3 + 0a + 2a^2)d1^174d2^114 + (2 + 2a + 3a^2)d1^175d2^114 + (0 + 0a + 4a^2)d1^176d2^114 + (3 + 2a + 3a^2)d1^177d2^114 + (0 + 2a + 4a^2)d1^178d2^114 + (3 + 4a + 2a^2)d1^179d2^114 + (3 + 0a + 2a^2)d1^180d2^114 + (2 + 3a + 0a^2)d1^181d2^114 + (4 + 2a + 2a^2)d1^182d2^114 + (0 + 1a + 1a^2)d1^183d2^114 + (2 + 2a + 2a^2)d1^184d2^114 + (1 + 2a + 0a^2)d1^185d2^114 + (0 + 0a + 1a^2)d1^186d2^114 + (3 + 2a + 0a^2)d1^187d2^114 + (4 + 1a + 2a^2)d1^188d2^114 + (1 + 2a + 4a^2)d1^189d2^114 + (3 + 0a + 2a^2)d1^190d2^114 + (0 + 0a + 4a^2)d1^191d2^114 + (1 + 3a + 3a^2)d1^192d2^114 + (4 + 1a + 2a^2)d1^193d2^114 + (0 + 4a + 2a^2)d1^194d2^114 + (4 + 2a + 2a^2)d1^195d2^114 + (0 + 3a + 1a^2)d1^196d2^114 + (0 + 1a + 3a^2)d1^197d2^114 + (1 + 0a + 3a^2)d1^198d2^114 + (0 + 4a + 0a^2)d1^199d2^114 + (1 + 2a + 4a^2)d1^200d2^114 + (1 + 4a + 1a^2)d1^201d2^114 + (1 + 2a + 3a^2)d1^202d2^114 + (1 + 0a + 0a^2)d1^203d2^114 + (2 + 3a + 2a^2)d1^204d2^114 + (0 + 1a + 0a^2)d1^205d2^114 + (1 + 3a + 1a^2)d1^206d2^114 + (1 + 0a + 2a^2)d1^207d2^114 + (2 + 2a + 4a^2)d1^208d2^114 + (4 + 2a + 0a^2)d1^209d2^114 + (3 + 1a + 1a^2)d1^210d2^114 + (4 + 4a + 0a^2)d1^211d2^114 + (3 + 1a + 1a^2)d1^212d2^114 + (3 + 1a + 0a^2)d1^213d2^114 + (2 + 2a + 2a^2)d1^214d2^114 + (0 + 0a + 3a^2)d1^215d2^114 + (0 + 3a + 4a^2)d1^216d2^114 + (3 + 2a + 1a^2)d1^217d2^114 + (4 + 0a + 2a^2)d1^218d2^114 + (3 + 4a + 4a^2)d1^219d2^114 + (1 + 2a + 0a^2)d1^220d2^114 + (4 + 2a + 2a^2)d1^221d2^114 + (0 + 0a + 4a^2)d1^223d2^114 + (4 + 1a + 0a^2)d1^224d2^114 + (2 + 0a + 4a^2)d1^225d2^114 + (0 + 2a + 2a^2)d1^226d2^114 + (0 + 2a + 3a^2)d1^227d2^114 + (4 + 0a + 4a^2)d1^228d2^114 + (4 + 1a + 1a^2)d1^229d2^114 + (4 + 4a + 2a^2)d1^230d2^114 + (4 + 1a + 4a^2)d1^231d2^114 + (0 + 0a + 3a^2)d1^232d2^114 + (1 + 0a + 1a^2)d1^233d2^114 + (4 + 0a + 1a^2)d1^234d2^114 + (2 + 4a + 1a^2)d1^235d2^114 + (0 + 3a + 2a^2)d1^236d2^114 + (2 + 0a + 1a^2)d1^237d2^114 + (3 + 0a + 3a^2)d1^238d2^114 + (3 + 3a + 2a^2)d1^239d2^114 + (4 + 1a + 1a^2)d1^240d2^114 + (4 + 2a + 0a^2)d1^241d2^114 + (2 + 1a + 0a^2)d1^242d2^114 + (1 + 1a + 0a^2)d1^243d2^114 + (0 + 0a + 2a^2)d1^244d2^114 + (4 + 3a + 4a^2)d1^245d2^114 + (1 + 0a + 3a^2)d1^246d2^114 + (2 + 0a + 2a^2)d1^247d2^114 + (2 + 3a + 0a^2)d1^248d2^114 + (2 + 4a + 3a^2)d1^249d2^114 + (4 + 4a + 2a^2)d1^250d2^114 + (2 + 3a + 2a^2)d1^251d2^114 + (0 + 0a + 1a^2)d1^252d2^114 + (3 + 2a + 4a^2)d1^253d2^114 + (1 + 3a + 3a^2)d1^254d2^114 + (0 + 2a + 2a^2)d1^256d2^114 + (3 + 4a + 4a^2)d1^257d2^114 + (1 + 1a + 1a^2)d1^258d2^114 + (1 + 3a + 2a^2)d1^259d2^114 + (1 + 0a + 4a^2)d1^260d2^114 + (2 + 4a + 3a^2)d1^261d2^114 + (4 + 3a + 1a^2)d1^262d2^114 + (2 + 3a + 4a^2)d1^263d2^114 + (2 + 1a + 4a^2)d1^264d2^114 + (4 + 3a + 1a^2)d1^265d2^114 + (2 + 4a + 1a^2)d1^266d2^114 + (0 + 2a + 0a^2)d1^267d2^114 + (3 + 1a + 1a^2)d1^268d2^114 + (4 + 4a + 2a^2)d1^269d2^114 + (4 + 1a + 0a^2)d1^270d2^114 + (4 + 4a + 4a^2)d1^271d2^114 + (0 + 1a + 2a^2)d1^272d2^114 + (1 + 3a + 0a^2)d1^273d2^114 + (4 + 3a + 2a^2)d1^274d2^114 + (2 + 1a + 3a^2)d1^275d2^114 + (3 + 2a + 3a^2)d1^276d2^114 + (2 + 0a + 1a^2)d1^277d2^114 + (4 + 2a + 0a^2)d1^278d2^114 + (1 + 3a + 2a^2)d1^279d2^114 + (4 + 1a + 4a^2)d1^280d2^114 + (3 + 3a + 1a^2)d1^281d2^114 + (0 + 0a + 1a^2)d1^282d2^114 + (2 + 0a + 3a^2)d1^283d2^114 + (4 + 0a + 3a^2)d1^284d2^114 + (3 + 1a + 0a^2)d1^285d2^114 + (0 + 1a + 2a^2)d1^286d2^114 + (0 + 0a + 2a^2)d1^287d2^114 + (0 + 2a + 0a^2)d1^288d2^114 + (4 + 2a + 0a^2)d1^289d2^114 + (2 + 3a + 0a^2)d1^290d2^114 + (0 + 1a + 4a^2)d1^291d2^114 + (0 + 1a + 3a^2)d1^292d2^114 + (4 + 2a + 4a^2)d1^293d2^114 + (1 + 2a + 0a^2)d2^115 + (3 + 3a + 0a^2)d1^1d2^115 + (0 + 1a + 2a^2)d1^2d2^115 + (4 + 1a + 1a^2)d1^3d2^115 + (1 + 4a + 1a^2)d1^4d2^115 + (2 + 3a + 1a^2)d1^5d2^115 + (0 + 3a + 2a^2)d1^6d2^115 + (0 + 4a + 2a^2)d1^7d2^115 + (3 + 3a + 3a^2)d1^8d2^115 + (2 + 4a + 3a^2)d1^9d2^115 + (2 + 0a + 4a^2)d1^10d2^115 + (3 + 0a + 4a^2)d1^11d2^115 + (2 + 2a + 1a^2)d1^12d2^115 + (0 + 0a + 4a^2)d1^13d2^115 + (0 + 1a + 0a^2)d1^14d2^115 + (1 + 2a + 3a^2)d1^15d2^115 + (4 + 1a + 0a^2)d1^16d2^115 + (1 + 2a + 3a^2)d1^17d2^115 + (1 + 4a + 3a^2)d1^18d2^115 + (1 + 1a + 3a^2)d1^19d2^115 + (0 + 1a + 2a^2)d1^20d2^115 + (3 + 4a + 2a^2)d1^21d2^115 + (0 + 1a + 4a^2)d1^22d2^115 + (0 + 1a + 3a^2)d1^23d2^115 + (0 + 1a + 2a^2)d1^24d2^115 + (2 + 1a + 4a^2)d1^25d2^115 + (3 + 2a + 2a^2)d1^26d2^115 + (2 + 2a + 4a^2)d1^27d2^115 + (1 + 0a + 2a^2)d1^28d2^115 + (2 + 3a + 4a^2)d1^29d2^115 + (4 + 3a + 3a^2)d1^30d2^115 + (1 + 3a + 4a^2)d1^31d2^115 + (3 + 2a + 0a^2)d1^32d2^115 + (2 + 4a + 1a^2)d1^33d2^115 + (3 + 1a + 0a^2)d1^34d2^115 + (1 + 2a + 3a^2)d1^35d2^115 + (0 + 2a + 0a^2)d1^36d2^115 + (3 + 3a + 2a^2)d1^37d2^115 + (4 + 2a + 4a^2)d1^38d2^115 + (4 + 1a + 1a^2)d1^39d2^115 + (1 + 0a + 4a^2)d1^40d2^115 + (1 + 4a + 4a^2)d1^41d2^115 + (3 + 1a + 1a^2)d1^42d2^115 + (2 + 1a + 0a^2)d1^43d2^115 + (4 + 1a + 4a^2)d1^44d2^115 + (4 + 2a + 2a^2)d1^45d2^115 + (3 + 2a + 2a^2)d1^46d2^115 + (2 + 3a + 1a^2)d1^47d2^115 + (4 + 4a + 3a^2)d1^48d2^115 + (0 + 0a + 3a^2)d1^49d2^115 + (4 + 1a + 1a^2)d1^50d2^115 + (1 + 2a + 1a^2)d1^51d2^115 + (2 + 2a + 3a^2)d1^52d2^115 + (1 + 3a + 4a^2)d1^53d2^115 + (4 + 1a + 0a^2)d1^54d2^115 + (2 + 0a + 0a^2)d1^55d2^115 + (2 + 2a + 2a^2)d1^56d2^115 + (1 + 3a + 2a^2)d1^57d2^115 + (4 + 1a + 1a^2)d1^58d2^115 + (2 + 1a + 3a^2)d1^59d2^115 + (1 + 0a + 3a^2)d1^60d2^115 + (0 + 1a + 4a^2)d1^61d2^115 + (3 + 2a + 2a^2)d1^62d2^115 + (3 + 1a + 0a^2)d1^63d2^115 + (1 + 1a + 1a^2)d1^64d2^115 + (3 + 1a + 3a^2)d1^65d2^115 + (0 + 3a + 2a^2)d1^66d2^115 + (3 + 4a + 0a^2)d1^67d2^115 + (2 + 2a + 0a^2)d1^68d2^115 + (4 + 4a + 3a^2)d1^69d2^115 + (0 + 2a + 3a^2)d1^70d2^115 + (2 + 2a + 2a^2)d1^71d2^115 + (3 + 2a + 2a^2)d1^72d2^115 + (0 + 3a + 4a^2)d1^73d2^115 + (0 + 1a + 1a^2)d1^74d2^115 + (0 + 4a + 2a^2)d1^75d2^115 + (2 + 1a + 3a^2)d1^76d2^115 + (3 + 3a + 2a^2)d1^77d2^115 + (0 + 2a + 0a^2)d1^78d2^115 + (2 + 3a + 0a^2)d1^79d2^115 + (1 + 3a + 4a^2)d1^80d2^115 + (2 + 0a + 1a^2)d1^81d2^115 + (4 + 1a + 3a^2)d1^82d2^115 + (3 + 2a + 3a^2)d1^83d2^115 + (2 + 0a + 2a^2)d1^84d2^115 + (0 + 2a + 2a^2)d1^85d2^115 + (2 + 0a + 3a^2)d1^86d2^115 + (2 + 0a + 3a^2)d1^87d2^115 + (1 + 3a + 2a^2)d1^88d2^115 + (0 + 3a + 1a^2)d1^89d2^115 + (1 + 4a + 0a^2)d1^90d2^115 + (3 + 4a + 1a^2)d1^91d2^115 + (3 + 3a + 4a^2)d1^92d2^115 + (2 + 2a + 1a^2)d1^93d2^115 + (4 + 0a + 4a^2)d1^94d2^115 + (4 + 0a + 4a^2)d1^95d2^115 + (2 + 0a + 4a^2)d1^96d2^115 + (4 + 1a + 4a^2)d1^98d2^115 + (0 + 0a + 2a^2)d1^99d2^115 + (1 + 4a + 1a^2)d1^100d2^115 + (0 + 2a + 0a^2)d1^101d2^115 + (3 + 2a + 2a^2)d1^102d2^115 + (2 + 0a + 4a^2)d1^103d2^115 + (0 + 3a + 2a^2)d1^104d2^115 + (3 + 3a + 4a^2)d1^105d2^115 + (4 + 0a + 3a^2)d1^106d2^115 + (1 + 0a + 0a^2)d1^107d2^115 + (2 + 3a + 0a^2)d1^108d2^115 + (1 + 0a + 3a^2)d1^109d2^115 + (3 + 1a + 0a^2)d1^110d2^115 + (1 + 3a + 2a^2)d1^111d2^115 + (4 + 1a + 4a^2)d1^112d2^115 + (4 + 2a + 4a^2)d1^113d2^115 + (3 + 0a + 3a^2)d1^114d2^115 + (0 + 0a + 2a^2)d1^115d2^115 + (2 + 4a + 2a^2)d1^116d2^115 + (2 + 1a + 0a^2)d1^117d2^115 + (1 + 2a + 2a^2)d1^118d2^115 + (2 + 4a + 3a^2)d1^119d2^115 + (3 + 0a + 1a^2)d1^120d2^115 + (1 + 1a + 1a^2)d1^121d2^115 + (0 + 2a + 1a^2)d1^122d2^115 + (3 + 2a + 2a^2)d1^123d2^115 + (4 + 4a + 3a^2)d1^124d2^115 + (4 + 4a + 3a^2)d1^125d2^115 + (0 + 3a + 0a^2)d1^126d2^115 + (0 + 1a + 3a^2)d1^127d2^115 + (3 + 2a + 3a^2)d1^128d2^115 + (2 + 3a + 3a^2)d1^129d2^115 + (0 + 2a + 2a^2)d1^130d2^115 + (0 + 4a + 3a^2)d1^131d2^115 + (0 + 2a + 4a^2)d1^132d2^115 + (1 + 0a + 4a^2)d1^133d2^115 + (2 + 3a + 0a^2)d1^134d2^115 + (4 + 3a + 4a^2)d1^135d2^115 + (4 + 1a + 3a^2)d1^136d2^115 + (4 + 3a + 4a^2)d1^137d2^115 + (1 + 2a + 1a^2)d1^138d2^115 + (1 + 0a + 3a^2)d1^139d2^115 + (1 + 0a + 1a^2)d1^140d2^115 + (3 + 1a + 3a^2)d1^141d2^115 + (2 + 1a + 2a^2)d1^142d2^115 + (1 + 1a + 4a^2)d1^143d2^115 + (3 + 2a + 2a^2)d1^144d2^115 + (2 + 3a + 2a^2)d1^145d2^115 + (2 + 4a + 3a^2)d1^146d2^115 + (2 + 4a + 3a^2)d1^147d2^115 + (1 + 0a + 4a^2)d1^148d2^115 + (2 + 3a + 0a^2)d1^149d2^115 + (4 + 3a + 0a^2)d1^150d2^115 + (1 + 2a + 3a^2)d1^151d2^115 + (2 + 0a + 4a^2)d1^152d2^115 + (0 + 1a + 1a^2)d1^153d2^115 + (0 + 2a + 1a^2)d1^154d2^115 + (1 + 2a + 4a^2)d1^155d2^115 + (0 + 3a + 1a^2)d1^156d2^115 + (4 + 3a + 4a^2)d1^157d2^115 + (0 + 4a + 0a^2)d1^158d2^115 + (1 + 0a + 2a^2)d1^159d2^115 + (4 + 4a + 3a^2)d1^160d2^115 + (3 + 0a + 0a^2)d1^161d2^115 + (4 + 0a + 2a^2)d1^162d2^115 + (3 + 2a + 1a^2)d1^163d2^115 + (3 + 0a + 1a^2)d1^164d2^115 + (2 + 0a + 1a^2)d1^165d2^115 + (4 + 2a + 1a^2)d1^166d2^115 + (4 + 4a + 3a^2)d1^167d2^115 + (3 + 0a + 0a^2)d1^168d2^115 + (0 + 1a + 1a^2)d1^169d2^115 + (1 + 2a + 0a^2)d1^170d2^115 + (1 + 1a + 2a^2)d1^171d2^115 + (1 + 4a + 2a^2)d1^172d2^115 + (2 + 1a + 0a^2)d1^173d2^115 + (2 + 0a + 2a^2)d1^174d2^115 + (3 + 4a + 4a^2)d1^175d2^115 + (3 + 2a + 3a^2)d1^176d2^115 + (4 + 3a + 0a^2)d1^177d2^115 + (1 + 4a + 3a^2)d1^178d2^115 + (0 + 3a + 3a^2)d1^179d2^115 + (1 + 2a + 0a^2)d1^180d2^115 + (0 + 4a + 2a^2)d1^181d2^115 + (2 + 3a + 3a^2)d1^182d2^115 + (2 + 2a + 4a^2)d1^183d2^115 + (4 + 3a + 3a^2)d1^184d2^115 + (1 + 0a + 0a^2)d1^185d2^115 + (3 + 2a + 4a^2)d1^186d2^115 + (4 + 0a + 4a^2)d1^187d2^115 + (0 + 2a + 1a^2)d1^188d2^115 + (2 + 0a + 3a^2)d1^189d2^115 + (3 + 2a + 3a^2)d1^190d2^115 + (0 + 1a + 1a^2)d1^191d2^115 + (1 + 2a + 2a^2)d1^192d2^115 + (2 + 2a + 0a^2)d1^193d2^115 + (2 + 4a + 2a^2)d1^194d2^115 + (1 + 2a + 2a^2)d1^195d2^115 + (4 + 0a + 3a^2)d1^196d2^115 + (0 + 1a + 4a^2)d1^197d2^115 + (0 + 2a + 1a^2)d1^198d2^115 + (4 + 4a + 4a^2)d1^199d2^115 + (2 + 4a + 2a^2)d1^200d2^115 + (3 + 0a + 2a^2)d1^201d2^115 + (3 + 1a + 1a^2)d1^202d2^115 + (1 + 1a + 0a^2)d1^203d2^115 + (1 + 2a + 1a^2)d1^204d2^115 + (3 + 2a + 4a^2)d1^205d2^115 + (1 + 2a + 0a^2)d1^206d2^115 + (4 + 3a + 0a^2)d1^207d2^115 + (1 + 0a + 3a^2)d1^208d2^115 + (3 + 0a + 2a^2)d1^209d2^115 + (1 + 0a + 3a^2)d1^210d2^115 + (4 + 4a + 4a^2)d1^211d2^115 + (0 + 2a + 3a^2)d1^212d2^115 + (4 + 3a + 1a^2)d1^213d2^115 + (3 + 1a + 2a^2)d1^214d2^115 + (4 + 2a + 3a^2)d1^215d2^115 + (4 + 3a + 2a^2)d1^216d2^115 + (4 + 1a + 0a^2)d1^217d2^115 + (0 + 4a + 4a^2)d1^218d2^115 + (2 + 4a + 0a^2)d1^219d2^115 + (4 + 2a + 2a^2)d1^220d2^115 + (3 + 3a + 3a^2)d1^221d2^115 + (1 + 0a + 4a^2)d1^222d2^115 + (0 + 3a + 1a^2)d1^223d2^115 + (2 + 0a + 0a^2)d1^224d2^115 + (3 + 3a + 4a^2)d1^225d2^115 + (2 + 1a + 1a^2)d1^226d2^115 + (1 + 2a + 4a^2)d1^227d2^115 + (1 + 4a + 1a^2)d1^228d2^115 + (2 + 0a + 0a^2)d1^229d2^115 + (2 + 2a + 2a^2)d1^230d2^115 + (4 + 1a + 3a^2)d1^231d2^115 + (0 + 2a + 3a^2)d1^232d2^115 + (2 + 3a + 2a^2)d1^233d2^115 + (3 + 0a + 4a^2)d1^234d2^115 + (0 + 4a + 4a^2)d1^235d2^115 + (4 + 2a + 3a^2)d1^236d2^115 + (2 + 1a + 1a^2)d1^237d2^115 + (2 + 1a + 0a^2)d1^238d2^115 + (4 + 1a + 2a^2)d1^239d2^115 + (1 + 2a + 1a^2)d1^240d2^115 + (4 + 4a + 1a^2)d1^241d2^115 + (4 + 0a + 2a^2)d1^242d2^115 + (4 + 2a + 0a^2)d1^243d2^115 + (1 + 4a + 1a^2)d1^244d2^115 + (2 + 0a + 4a^2)d1^245d2^115 + (2 + 2a + 1a^2)d1^246d2^115 + (2 + 0a + 0a^2)d1^247d2^115 + (4 + 3a + 1a^2)d1^248d2^115 + (2 + 0a + 3a^2)d1^249d2^115 + (1 + 3a + 2a^2)d1^250d2^115 + (3 + 4a + 4a^2)d1^251d2^115 + (4 + 4a + 4a^2)d1^252d2^115 + (4 + 2a + 1a^2)d1^253d2^115 + (3 + 4a + 1a^2)d1^254d2^115 + (3 + 4a + 4a^2)d1^255d2^115 + (3 + 3a + 2a^2)d1^256d2^115 + (2 + 3a + 2a^2)d1^257d2^115 + (1 + 1a + 4a^2)d1^258d2^115 + (1 + 0a + 1a^2)d1^259d2^115 + (3 + 3a + 2a^2)d1^260d2^115 + (4 + 3a + 1a^2)d1^261d2^115 + (2 + 0a + 4a^2)d1^262d2^115 + (3 + 1a + 1a^2)d1^263d2^115 + (1 + 2a + 4a^2)d1^264d2^115 + (0 + 1a + 0a^2)d1^265d2^115 + (0 + 4a + 3a^2)d1^266d2^115 + (3 + 2a + 3a^2)d1^267d2^115 + (1 + 3a + 2a^2)d1^268d2^115 + (3 + 2a + 4a^2)d1^269d2^115 + (2 + 0a + 0a^2)d1^270d2^115 + (1 + 3a + 1a^2)d1^271d2^115 + (1 + 4a + 3a^2)d1^272d2^115 + (2 + 0a + 0a^2)d1^273d2^115 + (4 + 4a + 4a^2)d1^274d2^115 + (4 + 0a + 3a^2)d1^276d2^115 + (4 + 0a + 2a^2)d1^277d2^115 + (0 + 1a + 4a^2)d1^278d2^115 + (2 + 0a + 3a^2)d1^279d2^115 + (3 + 1a + 1a^2)d1^280d2^115 + (1 + 0a + 2a^2)d1^281d2^115 + (1 + 2a + 2a^2)d1^282d2^115 + (2 + 2a + 0a^2)d1^284d2^115 + (0 + 0a + 1a^2)d1^285d2^115 + (1 + 0a + 3a^2)d1^286d2^115 + (1 + 4a + 0a^2)d1^287d2^115 + (3 + 1a + 0a^2)d1^288d2^115 + (1 + 4a + 4a^2)d1^289d2^115 + (3 + 4a + 0a^2)d1^290d2^115 + (4 + 1a + 0a^2)d1^291d2^115 + (3 + 2a + 0a^2)d1^292d2^115 + (0 + 2a + 3a^2)d1^293d2^115 + (1 + 0a + 4a^2)d2^116 + (0 + 1a + 4a^2)d1^1d2^116 + (4 + 0a + 2a^2)d1^2d2^116 + (2 + 3a + 1a^2)d1^3d2^116 + (4 + 2a + 0a^2)d1^4d2^116 + (1 + 4a + 0a^2)d1^5d2^116 + (0 + 3a + 1a^2)d1^6d2^116 + (2 + 1a + 1a^2)d1^7d2^116 + (2 + 1a + 4a^2)d1^8d2^116 + (1 + 3a + 0a^2)d1^9d2^116 + (0 + 2a + 4a^2)d1^10d2^116 + (0 + 3a + 2a^2)d1^11d2^116 + (2 + 3a + 0a^2)d1^12d2^116 + (2 + 4a + 0a^2)d1^13d2^116 + (4 + 3a + 1a^2)d1^14d2^116 + (1 + 1a + 1a^2)d1^15d2^116 + (4 + 3a + 2a^2)d1^16d2^116 + (2 + 0a + 4a^2)d1^17d2^116 + (1 + 1a + 2a^2)d1^18d2^116 + (4 + 0a + 3a^2)d1^19d2^116 + (2 + 2a + 3a^2)d1^20d2^116 + (3 + 2a + 3a^2)d1^21d2^116 + (4 + 1a + 0a^2)d1^22d2^116 + (0 + 4a + 4a^2)d1^23d2^116 + (0 + 4a + 3a^2)d1^24d2^116 + (3 + 2a + 4a^2)d1^25d2^116 + (1 + 1a + 0a^2)d1^26d2^116 + (3 + 3a + 2a^2)d1^27d2^116 + (2 + 1a + 4a^2)d1^28d2^116 + (0 + 1a + 4a^2)d1^29d2^116 + (0 + 1a + 2a^2)d1^30d2^116 + (1 + 0a + 0a^2)d1^31d2^116 + (1 + 4a + 0a^2)d1^32d2^116 + (2 + 4a + 4a^2)d1^33d2^116 + (4 + 2a + 2a^2)d1^34d2^116 + (3 + 4a + 3a^2)d1^35d2^116 + (2 + 0a + 4a^2)d1^36d2^116 + (4 + 0a + 0a^2)d1^37d2^116 + (4 + 3a + 3a^2)d1^38d2^116 + (4 + 4a + 3a^2)d1^39d2^116 + (4 + 4a + 4a^2)d1^40d2^116 + (3 + 0a + 0a^2)d1^41d2^116 + (1 + 2a + 0a^2)d1^42d2^116 + (4 + 1a + 1a^2)d1^43d2^116 + (3 + 3a + 3a^2)d1^44d2^116 + (4 + 0a + 0a^2)d1^45d2^116 + (1 + 3a + 1a^2)d1^46d2^116 + (3 + 4a + 0a^2)d1^47d2^116 + (4 + 3a + 4a^2)d1^48d2^116 + (3 + 1a + 4a^2)d1^49d2^116 + (0 + 0a + 4a^2)d1^50d2^116 + (2 + 0a + 2a^2)d1^51d2^116 + (2 + 4a + 0a^2)d1^52d2^116 + (0 + 4a + 4a^2)d1^53d2^116 + (3 + 2a + 2a^2)d1^54d2^116 + (1 + 0a + 2a^2)d1^55d2^116 + (2 + 1a + 2a^2)d1^56d2^116 + (2 + 3a + 0a^2)d1^57d2^116 + (3 + 1a + 2a^2)d1^58d2^116 + (1 + 2a + 2a^2)d1^59d2^116 + (2 + 1a + 3a^2)d1^60d2^116 + (3 + 3a + 4a^2)d1^61d2^116 + (1 + 1a + 2a^2)d1^62d2^116 + (2 + 0a + 0a^2)d1^63d2^116 + (2 + 2a + 2a^2)d1^64d2^116 + (2 + 0a + 0a^2)d1^65d2^116 + (1 + 0a + 4a^2)d1^66d2^116 + (4 + 4a + 3a^2)d1^68d2^116 + (3 + 2a + 0a^2)d1^69d2^116 + (3 + 3a + 3a^2)d1^70d2^116 + (0 + 1a + 0a^2)d1^71d2^116 + (4 + 1a + 4a^2)d1^72d2^116 + (4 + 2a + 1a^2)d1^73d2^116 + (0 + 4a + 2a^2)d1^74d2^116 + (0 + 0a + 4a^2)d1^75d2^116 + (2 + 1a + 2a^2)d1^76d2^116 + (0 + 3a + 3a^2)d1^77d2^116 + (3 + 1a + 2a^2)d1^78d2^116 + (0 + 3a + 0a^2)d1^79d2^116 + (3 + 4a + 4a^2)d1^80d2^116 + (1 + 3a + 1a^2)d1^81d2^116 + (2 + 3a + 0a^2)d1^82d2^116 + (0 + 0a + 1a^2)d1^83d2^116 + (1 + 0a + 4a^2)d1^84d2^116 + (0 + 0a + 3a^2)d1^85d2^116 + (2 + 1a + 4a^2)d1^86d2^116 + (2 + 4a + 3a^2)d1^87d2^116 + (1 + 0a + 1a^2)d1^88d2^116 + (4 + 1a + 0a^2)d1^89d2^116 + (2 + 0a + 2a^2)d1^90d2^116 + (0 + 0a + 4a^2)d1^91d2^116 + (1 + 4a + 2a^2)d1^92d2^116 + (3 + 4a + 3a^2)d1^93d2^116 + (4 + 1a + 1a^2)d1^94d2^116 + (1 + 4a + 2a^2)d1^95d2^116 + (2 + 1a + 4a^2)d1^96d2^116 + (0 + 2a + 0a^2)d1^97d2^116 + (2 + 4a + 0a^2)d1^98d2^116 + (0 + 3a + 4a^2)d1^99d2^116 + (1 + 4a + 4a^2)d1^100d2^116 + (3 + 4a + 1a^2)d1^101d2^116 + (3 + 1a + 2a^2)d1^102d2^116 + (0 + 2a + 3a^2)d1^103d2^116 + (2 + 0a + 2a^2)d1^104d2^116 + (1 + 2a + 0a^2)d1^105d2^116 + (4 + 1a + 3a^2)d1^106d2^116 + (0 + 0a + 1a^2)d1^107d2^116 + (2 + 0a + 3a^2)d1^108d2^116 + (0 + 2a + 2a^2)d1^109d2^116 + (2 + 1a + 1a^2)d1^110d2^116 + (2 + 0a + 2a^2)d1^111d2^116 + (2 + 4a + 1a^2)d1^112d2^116 + (0 + 1a + 1a^2)d1^113d2^116 + (0 + 2a + 2a^2)d1^114d2^116 + (0 + 4a + 2a^2)d1^115d2^116 + (2 + 1a + 0a^2)d1^116d2^116 + (3 + 1a + 4a^2)d1^117d2^116 + (1 + 3a + 2a^2)d1^118d2^116 + (2 + 3a + 2a^2)d1^119d2^116 + (4 + 4a + 2a^2)d1^121d2^116 + (3 + 2a + 2a^2)d1^122d2^116 + (3 + 4a + 3a^2)d1^123d2^116 + (1 + 1a + 2a^2)d1^124d2^116 + (2 + 1a + 0a^2)d1^125d2^116 + (2 + 4a + 4a^2)d1^126d2^116 + (3 + 3a + 2a^2)d1^127d2^116 + (4 + 4a + 0a^2)d1^128d2^116 + (1 + 0a + 0a^2)d1^129d2^116 + (3 + 2a + 1a^2)d1^130d2^116 + (3 + 0a + 4a^2)d1^131d2^116 + (2 + 2a + 1a^2)d1^132d2^116 + (1 + 3a + 1a^2)d1^133d2^116 + (2 + 2a + 3a^2)d1^134d2^116 + (0 + 2a + 1a^2)d1^135d2^116 + (2 + 1a + 1a^2)d1^136d2^116 + (0 + 4a + 2a^2)d1^137d2^116 + (1 + 4a + 4a^2)d1^138d2^116 + (1 + 2a + 1a^2)d1^139d2^116 + (3 + 0a + 3a^2)d1^140d2^116 + (3 + 3a + 1a^2)d1^141d2^116 + (4 + 4a + 1a^2)d1^142d2^116 + (4 + 4a + 3a^2)d1^143d2^116 + (3 + 4a + 1a^2)d1^144d2^116 + (4 + 2a + 2a^2)d1^145d2^116 + (3 + 4a + 3a^2)d1^146d2^116 + (0 + 0a + 1a^2)d1^147d2^116 + (4 + 0a + 2a^2)d1^148d2^116 + (3 + 4a + 0a^2)d1^149d2^116 + (4 + 1a + 0a^2)d1^150d2^116 + (3 + 4a + 3a^2)d1^151d2^116 + (3 + 2a + 4a^2)d1^152d2^116 + (2 + 2a + 2a^2)d1^153d2^116 + (0 + 4a + 1a^2)d1^154d2^116 + (4 + 2a + 3a^2)d1^155d2^116 + (1 + 1a + 1a^2)d1^156d2^116 + (2 + 1a + 1a^2)d1^157d2^116 + (3 + 0a + 3a^2)d1^158d2^116 + (4 + 1a + 2a^2)d1^159d2^116 + (4 + 2a + 2a^2)d1^160d2^116 + (2 + 4a + 0a^2)d1^161d2^116 + (1 + 0a + 2a^2)d1^162d2^116 + (2 + 0a + 2a^2)d1^163d2^116 + (2 + 1a + 0a^2)d1^165d2^116 + (2 + 1a + 4a^2)d1^166d2^116 + (0 + 2a + 4a^2)d1^167d2^116 + (2 + 0a + 0a^2)d1^168d2^116 + (4 + 2a + 1a^2)d1^170d2^116 + (0 + 4a + 0a^2)d1^171d2^116 + (1 + 2a + 0a^2)d1^172d2^116 + (0 + 4a + 2a^2)d1^173d2^116 + (0 + 2a + 4a^2)d1^174d2^116 + (3 + 2a + 1a^2)d1^175d2^116 + (1 + 4a + 1a^2)d1^176d2^116 + (3 + 4a + 4a^2)d1^177d2^116 + (4 + 2a + 3a^2)d1^178d2^116 + (4 + 3a + 3a^2)d1^179d2^116 + (0 + 4a + 3a^2)d1^180d2^116 + (1 + 4a + 2a^2)d1^181d2^116 + (3 + 3a + 2a^2)d1^182d2^116 + (3 + 3a + 1a^2)d1^183d2^116 + (2 + 2a + 1a^2)d1^184d2^116 + (3 + 1a + 4a^2)d1^185d2^116 + (1 + 2a + 2a^2)d1^186d2^116 + (4 + 0a + 3a^2)d1^187d2^116 + (3 + 2a + 3a^2)d1^188d2^116 + (3 + 4a + 1a^2)d1^189d2^116 + (2 + 0a + 1a^2)d1^190d2^116 + (1 + 3a + 1a^2)d1^191d2^116 + (4 + 3a + 0a^2)d1^192d2^116 + (0 + 3a + 1a^2)d1^193d2^116 + (3 + 3a + 1a^2)d1^194d2^116 + (0 + 4a + 0a^2)d1^195d2^116 + (4 + 3a + 0a^2)d1^196d2^116 + (2 + 0a + 4a^2)d1^197d2^116 + (4 + 4a + 4a^2)d1^198d2^116 + (2 + 4a + 3a^2)d1^199d2^116 + (0 + 0a + 3a^2)d1^200d2^116 + (1 + 1a + 0a^2)d1^201d2^116 + (4 + 3a + 1a^2)d1^202d2^116 + (4 + 3a + 4a^2)d1^203d2^116 + (3 + 2a + 3a^2)d1^204d2^116 + (0 + 4a + 3a^2)d1^205d2^116 + (4 + 4a + 2a^2)d1^206d2^116 + (1 + 1a + 3a^2)d1^207d2^116 + (1 + 0a + 3a^2)d1^208d2^116 + (0 + 0a + 3a^2)d1^209d2^116 + (1 + 0a + 1a^2)d1^210d2^116 + (2 + 3a + 0a^2)d1^211d2^116 + (3 + 3a + 0a^2)d1^212d2^116 + (4 + 4a + 0a^2)d1^213d2^116 + (1 + 1a + 0a^2)d1^214d2^116 + (4 + 1a + 2a^2)d1^215d2^116 + (0 + 0a + 4a^2)d1^216d2^116 + (0 + 4a + 4a^2)d1^217d2^116 + (0 + 3a + 3a^2)d1^218d2^116 + (2 + 3a + 1a^2)d1^219d2^116 + (1 + 2a + 1a^2)d1^220d2^116 + (4 + 1a + 4a^2)d1^221d2^116 + (0 + 1a + 4a^2)d1^222d2^116 + (1 + 4a + 2a^2)d1^223d2^116 + (0 + 4a + 1a^2)d1^224d2^116 + (1 + 0a + 0a^2)d1^225d2^116 + (2 + 1a + 0a^2)d1^226d2^116 + (2 + 0a + 3a^2)d1^227d2^116 + (1 + 2a + 3a^2)d1^228d2^116 + (4 + 2a + 4a^2)d1^229d2^116 + (1 + 4a + 0a^2)d1^230d2^116 + (0 + 1a + 3a^2)d1^231d2^116 + (1 + 0a + 3a^2)d1^232d2^116 + (2 + 1a + 4a^2)d1^233d2^116 + (0 + 1a + 4a^2)d1^234d2^116 + (1 + 1a + 1a^2)d1^235d2^116 + (4 + 1a + 1a^2)d1^236d2^116 + (0 + 1a + 3a^2)d1^237d2^116 + (3 + 3a + 0a^2)d1^238d2^116 + (0 + 3a + 4a^2)d1^239d2^116 + (1 + 3a + 4a^2)d1^240d2^116 + (4 + 0a + 2a^2)d1^241d2^116 + (4 + 4a + 3a^2)d1^242d2^116 + (1 + 3a + 0a^2)d1^243d2^116 + (2 + 2a + 3a^2)d1^245d2^116 + (1 + 3a + 0a^2)d1^246d2^116 + (3 + 2a + 1a^2)d1^247d2^116 + (0 + 2a + 0a^2)d1^248d2^116 + (2 + 0a + 1a^2)d1^249d2^116 + (0 + 4a + 2a^2)d1^250d2^116 + (4 + 0a + 3a^2)d1^251d2^116 + (3 + 3a + 4a^2)d1^252d2^116 + (2 + 1a + 4a^2)d1^253d2^116 + (1 + 2a + 0a^2)d1^254d2^116 + (1 + 0a + 1a^2)d1^255d2^116 + (2 + 2a + 4a^2)d1^256d2^116 + (3 + 4a + 2a^2)d1^257d2^116 + (3 + 4a + 3a^2)d1^258d2^116 + (4 + 4a + 1a^2)d1^259d2^116 + (4 + 4a + 2a^2)d1^260d2^116 + (1 + 1a + 4a^2)d1^261d2^116 + (0 + 4a + 1a^2)d1^262d2^116 + (1 + 2a + 1a^2)d1^263d2^116 + (2 + 1a + 4a^2)d1^264d2^116 + (0 + 2a + 0a^2)d1^265d2^116 + (0 + 1a + 1a^2)d1^266d2^116 + (0 + 4a + 0a^2)d1^267d2^116 + (2 + 3a + 3a^2)d1^268d2^116 + (2 + 1a + 3a^2)d1^269d2^116 + (1 + 4a + 2a^2)d1^270d2^116 + (2 + 2a + 2a^2)d1^271d2^116 + (0 + 0a + 1a^2)d1^272d2^116 + (4 + 1a + 4a^2)d1^273d2^116 + (4 + 2a + 0a^2)d1^274d2^116 + (4 + 1a + 1a^2)d1^275d2^116 + (3 + 4a + 2a^2)d1^276d2^116 + (3 + 2a + 2a^2)d1^277d2^116 + (0 + 2a + 1a^2)d1^278d2^116 + (3 + 3a + 2a^2)d1^279d2^116 + (1 + 4a + 2a^2)d1^280d2^116 + (2 + 4a + 4a^2)d1^281d2^116 + (4 + 4a + 4a^2)d1^282d2^116 + (1 + 1a + 3a^2)d1^283d2^116 + (1 + 2a + 3a^2)d1^284d2^116 + (4 + 2a + 4a^2)d1^285d2^116 + (1 + 1a + 0a^2)d1^286d2^116 + (2 + 4a + 0a^2)d1^287d2^116 + (3 + 3a + 3a^2)d1^288d2^116 + (3 + 3a + 4a^2)d1^289d2^116 + (3 + 3a + 1a^2)d1^290d2^116 + (4 + 4a + 3a^2)d1^291d2^116 + (1 + 0a + 1a^2)d1^292d2^116 + (4 + 4a + 4a^2)d1^293d2^116 + (0 + 4a + 3a^2)d2^117 + (0 + 4a + 1a^2)d1^1d2^117 + (4 + 1a + 0a^2)d1^2d2^117 + (0 + 2a + 1a^2)d1^3d2^117 + (0 + 2a + 2a^2)d1^4d2^117 + (0 + 1a + 3a^2)d1^5d2^117 + (0 + 1a + 4a^2)d1^6d2^117 + (1 + 0a + 4a^2)d1^7d2^117 + (1 + 3a + 2a^2)d1^8d2^117 + (1 + 4a + 3a^2)d1^9d2^117 + (3 + 1a + 4a^2)d1^10d2^117 + (0 + 4a + 2a^2)d1^11d2^117 + (3 + 3a + 3a^2)d1^12d2^117 + (3 + 0a + 4a^2)d1^13d2^117 + (1 + 1a + 3a^2)d1^14d2^117 + (0 + 4a + 4a^2)d1^15d2^117 + (1 + 2a + 1a^2)d1^16d2^117 + (3 + 3a + 1a^2)d1^17d2^117 + (0 + 4a + 2a^2)d1^18d2^117 + (3 + 0a + 3a^2)d1^19d2^117 + (2 + 3a + 3a^2)d1^20d2^117 + (0 + 0a + 3a^2)d1^21d2^117 + (1 + 4a + 0a^2)d1^22d2^117 + (4 + 3a + 1a^2)d1^23d2^117 + (0 + 0a + 3a^2)d1^24d2^117 + (4 + 2a + 1a^2)d1^25d2^117 + (2 + 0a + 1a^2)d1^26d2^117 + (3 + 4a + 1a^2)d1^27d2^117 + (4 + 0a + 4a^2)d1^28d2^117 + (3 + 4a + 2a^2)d1^29d2^117 + (4 + 3a + 1a^2)d1^30d2^117 + (0 + 0a + 2a^2)d1^31d2^117 + (0 + 3a + 0a^2)d1^32d2^117 + (0 + 3a + 1a^2)d1^33d2^117 + (0 + 3a + 4a^2)d1^34d2^117 + (0 + 4a + 2a^2)d1^35d2^117 + (3 + 2a + 4a^2)d1^36d2^117 + (3 + 2a + 2a^2)d1^38d2^117 + (4 + 0a + 3a^2)d1^39d2^117 + (3 + 0a + 1a^2)d1^40d2^117 + (4 + 0a + 2a^2)d1^41d2^117 + (0 + 2a + 4a^2)d1^42d2^117 + (2 + 3a + 0a^2)d1^43d2^117 + (4 + 2a + 3a^2)d1^44d2^117 + (0 + 4a + 1a^2)d1^45d2^117 + (1 + 4a + 0a^2)d1^46d2^117 + (3 + 1a + 2a^2)d1^47d2^117 + (0 + 0a + 3a^2)d1^48d2^117 + (0 + 1a + 1a^2)d1^49d2^117 + (2 + 0a + 2a^2)d1^50d2^117 + (4 + 0a + 0a^2)d1^51d2^117 + (4 + 1a + 0a^2)d1^52d2^117 + (3 + 0a + 0a^2)d1^53d2^117 + (2 + 1a + 0a^2)d1^54d2^117 + (1 + 3a + 3a^2)d1^55d2^117 + (1 + 0a + 2a^2)d1^56d2^117 + (1 + 4a + 4a^2)d1^57d2^117 + (1 + 3a + 2a^2)d1^58d2^117 + (4 + 0a + 2a^2)d1^59d2^117 + (4 + 2a + 0a^2)d1^60d2^117 + (4 + 3a + 0a^2)d1^61d2^117 + (2 + 4a + 1a^2)d1^62d2^117 + (2 + 3a + 2a^2)d1^63d2^117 + (4 + 3a + 3a^2)d1^64d2^117 + (1 + 2a + 4a^2)d1^65d2^117 + (3 + 4a + 4a^2)d1^66d2^117 + (2 + 0a + 3a^2)d1^67d2^117 + (2 + 3a + 0a^2)d1^68d2^117 + (2 + 0a + 0a^2)d1^69d2^117 + (3 + 1a + 1a^2)d1^70d2^117 + (0 + 4a + 4a^2)d1^71d2^117 + (4 + 0a + 2a^2)d1^72d2^117 + (1 + 3a + 1a^2)d1^73d2^117 + (0 + 2a + 0a^2)d1^74d2^117 + (4 + 1a + 2a^2)d1^75d2^117 + (1 + 2a + 3a^2)d1^76d2^117 + (2 + 0a + 2a^2)d1^77d2^117 + (4 + 1a + 0a^2)d1^78d2^117 + (1 + 4a + 2a^2)d1^79d2^117 + (3 + 0a + 3a^2)d1^80d2^117 + (3 + 4a + 4a^2)d1^81d2^117 + (0 + 0a + 2a^2)d1^82d2^117 + (2 + 3a + 3a^2)d1^83d2^117 + (3 + 0a + 3a^2)d1^84d2^117 + (3 + 3a + 1a^2)d1^85d2^117 + (3 + 4a + 3a^2)d1^86d2^117 + (0 + 4a + 3a^2)d1^87d2^117 + (3 + 3a + 0a^2)d1^88d2^117 + (0 + 0a + 3a^2)d1^89d2^117 + (0 + 3a + 1a^2)d1^90d2^117 + (1 + 2a + 4a^2)d1^91d2^117 + (1 + 3a + 3a^2)d1^92d2^117 + (4 + 4a + 4a^2)d1^93d2^117 + (4 + 3a + 0a^2)d1^94d2^117 + (0 + 3a + 2a^2)d1^95d2^117 + (1 + 2a + 2a^2)d1^96d2^117 + (1 + 2a + 4a^2)d1^97d2^117 + (0 + 1a + 4a^2)d1^98d2^117 + (4 + 3a + 3a^2)d1^99d2^117 + (4 + 2a + 2a^2)d1^100d2^117 + (4 + 2a + 1a^2)d1^101d2^117 + (4 + 2a + 2a^2)d1^102d2^117 + (4 + 3a + 1a^2)d1^103d2^117 + (3 + 4a + 4a^2)d1^104d2^117 + (2 + 0a + 4a^2)d1^105d2^117 + (4 + 1a + 3a^2)d1^106d2^117 + (4 + 0a + 3a^2)d1^107d2^117 + (4 + 2a + 1a^2)d1^108d2^117 + (0 + 3a + 4a^2)d1^109d2^117 + (4 + 4a + 4a^2)d1^110d2^117 + (4 + 2a + 0a^2)d1^111d2^117 + (4 + 2a + 0a^2)d1^112d2^117 + (2 + 3a + 2a^2)d1^113d2^117 + (3 + 3a + 3a^2)d1^114d2^117 + (1 + 0a + 4a^2)d1^115d2^117 + (4 + 4a + 1a^2)d1^116d2^117 + (1 + 0a + 2a^2)d1^117d2^117 + (1 + 0a + 4a^2)d1^118d2^117 + (0 + 2a + 2a^2)d1^119d2^117 + (4 + 2a + 1a^2)d1^120d2^117 + (3 + 1a + 2a^2)d1^121d2^117 + (2 + 1a + 3a^2)d1^122d2^117 + (2 + 1a + 1a^2)d1^123d2^117 + (0 + 4a + 3a^2)d1^124d2^117 + (4 + 0a + 3a^2)d1^125d2^117 + (4 + 3a + 1a^2)d1^126d2^117 + (1 + 3a + 0a^2)d1^127d2^117 + (4 + 2a + 4a^2)d1^128d2^117 + (0 + 2a + 2a^2)d1^129d2^117 + (3 + 0a + 2a^2)d1^130d2^117 + (0 + 3a + 4a^2)d1^131d2^117 + (4 + 2a + 2a^2)d1^132d2^117 + (2 + 1a + 0a^2)d1^133d2^117 + (0 + 3a + 4a^2)d1^134d2^117 + (3 + 2a + 3a^2)d1^135d2^117 + (0 + 4a + 0a^2)d1^136d2^117 + (2 + 2a + 3a^2)d1^137d2^117 + (2 + 3a + 2a^2)d1^138d2^117 + (1 + 4a + 2a^2)d1^139d2^117 + (4 + 1a + 1a^2)d1^140d2^117 + (1 + 0a + 3a^2)d1^142d2^117 + (2 + 3a + 0a^2)d1^143d2^117 + (0 + 4a + 1a^2)d1^144d2^117 + (0 + 0a + 1a^2)d1^145d2^117 + (1 + 0a + 3a^2)d1^146d2^117 + (4 + 0a + 2a^2)d1^147d2^117 + (2 + 1a + 3a^2)d1^148d2^117 + (1 + 0a + 0a^2)d1^149d2^117 + (4 + 3a + 0a^2)d1^150d2^117 + (2 + 1a + 4a^2)d1^151d2^117 + (3 + 1a + 3a^2)d1^152d2^117 + (2 + 4a + 0a^2)d1^153d2^117 + (4 + 4a + 4a^2)d1^154d2^117 + (1 + 0a + 4a^2)d1^155d2^117 + (4 + 0a + 3a^2)d1^156d2^117 + (3 + 2a + 2a^2)d1^157d2^117 + (2 + 3a + 3a^2)d1^158d2^117 + (2 + 3a + 2a^2)d1^159d2^117 + (3 + 3a + 3a^2)d1^160d2^117 + (3 + 1a + 2a^2)d1^161d2^117 + (2 + 2a + 2a^2)d1^162d2^117 + (0 + 2a + 4a^2)d1^163d2^117 + (2 + 4a + 0a^2)d1^164d2^117 + (4 + 4a + 2a^2)d1^165d2^117 + (2 + 1a + 0a^2)d1^166d2^117 + (1 + 1a + 0a^2)d1^167d2^117 + (2 + 3a + 3a^2)d1^168d2^117 + (1 + 0a + 2a^2)d1^169d2^117 + (4 + 2a + 1a^2)d1^170d2^117 + (3 + 4a + 4a^2)d1^171d2^117 + (1 + 4a + 1a^2)d1^172d2^117 + (3 + 3a + 3a^2)d1^173d2^117 + (3 + 3a + 0a^2)d1^174d2^117 + (0 + 0a + 2a^2)d1^175d2^117 + (0 + 1a + 3a^2)d1^176d2^117 + (0 + 1a + 3a^2)d1^177d2^117 + (4 + 1a + 3a^2)d1^178d2^117 + (4 + 2a + 2a^2)d1^179d2^117 + (0 + 2a + 4a^2)d1^180d2^117 + (1 + 0a + 0a^2)d1^181d2^117 + (2 + 0a + 0a^2)d1^182d2^117 + (3 + 1a + 2a^2)d1^183d2^117 + (1 + 1a + 3a^2)d1^184d2^117 + (2 + 2a + 4a^2)d1^185d2^117 + (0 + 3a + 0a^2)d1^186d2^117 + (1 + 4a + 2a^2)d1^187d2^117 + (0 + 1a + 3a^2)d1^188d2^117 + (0 + 2a + 1a^2)d1^189d2^117 + (0 + 3a + 2a^2)d1^190d2^117 + (0 + 2a + 0a^2)d1^191d2^117 + (0 + 3a + 2a^2)d1^192d2^117 + (4 + 2a + 0a^2)d1^193d2^117 + (4 + 3a + 0a^2)d1^194d2^117 + (3 + 4a + 2a^2)d1^195d2^117 + (4 + 1a + 4a^2)d1^196d2^117 + (2 + 4a + 3a^2)d1^197d2^117 + (3 + 1a + 1a^2)d1^198d2^117 + (2 + 2a + 4a^2)d1^199d2^117 + (2 + 1a + 0a^2)d1^200d2^117 + (1 + 2a + 1a^2)d1^201d2^117 + (4 + 4a + 4a^2)d1^202d2^117 + (1 + 2a + 3a^2)d1^203d2^117 + (0 + 3a + 4a^2)d1^204d2^117 + (0 + 3a + 0a^2)d1^205d2^117 + (0 + 2a + 0a^2)d1^206d2^117 + (3 + 0a + 0a^2)d1^207d2^117 + (2 + 1a + 4a^2)d1^208d2^117 + (1 + 3a + 1a^2)d1^209d2^117 + (4 + 3a + 2a^2)d1^210d2^117 + (1 + 2a + 2a^2)d1^211d2^117 + (2 + 2a + 0a^2)d1^212d2^117 + (3 + 0a + 0a^2)d1^213d2^117 + (3 + 2a + 3a^2)d1^214d2^117 + (1 + 3a + 0a^2)d1^215d2^117 + (0 + 3a + 4a^2)d1^216d2^117 + (2 + 2a + 4a^2)d1^217d2^117 + (0 + 3a + 0a^2)d1^218d2^117 + (2 + 0a + 3a^2)d1^219d2^117 + (3 + 2a + 4a^2)d1^220d2^117 + (4 + 3a + 2a^2)d1^221d2^117 + (4 + 3a + 3a^2)d1^222d2^117 + (0 + 4a + 0a^2)d1^223d2^117 + (1 + 2a + 2a^2)d1^224d2^117 + (3 + 1a + 2a^2)d1^225d2^117 + (2 + 1a + 0a^2)d1^226d2^117 + (0 + 1a + 1a^2)d1^227d2^117 + (4 + 3a + 0a^2)d1^228d2^117 + (2 + 2a + 3a^2)d1^229d2^117 + (2 + 0a + 0a^2)d1^230d2^117 + (0 + 0a + 2a^2)d1^231d2^117 + (3 + 4a + 4a^2)d1^232d2^117 + (2 + 3a + 0a^2)d1^233d2^117 + (2 + 0a + 3a^2)d1^234d2^117 + (3 + 4a + 2a^2)d1^235d2^117 + (2 + 4a + 4a^2)d1^236d2^117 + (0 + 0a + 3a^2)d1^237d2^117 + (2 + 1a + 0a^2)d1^238d2^117 + (4 + 4a + 0a^2)d1^239d2^117 + (0 + 4a + 4a^2)d1^240d2^117 + (3 + 0a + 4a^2)d1^241d2^117 + (3 + 2a + 2a^2)d1^242d2^117 + (3 + 1a + 3a^2)d1^243d2^117 + (3 + 3a + 2a^2)d1^244d2^117 + (4 + 2a + 4a^2)d1^245d2^117 + (1 + 2a + 2a^2)d1^246d2^117 + (2 + 0a + 1a^2)d1^247d2^117 + (2 + 2a + 1a^2)d1^248d2^117 + (3 + 4a + 2a^2)d1^249d2^117 + (2 + 0a + 2a^2)d1^250d2^117 + (3 + 0a + 0a^2)d1^251d2^117 + (0 + 1a + 1a^2)d1^252d2^117 + (4 + 4a + 0a^2)d1^253d2^117 + (2 + 1a + 3a^2)d1^254d2^117 + (3 + 4a + 0a^2)d1^255d2^117 + (2 + 0a + 4a^2)d1^256d2^117 + (4 + 1a + 3a^2)d1^257d2^117 + (4 + 4a + 2a^2)d1^258d2^117 + (2 + 4a + 0a^2)d1^259d2^117 + (0 + 4a + 0a^2)d1^260d2^117 + (1 + 0a + 3a^2)d1^261d2^117 + (4 + 2a + 0a^2)d1^262d2^117 + (2 + 0a + 3a^2)d1^263d2^117 + (2 + 0a + 0a^2)d1^264d2^117 + (1 + 3a + 3a^2)d1^265d2^117 + (2 + 1a + 4a^2)d1^266d2^117 + (3 + 1a + 1a^2)d1^267d2^117 + (4 + 3a + 4a^2)d1^268d2^117 + (1 + 3a + 4a^2)d1^269d2^117 + (4 + 0a + 1a^2)d1^270d2^117 + (0 + 3a + 0a^2)d1^271d2^117 + (0 + 3a + 0a^2)d1^272d2^117 + (4 + 2a + 2a^2)d1^273d2^117 + (3 + 4a + 2a^2)d1^274d2^117 + (2 + 1a + 4a^2)d1^275d2^117 + (2 + 3a + 4a^2)d1^276d2^117 + (4 + 4a + 2a^2)d1^277d2^117 + (3 + 4a + 2a^2)d1^278d2^117 + (3 + 1a + 0a^2)d1^279d2^117 + (4 + 0a + 1a^2)d1^280d2^117 + (4 + 0a + 2a^2)d1^281d2^117 + (0 + 1a + 4a^2)d1^282d2^117 + (3 + 4a + 0a^2)d1^283d2^117 + (1 + 3a + 3a^2)d1^284d2^117 + (1 + 3a + 1a^2)d1^285d2^117 + (0 + 3a + 4a^2)d1^286d2^117 + (1 + 4a + 3a^2)d1^287d2^117 + (2 + 0a + 3a^2)d1^288d2^117 + (2 + 0a + 4a^2)d1^289d2^117 + (2 + 2a + 4a^2)d1^290d2^117 + (0 + 1a + 3a^2)d1^291d2^117 + (0 + 3a + 0a^2)d1^292d2^117 + (1 + 1a + 1a^2)d1^293d2^117 + (3 + 3a + 2a^2)d2^118 + (1 + 1a + 3a^2)d1^1d2^118 + (3 + 0a + 2a^2)d1^2d2^118 + (4 + 2a + 3a^2)d1^3d2^118 + (3 + 0a + 4a^2)d1^4d2^118 + (2 + 3a + 2a^2)d1^5d2^118 + (3 + 3a + 4a^2)d1^6d2^118 + (4 + 2a + 3a^2)d1^7d2^118 + (2 + 4a + 0a^2)d1^8d2^118 + (4 + 1a + 2a^2)d1^9d2^118 + (4 + 0a + 3a^2)d1^10d2^118 + (3 + 4a + 3a^2)d1^11d2^118 + (2 + 2a + 3a^2)d1^12d2^118 + (4 + 0a + 0a^2)d1^13d2^118 + (2 + 4a + 2a^2)d1^14d2^118 + (3 + 0a + 3a^2)d1^15d2^118 + (4 + 4a + 3a^2)d1^16d2^118 + (2 + 0a + 0a^2)d1^17d2^118 + (0 + 3a + 4a^2)d1^18d2^118 + (3 + 2a + 1a^2)d1^19d2^118 + (0 + 4a + 4a^2)d1^20d2^118 + (0 + 1a + 4a^2)d1^21d2^118 + (2 + 0a + 1a^2)d1^22d2^118 + (3 + 4a + 0a^2)d1^23d2^118 + (1 + 0a + 0a^2)d1^24d2^118 + (3 + 0a + 4a^2)d1^25d2^118 + (4 + 2a + 3a^2)d1^26d2^118 + (0 + 0a + 1a^2)d1^27d2^118 + (4 + 3a + 2a^2)d1^28d2^118 + (0 + 4a + 4a^2)d1^29d2^118 + (3 + 3a + 2a^2)d1^30d2^118 + (1 + 0a + 2a^2)d1^31d2^118 + (3 + 4a + 0a^2)d1^32d2^118 + (1 + 0a + 3a^2)d1^33d2^118 + (4 + 1a + 3a^2)d1^34d2^118 + (3 + 2a + 2a^2)d1^35d2^118 + (2 + 2a + 3a^2)d1^36d2^118 + (2 + 2a + 0a^2)d1^37d2^118 + (0 + 1a + 0a^2)d1^38d2^118 + (0 + 0a + 2a^2)d1^39d2^118 + (1 + 4a + 4a^2)d1^40d2^118 + (0 + 0a + 4a^2)d1^41d2^118 + (2 + 4a + 0a^2)d1^42d2^118 + (3 + 4a + 3a^2)d1^43d2^118 + (2 + 4a + 3a^2)d1^44d2^118 + (2 + 2a + 0a^2)d1^45d2^118 + (4 + 1a + 1a^2)d1^46d2^118 + (0 + 0a + 4a^2)d1^47d2^118 + (2 + 4a + 3a^2)d1^48d2^118 + (0 + 1a + 2a^2)d1^49d2^118 + (4 + 3a + 3a^2)d1^50d2^118 + (1 + 2a + 0a^2)d1^51d2^118 + (0 + 3a + 0a^2)d1^52d2^118 + (2 + 1a + 2a^2)d1^53d2^118 + (2 + 0a + 0a^2)d1^54d2^118 + (0 + 3a + 3a^2)d1^55d2^118 + (4 + 1a + 3a^2)d1^56d2^118 + (0 + 3a + 4a^2)d1^57d2^118 + (0 + 1a + 4a^2)d1^58d2^118 + (4 + 3a + 2a^2)d1^59d2^118 + (0 + 3a + 1a^2)d1^60d2^118 + (1 + 3a + 2a^2)d1^61d2^118 + (2 + 3a + 1a^2)d1^63d2^118 + (2 + 3a + 0a^2)d1^64d2^118 + (2 + 0a + 0a^2)d1^65d2^118 + (3 + 3a + 2a^2)d1^66d2^118 + (1 + 1a + 3a^2)d1^67d2^118 + (2 + 3a + 1a^2)d1^68d2^118 + (1 + 0a + 1a^2)d1^69d2^118 + (4 + 4a + 2a^2)d1^70d2^118 + (1 + 1a + 1a^2)d1^71d2^118 + (1 + 3a + 1a^2)d1^72d2^118 + (4 + 4a + 2a^2)d1^73d2^118 + (2 + 4a + 2a^2)d1^74d2^118 + (2 + 0a + 4a^2)d1^75d2^118 + (1 + 2a + 2a^2)d1^76d2^118 + (0 + 0a + 4a^2)d1^77d2^118 + (2 + 4a + 1a^2)d1^78d2^118 + (1 + 1a + 0a^2)d1^79d2^118 + (2 + 0a + 1a^2)d1^80d2^118 + (0 + 2a + 3a^2)d1^81d2^118 + (3 + 1a + 2a^2)d1^82d2^118 + (4 + 2a + 1a^2)d1^83d2^118 + (3 + 3a + 4a^2)d1^84d2^118 + (2 + 0a + 2a^2)d1^85d2^118 + (0 + 3a + 2a^2)d1^86d2^118 + (1 + 2a + 1a^2)d1^87d2^118 + (0 + 4a + 3a^2)d1^88d2^118 + (3 + 3a + 1a^2)d1^89d2^118 + (0 + 0a + 4a^2)d1^90d2^118 + (2 + 2a + 1a^2)d1^91d2^118 + (3 + 0a + 0a^2)d1^92d2^118 + (4 + 4a + 0a^2)d1^93d2^118 + (2 + 4a + 1a^2)d1^94d2^118 + (3 + 3a + 4a^2)d1^95d2^118 + (2 + 1a + 2a^2)d1^96d2^118 + (2 + 0a + 0a^2)d1^97d2^118 + (2 + 2a + 3a^2)d1^98d2^118 + (3 + 0a + 3a^2)d1^99d2^118 + (2 + 2a + 1a^2)d1^100d2^118 + (4 + 4a + 2a^2)d1^101d2^118 + (3 + 2a + 0a^2)d1^102d2^118 + (1 + 3a + 2a^2)d1^103d2^118 + (3 + 3a + 2a^2)d1^104d2^118 + (3 + 3a + 3a^2)d1^105d2^118 + (2 + 1a + 1a^2)d1^106d2^118 + (3 + 4a + 2a^2)d1^107d2^118 + (0 + 0a + 2a^2)d1^108d2^118 + (4 + 2a + 0a^2)d1^109d2^118 + (2 + 3a + 0a^2)d1^110d2^118 + (3 + 3a + 1a^2)d1^111d2^118 + (4 + 4a + 4a^2)d1^112d2^118 + (3 + 4a + 3a^2)d1^113d2^118 + (0 + 0a + 2a^2)d1^114d2^118 + (0 + 3a + 3a^2)d1^115d2^118 + (1 + 2a + 4a^2)d1^116d2^118 + (3 + 1a + 2a^2)d1^117d2^118 + (3 + 3a + 4a^2)d1^118d2^118 + (1 + 0a + 1a^2)d1^119d2^118 + (4 + 3a + 4a^2)d1^120d2^118 + (2 + 2a + 0a^2)d1^121d2^118 + (0 + 3a + 1a^2)d1^122d2^118 + (1 + 1a + 3a^2)d1^123d2^118 + (1 + 0a + 0a^2)d1^124d2^118 + (3 + 2a + 1a^2)d1^125d2^118 + (1 + 0a + 4a^2)d1^126d2^118 + (0 + 4a + 3a^2)d1^127d2^118 + (1 + 3a + 0a^2)d1^128d2^118 + (4 + 1a + 0a^2)d1^129d2^118 + (3 + 4a + 3a^2)d1^130d2^118 + (3 + 4a + 2a^2)d1^131d2^118 + (4 + 4a + 4a^2)d1^132d2^118 + (4 + 1a + 4a^2)d1^133d2^118 + (1 + 2a + 1a^2)d1^134d2^118 + (4 + 4a + 2a^2)d1^135d2^118 + (2 + 1a + 1a^2)d1^136d2^118 + (0 + 3a + 4a^2)d1^137d2^118 + (2 + 2a + 1a^2)d1^138d2^118 + (1 + 0a + 1a^2)d1^139d2^118 + (1 + 3a + 3a^2)d1^140d2^118 + (2 + 3a + 2a^2)d1^141d2^118 + (3 + 0a + 4a^2)d1^142d2^118 + (2 + 3a + 2a^2)d1^143d2^118 + (1 + 2a + 4a^2)d1^144d2^118 + (2 + 0a + 0a^2)d1^145d2^118 + (0 + 1a + 0a^2)d1^146d2^118 + (1 + 2a + 0a^2)d1^147d2^118 + (3 + 2a + 0a^2)d1^149d2^118 + (4 + 0a + 1a^2)d1^150d2^118 + (2 + 4a + 4a^2)d1^151d2^118 + (1 + 0a + 1a^2)d1^152d2^118 + (2 + 1a + 1a^2)d1^153d2^118 + (0 + 1a + 0a^2)d1^154d2^118 + (3 + 4a + 2a^2)d1^155d2^118 + (3 + 1a + 1a^2)d1^156d2^118 + (2 + 3a + 0a^2)d1^157d2^118 + (2 + 4a + 1a^2)d1^158d2^118 + (3 + 3a + 0a^2)d1^159d2^118 + (3 + 2a + 2a^2)d1^160d2^118 + (1 + 0a + 3a^2)d1^161d2^118 + (1 + 4a + 3a^2)d1^162d2^118 + (2 + 2a + 1a^2)d1^163d2^118 + (0 + 3a + 3a^2)d1^164d2^118 + (1 + 1a + 3a^2)d1^165d2^118 + (0 + 2a + 3a^2)d1^166d2^118 + (3 + 2a + 3a^2)d1^167d2^118 + (1 + 2a + 3a^2)d1^168d2^118 + (3 + 4a + 4a^2)d1^169d2^118 + (2 + 0a + 1a^2)d1^170d2^118 + (4 + 3a + 2a^2)d1^171d2^118 + (2 + 3a + 2a^2)d1^172d2^118 + (2 + 2a + 2a^2)d1^173d2^118 + (2 + 4a + 2a^2)d1^174d2^118 + (4 + 0a + 0a^2)d1^175d2^118 + (3 + 3a + 3a^2)d1^176d2^118 + (2 + 3a + 4a^2)d1^177d2^118 + (0 + 2a + 2a^2)d1^178d2^118 + (4 + 3a + 4a^2)d1^179d2^118 + (1 + 0a + 2a^2)d1^180d2^118 + (0 + 3a + 2a^2)d1^181d2^118 + (4 + 0a + 1a^2)d1^182d2^118 + (0 + 2a + 1a^2)d1^183d2^118 + (1 + 1a + 2a^2)d1^184d2^118 + (3 + 2a + 1a^2)d1^185d2^118 + (2 + 0a + 0a^2)d1^186d2^118 + (4 + 3a + 0a^2)d1^187d2^118 + (4 + 1a + 4a^2)d1^188d2^118 + (4 + 3a + 3a^2)d1^189d2^118 + (3 + 0a + 1a^2)d1^190d2^118 + (2 + 3a + 1a^2)d1^191d2^118 + (1 + 1a + 4a^2)d1^192d2^118 + (0 + 4a + 1a^2)d1^193d2^118 + (0 + 4a + 3a^2)d1^194d2^118 + (0 + 0a + 2a^2)d1^195d2^118 + (2 + 4a + 4a^2)d1^196d2^118 + (1 + 3a + 4a^2)d1^197d2^118 + (3 + 0a + 4a^2)d1^198d2^118 + (3 + 0a + 4a^2)d1^199d2^118 + (1 + 1a + 2a^2)d1^200d2^118 + (0 + 3a + 4a^2)d1^201d2^118 + (3 + 0a + 1a^2)d1^202d2^118 + (3 + 1a + 4a^2)d1^203d2^118 + (4 + 3a + 0a^2)d1^204d2^118 + (2 + 1a + 2a^2)d1^205d2^118 + (3 + 3a + 4a^2)d1^206d2^118 + (2 + 4a + 1a^2)d1^207d2^118 + (2 + 0a + 1a^2)d1^208d2^118 + (1 + 1a + 4a^2)d1^209d2^118 + (3 + 4a + 1a^2)d1^210d2^118 + (3 + 2a + 2a^2)d1^211d2^118 + (2 + 3a + 3a^2)d1^212d2^118 + (3 + 4a + 1a^2)d1^213d2^118 + (2 + 4a + 1a^2)d1^214d2^118 + (3 + 3a + 2a^2)d1^215d2^118 + (0 + 4a + 1a^2)d1^216d2^118 + (4 + 0a + 3a^2)d1^217d2^118 + (1 + 0a + 4a^2)d1^218d2^118 + (4 + 0a + 2a^2)d1^219d2^118 + (1 + 3a + 1a^2)d1^220d2^118 + (1 + 2a + 4a^2)d1^221d2^118 + (1 + 4a + 0a^2)d1^222d2^118 + (2 + 2a + 2a^2)d1^223d2^118 + (1 + 0a + 0a^2)d1^224d2^118 + (3 + 4a + 1a^2)d1^225d2^118 + (2 + 2a + 2a^2)d1^227d2^118 + (1 + 4a + 0a^2)d1^228d2^118 + (3 + 1a + 0a^2)d1^229d2^118 + (4 + 1a + 0a^2)d1^230d2^118 + (3 + 3a + 2a^2)d1^231d2^118 + (4 + 4a + 0a^2)d1^232d2^118 + (3 + 3a + 2a^2)d1^233d2^118 + (2 + 4a + 4a^2)d1^234d2^118 + (0 + 1a + 3a^2)d1^235d2^118 + (2 + 1a + 1a^2)d1^236d2^118 + (1 + 1a + 4a^2)d1^237d2^118 + (1 + 3a + 2a^2)d1^238d2^118 + (4 + 4a + 3a^2)d1^239d2^118 + (0 + 3a + 1a^2)d1^240d2^118 + (2 + 0a + 4a^2)d1^241d2^118 + (1 + 0a + 0a^2)d1^242d2^118 + (4 + 1a + 1a^2)d1^243d2^118 + (4 + 2a + 3a^2)d1^244d2^118 + (4 + 2a + 2a^2)d1^245d2^118 + (2 + 3a + 1a^2)d1^246d2^118 + (3 + 1a + 1a^2)d1^247d2^118 + (3 + 0a + 3a^2)d1^248d2^118 + (0 + 2a + 1a^2)d1^249d2^118 + (3 + 4a + 3a^2)d1^250d2^118 + (1 + 0a + 4a^2)d1^251d2^118 + (0 + 4a + 3a^2)d1^252d2^118 + (3 + 1a + 1a^2)d1^253d2^118 + (1 + 1a + 0a^2)d1^254d2^118 + (3 + 2a + 1a^2)d1^255d2^118 + (0 + 4a + 0a^2)d1^256d2^118 + (3 + 1a + 4a^2)d1^257d2^118 + (1 + 4a + 3a^2)d1^258d2^118 + (4 + 4a + 2a^2)d1^259d2^118 + (4 + 4a + 4a^2)d1^260d2^118 + (4 + 3a + 4a^2)d1^261d2^118 + (4 + 4a + 1a^2)d1^262d2^118 + (2 + 3a + 2a^2)d1^263d2^118 + (1 + 1a + 2a^2)d1^264d2^118 + (1 + 0a + 2a^2)d1^265d2^118 + (4 + 3a + 3a^2)d1^266d2^118 + (2 + 4a + 4a^2)d1^267d2^118 + (3 + 3a + 4a^2)d1^268d2^118 + (1 + 3a + 1a^2)d1^269d2^118 + (2 + 4a + 1a^2)d1^270d2^118 + (1 + 3a + 3a^2)d1^271d2^118 + (1 + 2a + 1a^2)d1^272d2^118 + (0 + 4a + 2a^2)d1^273d2^118 + (1 + 1a + 1a^2)d1^274d2^118 + (3 + 2a + 3a^2)d1^275d2^118 + (0 + 1a + 2a^2)d1^276d2^118 + (2 + 2a + 2a^2)d1^277d2^118 + (3 + 2a + 1a^2)d1^278d2^118 + (2 + 3a + 2a^2)d1^279d2^118 + (2 + 3a + 4a^2)d1^280d2^118 + (3 + 4a + 4a^2)d1^281d2^118 + (2 + 2a + 2a^2)d1^282d2^118 + (1 + 1a + 2a^2)d1^283d2^118 + (3 + 1a + 2a^2)d1^284d2^118 + (1 + 4a + 4a^2)d1^285d2^118 + (4 + 3a + 2a^2)d1^286d2^118 + (3 + 1a + 1a^2)d1^287d2^118 + (2 + 3a + 0a^2)d1^288d2^118 + (2 + 2a + 0a^2)d1^289d2^118 + (2 + 2a + 3a^2)d1^290d2^118 + (4 + 1a + 4a^2)d1^291d2^118 + (3 + 1a + 0a^2)d1^292d2^118 + (1 + 1a + 3a^2)d1^293d2^118 + (3 + 0a + 4a^2)d2^119 + (3 + 1a + 1a^2)d1^1d2^119 + (0 + 4a + 4a^2)d1^2d2^119 + (2 + 3a + 0a^2)d1^3d2^119 + (4 + 3a + 2a^2)d1^4d2^119 + (2 + 3a + 4a^2)d1^5d2^119 + (2 + 0a + 2a^2)d1^6d2^119 + (4 + 2a + 0a^2)d1^7d2^119 + (4 + 1a + 2a^2)d1^8d2^119 + (3 + 4a + 4a^2)d1^9d2^119 + (3 + 2a + 1a^2)d1^10d2^119 + (3 + 1a + 0a^2)d1^11d2^119 + (0 + 3a + 3a^2)d1^12d2^119 + (3 + 0a + 4a^2)d1^13d2^119 + (4 + 2a + 3a^2)d1^14d2^119 + (4 + 3a + 3a^2)d1^15d2^119 + (3 + 0a + 1a^2)d1^16d2^119 + (2 + 2a + 3a^2)d1^17d2^119 + (4 + 4a + 4a^2)d1^18d2^119 + (1 + 1a + 2a^2)d1^19d2^119 + (2 + 4a + 0a^2)d1^20d2^119 + (1 + 4a + 0a^2)d1^21d2^119 + (1 + 0a + 2a^2)d1^22d2^119 + (0 + 1a + 4a^2)d1^23d2^119 + (2 + 4a + 3a^2)d1^24d2^119 + (4 + 4a + 4a^2)d1^25d2^119 + (4 + 0a + 1a^2)d1^26d2^119 + (0 + 3a + 3a^2)d1^27d2^119 + (4 + 0a + 0a^2)d1^28d2^119 + (0 + 3a + 0a^2)d1^29d2^119 + (1 + 0a + 2a^2)d1^30d2^119 + (3 + 2a + 3a^2)d1^31d2^119 + (2 + 3a + 0a^2)d1^32d2^119 + (4 + 4a + 3a^2)d1^33d2^119 + (2 + 1a + 4a^2)d1^34d2^119 + (2 + 0a + 0a^2)d1^35d2^119 + (4 + 4a + 1a^2)d1^36d2^119 + (0 + 4a + 3a^2)d1^37d2^119 + (3 + 1a + 1a^2)d1^38d2^119 + (4 + 1a + 1a^2)d1^39d2^119 + (1 + 1a + 1a^2)d1^40d2^119 + (3 + 1a + 1a^2)d1^41d2^119 + (3 + 3a + 0a^2)d1^42d2^119 + (2 + 4a + 3a^2)d1^43d2^119 + (1 + 3a + 3a^2)d1^44d2^119 + (0 + 1a + 3a^2)d1^45d2^119 + (2 + 3a + 4a^2)d1^46d2^119 + (1 + 0a + 3a^2)d1^47d2^119 + (3 + 0a + 4a^2)d1^48d2^119 + (2 + 0a + 2a^2)d1^49d2^119 + (1 + 3a + 0a^2)d1^50d2^119 + (4 + 2a + 2a^2)d1^51d2^119 + (4 + 1a + 3a^2)d1^52d2^119 + (3 + 4a + 0a^2)d1^53d2^119 + (2 + 1a + 0a^2)d1^54d2^119 + (1 + 3a + 1a^2)d1^55d2^119 + (0 + 1a + 1a^2)d1^56d2^119 + (3 + 1a + 1a^2)d1^57d2^119 + (0 + 2a + 2a^2)d1^58d2^119 + (2 + 0a + 2a^2)d1^59d2^119 + (3 + 4a + 3a^2)d1^60d2^119 + (0 + 4a + 1a^2)d1^61d2^119 + (3 + 4a + 1a^2)d1^62d2^119 + (1 + 0a + 1a^2)d1^63d2^119 + (3 + 4a + 0a^2)d1^64d2^119 + (3 + 4a + 1a^2)d1^65d2^119 + (3 + 3a + 4a^2)d1^66d2^119 + (0 + 1a + 4a^2)d1^67d2^119 + (3 + 4a + 4a^2)d1^68d2^119 + (0 + 3a + 2a^2)d1^69d2^119 + (3 + 1a + 2a^2)d1^70d2^119 + (2 + 3a + 2a^2)d1^71d2^119 + (1 + 1a + 4a^2)d1^72d2^119 + (2 + 2a + 3a^2)d1^73d2^119 + (0 + 2a + 4a^2)d1^74d2^119 + (4 + 2a + 1a^2)d1^75d2^119 + (3 + 4a + 0a^2)d1^76d2^119 + (4 + 1a + 0a^2)d1^77d2^119 + (4 + 2a + 4a^2)d1^78d2^119 + (4 + 1a + 3a^2)d1^79d2^119 + (4 + 1a + 4a^2)d1^80d2^119 + (1 + 4a + 0a^2)d1^81d2^119 + (4 + 0a + 2a^2)d1^82d2^119 + (4 + 4a + 1a^2)d1^83d2^119 + (2 + 2a + 4a^2)d1^84d2^119 + (3 + 4a + 0a^2)d1^85d2^119 + (0 + 0a + 2a^2)d1^87d2^119 + (1 + 0a + 2a^2)d1^88d2^119 + (1 + 1a + 3a^2)d1^89d2^119 + (1 + 4a + 3a^2)d1^90d2^119 + (3 + 0a + 0a^2)d1^91d2^119 + (2 + 4a + 1a^2)d1^92d2^119 + (2 + 1a + 0a^2)d1^93d2^119 + (2 + 2a + 0a^2)d1^94d2^119 + (4 + 0a + 0a^2)d1^95d2^119 + (2 + 0a + 3a^2)d1^96d2^119 + (0 + 4a + 1a^2)d1^97d2^119 + (0 + 4a + 0a^2)d1^98d2^119 + (0 + 1a + 3a^2)d1^99d2^119 + (1 + 0a + 3a^2)d1^100d2^119 + (3 + 1a + 0a^2)d1^101d2^119 + (4 + 1a + 1a^2)d1^102d2^119 + (3 + 1a + 2a^2)d1^103d2^119 + (1 + 3a + 2a^2)d1^104d2^119 + (0 + 2a + 4a^2)d1^105d2^119 + (3 + 2a + 0a^2)d1^106d2^119 + (4 + 4a + 4a^2)d1^107d2^119 + (1 + 2a + 2a^2)d1^108d2^119 + (2 + 0a + 2a^2)d1^109d2^119 + (2 + 0a + 2a^2)d1^110d2^119 + (1 + 1a + 3a^2)d1^111d2^119 + (3 + 3a + 2a^2)d1^112d2^119 + (2 + 3a + 4a^2)d1^113d2^119 + (4 + 0a + 4a^2)d1^114d2^119 + (0 + 4a + 3a^2)d1^115d2^119 + (4 + 1a + 3a^2)d1^116d2^119 + (0 + 3a + 4a^2)d1^117d2^119 + (1 + 2a + 0a^2)d1^118d2^119 + (3 + 2a + 4a^2)d1^119d2^119 + (4 + 3a + 2a^2)d1^120d2^119 + (1 + 2a + 3a^2)d1^121d2^119 + (1 + 0a + 3a^2)d1^122d2^119 + (1 + 3a + 1a^2)d1^123d2^119 + (1 + 2a + 3a^2)d1^124d2^119 + (0 + 0a + 3a^2)d1^125d2^119 + (4 + 4a + 1a^2)d1^126d2^119 + (4 + 2a + 3a^2)d1^127d2^119 + (4 + 1a + 2a^2)d1^128d2^119 + (3 + 2a + 0a^2)d1^129d2^119 + (3 + 0a + 0a^2)d1^130d2^119 + (0 + 3a + 1a^2)d1^131d2^119 + (1 + 1a + 0a^2)d1^132d2^119 + (3 + 2a + 4a^2)d1^133d2^119 + (1 + 1a + 2a^2)d1^134d2^119 + (1 + 2a + 3a^2)d1^135d2^119 + (2 + 1a + 0a^2)d1^136d2^119 + (1 + 3a + 0a^2)d1^137d2^119 + (0 + 4a + 0a^2)d1^138d2^119 + (3 + 0a + 0a^2)d1^139d2^119 + (1 + 4a + 4a^2)d1^140d2^119 + (4 + 4a + 4a^2)d1^141d2^119 + (2 + 0a + 2a^2)d1^142d2^119 + (0 + 0a + 3a^2)d1^143d2^119 + (4 + 2a + 4a^2)d1^144d2^119 + (4 + 2a + 3a^2)d1^145d2^119 + (2 + 3a + 2a^2)d1^146d2^119 + (4 + 1a + 4a^2)d1^147d2^119 + (3 + 2a + 3a^2)d1^148d2^119 + (3 + 0a + 2a^2)d1^149d2^119 + (2 + 3a + 1a^2)d1^150d2^119 + (0 + 2a + 1a^2)d1^151d2^119 + (1 + 0a + 4a^2)d1^152d2^119 + (3 + 4a + 2a^2)d1^153d2^119 + (4 + 4a + 3a^2)d1^154d2^119 + (0 + 4a + 2a^2)d1^155d2^119 + (4 + 3a + 1a^2)d1^156d2^119 + (1 + 2a + 2a^2)d1^157d2^119 + (3 + 3a + 4a^2)d1^158d2^119 + (2 + 3a + 3a^2)d1^159d2^119 + (4 + 2a + 2a^2)d1^160d2^119 + (3 + 2a + 0a^2)d1^161d2^119 + (3 + 3a + 2a^2)d1^162d2^119 + (4 + 3a + 1a^2)d1^163d2^119 + (0 + 0a + 2a^2)d1^164d2^119 + (0 + 4a + 4a^2)d1^166d2^119 + (3 + 1a + 0a^2)d1^167d2^119 + (3 + 0a + 4a^2)d1^168d2^119 + (4 + 2a + 3a^2)d1^169d2^119 + (2 + 4a + 0a^2)d1^170d2^119 + (3 + 4a + 3a^2)d1^171d2^119 + (2 + 0a + 2a^2)d1^172d2^119 + (0 + 2a + 2a^2)d1^173d2^119 + (2 + 3a + 0a^2)d1^174d2^119 + (3 + 0a + 4a^2)d1^175d2^119 + (2 + 0a + 2a^2)d1^176d2^119 + (3 + 2a + 2a^2)d1^177d2^119 + (0 + 4a + 2a^2)d1^178d2^119 + (4 + 0a + 0a^2)d1^179d2^119 + (2 + 2a + 2a^2)d1^180d2^119 + (4 + 3a + 4a^2)d1^181d2^119 + (0 + 1a + 1a^2)d1^182d2^119 + (0 + 3a + 3a^2)d1^183d2^119 + (0 + 4a + 3a^2)d1^184d2^119 + (1 + 2a + 2a^2)d1^185d2^119 + (4 + 3a + 3a^2)d1^186d2^119 + (2 + 0a + 4a^2)d1^187d2^119 + (1 + 4a + 0a^2)d1^188d2^119 + (3 + 0a + 1a^2)d1^189d2^119 + (1 + 0a + 0a^2)d1^190d2^119 + (4 + 1a + 1a^2)d1^191d2^119 + (4 + 4a + 1a^2)d1^192d2^119 + (0 + 3a + 0a^2)d1^193d2^119 + (1 + 1a + 2a^2)d1^194d2^119 + (3 + 0a + 4a^2)d1^195d2^119 + (2 + 4a + 3a^2)d1^196d2^119 + (4 + 3a + 1a^2)d1^197d2^119 + (1 + 1a + 2a^2)d1^198d2^119 + (2 + 4a + 0a^2)d1^199d2^119 + (2 + 0a + 3a^2)d1^200d2^119 + (0 + 1a + 2a^2)d1^201d2^119 + (3 + 4a + 1a^2)d1^202d2^119 + (0 + 1a + 4a^2)d1^203d2^119 + (4 + 1a + 2a^2)d1^204d2^119 + (0 + 3a + 0a^2)d1^205d2^119 + (4 + 0a + 2a^2)d1^206d2^119 + (3 + 1a + 3a^2)d1^207d2^119 + (4 + 3a + 1a^2)d1^208d2^119 + (3 + 4a + 1a^2)d1^209d2^119 + (2 + 1a + 1a^2)d1^210d2^119 + (0 + 3a + 3a^2)d1^211d2^119 + (2 + 0a + 2a^2)d1^212d2^119 + (4 + 0a + 2a^2)d1^213d2^119 + (1 + 1a + 3a^2)d1^214d2^119 + (3 + 4a + 4a^2)d1^215d2^119 + (1 + 0a + 0a^2)d1^216d2^119 + (0 + 1a + 1a^2)d1^217d2^119 + (0 + 2a + 3a^2)d1^218d2^119 + (3 + 1a + 2a^2)d1^219d2^119 + (3 + 3a + 4a^2)d1^220d2^119 + (0 + 4a + 1a^2)d1^221d2^119 + (3 + 0a + 2a^2)d1^222d2^119 + (3 + 0a + 2a^2)d1^223d2^119 + (4 + 3a + 4a^2)d1^224d2^119 + (1 + 2a + 4a^2)d1^225d2^119 + (2 + 1a + 2a^2)d1^226d2^119 + (2 + 4a + 3a^2)d1^227d2^119 + (4 + 1a + 4a^2)d1^228d2^119 + (1 + 4a + 2a^2)d1^229d2^119 + (4 + 1a + 1a^2)d1^230d2^119 + (3 + 2a + 1a^2)d1^231d2^119 + (2 + 0a + 3a^2)d1^232d2^119 + (4 + 3a + 4a^2)d1^233d2^119 + (0 + 2a + 1a^2)d1^234d2^119 + (2 + 2a + 0a^2)d1^235d2^119 + (4 + 4a + 4a^2)d1^236d2^119 + (4 + 1a + 3a^2)d1^237d2^119 + (2 + 0a + 3a^2)d1^238d2^119 + (1 + 4a + 1a^2)d1^239d2^119 + (3 + 1a + 4a^2)d1^240d2^119 + (3 + 2a + 4a^2)d1^241d2^119 + (2 + 1a + 1a^2)d1^242d2^119 + (0 + 1a + 1a^2)d1^243d2^119 + (3 + 1a + 3a^2)d1^244d2^119 + (2 + 0a + 3a^2)d1^245d2^119 + (1 + 4a + 3a^2)d1^246d2^119 + (0 + 4a + 2a^2)d1^247d2^119 + (0 + 2a + 3a^2)d1^248d2^119 + (0 + 3a + 0a^2)d1^249d2^119 + (3 + 2a + 2a^2)d1^250d2^119 + (4 + 3a + 0a^2)d1^251d2^119 + (4 + 4a + 3a^2)d1^252d2^119 + (1 + 0a + 4a^2)d1^253d2^119 + (4 + 0a + 0a^2)d1^254d2^119 + (4 + 1a + 3a^2)d1^255d2^119 + (0 + 4a + 2a^2)d1^256d2^119 + (4 + 3a + 1a^2)d1^257d2^119 + (2 + 0a + 1a^2)d1^258d2^119 + (0 + 2a + 1a^2)d1^259d2^119 + (1 + 0a + 0a^2)d1^260d2^119 + (1 + 0a + 3a^2)d1^261d2^119 + (0 + 1a + 2a^2)d1^262d2^119 + (0 + 2a + 2a^2)d1^263d2^119 + (1 + 4a + 2a^2)d1^264d2^119 + (0 + 0a + 4a^2)d1^265d2^119 + (1 + 3a + 0a^2)d1^266d2^119 + (3 + 3a + 2a^2)d1^267d2^119 + (2 + 3a + 2a^2)d1^268d2^119 + (4 + 1a + 2a^2)d1^269d2^119 + (2 + 2a + 0a^2)d1^270d2^119 + (2 + 0a + 2a^2)d1^271d2^119 + (2 + 4a + 1a^2)d1^272d2^119 + (3 + 4a + 0a^2)d1^273d2^119 + (4 + 4a + 3a^2)d1^274d2^119 + (3 + 4a + 4a^2)d1^275d2^119 + (3 + 0a + 1a^2)d1^276d2^119 + (0 + 0a + 3a^2)d1^277d2^119 + (1 + 0a + 0a^2)d1^278d2^119 + (1 + 1a + 3a^2)d1^279d2^119 + (3 + 2a + 3a^2)d1^280d2^119 + (4 + 0a + 2a^2)d1^281d2^119 + (4 + 3a + 1a^2)d1^282d2^119 + (0 + 0a + 4a^2)d1^283d2^119 + (1 + 1a + 1a^2)d1^284d2^119 + (3 + 2a + 3a^2)d1^285d2^119 + (4 + 1a + 1a^2)d1^286d2^119 + (1 + 3a + 3a^2)d1^287d2^119 + (3 + 4a + 1a^2)d1^288d2^119 + (0 + 2a + 0a^2)d1^289d2^119 + (3 + 0a + 2a^2)d1^290d2^119 + (0 + 3a + 1a^2)d1^291d2^119 + (4 + 2a + 2a^2)d1^292d2^119 + (0 + 4a + 2a^2)d1^293d2^119 + (1 + 0a + 4a^2)d2^120 + (2 + 4a + 0a^2)d1^1d2^120 + (1 + 3a + 3a^2)d1^2d2^120 + (0 + 0a + 1a^2)d1^3d2^120 + (0 + 0a + 1a^2)d1^4d2^120 + (3 + 2a + 3a^2)d1^5d2^120 + (0 + 3a + 1a^2)d1^6d2^120 + (4 + 2a + 0a^2)d1^7d2^120 + (1 + 0a + 4a^2)d1^8d2^120 + (0 + 3a + 4a^2)d1^9d2^120 + (2 + 3a + 4a^2)d1^10d2^120 + (4 + 2a + 4a^2)d1^11d2^120 + (2 + 0a + 3a^2)d1^12d2^120 + (2 + 2a + 1a^2)d1^13d2^120 + (4 + 0a + 1a^2)d1^14d2^120 + (1 + 2a + 1a^2)d1^15d2^120 + (2 + 0a + 0a^2)d1^16d2^120 + (0 + 4a + 1a^2)d1^17d2^120 + (1 + 2a + 0a^2)d1^18d2^120 + (4 + 4a + 0a^2)d1^19d2^120 + (2 + 3a + 4a^2)d1^20d2^120 + (0 + 0a + 4a^2)d1^21d2^120 + (0 + 4a + 0a^2)d1^22d2^120 + (3 + 1a + 3a^2)d1^23d2^120 + (4 + 2a + 1a^2)d1^25d2^120 + (1 + 3a + 4a^2)d1^26d2^120 + (4 + 4a + 4a^2)d1^27d2^120 + (3 + 0a + 4a^2)d1^28d2^120 + (4 + 3a + 3a^2)d1^29d2^120 + (1 + 0a + 3a^2)d1^30d2^120 + (2 + 4a + 3a^2)d1^31d2^120 + (2 + 2a + 0a^2)d1^32d2^120 + (3 + 1a + 1a^2)d1^33d2^120 + (2 + 2a + 4a^2)d1^34d2^120 + (3 + 2a + 1a^2)d1^35d2^120 + (1 + 0a + 2a^2)d1^36d2^120 + (0 + 3a + 0a^2)d1^37d2^120 + (4 + 0a + 1a^2)d1^38d2^120 + (2 + 4a + 4a^2)d1^39d2^120 + (0 + 4a + 4a^2)d1^40d2^120 + (2 + 0a + 2a^2)d1^41d2^120 + (0 + 0a + 1a^2)d1^42d2^120 + (2 + 0a + 2a^2)d1^43d2^120 + (2 + 3a + 2a^2)d1^44d2^120 + (2 + 3a + 4a^2)d1^45d2^120 + (2 + 2a + 4a^2)d1^46d2^120 + (1 + 0a + 2a^2)d1^47d2^120 + (0 + 3a + 3a^2)d1^48d2^120 + (2 + 4a + 2a^2)d1^49d2^120 + (3 + 3a + 0a^2)d1^50d2^120 + (1 + 4a + 4a^2)d1^51d2^120 + (0 + 2a + 1a^2)d1^52d2^120 + (3 + 2a + 3a^2)d1^53d2^120 + (0 + 2a + 1a^2)d1^54d2^120 + (3 + 4a + 0a^2)d1^55d2^120 + (3 + 1a + 2a^2)d1^56d2^120 + (0 + 3a + 2a^2)d1^57d2^120 + (2 + 0a + 2a^2)d1^58d2^120 + (4 + 1a + 3a^2)d1^59d2^120 + (2 + 1a + 0a^2)d1^60d2^120 + (0 + 2a + 4a^2)d1^61d2^120 + (3 + 1a + 3a^2)d1^62d2^120 + (3 + 4a + 3a^2)d1^63d2^120 + (1 + 0a + 1a^2)d1^64d2^120 + (4 + 1a + 0a^2)d1^65d2^120 + (1 + 2a + 2a^2)d1^66d2^120 + (2 + 3a + 1a^2)d1^67d2^120 + (2 + 3a + 1a^2)d1^68d2^120 + (0 + 1a + 0a^2)d1^69d2^120 + (0 + 1a + 3a^2)d1^70d2^120 + (4 + 2a + 3a^2)d1^71d2^120 + (1 + 1a + 0a^2)d1^72d2^120 + (1 + 0a + 2a^2)d1^73d2^120 + (4 + 3a + 2a^2)d1^74d2^120 + (0 + 4a + 1a^2)d1^75d2^120 + (1 + 2a + 0a^2)d1^76d2^120 + (1 + 2a + 4a^2)d1^77d2^120 + (4 + 1a + 4a^2)d1^78d2^120 + (1 + 1a + 3a^2)d1^79d2^120 + (0 + 2a + 1a^2)d1^80d2^120 + (1 + 2a + 3a^2)d1^81d2^120 + (0 + 4a + 2a^2)d1^82d2^120 + (2 + 1a + 0a^2)d1^83d2^120 + (0 + 0a + 3a^2)d1^84d2^120 + (2 + 1a + 4a^2)d1^85d2^120 + (1 + 3a + 0a^2)d1^86d2^120 + (0 + 3a + 2a^2)d1^87d2^120 + (4 + 4a + 1a^2)d1^88d2^120 + (4 + 4a + 3a^2)d1^89d2^120 + (4 + 4a + 4a^2)d1^90d2^120 + (3 + 2a + 1a^2)d1^91d2^120 + (3 + 3a + 1a^2)d1^92d2^120 + (3 + 4a + 1a^2)d1^93d2^120 + (0 + 2a + 4a^2)d1^94d2^120 + (2 + 3a + 2a^2)d1^95d2^120 + (4 + 1a + 0a^2)d1^96d2^120 + (0 + 2a + 2a^2)d1^97d2^120 + (3 + 2a + 4a^2)d1^98d2^120 + (4 + 1a + 3a^2)d1^99d2^120 + (1 + 0a + 0a^2)d1^100d2^120 + (0 + 4a + 1a^2)d1^101d2^120 + (4 + 1a + 2a^2)d1^102d2^120 + (2 + 2a + 3a^2)d1^103d2^120 + (1 + 4a + 2a^2)d1^104d2^120 + (4 + 4a + 1a^2)d1^105d2^120 + (4 + 3a + 3a^2)d1^106d2^120 + (2 + 3a + 2a^2)d1^107d2^120 + (1 + 3a + 1a^2)d1^108d2^120 + (1 + 1a + 3a^2)d1^109d2^120 + (0 + 3a + 0a^2)d1^110d2^120 + (0 + 3a + 0a^2)d1^111d2^120 + (0 + 3a + 2a^2)d1^112d2^120 + (2 + 3a + 4a^2)d1^113d2^120 + (3 + 3a + 0a^2)d1^114d2^120 + (4 + 3a + 0a^2)d1^115d2^120 + (1 + 1a + 3a^2)d1^116d2^120 + (2 + 0a + 0a^2)d1^117d2^120 + (0 + 4a + 2a^2)d1^118d2^120 + (1 + 4a + 3a^2)d1^119d2^120 + (4 + 0a + 1a^2)d1^120d2^120 + (4 + 0a + 4a^2)d1^121d2^120 + (2 + 2a + 3a^2)d1^122d2^120 + (1 + 1a + 1a^2)d1^123d2^120 + (2 + 0a + 0a^2)d1^124d2^120 + (4 + 3a + 3a^2)d1^125d2^120 + (4 + 2a + 1a^2)d1^126d2^120 + (4 + 4a + 3a^2)d1^127d2^120 + (2 + 1a + 4a^2)d1^128d2^120 + (0 + 3a + 4a^2)d1^129d2^120 + (2 + 3a + 4a^2)d1^130d2^120 + (2 + 2a + 3a^2)d1^131d2^120 + (0 + 3a + 2a^2)d1^132d2^120 + (4 + 0a + 3a^2)d1^133d2^120 + (2 + 4a + 2a^2)d1^134d2^120 + (0 + 2a + 1a^2)d1^135d2^120 + (0 + 0a + 2a^2)d1^136d2^120 + (1 + 0a + 2a^2)d1^137d2^120 + (4 + 3a + 2a^2)d1^138d2^120 + (3 + 4a + 2a^2)d1^139d2^120 + (2 + 2a + 2a^2)d1^140d2^120 + (2 + 2a + 0a^2)d1^141d2^120 + (2 + 2a + 4a^2)d1^142d2^120 + (1 + 1a + 4a^2)d1^143d2^120 + (2 + 3a + 3a^2)d1^144d2^120 + (4 + 2a + 3a^2)d1^145d2^120 + (1 + 1a + 4a^2)d1^146d2^120 + (2 + 4a + 0a^2)d1^147d2^120 + (1 + 0a + 4a^2)d1^148d2^120 + (2 + 3a + 0a^2)d1^149d2^120 + (0 + 2a + 2a^2)d1^150d2^120 + (1 + 1a + 4a^2)d1^151d2^120 + (2 + 1a + 4a^2)d1^152d2^120 + (2 + 1a + 0a^2)d1^153d2^120 + (4 + 3a + 4a^2)d1^154d2^120 + (0 + 0a + 1a^2)d1^155d2^120 + (2 + 3a + 0a^2)d1^156d2^120 + (4 + 1a + 2a^2)d1^157d2^120 + (0 + 2a + 3a^2)d1^158d2^120 + (1 + 3a + 3a^2)d1^159d2^120 + (2 + 2a + 4a^2)d1^160d2^120 + (1 + 0a + 1a^2)d1^161d2^120 + (1 + 4a + 3a^2)d1^162d2^120 + (3 + 3a + 2a^2)d1^163d2^120 + (0 + 1a + 4a^2)d1^164d2^120 + (2 + 3a + 4a^2)d1^165d2^120 + (2 + 4a + 2a^2)d1^166d2^120 + (3 + 0a + 4a^2)d1^167d2^120 + (0 + 2a + 0a^2)d1^168d2^120 + (3 + 0a + 2a^2)d1^169d2^120 + (4 + 3a + 1a^2)d1^170d2^120 + (3 + 1a + 1a^2)d1^171d2^120 + (3 + 0a + 0a^2)d1^172d2^120 + (2 + 0a + 4a^2)d1^173d2^120 + (2 + 3a + 3a^2)d1^174d2^120 + (4 + 1a + 4a^2)d1^175d2^120 + (4 + 2a + 2a^2)d1^176d2^120 + (0 + 4a + 2a^2)d1^177d2^120 + (3 + 3a + 2a^2)d1^178d2^120 + (2 + 3a + 1a^2)d1^179d2^120 + (1 + 0a + 4a^2)d1^180d2^120 + (1 + 4a + 2a^2)d1^181d2^120 + (3 + 4a + 1a^2)d1^182d2^120 + (3 + 4a + 1a^2)d1^183d2^120 + (3 + 2a + 2a^2)d1^184d2^120 + (4 + 2a + 4a^2)d1^185d2^120 + (2 + 3a + 1a^2)d1^186d2^120 + (1 + 4a + 2a^2)d1^188d2^120 + (3 + 0a + 2a^2)d1^189d2^120 + (1 + 1a + 1a^2)d1^190d2^120 + (4 + 3a + 2a^2)d1^191d2^120 + (1 + 0a + 1a^2)d1^192d2^120 + (1 + 3a + 3a^2)d1^193d2^120 + (4 + 1a + 0a^2)d1^194d2^120 + (2 + 4a + 3a^2)d1^195d2^120 + (1 + 0a + 2a^2)d1^196d2^120 + (3 + 1a + 2a^2)d1^197d2^120 + (4 + 2a + 0a^2)d1^198d2^120 + (2 + 2a + 4a^2)d1^199d2^120 + (0 + 0a + 3a^2)d1^200d2^120 + (3 + 1a + 4a^2)d1^201d2^120 + (3 + 4a + 3a^2)d1^202d2^120 + (2 + 2a + 4a^2)d1^203d2^120 + (2 + 4a + 1a^2)d1^204d2^120 + (2 + 2a + 4a^2)d1^205d2^120 + (3 + 4a + 1a^2)d1^206d2^120 + (3 + 0a + 0a^2)d1^207d2^120 + (1 + 2a + 4a^2)d1^208d2^120 + (3 + 4a + 1a^2)d1^209d2^120 + (2 + 0a + 0a^2)d1^210d2^120 + (0 + 0a + 1a^2)d1^211d2^120 + (0 + 4a + 0a^2)d1^212d2^120 + (1 + 3a + 0a^2)d1^213d2^120 + (4 + 4a + 1a^2)d1^214d2^120 + (0 + 4a + 2a^2)d1^215d2^120 + (2 + 0a + 1a^2)d1^216d2^120 + (3 + 3a + 2a^2)d1^217d2^120 + (4 + 2a + 3a^2)d1^218d2^120 + (2 + 2a + 1a^2)d1^219d2^120 + (2 + 1a + 0a^2)d1^220d2^120 + (1 + 1a + 4a^2)d1^221d2^120 + (2 + 2a + 1a^2)d1^222d2^120 + (2 + 3a + 1a^2)d1^223d2^120 + (3 + 0a + 1a^2)d1^224d2^120 + (1 + 2a + 4a^2)d1^225d2^120 + (1 + 1a + 3a^2)d1^226d2^120 + (0 + 1a + 0a^2)d1^227d2^120 + (0 + 2a + 4a^2)d1^228d2^120 + (0 + 4a + 1a^2)d1^229d2^120 + (1 + 0a + 0a^2)d1^230d2^120 + (2 + 2a + 1a^2)d1^231d2^120 + (0 + 3a + 0a^2)d1^232d2^120 + (0 + 1a + 2a^2)d1^233d2^120 + (0 + 4a + 1a^2)d1^234d2^120 + (3 + 4a + 4a^2)d1^235d2^120 + (1 + 3a + 3a^2)d1^236d2^120 + (1 + 1a + 2a^2)d1^237d2^120 + (0 + 4a + 1a^2)d1^238d2^120 + (2 + 4a + 3a^2)d1^239d2^120 + (1 + 0a + 0a^2)d1^240d2^120 + (3 + 4a + 2a^2)d1^241d2^120 + (4 + 4a + 0a^2)d1^242d2^120 + (0 + 1a + 2a^2)d1^243d2^120 + (0 + 1a + 4a^2)d1^244d2^120 + (0 + 2a + 2a^2)d1^245d2^120 + (4 + 3a + 2a^2)d1^246d2^120 + (4 + 2a + 2a^2)d1^247d2^120 + (3 + 0a + 1a^2)d1^248d2^120 + (0 + 4a + 2a^2)d1^249d2^120 + (0 + 3a + 0a^2)d1^250d2^120 + (2 + 2a + 2a^2)d1^251d2^120 + (3 + 0a + 0a^2)d1^252d2^120 + (0 + 2a + 0a^2)d1^253d2^120 + (0 + 3a + 4a^2)d1^254d2^120 + (1 + 2a + 3a^2)d1^255d2^120 + (2 + 0a + 3a^2)d1^256d2^120 + (3 + 4a + 2a^2)d1^257d2^120 + (3 + 3a + 4a^2)d1^258d2^120 + (4 + 4a + 1a^2)d1^259d2^120 + (4 + 0a + 3a^2)d1^260d2^120 + (3 + 3a + 4a^2)d1^261d2^120 + (0 + 0a + 1a^2)d1^262d2^120 + (3 + 1a + 1a^2)d1^263d2^120 + (0 + 4a + 0a^2)d1^264d2^120 + (4 + 3a + 3a^2)d1^265d2^120 + (4 + 2a + 0a^2)d1^266d2^120 + (4 + 4a + 0a^2)d1^267d2^120 + (4 + 2a + 3a^2)d1^268d2^120 + (2 + 1a + 2a^2)d1^269d2^120 + (4 + 1a + 4a^2)d1^270d2^120 + (0 + 0a + 4a^2)d1^271d2^120 + (3 + 0a + 3a^2)d1^272d2^120 + (2 + 1a + 1a^2)d1^273d2^120 + (4 + 0a + 1a^2)d1^274d2^120 + (2 + 1a + 1a^2)d1^275d2^120 + (3 + 0a + 3a^2)d1^276d2^120 + (0 + 0a + 4a^2)d1^277d2^120 + (2 + 0a + 2a^2)d1^278d2^120 + (4 + 2a + 0a^2)d1^279d2^120 + (4 + 1a + 1a^2)d1^280d2^120 + (1 + 1a + 3a^2)d1^282d2^120 + (2 + 1a + 1a^2)d1^283d2^120 + (1 + 3a + 3a^2)d1^284d2^120 + (4 + 0a + 4a^2)d1^285d2^120 + (3 + 1a + 2a^2)d1^286d2^120 + (2 + 3a + 3a^2)d1^287d2^120 + (2 + 4a + 4a^2)d1^288d2^120 + (4 + 4a + 2a^2)d1^289d2^120 + (4 + 1a + 1a^2)d1^290d2^120 + (2 + 1a + 0a^2)d1^291d2^120 + (4 + 4a + 3a^2)d1^292d2^120 + (4 + 4a + 4a^2)d1^293d2^120 + (1 + 0a + 0a^2)d2^121 + (3 + 3a + 2a^2)d1^1d2^121 + (2 + 3a + 1a^2)d1^2d2^121 + (2 + 4a + 4a^2)d1^3d2^121 + (1 + 0a + 3a^2)d1^4d2^121 + (3 + 1a + 0a^2)d1^5d2^121 + (2 + 4a + 1a^2)d1^6d2^121 + (2 + 4a + 2a^2)d1^7d2^121 + (1 + 0a + 4a^2)d1^8d2^121 + (4 + 1a + 3a^2)d1^9d2^121 + (2 + 4a + 4a^2)d1^10d2^121 + (1 + 0a + 3a^2)d1^11d2^121 + (2 + 3a + 0a^2)d1^12d2^121 + (2 + 1a + 4a^2)d1^13d2^121 + (3 + 4a + 4a^2)d1^14d2^121 + (4 + 2a + 1a^2)d1^15d2^121 + (3 + 1a + 3a^2)d1^16d2^121 + (1 + 4a + 1a^2)d1^17d2^121 + (2 + 2a + 3a^2)d1^18d2^121 + (0 + 2a + 0a^2)d1^19d2^121 + (2 + 2a + 4a^2)d1^20d2^121 + (4 + 3a + 3a^2)d1^21d2^121 + (2 + 0a + 3a^2)d1^22d2^121 + (2 + 1a + 0a^2)d1^23d2^121 + (0 + 1a + 1a^2)d1^24d2^121 + (0 + 4a + 3a^2)d1^25d2^121 + (1 + 1a + 3a^2)d1^26d2^121 + (4 + 2a + 1a^2)d1^27d2^121 + (4 + 3a + 4a^2)d1^28d2^121 + (3 + 4a + 3a^2)d1^29d2^121 + (0 + 0a + 1a^2)d1^30d2^121 + (4 + 0a + 4a^2)d1^31d2^121 + (0 + 1a + 3a^2)d1^32d2^121 + (0 + 3a + 0a^2)d1^33d2^121 + (0 + 3a + 1a^2)d1^34d2^121 + (0 + 4a + 1a^2)d1^35d2^121 + (3 + 0a + 4a^2)d1^36d2^121 + (3 + 1a + 1a^2)d1^37d2^121 + (2 + 4a + 3a^2)d1^38d2^121 + (4 + 3a + 0a^2)d1^39d2^121 + (4 + 2a + 3a^2)d1^40d2^121 + (2 + 0a + 2a^2)d1^41d2^121 + (3 + 4a + 2a^2)d1^42d2^121 + (0 + 4a + 1a^2)d1^43d2^121 + (4 + 1a + 2a^2)d1^44d2^121 + (1 + 1a + 0a^2)d1^45d2^121 + (0 + 1a + 2a^2)d1^46d2^121 + (1 + 4a + 2a^2)d1^47d2^121 + (1 + 1a + 1a^2)d1^48d2^121 + (0 + 4a + 2a^2)d1^49d2^121 + (2 + 4a + 2a^2)d1^50d2^121 + (0 + 2a + 2a^2)d1^51d2^121 + (4 + 4a + 0a^2)d1^52d2^121 + (3 + 3a + 4a^2)d1^53d2^121 + (4 + 0a + 4a^2)d1^54d2^121 + (0 + 4a + 3a^2)d1^55d2^121 + (3 + 0a + 3a^2)d1^56d2^121 + (0 + 3a + 3a^2)d1^57d2^121 + (0 + 2a + 2a^2)d1^58d2^121 + (1 + 0a + 1a^2)d1^59d2^121 + (0 + 4a + 4a^2)d1^60d2^121 + (3 + 2a + 1a^2)d1^61d2^121 + (2 + 0a + 0a^2)d1^62d2^121 + (0 + 1a + 1a^2)d1^63d2^121 + (0 + 4a + 3a^2)d1^64d2^121 + (2 + 4a + 1a^2)d1^65d2^121 + (3 + 3a + 3a^2)d1^66d2^121 + (0 + 4a + 4a^2)d1^67d2^121 + (1 + 0a + 1a^2)d1^68d2^121 + (2 + 0a + 0a^2)d1^69d2^121 + (3 + 0a + 1a^2)d1^70d2^121 + (4 + 0a + 1a^2)d1^71d2^121 + (3 + 1a + 1a^2)d1^72d2^121 + (0 + 3a + 3a^2)d1^73d2^121 + (4 + 4a + 1a^2)d1^74d2^121 + (2 + 4a + 1a^2)d1^75d2^121 + (2 + 3a + 2a^2)d1^76d2^121 + (3 + 4a + 2a^2)d1^77d2^121 + (3 + 0a + 0a^2)d1^78d2^121 + (2 + 0a + 2a^2)d1^79d2^121 + (2 + 2a + 4a^2)d1^80d2^121 + (3 + 0a + 0a^2)d1^81d2^121 + (1 + 2a + 3a^2)d1^82d2^121 + (3 + 1a + 1a^2)d1^83d2^121 + (0 + 2a + 3a^2)d1^84d2^121 + (0 + 2a + 1a^2)d1^85d2^121 + (3 + 3a + 0a^2)d1^86d2^121 + (3 + 2a + 4a^2)d1^87d2^121 + (4 + 2a + 3a^2)d1^88d2^121 + (4 + 4a + 1a^2)d1^89d2^121 + (0 + 0a + 4a^2)d1^90d2^121 + (1 + 4a + 2a^2)d1^91d2^121 + (3 + 2a + 0a^2)d1^92d2^121 + (1 + 4a + 0a^2)d1^93d2^121 + (1 + 0a + 2a^2)d1^94d2^121 + (0 + 0a + 4a^2)d1^95d2^121 + (2 + 3a + 4a^2)d1^96d2^121 + (3 + 1a + 1a^2)d1^97d2^121 + (4 + 2a + 1a^2)d1^98d2^121 + (0 + 2a + 4a^2)d1^99d2^121 + (3 + 1a + 4a^2)d1^100d2^121 + (2 + 0a + 3a^2)d1^101d2^121 + (2 + 3a + 0a^2)d1^102d2^121 + (3 + 1a + 1a^2)d1^103d2^121 + (4 + 1a + 2a^2)d1^104d2^121 + (2 + 4a + 2a^2)d1^105d2^121 + (2 + 1a + 4a^2)d1^106d2^121 + (2 + 2a + 2a^2)d1^107d2^121 + (2 + 2a + 2a^2)d1^108d2^121 + (4 + 1a + 0a^2)d1^109d2^121 + (3 + 1a + 0a^2)d1^110d2^121 + (4 + 2a + 3a^2)d1^111d2^121 + (0 + 4a + 0a^2)d1^112d2^121 + (4 + 4a + 3a^2)d1^113d2^121 + (1 + 1a + 0a^2)d1^114d2^121 + (1 + 0a + 1a^2)d1^115d2^121 + (2 + 0a + 2a^2)d1^116d2^121 + (3 + 4a + 2a^2)d1^117d2^121 + (4 + 3a + 3a^2)d1^118d2^121 + (4 + 3a + 4a^2)d1^119d2^121 + (4 + 0a + 0a^2)d1^120d2^121 + (3 + 0a + 1a^2)d1^121d2^121 + (3 + 2a + 4a^2)d1^122d2^121 + (3 + 4a + 4a^2)d1^123d2^121 + (3 + 4a + 1a^2)d1^124d2^121 + (4 + 3a + 1a^2)d1^125d2^121 + (3 + 3a + 1a^2)d1^126d2^121 + (0 + 2a + 3a^2)d1^127d2^121 + (1 + 0a + 0a^2)d1^128d2^121 + (4 + 4a + 0a^2)d1^129d2^121 + (2 + 2a + 0a^2)d1^130d2^121 + (3 + 2a + 2a^2)d1^131d2^121 + (1 + 3a + 4a^2)d1^132d2^121 + (2 + 1a + 2a^2)d1^133d2^121 + (3 + 0a + 1a^2)d1^134d2^121 + (1 + 1a + 4a^2)d1^135d2^121 + (4 + 3a + 4a^2)d1^136d2^121 + (1 + 2a + 4a^2)d1^137d2^121 + (1 + 1a + 0a^2)d1^138d2^121 + (4 + 1a + 2a^2)d1^139d2^121 + (1 + 2a + 1a^2)d1^140d2^121 + (1 + 3a + 3a^2)d1^141d2^121 + (0 + 3a + 2a^2)d1^142d2^121 + (1 + 0a + 1a^2)d1^143d2^121 + (4 + 0a + 4a^2)d1^144d2^121 + (2 + 0a + 2a^2)d1^145d2^121 + (4 + 1a + 4a^2)d1^146d2^121 + (1 + 3a + 0a^2)d1^147d2^121 + (0 + 1a + 2a^2)d1^148d2^121 + (4 + 3a + 4a^2)d1^149d2^121 + (2 + 3a + 0a^2)d1^150d2^121 + (1 + 3a + 3a^2)d1^151d2^121 + (3 + 2a + 1a^2)d1^152d2^121 + (2 + 3a + 4a^2)d1^153d2^121 + (2 + 3a + 1a^2)d1^154d2^121 + (3 + 4a + 4a^2)d1^155d2^121 + (0 + 3a + 4a^2)d1^156d2^121 + (3 + 2a + 0a^2)d1^157d2^121 + (1 + 1a + 4a^2)d1^158d2^121 + (1 + 0a + 4a^2)d1^159d2^121 + (0 + 1a + 2a^2)d1^161d2^121 + (1 + 2a + 2a^2)d1^162d2^121 + (1 + 3a + 1a^2)d1^163d2^121 + (4 + 1a + 1a^2)d1^164d2^121 + (0 + 3a + 1a^2)d1^165d2^121 + (4 + 0a + 0a^2)d1^166d2^121 + (0 + 0a + 2a^2)d1^167d2^121 + (1 + 3a + 0a^2)d1^168d2^121 + (1 + 0a + 4a^2)d1^169d2^121 + (4 + 4a + 4a^2)d1^170d2^121 + (4 + 1a + 2a^2)d1^171d2^121 + (3 + 2a + 2a^2)d1^173d2^121 + (1 + 1a + 0a^2)d1^174d2^121 + (4 + 0a + 0a^2)d1^175d2^121 + (1 + 2a + 4a^2)d1^176d2^121 + (4 + 2a + 2a^2)d1^177d2^121 + (0 + 0a + 3a^2)d1^178d2^121 + (4 + 1a + 0a^2)d1^179d2^121 + (0 + 2a + 0a^2)d1^180d2^121 + (0 + 4a + 0a^2)d1^181d2^121 + (0 + 2a + 2a^2)d1^182d2^121 + (4 + 2a + 2a^2)d1^183d2^121 + (4 + 2a + 4a^2)d1^184d2^121 + (3 + 0a + 4a^2)d1^185d2^121 + (0 + 0a + 3a^2)d1^186d2^121 + (3 + 1a + 2a^2)d1^187d2^121 + (0 + 0a + 2a^2)d1^188d2^121 + (0 + 2a + 3a^2)d1^189d2^121 + (3 + 2a + 1a^2)d1^190d2^121 + (0 + 2a + 2a^2)d1^191d2^121 + (4 + 4a + 0a^2)d1^192d2^121 + (4 + 3a + 0a^2)d1^193d2^121 + (3 + 0a + 3a^2)d1^194d2^121 + (3 + 4a + 1a^2)d1^195d2^121 + (0 + 3a + 0a^2)d1^196d2^121 + (3 + 2a + 3a^2)d1^197d2^121 + (4 + 4a + 1a^2)d1^198d2^121 + (4 + 0a + 0a^2)d1^199d2^121 + (3 + 2a + 2a^2)d1^200d2^121 + (2 + 0a + 3a^2)d1^201d2^121 + (4 + 1a + 1a^2)d1^202d2^121 + (2 + 3a + 2a^2)d1^203d2^121 + (3 + 1a + 0a^2)d1^204d2^121 + (4 + 3a + 0a^2)d1^205d2^121 + (3 + 0a + 0a^2)d1^206d2^121 + (2 + 3a + 4a^2)d1^207d2^121 + (2 + 4a + 0a^2)d1^208d2^121 + (1 + 3a + 2a^2)d1^209d2^121 + (4 + 4a + 1a^2)d1^210d2^121 + (1 + 0a + 3a^2)d1^211d2^121 + (2 + 4a + 0a^2)d1^212d2^121 + (3 + 2a + 2a^2)d1^213d2^121 + (2 + 1a + 3a^2)d1^214d2^121 + (2 + 4a + 1a^2)d1^215d2^121 + (3 + 4a + 0a^2)d1^216d2^121 + (1 + 0a + 4a^2)d1^217d2^121 + (0 + 3a + 0a^2)d1^218d2^121 + (1 + 1a + 0a^2)d1^219d2^121 + (2 + 4a + 3a^2)d1^220d2^121 + (2 + 3a + 1a^2)d1^221d2^121 + (0 + 0a + 1a^2)d1^222d2^121 + (1 + 0a + 1a^2)d1^223d2^121 + (2 + 2a + 2a^2)d1^224d2^121 + (3 + 1a + 2a^2)d1^225d2^121 + (3 + 0a + 1a^2)d1^226d2^121 + (1 + 0a + 2a^2)d1^227d2^121 + (3 + 4a + 1a^2)d1^228d2^121 + (2 + 2a + 1a^2)d1^229d2^121 + (1 + 0a + 2a^2)d1^230d2^121 + (4 + 3a + 2a^2)d1^231d2^121 + (4 + 3a + 3a^2)d1^232d2^121 + (2 + 3a + 0a^2)d1^233d2^121 + (4 + 0a + 1a^2)d1^234d2^121 + (2 + 3a + 0a^2)d1^235d2^121 + (0 + 1a + 0a^2)d1^236d2^121 + (0 + 0a + 1a^2)d1^237d2^121 + (4 + 4a + 4a^2)d1^238d2^121 + (3 + 1a + 4a^2)d1^239d2^121 + (3 + 3a + 4a^2)d1^240d2^121 + (1 + 1a + 3a^2)d1^241d2^121 + (4 + 3a + 0a^2)d1^242d2^121 + (0 + 1a + 4a^2)d1^243d2^121 + (4 + 0a + 3a^2)d1^244d2^121 + (4 + 1a + 2a^2)d1^245d2^121 + (1 + 1a + 4a^2)d1^246d2^121 + (4 + 1a + 0a^2)d1^247d2^121 + (1 + 2a + 1a^2)d1^248d2^121 + (1 + 1a + 0a^2)d1^249d2^121 + (2 + 4a + 2a^2)d1^250d2^121 + (2 + 1a + 0a^2)d1^251d2^121 + (3 + 0a + 4a^2)d1^252d2^121 + (3 + 1a + 1a^2)d1^253d2^121 + (2 + 0a + 1a^2)d1^254d2^121 + (1 + 3a + 1a^2)d1^255d2^121 + (2 + 2a + 4a^2)d1^256d2^121 + (3 + 4a + 2a^2)d1^257d2^121 + (2 + 2a + 0a^2)d1^258d2^121 + (1 + 3a + 1a^2)d1^259d2^121 + (3 + 2a + 3a^2)d1^260d2^121 + (3 + 1a + 0a^2)d1^261d2^121 + (4 + 2a + 1a^2)d1^262d2^121 + (3 + 3a + 1a^2)d1^263d2^121 + (3 + 0a + 3a^2)d1^264d2^121 + (4 + 4a + 1a^2)d1^266d2^121 + (2 + 4a + 2a^2)d1^267d2^121 + (3 + 1a + 4a^2)d1^268d2^121 + (2 + 3a + 3a^2)d1^269d2^121 + (0 + 1a + 4a^2)d1^270d2^121 + (1 + 1a + 2a^2)d1^271d2^121 + (3 + 4a + 0a^2)d1^272d2^121 + (0 + 1a + 2a^2)d1^273d2^121 + (1 + 2a + 1a^2)d1^274d2^121 + (0 + 4a + 0a^2)d1^275d2^121 + (3 + 2a + 1a^2)d1^276d2^121 + (3 + 4a + 0a^2)d1^277d2^121 + (4 + 1a + 0a^2)d1^278d2^121 + (1 + 2a + 2a^2)d1^279d2^121 + (1 + 4a + 3a^2)d1^280d2^121 + (0 + 2a + 1a^2)d1^281d2^121 + (2 + 4a + 4a^2)d1^282d2^121 + (4 + 3a + 4a^2)d1^283d2^121 + (2 + 3a + 4a^2)d1^284d2^121 + (4 + 0a + 1a^2)d1^285d2^121 + (4 + 0a + 3a^2)d1^286d2^121 + (3 + 2a + 3a^2)d1^287d2^121 + (2 + 0a + 1a^2)d1^288d2^121 + (1 + 2a + 3a^2)d1^289d2^121 + (3 + 0a + 2a^2)d1^290d2^121 + (4 + 2a + 3a^2)d1^291d2^121 + (4 + 0a + 0a^2)d1^292d2^121 + (1 + 0a + 3a^2)d1^293d2^121 + (0 + 4a + 2a^2)d2^122 + (2 + 0a + 2a^2)d1^1d2^122 + (4 + 3a + 0a^2)d1^2d2^122 + (2 + 3a + 2a^2)d1^3d2^122 + (4 + 3a + 2a^2)d1^4d2^122 + (1 + 1a + 4a^2)d1^5d2^122 + (2 + 1a + 1a^2)d1^6d2^122 + (3 + 0a + 4a^2)d1^7d2^122 + (0 + 1a + 3a^2)d1^8d2^122 + (4 + 1a + 0a^2)d1^9d2^122 + (0 + 3a + 4a^2)d1^10d2^122 + (1 + 3a + 0a^2)d1^11d2^122 + (1 + 4a + 0a^2)d1^12d2^122 + (1 + 4a + 4a^2)d1^13d2^122 + (3 + 2a + 4a^2)d1^14d2^122 + (4 + 3a + 1a^2)d1^15d2^122 + (3 + 1a + 3a^2)d1^16d2^122 + (0 + 2a + 3a^2)d1^17d2^122 + (4 + 3a + 3a^2)d1^18d2^122 + (0 + 2a + 4a^2)d1^19d2^122 + (1 + 4a + 0a^2)d1^20d2^122 + (4 + 0a + 0a^2)d1^21d2^122 + (4 + 2a + 4a^2)d1^22d2^122 + (4 + 3a + 1a^2)d1^23d2^122 + (2 + 0a + 3a^2)d1^24d2^122 + (4 + 3a + 4a^2)d1^25d2^122 + (0 + 1a + 1a^2)d1^26d2^122 + (3 + 1a + 0a^2)d1^27d2^122 + (3 + 2a + 0a^2)d1^28d2^122 + (1 + 2a + 4a^2)d1^29d2^122 + (4 + 1a + 3a^2)d1^30d2^122 + (0 + 1a + 3a^2)d1^31d2^122 + (4 + 2a + 2a^2)d1^32d2^122 + (1 + 4a + 3a^2)d1^33d2^122 + (2 + 2a + 3a^2)d1^34d2^122 + (1 + 1a + 4a^2)d1^35d2^122 + (3 + 4a + 4a^2)d1^36d2^122 + (3 + 0a + 1a^2)d1^37d2^122 + (3 + 0a + 3a^2)d1^38d2^122 + (0 + 0a + 3a^2)d1^39d2^122 + (0 + 4a + 4a^2)d1^40d2^122 + (0 + 2a + 3a^2)d1^41d2^122 + (3 + 1a + 4a^2)d1^42d2^122 + (0 + 0a + 1a^2)d1^43d2^122 + (0 + 4a + 0a^2)d1^44d2^122 + (4 + 1a + 4a^2)d1^45d2^122 + (4 + 2a + 1a^2)d1^46d2^122 + (0 + 2a + 0a^2)d1^47d2^122 + (0 + 1a + 1a^2)d1^48d2^122 + (0 + 4a + 0a^2)d1^49d2^122 + (0 + 4a + 4a^2)d1^50d2^122 + (4 + 4a + 3a^2)d1^51d2^122 + (1 + 2a + 4a^2)d1^52d2^122 + (4 + 1a + 1a^2)d1^53d2^122 + (4 + 2a + 1a^2)d1^54d2^122 + (2 + 0a + 0a^2)d1^55d2^122 + (4 + 3a + 1a^2)d1^56d2^122 + (3 + 4a + 0a^2)d1^57d2^122 + (2 + 2a + 4a^2)d1^58d2^122 + (1 + 4a + 0a^2)d1^59d2^122 + (0 + 1a + 1a^2)d1^60d2^122 + (0 + 4a + 2a^2)d1^61d2^122 + (4 + 4a + 0a^2)d1^62d2^122 + (4 + 4a + 1a^2)d1^63d2^122 + (1 + 1a + 1a^2)d1^64d2^122 + (0 + 3a + 1a^2)d1^65d2^122 + (1 + 2a + 3a^2)d1^66d2^122 + (4 + 4a + 0a^2)d1^67d2^122 + (1 + 1a + 4a^2)d1^68d2^122 + (2 + 3a + 4a^2)d1^69d2^122 + (4 + 3a + 1a^2)d1^70d2^122 + (2 + 2a + 0a^2)d1^71d2^122 + (2 + 3a + 2a^2)d1^72d2^122 + (1 + 2a + 4a^2)d1^73d2^122 + (2 + 3a + 3a^2)d1^74d2^122 + (3 + 4a + 3a^2)d1^75d2^122 + (0 + 2a + 2a^2)d1^76d2^122 + (1 + 4a + 4a^2)d1^77d2^122 + (1 + 2a + 3a^2)d1^78d2^122 + (2 + 2a + 0a^2)d1^80d2^122 + (0 + 4a + 0a^2)d1^81d2^122 + (0 + 4a + 4a^2)d1^82d2^122 + (3 + 2a + 2a^2)d1^83d2^122 + (0 + 2a + 2a^2)d1^84d2^122 + (3 + 1a + 1a^2)d1^85d2^122 + (1 + 3a + 3a^2)d1^86d2^122 + (0 + 0a + 4a^2)d1^87d2^122 + (0 + 1a + 3a^2)d1^88d2^122 + (4 + 4a + 4a^2)d1^89d2^122 + (0 + 0a + 1a^2)d1^90d2^122 + (3 + 1a + 3a^2)d1^91d2^122 + (4 + 2a + 2a^2)d1^92d2^122 + (3 + 2a + 4a^2)d1^93d2^122 + (2 + 4a + 2a^2)d1^94d2^122 + (3 + 0a + 4a^2)d1^95d2^122 + (2 + 3a + 1a^2)d1^96d2^122 + (3 + 1a + 1a^2)d1^97d2^122 + (2 + 0a + 2a^2)d1^98d2^122 + (2 + 2a + 0a^2)d1^99d2^122 + (1 + 0a + 0a^2)d1^100d2^122 + (4 + 3a + 1a^2)d1^101d2^122 + (2 + 3a + 2a^2)d1^102d2^122 + (3 + 0a + 1a^2)d1^103d2^122 + (4 + 0a + 3a^2)d1^104d2^122 + (1 + 2a + 0a^2)d1^105d2^122 + (2 + 2a + 3a^2)d1^106d2^122 + (4 + 2a + 4a^2)d1^107d2^122 + (0 + 2a + 1a^2)d1^108d2^122 + (2 + 3a + 4a^2)d1^109d2^122 + (4 + 0a + 4a^2)d1^110d2^122 + (1 + 3a + 2a^2)d1^111d2^122 + (3 + 4a + 2a^2)d1^112d2^122 + (1 + 3a + 2a^2)d1^113d2^122 + (2 + 3a + 4a^2)d1^114d2^122 + (1 + 3a + 4a^2)d1^115d2^122 + (4 + 3a + 1a^2)d1^116d2^122 + (4 + 0a + 4a^2)d1^117d2^122 + (4 + 4a + 1a^2)d1^118d2^122 + (4 + 3a + 4a^2)d1^119d2^122 + (0 + 3a + 1a^2)d1^120d2^122 + (3 + 1a + 2a^2)d1^121d2^122 + (4 + 0a + 3a^2)d1^122d2^122 + (2 + 0a + 0a^2)d1^123d2^122 + (2 + 4a + 1a^2)d1^124d2^122 + (1 + 3a + 4a^2)d1^125d2^122 + (2 + 4a + 3a^2)d1^126d2^122 + (4 + 3a + 1a^2)d1^127d2^122 + (2 + 2a + 2a^2)d1^128d2^122 + (1 + 1a + 3a^2)d1^129d2^122 + (3 + 4a + 2a^2)d1^130d2^122 + (4 + 4a + 4a^2)d1^131d2^122 + (3 + 1a + 3a^2)d1^132d2^122 + (1 + 2a + 2a^2)d1^133d2^122 + (2 + 2a + 1a^2)d1^134d2^122 + (0 + 3a + 3a^2)d1^135d2^122 + (2 + 4a + 3a^2)d1^136d2^122 + (0 + 1a + 2a^2)d1^137d2^122 + (0 + 4a + 3a^2)d1^138d2^122 + (1 + 2a + 3a^2)d1^139d2^122 + (1 + 4a + 0a^2)d1^140d2^122 + (3 + 4a + 0a^2)d1^141d2^122 + (3 + 2a + 3a^2)d1^142d2^122 + (3 + 3a + 0a^2)d1^143d2^122 + (2 + 4a + 0a^2)d1^144d2^122 + (1 + 4a + 1a^2)d1^145d2^122 + (3 + 2a + 3a^2)d1^146d2^122 + (4 + 4a + 3a^2)d1^147d2^122 + (4 + 0a + 4a^2)d1^148d2^122 + (0 + 2a + 1a^2)d1^149d2^122 + (0 + 2a + 0a^2)d1^150d2^122 + (4 + 1a + 1a^2)d1^151d2^122 + (1 + 1a + 2a^2)d1^152d2^122 + (2 + 1a + 2a^2)d1^153d2^122 + (4 + 1a + 1a^2)d1^154d2^122 + (1 + 1a + 0a^2)d1^155d2^122 + (0 + 1a + 1a^2)d1^156d2^122 + (0 + 2a + 2a^2)d1^157d2^122 + (4 + 1a + 1a^2)d1^158d2^122 + (1 + 4a + 0a^2)d1^159d2^122 + (3 + 0a + 2a^2)d1^160d2^122 + (4 + 4a + 0a^2)d1^161d2^122 + (1 + 2a + 4a^2)d1^163d2^122 + (2 + 1a + 4a^2)d1^164d2^122 + (4 + 4a + 0a^2)d1^165d2^122 + (0 + 0a + 3a^2)d1^166d2^122 + (1 + 4a + 4a^2)d1^167d2^122 + (3 + 1a + 0a^2)d1^168d2^122 + (1 + 0a + 1a^2)d1^169d2^122 + (4 + 0a + 0a^2)d1^170d2^122 + (1 + 3a + 2a^2)d1^171d2^122 + (2 + 1a + 1a^2)d1^172d2^122 + (2 + 2a + 0a^2)d1^173d2^122 + (4 + 1a + 4a^2)d1^174d2^122 + (4 + 3a + 1a^2)d1^175d2^122 + (2 + 2a + 0a^2)d1^176d2^122 + (2 + 4a + 0a^2)d1^177d2^122 + (4 + 3a + 3a^2)d1^178d2^122 + (0 + 1a + 4a^2)d1^179d2^122 + (3 + 1a + 1a^2)d1^180d2^122 + (2 + 0a + 1a^2)d1^181d2^122 + (1 + 1a + 0a^2)d1^182d2^122 + (0 + 1a + 2a^2)d1^183d2^122 + (1 + 0a + 1a^2)d1^184d2^122 + (3 + 1a + 4a^2)d1^185d2^122 + (2 + 2a + 2a^2)d1^186d2^122 + (4 + 3a + 4a^2)d1^187d2^122 + (3 + 1a + 3a^2)d1^188d2^122 + (3 + 3a + 2a^2)d1^189d2^122 + (4 + 3a + 2a^2)d1^190d2^122 + (4 + 0a + 2a^2)d1^191d2^122 + (0 + 3a + 3a^2)d1^192d2^122 + (4 + 4a + 4a^2)d1^193d2^122 + (3 + 1a + 0a^2)d1^194d2^122 + (4 + 1a + 3a^2)d1^195d2^122 + (2 + 4a + 2a^2)d1^196d2^122 + (4 + 4a + 3a^2)d1^197d2^122 + (4 + 4a + 4a^2)d1^198d2^122 + (0 + 4a + 0a^2)d1^199d2^122 + (1 + 4a + 2a^2)d1^200d2^122 + (4 + 0a + 1a^2)d1^201d2^122 + (1 + 4a + 2a^2)d1^202d2^122 + (0 + 2a + 4a^2)d1^203d2^122 + (3 + 2a + 0a^2)d1^204d2^122 + (3 + 1a + 1a^2)d1^205d2^122 + (2 + 2a + 0a^2)d1^206d2^122 + (4 + 4a + 1a^2)d1^207d2^122 + (0 + 2a + 3a^2)d1^208d2^122 + (2 + 2a + 0a^2)d1^209d2^122 + (4 + 0a + 3a^2)d1^210d2^122 + (3 + 3a + 2a^2)d1^211d2^122 + (1 + 4a + 3a^2)d1^212d2^122 + (0 + 3a + 0a^2)d1^213d2^122 + (1 + 2a + 4a^2)d1^214d2^122 + (1 + 2a + 0a^2)d1^215d2^122 + (2 + 2a + 0a^2)d1^216d2^122 + (1 + 3a + 0a^2)d1^217d2^122 + (2 + 3a + 1a^2)d1^218d2^122 + (1 + 2a + 0a^2)d1^219d2^122 + (4 + 0a + 1a^2)d1^220d2^122 + (2 + 3a + 2a^2)d1^221d2^122 + (2 + 1a + 0a^2)d1^222d2^122 + (0 + 0a + 4a^2)d1^223d2^122 + (1 + 0a + 0a^2)d1^224d2^122 + (1 + 2a + 1a^2)d1^225d2^122 + (4 + 3a + 2a^2)d1^226d2^122 + (2 + 1a + 1a^2)d1^227d2^122 + (2 + 4a + 3a^2)d1^228d2^122 + (2 + 2a + 3a^2)d1^229d2^122 + (0 + 0a + 3a^2)d1^230d2^122 + (2 + 0a + 1a^2)d1^231d2^122 + (4 + 2a + 1a^2)d1^232d2^122 + (1 + 2a + 1a^2)d1^233d2^122 + (2 + 4a + 2a^2)d1^234d2^122 + (3 + 2a + 0a^2)d1^235d2^122 + (1 + 2a + 4a^2)d1^236d2^122 + (0 + 1a + 0a^2)d1^237d2^122 + (0 + 3a + 0a^2)d1^238d2^122 + (3 + 0a + 1a^2)d1^239d2^122 + (3 + 0a + 0a^2)d1^240d2^122 + (1 + 2a + 4a^2)d1^241d2^122 + (1 + 3a + 2a^2)d1^242d2^122 + (2 + 1a + 4a^2)d1^243d2^122 + (4 + 1a + 2a^2)d1^244d2^122 + (4 + 0a + 4a^2)d1^245d2^122 + (1 + 4a + 1a^2)d1^246d2^122 + (0 + 0a + 1a^2)d1^247d2^122 + (4 + 3a + 3a^2)d1^248d2^122 + (3 + 0a + 3a^2)d1^249d2^122 + (4 + 0a + 4a^2)d1^250d2^122 + (4 + 4a + 2a^2)d1^251d2^122 + (3 + 0a + 0a^2)d1^252d2^122 + (1 + 2a + 4a^2)d1^253d2^122 + (1 + 2a + 0a^2)d1^254d2^122 + (1 + 0a + 0a^2)d1^255d2^122 + (0 + 4a + 0a^2)d1^256d2^122 + (2 + 0a + 2a^2)d1^257d2^122 + (3 + 4a + 4a^2)d1^258d2^122 + (0 + 0a + 3a^2)d1^259d2^122 + (4 + 2a + 1a^2)d1^260d2^122 + (4 + 0a + 3a^2)d1^261d2^122 + (2 + 0a + 2a^2)d1^262d2^122 + (2 + 4a + 0a^2)d1^263d2^122 + (3 + 3a + 3a^2)d1^264d2^122 + (1 + 3a + 2a^2)d1^265d2^122 + (1 + 1a + 2a^2)d1^266d2^122 + (3 + 0a + 1a^2)d1^267d2^122 + (3 + 1a + 1a^2)d1^268d2^122 + (1 + 0a + 2a^2)d1^269d2^122 + (0 + 3a + 3a^2)d1^270d2^122 + (1 + 4a + 4a^2)d1^271d2^122 + (1 + 0a + 2a^2)d1^272d2^122 + (1 + 4a + 0a^2)d1^273d2^122 + (3 + 2a + 2a^2)d1^274d2^122 + (4 + 1a + 2a^2)d1^275d2^122 + (1 + 4a + 3a^2)d1^276d2^122 + (1 + 4a + 1a^2)d1^277d2^122 + (1 + 3a + 1a^2)d1^278d2^122 + (0 + 4a + 1a^2)d1^279d2^122 + (3 + 1a + 0a^2)d1^280d2^122 + (0 + 1a + 0a^2)d1^281d2^122 + (1 + 3a + 3a^2)d1^282d2^122 + (4 + 4a + 0a^2)d1^283d2^122 + (4 + 4a + 2a^2)d1^284d2^122 + (1 + 1a + 4a^2)d1^285d2^122 + (0 + 4a + 4a^2)d1^286d2^122 + (0 + 4a + 1a^2)d1^287d2^122 + (2 + 3a + 1a^2)d1^288d2^122 + (3 + 1a + 3a^2)d1^289d2^122 + (0 + 2a + 0a^2)d1^290d2^122 + (0 + 2a + 0a^2)d1^291d2^122 + (3 + 3a + 0a^2)d1^292d2^122 + (1 + 3a + 0a^2)d1^293d2^122 + (0 + 3a + 3a^2)d2^123 + (3 + 0a + 0a^2)d1^2d2^123 + (4 + 4a + 2a^2)d1^3d2^123 + (1 + 3a + 0a^2)d1^4d2^123 + (0 + 4a + 1a^2)d1^5d2^123 + (2 + 1a + 4a^2)d1^6d2^123 + (3 + 4a + 3a^2)d1^7d2^123 + (4 + 3a + 2a^2)d1^8d2^123 + (4 + 3a + 2a^2)d1^9d2^123 + (1 + 1a + 0a^2)d1^10d2^123 + (3 + 0a + 0a^2)d1^11d2^123 + (1 + 3a + 1a^2)d1^12d2^123 + (0 + 2a + 2a^2)d1^13d2^123 + (0 + 2a + 4a^2)d1^14d2^123 + (3 + 3a + 0a^2)d1^15d2^123 + (1 + 4a + 0a^2)d1^16d2^123 + (1 + 4a + 4a^2)d1^17d2^123 + (1 + 0a + 0a^2)d1^18d2^123 + (3 + 4a + 2a^2)d1^19d2^123 + (3 + 0a + 2a^2)d1^20d2^123 + (0 + 2a + 4a^2)d1^21d2^123 + (2 + 0a + 1a^2)d1^22d2^123 + (4 + 3a + 1a^2)d1^23d2^123 + (1 + 0a + 3a^2)d1^24d2^123 + (0 + 1a + 3a^2)d1^25d2^123 + (3 + 1a + 1a^2)d1^26d2^123 + (4 + 2a + 1a^2)d1^27d2^123 + (2 + 3a + 2a^2)d1^28d2^123 + (1 + 4a + 3a^2)d1^29d2^123 + (0 + 0a + 3a^2)d1^30d2^123 + (3 + 4a + 2a^2)d1^31d2^123 + (0 + 1a + 3a^2)d1^32d2^123 + (2 + 0a + 1a^2)d1^33d2^123 + (0 + 1a + 2a^2)d1^34d2^123 + (2 + 0a + 4a^2)d1^35d2^123 + (0 + 4a + 3a^2)d1^36d2^123 + (2 + 0a + 1a^2)d1^37d2^123 + (4 + 0a + 3a^2)d1^38d2^123 + (4 + 0a + 3a^2)d1^39d2^123 + (3 + 4a + 1a^2)d1^40d2^123 + (2 + 0a + 2a^2)d1^41d2^123 + (1 + 2a + 3a^2)d1^42d2^123 + (0 + 2a + 4a^2)d1^43d2^123 + (0 + 1a + 0a^2)d1^44d2^123 + (4 + 0a + 4a^2)d1^45d2^123 + (1 + 0a + 4a^2)d1^46d2^123 + (2 + 3a + 3a^2)d1^47d2^123 + (2 + 0a + 2a^2)d1^48d2^123 + (3 + 2a + 2a^2)d1^49d2^123 + (3 + 3a + 0a^2)d1^50d2^123 + (0 + 3a + 1a^2)d1^51d2^123 + (4 + 0a + 1a^2)d1^52d2^123 + (4 + 4a + 4a^2)d1^53d2^123 + (2 + 0a + 1a^2)d1^54d2^123 + (0 + 2a + 4a^2)d1^55d2^123 + (2 + 1a + 1a^2)d1^56d2^123 + (4 + 3a + 3a^2)d1^57d2^123 + (2 + 1a + 0a^2)d1^58d2^123 + (0 + 3a + 2a^2)d1^59d2^123 + (2 + 3a + 3a^2)d1^60d2^123 + (3 + 3a + 1a^2)d1^61d2^123 + (4 + 0a + 0a^2)d1^62d2^123 + (3 + 2a + 3a^2)d1^63d2^123 + (1 + 1a + 2a^2)d1^64d2^123 + (0 + 4a + 1a^2)d1^65d2^123 + (1 + 0a + 4a^2)d1^66d2^123 + (0 + 4a + 3a^2)d1^67d2^123 + (1 + 0a + 1a^2)d1^68d2^123 + (0 + 2a + 1a^2)d1^69d2^123 + (2 + 2a + 0a^2)d1^70d2^123 + (3 + 3a + 2a^2)d1^71d2^123 + (3 + 3a + 0a^2)d1^72d2^123 + (2 + 4a + 2a^2)d1^73d2^123 + (1 + 4a + 4a^2)d1^74d2^123 + (1 + 1a + 1a^2)d1^75d2^123 + (1 + 0a + 1a^2)d1^76d2^123 + (4 + 1a + 0a^2)d1^77d2^123 + (4 + 1a + 3a^2)d1^78d2^123 + (3 + 0a + 4a^2)d1^79d2^123 + (1 + 2a + 0a^2)d1^80d2^123 + (0 + 2a + 3a^2)d1^81d2^123 + (2 + 2a + 1a^2)d1^82d2^123 + (3 + 4a + 3a^2)d1^83d2^123 + (3 + 3a + 1a^2)d1^84d2^123 + (0 + 4a + 2a^2)d1^85d2^123 + (1 + 3a + 0a^2)d1^86d2^123 + (3 + 2a + 0a^2)d1^87d2^123 + (4 + 2a + 0a^2)d1^88d2^123 + (0 + 2a + 0a^2)d1^89d2^123 + (3 + 2a + 4a^2)d1^90d2^123 + (1 + 4a + 1a^2)d1^91d2^123 + (1 + 4a + 4a^2)d1^92d2^123 + (3 + 1a + 0a^2)d1^93d2^123 + (2 + 1a + 4a^2)d1^94d2^123 + (1 + 1a + 1a^2)d1^95d2^123 + (2 + 2a + 3a^2)d1^96d2^123 + (2 + 3a + 0a^2)d1^97d2^123 + (3 + 2a + 1a^2)d1^98d2^123 + (1 + 0a + 0a^2)d1^99d2^123 + (0 + 3a + 2a^2)d1^100d2^123 + (2 + 2a + 0a^2)d1^101d2^123 + (3 + 4a + 3a^2)d1^102d2^123 + (4 + 2a + 4a^2)d1^103d2^123 + (0 + 4a + 0a^2)d1^104d2^123 + (2 + 3a + 1a^2)d1^105d2^123 + (4 + 3a + 1a^2)d1^106d2^123 + (4 + 1a + 1a^2)d1^107d2^123 + (4 + 3a + 4a^2)d1^108d2^123 + (3 + 2a + 0a^2)d1^109d2^123 + (2 + 2a + 4a^2)d1^110d2^123 + (1 + 1a + 0a^2)d1^111d2^123 + (4 + 0a + 1a^2)d1^112d2^123 + (2 + 2a + 4a^2)d1^113d2^123 + (2 + 4a + 1a^2)d1^114d2^123 + (2 + 4a + 1a^2)d1^115d2^123 + (4 + 3a + 2a^2)d1^116d2^123 + (3 + 1a + 1a^2)d1^117d2^123 + (0 + 3a + 3a^2)d1^118d2^123 + (2 + 3a + 0a^2)d1^119d2^123 + (4 + 1a + 4a^2)d1^120d2^123 + (0 + 0a + 2a^2)d1^121d2^123 + (0 + 4a + 4a^2)d1^122d2^123 + (1 + 0a + 2a^2)d1^123d2^123 + (1 + 0a + 1a^2)d1^124d2^123 + (0 + 1a + 2a^2)d1^125d2^123 + (4 + 2a + 3a^2)d1^126d2^123 + (2 + 1a + 3a^2)d1^127d2^123 + (4 + 4a + 3a^2)d1^128d2^123 + (2 + 1a + 1a^2)d1^129d2^123 + (4 + 3a + 2a^2)d1^130d2^123 + (3 + 1a + 0a^2)d1^131d2^123 + (0 + 1a + 2a^2)d1^132d2^123 + (3 + 1a + 3a^2)d1^133d2^123 + (1 + 1a + 0a^2)d1^134d2^123 + (2 + 2a + 4a^2)d1^135d2^123 + (1 + 1a + 2a^2)d1^136d2^123 + (4 + 4a + 4a^2)d1^137d2^123 + (0 + 0a + 2a^2)d1^138d2^123 + (2 + 2a + 4a^2)d1^139d2^123 + (0 + 0a + 2a^2)d1^140d2^123 + (0 + 3a + 0a^2)d1^141d2^123 + (2 + 2a + 4a^2)d1^142d2^123 + (1 + 1a + 2a^2)d1^143d2^123 + (4 + 0a + 4a^2)d1^144d2^123 + (3 + 1a + 3a^2)d1^145d2^123 + (1 + 2a + 4a^2)d1^146d2^123 + (4 + 1a + 3a^2)d1^147d2^123 + (4 + 1a + 3a^2)d1^148d2^123 + (1 + 3a + 4a^2)d1^149d2^123 + (0 + 3a + 4a^2)d1^150d2^123 + (3 + 2a + 4a^2)d1^151d2^123 + (1 + 4a + 2a^2)d1^152d2^123 + (1 + 1a + 1a^2)d1^153d2^123 + (3 + 3a + 0a^2)d1^154d2^123 + (0 + 1a + 1a^2)d1^155d2^123 + (1 + 0a + 4a^2)d1^156d2^123 + (3 + 1a + 3a^2)d1^157d2^123 + (1 + 0a + 1a^2)d1^158d2^123 + (4 + 0a + 0a^2)d1^159d2^123 + (0 + 1a + 0a^2)d1^160d2^123 + (4 + 3a + 3a^2)d1^161d2^123 + (2 + 3a + 3a^2)d1^162d2^123 + (4 + 1a + 0a^2)d1^163d2^123 + (3 + 2a + 0a^2)d1^164d2^123 + (2 + 4a + 0a^2)d1^165d2^123 + (0 + 1a + 1a^2)d1^166d2^123 + (1 + 1a + 1a^2)d1^167d2^123 + (4 + 1a + 4a^2)d1^168d2^123 + (0 + 0a + 4a^2)d1^169d2^123 + (1 + 3a + 4a^2)d1^170d2^123 + (0 + 4a + 1a^2)d1^171d2^123 + (0 + 4a + 2a^2)d1^172d2^123 + (1 + 0a + 2a^2)d1^173d2^123 + (0 + 3a + 2a^2)d1^174d2^123 + (4 + 3a + 2a^2)d1^175d2^123 + (0 + 3a + 2a^2)d1^176d2^123 + (0 + 4a + 3a^2)d1^177d2^123 + (1 + 0a + 3a^2)d1^178d2^123 + (3 + 3a + 1a^2)d1^179d2^123 + (1 + 4a + 3a^2)d1^180d2^123 + (2 + 0a + 4a^2)d1^181d2^123 + (2 + 3a + 0a^2)d1^182d2^123 + (4 + 0a + 2a^2)d1^183d2^123 + (3 + 0a + 0a^2)d1^184d2^123 + (0 + 4a + 1a^2)d1^185d2^123 + (3 + 4a + 0a^2)d1^186d2^123 + (3 + 1a + 0a^2)d1^187d2^123 + (0 + 1a + 0a^2)d1^188d2^123 + (4 + 2a + 4a^2)d1^189d2^123 + (1 + 4a + 1a^2)d1^190d2^123 + (2 + 0a + 2a^2)d1^191d2^123 + (3 + 0a + 0a^2)d1^192d2^123 + (3 + 3a + 3a^2)d1^193d2^123 + (0 + 0a + 3a^2)d1^194d2^123 + (4 + 4a + 4a^2)d1^195d2^123 + (2 + 2a + 0a^2)d1^196d2^123 + (1 + 0a + 1a^2)d1^197d2^123 + (1 + 0a + 2a^2)d1^198d2^123 + (3 + 2a + 4a^2)d1^199d2^123 + (0 + 1a + 4a^2)d1^200d2^123 + (1 + 4a + 2a^2)d1^201d2^123 + (2 + 3a + 4a^2)d1^202d2^123 + (1 + 0a + 2a^2)d1^203d2^123 + (4 + 1a + 0a^2)d1^204d2^123 + (4 + 4a + 1a^2)d1^205d2^123 + (4 + 1a + 0a^2)d1^206d2^123 + (4 + 1a + 0a^2)d1^207d2^123 + (1 + 2a + 1a^2)d1^208d2^123 + (3 + 3a + 0a^2)d1^209d2^123 + (3 + 2a + 4a^2)d1^210d2^123 + (3 + 0a + 4a^2)d1^211d2^123 + (0 + 2a + 1a^2)d1^212d2^123 + (4 + 3a + 1a^2)d1^213d2^123 + (0 + 3a + 1a^2)d1^214d2^123 + (3 + 3a + 0a^2)d1^215d2^123 + (3 + 3a + 1a^2)d1^216d2^123 + (2 + 4a + 4a^2)d1^217d2^123 + (0 + 2a + 3a^2)d1^219d2^123 + (1 + 3a + 2a^2)d1^220d2^123 + (2 + 0a + 3a^2)d1^221d2^123 + (4 + 2a + 3a^2)d1^222d2^123 + (4 + 4a + 3a^2)d1^223d2^123 + (0 + 1a + 4a^2)d1^224d2^123 + (0 + 1a + 2a^2)d1^225d2^123 + (0 + 1a + 2a^2)d1^226d2^123 + (2 + 0a + 3a^2)d1^227d2^123 + (4 + 1a + 2a^2)d1^228d2^123 + (4 + 3a + 0a^2)d1^229d2^123 + (3 + 2a + 2a^2)d1^230d2^123 + (3 + 3a + 4a^2)d1^231d2^123 + (1 + 4a + 2a^2)d1^232d2^123 + (1 + 2a + 4a^2)d1^233d2^123 + (3 + 0a + 4a^2)d1^234d2^123 + (4 + 3a + 1a^2)d1^235d2^123 + (1 + 1a + 1a^2)d1^236d2^123 + (4 + 0a + 2a^2)d1^237d2^123 + (3 + 3a + 3a^2)d1^238d2^123 + (4 + 1a + 2a^2)d1^239d2^123 + (1 + 0a + 0a^2)d1^240d2^123 + (2 + 4a + 4a^2)d1^241d2^123 + (1 + 0a + 4a^2)d1^242d2^123 + (1 + 2a + 3a^2)d1^243d2^123 + (2 + 2a + 4a^2)d1^244d2^123 + (1 + 4a + 0a^2)d1^245d2^123 + (1 + 1a + 2a^2)d1^246d2^123 + (3 + 4a + 1a^2)d1^247d2^123 + (0 + 4a + 4a^2)d1^248d2^123 + (3 + 0a + 2a^2)d1^249d2^123 + (0 + 4a + 1a^2)d1^250d2^123 + (4 + 0a + 2a^2)d1^251d2^123 + (2 + 3a + 3a^2)d1^252d2^123 + (4 + 4a + 1a^2)d1^253d2^123 + (2 + 1a + 4a^2)d1^254d2^123 + (2 + 3a + 4a^2)d1^255d2^123 + (4 + 4a + 2a^2)d1^256d2^123 + (2 + 2a + 1a^2)d1^257d2^123 + (1 + 4a + 4a^2)d1^258d2^123 + (4 + 4a + 4a^2)d1^259d2^123 + (1 + 4a + 1a^2)d1^260d2^123 + (1 + 1a + 0a^2)d1^261d2^123 + (0 + 4a + 4a^2)d1^262d2^123 + (4 + 2a + 4a^2)d1^263d2^123 + (1 + 1a + 2a^2)d1^264d2^123 + (3 + 1a + 4a^2)d1^265d2^123 + (0 + 1a + 0a^2)d1^266d2^123 + (2 + 0a + 0a^2)d1^267d2^123 + (1 + 0a + 1a^2)d1^268d2^123 + (1 + 1a + 0a^2)d1^269d2^123 + (0 + 4a + 1a^2)d1^270d2^123 + (2 + 3a + 2a^2)d1^271d2^123 + (2 + 0a + 4a^2)d1^272d2^123 + (0 + 4a + 3a^2)d1^273d2^123 + (3 + 3a + 4a^2)d1^274d2^123 + (2 + 0a + 2a^2)d1^275d2^123 + (3 + 0a + 2a^2)d1^276d2^123 + (3 + 0a + 4a^2)d1^277d2^123 + (0 + 0a + 2a^2)d1^278d2^123 + (2 + 3a + 4a^2)d1^279d2^123 + (2 + 1a + 0a^2)d1^280d2^123 + (3 + 3a + 0a^2)d1^281d2^123 + (3 + 0a + 2a^2)d1^282d2^123 + (4 + 3a + 2a^2)d1^283d2^123 + (2 + 3a + 3a^2)d1^284d2^123 + (0 + 3a + 2a^2)d1^285d2^123 + (2 + 0a + 4a^2)d1^286d2^123 + (1 + 3a + 1a^2)d1^287d2^123 + (0 + 4a + 1a^2)d1^288d2^123 + (3 + 4a + 4a^2)d1^289d2^123 + (0 + 3a + 2a^2)d1^290d2^123 + (1 + 0a + 2a^2)d1^291d2^123 + (3 + 1a + 0a^2)d1^292d2^123 + (1 + 4a + 2a^2)d1^293d2^123 + (1 + 1a + 4a^2)d2^124 + (4 + 1a + 1a^2)d1^1d2^124 + (1 + 4a + 2a^2)d1^2d2^124 + (4 + 2a + 0a^2)d1^3d2^124 + (2 + 0a + 4a^2)d1^4d2^124 + (3 + 0a + 2a^2)d1^5d2^124 + (0 + 3a + 0a^2)d1^6d2^124 + (2 + 2a + 3a^2)d1^7d2^124 + (2 + 0a + 1a^2)d1^8d2^124 + (3 + 1a + 1a^2)d1^9d2^124 + (1 + 2a + 4a^2)d1^10d2^124 + (3 + 0a + 2a^2)d1^11d2^124 + (3 + 0a + 3a^2)d1^12d2^124 + (3 + 1a + 1a^2)d1^13d2^124 + (2 + 3a + 1a^2)d1^14d2^124 + (4 + 0a + 4a^2)d1^15d2^124 + (4 + 3a + 2a^2)d1^16d2^124 + (1 + 3a + 3a^2)d1^17d2^124 + (3 + 2a + 3a^2)d1^18d2^124 + (3 + 3a + 1a^2)d1^19d2^124 + (4 + 3a + 0a^2)d1^20d2^124 + (4 + 4a + 0a^2)d1^21d2^124 + (3 + 1a + 2a^2)d1^22d2^124 + (0 + 0a + 1a^2)d1^23d2^124 + (4 + 2a + 4a^2)d1^24d2^124 + (3 + 4a + 3a^2)d1^25d2^124 + (4 + 1a + 2a^2)d1^26d2^124 + (3 + 1a + 3a^2)d1^27d2^124 + (2 + 3a + 3a^2)d1^28d2^124 + (4 + 3a + 1a^2)d1^29d2^124 + (1 + 1a + 2a^2)d1^30d2^124 + (2 + 1a + 0a^2)d1^31d2^124 + (3 + 4a + 4a^2)d1^32d2^124 + (1 + 0a + 4a^2)d1^33d2^124 + (4 + 0a + 2a^2)d1^34d2^124 + (3 + 4a + 0a^2)d1^35d2^124 + (3 + 3a + 0a^2)d1^36d2^124 + (2 + 1a + 1a^2)d1^37d2^124 + (1 + 2a + 1a^2)d1^38d2^124 + (3 + 3a + 3a^2)d1^39d2^124 + (4 + 3a + 2a^2)d1^40d2^124 + (0 + 0a + 4a^2)d1^41d2^124 + (4 + 3a + 3a^2)d1^42d2^124 + (3 + 0a + 4a^2)d1^43d2^124 + (0 + 4a + 4a^2)d1^44d2^124 + (1 + 0a + 3a^2)d1^45d2^124 + (3 + 1a + 2a^2)d1^46d2^124 + (3 + 2a + 4a^2)d1^47d2^124 + (4 + 3a + 0a^2)d1^48d2^124 + (2 + 0a + 3a^2)d1^49d2^124 + (2 + 4a + 1a^2)d1^50d2^124 + (2 + 2a + 3a^2)d1^51d2^124 + (1 + 2a + 0a^2)d1^52d2^124 + (3 + 3a + 2a^2)d1^53d2^124 + (1 + 3a + 2a^2)d1^54d2^124 + (1 + 0a + 4a^2)d1^55d2^124 + (1 + 1a + 2a^2)d1^56d2^124 + (1 + 1a + 2a^2)d1^57d2^124 + (0 + 1a + 2a^2)d1^58d2^124 + (3 + 0a + 0a^2)d1^59d2^124 + (0 + 4a + 4a^2)d1^60d2^124 + (4 + 2a + 4a^2)d1^61d2^124 + (4 + 1a + 0a^2)d1^62d2^124 + (4 + 0a + 2a^2)d1^63d2^124 + (3 + 2a + 3a^2)d1^64d2^124 + (1 + 3a + 4a^2)d1^65d2^124 + (4 + 2a + 2a^2)d1^66d2^124 + (3 + 4a + 0a^2)d1^67d2^124 + (1 + 1a + 2a^2)d1^68d2^124 + (3 + 3a + 4a^2)d1^69d2^124 + (0 + 4a + 2a^2)d1^70d2^124 + (1 + 4a + 3a^2)d1^71d2^124 + (3 + 0a + 1a^2)d1^72d2^124 + (3 + 3a + 2a^2)d1^73d2^124 + (1 + 3a + 2a^2)d1^74d2^124 + (0 + 2a + 0a^2)d1^75d2^124 + (1 + 3a + 3a^2)d1^76d2^124 + (3 + 3a + 4a^2)d1^77d2^124 + (2 + 1a + 2a^2)d1^78d2^124 + (2 + 4a + 2a^2)d1^79d2^124 + (3 + 4a + 0a^2)d1^80d2^124 + (3 + 0a + 0a^2)d1^81d2^124 + (0 + 4a + 1a^2)d1^82d2^124 + (2 + 0a + 2a^2)d1^83d2^124 + (0 + 4a + 2a^2)d1^84d2^124 + (0 + 2a + 0a^2)d1^85d2^124 + (3 + 1a + 4a^2)d1^86d2^124 + (1 + 0a + 0a^2)d1^87d2^124 + (2 + 1a + 4a^2)d1^88d2^124 + (4 + 1a + 4a^2)d1^89d2^124 + (3 + 4a + 3a^2)d1^90d2^124 + (0 + 4a + 4a^2)d1^91d2^124 + (3 + 3a + 1a^2)d1^92d2^124 + (0 + 3a + 4a^2)d1^93d2^124 + (4 + 3a + 3a^2)d1^94d2^124 + (3 + 2a + 3a^2)d1^95d2^124 + (1 + 0a + 1a^2)d1^96d2^124 + (4 + 4a + 2a^2)d1^97d2^124 + (2 + 2a + 4a^2)d1^98d2^124 + (2 + 4a + 2a^2)d1^99d2^124 + (4 + 2a + 3a^2)d1^100d2^124 + (4 + 3a + 0a^2)d1^101d2^124 + (1 + 1a + 2a^2)d1^102d2^124 + (4 + 0a + 1a^2)d1^103d2^124 + (3 + 1a + 2a^2)d1^104d2^124 + (0 + 2a + 0a^2)d1^105d2^124 + (2 + 1a + 4a^2)d1^106d2^124 + (2 + 1a + 2a^2)d1^107d2^124 + (4 + 0a + 4a^2)d1^108d2^124 + (3 + 4a + 0a^2)d1^109d2^124 + (3 + 4a + 4a^2)d1^110d2^124 + (3 + 4a + 4a^2)d1^111d2^124 + (2 + 2a + 2a^2)d1^112d2^124 + (0 + 2a + 0a^2)d1^113d2^124 + (4 + 3a + 0a^2)d1^114d2^124 + (1 + 4a + 2a^2)d1^115d2^124 + (0 + 1a + 3a^2)d1^116d2^124 + (2 + 0a + 4a^2)d1^117d2^124 + (0 + 1a + 1a^2)d1^118d2^124 + (1 + 4a + 0a^2)d1^119d2^124 + (3 + 0a + 4a^2)d1^120d2^124 + (4 + 4a + 0a^2)d1^121d2^124 + (4 + 1a + 3a^2)d1^122d2^124 + (4 + 2a + 2a^2)d1^123d2^124 + (1 + 4a + 3a^2)d1^124d2^124 + (1 + 1a + 3a^2)d1^125d2^124 + (1 + 3a + 1a^2)d1^126d2^124 + (1 + 3a + 3a^2)d1^127d2^124 + (1 + 0a + 1a^2)d1^128d2^124 + (2 + 4a + 2a^2)d1^129d2^124 + (1 + 3a + 4a^2)d1^130d2^124 + (0 + 3a + 1a^2)d1^131d2^124 + (1 + 4a + 0a^2)d1^132d2^124 + (3 + 4a + 1a^2)d1^133d2^124 + (1 + 2a + 3a^2)d1^134d2^124 + (3 + 4a + 0a^2)d1^135d2^124 + (2 + 1a + 3a^2)d1^136d2^124 + (0 + 3a + 2a^2)d1^137d2^124 + (4 + 1a + 1a^2)d1^138d2^124 + (0 + 0a + 4a^2)d1^139d2^124 + (2 + 1a + 3a^2)d1^140d2^124 + (4 + 4a + 3a^2)d1^141d2^124 + (4 + 1a + 4a^2)d1^142d2^124 + (4 + 1a + 1a^2)d1^143d2^124 + (3 + 1a + 4a^2)d1^144d2^124 + (0 + 0a + 3a^2)d1^145d2^124 + (0 + 3a + 0a^2)d1^146d2^124 + (3 + 4a + 0a^2)d1^147d2^124 + (3 + 2a + 4a^2)d1^148d2^124 + (4 + 0a + 1a^2)d1^149d2^124 + (0 + 2a + 0a^2)d1^150d2^124 + (2 + 3a + 2a^2)d1^151d2^124 + (4 + 3a + 2a^2)d1^152d2^124 + (2 + 1a + 0a^2)d1^153d2^124 + (4 + 0a + 1a^2)d1^154d2^124 + (4 + 2a + 1a^2)d1^155d2^124 + (0 + 4a + 3a^2)d1^156d2^124 + (0 + 4a + 2a^2)d1^157d2^124 + (3 + 4a + 0a^2)d1^158d2^124 + (2 + 3a + 1a^2)d1^159d2^124 + (2 + 2a + 1a^2)d1^160d2^124 + (3 + 3a + 4a^2)d1^161d2^124 + (0 + 4a + 2a^2)d1^162d2^124 + (4 + 3a + 3a^2)d1^163d2^124 + (1 + 3a + 0a^2)d1^164d2^124 + (0 + 4a + 1a^2)d1^165d2^124 + (1 + 0a + 2a^2)d1^166d2^124 + (0 + 2a + 3a^2)d1^167d2^124 + (0 + 3a + 4a^2)d1^168d2^124 + (2 + 2a + 2a^2)d1^169d2^124 + (3 + 4a + 1a^2)d1^170d2^124 + (0 + 3a + 3a^2)d1^171d2^124 + (1 + 4a + 4a^2)d1^172d2^124 + (4 + 4a + 0a^2)d1^173d2^124 + (3 + 0a + 3a^2)d1^174d2^124 + (4 + 4a + 2a^2)d1^175d2^124 + (1 + 1a + 3a^2)d1^176d2^124 + (4 + 3a + 1a^2)d1^177d2^124 + (3 + 0a + 4a^2)d1^178d2^124 + (4 + 2a + 2a^2)d1^179d2^124 + (0 + 3a + 3a^2)d1^180d2^124 + (3 + 0a + 3a^2)d1^181d2^124 + (0 + 3a + 0a^2)d1^182d2^124 + (1 + 4a + 4a^2)d1^183d2^124 + (3 + 1a + 0a^2)d1^184d2^124 + (1 + 2a + 2a^2)d1^185d2^124 + (3 + 0a + 3a^2)d1^186d2^124 + (3 + 2a + 4a^2)d1^187d2^124 + (3 + 0a + 0a^2)d1^188d2^124 + (4 + 1a + 4a^2)d1^189d2^124 + (1 + 1a + 0a^2)d1^190d2^124 + (2 + 4a + 1a^2)d1^191d2^124 + (3 + 1a + 4a^2)d1^192d2^124 + (0 + 2a + 0a^2)d1^193d2^124 + (3 + 1a + 1a^2)d1^194d2^124 + (2 + 1a + 0a^2)d1^195d2^124 + (0 + 0a + 3a^2)d1^196d2^124 + (4 + 1a + 0a^2)d1^197d2^124 + (0 + 4a + 4a^2)d1^198d2^124 + (3 + 1a + 1a^2)d1^199d2^124 + (0 + 0a + 2a^2)d1^200d2^124 + (2 + 4a + 1a^2)d1^201d2^124 + (2 + 2a + 4a^2)d1^202d2^124 + (4 + 4a + 0a^2)d1^203d2^124 + (3 + 0a + 3a^2)d1^204d2^124 + (1 + 0a + 3a^2)d1^205d2^124 + (2 + 3a + 2a^2)d1^206d2^124 + (1 + 1a + 0a^2)d1^207d2^124 + (3 + 1a + 3a^2)d1^208d2^124 + (0 + 4a + 2a^2)d1^209d2^124 + (1 + 2a + 3a^2)d1^210d2^124 + (3 + 4a + 2a^2)d1^211d2^124 + (2 + 0a + 4a^2)d1^212d2^124 + (2 + 4a + 3a^2)d1^213d2^124 + (2 + 3a + 2a^2)d1^214d2^124 + (1 + 3a + 0a^2)d1^215d2^124 + (3 + 4a + 3a^2)d1^216d2^124 + (4 + 2a + 4a^2)d1^217d2^124 + (1 + 1a + 2a^2)d1^219d2^124 + (3 + 0a + 3a^2)d1^220d2^124 + (2 + 0a + 1a^2)d1^221d2^124 + (3 + 3a + 4a^2)d1^222d2^124 + (2 + 1a + 3a^2)d1^223d2^124 + (3 + 2a + 2a^2)d1^224d2^124 + (0 + 3a + 2a^2)d1^225d2^124 + (2 + 2a + 4a^2)d1^226d2^124 + (4 + 4a + 3a^2)d1^227d2^124 + (3 + 1a + 3a^2)d1^228d2^124 + (1 + 2a + 0a^2)d1^229d2^124 + (1 + 1a + 0a^2)d1^230d2^124 + (1 + 0a + 1a^2)d1^231d2^124 + (1 + 1a + 2a^2)d1^232d2^124 + (2 + 0a + 0a^2)d1^233d2^124 + (3 + 2a + 4a^2)d1^234d2^124 + (1 + 1a + 0a^2)d1^235d2^124 + (2 + 1a + 2a^2)d1^236d2^124 + (0 + 2a + 4a^2)d1^237d2^124 + (4 + 1a + 0a^2)d1^238d2^124 + (4 + 4a + 4a^2)d1^239d2^124 + (1 + 2a + 2a^2)d1^240d2^124 + (3 + 0a + 1a^2)d1^241d2^124 + (4 + 3a + 1a^2)d1^242d2^124 + (0 + 2a + 2a^2)d1^243d2^124 + (3 + 2a + 4a^2)d1^244d2^124 + (3 + 3a + 1a^2)d1^245d2^124 + (0 + 3a + 3a^2)d1^246d2^124 + (4 + 0a + 4a^2)d1^247d2^124 + (2 + 0a + 3a^2)d1^248d2^124 + (0 + 0a + 2a^2)d1^249d2^124 + (4 + 0a + 4a^2)d1^250d2^124 + (1 + 2a + 4a^2)d1^251d2^124 + (3 + 3a + 3a^2)d1^252d2^124 + (4 + 3a + 1a^2)d1^253d2^124 + (3 + 3a + 2a^2)d1^254d2^124 + (2 + 4a + 4a^2)d1^255d2^124 + (1 + 0a + 1a^2)d1^256d2^124 + (2 + 3a + 2a^2)d1^257d2^124 + (3 + 0a + 0a^2)d1^258d2^124 + (2 + 3a + 2a^2)d1^259d2^124 + (0 + 4a + 4a^2)d1^260d2^124 + (4 + 0a + 1a^2)d1^261d2^124 + (0 + 1a + 1a^2)d1^262d2^124 + (1 + 3a + 0a^2)d1^263d2^124 + (3 + 0a + 2a^2)d1^264d2^124 + (2 + 0a + 1a^2)d1^265d2^124 + (0 + 2a + 2a^2)d1^266d2^124 + (0 + 1a + 1a^2)d1^267d2^124 + (0 + 2a + 1a^2)d1^268d2^124 + (0 + 4a + 1a^2)d1^269d2^124 + (3 + 4a + 2a^2)d1^270d2^124 + (4 + 2a + 0a^2)d1^271d2^124 + (0 + 1a + 3a^2)d1^272d2^124 + (4 + 1a + 2a^2)d1^273d2^124 + (3 + 2a + 0a^2)d1^274d2^124 + (0 + 3a + 1a^2)d1^275d2^124 + (4 + 0a + 1a^2)d1^276d2^124 + (0 + 1a + 2a^2)d1^277d2^124 + (3 + 1a + 1a^2)d1^278d2^124 + (3 + 0a + 4a^2)d1^279d2^124 + (0 + 2a + 0a^2)d1^280d2^124 + (2 + 4a + 1a^2)d1^281d2^124 + (2 + 0a + 3a^2)d1^282d2^124 + (2 + 0a + 3a^2)d1^283d2^124 + (4 + 1a + 4a^2)d1^284d2^124 + (2 + 2a + 0a^2)d1^285d2^124 + (3 + 2a + 4a^2)d1^286d2^124 + (0 + 3a + 0a^2)d1^287d2^124 + (4 + 0a + 1a^2)d1^288d2^124 + (1 + 1a + 2a^2)d1^289d2^124 + (4 + 0a + 1a^2)d1^290d2^124 + (4 + 0a + 4a^2)d1^291d2^124 + (2 + 2a + 0a^2)d1^292d2^124 + (2 + 3a + 2a^2)d1^293d2^124 + (1 + 3a + 2a^2)d2^125 + (3 + 1a + 0a^2)d1^1d2^125 + (2 + 4a + 3a^2)d1^2d2^125 + (4 + 4a + 2a^2)d1^3d2^125 + (4 + 4a + 4a^2)d1^4d2^125 + (3 + 1a + 4a^2)d1^5d2^125 + (3 + 3a + 4a^2)d1^6d2^125 + (0 + 3a + 2a^2)d1^7d2^125 + (3 + 4a + 0a^2)d1^8d2^125 + (3 + 3a + 2a^2)d1^9d2^125 + (2 + 4a + 3a^2)d1^10d2^125 + (2 + 2a + 2a^2)d1^11d2^125 + (1 + 1a + 4a^2)d1^12d2^125 + (1 + 4a + 4a^2)d1^13d2^125 + (4 + 4a + 2a^2)d1^14d2^125 + (4 + 0a + 2a^2)d1^15d2^125 + (3 + 3a + 1a^2)d1^16d2^125 + (3 + 4a + 3a^2)d1^17d2^125 + (2 + 4a + 1a^2)d1^18d2^125 + (4 + 3a + 1a^2)d1^19d2^125 + (3 + 0a + 4a^2)d1^20d2^125 + (0 + 0a + 3a^2)d1^21d2^125 + (3 + 2a + 2a^2)d1^22d2^125 + (1 + 4a + 4a^2)d1^23d2^125 + (2 + 2a + 2a^2)d1^24d2^125 + (3 + 0a + 1a^2)d1^25d2^125 + (2 + 1a + 4a^2)d1^26d2^125 + (4 + 2a + 3a^2)d1^27d2^125 + (0 + 1a + 4a^2)d1^28d2^125 + (1 + 1a + 2a^2)d1^29d2^125 + (0 + 1a + 0a^2)d1^30d2^125 + (0 + 3a + 3a^2)d1^31d2^125 + (3 + 0a + 0a^2)d1^32d2^125 + (4 + 4a + 0a^2)d1^33d2^125 + (4 + 1a + 1a^2)d1^34d2^125 + (4 + 0a + 1a^2)d1^35d2^125 + (1 + 1a + 4a^2)d1^36d2^125 + (4 + 4a + 1a^2)d1^37d2^125 + (3 + 3a + 0a^2)d1^38d2^125 + (4 + 1a + 4a^2)d1^39d2^125 + (2 + 1a + 0a^2)d1^40d2^125 + (3 + 1a + 3a^2)d1^41d2^125 + (4 + 0a + 2a^2)d1^42d2^125 + (1 + 4a + 0a^2)d1^43d2^125 + (1 + 0a + 2a^2)d1^44d2^125 + (2 + 2a + 4a^2)d1^45d2^125 + (0 + 4a + 2a^2)d1^46d2^125 + (3 + 0a + 0a^2)d1^47d2^125 + (4 + 3a + 1a^2)d1^48d2^125 + (3 + 4a + 2a^2)d1^49d2^125 + (3 + 2a + 0a^2)d1^50d2^125 + (1 + 4a + 1a^2)d1^51d2^125 + (3 + 4a + 3a^2)d1^52d2^125 + (4 + 1a + 2a^2)d1^53d2^125 + (3 + 2a + 2a^2)d1^54d2^125 + (1 + 4a + 4a^2)d1^55d2^125 + (4 + 0a + 1a^2)d1^56d2^125 + (2 + 3a + 0a^2)d1^57d2^125 + (2 + 3a + 4a^2)d1^58d2^125 + (0 + 3a + 3a^2)d1^59d2^125 + (0 + 1a + 3a^2)d1^60d2^125 + (1 + 4a + 1a^2)d1^61d2^125 + (0 + 3a + 3a^2)d1^62d2^125 + (1 + 2a + 4a^2)d1^63d2^125 + (1 + 1a + 2a^2)d1^64d2^125 + (4 + 2a + 1a^2)d1^65d2^125 + (4 + 3a + 4a^2)d1^66d2^125 + (3 + 0a + 4a^2)d1^67d2^125 + (4 + 1a + 3a^2)d1^68d2^125 + (0 + 1a + 4a^2)d1^69d2^125 + (3 + 3a + 0a^2)d1^70d2^125 + (0 + 1a + 1a^2)d1^71d2^125 + (1 + 3a + 2a^2)d1^72d2^125 + (2 + 4a + 3a^2)d1^73d2^125 + (2 + 2a + 3a^2)d1^74d2^125 + (3 + 2a + 0a^2)d1^75d2^125 + (0 + 2a + 0a^2)d1^76d2^125 + (2 + 0a + 2a^2)d1^77d2^125 + (0 + 0a + 1a^2)d1^78d2^125 + (2 + 4a + 1a^2)d1^79d2^125 + (3 + 0a + 3a^2)d1^80d2^125 + (4 + 2a + 4a^2)d1^81d2^125 + (4 + 4a + 1a^2)d1^82d2^125 + (4 + 4a + 0a^2)d1^83d2^125 + (2 + 3a + 4a^2)d1^84d2^125 + (1 + 3a + 2a^2)d1^85d2^125 + (3 + 1a + 1a^2)d1^86d2^125 + (0 + 0a + 1a^2)d1^87d2^125 + (4 + 3a + 1a^2)d1^88d2^125 + (2 + 4a + 3a^2)d1^89d2^125 + (0 + 1a + 1a^2)d1^90d2^125 + (3 + 2a + 0a^2)d1^91d2^125 + (0 + 4a + 4a^2)d1^92d2^125 + (4 + 2a + 2a^2)d1^93d2^125 + (2 + 3a + 3a^2)d1^94d2^125 + (2 + 0a + 3a^2)d1^95d2^125 + (1 + 3a + 3a^2)d1^96d2^125 + (2 + 2a + 0a^2)d1^97d2^125 + (2 + 3a + 2a^2)d1^98d2^125 + (1 + 4a + 3a^2)d1^99d2^125 + (4 + 1a + 2a^2)d1^100d2^125 + (3 + 0a + 3a^2)d1^101d2^125 + (4 + 2a + 4a^2)d1^102d2^125 + (0 + 4a + 1a^2)d1^103d2^125 + (3 + 3a + 4a^2)d1^104d2^125 + (4 + 4a + 4a^2)d1^105d2^125 + (0 + 1a + 3a^2)d1^106d2^125 + (0 + 3a + 1a^2)d1^107d2^125 + (0 + 2a + 0a^2)d1^108d2^125 + (2 + 3a + 2a^2)d1^109d2^125 + (4 + 3a + 1a^2)d1^110d2^125 + (3 + 0a + 2a^2)d1^111d2^125 + (4 + 1a + 4a^2)d1^112d2^125 + (4 + 2a + 4a^2)d1^113d2^125 + (2 + 2a + 0a^2)d1^114d2^125 + (1 + 2a + 1a^2)d1^115d2^125 + (4 + 3a + 2a^2)d1^116d2^125 + (0 + 2a + 2a^2)d1^117d2^125 + (3 + 1a + 2a^2)d1^118d2^125 + (3 + 4a + 1a^2)d1^119d2^125 + (2 + 0a + 1a^2)d1^120d2^125 + (0 + 3a + 1a^2)d1^121d2^125 + (4 + 1a + 2a^2)d1^122d2^125 + (4 + 2a + 0a^2)d1^123d2^125 + (1 + 1a + 0a^2)d1^124d2^125 + (3 + 2a + 2a^2)d1^125d2^125 + (3 + 2a + 1a^2)d1^126d2^125 + (3 + 3a + 3a^2)d1^127d2^125 + (1 + 3a + 4a^2)d1^128d2^125 + (3 + 3a + 0a^2)d1^129d2^125 + (1 + 1a + 1a^2)d1^130d2^125 + (1 + 2a + 1a^2)d1^131d2^125 + (0 + 0a + 2a^2)d1^132d2^125 + (1 + 1a + 1a^2)d1^133d2^125 + (0 + 4a + 1a^2)d1^134d2^125 + (2 + 4a + 2a^2)d1^135d2^125 + (2 + 0a + 0a^2)d1^136d2^125 + (2 + 1a + 2a^2)d1^137d2^125 + (1 + 3a + 1a^2)d1^138d2^125 + (1 + 0a + 1a^2)d1^139d2^125 + (0 + 3a + 2a^2)d1^140d2^125 + (1 + 1a + 4a^2)d1^141d2^125 + (0 + 4a + 3a^2)d1^142d2^125 + (2 + 4a + 2a^2)d1^143d2^125 + (4 + 2a + 1a^2)d1^144d2^125 + (2 + 0a + 2a^2)d1^145d2^125 + (0 + 4a + 1a^2)d1^146d2^125 + (0 + 1a + 0a^2)d1^147d2^125 + (2 + 1a + 3a^2)d1^148d2^125 + (1 + 3a + 1a^2)d1^149d2^125 + (0 + 1a + 3a^2)d1^150d2^125 + (0 + 1a + 3a^2)d1^151d2^125 + (0 + 4a + 4a^2)d1^152d2^125 + (2 + 2a + 4a^2)d1^153d2^125 + (1 + 3a + 4a^2)d1^154d2^125 + (2 + 3a + 1a^2)d1^155d2^125 + (2 + 2a + 1a^2)d1^156d2^125 + (3 + 2a + 1a^2)d1^157d2^125 + (1 + 4a + 0a^2)d1^158d2^125 + (1 + 4a + 1a^2)d1^159d2^125 + (1 + 2a + 0a^2)d1^160d2^125 + (3 + 2a + 2a^2)d1^161d2^125 + (0 + 3a + 3a^2)d1^162d2^125 + (3 + 2a + 3a^2)d1^163d2^125 + (0 + 4a + 4a^2)d1^164d2^125 + (2 + 3a + 4a^2)d1^165d2^125 + (3 + 2a + 2a^2)d1^166d2^125 + (2 + 1a + 1a^2)d1^167d2^125 + (1 + 1a + 0a^2)d1^168d2^125 + (1 + 4a + 0a^2)d1^169d2^125 + (3 + 3a + 1a^2)d1^170d2^125 + (4 + 2a + 4a^2)d1^171d2^125 + (4 + 1a + 4a^2)d1^172d2^125 + (4 + 0a + 0a^2)d1^173d2^125 + (0 + 2a + 2a^2)d1^174d2^125 + (3 + 1a + 3a^2)d1^175d2^125 + (4 + 3a + 4a^2)d1^176d2^125 + (0 + 1a + 3a^2)d1^177d2^125 + (1 + 2a + 4a^2)d1^178d2^125 + (4 + 3a + 0a^2)d1^179d2^125 + (0 + 1a + 3a^2)d1^180d2^125 + (1 + 3a + 1a^2)d1^181d2^125 + (3 + 1a + 3a^2)d1^182d2^125 + (2 + 2a + 2a^2)d1^183d2^125 + (4 + 0a + 2a^2)d1^184d2^125 + (4 + 0a + 2a^2)d1^185d2^125 + (3 + 2a + 3a^2)d1^186d2^125 + (2 + 1a + 0a^2)d1^187d2^125 + (4 + 2a + 0a^2)d1^188d2^125 + (3 + 3a + 4a^2)d1^189d2^125 + (0 + 1a + 1a^2)d1^190d2^125 + (1 + 3a + 3a^2)d1^191d2^125 + (0 + 2a + 3a^2)d1^192d2^125 + (1 + 3a + 1a^2)d1^193d2^125 + (1 + 3a + 2a^2)d1^194d2^125 + (4 + 0a + 4a^2)d1^195d2^125 + (3 + 0a + 3a^2)d1^196d2^125 + (1 + 1a + 1a^2)d1^197d2^125 + (2 + 0a + 2a^2)d1^198d2^125 + (2 + 4a + 4a^2)d1^199d2^125 + (0 + 4a + 2a^2)d1^200d2^125 + (4 + 2a + 0a^2)d1^201d2^125 + (3 + 1a + 1a^2)d1^202d2^125 + (3 + 1a + 2a^2)d1^203d2^125 + (3 + 1a + 1a^2)d1^204d2^125 + (0 + 3a + 1a^2)d1^205d2^125 + (0 + 0a + 3a^2)d1^206d2^125 + (2 + 0a + 0a^2)d1^207d2^125 + (4 + 4a + 0a^2)d1^208d2^125 + (3 + 3a + 2a^2)d1^209d2^125 + (3 + 1a + 3a^2)d1^210d2^125 + (1 + 4a + 3a^2)d1^211d2^125 + (1 + 0a + 1a^2)d1^212d2^125 + (0 + 4a + 0a^2)d1^213d2^125 + (3 + 3a + 4a^2)d1^214d2^125 + (4 + 3a + 2a^2)d1^215d2^125 + (1 + 3a + 3a^2)d1^216d2^125 + (0 + 4a + 1a^2)d1^217d2^125 + (4 + 2a + 2a^2)d1^218d2^125 + (0 + 0a + 2a^2)d1^219d2^125 + (3 + 1a + 1a^2)d1^220d2^125 + (3 + 2a + 4a^2)d1^221d2^125 + (2 + 1a + 1a^2)d1^222d2^125 + (2 + 4a + 3a^2)d1^223d2^125 + (2 + 4a + 4a^2)d1^224d2^125 + (1 + 2a + 4a^2)d1^225d2^125 + (3 + 3a + 0a^2)d1^226d2^125 + (0 + 4a + 1a^2)d1^227d2^125 + (4 + 1a + 4a^2)d1^228d2^125 + (3 + 0a + 0a^2)d1^229d2^125 + (4 + 2a + 1a^2)d1^230d2^125 + (1 + 1a + 4a^2)d1^231d2^125 + (0 + 1a + 1a^2)d1^232d2^125 + (3 + 3a + 0a^2)d1^233d2^125 + (3 + 2a + 1a^2)d1^234d2^125 + (0 + 4a + 2a^2)d1^235d2^125 + (0 + 2a + 0a^2)d1^237d2^125 + (3 + 3a + 3a^2)d1^238d2^125 + (2 + 0a + 1a^2)d1^239d2^125 + (0 + 4a + 2a^2)d1^240d2^125 + (1 + 2a + 1a^2)d1^241d2^125 + (1 + 1a + 3a^2)d1^242d2^125 + (3 + 2a + 3a^2)d1^243d2^125 + (0 + 4a + 0a^2)d1^244d2^125 + (3 + 2a + 0a^2)d1^245d2^125 + (0 + 1a + 4a^2)d1^246d2^125 + (1 + 0a + 4a^2)d1^247d2^125 + (3 + 0a + 2a^2)d1^248d2^125 + (0 + 2a + 1a^2)d1^249d2^125 + (4 + 0a + 2a^2)d1^250d2^125 + (4 + 3a + 1a^2)d1^251d2^125 + (3 + 3a + 0a^2)d1^252d2^125 + (2 + 1a + 4a^2)d1^253d2^125 + (4 + 4a + 4a^2)d1^254d2^125 + (1 + 1a + 1a^2)d1^255d2^125 + (2 + 0a + 0a^2)d1^256d2^125 + (1 + 3a + 0a^2)d1^257d2^125 + (0 + 3a + 3a^2)d1^258d2^125 + (3 + 0a + 1a^2)d1^259d2^125 + (2 + 0a + 3a^2)d1^260d2^125 + (1 + 0a + 1a^2)d1^261d2^125 + (4 + 4a + 4a^2)d1^262d2^125 + (0 + 2a + 2a^2)d1^263d2^125 + (1 + 2a + 0a^2)d1^264d2^125 + (0 + 4a + 3a^2)d1^265d2^125 + (1 + 0a + 3a^2)d1^266d2^125 + (0 + 1a + 3a^2)d1^267d2^125 + (3 + 0a + 2a^2)d1^268d2^125 + (4 + 2a + 3a^2)d1^269d2^125 + (2 + 1a + 1a^2)d1^270d2^125 + (2 + 3a + 1a^2)d1^271d2^125 + (4 + 0a + 2a^2)d1^272d2^125 + (0 + 2a + 2a^2)d1^273d2^125 + (4 + 2a + 4a^2)d1^274d2^125 + (2 + 0a + 0a^2)d1^275d2^125 + (0 + 4a + 2a^2)d1^276d2^125 + (2 + 3a + 4a^2)d1^277d2^125 + (4 + 4a + 1a^2)d1^278d2^125 + (0 + 4a + 4a^2)d1^279d2^125 + (0 + 3a + 3a^2)d1^280d2^125 + (4 + 4a + 3a^2)d1^281d2^125 + (2 + 3a + 3a^2)d1^282d2^125 + (1 + 4a + 3a^2)d1^283d2^125 + (3 + 0a + 4a^2)d1^284d2^125 + (3 + 4a + 1a^2)d1^285d2^125 + (1 + 2a + 4a^2)d1^286d2^125 + (2 + 1a + 3a^2)d1^287d2^125 + (2 + 4a + 0a^2)d1^288d2^125 + (2 + 3a + 0a^2)d1^289d2^125 + (2 + 1a + 3a^2)d1^290d2^125 + (0 + 1a + 2a^2)d1^291d2^125 + (0 + 4a + 2a^2)d1^292d2^125 + (4 + 1a + 1a^2)d1^293d2^125 + (3 + 2a + 1a^2)d2^126 + (1 + 2a + 1a^2)d1^1d2^126 + (3 + 1a + 1a^2)d1^2d2^126 + (3 + 2a + 4a^2)d1^3d2^126 + (2 + 2a + 1a^2)d1^4d2^126 + (2 + 4a + 2a^2)d1^5d2^126 + (2 + 4a + 3a^2)d1^6d2^126 + (4 + 4a + 0a^2)d1^7d2^126 + (0 + 2a + 3a^2)d1^8d2^126 + (2 + 4a + 0a^2)d1^9d2^126 + (0 + 1a + 3a^2)d1^10d2^126 + (1 + 4a + 2a^2)d1^11d2^126 + (3 + 4a + 4a^2)d1^12d2^126 + (4 + 2a + 1a^2)d1^13d2^126 + (1 + 0a + 0a^2)d1^14d2^126 + (2 + 4a + 2a^2)d1^15d2^126 + (2 + 4a + 3a^2)d1^16d2^126 + (4 + 4a + 4a^2)d1^17d2^126 + (4 + 0a + 1a^2)d1^18d2^126 + (1 + 4a + 1a^2)d1^19d2^126 + (1 + 0a + 1a^2)d1^20d2^126 + (4 + 2a + 1a^2)d1^21d2^126 + (3 + 3a + 0a^2)d1^22d2^126 + (1 + 0a + 1a^2)d1^23d2^126 + (1 + 4a + 1a^2)d1^24d2^126 + (3 + 2a + 1a^2)d1^25d2^126 + (3 + 1a + 0a^2)d1^26d2^126 + (2 + 3a + 3a^2)d1^27d2^126 + (0 + 1a + 0a^2)d1^28d2^126 + (2 + 3a + 1a^2)d1^29d2^126 + (3 + 4a + 1a^2)d1^30d2^126 + (0 + 0a + 4a^2)d1^31d2^126 + (2 + 2a + 4a^2)d1^32d2^126 + (0 + 1a + 4a^2)d1^33d2^126 + (0 + 4a + 3a^2)d1^34d2^126 + (2 + 2a + 0a^2)d1^35d2^126 + (2 + 1a + 4a^2)d1^36d2^126 + (2 + 1a + 4a^2)d1^37d2^126 + (2 + 0a + 3a^2)d1^39d2^126 + (3 + 1a + 2a^2)d1^40d2^126 + (1 + 1a + 1a^2)d1^41d2^126 + (0 + 3a + 0a^2)d1^42d2^126 + (3 + 1a + 1a^2)d1^43d2^126 + (1 + 3a + 3a^2)d1^44d2^126 + (1 + 0a + 3a^2)d1^45d2^126 + (1 + 4a + 2a^2)d1^46d2^126 + (3 + 3a + 2a^2)d1^47d2^126 + (1 + 2a + 1a^2)d1^48d2^126 + (2 + 3a + 0a^2)d1^50d2^126 + (4 + 1a + 0a^2)d1^51d2^126 + (4 + 2a + 1a^2)d1^52d2^126 + (0 + 0a + 4a^2)d1^53d2^126 + (1 + 4a + 2a^2)d1^54d2^126 + (1 + 4a + 0a^2)d1^55d2^126 + (2 + 4a + 3a^2)d1^56d2^126 + (3 + 4a + 3a^2)d1^57d2^126 + (2 + 1a + 0a^2)d1^58d2^126 + (4 + 0a + 2a^2)d1^59d2^126 + (0 + 1a + 3a^2)d1^60d2^126 + (1 + 1a + 2a^2)d1^61d2^126 + (0 + 0a + 4a^2)d1^62d2^126 + (0 + 0a + 1a^2)d1^63d2^126 + (4 + 2a + 0a^2)d1^64d2^126 + (1 + 3a + 1a^2)d1^65d2^126 + (1 + 1a + 1a^2)d1^66d2^126 + (0 + 1a + 0a^2)d1^67d2^126 + (0 + 1a + 3a^2)d1^68d2^126 + (3 + 1a + 3a^2)d1^69d2^126 + (2 + 0a + 0a^2)d1^70d2^126 + (4 + 3a + 2a^2)d1^71d2^126 + (1 + 0a + 0a^2)d1^72d2^126 + (0 + 2a + 0a^2)d1^73d2^126 + (2 + 4a + 4a^2)d1^74d2^126 + (3 + 1a + 4a^2)d1^75d2^126 + (4 + 2a + 1a^2)d1^76d2^126 + (4 + 3a + 3a^2)d1^77d2^126 + (1 + 1a + 1a^2)d1^78d2^126 + (3 + 4a + 2a^2)d1^79d2^126 + (2 + 4a + 4a^2)d1^80d2^126 + (2 + 0a + 0a^2)d1^81d2^126 + (2 + 3a + 1a^2)d1^82d2^126 + (2 + 2a + 1a^2)d1^83d2^126 + (1 + 0a + 2a^2)d1^84d2^126 + (3 + 4a + 0a^2)d1^85d2^126 + (3 + 4a + 3a^2)d1^86d2^126 + (1 + 1a + 4a^2)d1^87d2^126 + (3 + 1a + 0a^2)d1^88d2^126 + (3 + 4a + 4a^2)d1^89d2^126 + (3 + 1a + 1a^2)d1^90d2^126 + (3 + 0a + 0a^2)d1^91d2^126 + (1 + 2a + 4a^2)d1^92d2^126 + (0 + 2a + 0a^2)d1^93d2^126 + (4 + 3a + 4a^2)d1^94d2^126 + (4 + 1a + 4a^2)d1^95d2^126 + (3 + 0a + 4a^2)d1^96d2^126 + (1 + 4a + 4a^2)d1^97d2^126 + (2 + 1a + 4a^2)d1^98d2^126 + (4 + 0a + 1a^2)d1^99d2^126 + (4 + 3a + 1a^2)d1^100d2^126 + (1 + 0a + 4a^2)d1^101d2^126 + (4 + 2a + 0a^2)d1^102d2^126 + (3 + 3a + 3a^2)d1^103d2^126 + (1 + 4a + 0a^2)d1^104d2^126 + (0 + 3a + 0a^2)d1^105d2^126 + (2 + 0a + 3a^2)d1^106d2^126 + (3 + 0a + 1a^2)d1^107d2^126 + (2 + 4a + 1a^2)d1^108d2^126 + (2 + 2a + 0a^2)d1^109d2^126 + (2 + 0a + 0a^2)d1^110d2^126 + (1 + 2a + 4a^2)d1^111d2^126 + (3 + 0a + 4a^2)d1^112d2^126 + (1 + 0a + 0a^2)d1^113d2^126 + (0 + 3a + 4a^2)d1^114d2^126 + (1 + 0a + 0a^2)d1^115d2^126 + (4 + 0a + 0a^2)d1^116d2^126 + (0 + 3a + 2a^2)d1^117d2^126 + (4 + 3a + 4a^2)d1^118d2^126 + (1 + 0a + 1a^2)d1^119d2^126 + (3 + 3a + 3a^2)d1^120d2^126 + (3 + 0a + 2a^2)d1^121d2^126 + (0 + 0a + 1a^2)d1^122d2^126 + (4 + 2a + 0a^2)d1^123d2^126 + (1 + 0a + 1a^2)d1^124d2^126 + (4 + 2a + 4a^2)d1^125d2^126 + (0 + 4a + 3a^2)d1^126d2^126 + (2 + 0a + 1a^2)d1^127d2^126 + (1 + 1a + 3a^2)d1^128d2^126 + (2 + 0a + 4a^2)d1^129d2^126 + (1 + 1a + 1a^2)d1^130d2^126 + (0 + 2a + 1a^2)d1^131d2^126 + (1 + 0a + 0a^2)d1^132d2^126 + (2 + 0a + 2a^2)d1^133d2^126 + (0 + 0a + 4a^2)d1^134d2^126 + (0 + 2a + 2a^2)d1^135d2^126 + (0 + 2a + 3a^2)d1^136d2^126 + (0 + 2a + 1a^2)d1^137d2^126 + (1 + 4a + 2a^2)d1^138d2^126 + (0 + 0a + 1a^2)d1^139d2^126 + (4 + 3a + 0a^2)d1^140d2^126 + (1 + 0a + 2a^2)d1^141d2^126 + (3 + 0a + 1a^2)d1^142d2^126 + (1 + 1a + 2a^2)d1^143d2^126 + (3 + 0a + 2a^2)d1^144d2^126 + (3 + 0a + 3a^2)d1^145d2^126 + (1 + 1a + 4a^2)d1^146d2^126 + (3 + 0a + 0a^2)d1^147d2^126 + (4 + 4a + 3a^2)d1^148d2^126 + (4 + 1a + 2a^2)d1^149d2^126 + (3 + 2a + 3a^2)d1^150d2^126 + (2 + 4a + 1a^2)d1^151d2^126 + (3 + 3a + 4a^2)d1^152d2^126 + (4 + 4a + 1a^2)d1^153d2^126 + (1 + 0a + 1a^2)d1^154d2^126 + (1 + 1a + 3a^2)d1^155d2^126 + (4 + 4a + 3a^2)d1^156d2^126 + (0 + 0a + 3a^2)d1^157d2^126 + (2 + 4a + 1a^2)d1^159d2^126 + (3 + 3a + 4a^2)d1^160d2^126 + (4 + 4a + 4a^2)d1^161d2^126 + (0 + 4a + 0a^2)d1^162d2^126 + (1 + 0a + 1a^2)d1^163d2^126 + (3 + 3a + 4a^2)d1^164d2^126 + (0 + 1a + 1a^2)d1^165d2^126 + (0 + 1a + 2a^2)d1^166d2^126 + (2 + 2a + 0a^2)d1^167d2^126 + (4 + 0a + 4a^2)d1^168d2^126 + (0 + 0a + 1a^2)d1^169d2^126 + (3 + 0a + 2a^2)d1^170d2^126 + (4 + 3a + 1a^2)d1^171d2^126 + (0 + 2a + 0a^2)d1^172d2^126 + (4 + 3a + 1a^2)d1^173d2^126 + (0 + 2a + 0a^2)d1^174d2^126 + (0 + 3a + 0a^2)d1^175d2^126 + (3 + 3a + 0a^2)d1^176d2^126 + (4 + 2a + 1a^2)d1^177d2^126 + (2 + 4a + 2a^2)d1^178d2^126 + (2 + 1a + 0a^2)d1^179d2^126 + (1 + 3a + 4a^2)d1^180d2^126 + (4 + 2a + 3a^2)d1^181d2^126 + (2 + 3a + 3a^2)d1^182d2^126 + (3 + 3a + 4a^2)d1^183d2^126 + (2 + 1a + 4a^2)d1^184d2^126 + (0 + 4a + 2a^2)d1^185d2^126 + (3 + 1a + 4a^2)d1^186d2^126 + (1 + 3a + 4a^2)d1^187d2^126 + (0 + 3a + 2a^2)d1^188d2^126 + (3 + 2a + 4a^2)d1^189d2^126 + (2 + 0a + 4a^2)d1^190d2^126 + (1 + 1a + 3a^2)d1^191d2^126 + (1 + 3a + 1a^2)d1^192d2^126 + (2 + 0a + 3a^2)d1^193d2^126 + (2 + 2a + 1a^2)d1^194d2^126 + (2 + 3a + 3a^2)d1^195d2^126 + (2 + 3a + 2a^2)d1^196d2^126 + (0 + 1a + 2a^2)d1^197d2^126 + (3 + 4a + 4a^2)d1^198d2^126 + (4 + 1a + 3a^2)d1^199d2^126 + (2 + 1a + 2a^2)d1^200d2^126 + (0 + 2a + 4a^2)d1^201d2^126 + (4 + 2a + 2a^2)d1^202d2^126 + (2 + 3a + 0a^2)d1^203d2^126 + (0 + 0a + 3a^2)d1^204d2^126 + (0 + 3a + 4a^2)d1^205d2^126 + (0 + 1a + 1a^2)d1^206d2^126 + (4 + 2a + 3a^2)d1^207d2^126 + (4 + 3a + 0a^2)d1^208d2^126 + (4 + 3a + 0a^2)d1^209d2^126 + (4 + 3a + 2a^2)d1^210d2^126 + (2 + 3a + 3a^2)d1^211d2^126 + (1 + 1a + 0a^2)d1^212d2^126 + (2 + 0a + 0a^2)d1^213d2^126 + (1 + 4a + 3a^2)d1^214d2^126 + (3 + 1a + 0a^2)d1^215d2^126 + (3 + 3a + 3a^2)d1^216d2^126 + (3 + 3a + 4a^2)d1^217d2^126 + (2 + 3a + 4a^2)d1^218d2^126 + (4 + 3a + 4a^2)d1^219d2^126 + (1 + 3a + 3a^2)d1^220d2^126 + (1 + 3a + 0a^2)d1^221d2^126 + (2 + 0a + 0a^2)d1^222d2^126 + (1 + 4a + 2a^2)d1^223d2^126 + (2 + 1a + 4a^2)d1^224d2^126 + (0 + 4a + 2a^2)d1^225d2^126 + (0 + 4a + 2a^2)d1^226d2^126 + (1 + 0a + 0a^2)d1^227d2^126 + (1 + 4a + 0a^2)d1^228d2^126 + (3 + 2a + 2a^2)d1^229d2^126 + (2 + 1a + 0a^2)d1^230d2^126 + (1 + 0a + 2a^2)d1^231d2^126 + (4 + 4a + 1a^2)d1^232d2^126 + (2 + 2a + 4a^2)d1^233d2^126 + (1 + 0a + 4a^2)d1^234d2^126 + (3 + 2a + 3a^2)d1^235d2^126 + (1 + 4a + 1a^2)d1^236d2^126 + (1 + 0a + 4a^2)d1^237d2^126 + (2 + 3a + 1a^2)d1^239d2^126 + (4 + 2a + 2a^2)d1^240d2^126 + (1 + 3a + 1a^2)d1^241d2^126 + (2 + 2a + 3a^2)d1^242d2^126 + (2 + 3a + 0a^2)d1^243d2^126 + (2 + 0a + 3a^2)d1^244d2^126 + (0 + 1a + 4a^2)d1^245d2^126 + (2 + 0a + 4a^2)d1^246d2^126 + (4 + 0a + 3a^2)d1^247d2^126 + (4 + 1a + 1a^2)d1^248d2^126 + (0 + 3a + 4a^2)d1^249d2^126 + (3 + 3a + 1a^2)d1^250d2^126 + (2 + 4a + 2a^2)d1^251d2^126 + (3 + 2a + 0a^2)d1^252d2^126 + (2 + 0a + 2a^2)d1^253d2^126 + (3 + 3a + 4a^2)d1^254d2^126 + (3 + 0a + 3a^2)d1^255d2^126 + (0 + 4a + 2a^2)d1^256d2^126 + (2 + 3a + 1a^2)d1^257d2^126 + (2 + 3a + 2a^2)d1^258d2^126 + (2 + 4a + 0a^2)d1^259d2^126 + (2 + 1a + 3a^2)d1^260d2^126 + (2 + 1a + 1a^2)d1^261d2^126 + (2 + 3a + 3a^2)d1^262d2^126 + (2 + 2a + 4a^2)d1^263d2^126 + (4 + 0a + 2a^2)d1^264d2^126 + (1 + 3a + 4a^2)d1^265d2^126 + (3 + 4a + 4a^2)d1^266d2^126 + (1 + 2a + 0a^2)d1^267d2^126 + (4 + 2a + 0a^2)d1^268d2^126 + (4 + 4a + 3a^2)d1^269d2^126 + (0 + 0a + 2a^2)d1^270d2^126 + (0 + 4a + 2a^2)d1^271d2^126 + (3 + 1a + 1a^2)d1^272d2^126 + (1 + 3a + 1a^2)d1^273d2^126 + (2 + 1a + 1a^2)d1^274d2^126 + (2 + 0a + 2a^2)d1^275d2^126 + (0 + 0a + 3a^2)d1^276d2^126 + (1 + 2a + 3a^2)d1^277d2^126 + (0 + 4a + 2a^2)d1^278d2^126 + (4 + 4a + 4a^2)d1^279d2^126 + (3 + 1a + 2a^2)d1^280d2^126 + (4 + 2a + 0a^2)d1^281d2^126 + (2 + 0a + 0a^2)d1^282d2^126 + (0 + 0a + 4a^2)d1^283d2^126 + (4 + 4a + 1a^2)d1^284d2^126 + (3 + 3a + 2a^2)d1^285d2^126 + (1 + 2a + 3a^2)d1^286d2^126 + (2 + 1a + 0a^2)d1^287d2^126 + (0 + 2a + 3a^2)d1^288d2^126 + (2 + 3a + 4a^2)d1^289d2^126 + (1 + 0a + 4a^2)d1^290d2^126 + (4 + 0a + 0a^2)d1^291d2^126 + (4 + 2a + 1a^2)d1^292d2^126 + (2 + 2a + 3a^2)d1^293d2^126 + (0 + 0a + 3a^2)d2^127 + (0 + 3a + 1a^2)d1^1d2^127 + (1 + 1a + 4a^2)d1^2d2^127 + (4 + 4a + 4a^2)d1^3d2^127 + (2 + 2a + 4a^2)d1^4d2^127 + (3 + 4a + 3a^2)d1^5d2^127 + (2 + 2a + 4a^2)d1^6d2^127 + (2 + 1a + 3a^2)d1^7d2^127 + (4 + 0a + 1a^2)d1^8d2^127 + (3 + 3a + 0a^2)d1^9d2^127 + (0 + 4a + 0a^2)d1^10d2^127 + (0 + 4a + 4a^2)d1^11d2^127 + (4 + 4a + 2a^2)d1^12d2^127 + (0 + 4a + 1a^2)d1^13d2^127 + (0 + 4a + 4a^2)d1^14d2^127 + (2 + 1a + 4a^2)d1^15d2^127 + (0 + 4a + 1a^2)d1^16d2^127 + (0 + 3a + 1a^2)d1^17d2^127 + (2 + 0a + 1a^2)d1^18d2^127 + (3 + 0a + 2a^2)d1^19d2^127 + (3 + 0a + 0a^2)d1^20d2^127 + (3 + 1a + 1a^2)d1^21d2^127 + (0 + 4a + 0a^2)d1^22d2^127 + (4 + 0a + 1a^2)d1^23d2^127 + (1 + 1a + 3a^2)d1^24d2^127 + (2 + 3a + 3a^2)d1^25d2^127 + (3 + 2a + 2a^2)d1^26d2^127 + (3 + 1a + 0a^2)d1^27d2^127 + (1 + 2a + 0a^2)d1^28d2^127 + (0 + 3a + 0a^2)d1^29d2^127 + (3 + 3a + 2a^2)d1^30d2^127 + (2 + 1a + 3a^2)d1^31d2^127 + (4 + 0a + 0a^2)d1^32d2^127 + (3 + 1a + 3a^2)d1^33d2^127 + (3 + 4a + 4a^2)d1^34d2^127 + (4 + 2a + 3a^2)d1^35d2^127 + (1 + 0a + 0a^2)d1^36d2^127 + (4 + 2a + 1a^2)d1^37d2^127 + (0 + 2a + 2a^2)d1^38d2^127 + (0 + 2a + 2a^2)d1^39d2^127 + (3 + 3a + 1a^2)d1^40d2^127 + (4 + 4a + 1a^2)d1^41d2^127 + (3 + 3a + 2a^2)d1^42d2^127 + (3 + 1a + 0a^2)d1^43d2^127 + (0 + 4a + 2a^2)d1^45d2^127 + (1 + 0a + 4a^2)d1^46d2^127 + (4 + 3a + 3a^2)d1^47d2^127 + (0 + 0a + 4a^2)d1^48d2^127 + (0 + 2a + 2a^2)d1^49d2^127 + (4 + 2a + 4a^2)d1^50d2^127 + (2 + 1a + 1a^2)d1^51d2^127 + (3 + 1a + 4a^2)d1^52d2^127 + (1 + 4a + 2a^2)d1^53d2^127 + (0 + 3a + 2a^2)d1^54d2^127 + (4 + 1a + 1a^2)d1^55d2^127 + (3 + 2a + 2a^2)d1^56d2^127 + (1 + 1a + 4a^2)d1^57d2^127 + (4 + 2a + 1a^2)d1^58d2^127 + (0 + 0a + 1a^2)d1^59d2^127 + (0 + 1a + 2a^2)d1^60d2^127 + (1 + 1a + 3a^2)d1^61d2^127 + (4 + 4a + 1a^2)d1^62d2^127 + (3 + 2a + 1a^2)d1^63d2^127 + (2 + 2a + 4a^2)d1^64d2^127 + (1 + 4a + 1a^2)d1^65d2^127 + (4 + 1a + 4a^2)d1^66d2^127 + (3 + 1a + 0a^2)d1^67d2^127 + (2 + 0a + 0a^2)d1^68d2^127 + (1 + 2a + 3a^2)d1^69d2^127 + (0 + 1a + 3a^2)d1^70d2^127 + (3 + 2a + 1a^2)d1^71d2^127 + (0 + 0a + 3a^2)d1^72d2^127 + (1 + 4a + 2a^2)d1^73d2^127 + (3 + 2a + 1a^2)d1^74d2^127 + (2 + 1a + 2a^2)d1^75d2^127 + (2 + 3a + 3a^2)d1^76d2^127 + (1 + 3a + 0a^2)d1^77d2^127 + (0 + 4a + 1a^2)d1^78d2^127 + (4 + 0a + 0a^2)d1^79d2^127 + (2 + 0a + 4a^2)d1^80d2^127 + (3 + 0a + 2a^2)d1^81d2^127 + (4 + 1a + 1a^2)d1^82d2^127 + (1 + 3a + 3a^2)d1^83d2^127 + (0 + 1a + 0a^2)d1^84d2^127 + (1 + 1a + 4a^2)d1^85d2^127 + (0 + 2a + 1a^2)d1^86d2^127 + (4 + 4a + 1a^2)d1^87d2^127 + (2 + 3a + 4a^2)d1^88d2^127 + (0 + 0a + 3a^2)d1^89d2^127 + (0 + 1a + 2a^2)d1^90d2^127 + (2 + 0a + 4a^2)d1^91d2^127 + (3 + 0a + 1a^2)d1^92d2^127 + (3 + 3a + 0a^2)d1^93d2^127 + (4 + 3a + 1a^2)d1^94d2^127 + (0 + 1a + 3a^2)d1^95d2^127 + (2 + 0a + 4a^2)d1^96d2^127 + (2 + 2a + 3a^2)d1^97d2^127 + (0 + 1a + 2a^2)d1^98d2^127 + (2 + 1a + 3a^2)d1^99d2^127 + (4 + 4a + 4a^2)d1^100d2^127 + (3 + 0a + 3a^2)d1^101d2^127 + (3 + 4a + 1a^2)d1^102d2^127 + (4 + 4a + 2a^2)d1^103d2^127 + (3 + 2a + 2a^2)d1^104d2^127 + (4 + 1a + 3a^2)d1^105d2^127 + (0 + 2a + 1a^2)d1^106d2^127 + (3 + 0a + 3a^2)d1^107d2^127 + (0 + 4a + 0a^2)d1^108d2^127 + (3 + 1a + 1a^2)d1^109d2^127 + (1 + 4a + 1a^2)d1^110d2^127 + (2 + 3a + 1a^2)d1^111d2^127 + (3 + 1a + 0a^2)d1^112d2^127 + (4 + 1a + 2a^2)d1^113d2^127 + (4 + 3a + 4a^2)d1^114d2^127 + (2 + 1a + 4a^2)d1^115d2^127 + (2 + 2a + 0a^2)d1^116d2^127 + (2 + 3a + 3a^2)d1^117d2^127 + (3 + 2a + 2a^2)d1^118d2^127 + (2 + 2a + 2a^2)d1^119d2^127 + (0 + 4a + 0a^2)d1^120d2^127 + (0 + 4a + 2a^2)d1^121d2^127 + (4 + 3a + 1a^2)d1^122d2^127 + (0 + 4a + 2a^2)d1^123d2^127 + (0 + 4a + 4a^2)d1^124d2^127 + (4 + 2a + 3a^2)d1^125d2^127 + (3 + 0a + 4a^2)d1^126d2^127 + (0 + 1a + 4a^2)d1^127d2^127 + (3 + 1a + 4a^2)d1^128d2^127 + (0 + 3a + 4a^2)d1^129d2^127 + (3 + 1a + 2a^2)d1^130d2^127 + (3 + 4a + 0a^2)d1^131d2^127 + (1 + 0a + 4a^2)d1^132d2^127 + (4 + 3a + 2a^2)d1^133d2^127 + (1 + 3a + 3a^2)d1^134d2^127 + (1 + 4a + 1a^2)d1^135d2^127 + (4 + 2a + 4a^2)d1^136d2^127 + (3 + 0a + 1a^2)d1^137d2^127 + (4 + 1a + 2a^2)d1^138d2^127 + (2 + 4a + 0a^2)d1^139d2^127 + (3 + 0a + 0a^2)d1^140d2^127 + (4 + 2a + 0a^2)d1^141d2^127 + (1 + 4a + 3a^2)d1^142d2^127 + (2 + 2a + 3a^2)d1^143d2^127 + (2 + 2a + 2a^2)d1^144d2^127 + (3 + 1a + 0a^2)d1^145d2^127 + (3 + 4a + 3a^2)d1^146d2^127 + (1 + 4a + 2a^2)d1^147d2^127 + (2 + 4a + 2a^2)d1^148d2^127 + (3 + 1a + 4a^2)d1^149d2^127 + (4 + 1a + 2a^2)d1^150d2^127 + (2 + 2a + 1a^2)d1^151d2^127 + (2 + 3a + 2a^2)d1^152d2^127 + (1 + 2a + 0a^2)d1^153d2^127 + (4 + 3a + 2a^2)d1^154d2^127 + (4 + 2a + 3a^2)d1^155d2^127 + (1 + 2a + 3a^2)d1^156d2^127 + (1 + 0a + 4a^2)d1^157d2^127 + (2 + 0a + 1a^2)d1^158d2^127 + (1 + 2a + 4a^2)d1^159d2^127 + (3 + 2a + 0a^2)d1^160d2^127 + (0 + 3a + 2a^2)d1^161d2^127 + (4 + 4a + 0a^2)d1^162d2^127 + (2 + 3a + 3a^2)d1^163d2^127 + (4 + 3a + 3a^2)d1^164d2^127 + (3 + 0a + 0a^2)d1^165d2^127 + (1 + 0a + 1a^2)d1^166d2^127 + (3 + 2a + 3a^2)d1^167d2^127 + (3 + 2a + 3a^2)d1^168d2^127 + (2 + 3a + 2a^2)d1^169d2^127 + (3 + 3a + 4a^2)d1^171d2^127 + (1 + 3a + 3a^2)d1^172d2^127 + (1 + 1a + 3a^2)d1^173d2^127 + (1 + 2a + 3a^2)d1^174d2^127 + (3 + 2a + 0a^2)d1^175d2^127 + (3 + 1a + 0a^2)d1^176d2^127 + (3 + 0a + 2a^2)d1^177d2^127 + (2 + 2a + 2a^2)d1^178d2^127 + (1 + 2a + 2a^2)d1^179d2^127 + (2 + 1a + 1a^2)d1^180d2^127 + (4 + 4a + 3a^2)d1^181d2^127 + (2 + 2a + 1a^2)d1^182d2^127 + (3 + 4a + 3a^2)d1^183d2^127 + (3 + 2a + 3a^2)d1^184d2^127 + (4 + 2a + 3a^2)d1^185d2^127 + (0 + 2a + 2a^2)d1^186d2^127 + (4 + 4a + 2a^2)d1^187d2^127 + (3 + 4a + 1a^2)d1^188d2^127 + (4 + 0a + 2a^2)d1^189d2^127 + (4 + 3a + 0a^2)d1^190d2^127 + (1 + 3a + 3a^2)d1^191d2^127 + (4 + 2a + 2a^2)d1^192d2^127 + (0 + 1a + 4a^2)d1^193d2^127 + (4 + 3a + 1a^2)d1^194d2^127 + (4 + 1a + 1a^2)d1^195d2^127 + (3 + 1a + 4a^2)d1^196d2^127 + (1 + 3a + 2a^2)d1^197d2^127 + (4 + 1a + 0a^2)d1^198d2^127 + (0 + 2a + 4a^2)d1^199d2^127 + (1 + 0a + 4a^2)d1^200d2^127 + (2 + 2a + 2a^2)d1^201d2^127 + (1 + 3a + 2a^2)d1^202d2^127 + (1 + 0a + 1a^2)d1^203d2^127 + (3 + 4a + 4a^2)d1^204d2^127 + (4 + 4a + 2a^2)d1^205d2^127 + (0 + 3a + 1a^2)d1^206d2^127 + (1 + 1a + 3a^2)d1^207d2^127 + (0 + 3a + 1a^2)d1^208d2^127 + (2 + 3a + 3a^2)d1^209d2^127 + (2 + 2a + 0a^2)d1^210d2^127 + (1 + 2a + 0a^2)d1^211d2^127 + (3 + 3a + 0a^2)d1^212d2^127 + (1 + 1a + 4a^2)d1^213d2^127 + (3 + 1a + 4a^2)d1^214d2^127 + (2 + 1a + 0a^2)d1^215d2^127 + (2 + 3a + 0a^2)d1^216d2^127 + (4 + 3a + 1a^2)d1^217d2^127 + (2 + 0a + 2a^2)d1^218d2^127 + (4 + 2a + 4a^2)d1^219d2^127 + (0 + 4a + 3a^2)d1^220d2^127 + (3 + 0a + 4a^2)d1^221d2^127 + (1 + 3a + 1a^2)d1^222d2^127 + (2 + 0a + 2a^2)d1^223d2^127 + (4 + 3a + 1a^2)d1^224d2^127 + (3 + 0a + 3a^2)d1^225d2^127 + (4 + 2a + 4a^2)d1^226d2^127 + (4 + 2a + 4a^2)d1^227d2^127 + (1 + 0a + 2a^2)d1^228d2^127 + (3 + 3a + 1a^2)d1^229d2^127 + (3 + 3a + 2a^2)d1^230d2^127 + (2 + 4a + 0a^2)d1^231d2^127 + (0 + 3a + 1a^2)d1^232d2^127 + (4 + 4a + 3a^2)d1^233d2^127 + (1 + 4a + 3a^2)d1^234d2^127 + (1 + 1a + 3a^2)d1^235d2^127 + (0 + 1a + 2a^2)d1^236d2^127 + (0 + 2a + 0a^2)d1^237d2^127 + (2 + 1a + 4a^2)d1^238d2^127 + (3 + 3a + 1a^2)d1^239d2^127 + (0 + 0a + 1a^2)d1^240d2^127 + (1 + 3a + 3a^2)d1^241d2^127 + (2 + 1a + 3a^2)d1^242d2^127 + (3 + 3a + 1a^2)d1^243d2^127 + (3 + 3a + 1a^2)d1^244d2^127 + (0 + 2a + 0a^2)d1^245d2^127 + (4 + 4a + 3a^2)d1^246d2^127 + (1 + 1a + 2a^2)d1^247d2^127 + (1 + 0a + 2a^2)d1^248d2^127 + (1 + 3a + 0a^2)d1^249d2^127 + (1 + 3a + 3a^2)d1^250d2^127 + (2 + 4a + 1a^2)d1^251d2^127 + (4 + 3a + 0a^2)d1^252d2^127 + (1 + 4a + 0a^2)d1^253d2^127 + (0 + 3a + 2a^2)d1^254d2^127 + (4 + 0a + 4a^2)d1^255d2^127 + (2 + 3a + 4a^2)d1^256d2^127 + (1 + 3a + 2a^2)d1^257d2^127 + (4 + 4a + 3a^2)d1^258d2^127 + (3 + 3a + 2a^2)d1^259d2^127 + (0 + 4a + 1a^2)d1^260d2^127 + (0 + 3a + 0a^2)d1^261d2^127 + (3 + 3a + 1a^2)d1^262d2^127 + (3 + 0a + 3a^2)d1^263d2^127 + (3 + 0a + 1a^2)d1^264d2^127 + (3 + 1a + 2a^2)d1^265d2^127 + (2 + 3a + 0a^2)d1^266d2^127 + (2 + 4a + 1a^2)d1^267d2^127 + (0 + 2a + 1a^2)d1^268d2^127 + (3 + 4a + 2a^2)d1^269d2^127 + (2 + 0a + 3a^2)d1^270d2^127 + (0 + 2a + 3a^2)d1^271d2^127 + (1 + 0a + 3a^2)d1^272d2^127 + (4 + 0a + 0a^2)d1^273d2^127 + (4 + 0a + 2a^2)d1^274d2^127 + (0 + 1a + 3a^2)d1^275d2^127 + (1 + 1a + 4a^2)d1^276d2^127 + (3 + 1a + 0a^2)d1^277d2^127 + (3 + 1a + 3a^2)d1^278d2^127 + (4 + 3a + 3a^2)d1^279d2^127 + (2 + 2a + 0a^2)d1^280d2^127 + (2 + 0a + 1a^2)d1^281d2^127 + (0 + 3a + 2a^2)d1^282d2^127 + (3 + 2a + 1a^2)d1^283d2^127 + (3 + 4a + 0a^2)d1^284d2^127 + (2 + 1a + 0a^2)d1^285d2^127 + (2 + 4a + 2a^2)d1^286d2^127 + (2 + 2a + 2a^2)d1^287d2^127 + (1 + 2a + 1a^2)d1^288d2^127 + (4 + 1a + 3a^2)d1^289d2^127 + (2 + 2a + 0a^2)d1^290d2^127 + (3 + 4a + 0a^2)d1^291d2^127 + (0 + 4a + 3a^2)d1^292d2^127 + (0 + 1a + 3a^2)d1^293d2^127 + (0 + 1a + 0a^2)d2^128 + (1 + 4a + 0a^2)d1^1d2^128 + (3 + 3a + 1a^2)d1^2d2^128 + (4 + 2a + 0a^2)d1^3d2^128 + (3 + 4a + 2a^2)d1^4d2^128 + (2 + 0a + 4a^2)d1^5d2^128 + (0 + 0a + 2a^2)d1^6d2^128 + (1 + 3a + 3a^2)d1^7d2^128 + (4 + 2a + 1a^2)d1^8d2^128 + (3 + 4a + 2a^2)d1^9d2^128 + (4 + 3a + 3a^2)d1^10d2^128 + (2 + 1a + 1a^2)d1^11d2^128 + (0 + 2a + 1a^2)d1^12d2^128 + (1 + 2a + 2a^2)d1^13d2^128 + (0 + 0a + 2a^2)d1^14d2^128 + (2 + 1a + 1a^2)d1^15d2^128 + (2 + 0a + 3a^2)d1^16d2^128 + (1 + 4a + 0a^2)d1^17d2^128 + (1 + 4a + 4a^2)d1^18d2^128 + (2 + 4a + 2a^2)d1^19d2^128 + (2 + 3a + 2a^2)d1^20d2^128 + (4 + 1a + 4a^2)d1^21d2^128 + (4 + 3a + 1a^2)d1^22d2^128 + (0 + 2a + 2a^2)d1^23d2^128 + (2 + 0a + 0a^2)d1^24d2^128 + (2 + 1a + 3a^2)d1^25d2^128 + (4 + 4a + 2a^2)d1^26d2^128 + (1 + 3a + 2a^2)d1^28d2^128 + (1 + 1a + 4a^2)d1^29d2^128 + (2 + 2a + 4a^2)d1^30d2^128 + (2 + 2a + 1a^2)d1^32d2^128 + (3 + 1a + 0a^2)d1^33d2^128 + (2 + 0a + 0a^2)d1^34d2^128 + (1 + 1a + 3a^2)d1^35d2^128 + (4 + 0a + 2a^2)d1^36d2^128 + (1 + 1a + 0a^2)d1^37d2^128 + (3 + 4a + 0a^2)d1^38d2^128 + (2 + 3a + 4a^2)d1^39d2^128 + (4 + 1a + 3a^2)d1^40d2^128 + (3 + 4a + 4a^2)d1^41d2^128 + (1 + 1a + 0a^2)d1^42d2^128 + (0 + 4a + 1a^2)d1^43d2^128 + (3 + 1a + 2a^2)d1^44d2^128 + (4 + 1a + 3a^2)d1^45d2^128 + (2 + 0a + 3a^2)d1^46d2^128 + (1 + 1a + 3a^2)d1^47d2^128 + (2 + 2a + 2a^2)d1^48d2^128 + (1 + 4a + 2a^2)d1^49d2^128 + (0 + 3a + 0a^2)d1^50d2^128 + (4 + 1a + 0a^2)d1^51d2^128 + (3 + 4a + 0a^2)d1^52d2^128 + (3 + 0a + 1a^2)d1^53d2^128 + (1 + 2a + 4a^2)d1^54d2^128 + (2 + 1a + 3a^2)d1^55d2^128 + (2 + 0a + 1a^2)d1^56d2^128 + (3 + 4a + 4a^2)d1^57d2^128 + (1 + 1a + 3a^2)d1^58d2^128 + (0 + 2a + 0a^2)d1^59d2^128 + (1 + 3a + 1a^2)d1^60d2^128 + (2 + 3a + 1a^2)d1^61d2^128 + (1 + 3a + 3a^2)d1^62d2^128 + (4 + 2a + 1a^2)d1^63d2^128 + (0 + 2a + 3a^2)d1^64d2^128 + (0 + 4a + 1a^2)d1^65d2^128 + (1 + 4a + 4a^2)d1^66d2^128 + (0 + 2a + 4a^2)d1^67d2^128 + (1 + 2a + 1a^2)d1^68d2^128 + (2 + 1a + 0a^2)d1^69d2^128 + (2 + 4a + 1a^2)d1^70d2^128 + (3 + 2a + 0a^2)d1^71d2^128 + (3 + 1a + 1a^2)d1^72d2^128 + (4 + 3a + 2a^2)d1^73d2^128 + (2 + 4a + 1a^2)d1^74d2^128 + (4 + 3a + 4a^2)d1^75d2^128 + (1 + 0a + 3a^2)d1^76d2^128 + (2 + 4a + 2a^2)d1^77d2^128 + (1 + 2a + 1a^2)d1^78d2^128 + (1 + 0a + 0a^2)d1^79d2^128 + (2 + 4a + 1a^2)d1^80d2^128 + (1 + 4a + 3a^2)d1^81d2^128 + (1 + 0a + 2a^2)d1^82d2^128 + (4 + 0a + 0a^2)d1^83d2^128 + (3 + 3a + 2a^2)d1^84d2^128 + (0 + 0a + 4a^2)d1^85d2^128 + (1 + 1a + 4a^2)d1^86d2^128 + (4 + 0a + 3a^2)d1^87d2^128 + (4 + 2a + 0a^2)d1^88d2^128 + (3 + 2a + 2a^2)d1^89d2^128 + (4 + 2a + 4a^2)d1^90d2^128 + (4 + 0a + 2a^2)d1^91d2^128 + (2 + 1a + 1a^2)d1^92d2^128 + (0 + 4a + 2a^2)d1^93d2^128 + (2 + 2a + 2a^2)d1^94d2^128 + (0 + 1a + 1a^2)d1^95d2^128 + (0 + 2a + 1a^2)d1^96d2^128 + (0 + 3a + 4a^2)d1^97d2^128 + (0 + 4a + 2a^2)d1^98d2^128 + (1 + 2a + 0a^2)d1^99d2^128 + (2 + 1a + 3a^2)d1^100d2^128 + (3 + 0a + 0a^2)d1^101d2^128 + (0 + 2a + 0a^2)d1^102d2^128 + (1 + 3a + 1a^2)d1^103d2^128 + (4 + 4a + 2a^2)d1^104d2^128 + (4 + 4a + 0a^2)d1^105d2^128 + (1 + 0a + 4a^2)d1^106d2^128 + (3 + 0a + 3a^2)d1^107d2^128 + (4 + 1a + 2a^2)d1^108d2^128 + (1 + 1a + 4a^2)d1^109d2^128 + (4 + 4a + 4a^2)d1^110d2^128 + (2 + 2a + 2a^2)d1^111d2^128 + (0 + 4a + 4a^2)d1^112d2^128 + (2 + 3a + 4a^2)d1^113d2^128 + (3 + 0a + 1a^2)d1^114d2^128 + (1 + 1a + 2a^2)d1^115d2^128 + (0 + 3a + 0a^2)d1^116d2^128 + (1 + 1a + 1a^2)d1^117d2^128 + (1 + 4a + 3a^2)d1^118d2^128 + (4 + 1a + 0a^2)d1^119d2^128 + (4 + 0a + 2a^2)d1^121d2^128 + (0 + 3a + 1a^2)d1^122d2^128 + (0 + 1a + 3a^2)d1^123d2^128 + (4 + 4a + 1a^2)d1^124d2^128 + (2 + 4a + 2a^2)d1^125d2^128 + (0 + 4a + 4a^2)d1^126d2^128 + (3 + 2a + 0a^2)d1^127d2^128 + (4 + 1a + 2a^2)d1^128d2^128 + (0 + 0a + 1a^2)d1^129d2^128 + (4 + 3a + 4a^2)d1^130d2^128 + (0 + 1a + 3a^2)d1^131d2^128 + (0 + 3a + 0a^2)d1^132d2^128 + (4 + 3a + 3a^2)d1^133d2^128 + (1 + 3a + 4a^2)d1^134d2^128 + (2 + 3a + 2a^2)d1^135d2^128 + (3 + 0a + 0a^2)d1^136d2^128 + (0 + 1a + 3a^2)d1^137d2^128 + (4 + 1a + 3a^2)d1^138d2^128 + (1 + 1a + 1a^2)d1^139d2^128 + (1 + 3a + 4a^2)d1^140d2^128 + (4 + 4a + 4a^2)d1^141d2^128 + (4 + 3a + 0a^2)d1^142d2^128 + (0 + 3a + 4a^2)d1^143d2^128 + (3 + 3a + 1a^2)d1^144d2^128 + (2 + 1a + 4a^2)d1^145d2^128 + (0 + 0a + 1a^2)d1^146d2^128 + (1 + 3a + 4a^2)d1^147d2^128 + (4 + 4a + 3a^2)d1^148d2^128 + (2 + 0a + 0a^2)d1^149d2^128 + (4 + 0a + 2a^2)d1^150d2^128 + (1 + 2a + 3a^2)d1^151d2^128 + (0 + 1a + 1a^2)d1^152d2^128 + (0 + 1a + 4a^2)d1^153d2^128 + (4 + 3a + 1a^2)d1^154d2^128 + (2 + 4a + 1a^2)d1^155d2^128 + (3 + 2a + 2a^2)d1^156d2^128 + (0 + 1a + 1a^2)d1^157d2^128 + (0 + 1a + 0a^2)d1^158d2^128 + (4 + 4a + 3a^2)d1^159d2^128 + (2 + 1a + 0a^2)d1^160d2^128 + (2 + 2a + 1a^2)d1^161d2^128 + (0 + 3a + 0a^2)d1^162d2^128 + (0 + 2a + 2a^2)d1^163d2^128 + (1 + 1a + 3a^2)d1^164d2^128 + (1 + 0a + 3a^2)d1^165d2^128 + (2 + 1a + 3a^2)d1^166d2^128 + (3 + 3a + 3a^2)d1^167d2^128 + (1 + 3a + 0a^2)d1^168d2^128 + (2 + 3a + 0a^2)d1^169d2^128 + (4 + 1a + 1a^2)d1^170d2^128 + (0 + 1a + 1a^2)d1^171d2^128 + (2 + 1a + 4a^2)d1^172d2^128 + (3 + 1a + 1a^2)d1^173d2^128 + (4 + 1a + 4a^2)d1^174d2^128 + (2 + 1a + 3a^2)d1^175d2^128 + (0 + 1a + 3a^2)d1^176d2^128 + (3 + 0a + 3a^2)d1^177d2^128 + (1 + 4a + 2a^2)d1^178d2^128 + (0 + 0a + 2a^2)d1^179d2^128 + (0 + 2a + 2a^2)d1^180d2^128 + (4 + 3a + 4a^2)d1^181d2^128 + (3 + 4a + 2a^2)d1^182d2^128 + (3 + 2a + 3a^2)d1^183d2^128 + (1 + 1a + 0a^2)d1^184d2^128 + (3 + 2a + 4a^2)d1^185d2^128 + (4 + 4a + 2a^2)d1^186d2^128 + (4 + 0a + 3a^2)d1^187d2^128 + (0 + 4a + 0a^2)d1^188d2^128 + (1 + 4a + 2a^2)d1^189d2^128 + (2 + 0a + 1a^2)d1^190d2^128 + (2 + 4a + 3a^2)d1^191d2^128 + (4 + 2a + 0a^2)d1^192d2^128 + (3 + 2a + 3a^2)d1^193d2^128 + (2 + 0a + 4a^2)d1^194d2^128 + (0 + 2a + 1a^2)d1^195d2^128 + (0 + 0a + 2a^2)d1^196d2^128 + (2 + 0a + 4a^2)d1^197d2^128 + (2 + 4a + 4a^2)d1^198d2^128 + (3 + 1a + 0a^2)d1^199d2^128 + (4 + 3a + 3a^2)d1^200d2^128 + (2 + 0a + 3a^2)d1^201d2^128 + (1 + 0a + 0a^2)d1^202d2^128 + (2 + 4a + 4a^2)d1^203d2^128 + (4 + 2a + 0a^2)d1^204d2^128 + (3 + 1a + 3a^2)d1^205d2^128 + (1 + 0a + 3a^2)d1^206d2^128 + (2 + 4a + 0a^2)d1^207d2^128 + (4 + 3a + 4a^2)d1^208d2^128 + (3 + 1a + 3a^2)d1^209d2^128 + (0 + 1a + 1a^2)d1^210d2^128 + (3 + 0a + 1a^2)d1^211d2^128 + (4 + 3a + 2a^2)d1^212d2^128 + (1 + 1a + 2a^2)d1^213d2^128 + (4 + 2a + 0a^2)d1^214d2^128 + (1 + 0a + 4a^2)d1^215d2^128 + (2 + 2a + 0a^2)d1^216d2^128 + (2 + 1a + 2a^2)d1^217d2^128 + (3 + 2a + 4a^2)d1^218d2^128 + (1 + 3a + 2a^2)d1^219d2^128 + (3 + 1a + 0a^2)d1^220d2^128 + (4 + 1a + 1a^2)d1^221d2^128 + (3 + 3a + 1a^2)d1^222d2^128 + (3 + 4a + 0a^2)d1^223d2^128 + (4 + 0a + 1a^2)d1^224d2^128 + (2 + 1a + 2a^2)d1^225d2^128 + (2 + 3a + 1a^2)d1^226d2^128 + (1 + 3a + 2a^2)d1^227d2^128 + (1 + 0a + 0a^2)d1^228d2^128 + (0 + 3a + 1a^2)d1^229d2^128 + (0 + 3a + 4a^2)d1^230d2^128 + (4 + 1a + 0a^2)d1^231d2^128 + (3 + 4a + 2a^2)d1^232d2^128 + (3 + 0a + 1a^2)d1^233d2^128 + (1 + 1a + 1a^2)d1^234d2^128 + (4 + 1a + 4a^2)d1^235d2^128 + (3 + 1a + 1a^2)d1^236d2^128 + (1 + 2a + 4a^2)d1^237d2^128 + (1 + 0a + 4a^2)d1^238d2^128 + (3 + 2a + 3a^2)d1^239d2^128 + (4 + 4a + 2a^2)d1^240d2^128 + (1 + 4a + 3a^2)d1^241d2^128 + (1 + 4a + 0a^2)d1^242d2^128 + (3 + 2a + 4a^2)d1^243d2^128 + (1 + 1a + 2a^2)d1^244d2^128 + (0 + 1a + 2a^2)d1^245d2^128 + (0 + 2a + 1a^2)d1^246d2^128 + (0 + 1a + 0a^2)d1^247d2^128 + (4 + 3a + 2a^2)d1^248d2^128 + (1 + 4a + 0a^2)d1^249d2^128 + (0 + 4a + 2a^2)d1^250d2^128 + (0 + 1a + 1a^2)d1^251d2^128 + (4 + 0a + 3a^2)d1^252d2^128 + (1 + 2a + 0a^2)d1^253d2^128 + (0 + 3a + 0a^2)d1^254d2^128 + (1 + 2a + 4a^2)d1^255d2^128 + (4 + 3a + 2a^2)d1^256d2^128 + (0 + 2a + 0a^2)d1^257d2^128 + (0 + 0a + 2a^2)d1^258d2^128 + (4 + 2a + 4a^2)d1^259d2^128 + (4 + 4a + 4a^2)d1^260d2^128 + (1 + 4a + 4a^2)d1^261d2^128 + (0 + 2a + 4a^2)d1^262d2^128 + (2 + 0a + 2a^2)d1^263d2^128 + (4 + 0a + 2a^2)d1^264d2^128 + (3 + 4a + 0a^2)d1^265d2^128 + (3 + 1a + 4a^2)d1^266d2^128 + (0 + 1a + 0a^2)d1^267d2^128 + (2 + 2a + 3a^2)d1^268d2^128 + (4 + 2a + 0a^2)d1^269d2^128 + (4 + 3a + 2a^2)d1^270d2^128 + (4 + 3a + 1a^2)d1^271d2^128 + (4 + 3a + 3a^2)d1^272d2^128 + (0 + 0a + 2a^2)d1^273d2^128 + (2 + 3a + 0a^2)d1^274d2^128 + (1 + 0a + 0a^2)d1^275d2^128 + (1 + 0a + 4a^2)d1^276d2^128 + (1 + 0a + 0a^2)d1^277d2^128 + (4 + 2a + 4a^2)d1^278d2^128 + (0 + 3a + 4a^2)d1^279d2^128 + (2 + 0a + 2a^2)d1^280d2^128 + (3 + 2a + 4a^2)d1^281d2^128 + (3 + 3a + 0a^2)d1^282d2^128 + (4 + 2a + 2a^2)d1^283d2^128 + (0 + 4a + 2a^2)d1^284d2^128 + (3 + 0a + 1a^2)d1^285d2^128 + (1 + 4a + 1a^2)d1^286d2^128 + (0 + 2a + 4a^2)d1^287d2^128 + (0 + 4a + 0a^2)d1^288d2^128 + (0 + 4a + 4a^2)d1^289d2^128 + (0 + 2a + 1a^2)d1^290d2^128 + (0 + 2a + 2a^2)d1^291d2^128 + (1 + 3a + 4a^2)d1^292d2^128 + (0 + 3a + 4a^2)d1^293d2^128 + (1 + 0a + 4a^2)d2^129 + (2 + 3a + 2a^2)d1^1d2^129 + (0 + 3a + 1a^2)d1^2d2^129 + (1 + 4a + 1a^2)d1^3d2^129 + (4 + 2a + 1a^2)d1^4d2^129 + (4 + 3a + 4a^2)d1^5d2^129 + (2 + 3a + 2a^2)d1^6d2^129 + (2 + 2a + 0a^2)d1^7d2^129 + (2 + 3a + 0a^2)d1^8d2^129 + (0 + 1a + 4a^2)d1^9d2^129 + (1 + 2a + 4a^2)d1^10d2^129 + (1 + 2a + 2a^2)d1^11d2^129 + (2 + 2a + 2a^2)d1^12d2^129 + (2 + 3a + 2a^2)d1^13d2^129 + (3 + 4a + 0a^2)d1^14d2^129 + (3 + 0a + 0a^2)d1^15d2^129 + (0 + 1a + 1a^2)d1^16d2^129 + (3 + 1a + 1a^2)d1^17d2^129 + (3 + 2a + 2a^2)d1^18d2^129 + (2 + 2a + 2a^2)d1^19d2^129 + (1 + 1a + 4a^2)d1^20d2^129 + (3 + 3a + 0a^2)d1^21d2^129 + (1 + 0a + 2a^2)d1^22d2^129 + (2 + 4a + 1a^2)d1^23d2^129 + (3 + 2a + 1a^2)d1^24d2^129 + (3 + 3a + 2a^2)d1^25d2^129 + (4 + 0a + 4a^2)d1^26d2^129 + (4 + 0a + 2a^2)d1^27d2^129 + (4 + 0a + 3a^2)d1^28d2^129 + (1 + 3a + 3a^2)d1^29d2^129 + (3 + 2a + 2a^2)d1^30d2^129 + (2 + 1a + 1a^2)d1^31d2^129 + (2 + 2a + 4a^2)d1^32d2^129 + (1 + 3a + 0a^2)d1^33d2^129 + (0 + 0a + 1a^2)d1^34d2^129 + (3 + 2a + 0a^2)d1^35d2^129 + (0 + 3a + 2a^2)d1^36d2^129 + (3 + 1a + 4a^2)d1^37d2^129 + (4 + 2a + 2a^2)d1^38d2^129 + (1 + 2a + 3a^2)d1^39d2^129 + (4 + 0a + 0a^2)d1^40d2^129 + (1 + 0a + 4a^2)d1^41d2^129 + (3 + 4a + 0a^2)d1^42d2^129 + (2 + 3a + 2a^2)d1^43d2^129 + (1 + 3a + 3a^2)d1^44d2^129 + (3 + 4a + 0a^2)d1^45d2^129 + (1 + 4a + 2a^2)d1^46d2^129 + (2 + 0a + 1a^2)d1^47d2^129 + (2 + 2a + 0a^2)d1^48d2^129 + (3 + 0a + 2a^2)d1^49d2^129 + (3 + 3a + 2a^2)d1^50d2^129 + (2 + 3a + 0a^2)d1^51d2^129 + (2 + 4a + 0a^2)d1^52d2^129 + (4 + 0a + 4a^2)d1^53d2^129 + (1 + 1a + 3a^2)d1^54d2^129 + (0 + 3a + 4a^2)d1^55d2^129 + (4 + 2a + 1a^2)d1^56d2^129 + (3 + 4a + 4a^2)d1^57d2^129 + (1 + 0a + 4a^2)d1^58d2^129 + (1 + 0a + 4a^2)d1^59d2^129 + (4 + 4a + 2a^2)d1^60d2^129 + (3 + 2a + 1a^2)d1^61d2^129 + (1 + 1a + 2a^2)d1^62d2^129 + (2 + 4a + 4a^2)d1^63d2^129 + (2 + 2a + 1a^2)d1^64d2^129 + (1 + 0a + 3a^2)d1^65d2^129 + (2 + 3a + 1a^2)d1^66d2^129 + (1 + 1a + 1a^2)d1^67d2^129 + (3 + 1a + 1a^2)d1^68d2^129 + (0 + 4a + 4a^2)d1^69d2^129 + (4 + 4a + 2a^2)d1^70d2^129 + (2 + 4a + 1a^2)d1^71d2^129 + (4 + 1a + 0a^2)d1^72d2^129 + (0 + 1a + 4a^2)d1^73d2^129 + (1 + 3a + 4a^2)d1^74d2^129 + (4 + 0a + 2a^2)d1^75d2^129 + (2 + 1a + 4a^2)d1^76d2^129 + (2 + 0a + 4a^2)d1^77d2^129 + (2 + 3a + 1a^2)d1^78d2^129 + (3 + 1a + 4a^2)d1^79d2^129 + (4 + 2a + 1a^2)d1^80d2^129 + (4 + 0a + 4a^2)d1^81d2^129 + (0 + 2a + 2a^2)d1^82d2^129 + (4 + 1a + 0a^2)d1^83d2^129 + (1 + 4a + 0a^2)d1^84d2^129 + (1 + 2a + 2a^2)d1^85d2^129 + (0 + 0a + 4a^2)d1^86d2^129 + (0 + 1a + 0a^2)d1^87d2^129 + (2 + 3a + 1a^2)d1^88d2^129 + (1 + 4a + 3a^2)d1^89d2^129 + (2 + 3a + 3a^2)d1^90d2^129 + (0 + 4a + 4a^2)d1^91d2^129 + (0 + 2a + 2a^2)d1^92d2^129 + (1 + 0a + 1a^2)d1^93d2^129 + (4 + 3a + 3a^2)d1^94d2^129 + (0 + 0a + 4a^2)d1^95d2^129 + (1 + 1a + 3a^2)d1^96d2^129 + (1 + 0a + 0a^2)d1^97d2^129 + (4 + 1a + 3a^2)d1^98d2^129 + (3 + 1a + 0a^2)d1^99d2^129 + (1 + 1a + 4a^2)d1^100d2^129 + (1 + 3a + 3a^2)d1^101d2^129 + (2 + 3a + 4a^2)d1^102d2^129 + (0 + 0a + 3a^2)d1^103d2^129 + (2 + 2a + 1a^2)d1^104d2^129 + (4 + 4a + 1a^2)d1^105d2^129 + (2 + 4a + 4a^2)d1^106d2^129 + (4 + 4a + 4a^2)d1^107d2^129 + (2 + 1a + 1a^2)d1^108d2^129 + (2 + 1a + 4a^2)d1^109d2^129 + (0 + 4a + 3a^2)d1^110d2^129 + (0 + 2a + 1a^2)d1^111d2^129 + (3 + 1a + 0a^2)d1^112d2^129 + (0 + 2a + 1a^2)d1^113d2^129 + (0 + 2a + 4a^2)d1^114d2^129 + (4 + 3a + 3a^2)d1^115d2^129 + (0 + 0a + 1a^2)d1^116d2^129 + (1 + 2a + 1a^2)d1^117d2^129 + (1 + 4a + 1a^2)d1^118d2^129 + (1 + 1a + 2a^2)d1^119d2^129 + (2 + 2a + 4a^2)d1^120d2^129 + (3 + 1a + 3a^2)d1^121d2^129 + (4 + 3a + 1a^2)d1^122d2^129 + (1 + 2a + 2a^2)d1^123d2^129 + (4 + 0a + 1a^2)d1^124d2^129 + (0 + 0a + 1a^2)d1^125d2^129 + (2 + 1a + 2a^2)d1^126d2^129 + (2 + 3a + 1a^2)d1^127d2^129 + (3 + 2a + 4a^2)d1^128d2^129 + (1 + 3a + 0a^2)d1^129d2^129 + (2 + 0a + 3a^2)d1^130d2^129 + (1 + 2a + 2a^2)d1^131d2^129 + (1 + 0a + 4a^2)d1^132d2^129 + (1 + 0a + 4a^2)d1^133d2^129 + (4 + 1a + 3a^2)d1^134d2^129 + (2 + 4a + 1a^2)d1^135d2^129 + (2 + 1a + 0a^2)d1^136d2^129 + (1 + 0a + 0a^2)d1^137d2^129 + (3 + 2a + 2a^2)d1^138d2^129 + (3 + 3a + 1a^2)d1^139d2^129 + (2 + 4a + 3a^2)d1^140d2^129 + (4 + 1a + 1a^2)d1^141d2^129 + (3 + 1a + 1a^2)d1^142d2^129 + (0 + 3a + 1a^2)d1^143d2^129 + (4 + 4a + 1a^2)d1^144d2^129 + (2 + 4a + 1a^2)d1^145d2^129 + (3 + 4a + 4a^2)d1^146d2^129 + (2 + 0a + 3a^2)d1^147d2^129 + (3 + 2a + 3a^2)d1^148d2^129 + (1 + 3a + 0a^2)d1^149d2^129 + (2 + 3a + 4a^2)d1^150d2^129 + (3 + 2a + 0a^2)d1^151d2^129 + (3 + 2a + 3a^2)d1^152d2^129 + (1 + 1a + 0a^2)d1^153d2^129 + (0 + 4a + 3a^2)d1^154d2^129 + (1 + 3a + 0a^2)d1^155d2^129 + (0 + 2a + 4a^2)d1^156d2^129 + (1 + 1a + 4a^2)d1^157d2^129 + (1 + 0a + 4a^2)d1^158d2^129 + (3 + 4a + 1a^2)d1^159d2^129 + (0 + 3a + 1a^2)d1^160d2^129 + (2 + 1a + 0a^2)d1^161d2^129 + (3 + 1a + 0a^2)d1^162d2^129 + (1 + 1a + 1a^2)d1^163d2^129 + (3 + 3a + 0a^2)d1^164d2^129 + (3 + 4a + 1a^2)d1^165d2^129 + (1 + 0a + 0a^2)d1^166d2^129 + (3 + 0a + 4a^2)d1^167d2^129 + (1 + 0a + 3a^2)d1^168d2^129 + (4 + 4a + 3a^2)d1^169d2^129 + (4 + 0a + 0a^2)d1^170d2^129 + (4 + 1a + 0a^2)d1^171d2^129 + (0 + 4a + 3a^2)d1^173d2^129 + (2 + 2a + 2a^2)d1^174d2^129 + (0 + 3a + 0a^2)d1^175d2^129 + (4 + 3a + 2a^2)d1^176d2^129 + (0 + 2a + 4a^2)d1^177d2^129 + (1 + 0a + 0a^2)d1^178d2^129 + (3 + 0a + 4a^2)d1^179d2^129 + (2 + 3a + 4a^2)d1^180d2^129 + (0 + 4a + 0a^2)d1^181d2^129 + (4 + 0a + 3a^2)d1^182d2^129 + (0 + 2a + 2a^2)d1^183d2^129 + (0 + 4a + 3a^2)d1^184d2^129 + (0 + 0a + 2a^2)d1^186d2^129 + (2 + 3a + 3a^2)d1^187d2^129 + (1 + 4a + 1a^2)d1^188d2^129 + (0 + 3a + 0a^2)d1^189d2^129 + (3 + 4a + 4a^2)d1^190d2^129 + (2 + 1a + 4a^2)d1^191d2^129 + (0 + 2a + 1a^2)d1^192d2^129 + (0 + 0a + 3a^2)d1^193d2^129 + (3 + 3a + 3a^2)d1^194d2^129 + (2 + 1a + 4a^2)d1^195d2^129 + (3 + 2a + 3a^2)d1^196d2^129 + (2 + 2a + 4a^2)d1^197d2^129 + (4 + 4a + 3a^2)d1^198d2^129 + (0 + 2a + 1a^2)d1^199d2^129 + (3 + 1a + 2a^2)d1^200d2^129 + (4 + 4a + 1a^2)d1^201d2^129 + (4 + 4a + 3a^2)d1^202d2^129 + (3 + 2a + 0a^2)d1^203d2^129 + (4 + 0a + 0a^2)d1^204d2^129 + (1 + 0a + 4a^2)d1^205d2^129 + (1 + 4a + 0a^2)d1^206d2^129 + (3 + 1a + 0a^2)d1^207d2^129 + (0 + 1a + 4a^2)d1^208d2^129 + (2 + 1a + 3a^2)d1^209d2^129 + (2 + 1a + 3a^2)d1^211d2^129 + (0 + 1a + 4a^2)d1^212d2^129 + (1 + 0a + 3a^2)d1^213d2^129 + (3 + 2a + 1a^2)d1^214d2^129 + (1 + 0a + 1a^2)d1^215d2^129 + (0 + 4a + 2a^2)d1^216d2^129 + (4 + 0a + 0a^2)d1^217d2^129 + (3 + 1a + 2a^2)d1^218d2^129 + (4 + 1a + 3a^2)d1^219d2^129 + (4 + 2a + 4a^2)d1^220d2^129 + (2 + 0a + 3a^2)d1^221d2^129 + (3 + 2a + 4a^2)d1^222d2^129 + (1 + 0a + 4a^2)d1^223d2^129 + (3 + 2a + 4a^2)d1^224d2^129 + (3 + 2a + 4a^2)d1^225d2^129 + (3 + 0a + 3a^2)d1^226d2^129 + (0 + 2a + 4a^2)d1^227d2^129 + (1 + 2a + 2a^2)d1^228d2^129 + (3 + 0a + 3a^2)d1^229d2^129 + (4 + 0a + 0a^2)d1^230d2^129 + (1 + 1a + 1a^2)d1^231d2^129 + (4 + 4a + 0a^2)d1^232d2^129 + (3 + 3a + 1a^2)d1^233d2^129 + (0 + 2a + 2a^2)d1^234d2^129 + (0 + 3a + 4a^2)d1^235d2^129 + (2 + 0a + 0a^2)d1^236d2^129 + (4 + 0a + 1a^2)d1^237d2^129 + (2 + 0a + 3a^2)d1^238d2^129 + (4 + 3a + 3a^2)d1^239d2^129 + (3 + 3a + 1a^2)d1^240d2^129 + (4 + 0a + 2a^2)d1^241d2^129 + (2 + 2a + 0a^2)d1^242d2^129 + (3 + 2a + 1a^2)d1^243d2^129 + (4 + 4a + 4a^2)d1^244d2^129 + (1 + 3a + 2a^2)d1^245d2^129 + (2 + 3a + 3a^2)d1^246d2^129 + (4 + 3a + 2a^2)d1^247d2^129 + (3 + 2a + 1a^2)d1^248d2^129 + (4 + 1a + 0a^2)d1^249d2^129 + (1 + 4a + 4a^2)d1^250d2^129 + (4 + 1a + 3a^2)d1^251d2^129 + (0 + 3a + 1a^2)d1^252d2^129 + (1 + 2a + 2a^2)d1^253d2^129 + (3 + 3a + 4a^2)d1^254d2^129 + (1 + 4a + 2a^2)d1^255d2^129 + (3 + 1a + 2a^2)d1^256d2^129 + (2 + 3a + 0a^2)d1^257d2^129 + (3 + 2a + 3a^2)d1^258d2^129 + (2 + 1a + 4a^2)d1^259d2^129 + (4 + 2a + 1a^2)d1^260d2^129 + (3 + 3a + 3a^2)d1^261d2^129 + (1 + 2a + 3a^2)d1^262d2^129 + (4 + 1a + 3a^2)d1^263d2^129 + (4 + 0a + 4a^2)d1^264d2^129 + (4 + 1a + 3a^2)d1^265d2^129 + (1 + 2a + 1a^2)d1^266d2^129 + (4 + 4a + 3a^2)d1^267d2^129 + (0 + 4a + 3a^2)d1^268d2^129 + (2 + 2a + 1a^2)d1^269d2^129 + (1 + 3a + 2a^2)d1^270d2^129 + (3 + 3a + 4a^2)d1^271d2^129 + (2 + 3a + 4a^2)d1^272d2^129 + (1 + 3a + 0a^2)d1^273d2^129 + (3 + 0a + 2a^2)d1^274d2^129 + (1 + 4a + 0a^2)d1^275d2^129 + (3 + 4a + 0a^2)d1^276d2^129 + (1 + 0a + 0a^2)d1^277d2^129 + (2 + 1a + 4a^2)d1^278d2^129 + (2 + 4a + 3a^2)d1^279d2^129 + (1 + 2a + 2a^2)d1^280d2^129 + (4 + 3a + 4a^2)d1^281d2^129 + (1 + 4a + 2a^2)d1^282d2^129 + (1 + 4a + 3a^2)d1^283d2^129 + (1 + 2a + 3a^2)d1^284d2^129 + (0 + 0a + 1a^2)d1^285d2^129 + (4 + 0a + 0a^2)d1^286d2^129 + (4 + 1a + 4a^2)d1^287d2^129 + (1 + 0a + 0a^2)d1^288d2^129 + (4 + 2a + 0a^2)d1^289d2^129 + (0 + 2a + 2a^2)d1^290d2^129 + (4 + 0a + 2a^2)d1^291d2^129 + (3 + 1a + 4a^2)d1^292d2^129 + (4 + 1a + 0a^2)d1^293d2^129 + (2 + 4a + 1a^2)d2^130 + (1 + 1a + 1a^2)d1^1d2^130 + (2 + 0a + 0a^2)d1^2d2^130 + (2 + 2a + 2a^2)d1^3d2^130 + (4 + 0a + 2a^2)d1^4d2^130 + (4 + 3a + 1a^2)d1^5d2^130 + (1 + 1a + 0a^2)d1^6d2^130 + (4 + 3a + 0a^2)d1^7d2^130 + (1 + 1a + 0a^2)d1^8d2^130 + (0 + 2a + 0a^2)d1^9d2^130 + (1 + 3a + 2a^2)d1^10d2^130 + (3 + 2a + 0a^2)d1^11d2^130 + (2 + 4a + 3a^2)d1^12d2^130 + (1 + 0a + 2a^2)d1^13d2^130 + (0 + 4a + 2a^2)d1^14d2^130 + (3 + 0a + 1a^2)d1^15d2^130 + (3 + 0a + 1a^2)d1^16d2^130 + (1 + 0a + 1a^2)d1^17d2^130 + (0 + 2a + 1a^2)d1^18d2^130 + (1 + 0a + 2a^2)d1^19d2^130 + (1 + 0a + 3a^2)d1^20d2^130 + (4 + 4a + 1a^2)d1^21d2^130 + (1 + 1a + 3a^2)d1^22d2^130 + (0 + 4a + 1a^2)d1^23d2^130 + (3 + 4a + 0a^2)d1^24d2^130 + (2 + 0a + 2a^2)d1^25d2^130 + (4 + 2a + 3a^2)d1^26d2^130 + (1 + 4a + 2a^2)d1^27d2^130 + (3 + 4a + 0a^2)d1^28d2^130 + (2 + 1a + 4a^2)d1^29d2^130 + (3 + 1a + 1a^2)d1^30d2^130 + (0 + 4a + 4a^2)d1^31d2^130 + (4 + 3a + 4a^2)d1^32d2^130 + (0 + 1a + 2a^2)d1^33d2^130 + (1 + 3a + 3a^2)d1^34d2^130 + (1 + 4a + 2a^2)d1^35d2^130 + (3 + 1a + 1a^2)d1^36d2^130 + (3 + 4a + 2a^2)d1^37d2^130 + (2 + 3a + 1a^2)d1^38d2^130 + (3 + 0a + 4a^2)d1^39d2^130 + (1 + 4a + 4a^2)d1^40d2^130 + (0 + 0a + 1a^2)d1^41d2^130 + (4 + 3a + 2a^2)d1^42d2^130 + (4 + 2a + 4a^2)d1^43d2^130 + (1 + 0a + 4a^2)d1^44d2^130 + (2 + 0a + 3a^2)d1^45d2^130 + (3 + 2a + 4a^2)d1^46d2^130 + (0 + 2a + 1a^2)d1^47d2^130 + (0 + 4a + 0a^2)d1^48d2^130 + (2 + 2a + 0a^2)d1^49d2^130 + (4 + 0a + 1a^2)d1^50d2^130 + (4 + 1a + 2a^2)d1^51d2^130 + (2 + 2a + 1a^2)d1^52d2^130 + (1 + 0a + 4a^2)d1^53d2^130 + (2 + 1a + 4a^2)d1^54d2^130 + (3 + 3a + 2a^2)d1^55d2^130 + (0 + 4a + 1a^2)d1^56d2^130 + (1 + 3a + 0a^2)d1^57d2^130 + (4 + 4a + 2a^2)d1^58d2^130 + (0 + 0a + 3a^2)d1^59d2^130 + (0 + 1a + 3a^2)d1^60d2^130 + (1 + 1a + 2a^2)d1^61d2^130 + (1 + 0a + 4a^2)d1^62d2^130 + (2 + 0a + 0a^2)d1^63d2^130 + (1 + 3a + 3a^2)d1^64d2^130 + (3 + 1a + 4a^2)d1^65d2^130 + (3 + 4a + 2a^2)d1^66d2^130 + (4 + 1a + 2a^2)d1^67d2^130 + (2 + 2a + 0a^2)d1^68d2^130 + (1 + 3a + 3a^2)d1^69d2^130 + (2 + 1a + 0a^2)d1^70d2^130 + (0 + 0a + 2a^2)d1^71d2^130 + (0 + 0a + 4a^2)d1^72d2^130 + (3 + 3a + 4a^2)d1^73d2^130 + (4 + 3a + 1a^2)d1^74d2^130 + (2 + 1a + 4a^2)d1^75d2^130 + (0 + 2a + 4a^2)d1^76d2^130 + (2 + 3a + 4a^2)d1^77d2^130 + (4 + 1a + 1a^2)d1^78d2^130 + (0 + 3a + 1a^2)d1^79d2^130 + (1 + 3a + 0a^2)d1^80d2^130 + (0 + 4a + 4a^2)d1^81d2^130 + (2 + 3a + 4a^2)d1^82d2^130 + (2 + 0a + 4a^2)d1^83d2^130 + (0 + 2a + 0a^2)d1^84d2^130 + (4 + 0a + 2a^2)d1^85d2^130 + (4 + 2a + 1a^2)d1^86d2^130 + (0 + 0a + 2a^2)d1^87d2^130 + (3 + 4a + 1a^2)d1^88d2^130 + (1 + 4a + 0a^2)d1^89d2^130 + (3 + 1a + 3a^2)d1^90d2^130 + (1 + 4a + 0a^2)d1^91d2^130 + (2 + 4a + 4a^2)d1^92d2^130 + (4 + 0a + 2a^2)d1^93d2^130 + (3 + 0a + 3a^2)d1^94d2^130 + (4 + 2a + 3a^2)d1^95d2^130 + (2 + 0a + 2a^2)d1^96d2^130 + (0 + 2a + 2a^2)d1^97d2^130 + (2 + 4a + 2a^2)d1^98d2^130 + (2 + 0a + 4a^2)d1^99d2^130 + (3 + 2a + 4a^2)d1^100d2^130 + (3 + 4a + 3a^2)d1^101d2^130 + (2 + 1a + 0a^2)d1^102d2^130 + (0 + 4a + 4a^2)d1^103d2^130 + (0 + 4a + 3a^2)d1^104d2^130 + (2 + 0a + 0a^2)d1^105d2^130 + (4 + 1a + 3a^2)d1^106d2^130 + (3 + 2a + 1a^2)d1^107d2^130 + (3 + 1a + 0a^2)d1^108d2^130 + (4 + 3a + 0a^2)d1^109d2^130 + (4 + 3a + 3a^2)d1^110d2^130 + (2 + 0a + 3a^2)d1^111d2^130 + (2 + 3a + 0a^2)d1^112d2^130 + (3 + 3a + 1a^2)d1^113d2^130 + (4 + 1a + 0a^2)d1^114d2^130 + (3 + 2a + 4a^2)d1^115d2^130 + (1 + 4a + 2a^2)d1^116d2^130 + (3 + 1a + 0a^2)d1^117d2^130 + (2 + 0a + 1a^2)d1^118d2^130 + (4 + 3a + 1a^2)d1^119d2^130 + (3 + 4a + 2a^2)d1^120d2^130 + (3 + 2a + 1a^2)d1^121d2^130 + (1 + 2a + 1a^2)d1^122d2^130 + (0 + 2a + 0a^2)d1^123d2^130 + (0 + 2a + 4a^2)d1^124d2^130 + (1 + 2a + 0a^2)d1^125d2^130 + (4 + 3a + 1a^2)d1^126d2^130 + (3 + 3a + 1a^2)d1^127d2^130 + (0 + 2a + 0a^2)d1^128d2^130 + (3 + 0a + 4a^2)d1^129d2^130 + (0 + 4a + 2a^2)d1^130d2^130 + (4 + 3a + 0a^2)d1^131d2^130 + (1 + 3a + 3a^2)d1^132d2^130 + (2 + 1a + 1a^2)d1^133d2^130 + (2 + 3a + 1a^2)d1^134d2^130 + (0 + 1a + 3a^2)d1^135d2^130 + (1 + 0a + 2a^2)d1^136d2^130 + (2 + 1a + 4a^2)d1^137d2^130 + (4 + 4a + 1a^2)d1^138d2^130 + (1 + 3a + 1a^2)d1^139d2^130 + (3 + 1a + 3a^2)d1^140d2^130 + (2 + 0a + 1a^2)d1^141d2^130 + (2 + 1a + 3a^2)d1^142d2^130 + (1 + 4a + 3a^2)d1^143d2^130 + (4 + 2a + 1a^2)d1^144d2^130 + (2 + 2a + 1a^2)d1^145d2^130 + (1 + 2a + 0a^2)d1^146d2^130 + (1 + 0a + 0a^2)d1^147d2^130 + (4 + 4a + 4a^2)d1^148d2^130 + (1 + 2a + 1a^2)d1^149d2^130 + (3 + 2a + 4a^2)d1^150d2^130 + (4 + 2a + 1a^2)d1^151d2^130 + (3 + 3a + 2a^2)d1^152d2^130 + (1 + 4a + 4a^2)d1^153d2^130 + (2 + 4a + 3a^2)d1^154d2^130 + (3 + 3a + 0a^2)d1^155d2^130 + (4 + 4a + 1a^2)d1^156d2^130 + (1 + 4a + 3a^2)d1^157d2^130 + (3 + 0a + 0a^2)d1^158d2^130 + (0 + 4a + 3a^2)d1^159d2^130 + (3 + 2a + 4a^2)d1^160d2^130 + (1 + 0a + 2a^2)d1^161d2^130 + (0 + 4a + 3a^2)d1^162d2^130 + (0 + 2a + 3a^2)d1^163d2^130 + (3 + 4a + 0a^2)d1^164d2^130 + (3 + 4a + 2a^2)d1^165d2^130 + (4 + 0a + 4a^2)d1^166d2^130 + (3 + 1a + 1a^2)d1^167d2^130 + (1 + 2a + 3a^2)d1^168d2^130 + (1 + 0a + 4a^2)d1^169d2^130 + (3 + 4a + 2a^2)d1^170d2^130 + (2 + 3a + 2a^2)d1^171d2^130 + (2 + 4a + 2a^2)d1^172d2^130 + (4 + 1a + 1a^2)d1^173d2^130 + (3 + 3a + 2a^2)d1^174d2^130 + (3 + 1a + 2a^2)d1^175d2^130 + (0 + 4a + 4a^2)d1^176d2^130 + (1 + 3a + 2a^2)d1^177d2^130 + (2 + 2a + 0a^2)d1^178d2^130 + (4 + 0a + 1a^2)d1^179d2^130 + (1 + 1a + 0a^2)d1^180d2^130 + (0 + 1a + 2a^2)d1^181d2^130 + (2 + 1a + 0a^2)d1^182d2^130 + (2 + 0a + 3a^2)d1^183d2^130 + (0 + 0a + 2a^2)d1^184d2^130 + (3 + 1a + 1a^2)d1^185d2^130 + (0 + 1a + 4a^2)d1^186d2^130 + (0 + 1a + 3a^2)d1^187d2^130 + (3 + 3a + 1a^2)d1^188d2^130 + (4 + 3a + 0a^2)d1^189d2^130 + (0 + 3a + 3a^2)d1^190d2^130 + (4 + 2a + 4a^2)d1^191d2^130 + (3 + 3a + 1a^2)d1^192d2^130 + (0 + 3a + 4a^2)d1^193d2^130 + (2 + 0a + 4a^2)d1^194d2^130 + (3 + 4a + 0a^2)d1^195d2^130 + (3 + 2a + 4a^2)d1^196d2^130 + (0 + 4a + 4a^2)d1^197d2^130 + (2 + 1a + 2a^2)d1^198d2^130 + (4 + 1a + 3a^2)d1^199d2^130 + (3 + 0a + 0a^2)d1^200d2^130 + (1 + 2a + 3a^2)d1^201d2^130 + (4 + 1a + 4a^2)d1^202d2^130 + (3 + 2a + 4a^2)d1^203d2^130 + (0 + 1a + 0a^2)d1^204d2^130 + (0 + 2a + 0a^2)d1^205d2^130 + (1 + 0a + 2a^2)d1^206d2^130 + (2 + 4a + 1a^2)d1^207d2^130 + (0 + 0a + 3a^2)d1^208d2^130 + (3 + 0a + 3a^2)d1^209d2^130 + (1 + 4a + 1a^2)d1^210d2^130 + (0 + 3a + 4a^2)d1^211d2^130 + (3 + 2a + 0a^2)d1^212d2^130 + (1 + 4a + 3a^2)d1^213d2^130 + (3 + 2a + 1a^2)d1^214d2^130 + (2 + 2a + 4a^2)d1^215d2^130 + (2 + 0a + 3a^2)d1^216d2^130 + (2 + 4a + 1a^2)d1^217d2^130 + (4 + 1a + 2a^2)d1^218d2^130 + (4 + 3a + 0a^2)d1^219d2^130 + (2 + 1a + 2a^2)d1^220d2^130 + (2 + 1a + 2a^2)d1^221d2^130 + (4 + 4a + 3a^2)d1^222d2^130 + (1 + 2a + 0a^2)d1^223d2^130 + (1 + 4a + 3a^2)d1^224d2^130 + (4 + 1a + 0a^2)d1^225d2^130 + (1 + 4a + 2a^2)d1^226d2^130 + (1 + 4a + 1a^2)d1^227d2^130 + (1 + 4a + 1a^2)d1^228d2^130 + (2 + 0a + 4a^2)d1^229d2^130 + (2 + 0a + 0a^2)d1^230d2^130 + (3 + 4a + 2a^2)d1^231d2^130 + (3 + 1a + 4a^2)d1^232d2^130 + (1 + 0a + 0a^2)d1^233d2^130 + (0 + 1a + 3a^2)d1^234d2^130 + (2 + 1a + 3a^2)d1^235d2^130 + (3 + 0a + 1a^2)d1^236d2^130 + (3 + 2a + 2a^2)d1^237d2^130 + (0 + 0a + 3a^2)d1^238d2^130 + (1 + 1a + 3a^2)d1^239d2^130 + (3 + 1a + 4a^2)d1^240d2^130 + (4 + 1a + 1a^2)d1^241d2^130 + (4 + 3a + 0a^2)d1^242d2^130 + (2 + 1a + 1a^2)d1^243d2^130 + (0 + 0a + 1a^2)d1^244d2^130 + (4 + 4a + 3a^2)d1^245d2^130 + (1 + 1a + 2a^2)d1^246d2^130 + (1 + 4a + 1a^2)d1^247d2^130 + (3 + 4a + 1a^2)d1^248d2^130 + (4 + 4a + 3a^2)d1^249d2^130 + (2 + 4a + 3a^2)d1^250d2^130 + (4 + 3a + 1a^2)d1^251d2^130 + (3 + 0a + 2a^2)d1^252d2^130 + (3 + 2a + 4a^2)d1^253d2^130 + (2 + 0a + 0a^2)d1^254d2^130 + (1 + 3a + 3a^2)d1^255d2^130 + (4 + 0a + 4a^2)d1^256d2^130 + (2 + 3a + 3a^2)d1^257d2^130 + (3 + 2a + 2a^2)d1^258d2^130 + (3 + 4a + 0a^2)d1^259d2^130 + (3 + 1a + 0a^2)d1^260d2^130 + (4 + 4a + 0a^2)d1^261d2^130 + (1 + 2a + 4a^2)d1^262d2^130 + (2 + 1a + 2a^2)d1^263d2^130 + (3 + 3a + 4a^2)d1^264d2^130 + (1 + 4a + 2a^2)d1^265d2^130 + (3 + 2a + 3a^2)d1^266d2^130 + (0 + 3a + 1a^2)d1^267d2^130 + (3 + 2a + 1a^2)d1^268d2^130 + (2 + 2a + 0a^2)d1^269d2^130 + (2 + 0a + 0a^2)d1^270d2^130 + (3 + 1a + 3a^2)d1^271d2^130 + (0 + 3a + 3a^2)d1^272d2^130 + (0 + 0a + 1a^2)d1^273d2^130 + (1 + 0a + 3a^2)d1^274d2^130 + (3 + 1a + 2a^2)d1^275d2^130 + (3 + 3a + 2a^2)d1^276d2^130 + (3 + 1a + 2a^2)d1^277d2^130 + (0 + 1a + 0a^2)d1^278d2^130 + (1 + 3a + 1a^2)d1^279d2^130 + (4 + 3a + 2a^2)d1^280d2^130 + (3 + 1a + 4a^2)d1^281d2^130 + (0 + 3a + 0a^2)d1^282d2^130 + (4 + 2a + 3a^2)d1^283d2^130 + (2 + 0a + 1a^2)d1^284d2^130 + (2 + 2a + 4a^2)d1^285d2^130 + (2 + 3a + 4a^2)d1^286d2^130 + (4 + 0a + 1a^2)d1^287d2^130 + (2 + 3a + 2a^2)d1^288d2^130 + (0 + 3a + 2a^2)d1^289d2^130 + (2 + 0a + 4a^2)d1^290d2^130 + (1 + 0a + 2a^2)d1^291d2^130 + (1 + 3a + 2a^2)d1^292d2^130 + (0 + 1a + 3a^2)d1^293d2^130 + (0 + 4a + 1a^2)d2^131 + (4 + 0a + 2a^2)d1^1d2^131 + (4 + 4a + 2a^2)d1^2d2^131 + (3 + 3a + 4a^2)d1^3d2^131 + (3 + 4a + 2a^2)d1^4d2^131 + (2 + 0a + 0a^2)d1^5d2^131 + (1 + 4a + 2a^2)d1^6d2^131 + (3 + 2a + 3a^2)d1^7d2^131 + (1 + 3a + 1a^2)d1^8d2^131 + (0 + 1a + 2a^2)d1^9d2^131 + (1 + 3a + 1a^2)d1^10d2^131 + (0 + 0a + 3a^2)d1^11d2^131 + (4 + 0a + 3a^2)d1^12d2^131 + (0 + 1a + 1a^2)d1^13d2^131 + (1 + 1a + 3a^2)d1^14d2^131 + (3 + 3a + 3a^2)d1^15d2^131 + (3 + 2a + 2a^2)d1^16d2^131 + (3 + 1a + 3a^2)d1^17d2^131 + (3 + 3a + 1a^2)d1^18d2^131 + (1 + 1a + 1a^2)d1^19d2^131 + (4 + 0a + 1a^2)d1^20d2^131 + (2 + 0a + 2a^2)d1^21d2^131 + (1 + 2a + 1a^2)d1^22d2^131 + (3 + 0a + 2a^2)d1^23d2^131 + (4 + 1a + 1a^2)d1^24d2^131 + (1 + 1a + 4a^2)d1^25d2^131 + (4 + 1a + 0a^2)d1^26d2^131 + (1 + 1a + 2a^2)d1^27d2^131 + (4 + 2a + 1a^2)d1^28d2^131 + (2 + 4a + 2a^2)d1^29d2^131 + (0 + 3a + 0a^2)d1^30d2^131 + (0 + 0a + 2a^2)d1^31d2^131 + (3 + 2a + 4a^2)d1^32d2^131 + (0 + 3a + 3a^2)d1^33d2^131 + (0 + 1a + 0a^2)d1^34d2^131 + (2 + 3a + 0a^2)d1^35d2^131 + (1 + 1a + 3a^2)d1^36d2^131 + (3 + 0a + 2a^2)d1^37d2^131 + (0 + 3a + 4a^2)d1^38d2^131 + (1 + 4a + 2a^2)d1^39d2^131 + (1 + 0a + 3a^2)d1^40d2^131 + (2 + 1a + 4a^2)d1^41d2^131 + (0 + 2a + 3a^2)d1^42d2^131 + (4 + 3a + 0a^2)d1^43d2^131 + (0 + 4a + 3a^2)d1^44d2^131 + (0 + 2a + 3a^2)d1^45d2^131 + (2 + 4a + 1a^2)d1^46d2^131 + (4 + 3a + 4a^2)d1^47d2^131 + (4 + 4a + 0a^2)d1^48d2^131 + (1 + 1a + 1a^2)d1^49d2^131 + (3 + 1a + 0a^2)d1^50d2^131 + (0 + 4a + 2a^2)d1^51d2^131 + (4 + 3a + 4a^2)d1^52d2^131 + (0 + 1a + 2a^2)d1^53d2^131 + (1 + 1a + 4a^2)d1^54d2^131 + (1 + 4a + 0a^2)d1^55d2^131 + (0 + 3a + 0a^2)d1^56d2^131 + (3 + 2a + 1a^2)d1^57d2^131 + (0 + 0a + 4a^2)d1^58d2^131 + (0 + 0a + 3a^2)d1^59d2^131 + (0 + 4a + 4a^2)d1^60d2^131 + (2 + 4a + 3a^2)d1^61d2^131 + (0 + 2a + 2a^2)d1^62d2^131 + (3 + 0a + 4a^2)d1^63d2^131 + (2 + 2a + 2a^2)d1^64d2^131 + (3 + 3a + 3a^2)d1^65d2^131 + (1 + 1a + 0a^2)d1^66d2^131 + (1 + 2a + 0a^2)d1^67d2^131 + (3 + 2a + 3a^2)d1^68d2^131 + (2 + 1a + 1a^2)d1^69d2^131 + (1 + 1a + 4a^2)d1^70d2^131 + (4 + 2a + 2a^2)d1^71d2^131 + (0 + 4a + 3a^2)d1^72d2^131 + (0 + 2a + 2a^2)d1^73d2^131 + (0 + 3a + 0a^2)d1^74d2^131 + (1 + 3a + 1a^2)d1^75d2^131 + (2 + 1a + 2a^2)d1^76d2^131 + (4 + 1a + 4a^2)d1^77d2^131 + (4 + 1a + 1a^2)d1^78d2^131 + (2 + 4a + 0a^2)d1^79d2^131 + (4 + 1a + 3a^2)d1^80d2^131 + (2 + 3a + 3a^2)d1^81d2^131 + (0 + 2a + 0a^2)d1^82d2^131 + (3 + 0a + 1a^2)d1^83d2^131 + (0 + 0a + 4a^2)d1^84d2^131 + (2 + 3a + 2a^2)d1^85d2^131 + (4 + 2a + 4a^2)d1^86d2^131 + (2 + 2a + 2a^2)d1^87d2^131 + (4 + 0a + 2a^2)d1^88d2^131 + (0 + 2a + 0a^2)d1^89d2^131 + (3 + 4a + 0a^2)d1^90d2^131 + (3 + 4a + 2a^2)d1^91d2^131 + (2 + 2a + 3a^2)d1^92d2^131 + (0 + 0a + 1a^2)d1^93d2^131 + (2 + 1a + 0a^2)d1^94d2^131 + (2 + 3a + 1a^2)d1^95d2^131 + (4 + 2a + 4a^2)d1^96d2^131 + (4 + 3a + 4a^2)d1^97d2^131 + (3 + 2a + 0a^2)d1^98d2^131 + (4 + 0a + 3a^2)d1^99d2^131 + (3 + 4a + 0a^2)d1^100d2^131 + (4 + 4a + 1a^2)d1^101d2^131 + (0 + 1a + 1a^2)d1^102d2^131 + (4 + 2a + 1a^2)d1^103d2^131 + (1 + 2a + 4a^2)d1^104d2^131 + (2 + 0a + 2a^2)d1^105d2^131 + (1 + 4a + 4a^2)d1^106d2^131 + (0 + 2a + 1a^2)d1^107d2^131 + (4 + 1a + 1a^2)d1^108d2^131 + (3 + 0a + 2a^2)d1^109d2^131 + (4 + 3a + 4a^2)d1^110d2^131 + (1 + 0a + 4a^2)d1^111d2^131 + (1 + 3a + 0a^2)d1^112d2^131 + (2 + 1a + 0a^2)d1^113d2^131 + (1 + 3a + 1a^2)d1^114d2^131 + (2 + 2a + 2a^2)d1^115d2^131 + (4 + 2a + 4a^2)d1^116d2^131 + (0 + 2a + 2a^2)d1^117d2^131 + (4 + 0a + 3a^2)d1^118d2^131 + (0 + 2a + 3a^2)d1^119d2^131 + (3 + 0a + 4a^2)d1^120d2^131 + (0 + 0a + 1a^2)d1^121d2^131 + (3 + 3a + 3a^2)d1^122d2^131 + (0 + 0a + 3a^2)d1^123d2^131 + (0 + 3a + 3a^2)d1^124d2^131 + (3 + 2a + 4a^2)d1^125d2^131 + (1 + 0a + 2a^2)d1^126d2^131 + (1 + 4a + 4a^2)d1^127d2^131 + (0 + 3a + 2a^2)d1^128d2^131 + (2 + 3a + 3a^2)d1^129d2^131 + (3 + 2a + 4a^2)d1^130d2^131 + (2 + 2a + 3a^2)d1^131d2^131 + (2 + 4a + 0a^2)d1^132d2^131 + (1 + 1a + 2a^2)d1^133d2^131 + (1 + 1a + 0a^2)d1^134d2^131 + (3 + 3a + 3a^2)d1^135d2^131 + (3 + 0a + 4a^2)d1^136d2^131 + (0 + 1a + 2a^2)d1^137d2^131 + (0 + 1a + 1a^2)d1^138d2^131 + (4 + 2a + 4a^2)d1^139d2^131 + (4 + 0a + 3a^2)d1^140d2^131 + (1 + 3a + 4a^2)d1^141d2^131 + (1 + 0a + 3a^2)d1^142d2^131 + (0 + 3a + 0a^2)d1^143d2^131 + (1 + 1a + 4a^2)d1^144d2^131 + (1 + 1a + 0a^2)d1^145d2^131 + (3 + 1a + 0a^2)d1^146d2^131 + (1 + 0a + 2a^2)d1^147d2^131 + (3 + 0a + 4a^2)d1^148d2^131 + (4 + 1a + 2a^2)d1^149d2^131 + (2 + 0a + 4a^2)d1^150d2^131 + (2 + 1a + 0a^2)d1^151d2^131 + (4 + 2a + 3a^2)d1^152d2^131 + (4 + 0a + 1a^2)d1^153d2^131 + (1 + 0a + 3a^2)d1^154d2^131 + (1 + 3a + 3a^2)d1^155d2^131 + (3 + 3a + 3a^2)d1^156d2^131 + (0 + 4a + 1a^2)d1^157d2^131 + (1 + 1a + 1a^2)d1^158d2^131 + (1 + 1a + 4a^2)d1^159d2^131 + (1 + 1a + 2a^2)d1^160d2^131 + (3 + 4a + 3a^2)d1^161d2^131 + (1 + 1a + 0a^2)d1^162d2^131 + (0 + 2a + 1a^2)d1^163d2^131 + (0 + 3a + 4a^2)d1^164d2^131 + (3 + 3a + 3a^2)d1^165d2^131 + (0 + 2a + 2a^2)d1^166d2^131 + (1 + 4a + 2a^2)d1^167d2^131 + (1 + 2a + 3a^2)d1^168d2^131 + (1 + 1a + 1a^2)d1^169d2^131 + (4 + 3a + 0a^2)d1^170d2^131 + (4 + 3a + 2a^2)d1^171d2^131 + (1 + 0a + 2a^2)d1^172d2^131 + (3 + 4a + 3a^2)d1^173d2^131 + (3 + 0a + 4a^2)d1^174d2^131 + (4 + 4a + 2a^2)d1^175d2^131 + (4 + 2a + 0a^2)d1^176d2^131 + (0 + 2a + 3a^2)d1^177d2^131 + (2 + 3a + 1a^2)d1^178d2^131 + (4 + 2a + 2a^2)d1^179d2^131 + (0 + 0a + 1a^2)d1^180d2^131 + (2 + 2a + 1a^2)d1^181d2^131 + (3 + 4a + 3a^2)d1^182d2^131 + (4 + 0a + 0a^2)d1^183d2^131 + (0 + 3a + 0a^2)d1^184d2^131 + (3 + 3a + 0a^2)d1^185d2^131 + (1 + 0a + 3a^2)d1^186d2^131 + (0 + 3a + 2a^2)d1^187d2^131 + (3 + 0a + 0a^2)d1^188d2^131 + (3 + 2a + 0a^2)d1^189d2^131 + (1 + 0a + 3a^2)d1^190d2^131 + (2 + 1a + 1a^2)d1^191d2^131 + (4 + 2a + 4a^2)d1^192d2^131 + (3 + 2a + 1a^2)d1^193d2^131 + (3 + 4a + 1a^2)d1^194d2^131 + (2 + 3a + 0a^2)d1^195d2^131 + (1 + 1a + 0a^2)d1^196d2^131 + (4 + 1a + 4a^2)d1^197d2^131 + (3 + 2a + 0a^2)d1^198d2^131 + (1 + 0a + 4a^2)d1^199d2^131 + (0 + 3a + 2a^2)d1^200d2^131 + (1 + 1a + 2a^2)d1^201d2^131 + (1 + 2a + 3a^2)d1^202d2^131 + (1 + 3a + 1a^2)d1^203d2^131 + (4 + 0a + 1a^2)d1^204d2^131 + (3 + 0a + 0a^2)d1^205d2^131 + (2 + 1a + 3a^2)d1^206d2^131 + (4 + 3a + 3a^2)d1^207d2^131 + (3 + 1a + 4a^2)d1^208d2^131 + (0 + 4a + 0a^2)d1^209d2^131 + (3 + 0a + 2a^2)d1^210d2^131 + (2 + 3a + 4a^2)d1^211d2^131 + (0 + 3a + 1a^2)d1^212d2^131 + (1 + 4a + 0a^2)d1^213d2^131 + (2 + 4a + 0a^2)d1^214d2^131 + (0 + 2a + 3a^2)d1^215d2^131 + (1 + 0a + 2a^2)d1^216d2^131 + (0 + 4a + 1a^2)d1^217d2^131 + (4 + 2a + 1a^2)d1^218d2^131 + (1 + 1a + 1a^2)d1^219d2^131 + (2 + 4a + 0a^2)d1^220d2^131 + (1 + 3a + 4a^2)d1^221d2^131 + (4 + 3a + 0a^2)d1^222d2^131 + (3 + 3a + 2a^2)d1^223d2^131 + (4 + 4a + 2a^2)d1^224d2^131 + (1 + 0a + 2a^2)d1^225d2^131 + (2 + 2a + 3a^2)d1^226d2^131 + (2 + 1a + 3a^2)d1^227d2^131 + (0 + 4a + 3a^2)d1^228d2^131 + (1 + 4a + 2a^2)d1^229d2^131 + (0 + 3a + 3a^2)d1^230d2^131 + (2 + 3a + 0a^2)d1^231d2^131 + (4 + 0a + 4a^2)d1^232d2^131 + (0 + 1a + 1a^2)d1^233d2^131 + (4 + 4a + 2a^2)d1^234d2^131 + (1 + 4a + 2a^2)d1^235d2^131 + (3 + 4a + 0a^2)d1^236d2^131 + (4 + 2a + 0a^2)d1^237d2^131 + (0 + 3a + 1a^2)d1^238d2^131 + (1 + 2a + 3a^2)d1^239d2^131 + (1 + 1a + 2a^2)d1^240d2^131 + (3 + 1a + 2a^2)d1^241d2^131 + (2 + 1a + 0a^2)d1^242d2^131 + (1 + 4a + 4a^2)d1^243d2^131 + (0 + 4a + 2a^2)d1^244d2^131 + (4 + 3a + 2a^2)d1^245d2^131 + (1 + 0a + 4a^2)d1^246d2^131 + (0 + 4a + 3a^2)d1^247d2^131 + (1 + 1a + 4a^2)d1^248d2^131 + (3 + 2a + 4a^2)d1^249d2^131 + (4 + 2a + 3a^2)d1^250d2^131 + (4 + 0a + 0a^2)d1^251d2^131 + (0 + 3a + 4a^2)d1^252d2^131 + (2 + 1a + 4a^2)d1^253d2^131 + (0 + 0a + 1a^2)d1^254d2^131 + (1 + 4a + 2a^2)d1^255d2^131 + (2 + 2a + 3a^2)d1^256d2^131 + (0 + 1a + 1a^2)d1^257d2^131 + (1 + 2a + 2a^2)d1^258d2^131 + (3 + 0a + 3a^2)d1^259d2^131 + (3 + 1a + 0a^2)d1^260d2^131 + (4 + 4a + 4a^2)d1^261d2^131 + (4 + 4a + 4a^2)d1^262d2^131 + (0 + 4a + 0a^2)d1^263d2^131 + (0 + 4a + 4a^2)d1^264d2^131 + (2 + 2a + 1a^2)d1^265d2^131 + (1 + 3a + 1a^2)d1^266d2^131 + (3 + 1a + 4a^2)d1^267d2^131 + (4 + 0a + 0a^2)d1^268d2^131 + (4 + 3a + 3a^2)d1^269d2^131 + (1 + 4a + 4a^2)d1^270d2^131 + (2 + 1a + 3a^2)d1^271d2^131 + (1 + 0a + 3a^2)d1^272d2^131 + (4 + 0a + 2a^2)d1^273d2^131 + (1 + 2a + 0a^2)d1^274d2^131 + (4 + 3a + 3a^2)d1^275d2^131 + (1 + 0a + 0a^2)d1^276d2^131 + (4 + 0a + 2a^2)d1^277d2^131 + (0 + 1a + 1a^2)d1^278d2^131 + (1 + 2a + 3a^2)d1^279d2^131 + (4 + 0a + 3a^2)d1^280d2^131 + (3 + 4a + 0a^2)d1^281d2^131 + (1 + 4a + 1a^2)d1^282d2^131 + (4 + 0a + 0a^2)d1^283d2^131 + (3 + 1a + 0a^2)d1^284d2^131 + (1 + 3a + 2a^2)d1^285d2^131 + (4 + 0a + 4a^2)d1^286d2^131 + (2 + 4a + 0a^2)d1^287d2^131 + (4 + 1a + 0a^2)d1^288d2^131 + (3 + 3a + 2a^2)d1^289d2^131 + (2 + 0a + 0a^2)d1^290d2^131 + (1 + 2a + 3a^2)d1^291d2^131 + (1 + 0a + 3a^2)d1^292d2^131 + (0 + 2a + 3a^2)d1^293d2^131 + (2 + 0a + 3a^2)d2^132 + (1 + 1a + 2a^2)d1^1d2^132 + (4 + 4a + 2a^2)d1^2d2^132 + (3 + 2a + 3a^2)d1^3d2^132 + (0 + 3a + 3a^2)d1^4d2^132 + (1 + 3a + 0a^2)d1^5d2^132 + (2 + 0a + 3a^2)d1^6d2^132 + (2 + 0a + 0a^2)d1^7d2^132 + (3 + 1a + 3a^2)d1^8d2^132 + (4 + 3a + 4a^2)d1^9d2^132 + (1 + 3a + 4a^2)d1^10d2^132 + (4 + 0a + 2a^2)d1^11d2^132 + (0 + 1a + 0a^2)d1^12d2^132 + (1 + 0a + 3a^2)d1^13d2^132 + (0 + 1a + 1a^2)d1^14d2^132 + (4 + 4a + 0a^2)d1^16d2^132 + (4 + 0a + 0a^2)d1^17d2^132 + (3 + 0a + 2a^2)d1^18d2^132 + (2 + 4a + 1a^2)d1^19d2^132 + (0 + 1a + 3a^2)d1^20d2^132 + (0 + 3a + 1a^2)d1^21d2^132 + (1 + 3a + 0a^2)d1^22d2^132 + (4 + 4a + 4a^2)d1^23d2^132 + (2 + 4a + 1a^2)d1^24d2^132 + (1 + 1a + 3a^2)d1^25d2^132 + (0 + 1a + 3a^2)d1^26d2^132 + (2 + 2a + 4a^2)d1^27d2^132 + (1 + 2a + 4a^2)d1^28d2^132 + (3 + 3a + 4a^2)d1^29d2^132 + (1 + 3a + 3a^2)d1^30d2^132 + (4 + 2a + 0a^2)d1^31d2^132 + (3 + 1a + 2a^2)d1^32d2^132 + (4 + 2a + 2a^2)d1^33d2^132 + (2 + 3a + 4a^2)d1^34d2^132 + (3 + 1a + 1a^2)d1^35d2^132 + (0 + 2a + 3a^2)d1^36d2^132 + (2 + 3a + 2a^2)d1^37d2^132 + (4 + 2a + 0a^2)d1^38d2^132 + (3 + 1a + 0a^2)d1^39d2^132 + (1 + 2a + 3a^2)d1^40d2^132 + (4 + 4a + 0a^2)d1^41d2^132 + (4 + 0a + 2a^2)d1^42d2^132 + (1 + 1a + 0a^2)d1^43d2^132 + (2 + 1a + 4a^2)d1^44d2^132 + (3 + 4a + 4a^2)d1^45d2^132 + (4 + 1a + 1a^2)d1^46d2^132 + (1 + 3a + 3a^2)d1^47d2^132 + (1 + 0a + 0a^2)d1^48d2^132 + (0 + 0a + 1a^2)d1^49d2^132 + (1 + 4a + 4a^2)d1^50d2^132 + (4 + 3a + 3a^2)d1^51d2^132 + (3 + 1a + 2a^2)d1^52d2^132 + (3 + 2a + 0a^2)d1^53d2^132 + (4 + 2a + 2a^2)d1^54d2^132 + (2 + 3a + 0a^2)d1^55d2^132 + (0 + 2a + 1a^2)d1^56d2^132 + (4 + 0a + 0a^2)d1^57d2^132 + (4 + 0a + 1a^2)d1^58d2^132 + (0 + 4a + 3a^2)d1^59d2^132 + (3 + 2a + 2a^2)d1^60d2^132 + (4 + 2a + 3a^2)d1^61d2^132 + (3 + 1a + 3a^2)d1^62d2^132 + (1 + 2a + 4a^2)d1^63d2^132 + (3 + 2a + 1a^2)d1^64d2^132 + (0 + 1a + 1a^2)d1^65d2^132 + (2 + 3a + 3a^2)d1^66d2^132 + (4 + 4a + 3a^2)d1^67d2^132 + (2 + 1a + 1a^2)d1^68d2^132 + (1 + 3a + 2a^2)d1^69d2^132 + (3 + 0a + 4a^2)d1^70d2^132 + (0 + 1a + 4a^2)d1^71d2^132 + (2 + 4a + 2a^2)d1^72d2^132 + (2 + 0a + 2a^2)d1^73d2^132 + (2 + 3a + 3a^2)d1^74d2^132 + (1 + 4a + 0a^2)d1^75d2^132 + (4 + 0a + 0a^2)d1^76d2^132 + (4 + 4a + 3a^2)d1^77d2^132 + (3 + 2a + 1a^2)d1^78d2^132 + (4 + 3a + 3a^2)d1^79d2^132 + (3 + 1a + 4a^2)d1^80d2^132 + (1 + 3a + 3a^2)d1^81d2^132 + (4 + 0a + 3a^2)d1^82d2^132 + (4 + 3a + 4a^2)d1^83d2^132 + (1 + 0a + 0a^2)d1^84d2^132 + (3 + 1a + 0a^2)d1^85d2^132 + (0 + 2a + 4a^2)d1^86d2^132 + (0 + 3a + 1a^2)d1^87d2^132 + (1 + 0a + 2a^2)d1^88d2^132 + (1 + 1a + 1a^2)d1^89d2^132 + (2 + 4a + 0a^2)d1^90d2^132 + (3 + 0a + 1a^2)d1^91d2^132 + (1 + 1a + 2a^2)d1^92d2^132 + (2 + 2a + 0a^2)d1^93d2^132 + (1 + 1a + 4a^2)d1^94d2^132 + (0 + 0a + 1a^2)d1^95d2^132 + (3 + 1a + 2a^2)d1^96d2^132 + (4 + 2a + 3a^2)d1^97d2^132 + (0 + 4a + 0a^2)d1^98d2^132 + (4 + 2a + 3a^2)d1^99d2^132 + (3 + 3a + 2a^2)d1^100d2^132 + (0 + 1a + 0a^2)d1^101d2^132 + (0 + 3a + 4a^2)d1^102d2^132 + (4 + 2a + 1a^2)d1^103d2^132 + (0 + 3a + 4a^2)d1^104d2^132 + (2 + 0a + 2a^2)d1^105d2^132 + (4 + 2a + 0a^2)d1^106d2^132 + (2 + 1a + 3a^2)d1^107d2^132 + (0 + 3a + 0a^2)d1^108d2^132 + (0 + 3a + 4a^2)d1^109d2^132 + (0 + 0a + 3a^2)d1^110d2^132 + (2 + 1a + 0a^2)d1^111d2^132 + (0 + 4a + 2a^2)d1^112d2^132 + (1 + 4a + 0a^2)d1^113d2^132 + (4 + 0a + 0a^2)d1^114d2^132 + (0 + 1a + 3a^2)d1^115d2^132 + (3 + 2a + 4a^2)d1^116d2^132 + (4 + 0a + 4a^2)d1^117d2^132 + (1 + 0a + 3a^2)d1^118d2^132 + (1 + 2a + 2a^2)d1^119d2^132 + (4 + 4a + 1a^2)d1^120d2^132 + (2 + 3a + 4a^2)d1^121d2^132 + (4 + 1a + 1a^2)d1^122d2^132 + (3 + 2a + 0a^2)d1^123d2^132 + (0 + 1a + 3a^2)d1^124d2^132 + (2 + 2a + 4a^2)d1^125d2^132 + (1 + 1a + 0a^2)d1^126d2^132 + (0 + 3a + 4a^2)d1^127d2^132 + (4 + 0a + 1a^2)d1^128d2^132 + (4 + 4a + 4a^2)d1^129d2^132 + (2 + 0a + 2a^2)d1^130d2^132 + (0 + 0a + 1a^2)d1^131d2^132 + (1 + 0a + 4a^2)d1^132d2^132 + (1 + 3a + 4a^2)d1^133d2^132 + (4 + 4a + 0a^2)d1^134d2^132 + (0 + 4a + 0a^2)d1^135d2^132 + (4 + 2a + 3a^2)d1^136d2^132 + (2 + 4a + 1a^2)d1^137d2^132 + (4 + 2a + 1a^2)d1^138d2^132 + (3 + 1a + 2a^2)d1^139d2^132 + (2 + 1a + 4a^2)d1^140d2^132 + (3 + 1a + 1a^2)d1^141d2^132 + (4 + 3a + 1a^2)d1^142d2^132 + (4 + 3a + 3a^2)d1^143d2^132 + (1 + 3a + 3a^2)d1^144d2^132 + (3 + 0a + 0a^2)d1^145d2^132 + (2 + 3a + 3a^2)d1^146d2^132 + (2 + 0a + 0a^2)d1^147d2^132 + (1 + 3a + 3a^2)d1^148d2^132 + (2 + 1a + 0a^2)d1^149d2^132 + (4 + 2a + 3a^2)d1^150d2^132 + (4 + 2a + 1a^2)d1^151d2^132 + (0 + 4a + 2a^2)d1^152d2^132 + (0 + 3a + 2a^2)d1^153d2^132 + (1 + 3a + 1a^2)d1^154d2^132 + (0 + 3a + 2a^2)d1^155d2^132 + (1 + 4a + 0a^2)d1^156d2^132 + (3 + 3a + 4a^2)d1^157d2^132 + (4 + 4a + 2a^2)d1^158d2^132 + (4 + 0a + 1a^2)d1^159d2^132 + (2 + 1a + 1a^2)d1^160d2^132 + (2 + 1a + 1a^2)d1^161d2^132 + (4 + 2a + 0a^2)d1^162d2^132 + (3 + 1a + 1a^2)d1^163d2^132 + (2 + 3a + 1a^2)d1^164d2^132 + (0 + 3a + 3a^2)d1^165d2^132 + (3 + 2a + 1a^2)d1^166d2^132 + (3 + 2a + 0a^2)d1^167d2^132 + (1 + 3a + 4a^2)d1^168d2^132 + (2 + 2a + 0a^2)d1^169d2^132 + (2 + 0a + 0a^2)d1^170d2^132 + (1 + 2a + 0a^2)d1^171d2^132 + (2 + 1a + 1a^2)d1^172d2^132 + (2 + 2a + 0a^2)d1^173d2^132 + (1 + 2a + 3a^2)d1^174d2^132 + (2 + 2a + 1a^2)d1^175d2^132 + (3 + 0a + 2a^2)d1^176d2^132 + (0 + 0a + 2a^2)d1^177d2^132 + (4 + 1a + 4a^2)d1^178d2^132 + (3 + 2a + 2a^2)d1^179d2^132 + (0 + 0a + 4a^2)d1^180d2^132 + (4 + 4a + 0a^2)d1^181d2^132 + (1 + 0a + 0a^2)d1^182d2^132 + (1 + 4a + 0a^2)d1^183d2^132 + (4 + 0a + 1a^2)d1^184d2^132 + (4 + 3a + 1a^2)d1^185d2^132 + (2 + 0a + 4a^2)d1^186d2^132 + (3 + 4a + 4a^2)d1^187d2^132 + (2 + 2a + 2a^2)d1^188d2^132 + (2 + 4a + 2a^2)d1^189d2^132 + (2 + 4a + 1a^2)d1^190d2^132 + (2 + 4a + 1a^2)d1^191d2^132 + (3 + 2a + 3a^2)d1^192d2^132 + (0 + 2a + 1a^2)d1^193d2^132 + (0 + 0a + 1a^2)d1^194d2^132 + (0 + 2a + 3a^2)d1^195d2^132 + (2 + 0a + 4a^2)d1^196d2^132 + (3 + 4a + 4a^2)d1^197d2^132 + (0 + 3a + 2a^2)d1^198d2^132 + (2 + 2a + 3a^2)d1^199d2^132 + (3 + 2a + 2a^2)d1^200d2^132 + (4 + 2a + 1a^2)d1^201d2^132 + (1 + 3a + 3a^2)d1^202d2^132 + (1 + 2a + 4a^2)d1^203d2^132 + (0 + 2a + 2a^2)d1^204d2^132 + (1 + 1a + 2a^2)d1^205d2^132 + (3 + 2a + 2a^2)d1^206d2^132 + (2 + 1a + 2a^2)d1^207d2^132 + (4 + 0a + 4a^2)d1^208d2^132 + (1 + 4a + 1a^2)d1^209d2^132 + (0 + 3a + 0a^2)d1^210d2^132 + (0 + 3a + 3a^2)d1^211d2^132 + (4 + 3a + 2a^2)d1^212d2^132 + (3 + 1a + 2a^2)d1^213d2^132 + (3 + 1a + 3a^2)d1^214d2^132 + (4 + 0a + 2a^2)d1^215d2^132 + (2 + 3a + 0a^2)d1^216d2^132 + (3 + 2a + 1a^2)d1^217d2^132 + (0 + 1a + 2a^2)d1^218d2^132 + (1 + 0a + 4a^2)d1^219d2^132 + (0 + 1a + 2a^2)d1^220d2^132 + (1 + 4a + 4a^2)d1^221d2^132 + (3 + 4a + 1a^2)d1^222d2^132 + (1 + 4a + 1a^2)d1^223d2^132 + (4 + 1a + 1a^2)d1^224d2^132 + (2 + 4a + 0a^2)d1^225d2^132 + (4 + 1a + 4a^2)d1^226d2^132 + (2 + 3a + 1a^2)d1^227d2^132 + (3 + 0a + 2a^2)d1^228d2^132 + (2 + 1a + 3a^2)d1^229d2^132 + (1 + 1a + 0a^2)d1^230d2^132 + (4 + 4a + 4a^2)d1^231d2^132 + (0 + 3a + 0a^2)d1^232d2^132 + (3 + 1a + 1a^2)d1^233d2^132 + (3 + 0a + 2a^2)d1^234d2^132 + (0 + 3a + 0a^2)d1^235d2^132 + (0 + 4a + 0a^2)d1^236d2^132 + (2 + 1a + 2a^2)d1^237d2^132 + (3 + 4a + 0a^2)d1^238d2^132 + (0 + 2a + 0a^2)d1^239d2^132 + (3 + 0a + 3a^2)d1^240d2^132 + (0 + 2a + 4a^2)d1^241d2^132 + (1 + 2a + 1a^2)d1^242d2^132 + (1 + 4a + 3a^2)d1^243d2^132 + (3 + 4a + 4a^2)d1^244d2^132 + (4 + 3a + 4a^2)d1^245d2^132 + (3 + 0a + 3a^2)d1^246d2^132 + (4 + 3a + 4a^2)d1^247d2^132 + (3 + 4a + 1a^2)d1^248d2^132 + (4 + 4a + 2a^2)d1^249d2^132 + (4 + 2a + 4a^2)d1^250d2^132 + (3 + 2a + 4a^2)d1^251d2^132 + (2 + 3a + 4a^2)d1^252d2^132 + (3 + 0a + 3a^2)d1^253d2^132 + (0 + 1a + 4a^2)d1^254d2^132 + (3 + 1a + 3a^2)d1^255d2^132 + (0 + 3a + 2a^2)d1^256d2^132 + (3 + 1a + 0a^2)d1^257d2^132 + (2 + 2a + 4a^2)d1^258d2^132 + (3 + 1a + 3a^2)d1^259d2^132 + (0 + 3a + 3a^2)d1^260d2^132 + (1 + 0a + 2a^2)d1^261d2^132 + (4 + 1a + 0a^2)d1^262d2^132 + (4 + 0a + 0a^2)d1^263d2^132 + (1 + 2a + 2a^2)d1^264d2^132 + (0 + 2a + 3a^2)d1^265d2^132 + (2 + 4a + 1a^2)d1^266d2^132 + (4 + 0a + 2a^2)d1^267d2^132 + (1 + 3a + 1a^2)d1^268d2^132 + (2 + 3a + 4a^2)d1^269d2^132 + (0 + 1a + 1a^2)d1^270d2^132 + (2 + 2a + 2a^2)d1^271d2^132 + (2 + 0a + 3a^2)d1^272d2^132 + (1 + 1a + 0a^2)d1^273d2^132 + (2 + 4a + 4a^2)d1^274d2^132 + (3 + 0a + 4a^2)d1^275d2^132 + (2 + 3a + 4a^2)d1^276d2^132 + (4 + 1a + 2a^2)d1^277d2^132 + (2 + 0a + 2a^2)d1^278d2^132 + (3 + 0a + 1a^2)d1^279d2^132 + (2 + 4a + 4a^2)d1^280d2^132 + (0 + 0a + 2a^2)d1^281d2^132 + (1 + 2a + 0a^2)d1^282d2^132 + (1 + 4a + 4a^2)d1^283d2^132 + (3 + 0a + 2a^2)d1^284d2^132 + (4 + 0a + 1a^2)d1^285d2^132 + (3 + 0a + 2a^2)d1^286d2^132 + (4 + 0a + 4a^2)d1^287d2^132 + (3 + 2a + 1a^2)d1^288d2^132 + (2 + 0a + 4a^2)d1^289d2^132 + (4 + 3a + 0a^2)d1^290d2^132 + (3 + 4a + 1a^2)d1^291d2^132 + (4 + 2a + 3a^2)d1^292d2^132 + (3 + 3a + 3a^2)d1^293d2^132 + (0 + 4a + 1a^2)d2^133 + (1 + 1a + 3a^2)d1^1d2^133 + (2 + 2a + 2a^2)d1^2d2^133 + (4 + 1a + 2a^2)d1^3d2^133 + (2 + 2a + 3a^2)d1^4d2^133 + (2 + 1a + 0a^2)d1^5d2^133 + (2 + 4a + 0a^2)d1^6d2^133 + (0 + 3a + 3a^2)d1^7d2^133 + (2 + 2a + 1a^2)d1^8d2^133 + (2 + 2a + 2a^2)d1^9d2^133 + (2 + 4a + 2a^2)d1^10d2^133 + (4 + 1a + 4a^2)d1^11d2^133 + (0 + 0a + 2a^2)d1^12d2^133 + (1 + 4a + 3a^2)d1^13d2^133 + (2 + 2a + 3a^2)d1^14d2^133 + (1 + 3a + 0a^2)d1^15d2^133 + (2 + 0a + 0a^2)d1^16d2^133 + (3 + 2a + 0a^2)d1^17d2^133 + (1 + 3a + 0a^2)d1^18d2^133 + (4 + 3a + 3a^2)d1^19d2^133 + (4 + 1a + 1a^2)d1^20d2^133 + (0 + 4a + 0a^2)d1^21d2^133 + (4 + 4a + 2a^2)d1^22d2^133 + (0 + 4a + 2a^2)d1^23d2^133 + (0 + 3a + 0a^2)d1^24d2^133 + (3 + 2a + 2a^2)d1^25d2^133 + (3 + 0a + 3a^2)d1^26d2^133 + (4 + 4a + 3a^2)d1^27d2^133 + (4 + 0a + 4a^2)d1^28d2^133 + (2 + 2a + 4a^2)d1^29d2^133 + (4 + 3a + 4a^2)d1^30d2^133 + (2 + 2a + 0a^2)d1^31d2^133 + (0 + 2a + 2a^2)d1^32d2^133 + (0 + 4a + 2a^2)d1^33d2^133 + (2 + 3a + 2a^2)d1^34d2^133 + (2 + 3a + 4a^2)d1^35d2^133 + (0 + 2a + 0a^2)d1^36d2^133 + (2 + 0a + 3a^2)d1^37d2^133 + (0 + 2a + 3a^2)d1^38d2^133 + (1 + 2a + 1a^2)d1^39d2^133 + (4 + 2a + 1a^2)d1^40d2^133 + (4 + 0a + 0a^2)d1^41d2^133 + (0 + 3a + 2a^2)d1^43d2^133 + (3 + 0a + 2a^2)d1^44d2^133 + (1 + 4a + 4a^2)d1^45d2^133 + (0 + 1a + 2a^2)d1^46d2^133 + (3 + 1a + 4a^2)d1^47d2^133 + (3 + 3a + 3a^2)d1^48d2^133 + (0 + 3a + 4a^2)d1^49d2^133 + (3 + 4a + 0a^2)d1^50d2^133 + (0 + 3a + 4a^2)d1^51d2^133 + (3 + 3a + 2a^2)d1^52d2^133 + (2 + 2a + 0a^2)d1^53d2^133 + (0 + 2a + 2a^2)d1^54d2^133 + (4 + 1a + 0a^2)d1^55d2^133 + (1 + 1a + 2a^2)d1^56d2^133 + (2 + 2a + 0a^2)d1^57d2^133 + (4 + 0a + 3a^2)d1^58d2^133 + (1 + 3a + 3a^2)d1^59d2^133 + (2 + 1a + 3a^2)d1^60d2^133 + (3 + 3a + 4a^2)d1^61d2^133 + (1 + 3a + 3a^2)d1^62d2^133 + (0 + 2a + 0a^2)d1^63d2^133 + (4 + 3a + 3a^2)d1^64d2^133 + (0 + 3a + 4a^2)d1^65d2^133 + (3 + 0a + 2a^2)d1^66d2^133 + (0 + 3a + 1a^2)d1^67d2^133 + (0 + 2a + 2a^2)d1^68d2^133 + (1 + 3a + 4a^2)d1^69d2^133 + (0 + 2a + 2a^2)d1^70d2^133 + (0 + 0a + 2a^2)d1^71d2^133 + (1 + 2a + 4a^2)d1^72d2^133 + (1 + 2a + 0a^2)d1^73d2^133 + (0 + 4a + 1a^2)d1^74d2^133 + (3 + 3a + 0a^2)d1^75d2^133 + (4 + 3a + 2a^2)d1^76d2^133 + (1 + 2a + 1a^2)d1^77d2^133 + (1 + 1a + 2a^2)d1^78d2^133 + (2 + 1a + 1a^2)d1^80d2^133 + (1 + 3a + 4a^2)d1^81d2^133 + (4 + 0a + 0a^2)d1^82d2^133 + (2 + 0a + 1a^2)d1^83d2^133 + (3 + 1a + 3a^2)d1^84d2^133 + (0 + 0a + 1a^2)d1^85d2^133 + (4 + 0a + 3a^2)d1^86d2^133 + (0 + 0a + 4a^2)d1^87d2^133 + (0 + 2a + 0a^2)d1^88d2^133 + (2 + 2a + 1a^2)d1^89d2^133 + (4 + 0a + 3a^2)d1^90d2^133 + (3 + 1a + 1a^2)d1^91d2^133 + (2 + 1a + 2a^2)d1^92d2^133 + (2 + 4a + 0a^2)d1^93d2^133 + (3 + 0a + 4a^2)d1^94d2^133 + (4 + 1a + 1a^2)d1^95d2^133 + (1 + 0a + 2a^2)d1^96d2^133 + (4 + 3a + 3a^2)d1^97d2^133 + (1 + 4a + 1a^2)d1^98d2^133 + (4 + 4a + 1a^2)d1^99d2^133 + (4 + 0a + 3a^2)d1^100d2^133 + (4 + 3a + 1a^2)d1^101d2^133 + (1 + 2a + 2a^2)d1^102d2^133 + (1 + 3a + 1a^2)d1^103d2^133 + (3 + 0a + 1a^2)d1^104d2^133 + (1 + 0a + 1a^2)d1^105d2^133 + (4 + 0a + 0a^2)d1^106d2^133 + (3 + 1a + 2a^2)d1^107d2^133 + (0 + 2a + 3a^2)d1^108d2^133 + (4 + 1a + 4a^2)d1^109d2^133 + (2 + 1a + 1a^2)d1^110d2^133 + (3 + 3a + 4a^2)d1^111d2^133 + (2 + 1a + 2a^2)d1^112d2^133 + (0 + 2a + 3a^2)d1^113d2^133 + (1 + 3a + 2a^2)d1^115d2^133 + (0 + 2a + 2a^2)d1^116d2^133 + (2 + 2a + 1a^2)d1^117d2^133 + (1 + 3a + 1a^2)d1^118d2^133 + (0 + 2a + 1a^2)d1^119d2^133 + (4 + 3a + 1a^2)d1^120d2^133 + (0 + 1a + 0a^2)d1^121d2^133 + (1 + 3a + 0a^2)d1^122d2^133 + (1 + 1a + 4a^2)d1^123d2^133 + (3 + 2a + 3a^2)d1^124d2^133 + (2 + 1a + 4a^2)d1^125d2^133 + (0 + 1a + 0a^2)d1^126d2^133 + (0 + 1a + 2a^2)d1^127d2^133 + (0 + 1a + 1a^2)d1^128d2^133 + (3 + 1a + 1a^2)d1^129d2^133 + (3 + 3a + 1a^2)d1^130d2^133 + (3 + 0a + 0a^2)d1^131d2^133 + (4 + 1a + 2a^2)d1^132d2^133 + (0 + 2a + 0a^2)d1^133d2^133 + (4 + 0a + 0a^2)d1^134d2^133 + (2 + 0a + 4a^2)d1^135d2^133 + (0 + 1a + 0a^2)d1^136d2^133 + (1 + 3a + 0a^2)d1^137d2^133 + (2 + 1a + 4a^2)d1^138d2^133 + (0 + 1a + 1a^2)d1^139d2^133 + (0 + 1a + 2a^2)d1^140d2^133 + (2 + 3a + 3a^2)d1^141d2^133 + (3 + 3a + 4a^2)d1^142d2^133 + (2 + 1a + 3a^2)d1^143d2^133 + (3 + 3a + 2a^2)d1^144d2^133 + (1 + 0a + 4a^2)d1^145d2^133 + (2 + 2a + 2a^2)d1^146d2^133 + (2 + 4a + 2a^2)d1^147d2^133 + (4 + 4a + 0a^2)d1^148d2^133 + (1 + 1a + 0a^2)d1^149d2^133 + (3 + 0a + 3a^2)d1^150d2^133 + (2 + 1a + 3a^2)d1^151d2^133 + (4 + 1a + 4a^2)d1^152d2^133 + (3 + 1a + 4a^2)d1^153d2^133 + (0 + 3a + 4a^2)d1^154d2^133 + (4 + 0a + 2a^2)d1^155d2^133 + (3 + 4a + 2a^2)d1^156d2^133 + (3 + 0a + 2a^2)d1^157d2^133 + (3 + 0a + 2a^2)d1^158d2^133 + (1 + 4a + 0a^2)d1^159d2^133 + (2 + 3a + 2a^2)d1^160d2^133 + (3 + 2a + 2a^2)d1^161d2^133 + (1 + 3a + 3a^2)d1^162d2^133 + (0 + 4a + 3a^2)d1^163d2^133 + (4 + 3a + 2a^2)d1^164d2^133 + (0 + 3a + 0a^2)d1^165d2^133 + (2 + 3a + 3a^2)d1^166d2^133 + (2 + 3a + 3a^2)d1^167d2^133 + (0 + 4a + 2a^2)d1^168d2^133 + (1 + 4a + 3a^2)d1^169d2^133 + (4 + 4a + 4a^2)d1^170d2^133 + (1 + 3a + 2a^2)d1^172d2^133 + (3 + 4a + 4a^2)d1^173d2^133 + (2 + 3a + 4a^2)d1^174d2^133 + (0 + 2a + 1a^2)d1^175d2^133 + (2 + 2a + 1a^2)d1^176d2^133 + (0 + 1a + 0a^2)d1^177d2^133 + (0 + 1a + 4a^2)d1^178d2^133 + (3 + 1a + 1a^2)d1^180d2^133 + (4 + 2a + 0a^2)d1^181d2^133 + (2 + 0a + 0a^2)d1^182d2^133 + (2 + 2a + 2a^2)d1^183d2^133 + (1 + 4a + 3a^2)d1^184d2^133 + (1 + 2a + 0a^2)d1^185d2^133 + (4 + 0a + 1a^2)d1^186d2^133 + (0 + 2a + 0a^2)d1^187d2^133 + (0 + 2a + 1a^2)d1^188d2^133 + (2 + 3a + 0a^2)d1^189d2^133 + (0 + 0a + 4a^2)d1^190d2^133 + (0 + 3a + 1a^2)d1^191d2^133 + (1 + 2a + 4a^2)d1^192d2^133 + (2 + 1a + 1a^2)d1^193d2^133 + (0 + 3a + 0a^2)d1^194d2^133 + (3 + 0a + 2a^2)d1^195d2^133 + (1 + 2a + 3a^2)d1^196d2^133 + (2 + 2a + 3a^2)d1^197d2^133 + (0 + 2a + 2a^2)d1^198d2^133 + (0 + 3a + 1a^2)d1^199d2^133 + (1 + 2a + 3a^2)d1^200d2^133 + (3 + 2a + 1a^2)d1^201d2^133 + (4 + 4a + 0a^2)d1^202d2^133 + (4 + 1a + 1a^2)d1^203d2^133 + (2 + 2a + 2a^2)d1^204d2^133 + (0 + 0a + 4a^2)d1^205d2^133 + (4 + 1a + 1a^2)d1^206d2^133 + (3 + 2a + 3a^2)d1^207d2^133 + (3 + 4a + 0a^2)d1^208d2^133 + (2 + 4a + 2a^2)d1^209d2^133 + (4 + 0a + 1a^2)d1^210d2^133 + (3 + 0a + 4a^2)d1^211d2^133 + (3 + 2a + 1a^2)d1^212d2^133 + (3 + 4a + 4a^2)d1^213d2^133 + (4 + 1a + 3a^2)d1^214d2^133 + (1 + 3a + 0a^2)d1^215d2^133 + (0 + 4a + 2a^2)d1^216d2^133 + (2 + 4a + 0a^2)d1^217d2^133 + (3 + 4a + 4a^2)d1^218d2^133 + (2 + 4a + 3a^2)d1^219d2^133 + (0 + 2a + 0a^2)d1^220d2^133 + (1 + 2a + 1a^2)d1^221d2^133 + (4 + 0a + 4a^2)d1^222d2^133 + (1 + 0a + 3a^2)d1^223d2^133 + (0 + 3a + 0a^2)d1^224d2^133 + (3 + 2a + 0a^2)d1^225d2^133 + (1 + 1a + 2a^2)d1^226d2^133 + (4 + 1a + 2a^2)d1^227d2^133 + (0 + 3a + 4a^2)d1^228d2^133 + (1 + 3a + 3a^2)d1^229d2^133 + (0 + 1a + 3a^2)d1^230d2^133 + (3 + 1a + 3a^2)d1^231d2^133 + (4 + 0a + 1a^2)d1^232d2^133 + (1 + 1a + 0a^2)d1^233d2^133 + (1 + 3a + 2a^2)d1^234d2^133 + (0 + 2a + 2a^2)d1^235d2^133 + (3 + 0a + 3a^2)d1^236d2^133 + (0 + 1a + 4a^2)d1^237d2^133 + (3 + 4a + 2a^2)d1^238d2^133 + (0 + 4a + 2a^2)d1^239d2^133 + (4 + 3a + 2a^2)d1^240d2^133 + (3 + 4a + 1a^2)d1^241d2^133 + (2 + 1a + 0a^2)d1^242d2^133 + (1 + 3a + 4a^2)d1^243d2^133 + (1 + 1a + 3a^2)d1^244d2^133 + (4 + 4a + 0a^2)d1^245d2^133 + (0 + 2a + 1a^2)d1^246d2^133 + (3 + 2a + 0a^2)d1^247d2^133 + (2 + 1a + 4a^2)d1^248d2^133 + (2 + 2a + 2a^2)d1^249d2^133 + (3 + 4a + 2a^2)d1^250d2^133 + (2 + 4a + 3a^2)d1^251d2^133 + (2 + 1a + 3a^2)d1^252d2^133 + (0 + 1a + 4a^2)d1^253d2^133 + (3 + 1a + 2a^2)d1^254d2^133 + (4 + 0a + 4a^2)d1^255d2^133 + (3 + 0a + 0a^2)d1^256d2^133 + (1 + 3a + 3a^2)d1^257d2^133 + (3 + 4a + 1a^2)d1^258d2^133 + (2 + 0a + 4a^2)d1^259d2^133 + (1 + 4a + 4a^2)d1^260d2^133 + (1 + 1a + 4a^2)d1^261d2^133 + (2 + 0a + 1a^2)d1^262d2^133 + (4 + 0a + 0a^2)d1^263d2^133 + (0 + 3a + 3a^2)d1^264d2^133 + (3 + 0a + 2a^2)d1^265d2^133 + (3 + 1a + 4a^2)d1^266d2^133 + (3 + 1a + 2a^2)d1^267d2^133 + (3 + 2a + 1a^2)d1^268d2^133 + (3 + 0a + 4a^2)d1^269d2^133 + (4 + 1a + 1a^2)d1^270d2^133 + (2 + 3a + 0a^2)d1^271d2^133 + (1 + 0a + 1a^2)d1^272d2^133 + (4 + 1a + 0a^2)d1^273d2^133 + (4 + 3a + 0a^2)d1^274d2^133 + (2 + 4a + 3a^2)d1^275d2^133 + (1 + 2a + 2a^2)d1^276d2^133 + (4 + 0a + 3a^2)d1^277d2^133 + (1 + 4a + 1a^2)d1^278d2^133 + (3 + 0a + 4a^2)d1^279d2^133 + (3 + 2a + 4a^2)d1^280d2^133 + (3 + 1a + 0a^2)d1^281d2^133 + (4 + 4a + 4a^2)d1^282d2^133 + (4 + 4a + 3a^2)d1^283d2^133 + (0 + 1a + 1a^2)d1^284d2^133 + (4 + 4a + 0a^2)d1^285d2^133 + (4 + 3a + 1a^2)d1^286d2^133 + (2 + 1a + 3a^2)d1^287d2^133 + (1 + 1a + 4a^2)d1^288d2^133 + (3 + 3a + 2a^2)d1^289d2^133 + (3 + 4a + 0a^2)d1^290d2^133 + (4 + 2a + 2a^2)d1^291d2^133 + (0 + 2a + 1a^2)d1^292d2^133 + (1 + 1a + 4a^2)d1^293d2^133 + (4 + 2a + 2a^2)d1^1d2^134 + (3 + 4a + 0a^2)d1^2d2^134 + (1 + 3a + 1a^2)d1^3d2^134 + (1 + 2a + 1a^2)d1^4d2^134 + (4 + 2a + 1a^2)d1^5d2^134 + (4 + 4a + 3a^2)d1^6d2^134 + (1 + 2a + 1a^2)d1^7d2^134 + (1 + 1a + 0a^2)d1^8d2^134 + (4 + 4a + 0a^2)d1^9d2^134 + (2 + 2a + 3a^2)d1^10d2^134 + (0 + 2a + 4a^2)d1^11d2^134 + (0 + 1a + 3a^2)d1^12d2^134 + (2 + 3a + 4a^2)d1^13d2^134 + (1 + 3a + 4a^2)d1^14d2^134 + (1 + 3a + 1a^2)d1^15d2^134 + (3 + 1a + 1a^2)d1^16d2^134 + (4 + 4a + 4a^2)d1^17d2^134 + (4 + 4a + 1a^2)d1^18d2^134 + (3 + 3a + 3a^2)d1^19d2^134 + (1 + 0a + 3a^2)d1^20d2^134 + (3 + 1a + 2a^2)d1^21d2^134 + (2 + 4a + 2a^2)d1^22d2^134 + (3 + 3a + 3a^2)d1^23d2^134 + (2 + 0a + 2a^2)d1^24d2^134 + (1 + 3a + 3a^2)d1^25d2^134 + (0 + 1a + 4a^2)d1^26d2^134 + (4 + 1a + 0a^2)d1^27d2^134 + (0 + 3a + 4a^2)d1^28d2^134 + (0 + 2a + 3a^2)d1^29d2^134 + (3 + 3a + 3a^2)d1^30d2^134 + (0 + 1a + 3a^2)d1^31d2^134 + (1 + 3a + 0a^2)d1^32d2^134 + (3 + 2a + 2a^2)d1^33d2^134 + (3 + 1a + 1a^2)d1^34d2^134 + (2 + 4a + 3a^2)d1^35d2^134 + (3 + 3a + 2a^2)d1^36d2^134 + (4 + 3a + 3a^2)d1^37d2^134 + (2 + 1a + 1a^2)d1^38d2^134 + (2 + 4a + 1a^2)d1^39d2^134 + (1 + 1a + 1a^2)d1^40d2^134 + (1 + 1a + 0a^2)d1^41d2^134 + (2 + 0a + 0a^2)d1^42d2^134 + (1 + 1a + 4a^2)d1^43d2^134 + (3 + 0a + 2a^2)d1^44d2^134 + (3 + 1a + 1a^2)d1^45d2^134 + (1 + 4a + 2a^2)d1^46d2^134 + (0 + 4a + 2a^2)d1^47d2^134 + (0 + 2a + 3a^2)d1^48d2^134 + (4 + 2a + 2a^2)d1^49d2^134 + (1 + 1a + 3a^2)d1^50d2^134 + (2 + 2a + 3a^2)d1^51d2^134 + (1 + 1a + 1a^2)d1^52d2^134 + (2 + 1a + 2a^2)d1^53d2^134 + (2 + 2a + 0a^2)d1^54d2^134 + (1 + 2a + 1a^2)d1^55d2^134 + (3 + 1a + 2a^2)d1^56d2^134 + (0 + 2a + 4a^2)d1^57d2^134 + (3 + 2a + 1a^2)d1^58d2^134 + (4 + 2a + 0a^2)d1^59d2^134 + (3 + 1a + 0a^2)d1^60d2^134 + (0 + 1a + 1a^2)d1^61d2^134 + (3 + 0a + 2a^2)d1^62d2^134 + (1 + 4a + 3a^2)d1^63d2^134 + (2 + 2a + 1a^2)d1^64d2^134 + (2 + 4a + 1a^2)d1^65d2^134 + (1 + 1a + 3a^2)d1^66d2^134 + (0 + 4a + 4a^2)d1^67d2^134 + (1 + 1a + 4a^2)d1^68d2^134 + (1 + 4a + 0a^2)d1^69d2^134 + (2 + 2a + 2a^2)d1^70d2^134 + (1 + 4a + 1a^2)d1^71d2^134 + (4 + 4a + 3a^2)d1^72d2^134 + (4 + 0a + 3a^2)d1^73d2^134 + (1 + 1a + 4a^2)d1^74d2^134 + (1 + 1a + 3a^2)d1^75d2^134 + (4 + 3a + 1a^2)d1^76d2^134 + (4 + 1a + 3a^2)d1^77d2^134 + (1 + 4a + 4a^2)d1^78d2^134 + (0 + 4a + 3a^2)d1^79d2^134 + (1 + 1a + 4a^2)d1^80d2^134 + (0 + 0a + 4a^2)d1^81d2^134 + (0 + 0a + 3a^2)d1^82d2^134 + (3 + 2a + 4a^2)d1^83d2^134 + (4 + 1a + 4a^2)d1^84d2^134 + (0 + 4a + 4a^2)d1^85d2^134 + (4 + 3a + 0a^2)d1^86d2^134 + (4 + 0a + 1a^2)d1^87d2^134 + (4 + 4a + 0a^2)d1^88d2^134 + (0 + 2a + 3a^2)d1^89d2^134 + (2 + 1a + 3a^2)d1^90d2^134 + (0 + 2a + 1a^2)d1^91d2^134 + (2 + 4a + 2a^2)d1^92d2^134 + (0 + 4a + 4a^2)d1^93d2^134 + (3 + 0a + 1a^2)d1^94d2^134 + (4 + 4a + 1a^2)d1^95d2^134 + (3 + 0a + 2a^2)d1^96d2^134 + (0 + 4a + 3a^2)d1^97d2^134 + (0 + 4a + 0a^2)d1^98d2^134 + (2 + 0a + 3a^2)d1^99d2^134 + (0 + 1a + 1a^2)d1^100d2^134 + (3 + 4a + 2a^2)d1^101d2^134 + (0 + 1a + 0a^2)d1^102d2^134 + (4 + 2a + 3a^2)d1^103d2^134 + (2 + 3a + 3a^2)d1^104d2^134 + (1 + 3a + 3a^2)d1^105d2^134 + (1 + 0a + 1a^2)d1^106d2^134 + (3 + 1a + 1a^2)d1^107d2^134 + (1 + 3a + 2a^2)d1^108d2^134 + (2 + 3a + 0a^2)d1^109d2^134 + (4 + 4a + 1a^2)d1^110d2^134 + (0 + 3a + 4a^2)d1^111d2^134 + (4 + 1a + 4a^2)d1^112d2^134 + (4 + 0a + 2a^2)d1^114d2^134 + (4 + 4a + 1a^2)d1^115d2^134 + (1 + 2a + 3a^2)d1^116d2^134 + (4 + 3a + 0a^2)d1^117d2^134 + (4 + 0a + 0a^2)d1^118d2^134 + (3 + 1a + 0a^2)d1^119d2^134 + (2 + 4a + 0a^2)d1^121d2^134 + (2 + 4a + 3a^2)d1^122d2^134 + (4 + 0a + 4a^2)d1^123d2^134 + (1 + 4a + 1a^2)d1^124d2^134 + (2 + 4a + 3a^2)d1^125d2^134 + (2 + 3a + 3a^2)d1^126d2^134 + (2 + 2a + 1a^2)d1^127d2^134 + (0 + 2a + 2a^2)d1^128d2^134 + (3 + 2a + 1a^2)d1^129d2^134 + (1 + 1a + 1a^2)d1^130d2^134 + (1 + 3a + 0a^2)d1^131d2^134 + (4 + 1a + 3a^2)d1^132d2^134 + (0 + 2a + 1a^2)d1^133d2^134 + (2 + 4a + 4a^2)d1^134d2^134 + (0 + 2a + 4a^2)d1^135d2^134 + (3 + 1a + 4a^2)d1^136d2^134 + (3 + 4a + 0a^2)d1^137d2^134 + (4 + 3a + 3a^2)d1^138d2^134 + (3 + 1a + 1a^2)d1^139d2^134 + (4 + 0a + 0a^2)d1^140d2^134 + (0 + 0a + 3a^2)d1^141d2^134 + (0 + 4a + 4a^2)d1^142d2^134 + (3 + 1a + 4a^2)d1^143d2^134 + (2 + 2a + 0a^2)d1^144d2^134 + (1 + 4a + 0a^2)d1^145d2^134 + (2 + 3a + 3a^2)d1^146d2^134 + (4 + 1a + 2a^2)d1^147d2^134 + (2 + 1a + 2a^2)d1^148d2^134 + (2 + 1a + 0a^2)d1^149d2^134 + (0 + 3a + 4a^2)d1^150d2^134 + (2 + 1a + 1a^2)d1^151d2^134 + (2 + 3a + 1a^2)d1^152d2^134 + (3 + 3a + 1a^2)d1^153d2^134 + (4 + 1a + 3a^2)d1^154d2^134 + (3 + 1a + 1a^2)d1^155d2^134 + (3 + 0a + 2a^2)d1^156d2^134 + (3 + 0a + 0a^2)d1^157d2^134 + (2 + 3a + 1a^2)d1^158d2^134 + (3 + 1a + 2a^2)d1^159d2^134 + (0 + 4a + 2a^2)d1^160d2^134 + (1 + 3a + 0a^2)d1^161d2^134 + (3 + 2a + 2a^2)d1^162d2^134 + (2 + 2a + 0a^2)d1^163d2^134 + (2 + 0a + 0a^2)d1^164d2^134 + (0 + 0a + 4a^2)d1^165d2^134 + (1 + 4a + 4a^2)d1^166d2^134 + (1 + 0a + 1a^2)d1^167d2^134 + (1 + 0a + 3a^2)d1^168d2^134 + (3 + 0a + 1a^2)d1^169d2^134 + (0 + 4a + 2a^2)d1^170d2^134 + (0 + 4a + 3a^2)d1^171d2^134 + (1 + 1a + 3a^2)d1^172d2^134 + (0 + 3a + 2a^2)d1^173d2^134 + (4 + 4a + 2a^2)d1^174d2^134 + (0 + 4a + 2a^2)d1^175d2^134 + (4 + 3a + 1a^2)d1^176d2^134 + (0 + 0a + 3a^2)d1^177d2^134 + (1 + 4a + 3a^2)d1^178d2^134 + (3 + 4a + 2a^2)d1^179d2^134 + (3 + 0a + 2a^2)d1^180d2^134 + (0 + 4a + 1a^2)d1^181d2^134 + (0 + 1a + 1a^2)d1^182d2^134 + (4 + 4a + 4a^2)d1^183d2^134 + (1 + 3a + 4a^2)d1^184d2^134 + (1 + 1a + 2a^2)d1^185d2^134 + (1 + 1a + 4a^2)d1^186d2^134 + (3 + 1a + 3a^2)d1^187d2^134 + (1 + 1a + 0a^2)d1^188d2^134 + (4 + 0a + 1a^2)d1^189d2^134 + (1 + 4a + 3a^2)d1^190d2^134 + (3 + 2a + 1a^2)d1^191d2^134 + (1 + 1a + 2a^2)d1^192d2^134 + (1 + 3a + 2a^2)d1^193d2^134 + (3 + 2a + 0a^2)d1^194d2^134 + (3 + 3a + 1a^2)d1^195d2^134 + (1 + 2a + 0a^2)d1^196d2^134 + (1 + 1a + 1a^2)d1^197d2^134 + (2 + 4a + 4a^2)d1^198d2^134 + (4 + 0a + 1a^2)d1^199d2^134 + (1 + 2a + 2a^2)d1^200d2^134 + (3 + 1a + 4a^2)d1^201d2^134 + (0 + 2a + 2a^2)d1^202d2^134 + (2 + 3a + 2a^2)d1^203d2^134 + (0 + 4a + 2a^2)d1^204d2^134 + (2 + 4a + 4a^2)d1^205d2^134 + (0 + 2a + 3a^2)d1^206d2^134 + (1 + 1a + 0a^2)d1^207d2^134 + (1 + 0a + 3a^2)d1^208d2^134 + (4 + 0a + 2a^2)d1^209d2^134 + (4 + 4a + 3a^2)d1^210d2^134 + (4 + 0a + 0a^2)d1^211d2^134 + (4 + 2a + 1a^2)d1^212d2^134 + (4 + 2a + 0a^2)d1^213d2^134 + (1 + 4a + 4a^2)d1^214d2^134 + (0 + 0a + 1a^2)d1^215d2^134 + (1 + 2a + 0a^2)d1^216d2^134 + (4 + 1a + 1a^2)d1^217d2^134 + (3 + 3a + 2a^2)d1^218d2^134 + (3 + 0a + 2a^2)d1^219d2^134 + (2 + 1a + 3a^2)d1^221d2^134 + (0 + 1a + 4a^2)d1^222d2^134 + (0 + 1a + 1a^2)d1^223d2^134 + (3 + 4a + 2a^2)d1^224d2^134 + (1 + 3a + 2a^2)d1^225d2^134 + (2 + 0a + 3a^2)d1^226d2^134 + (4 + 0a + 3a^2)d1^227d2^134 + (1 + 0a + 1a^2)d1^228d2^134 + (2 + 2a + 0a^2)d1^229d2^134 + (3 + 2a + 2a^2)d1^230d2^134 + (1 + 0a + 2a^2)d1^231d2^134 + (3 + 1a + 0a^2)d1^232d2^134 + (3 + 0a + 0a^2)d1^233d2^134 + (1 + 4a + 4a^2)d1^234d2^134 + (4 + 4a + 1a^2)d1^235d2^134 + (4 + 4a + 2a^2)d1^236d2^134 + (3 + 1a + 3a^2)d1^237d2^134 + (3 + 1a + 4a^2)d1^238d2^134 + (4 + 1a + 4a^2)d1^239d2^134 + (1 + 0a + 1a^2)d1^240d2^134 + (1 + 4a + 2a^2)d1^241d2^134 + (4 + 4a + 4a^2)d1^242d2^134 + (3 + 1a + 0a^2)d1^243d2^134 + (3 + 4a + 3a^2)d1^244d2^134 + (2 + 4a + 3a^2)d1^245d2^134 + (0 + 0a + 3a^2)d1^246d2^134 + (3 + 3a + 0a^2)d1^247d2^134 + (4 + 0a + 4a^2)d1^248d2^134 + (4 + 0a + 2a^2)d1^249d2^134 + (0 + 2a + 3a^2)d1^250d2^134 + (2 + 2a + 3a^2)d1^251d2^134 + (3 + 0a + 2a^2)d1^252d2^134 + (4 + 2a + 4a^2)d1^253d2^134 + (1 + 0a + 4a^2)d1^254d2^134 + (4 + 2a + 0a^2)d1^255d2^134 + (0 + 2a + 0a^2)d1^256d2^134 + (1 + 3a + 0a^2)d1^257d2^134 + (2 + 1a + 1a^2)d1^258d2^134 + (3 + 2a + 2a^2)d1^259d2^134 + (0 + 2a + 0a^2)d1^260d2^134 + (2 + 4a + 0a^2)d1^261d2^134 + (4 + 1a + 1a^2)d1^262d2^134 + (1 + 3a + 0a^2)d1^263d2^134 + (1 + 0a + 2a^2)d1^264d2^134 + (0 + 2a + 3a^2)d1^265d2^134 + (1 + 3a + 0a^2)d1^266d2^134 + (4 + 2a + 0a^2)d1^267d2^134 + (0 + 0a + 2a^2)d1^268d2^134 + (1 + 1a + 0a^2)d1^269d2^134 + (4 + 0a + 0a^2)d1^270d2^134 + (0 + 4a + 4a^2)d1^271d2^134 + (4 + 1a + 2a^2)d1^272d2^134 + (3 + 0a + 1a^2)d1^273d2^134 + (2 + 3a + 1a^2)d1^274d2^134 + (0 + 2a + 2a^2)d1^275d2^134 + (3 + 2a + 0a^2)d1^276d2^134 + (1 + 1a + 4a^2)d1^277d2^134 + (0 + 1a + 0a^2)d1^278d2^134 + (3 + 3a + 3a^2)d1^279d2^134 + (4 + 2a + 2a^2)d1^280d2^134 + (0 + 2a + 3a^2)d1^281d2^134 + (2 + 3a + 3a^2)d1^282d2^134 + (3 + 2a + 1a^2)d1^283d2^134 + (0 + 1a + 2a^2)d1^284d2^134 + (4 + 2a + 3a^2)d1^285d2^134 + (1 + 1a + 1a^2)d1^286d2^134 + (3 + 1a + 2a^2)d1^287d2^134 + (3 + 4a + 4a^2)d1^288d2^134 + (1 + 3a + 4a^2)d1^289d2^134 + (0 + 1a + 1a^2)d1^290d2^134 + (0 + 0a + 4a^2)d1^291d2^134 + (1 + 4a + 1a^2)d1^292d2^134 + (4 + 1a + 4a^2)d1^293d2^134 + (2 + 4a + 3a^2)d2^135 + (2 + 1a + 3a^2)d1^1d2^135 + (4 + 1a + 1a^2)d1^2d2^135 + (1 + 1a + 4a^2)d1^3d2^135 + (3 + 3a + 1a^2)d1^4d2^135 + (3 + 3a + 2a^2)d1^5d2^135 + (2 + 4a + 3a^2)d1^6d2^135 + (4 + 0a + 1a^2)d1^7d2^135 + (4 + 3a + 2a^2)d1^8d2^135 + (2 + 2a + 2a^2)d1^9d2^135 + (3 + 2a + 0a^2)d1^10d2^135 + (2 + 2a + 3a^2)d1^11d2^135 + (3 + 2a + 0a^2)d1^12d2^135 + (2 + 0a + 1a^2)d1^13d2^135 + (3 + 1a + 2a^2)d1^14d2^135 + (1 + 4a + 0a^2)d1^15d2^135 + (1 + 4a + 2a^2)d1^16d2^135 + (0 + 2a + 1a^2)d1^17d2^135 + (2 + 2a + 3a^2)d1^18d2^135 + (0 + 0a + 1a^2)d1^19d2^135 + (3 + 1a + 2a^2)d1^20d2^135 + (4 + 4a + 0a^2)d1^21d2^135 + (4 + 4a + 2a^2)d1^22d2^135 + (1 + 1a + 0a^2)d1^23d2^135 + (3 + 3a + 2a^2)d1^24d2^135 + (3 + 4a + 3a^2)d1^25d2^135 + (0 + 4a + 3a^2)d1^26d2^135 + (0 + 4a + 1a^2)d1^27d2^135 + (0 + 2a + 4a^2)d1^28d2^135 + (0 + 4a + 1a^2)d1^29d2^135 + (4 + 0a + 2a^2)d1^30d2^135 + (3 + 2a + 2a^2)d1^31d2^135 + (3 + 3a + 2a^2)d1^32d2^135 + (4 + 2a + 4a^2)d1^33d2^135 + (3 + 2a + 4a^2)d1^34d2^135 + (0 + 4a + 3a^2)d1^35d2^135 + (3 + 1a + 1a^2)d1^36d2^135 + (1 + 3a + 4a^2)d1^37d2^135 + (2 + 1a + 1a^2)d1^38d2^135 + (2 + 3a + 3a^2)d1^39d2^135 + (3 + 3a + 3a^2)d1^40d2^135 + (2 + 0a + 4a^2)d1^41d2^135 + (4 + 0a + 2a^2)d1^42d2^135 + (0 + 3a + 4a^2)d1^43d2^135 + (4 + 0a + 3a^2)d1^44d2^135 + (0 + 1a + 2a^2)d1^45d2^135 + (1 + 1a + 1a^2)d1^46d2^135 + (2 + 2a + 3a^2)d1^47d2^135 + (1 + 0a + 0a^2)d1^48d2^135 + (4 + 3a + 3a^2)d1^49d2^135 + (0 + 2a + 2a^2)d1^50d2^135 + (3 + 3a + 4a^2)d1^52d2^135 + (3 + 2a + 2a^2)d1^53d2^135 + (2 + 2a + 4a^2)d1^54d2^135 + (2 + 1a + 1a^2)d1^55d2^135 + (1 + 2a + 4a^2)d1^56d2^135 + (3 + 0a + 2a^2)d1^57d2^135 + (2 + 3a + 3a^2)d1^58d2^135 + (4 + 0a + 4a^2)d1^59d2^135 + (3 + 2a + 4a^2)d1^60d2^135 + (3 + 3a + 1a^2)d1^61d2^135 + (1 + 1a + 4a^2)d1^62d2^135 + (2 + 3a + 0a^2)d1^63d2^135 + (2 + 1a + 2a^2)d1^64d2^135 + (2 + 4a + 4a^2)d1^65d2^135 + (1 + 0a + 2a^2)d1^66d2^135 + (0 + 2a + 0a^2)d1^67d2^135 + (1 + 4a + 4a^2)d1^68d2^135 + (2 + 2a + 2a^2)d1^69d2^135 + (3 + 4a + 0a^2)d1^70d2^135 + (3 + 4a + 2a^2)d1^71d2^135 + (1 + 3a + 3a^2)d1^72d2^135 + (2 + 2a + 0a^2)d1^73d2^135 + (1 + 0a + 4a^2)d1^74d2^135 + (2 + 2a + 3a^2)d1^75d2^135 + (0 + 3a + 2a^2)d1^76d2^135 + (4 + 3a + 0a^2)d1^77d2^135 + (3 + 1a + 3a^2)d1^78d2^135 + (3 + 0a + 0a^2)d1^79d2^135 + (1 + 1a + 2a^2)d1^80d2^135 + (2 + 4a + 0a^2)d1^81d2^135 + (2 + 3a + 0a^2)d1^82d2^135 + (3 + 3a + 1a^2)d1^83d2^135 + (0 + 0a + 4a^2)d1^84d2^135 + (0 + 2a + 2a^2)d1^85d2^135 + (2 + 2a + 4a^2)d1^86d2^135 + (2 + 3a + 3a^2)d1^87d2^135 + (0 + 3a + 4a^2)d1^88d2^135 + (0 + 1a + 3a^2)d1^89d2^135 + (1 + 2a + 1a^2)d1^90d2^135 + (3 + 0a + 2a^2)d1^91d2^135 + (1 + 4a + 3a^2)d1^92d2^135 + (3 + 2a + 4a^2)d1^93d2^135 + (4 + 1a + 2a^2)d1^94d2^135 + (2 + 0a + 3a^2)d1^95d2^135 + (2 + 3a + 3a^2)d1^96d2^135 + (4 + 3a + 4a^2)d1^97d2^135 + (4 + 3a + 3a^2)d1^98d2^135 + (1 + 3a + 0a^2)d1^99d2^135 + (4 + 2a + 1a^2)d1^100d2^135 + (3 + 3a + 2a^2)d1^101d2^135 + (2 + 4a + 3a^2)d1^102d2^135 + (3 + 2a + 0a^2)d1^103d2^135 + (4 + 4a + 2a^2)d1^104d2^135 + (2 + 4a + 4a^2)d1^105d2^135 + (2 + 3a + 3a^2)d1^106d2^135 + (1 + 1a + 1a^2)d1^107d2^135 + (4 + 0a + 4a^2)d1^108d2^135 + (0 + 4a + 4a^2)d1^109d2^135 + (3 + 4a + 0a^2)d1^110d2^135 + (2 + 2a + 2a^2)d1^111d2^135 + (3 + 3a + 0a^2)d1^113d2^135 + (1 + 0a + 3a^2)d1^114d2^135 + (2 + 2a + 0a^2)d1^115d2^135 + (4 + 4a + 3a^2)d1^116d2^135 + (1 + 0a + 2a^2)d1^117d2^135 + (4 + 4a + 2a^2)d1^118d2^135 + (3 + 0a + 4a^2)d1^119d2^135 + (0 + 3a + 0a^2)d1^120d2^135 + (2 + 0a + 4a^2)d1^121d2^135 + (0 + 1a + 0a^2)d1^122d2^135 + (3 + 0a + 1a^2)d1^123d2^135 + (2 + 0a + 4a^2)d1^124d2^135 + (2 + 0a + 3a^2)d1^125d2^135 + (3 + 1a + 2a^2)d1^126d2^135 + (4 + 1a + 4a^2)d1^127d2^135 + (3 + 4a + 0a^2)d1^128d2^135 + (1 + 2a + 2a^2)d1^129d2^135 + (0 + 0a + 3a^2)d1^130d2^135 + (0 + 0a + 3a^2)d1^131d2^135 + (3 + 4a + 3a^2)d1^132d2^135 + (1 + 1a + 0a^2)d1^133d2^135 + (1 + 3a + 1a^2)d1^134d2^135 + (2 + 0a + 1a^2)d1^135d2^135 + (4 + 0a + 2a^2)d1^136d2^135 + (1 + 4a + 0a^2)d1^137d2^135 + (0 + 0a + 2a^2)d1^138d2^135 + (0 + 3a + 1a^2)d1^139d2^135 + (1 + 0a + 2a^2)d1^140d2^135 + (2 + 0a + 1a^2)d1^141d2^135 + (0 + 3a + 1a^2)d1^142d2^135 + (3 + 2a + 0a^2)d1^143d2^135 + (2 + 2a + 2a^2)d1^144d2^135 + (4 + 3a + 0a^2)d1^145d2^135 + (0 + 4a + 1a^2)d1^146d2^135 + (4 + 2a + 4a^2)d1^147d2^135 + (2 + 3a + 1a^2)d1^148d2^135 + (3 + 0a + 2a^2)d1^149d2^135 + (4 + 2a + 1a^2)d1^150d2^135 + (3 + 3a + 1a^2)d1^151d2^135 + (4 + 1a + 3a^2)d1^152d2^135 + (0 + 0a + 1a^2)d1^153d2^135 + (0 + 4a + 2a^2)d1^154d2^135 + (3 + 4a + 1a^2)d1^155d2^135 + (2 + 1a + 4a^2)d1^156d2^135 + (2 + 0a + 0a^2)d1^157d2^135 + (3 + 1a + 4a^2)d1^158d2^135 + (1 + 2a + 0a^2)d1^159d2^135 + (3 + 3a + 4a^2)d1^160d2^135 + (2 + 2a + 4a^2)d1^161d2^135 + (3 + 1a + 3a^2)d1^162d2^135 + (3 + 0a + 4a^2)d1^163d2^135 + (4 + 2a + 2a^2)d1^164d2^135 + (1 + 1a + 3a^2)d1^165d2^135 + (2 + 4a + 2a^2)d1^166d2^135 + (2 + 2a + 4a^2)d1^167d2^135 + (1 + 0a + 2a^2)d1^168d2^135 + (1 + 3a + 1a^2)d1^169d2^135 + (3 + 1a + 4a^2)d1^170d2^135 + (1 + 0a + 4a^2)d1^171d2^135 + (2 + 3a + 4a^2)d1^172d2^135 + (4 + 0a + 4a^2)d1^173d2^135 + (0 + 2a + 2a^2)d1^174d2^135 + (1 + 2a + 4a^2)d1^175d2^135 + (3 + 3a + 4a^2)d1^176d2^135 + (4 + 2a + 3a^2)d1^177d2^135 + (4 + 2a + 1a^2)d1^178d2^135 + (2 + 2a + 1a^2)d1^179d2^135 + (0 + 0a + 1a^2)d1^180d2^135 + (0 + 2a + 3a^2)d1^181d2^135 + (4 + 2a + 0a^2)d1^182d2^135 + (1 + 2a + 1a^2)d1^183d2^135 + (3 + 1a + 4a^2)d1^184d2^135 + (0 + 0a + 4a^2)d1^185d2^135 + (4 + 1a + 4a^2)d1^186d2^135 + (3 + 0a + 2a^2)d1^187d2^135 + (1 + 1a + 0a^2)d1^188d2^135 + (4 + 4a + 0a^2)d1^189d2^135 + (1 + 3a + 4a^2)d1^190d2^135 + (4 + 0a + 1a^2)d1^191d2^135 + (0 + 3a + 3a^2)d1^192d2^135 + (2 + 4a + 1a^2)d1^193d2^135 + (4 + 3a + 2a^2)d1^194d2^135 + (2 + 1a + 4a^2)d1^195d2^135 + (1 + 2a + 1a^2)d1^196d2^135 + (0 + 1a + 4a^2)d1^197d2^135 + (2 + 4a + 0a^2)d1^198d2^135 + (0 + 3a + 0a^2)d1^199d2^135 + (3 + 2a + 2a^2)d1^200d2^135 + (2 + 3a + 1a^2)d1^201d2^135 + (1 + 1a + 4a^2)d1^202d2^135 + (2 + 1a + 4a^2)d1^203d2^135 + (4 + 3a + 0a^2)d1^204d2^135 + (3 + 3a + 4a^2)d1^205d2^135 + (0 + 4a + 1a^2)d1^206d2^135 + (0 + 3a + 0a^2)d1^207d2^135 + (3 + 2a + 3a^2)d1^208d2^135 + (0 + 4a + 4a^2)d1^209d2^135 + (0 + 0a + 4a^2)d1^210d2^135 + (3 + 4a + 0a^2)d1^211d2^135 + (0 + 1a + 4a^2)d1^212d2^135 + (4 + 4a + 2a^2)d1^213d2^135 + (2 + 2a + 3a^2)d1^214d2^135 + (1 + 1a + 4a^2)d1^215d2^135 + (3 + 2a + 0a^2)d1^216d2^135 + (0 + 4a + 1a^2)d1^217d2^135 + (2 + 2a + 3a^2)d1^218d2^135 + (2 + 0a + 2a^2)d1^219d2^135 + (0 + 2a + 4a^2)d1^220d2^135 + (0 + 4a + 2a^2)d1^221d2^135 + (1 + 2a + 0a^2)d1^222d2^135 + (2 + 4a + 4a^2)d1^223d2^135 + (3 + 2a + 2a^2)d1^224d2^135 + (1 + 1a + 1a^2)d1^225d2^135 + (1 + 0a + 3a^2)d1^226d2^135 + (2 + 2a + 4a^2)d1^227d2^135 + (4 + 0a + 3a^2)d1^228d2^135 + (1 + 1a + 2a^2)d1^229d2^135 + (3 + 4a + 2a^2)d1^230d2^135 + (2 + 2a + 0a^2)d1^231d2^135 + (4 + 2a + 4a^2)d1^232d2^135 + (2 + 1a + 1a^2)d1^233d2^135 + (1 + 1a + 4a^2)d1^234d2^135 + (4 + 4a + 0a^2)d1^235d2^135 + (3 + 4a + 0a^2)d1^236d2^135 + (4 + 4a + 4a^2)d1^237d2^135 + (4 + 2a + 0a^2)d1^238d2^135 + (0 + 0a + 4a^2)d1^239d2^135 + (2 + 4a + 2a^2)d1^240d2^135 + (1 + 4a + 0a^2)d1^241d2^135 + (3 + 0a + 3a^2)d1^242d2^135 + (4 + 0a + 2a^2)d1^243d2^135 + (4 + 1a + 3a^2)d1^244d2^135 + (2 + 4a + 2a^2)d1^245d2^135 + (3 + 4a + 2a^2)d1^246d2^135 + (4 + 2a + 2a^2)d1^247d2^135 + (1 + 4a + 4a^2)d1^248d2^135 + (1 + 2a + 4a^2)d1^249d2^135 + (4 + 1a + 2a^2)d1^250d2^135 + (2 + 3a + 1a^2)d1^251d2^135 + (4 + 2a + 0a^2)d1^252d2^135 + (0 + 0a + 2a^2)d1^253d2^135 + (4 + 4a + 4a^2)d1^254d2^135 + (4 + 4a + 4a^2)d1^255d2^135 + (3 + 4a + 0a^2)d1^256d2^135 + (2 + 2a + 1a^2)d1^257d2^135 + (3 + 2a + 0a^2)d1^258d2^135 + (2 + 4a + 3a^2)d1^259d2^135 + (0 + 4a + 1a^2)d1^260d2^135 + (0 + 1a + 1a^2)d1^261d2^135 + (1 + 0a + 2a^2)d1^262d2^135 + (2 + 0a + 4a^2)d1^263d2^135 + (0 + 4a + 3a^2)d1^264d2^135 + (1 + 2a + 1a^2)d1^265d2^135 + (4 + 0a + 1a^2)d1^266d2^135 + (0 + 2a + 4a^2)d1^267d2^135 + (0 + 4a + 0a^2)d1^268d2^135 + (2 + 4a + 3a^2)d1^269d2^135 + (2 + 3a + 0a^2)d1^270d2^135 + (2 + 1a + 4a^2)d1^271d2^135 + (2 + 0a + 1a^2)d1^272d2^135 + (4 + 2a + 2a^2)d1^273d2^135 + (4 + 2a + 1a^2)d1^274d2^135 + (2 + 2a + 3a^2)d1^275d2^135 + (2 + 0a + 3a^2)d1^276d2^135 + (2 + 1a + 0a^2)d1^277d2^135 + (2 + 0a + 4a^2)d1^278d2^135 + (1 + 4a + 4a^2)d1^279d2^135 + (1 + 2a + 0a^2)d1^280d2^135 + (4 + 3a + 3a^2)d1^281d2^135 + (2 + 1a + 0a^2)d1^282d2^135 + (3 + 4a + 4a^2)d1^283d2^135 + (3 + 2a + 2a^2)d1^284d2^135 + (3 + 1a + 1a^2)d1^285d2^135 + (4 + 3a + 3a^2)d1^286d2^135 + (1 + 3a + 0a^2)d1^287d2^135 + (4 + 3a + 0a^2)d1^288d2^135 + (4 + 2a + 2a^2)d1^289d2^135 + (4 + 4a + 1a^2)d1^290d2^135 + (0 + 1a + 3a^2)d1^291d2^135 + (3 + 3a + 4a^2)d1^292d2^135 + (4 + 2a + 2a^2)d1^293d2^135 + (0 + 1a + 3a^2)d2^136 + (1 + 4a + 1a^2)d1^1d2^136 + (4 + 4a + 0a^2)d1^2d2^136 + (0 + 3a + 1a^2)d1^3d2^136 + (1 + 4a + 4a^2)d1^4d2^136 + (0 + 4a + 3a^2)d1^5d2^136 + (0 + 3a + 2a^2)d1^6d2^136 + (1 + 2a + 3a^2)d1^7d2^136 + (3 + 4a + 1a^2)d1^8d2^136 + (3 + 2a + 1a^2)d1^9d2^136 + (3 + 4a + 3a^2)d1^10d2^136 + (4 + 0a + 1a^2)d1^11d2^136 + (4 + 4a + 4a^2)d1^12d2^136 + (2 + 4a + 4a^2)d1^13d2^136 + (3 + 2a + 2a^2)d1^14d2^136 + (0 + 0a + 3a^2)d1^15d2^136 + (2 + 2a + 0a^2)d1^16d2^136 + (0 + 1a + 3a^2)d1^17d2^136 + (4 + 2a + 0a^2)d1^18d2^136 + (2 + 3a + 2a^2)d1^19d2^136 + (4 + 3a + 0a^2)d1^20d2^136 + (2 + 3a + 1a^2)d1^21d2^136 + (4 + 3a + 0a^2)d1^22d2^136 + (2 + 3a + 1a^2)d1^23d2^136 + (0 + 3a + 0a^2)d1^24d2^136 + (3 + 3a + 0a^2)d1^25d2^136 + (1 + 0a + 4a^2)d1^26d2^136 + (3 + 2a + 2a^2)d1^27d2^136 + (0 + 2a + 2a^2)d1^28d2^136 + (1 + 2a + 3a^2)d1^29d2^136 + (1 + 4a + 4a^2)d1^30d2^136 + (1 + 2a + 1a^2)d1^31d2^136 + (4 + 1a + 4a^2)d1^32d2^136 + (2 + 2a + 1a^2)d1^33d2^136 + (4 + 1a + 4a^2)d1^34d2^136 + (4 + 4a + 0a^2)d1^35d2^136 + (3 + 1a + 1a^2)d1^36d2^136 + (1 + 3a + 4a^2)d1^37d2^136 + (1 + 3a + 1a^2)d1^38d2^136 + (0 + 3a + 0a^2)d1^39d2^136 + (0 + 3a + 3a^2)d1^40d2^136 + (0 + 4a + 1a^2)d1^41d2^136 + (1 + 4a + 1a^2)d1^42d2^136 + (4 + 3a + 3a^2)d1^43d2^136 + (2 + 1a + 4a^2)d1^44d2^136 + (2 + 3a + 3a^2)d1^45d2^136 + (3 + 0a + 2a^2)d1^46d2^136 + (2 + 1a + 0a^2)d1^47d2^136 + (1 + 0a + 2a^2)d1^48d2^136 + (2 + 0a + 0a^2)d1^49d2^136 + (1 + 1a + 4a^2)d1^50d2^136 + (4 + 1a + 0a^2)d1^51d2^136 + (4 + 1a + 2a^2)d1^52d2^136 + (1 + 4a + 0a^2)d1^53d2^136 + (1 + 1a + 1a^2)d1^54d2^136 + (1 + 3a + 2a^2)d1^55d2^136 + (4 + 2a + 2a^2)d1^56d2^136 + (3 + 0a + 3a^2)d1^57d2^136 + (1 + 0a + 4a^2)d1^58d2^136 + (0 + 3a + 4a^2)d1^59d2^136 + (2 + 0a + 2a^2)d1^60d2^136 + (4 + 1a + 1a^2)d1^61d2^136 + (1 + 2a + 4a^2)d1^62d2^136 + (0 + 3a + 0a^2)d1^63d2^136 + (4 + 4a + 4a^2)d1^64d2^136 + (4 + 0a + 2a^2)d1^65d2^136 + (4 + 3a + 3a^2)d1^66d2^136 + (4 + 1a + 2a^2)d1^67d2^136 + (1 + 3a + 4a^2)d1^68d2^136 + (4 + 4a + 1a^2)d1^69d2^136 + (3 + 3a + 0a^2)d1^70d2^136 + (4 + 0a + 4a^2)d1^71d2^136 + (1 + 1a + 1a^2)d1^72d2^136 + (1 + 4a + 3a^2)d1^73d2^136 + (0 + 3a + 2a^2)d1^74d2^136 + (1 + 1a + 1a^2)d1^75d2^136 + (0 + 3a + 1a^2)d1^76d2^136 + (0 + 1a + 1a^2)d1^77d2^136 + (3 + 4a + 0a^2)d1^78d2^136 + (0 + 3a + 3a^2)d1^79d2^136 + (0 + 3a + 4a^2)d1^80d2^136 + (4 + 2a + 3a^2)d1^81d2^136 + (4 + 0a + 1a^2)d1^82d2^136 + (0 + 1a + 2a^2)d1^83d2^136 + (3 + 2a + 4a^2)d1^84d2^136 + (1 + 0a + 4a^2)d1^85d2^136 + (1 + 3a + 0a^2)d1^86d2^136 + (3 + 2a + 0a^2)d1^87d2^136 + (0 + 1a + 2a^2)d1^88d2^136 + (1 + 0a + 0a^2)d1^89d2^136 + (2 + 1a + 4a^2)d1^90d2^136 + (2 + 2a + 2a^2)d1^91d2^136 + (3 + 0a + 2a^2)d1^92d2^136 + (2 + 3a + 3a^2)d1^93d2^136 + (3 + 3a + 4a^2)d1^94d2^136 + (3 + 4a + 4a^2)d1^95d2^136 + (2 + 0a + 1a^2)d1^97d2^136 + (4 + 2a + 1a^2)d1^98d2^136 + (2 + 2a + 0a^2)d1^99d2^136 + (4 + 3a + 1a^2)d1^100d2^136 + (1 + 2a + 2a^2)d1^101d2^136 + (3 + 0a + 4a^2)d1^102d2^136 + (3 + 0a + 3a^2)d1^104d2^136 + (0 + 1a + 2a^2)d1^105d2^136 + (0 + 0a + 4a^2)d1^106d2^136 + (0 + 4a + 4a^2)d1^107d2^136 + (0 + 4a + 3a^2)d1^108d2^136 + (2 + 0a + 3a^2)d1^109d2^136 + (0 + 1a + 0a^2)d1^110d2^136 + (4 + 0a + 2a^2)d1^111d2^136 + (4 + 3a + 2a^2)d1^112d2^136 + (2 + 1a + 0a^2)d1^113d2^136 + (4 + 2a + 2a^2)d1^114d2^136 + (3 + 4a + 4a^2)d1^115d2^136 + (3 + 2a + 2a^2)d1^116d2^136 + (0 + 1a + 4a^2)d1^117d2^136 + (1 + 3a + 3a^2)d1^118d2^136 + (1 + 2a + 3a^2)d1^119d2^136 + (2 + 2a + 4a^2)d1^120d2^136 + (3 + 2a + 3a^2)d1^121d2^136 + (3 + 3a + 2a^2)d1^122d2^136 + (4 + 2a + 1a^2)d1^123d2^136 + (1 + 0a + 2a^2)d1^124d2^136 + (4 + 4a + 0a^2)d1^126d2^136 + (2 + 4a + 2a^2)d1^127d2^136 + (2 + 3a + 4a^2)d1^128d2^136 + (2 + 2a + 3a^2)d1^129d2^136 + (4 + 1a + 0a^2)d1^130d2^136 + (4 + 3a + 4a^2)d1^131d2^136 + (2 + 1a + 2a^2)d1^132d2^136 + (2 + 0a + 3a^2)d1^133d2^136 + (2 + 4a + 1a^2)d1^134d2^136 + (2 + 4a + 0a^2)d1^135d2^136 + (1 + 1a + 2a^2)d1^136d2^136 + (1 + 1a + 0a^2)d1^137d2^136 + (1 + 1a + 1a^2)d1^138d2^136 + (4 + 0a + 3a^2)d1^139d2^136 + (0 + 4a + 3a^2)d1^140d2^136 + (0 + 3a + 4a^2)d1^141d2^136 + (4 + 1a + 4a^2)d1^142d2^136 + (1 + 4a + 3a^2)d1^143d2^136 + (0 + 3a + 0a^2)d1^144d2^136 + (3 + 2a + 0a^2)d1^145d2^136 + (1 + 1a + 0a^2)d1^146d2^136 + (1 + 4a + 4a^2)d1^147d2^136 + (3 + 1a + 0a^2)d1^148d2^136 + (1 + 0a + 3a^2)d1^149d2^136 + (1 + 1a + 3a^2)d1^150d2^136 + (4 + 2a + 0a^2)d1^151d2^136 + (3 + 2a + 1a^2)d1^152d2^136 + (2 + 4a + 1a^2)d1^153d2^136 + (3 + 4a + 3a^2)d1^154d2^136 + (3 + 2a + 2a^2)d1^155d2^136 + (4 + 2a + 0a^2)d1^156d2^136 + (2 + 2a + 3a^2)d1^157d2^136 + (0 + 2a + 3a^2)d1^158d2^136 + (4 + 1a + 0a^2)d1^159d2^136 + (2 + 4a + 1a^2)d1^160d2^136 + (3 + 2a + 1a^2)d1^161d2^136 + (2 + 0a + 1a^2)d1^162d2^136 + (3 + 2a + 2a^2)d1^163d2^136 + (2 + 2a + 4a^2)d1^164d2^136 + (0 + 0a + 1a^2)d1^165d2^136 + (2 + 4a + 4a^2)d1^166d2^136 + (2 + 3a + 4a^2)d1^167d2^136 + (3 + 2a + 2a^2)d1^168d2^136 + (2 + 0a + 3a^2)d1^169d2^136 + (2 + 4a + 4a^2)d1^170d2^136 + (4 + 2a + 0a^2)d1^171d2^136 + (0 + 3a + 4a^2)d1^172d2^136 + (4 + 0a + 2a^2)d1^173d2^136 + (2 + 1a + 3a^2)d1^174d2^136 + (0 + 0a + 4a^2)d1^175d2^136 + (4 + 4a + 1a^2)d1^176d2^136 + (0 + 3a + 4a^2)d1^177d2^136 + (0 + 1a + 4a^2)d1^178d2^136 + (3 + 3a + 1a^2)d1^179d2^136 + (2 + 4a + 3a^2)d1^180d2^136 + (0 + 0a + 2a^2)d1^181d2^136 + (2 + 2a + 3a^2)d1^182d2^136 + (4 + 2a + 2a^2)d1^183d2^136 + (1 + 4a + 4a^2)d1^184d2^136 + (1 + 0a + 4a^2)d1^185d2^136 + (4 + 0a + 0a^2)d1^186d2^136 + (2 + 0a + 1a^2)d1^187d2^136 + (1 + 0a + 3a^2)d1^188d2^136 + (1 + 1a + 4a^2)d1^189d2^136 + (0 + 2a + 3a^2)d1^190d2^136 + (0 + 0a + 1a^2)d1^191d2^136 + (3 + 3a + 0a^2)d1^192d2^136 + (1 + 1a + 2a^2)d1^193d2^136 + (4 + 1a + 4a^2)d1^194d2^136 + (0 + 0a + 4a^2)d1^195d2^136 + (3 + 3a + 0a^2)d1^196d2^136 + (2 + 4a + 0a^2)d1^197d2^136 + (1 + 1a + 1a^2)d1^198d2^136 + (3 + 3a + 3a^2)d1^199d2^136 + (1 + 1a + 2a^2)d1^200d2^136 + (0 + 4a + 1a^2)d1^201d2^136 + (4 + 4a + 2a^2)d1^202d2^136 + (0 + 2a + 2a^2)d1^203d2^136 + (2 + 1a + 0a^2)d1^204d2^136 + (0 + 1a + 2a^2)d1^205d2^136 + (0 + 1a + 2a^2)d1^206d2^136 + (3 + 0a + 3a^2)d1^207d2^136 + (1 + 1a + 2a^2)d1^208d2^136 + (4 + 1a + 3a^2)d1^209d2^136 + (3 + 2a + 2a^2)d1^210d2^136 + (2 + 2a + 2a^2)d1^211d2^136 + (2 + 0a + 2a^2)d1^212d2^136 + (3 + 2a + 2a^2)d1^213d2^136 + (0 + 3a + 2a^2)d1^214d2^136 + (1 + 0a + 2a^2)d1^215d2^136 + (3 + 0a + 2a^2)d1^216d2^136 + (3 + 2a + 1a^2)d1^217d2^136 + (2 + 3a + 3a^2)d1^218d2^136 + (2 + 2a + 3a^2)d1^219d2^136 + (3 + 3a + 0a^2)d1^220d2^136 + (1 + 2a + 1a^2)d1^221d2^136 + (2 + 0a + 3a^2)d1^222d2^136 + (1 + 4a + 0a^2)d1^223d2^136 + (2 + 4a + 0a^2)d1^224d2^136 + (2 + 0a + 4a^2)d1^225d2^136 + (0 + 0a + 3a^2)d1^226d2^136 + (1 + 0a + 4a^2)d1^227d2^136 + (2 + 3a + 4a^2)d1^228d2^136 + (0 + 3a + 1a^2)d1^229d2^136 + (3 + 4a + 1a^2)d1^230d2^136 + (1 + 4a + 3a^2)d1^231d2^136 + (3 + 4a + 3a^2)d1^232d2^136 + (2 + 1a + 1a^2)d1^233d2^136 + (3 + 3a + 3a^2)d1^234d2^136 + (0 + 0a + 4a^2)d1^235d2^136 + (0 + 3a + 4a^2)d1^236d2^136 + (2 + 4a + 0a^2)d1^237d2^136 + (4 + 3a + 1a^2)d1^238d2^136 + (3 + 1a + 0a^2)d1^239d2^136 + (0 + 2a + 0a^2)d1^240d2^136 + (2 + 0a + 0a^2)d1^241d2^136 + (0 + 0a + 3a^2)d1^242d2^136 + (0 + 3a + 0a^2)d1^243d2^136 + (2 + 4a + 0a^2)d1^244d2^136 + (1 + 2a + 3a^2)d1^245d2^136 + (1 + 4a + 0a^2)d1^246d2^136 + (2 + 4a + 2a^2)d1^247d2^136 + (4 + 1a + 0a^2)d1^248d2^136 + (0 + 0a + 3a^2)d1^249d2^136 + (3 + 3a + 4a^2)d1^250d2^136 + (1 + 3a + 2a^2)d1^251d2^136 + (1 + 3a + 4a^2)d1^252d2^136 + (1 + 2a + 3a^2)d1^253d2^136 + (4 + 2a + 2a^2)d1^254d2^136 + (1 + 3a + 0a^2)d1^255d2^136 + (1 + 0a + 3a^2)d1^256d2^136 + (3 + 0a + 4a^2)d1^257d2^136 + (0 + 4a + 1a^2)d1^258d2^136 + (4 + 0a + 1a^2)d1^259d2^136 + (3 + 1a + 2a^2)d1^260d2^136 + (1 + 4a + 1a^2)d1^261d2^136 + (1 + 2a + 3a^2)d1^262d2^136 + (3 + 0a + 0a^2)d1^263d2^136 + (2 + 1a + 2a^2)d1^264d2^136 + (0 + 3a + 0a^2)d1^265d2^136 + (1 + 1a + 2a^2)d1^266d2^136 + (0 + 4a + 1a^2)d1^267d2^136 + (2 + 2a + 2a^2)d1^268d2^136 + (2 + 1a + 0a^2)d1^269d2^136 + (2 + 1a + 4a^2)d1^270d2^136 + (4 + 0a + 4a^2)d1^271d2^136 + (4 + 4a + 2a^2)d1^272d2^136 + (0 + 2a + 3a^2)d1^273d2^136 + (3 + 0a + 3a^2)d1^274d2^136 + (1 + 3a + 0a^2)d1^275d2^136 + (1 + 2a + 1a^2)d1^276d2^136 + (4 + 0a + 4a^2)d1^277d2^136 + (0 + 2a + 2a^2)d1^278d2^136 + (1 + 4a + 0a^2)d1^279d2^136 + (3 + 1a + 0a^2)d1^280d2^136 + (2 + 3a + 1a^2)d1^281d2^136 + (0 + 1a + 0a^2)d1^282d2^136 + (0 + 3a + 2a^2)d1^283d2^136 + (4 + 2a + 1a^2)d1^284d2^136 + (3 + 0a + 4a^2)d1^285d2^136 + (1 + 0a + 3a^2)d1^286d2^136 + (3 + 1a + 4a^2)d1^287d2^136 + (4 + 0a + 2a^2)d1^288d2^136 + (2 + 3a + 4a^2)d1^289d2^136 + (1 + 2a + 3a^2)d1^290d2^136 + (4 + 1a + 4a^2)d1^291d2^136 + (3 + 1a + 2a^2)d1^292d2^136 + (3 + 0a + 4a^2)d1^293d2^136 + (2 + 4a + 1a^2)d2^137 + (4 + 4a + 4a^2)d1^1d2^137 + (2 + 4a + 2a^2)d1^2d2^137 + (3 + 2a + 4a^2)d1^3d2^137 + (1 + 1a + 4a^2)d1^4d2^137 + (3 + 1a + 4a^2)d1^5d2^137 + (4 + 3a + 1a^2)d1^6d2^137 + (0 + 2a + 1a^2)d1^7d2^137 + (1 + 2a + 1a^2)d1^8d2^137 + (0 + 3a + 2a^2)d1^9d2^137 + (1 + 1a + 3a^2)d1^10d2^137 + (1 + 3a + 1a^2)d1^11d2^137 + (1 + 0a + 4a^2)d1^12d2^137 + (1 + 1a + 0a^2)d1^13d2^137 + (4 + 1a + 4a^2)d1^14d2^137 + (4 + 3a + 3a^2)d1^15d2^137 + (4 + 0a + 1a^2)d1^16d2^137 + (0 + 4a + 3a^2)d1^17d2^137 + (4 + 1a + 2a^2)d1^18d2^137 + (4 + 4a + 2a^2)d1^19d2^137 + (3 + 1a + 0a^2)d1^20d2^137 + (0 + 4a + 3a^2)d1^21d2^137 + (2 + 3a + 3a^2)d1^22d2^137 + (4 + 0a + 3a^2)d1^23d2^137 + (0 + 1a + 2a^2)d1^24d2^137 + (0 + 2a + 2a^2)d1^25d2^137 + (1 + 3a + 3a^2)d1^26d2^137 + (3 + 4a + 2a^2)d1^27d2^137 + (0 + 0a + 2a^2)d1^28d2^137 + (1 + 2a + 1a^2)d1^29d2^137 + (4 + 2a + 0a^2)d1^30d2^137 + (3 + 0a + 0a^2)d1^31d2^137 + (2 + 2a + 3a^2)d1^32d2^137 + (0 + 1a + 1a^2)d1^33d2^137 + (1 + 3a + 2a^2)d1^34d2^137 + (1 + 0a + 2a^2)d1^35d2^137 + (1 + 3a + 2a^2)d1^36d2^137 + (4 + 2a + 3a^2)d1^37d2^137 + (1 + 4a + 2a^2)d1^38d2^137 + (2 + 4a + 3a^2)d1^39d2^137 + (3 + 4a + 1a^2)d1^40d2^137 + (3 + 3a + 0a^2)d1^41d2^137 + (2 + 2a + 3a^2)d1^42d2^137 + (1 + 1a + 0a^2)d1^43d2^137 + (1 + 4a + 1a^2)d1^44d2^137 + (4 + 2a + 3a^2)d1^45d2^137 + (4 + 3a + 1a^2)d1^46d2^137 + (4 + 0a + 4a^2)d1^47d2^137 + (3 + 3a + 2a^2)d1^48d2^137 + (1 + 2a + 1a^2)d1^49d2^137 + (2 + 3a + 1a^2)d1^50d2^137 + (0 + 0a + 3a^2)d1^51d2^137 + (2 + 0a + 1a^2)d1^52d2^137 + (3 + 3a + 3a^2)d1^53d2^137 + (0 + 0a + 3a^2)d1^54d2^137 + (0 + 3a + 3a^2)d1^55d2^137 + (2 + 2a + 3a^2)d1^56d2^137 + (2 + 1a + 3a^2)d1^57d2^137 + (1 + 4a + 1a^2)d1^58d2^137 + (2 + 4a + 0a^2)d1^59d2^137 + (3 + 2a + 3a^2)d1^60d2^137 + (0 + 2a + 4a^2)d1^61d2^137 + (0 + 4a + 2a^2)d1^62d2^137 + (4 + 4a + 3a^2)d1^63d2^137 + (1 + 4a + 1a^2)d1^64d2^137 + (1 + 4a + 4a^2)d1^65d2^137 + (0 + 3a + 1a^2)d1^66d2^137 + (0 + 0a + 1a^2)d1^67d2^137 + (0 + 1a + 0a^2)d1^68d2^137 + (4 + 3a + 4a^2)d1^69d2^137 + (1 + 0a + 0a^2)d1^70d2^137 + (4 + 3a + 2a^2)d1^71d2^137 + (2 + 4a + 0a^2)d1^72d2^137 + (4 + 0a + 2a^2)d1^73d2^137 + (3 + 2a + 2a^2)d1^74d2^137 + (2 + 3a + 2a^2)d1^75d2^137 + (0 + 0a + 4a^2)d1^76d2^137 + (0 + 4a + 1a^2)d1^77d2^137 + (0 + 2a + 4a^2)d1^78d2^137 + (4 + 2a + 2a^2)d1^79d2^137 + (2 + 3a + 3a^2)d1^80d2^137 + (3 + 0a + 2a^2)d1^81d2^137 + (0 + 1a + 0a^2)d1^82d2^137 + (2 + 0a + 4a^2)d1^83d2^137 + (0 + 3a + 2a^2)d1^84d2^137 + (1 + 0a + 4a^2)d1^85d2^137 + (3 + 3a + 1a^2)d1^86d2^137 + (2 + 2a + 1a^2)d1^87d2^137 + (0 + 2a + 2a^2)d1^88d2^137 + (1 + 0a + 2a^2)d1^89d2^137 + (2 + 0a + 3a^2)d1^90d2^137 + (3 + 4a + 1a^2)d1^91d2^137 + (1 + 1a + 2a^2)d1^92d2^137 + (2 + 0a + 2a^2)d1^93d2^137 + (4 + 3a + 4a^2)d1^94d2^137 + (3 + 1a + 3a^2)d1^95d2^137 + (4 + 0a + 0a^2)d1^96d2^137 + (4 + 3a + 0a^2)d1^97d2^137 + (1 + 2a + 1a^2)d1^98d2^137 + (4 + 0a + 2a^2)d1^99d2^137 + (3 + 4a + 1a^2)d1^100d2^137 + (1 + 0a + 1a^2)d1^101d2^137 + (0 + 1a + 1a^2)d1^102d2^137 + (0 + 0a + 4a^2)d1^103d2^137 + (2 + 0a + 0a^2)d1^104d2^137 + (4 + 2a + 0a^2)d1^105d2^137 + (1 + 2a + 0a^2)d1^106d2^137 + (4 + 2a + 2a^2)d1^107d2^137 + (2 + 3a + 3a^2)d1^108d2^137 + (2 + 4a + 0a^2)d1^109d2^137 + (3 + 4a + 3a^2)d1^110d2^137 + (0 + 3a + 2a^2)d1^111d2^137 + (1 + 2a + 1a^2)d1^112d2^137 + (2 + 4a + 2a^2)d1^113d2^137 + (0 + 2a + 0a^2)d1^114d2^137 + (3 + 3a + 2a^2)d1^115d2^137 + (0 + 1a + 0a^2)d1^116d2^137 + (0 + 2a + 4a^2)d1^117d2^137 + (2 + 3a + 2a^2)d1^118d2^137 + (0 + 3a + 1a^2)d1^119d2^137 + (2 + 0a + 4a^2)d1^120d2^137 + (2 + 2a + 3a^2)d1^121d2^137 + (1 + 4a + 2a^2)d1^122d2^137 + (1 + 3a + 3a^2)d1^123d2^137 + (1 + 2a + 1a^2)d1^124d2^137 + (1 + 3a + 1a^2)d1^125d2^137 + (1 + 4a + 3a^2)d1^126d2^137 + (2 + 3a + 2a^2)d1^127d2^137 + (0 + 4a + 2a^2)d1^128d2^137 + (2 + 4a + 0a^2)d1^129d2^137 + (3 + 3a + 2a^2)d1^130d2^137 + (0 + 4a + 4a^2)d1^131d2^137 + (0 + 2a + 0a^2)d1^132d2^137 + (4 + 2a + 0a^2)d1^133d2^137 + (4 + 2a + 3a^2)d1^134d2^137 + (0 + 3a + 0a^2)d1^135d2^137 + (2 + 2a + 4a^2)d1^136d2^137 + (3 + 2a + 0a^2)d1^137d2^137 + (2 + 2a + 0a^2)d1^138d2^137 + (0 + 1a + 3a^2)d1^139d2^137 + (4 + 0a + 3a^2)d1^141d2^137 + (0 + 1a + 3a^2)d1^142d2^137 + (4 + 2a + 4a^2)d1^143d2^137 + (2 + 1a + 4a^2)d1^144d2^137 + (1 + 1a + 3a^2)d1^145d2^137 + (3 + 0a + 3a^2)d1^146d2^137 + (0 + 0a + 4a^2)d1^147d2^137 + (2 + 0a + 0a^2)d1^148d2^137 + (0 + 2a + 2a^2)d1^149d2^137 + (4 + 1a + 1a^2)d1^150d2^137 + (2 + 2a + 2a^2)d1^151d2^137 + (3 + 1a + 0a^2)d1^152d2^137 + (2 + 4a + 2a^2)d1^153d2^137 + (2 + 0a + 3a^2)d1^154d2^137 + (2 + 0a + 4a^2)d1^155d2^137 + (4 + 1a + 2a^2)d1^156d2^137 + (1 + 0a + 3a^2)d1^157d2^137 + (4 + 2a + 0a^2)d1^158d2^137 + (0 + 3a + 0a^2)d1^159d2^137 + (4 + 3a + 2a^2)d1^160d2^137 + (1 + 3a + 4a^2)d1^161d2^137 + (1 + 2a + 0a^2)d1^162d2^137 + (4 + 4a + 4a^2)d1^163d2^137 + (0 + 2a + 3a^2)d1^164d2^137 + (1 + 1a + 1a^2)d1^165d2^137 + (1 + 2a + 3a^2)d1^166d2^137 + (2 + 2a + 2a^2)d1^167d2^137 + (1 + 4a + 4a^2)d1^168d2^137 + (2 + 0a + 4a^2)d1^169d2^137 + (4 + 4a + 2a^2)d1^170d2^137 + (2 + 0a + 1a^2)d1^171d2^137 + (1 + 1a + 0a^2)d1^172d2^137 + (3 + 1a + 1a^2)d1^173d2^137 + (0 + 0a + 1a^2)d1^174d2^137 + (2 + 0a + 2a^2)d1^175d2^137 + (1 + 4a + 2a^2)d1^176d2^137 + (2 + 4a + 3a^2)d1^177d2^137 + (2 + 2a + 1a^2)d1^178d2^137 + (3 + 0a + 2a^2)d1^179d2^137 + (1 + 3a + 3a^2)d1^180d2^137 + (4 + 2a + 4a^2)d1^181d2^137 + (2 + 2a + 4a^2)d1^182d2^137 + (1 + 0a + 3a^2)d1^183d2^137 + (1 + 1a + 1a^2)d1^184d2^137 + (4 + 2a + 4a^2)d1^185d2^137 + (4 + 2a + 1a^2)d1^186d2^137 + (2 + 1a + 3a^2)d1^187d2^137 + (3 + 4a + 1a^2)d1^188d2^137 + (2 + 1a + 1a^2)d1^189d2^137 + (1 + 0a + 1a^2)d1^190d2^137 + (4 + 1a + 2a^2)d1^191d2^137 + (1 + 0a + 2a^2)d1^192d2^137 + (1 + 0a + 0a^2)d1^193d2^137 + (2 + 1a + 4a^2)d1^194d2^137 + (3 + 1a + 0a^2)d1^195d2^137 + (4 + 3a + 2a^2)d1^196d2^137 + (3 + 0a + 0a^2)d1^198d2^137 + (0 + 1a + 4a^2)d1^199d2^137 + (4 + 3a + 2a^2)d1^200d2^137 + (2 + 0a + 0a^2)d1^201d2^137 + (0 + 2a + 1a^2)d1^202d2^137 + (3 + 4a + 4a^2)d1^203d2^137 + (3 + 4a + 4a^2)d1^204d2^137 + (3 + 1a + 3a^2)d1^205d2^137 + (4 + 4a + 0a^2)d1^206d2^137 + (4 + 1a + 2a^2)d1^207d2^137 + (2 + 1a + 1a^2)d1^208d2^137 + (0 + 4a + 4a^2)d1^209d2^137 + (0 + 1a + 3a^2)d1^210d2^137 + (4 + 0a + 3a^2)d1^211d2^137 + (0 + 4a + 0a^2)d1^212d2^137 + (0 + 4a + 3a^2)d1^213d2^137 + (0 + 1a + 2a^2)d1^214d2^137 + (2 + 3a + 1a^2)d1^215d2^137 + (4 + 3a + 4a^2)d1^216d2^137 + (2 + 1a + 2a^2)d1^217d2^137 + (2 + 0a + 1a^2)d1^218d2^137 + (1 + 2a + 2a^2)d1^219d2^137 + (3 + 4a + 2a^2)d1^220d2^137 + (2 + 0a + 1a^2)d1^221d2^137 + (1 + 0a + 2a^2)d1^222d2^137 + (1 + 0a + 4a^2)d1^223d2^137 + (2 + 0a + 2a^2)d1^224d2^137 + (4 + 1a + 1a^2)d1^225d2^137 + (4 + 4a + 2a^2)d1^226d2^137 + (2 + 4a + 0a^2)d1^227d2^137 + (3 + 4a + 1a^2)d1^228d2^137 + (1 + 2a + 0a^2)d1^229d2^137 + (4 + 2a + 4a^2)d1^230d2^137 + (4 + 2a + 2a^2)d1^231d2^137 + (0 + 1a + 3a^2)d1^232d2^137 + (0 + 0a + 3a^2)d1^233d2^137 + (3 + 2a + 2a^2)d1^234d2^137 + (4 + 3a + 3a^2)d1^235d2^137 + (0 + 4a + 0a^2)d1^236d2^137 + (1 + 1a + 3a^2)d1^237d2^137 + (3 + 4a + 3a^2)d1^238d2^137 + (3 + 0a + 2a^2)d1^239d2^137 + (3 + 3a + 4a^2)d1^240d2^137 + (3 + 2a + 0a^2)d1^241d2^137 + (1 + 0a + 1a^2)d1^242d2^137 + (3 + 4a + 4a^2)d1^243d2^137 + (0 + 1a + 0a^2)d1^244d2^137 + (2 + 1a + 3a^2)d1^245d2^137 + (0 + 3a + 4a^2)d1^246d2^137 + (4 + 2a + 0a^2)d1^247d2^137 + (1 + 1a + 2a^2)d1^248d2^137 + (2 + 1a + 4a^2)d1^249d2^137 + (1 + 0a + 0a^2)d1^250d2^137 + (0 + 0a + 4a^2)d1^251d2^137 + (0 + 1a + 3a^2)d1^252d2^137 + (4 + 2a + 1a^2)d1^253d2^137 + (1 + 1a + 4a^2)d1^254d2^137 + (3 + 3a + 0a^2)d1^255d2^137 + (3 + 4a + 2a^2)d1^256d2^137 + (3 + 0a + 3a^2)d1^257d2^137 + (3 + 4a + 0a^2)d1^258d2^137 + (1 + 2a + 3a^2)d1^259d2^137 + (0 + 1a + 4a^2)d1^260d2^137 + (1 + 4a + 4a^2)d1^261d2^137 + (1 + 1a + 4a^2)d1^262d2^137 + (2 + 2a + 4a^2)d1^263d2^137 + (2 + 2a + 3a^2)d1^264d2^137 + (2 + 4a + 3a^2)d1^265d2^137 + (3 + 3a + 3a^2)d1^266d2^137 + (1 + 2a + 1a^2)d1^267d2^137 + (1 + 3a + 4a^2)d1^268d2^137 + (0 + 2a + 1a^2)d1^269d2^137 + (2 + 1a + 3a^2)d1^270d2^137 + (0 + 0a + 2a^2)d1^271d2^137 + (4 + 3a + 1a^2)d1^272d2^137 + (4 + 4a + 2a^2)d1^273d2^137 + (2 + 0a + 0a^2)d1^274d2^137 + (0 + 1a + 0a^2)d1^275d2^137 + (0 + 1a + 2a^2)d1^276d2^137 + (1 + 4a + 2a^2)d1^277d2^137 + (0 + 2a + 2a^2)d1^278d2^137 + (4 + 0a + 1a^2)d1^279d2^137 + (3 + 2a + 0a^2)d1^280d2^137 + (0 + 0a + 2a^2)d1^281d2^137 + (3 + 0a + 4a^2)d1^282d2^137 + (0 + 4a + 2a^2)d1^283d2^137 + (2 + 2a + 2a^2)d1^284d2^137 + (4 + 1a + 3a^2)d1^285d2^137 + (2 + 0a + 4a^2)d1^286d2^137 + (2 + 0a + 3a^2)d1^287d2^137 + (3 + 3a + 3a^2)d1^288d2^137 + (3 + 0a + 0a^2)d1^289d2^137 + (1 + 2a + 2a^2)d1^290d2^137 + (3 + 3a + 3a^2)d1^291d2^137 + (0 + 0a + 3a^2)d1^292d2^137 + (3 + 2a + 1a^2)d1^293d2^137 + (1 + 3a + 3a^2)d2^138 + (0 + 4a + 4a^2)d1^1d2^138 + (1 + 3a + 0a^2)d1^2d2^138 + (3 + 0a + 1a^2)d1^3d2^138 + (3 + 4a + 4a^2)d1^4d2^138 + (4 + 2a + 3a^2)d1^5d2^138 + (0 + 1a + 1a^2)d1^6d2^138 + (2 + 0a + 1a^2)d1^7d2^138 + (4 + 3a + 0a^2)d1^8d2^138 + (0 + 0a + 2a^2)d1^9d2^138 + (3 + 4a + 4a^2)d1^10d2^138 + (2 + 1a + 0a^2)d1^11d2^138 + (4 + 2a + 3a^2)d1^12d2^138 + (0 + 1a + 3a^2)d1^13d2^138 + (4 + 0a + 1a^2)d1^14d2^138 + (3 + 1a + 1a^2)d1^15d2^138 + (4 + 2a + 0a^2)d1^16d2^138 + (1 + 3a + 0a^2)d1^17d2^138 + (0 + 1a + 4a^2)d1^18d2^138 + (4 + 0a + 1a^2)d1^19d2^138 + (3 + 4a + 3a^2)d1^20d2^138 + (3 + 3a + 4a^2)d1^21d2^138 + (1 + 3a + 2a^2)d1^22d2^138 + (0 + 1a + 3a^2)d1^23d2^138 + (3 + 2a + 4a^2)d1^24d2^138 + (2 + 2a + 3a^2)d1^25d2^138 + (0 + 1a + 1a^2)d1^26d2^138 + (3 + 0a + 4a^2)d1^27d2^138 + (2 + 0a + 3a^2)d1^28d2^138 + (2 + 4a + 3a^2)d1^29d2^138 + (3 + 3a + 1a^2)d1^30d2^138 + (3 + 3a + 3a^2)d1^31d2^138 + (4 + 0a + 0a^2)d1^32d2^138 + (0 + 1a + 4a^2)d1^33d2^138 + (0 + 2a + 0a^2)d1^34d2^138 + (2 + 1a + 3a^2)d1^35d2^138 + (2 + 1a + 0a^2)d1^36d2^138 + (3 + 0a + 4a^2)d1^37d2^138 + (0 + 2a + 3a^2)d1^38d2^138 + (2 + 3a + 1a^2)d1^39d2^138 + (1 + 1a + 0a^2)d1^40d2^138 + (1 + 0a + 1a^2)d1^41d2^138 + (0 + 2a + 0a^2)d1^42d2^138 + (0 + 2a + 1a^2)d1^43d2^138 + (0 + 4a + 3a^2)d1^44d2^138 + (3 + 2a + 3a^2)d1^45d2^138 + (3 + 1a + 3a^2)d1^46d2^138 + (4 + 3a + 3a^2)d1^47d2^138 + (2 + 2a + 0a^2)d1^48d2^138 + (4 + 0a + 3a^2)d1^49d2^138 + (3 + 2a + 0a^2)d1^50d2^138 + (2 + 1a + 0a^2)d1^51d2^138 + (3 + 4a + 3a^2)d1^52d2^138 + (3 + 3a + 1a^2)d1^53d2^138 + (3 + 0a + 2a^2)d1^54d2^138 + (3 + 2a + 2a^2)d1^55d2^138 + (1 + 3a + 4a^2)d1^56d2^138 + (0 + 2a + 2a^2)d1^57d2^138 + (0 + 0a + 2a^2)d1^58d2^138 + (0 + 3a + 3a^2)d1^59d2^138 + (4 + 2a + 3a^2)d1^60d2^138 + (0 + 1a + 2a^2)d1^61d2^138 + (2 + 3a + 0a^2)d1^62d2^138 + (0 + 2a + 1a^2)d1^63d2^138 + (4 + 3a + 2a^2)d1^64d2^138 + (2 + 2a + 3a^2)d1^65d2^138 + (1 + 3a + 4a^2)d1^66d2^138 + (1 + 1a + 4a^2)d1^67d2^138 + (3 + 2a + 1a^2)d1^68d2^138 + (3 + 1a + 1a^2)d1^69d2^138 + (2 + 3a + 2a^2)d1^70d2^138 + (0 + 1a + 1a^2)d1^71d2^138 + (4 + 0a + 1a^2)d1^72d2^138 + (2 + 2a + 3a^2)d1^73d2^138 + (4 + 3a + 1a^2)d1^74d2^138 + (0 + 4a + 1a^2)d1^75d2^138 + (0 + 0a + 3a^2)d1^76d2^138 + (1 + 3a + 3a^2)d1^77d2^138 + (4 + 3a + 0a^2)d1^78d2^138 + (2 + 3a + 3a^2)d1^79d2^138 + (0 + 3a + 3a^2)d1^80d2^138 + (2 + 4a + 3a^2)d1^81d2^138 + (3 + 4a + 2a^2)d1^82d2^138 + (4 + 4a + 0a^2)d1^83d2^138 + (3 + 3a + 3a^2)d1^84d2^138 + (3 + 0a + 3a^2)d1^85d2^138 + (4 + 0a + 2a^2)d1^86d2^138 + (3 + 1a + 3a^2)d1^87d2^138 + (3 + 4a + 1a^2)d1^88d2^138 + (1 + 0a + 4a^2)d1^89d2^138 + (2 + 2a + 3a^2)d1^90d2^138 + (3 + 2a + 3a^2)d1^91d2^138 + (2 + 2a + 4a^2)d1^92d2^138 + (0 + 3a + 4a^2)d1^93d2^138 + (4 + 4a + 4a^2)d1^94d2^138 + (4 + 4a + 4a^2)d1^95d2^138 + (1 + 0a + 1a^2)d1^96d2^138 + (2 + 3a + 0a^2)d1^97d2^138 + (1 + 0a + 0a^2)d1^98d2^138 + (4 + 3a + 2a^2)d1^99d2^138 + (0 + 4a + 4a^2)d1^100d2^138 + (3 + 4a + 2a^2)d1^101d2^138 + (1 + 1a + 2a^2)d1^102d2^138 + (4 + 1a + 1a^2)d1^103d2^138 + (4 + 4a + 1a^2)d1^104d2^138 + (2 + 4a + 1a^2)d1^105d2^138 + (2 + 0a + 2a^2)d1^106d2^138 + (0 + 1a + 1a^2)d1^107d2^138 + (3 + 0a + 0a^2)d1^108d2^138 + (3 + 1a + 3a^2)d1^109d2^138 + (0 + 0a + 3a^2)d1^110d2^138 + (4 + 4a + 4a^2)d1^111d2^138 + (3 + 0a + 2a^2)d1^112d2^138 + (0 + 2a + 3a^2)d1^113d2^138 + (3 + 2a + 2a^2)d1^114d2^138 + (0 + 0a + 1a^2)d1^115d2^138 + (1 + 2a + 0a^2)d1^116d2^138 + (2 + 0a + 0a^2)d1^117d2^138 + (2 + 1a + 3a^2)d1^118d2^138 + (2 + 3a + 4a^2)d1^119d2^138 + (0 + 0a + 4a^2)d1^120d2^138 + (0 + 3a + 1a^2)d1^121d2^138 + (1 + 0a + 1a^2)d1^122d2^138 + (2 + 2a + 1a^2)d1^123d2^138 + (0 + 4a + 0a^2)d1^124d2^138 + (3 + 4a + 4a^2)d1^125d2^138 + (0 + 3a + 3a^2)d1^126d2^138 + (3 + 1a + 3a^2)d1^127d2^138 + (3 + 3a + 1a^2)d1^128d2^138 + (0 + 2a + 1a^2)d1^129d2^138 + (2 + 0a + 1a^2)d1^130d2^138 + (1 + 3a + 3a^2)d1^131d2^138 + (2 + 1a + 3a^2)d1^132d2^138 + (2 + 2a + 1a^2)d1^133d2^138 + (0 + 0a + 3a^2)d1^134d2^138 + (4 + 3a + 3a^2)d1^135d2^138 + (2 + 0a + 4a^2)d1^136d2^138 + (1 + 3a + 2a^2)d1^137d2^138 + (4 + 1a + 1a^2)d1^138d2^138 + (1 + 3a + 1a^2)d1^139d2^138 + (0 + 2a + 1a^2)d1^140d2^138 + (2 + 0a + 1a^2)d1^141d2^138 + (0 + 2a + 0a^2)d1^142d2^138 + (4 + 3a + 1a^2)d1^143d2^138 + (3 + 0a + 4a^2)d1^144d2^138 + (0 + 3a + 3a^2)d1^145d2^138 + (4 + 0a + 3a^2)d1^146d2^138 + (2 + 0a + 0a^2)d1^147d2^138 + (4 + 2a + 4a^2)d1^148d2^138 + (4 + 2a + 0a^2)d1^149d2^138 + (0 + 2a + 3a^2)d1^150d2^138 + (4 + 4a + 0a^2)d1^151d2^138 + (0 + 1a + 3a^2)d1^152d2^138 + (0 + 3a + 3a^2)d1^153d2^138 + (2 + 1a + 3a^2)d1^154d2^138 + (3 + 4a + 3a^2)d1^155d2^138 + (4 + 2a + 3a^2)d1^156d2^138 + (4 + 3a + 4a^2)d1^157d2^138 + (0 + 0a + 2a^2)d1^158d2^138 + (4 + 0a + 0a^2)d1^159d2^138 + (1 + 3a + 1a^2)d1^160d2^138 + (3 + 4a + 3a^2)d1^161d2^138 + (4 + 1a + 3a^2)d1^162d2^138 + (4 + 2a + 3a^2)d1^163d2^138 + (3 + 3a + 2a^2)d1^164d2^138 + (1 + 3a + 4a^2)d1^165d2^138 + (3 + 3a + 2a^2)d1^166d2^138 + (1 + 2a + 0a^2)d1^167d2^138 + (4 + 3a + 3a^2)d1^168d2^138 + (2 + 2a + 1a^2)d1^169d2^138 + (1 + 0a + 4a^2)d1^170d2^138 + (3 + 1a + 4a^2)d1^171d2^138 + (4 + 0a + 1a^2)d1^172d2^138 + (3 + 3a + 1a^2)d1^173d2^138 + (4 + 2a + 4a^2)d1^174d2^138 + (2 + 0a + 2a^2)d1^175d2^138 + (0 + 1a + 1a^2)d1^176d2^138 + (4 + 3a + 2a^2)d1^177d2^138 + (4 + 0a + 4a^2)d1^178d2^138 + (0 + 3a + 2a^2)d1^179d2^138 + (1 + 1a + 4a^2)d1^180d2^138 + (2 + 3a + 1a^2)d1^181d2^138 + (3 + 1a + 0a^2)d1^182d2^138 + (0 + 2a + 2a^2)d1^183d2^138 + (1 + 1a + 4a^2)d1^184d2^138 + (1 + 4a + 3a^2)d1^185d2^138 + (1 + 3a + 1a^2)d1^186d2^138 + (2 + 2a + 2a^2)d1^187d2^138 + (3 + 1a + 0a^2)d1^188d2^138 + (3 + 4a + 1a^2)d1^189d2^138 + (3 + 4a + 1a^2)d1^190d2^138 + (2 + 1a + 1a^2)d1^191d2^138 + (3 + 0a + 0a^2)d1^192d2^138 + (1 + 0a + 2a^2)d1^193d2^138 + (0 + 2a + 1a^2)d1^194d2^138 + (0 + 1a + 2a^2)d1^195d2^138 + (3 + 3a + 0a^2)d1^196d2^138 + (4 + 3a + 1a^2)d1^197d2^138 + (2 + 2a + 4a^2)d1^198d2^138 + (3 + 2a + 1a^2)d1^199d2^138 + (1 + 0a + 2a^2)d1^200d2^138 + (3 + 0a + 4a^2)d1^201d2^138 + (3 + 2a + 1a^2)d1^202d2^138 + (2 + 1a + 4a^2)d1^203d2^138 + (3 + 2a + 4a^2)d1^204d2^138 + (3 + 4a + 0a^2)d1^205d2^138 + (3 + 2a + 1a^2)d1^206d2^138 + (0 + 4a + 4a^2)d1^208d2^138 + (4 + 3a + 4a^2)d1^209d2^138 + (1 + 3a + 1a^2)d1^210d2^138 + (2 + 4a + 2a^2)d1^211d2^138 + (0 + 0a + 2a^2)d1^212d2^138 + (3 + 3a + 0a^2)d1^213d2^138 + (2 + 0a + 1a^2)d1^214d2^138 + (3 + 1a + 3a^2)d1^215d2^138 + (2 + 3a + 2a^2)d1^216d2^138 + (1 + 1a + 2a^2)d1^217d2^138 + (4 + 2a + 4a^2)d1^218d2^138 + (4 + 1a + 4a^2)d1^219d2^138 + (1 + 2a + 2a^2)d1^220d2^138 + (4 + 3a + 0a^2)d1^221d2^138 + (4 + 3a + 3a^2)d1^222d2^138 + (4 + 1a + 0a^2)d1^223d2^138 + (0 + 1a + 2a^2)d1^224d2^138 + (1 + 0a + 4a^2)d1^225d2^138 + (3 + 3a + 3a^2)d1^226d2^138 + (0 + 1a + 3a^2)d1^227d2^138 + (1 + 4a + 3a^2)d1^228d2^138 + (1 + 3a + 0a^2)d1^229d2^138 + (3 + 0a + 4a^2)d1^230d2^138 + (3 + 2a + 2a^2)d1^231d2^138 + (0 + 4a + 4a^2)d1^232d2^138 + (3 + 1a + 3a^2)d1^233d2^138 + (4 + 4a + 3a^2)d1^234d2^138 + (2 + 0a + 0a^2)d1^235d2^138 + (2 + 2a + 3a^2)d1^236d2^138 + (1 + 2a + 1a^2)d1^237d2^138 + (1 + 0a + 1a^2)d1^238d2^138 + (3 + 4a + 3a^2)d1^240d2^138 + (3 + 2a + 2a^2)d1^241d2^138 + (3 + 0a + 3a^2)d1^242d2^138 + (4 + 3a + 3a^2)d1^243d2^138 + (2 + 3a + 4a^2)d1^244d2^138 + (2 + 4a + 3a^2)d1^245d2^138 + (2 + 3a + 3a^2)d1^246d2^138 + (0 + 0a + 2a^2)d1^247d2^138 + (4 + 0a + 0a^2)d1^248d2^138 + (3 + 3a + 2a^2)d1^249d2^138 + (1 + 2a + 1a^2)d1^250d2^138 + (0 + 4a + 3a^2)d1^251d2^138 + (4 + 0a + 2a^2)d1^252d2^138 + (0 + 0a + 3a^2)d1^253d2^138 + (0 + 2a + 3a^2)d1^254d2^138 + (2 + 2a + 1a^2)d1^255d2^138 + (1 + 1a + 2a^2)d1^256d2^138 + (2 + 1a + 2a^2)d1^257d2^138 + (4 + 3a + 2a^2)d1^258d2^138 + (4 + 4a + 3a^2)d1^259d2^138 + (0 + 4a + 4a^2)d1^260d2^138 + (2 + 1a + 2a^2)d1^261d2^138 + (4 + 3a + 4a^2)d1^262d2^138 + (1 + 3a + 0a^2)d1^263d2^138 + (0 + 0a + 4a^2)d1^264d2^138 + (1 + 3a + 3a^2)d1^265d2^138 + (0 + 0a + 2a^2)d1^266d2^138 + (1 + 1a + 0a^2)d1^267d2^138 + (1 + 2a + 1a^2)d1^268d2^138 + (4 + 0a + 3a^2)d1^269d2^138 + (2 + 2a + 1a^2)d1^270d2^138 + (4 + 2a + 4a^2)d1^271d2^138 + (0 + 0a + 2a^2)d1^272d2^138 + (0 + 2a + 2a^2)d1^273d2^138 + (3 + 2a + 0a^2)d1^274d2^138 + (2 + 3a + 1a^2)d1^275d2^138 + (2 + 2a + 0a^2)d1^276d2^138 + (1 + 0a + 0a^2)d1^277d2^138 + (4 + 3a + 1a^2)d1^278d2^138 + (3 + 3a + 0a^2)d1^279d2^138 + (3 + 0a + 4a^2)d1^280d2^138 + (0 + 0a + 4a^2)d1^281d2^138 + (0 + 2a + 4a^2)d1^282d2^138 + (1 + 0a + 2a^2)d1^283d2^138 + (1 + 0a + 2a^2)d1^284d2^138 + (1 + 1a + 3a^2)d1^285d2^138 + (2 + 0a + 1a^2)d1^286d2^138 + (2 + 0a + 0a^2)d1^287d2^138 + (4 + 2a + 1a^2)d1^288d2^138 + (1 + 0a + 0a^2)d1^289d2^138 + (4 + 0a + 0a^2)d1^290d2^138 + (2 + 1a + 4a^2)d1^291d2^138 + (2 + 0a + 1a^2)d1^292d2^138 + (3 + 1a + 4a^2)d1^293d2^138 + (2 + 1a + 1a^2)d2^139 + (3 + 4a + 2a^2)d1^1d2^139 + (3 + 1a + 1a^2)d1^2d2^139 + (1 + 4a + 2a^2)d1^3d2^139 + (0 + 2a + 0a^2)d1^4d2^139 + (1 + 0a + 1a^2)d1^5d2^139 + (4 + 3a + 4a^2)d1^6d2^139 + (0 + 4a + 2a^2)d1^7d2^139 + (4 + 2a + 4a^2)d1^8d2^139 + (0 + 0a + 4a^2)d1^9d2^139 + (2 + 1a + 3a^2)d1^10d2^139 + (1 + 1a + 2a^2)d1^11d2^139 + (4 + 0a + 2a^2)d1^12d2^139 + (2 + 2a + 3a^2)d1^13d2^139 + (0 + 4a + 1a^2)d1^14d2^139 + (0 + 4a + 2a^2)d1^15d2^139 + (1 + 1a + 2a^2)d1^16d2^139 + (0 + 0a + 2a^2)d1^17d2^139 + (0 + 2a + 4a^2)d1^18d2^139 + (0 + 1a + 3a^2)d1^19d2^139 + (4 + 3a + 1a^2)d1^20d2^139 + (3 + 3a + 4a^2)d1^21d2^139 + (3 + 2a + 3a^2)d1^22d2^139 + (3 + 4a + 1a^2)d1^23d2^139 + (3 + 1a + 3a^2)d1^24d2^139 + (3 + 1a + 4a^2)d1^25d2^139 + (3 + 1a + 4a^2)d1^26d2^139 + (3 + 2a + 3a^2)d1^27d2^139 + (0 + 0a + 2a^2)d1^28d2^139 + (4 + 4a + 2a^2)d1^29d2^139 + (1 + 3a + 0a^2)d1^30d2^139 + (4 + 2a + 2a^2)d1^31d2^139 + (4 + 1a + 1a^2)d1^32d2^139 + (1 + 3a + 2a^2)d1^33d2^139 + (2 + 2a + 4a^2)d1^34d2^139 + (1 + 2a + 0a^2)d1^35d2^139 + (4 + 2a + 4a^2)d1^36d2^139 + (1 + 1a + 4a^2)d1^37d2^139 + (1 + 4a + 2a^2)d1^38d2^139 + (3 + 0a + 3a^2)d1^39d2^139 + (1 + 1a + 0a^2)d1^40d2^139 + (2 + 1a + 3a^2)d1^41d2^139 + (2 + 2a + 3a^2)d1^42d2^139 + (4 + 3a + 4a^2)d1^43d2^139 + (1 + 2a + 3a^2)d1^44d2^139 + (1 + 2a + 3a^2)d1^45d2^139 + (3 + 3a + 3a^2)d1^46d2^139 + (4 + 3a + 0a^2)d1^47d2^139 + (3 + 3a + 2a^2)d1^48d2^139 + (1 + 2a + 0a^2)d1^49d2^139 + (2 + 0a + 4a^2)d1^50d2^139 + (0 + 4a + 0a^2)d1^51d2^139 + (4 + 2a + 0a^2)d1^52d2^139 + (1 + 0a + 4a^2)d1^53d2^139 + (0 + 2a + 1a^2)d1^54d2^139 + (0 + 3a + 1a^2)d1^55d2^139 + (1 + 3a + 4a^2)d1^56d2^139 + (0 + 1a + 2a^2)d1^57d2^139 + (3 + 1a + 1a^2)d1^58d2^139 + (0 + 3a + 0a^2)d1^59d2^139 + (1 + 1a + 3a^2)d1^60d2^139 + (4 + 3a + 3a^2)d1^61d2^139 + (1 + 1a + 3a^2)d1^62d2^139 + (0 + 3a + 2a^2)d1^63d2^139 + (2 + 3a + 1a^2)d1^64d2^139 + (1 + 2a + 4a^2)d1^65d2^139 + (1 + 2a + 4a^2)d1^66d2^139 + (0 + 2a + 0a^2)d1^67d2^139 + (0 + 4a + 4a^2)d1^68d2^139 + (4 + 0a + 1a^2)d1^69d2^139 + (1 + 2a + 3a^2)d1^70d2^139 + (4 + 0a + 4a^2)d1^71d2^139 + (4 + 3a + 2a^2)d1^72d2^139 + (0 + 0a + 1a^2)d1^73d2^139 + (1 + 3a + 1a^2)d1^74d2^139 + (4 + 3a + 3a^2)d1^75d2^139 + (0 + 4a + 1a^2)d1^76d2^139 + (3 + 4a + 4a^2)d1^77d2^139 + (1 + 3a + 2a^2)d1^78d2^139 + (1 + 4a + 2a^2)d1^79d2^139 + (4 + 2a + 0a^2)d1^80d2^139 + (0 + 2a + 1a^2)d1^81d2^139 + (3 + 2a + 2a^2)d1^82d2^139 + (3 + 0a + 3a^2)d1^83d2^139 + (4 + 3a + 2a^2)d1^84d2^139 + (3 + 1a + 3a^2)d1^85d2^139 + (4 + 0a + 3a^2)d1^86d2^139 + (0 + 4a + 0a^2)d1^87d2^139 + (4 + 3a + 1a^2)d1^88d2^139 + (3 + 3a + 0a^2)d1^89d2^139 + (0 + 4a + 3a^2)d1^90d2^139 + (4 + 1a + 2a^2)d1^91d2^139 + (0 + 4a + 4a^2)d1^92d2^139 + (2 + 3a + 4a^2)d1^93d2^139 + (3 + 1a + 1a^2)d1^94d2^139 + (3 + 1a + 0a^2)d1^95d2^139 + (3 + 3a + 1a^2)d1^96d2^139 + (2 + 2a + 4a^2)d1^97d2^139 + (3 + 2a + 1a^2)d1^98d2^139 + (4 + 2a + 2a^2)d1^99d2^139 + (1 + 2a + 4a^2)d1^100d2^139 + (3 + 0a + 4a^2)d1^101d2^139 + (1 + 2a + 2a^2)d1^102d2^139 + (1 + 4a + 3a^2)d1^103d2^139 + (2 + 0a + 0a^2)d1^105d2^139 + (4 + 4a + 1a^2)d1^106d2^139 + (0 + 1a + 3a^2)d1^107d2^139 + (0 + 4a + 4a^2)d1^108d2^139 + (4 + 4a + 0a^2)d1^109d2^139 + (0 + 1a + 4a^2)d1^110d2^139 + (3 + 4a + 1a^2)d1^111d2^139 + (2 + 4a + 0a^2)d1^112d2^139 + (2 + 2a + 0a^2)d1^113d2^139 + (0 + 4a + 0a^2)d1^114d2^139 + (4 + 3a + 1a^2)d1^115d2^139 + (1 + 2a + 0a^2)d1^116d2^139 + (3 + 1a + 3a^2)d1^117d2^139 + (4 + 0a + 0a^2)d1^118d2^139 + (1 + 3a + 4a^2)d1^119d2^139 + (3 + 4a + 3a^2)d1^120d2^139 + (4 + 4a + 0a^2)d1^121d2^139 + (3 + 2a + 0a^2)d1^122d2^139 + (1 + 4a + 0a^2)d1^123d2^139 + (4 + 4a + 2a^2)d1^124d2^139 + (3 + 3a + 3a^2)d1^125d2^139 + (1 + 3a + 3a^2)d1^126d2^139 + (2 + 1a + 2a^2)d1^127d2^139 + (1 + 3a + 3a^2)d1^128d2^139 + (2 + 3a + 1a^2)d1^129d2^139 + (3 + 2a + 3a^2)d1^130d2^139 + (4 + 1a + 1a^2)d1^131d2^139 + (4 + 0a + 0a^2)d1^132d2^139 + (3 + 3a + 2a^2)d1^133d2^139 + (0 + 4a + 0a^2)d1^134d2^139 + (1 + 1a + 0a^2)d1^135d2^139 + (1 + 0a + 0a^2)d1^136d2^139 + (4 + 1a + 2a^2)d1^137d2^139 + (0 + 1a + 1a^2)d1^138d2^139 + (3 + 0a + 1a^2)d1^139d2^139 + (4 + 1a + 3a^2)d1^140d2^139 + (2 + 3a + 0a^2)d1^141d2^139 + (0 + 2a + 2a^2)d1^142d2^139 + (1 + 2a + 0a^2)d1^143d2^139 + (1 + 2a + 2a^2)d1^144d2^139 + (3 + 2a + 4a^2)d1^145d2^139 + (0 + 1a + 2a^2)d1^146d2^139 + (3 + 0a + 3a^2)d1^147d2^139 + (1 + 0a + 1a^2)d1^148d2^139 + (1 + 4a + 1a^2)d1^149d2^139 + (2 + 4a + 0a^2)d1^150d2^139 + (2 + 1a + 2a^2)d1^151d2^139 + (3 + 1a + 1a^2)d1^152d2^139 + (4 + 3a + 4a^2)d1^153d2^139 + (2 + 2a + 0a^2)d1^154d2^139 + (2 + 3a + 4a^2)d1^155d2^139 + (2 + 4a + 3a^2)d1^156d2^139 + (1 + 1a + 1a^2)d1^157d2^139 + (0 + 4a + 3a^2)d1^158d2^139 + (4 + 4a + 3a^2)d1^159d2^139 + (0 + 2a + 4a^2)d1^160d2^139 + (4 + 2a + 2a^2)d1^161d2^139 + (0 + 4a + 3a^2)d1^162d2^139 + (0 + 2a + 3a^2)d1^163d2^139 + (3 + 4a + 3a^2)d1^164d2^139 + (0 + 0a + 2a^2)d1^165d2^139 + (2 + 0a + 2a^2)d1^166d2^139 + (0 + 4a + 3a^2)d1^167d2^139 + (0 + 0a + 1a^2)d1^168d2^139 + (1 + 1a + 3a^2)d1^169d2^139 + (4 + 4a + 2a^2)d1^170d2^139 + (3 + 2a + 3a^2)d1^171d2^139 + (0 + 3a + 0a^2)d1^172d2^139 + (3 + 0a + 3a^2)d1^173d2^139 + (2 + 1a + 3a^2)d1^174d2^139 + (0 + 1a + 2a^2)d1^175d2^139 + (1 + 0a + 1a^2)d1^176d2^139 + (3 + 4a + 4a^2)d1^177d2^139 + (3 + 3a + 2a^2)d1^178d2^139 + (2 + 4a + 3a^2)d1^179d2^139 + (4 + 2a + 3a^2)d1^180d2^139 + (2 + 1a + 1a^2)d1^181d2^139 + (1 + 4a + 3a^2)d1^182d2^139 + (1 + 3a + 1a^2)d1^183d2^139 + (0 + 4a + 0a^2)d1^184d2^139 + (4 + 3a + 0a^2)d1^185d2^139 + (0 + 3a + 2a^2)d1^186d2^139 + (3 + 3a + 3a^2)d1^187d2^139 + (0 + 0a + 4a^2)d1^188d2^139 + (4 + 2a + 4a^2)d1^189d2^139 + (0 + 2a + 3a^2)d1^190d2^139 + (1 + 4a + 0a^2)d1^191d2^139 + (2 + 0a + 0a^2)d1^192d2^139 + (3 + 3a + 0a^2)d1^193d2^139 + (4 + 4a + 2a^2)d1^194d2^139 + (3 + 4a + 2a^2)d1^195d2^139 + (3 + 3a + 3a^2)d1^196d2^139 + (0 + 1a + 3a^2)d1^197d2^139 + (1 + 0a + 3a^2)d1^198d2^139 + (3 + 3a + 1a^2)d1^199d2^139 + (2 + 3a + 1a^2)d1^200d2^139 + (4 + 2a + 4a^2)d1^201d2^139 + (1 + 3a + 3a^2)d1^202d2^139 + (0 + 1a + 2a^2)d1^203d2^139 + (4 + 3a + 3a^2)d1^204d2^139 + (1 + 1a + 0a^2)d1^205d2^139 + (4 + 4a + 4a^2)d1^206d2^139 + (1 + 4a + 3a^2)d1^207d2^139 + (3 + 1a + 0a^2)d1^208d2^139 + (3 + 3a + 2a^2)d1^209d2^139 + (0 + 2a + 4a^2)d1^210d2^139 + (2 + 3a + 1a^2)d1^211d2^139 + (3 + 1a + 1a^2)d1^212d2^139 + (4 + 0a + 4a^2)d1^213d2^139 + (2 + 4a + 2a^2)d1^214d2^139 + (1 + 2a + 4a^2)d1^215d2^139 + (3 + 1a + 0a^2)d1^216d2^139 + (0 + 1a + 0a^2)d1^217d2^139 + (2 + 0a + 3a^2)d1^218d2^139 + (1 + 2a + 4a^2)d1^219d2^139 + (1 + 0a + 3a^2)d1^220d2^139 + (0 + 4a + 2a^2)d1^221d2^139 + (1 + 1a + 4a^2)d1^222d2^139 + (3 + 3a + 3a^2)d1^223d2^139 + (1 + 1a + 0a^2)d1^224d2^139 + (3 + 3a + 3a^2)d1^225d2^139 + (0 + 1a + 4a^2)d1^226d2^139 + (1 + 1a + 0a^2)d1^227d2^139 + (1 + 0a + 0a^2)d1^228d2^139 + (1 + 0a + 3a^2)d1^229d2^139 + (3 + 4a + 0a^2)d1^230d2^139 + (2 + 3a + 0a^2)d1^231d2^139 + (0 + 3a + 3a^2)d1^232d2^139 + (3 + 1a + 2a^2)d1^233d2^139 + (3 + 3a + 3a^2)d1^234d2^139 + (4 + 0a + 0a^2)d1^235d2^139 + (0 + 1a + 1a^2)d1^236d2^139 + (2 + 3a + 0a^2)d1^237d2^139 + (2 + 0a + 3a^2)d1^238d2^139 + (0 + 1a + 3a^2)d1^239d2^139 + (4 + 0a + 1a^2)d1^240d2^139 + (0 + 3a + 1a^2)d1^241d2^139 + (1 + 0a + 2a^2)d1^242d2^139 + (0 + 2a + 3a^2)d1^243d2^139 + (0 + 4a + 2a^2)d1^244d2^139 + (2 + 4a + 2a^2)d1^245d2^139 + (4 + 4a + 1a^2)d1^246d2^139 + (4 + 3a + 4a^2)d1^247d2^139 + (0 + 0a + 4a^2)d1^248d2^139 + (0 + 3a + 3a^2)d1^249d2^139 + (0 + 3a + 0a^2)d1^250d2^139 + (4 + 3a + 0a^2)d1^251d2^139 + (4 + 4a + 3a^2)d1^252d2^139 + (4 + 3a + 3a^2)d1^253d2^139 + (1 + 3a + 4a^2)d1^254d2^139 + (3 + 2a + 3a^2)d1^255d2^139 + (0 + 1a + 3a^2)d1^256d2^139 + (2 + 0a + 1a^2)d1^257d2^139 + (0 + 2a + 3a^2)d1^258d2^139 + (3 + 2a + 1a^2)d1^259d2^139 + (1 + 3a + 4a^2)d1^260d2^139 + (0 + 4a + 4a^2)d1^261d2^139 + (2 + 0a + 0a^2)d1^262d2^139 + (3 + 4a + 1a^2)d1^263d2^139 + (4 + 0a + 2a^2)d1^264d2^139 + (1 + 4a + 0a^2)d1^265d2^139 + (0 + 2a + 4a^2)d1^266d2^139 + (0 + 1a + 2a^2)d1^267d2^139 + (0 + 3a + 2a^2)d1^268d2^139 + (0 + 1a + 4a^2)d1^269d2^139 + (1 + 2a + 4a^2)d1^270d2^139 + (1 + 0a + 3a^2)d1^271d2^139 + (0 + 2a + 0a^2)d1^272d2^139 + (4 + 4a + 3a^2)d1^273d2^139 + (2 + 1a + 2a^2)d1^274d2^139 + (2 + 3a + 3a^2)d1^275d2^139 + (0 + 0a + 3a^2)d1^276d2^139 + (1 + 3a + 1a^2)d1^277d2^139 + (4 + 4a + 0a^2)d1^278d2^139 + (1 + 2a + 1a^2)d1^279d2^139 + (0 + 2a + 2a^2)d1^280d2^139 + (2 + 1a + 2a^2)d1^281d2^139 + (1 + 1a + 2a^2)d1^282d2^139 + (2 + 3a + 3a^2)d1^283d2^139 + (4 + 3a + 4a^2)d1^284d2^139 + (3 + 3a + 3a^2)d1^285d2^139 + (4 + 2a + 1a^2)d1^286d2^139 + (1 + 0a + 0a^2)d1^287d2^139 + (2 + 1a + 2a^2)d1^289d2^139 + (1 + 0a + 4a^2)d1^290d2^139 + (0 + 0a + 4a^2)d1^291d2^139 + (4 + 4a + 1a^2)d1^292d2^139 + (1 + 2a + 1a^2)d1^293d2^139 + (0 + 4a + 0a^2)d2^140 + (1 + 4a + 4a^2)d1^1d2^140 + (3 + 2a + 2a^2)d1^2d2^140 + (2 + 1a + 4a^2)d1^3d2^140 + (0 + 4a + 0a^2)d1^4d2^140 + (0 + 3a + 1a^2)d1^6d2^140 + (4 + 1a + 0a^2)d1^7d2^140 + (0 + 4a + 2a^2)d1^8d2^140 + (0 + 0a + 1a^2)d1^9d2^140 + (4 + 3a + 1a^2)d1^10d2^140 + (3 + 0a + 3a^2)d1^11d2^140 + (2 + 1a + 2a^2)d1^12d2^140 + (0 + 2a + 2a^2)d1^13d2^140 + (2 + 4a + 1a^2)d1^14d2^140 + (2 + 2a + 0a^2)d1^15d2^140 + (0 + 0a + 1a^2)d1^16d2^140 + (3 + 0a + 0a^2)d1^17d2^140 + (1 + 1a + 1a^2)d1^18d2^140 + (3 + 3a + 4a^2)d1^19d2^140 + (1 + 1a + 2a^2)d1^20d2^140 + (3 + 1a + 4a^2)d1^21d2^140 + (1 + 3a + 1a^2)d1^22d2^140 + (0 + 2a + 2a^2)d1^23d2^140 + (0 + 0a + 4a^2)d1^24d2^140 + (3 + 3a + 1a^2)d1^25d2^140 + (4 + 3a + 4a^2)d1^26d2^140 + (1 + 1a + 2a^2)d1^27d2^140 + (0 + 3a + 1a^2)d1^28d2^140 + (0 + 0a + 3a^2)d1^29d2^140 + (4 + 2a + 2a^2)d1^30d2^140 + (3 + 3a + 3a^2)d1^31d2^140 + (3 + 1a + 1a^2)d1^32d2^140 + (1 + 2a + 1a^2)d1^33d2^140 + (1 + 1a + 4a^2)d1^34d2^140 + (1 + 4a + 3a^2)d1^35d2^140 + (1 + 1a + 2a^2)d1^36d2^140 + (1 + 0a + 2a^2)d1^37d2^140 + (1 + 0a + 0a^2)d1^38d2^140 + (3 + 3a + 0a^2)d1^39d2^140 + (2 + 4a + 1a^2)d1^40d2^140 + (0 + 0a + 2a^2)d1^41d2^140 + (1 + 2a + 2a^2)d1^42d2^140 + (1 + 3a + 4a^2)d1^43d2^140 + (1 + 3a + 1a^2)d1^45d2^140 + (2 + 0a + 2a^2)d1^46d2^140 + (1 + 3a + 3a^2)d1^47d2^140 + (4 + 0a + 0a^2)d1^48d2^140 + (1 + 1a + 3a^2)d1^49d2^140 + (3 + 3a + 3a^2)d1^50d2^140 + (2 + 0a + 2a^2)d1^51d2^140 + (1 + 1a + 3a^2)d1^52d2^140 + (0 + 3a + 0a^2)d1^53d2^140 + (2 + 3a + 0a^2)d1^54d2^140 + (4 + 2a + 1a^2)d1^55d2^140 + (0 + 0a + 2a^2)d1^56d2^140 + (2 + 3a + 2a^2)d1^57d2^140 + (0 + 1a + 1a^2)d1^58d2^140 + (2 + 2a + 4a^2)d1^59d2^140 + (4 + 4a + 3a^2)d1^60d2^140 + (4 + 3a + 1a^2)d1^61d2^140 + (4 + 1a + 2a^2)d1^62d2^140 + (0 + 1a + 0a^2)d1^63d2^140 + (2 + 3a + 4a^2)d1^64d2^140 + (0 + 4a + 0a^2)d1^65d2^140 + (2 + 1a + 3a^2)d1^66d2^140 + (1 + 3a + 2a^2)d1^67d2^140 + (1 + 0a + 1a^2)d1^68d2^140 + (4 + 1a + 3a^2)d1^69d2^140 + (2 + 1a + 4a^2)d1^70d2^140 + (1 + 1a + 1a^2)d1^71d2^140 + (1 + 4a + 4a^2)d1^72d2^140 + (4 + 1a + 0a^2)d1^73d2^140 + (0 + 3a + 3a^2)d1^74d2^140 + (2 + 0a + 4a^2)d1^75d2^140 + (2 + 4a + 0a^2)d1^76d2^140 + (3 + 0a + 2a^2)d1^77d2^140 + (2 + 3a + 2a^2)d1^78d2^140 + (2 + 0a + 4a^2)d1^79d2^140 + (1 + 0a + 3a^2)d1^80d2^140 + (4 + 2a + 3a^2)d1^81d2^140 + (2 + 2a + 3a^2)d1^82d2^140 + (0 + 1a + 3a^2)d1^83d2^140 + (0 + 3a + 0a^2)d1^84d2^140 + (0 + 4a + 1a^2)d1^85d2^140 + (4 + 2a + 2a^2)d1^86d2^140 + (4 + 0a + 2a^2)d1^87d2^140 + (3 + 1a + 1a^2)d1^88d2^140 + (2 + 0a + 1a^2)d1^90d2^140 + (1 + 3a + 4a^2)d1^91d2^140 + (2 + 4a + 0a^2)d1^92d2^140 + (3 + 2a + 2a^2)d1^93d2^140 + (1 + 1a + 1a^2)d1^94d2^140 + (2 + 1a + 3a^2)d1^95d2^140 + (3 + 2a + 3a^2)d1^96d2^140 + (3 + 1a + 0a^2)d1^97d2^140 + (0 + 1a + 0a^2)d1^98d2^140 + (2 + 2a + 0a^2)d1^99d2^140 + (1 + 4a + 0a^2)d1^100d2^140 + (1 + 0a + 1a^2)d1^101d2^140 + (2 + 2a + 2a^2)d1^102d2^140 + (4 + 1a + 4a^2)d1^103d2^140 + (3 + 0a + 0a^2)d1^104d2^140 + (1 + 3a + 2a^2)d1^105d2^140 + (0 + 1a + 0a^2)d1^106d2^140 + (2 + 4a + 0a^2)d1^107d2^140 + (0 + 0a + 2a^2)d1^108d2^140 + (4 + 1a + 0a^2)d1^109d2^140 + (1 + 0a + 4a^2)d1^110d2^140 + (2 + 4a + 2a^2)d1^111d2^140 + (1 + 4a + 4a^2)d1^112d2^140 + (3 + 0a + 4a^2)d1^113d2^140 + (4 + 1a + 0a^2)d1^114d2^140 + (4 + 1a + 4a^2)d1^115d2^140 + (3 + 0a + 0a^2)d1^116d2^140 + (4 + 3a + 4a^2)d1^117d2^140 + (2 + 3a + 2a^2)d1^118d2^140 + (4 + 3a + 3a^2)d1^119d2^140 + (0 + 1a + 1a^2)d1^120d2^140 + (3 + 1a + 2a^2)d1^121d2^140 + (1 + 4a + 4a^2)d1^122d2^140 + (2 + 3a + 4a^2)d1^123d2^140 + (0 + 0a + 3a^2)d1^124d2^140 + (3 + 1a + 0a^2)d1^125d2^140 + (4 + 3a + 1a^2)d1^126d2^140 + (3 + 0a + 1a^2)d1^127d2^140 + (1 + 4a + 0a^2)d1^128d2^140 + (3 + 4a + 4a^2)d1^129d2^140 + (4 + 2a + 1a^2)d1^130d2^140 + (3 + 1a + 2a^2)d1^131d2^140 + (2 + 3a + 2a^2)d1^132d2^140 + (2 + 0a + 4a^2)d1^133d2^140 + (2 + 3a + 1a^2)d1^134d2^140 + (4 + 3a + 3a^2)d1^135d2^140 + (2 + 3a + 4a^2)d1^136d2^140 + (3 + 3a + 1a^2)d1^137d2^140 + (3 + 0a + 0a^2)d1^138d2^140 + (2 + 1a + 3a^2)d1^139d2^140 + (4 + 4a + 2a^2)d1^140d2^140 + (2 + 4a + 1a^2)d1^141d2^140 + (1 + 3a + 4a^2)d1^142d2^140 + (4 + 2a + 0a^2)d1^143d2^140 + (3 + 2a + 4a^2)d1^144d2^140 + (4 + 0a + 4a^2)d1^145d2^140 + (0 + 3a + 1a^2)d1^146d2^140 + (0 + 1a + 2a^2)d1^147d2^140 + (4 + 2a + 3a^2)d1^148d2^140 + (3 + 4a + 2a^2)d1^149d2^140 + (3 + 0a + 4a^2)d1^150d2^140 + (3 + 1a + 4a^2)d1^151d2^140 + (4 + 4a + 1a^2)d1^152d2^140 + (4 + 3a + 3a^2)d1^153d2^140 + (1 + 2a + 3a^2)d1^154d2^140 + (4 + 2a + 2a^2)d1^155d2^140 + (2 + 4a + 1a^2)d1^156d2^140 + (3 + 2a + 0a^2)d1^157d2^140 + (1 + 4a + 0a^2)d1^158d2^140 + (4 + 1a + 2a^2)d1^159d2^140 + (2 + 3a + 1a^2)d1^160d2^140 + (1 + 4a + 3a^2)d1^161d2^140 + (2 + 3a + 0a^2)d1^162d2^140 + (4 + 1a + 0a^2)d1^163d2^140 + (3 + 2a + 2a^2)d1^164d2^140 + (4 + 1a + 2a^2)d1^165d2^140 + (3 + 4a + 4a^2)d1^166d2^140 + (1 + 4a + 4a^2)d1^167d2^140 + (1 + 3a + 4a^2)d1^168d2^140 + (1 + 2a + 1a^2)d1^169d2^140 + (3 + 0a + 1a^2)d1^170d2^140 + (2 + 3a + 0a^2)d1^171d2^140 + (4 + 4a + 1a^2)d1^172d2^140 + (3 + 2a + 3a^2)d1^173d2^140 + (4 + 4a + 0a^2)d1^174d2^140 + (0 + 2a + 0a^2)d1^175d2^140 + (4 + 0a + 2a^2)d1^176d2^140 + (1 + 4a + 4a^2)d1^177d2^140 + (0 + 4a + 4a^2)d1^178d2^140 + (1 + 0a + 4a^2)d1^179d2^140 + (0 + 1a + 1a^2)d1^180d2^140 + (1 + 0a + 4a^2)d1^181d2^140 + (3 + 2a + 3a^2)d1^182d2^140 + (0 + 3a + 3a^2)d1^183d2^140 + (2 + 2a + 4a^2)d1^184d2^140 + (2 + 3a + 3a^2)d1^185d2^140 + (1 + 0a + 3a^2)d1^186d2^140 + (3 + 0a + 2a^2)d1^187d2^140 + (3 + 1a + 1a^2)d1^188d2^140 + (4 + 4a + 2a^2)d1^189d2^140 + (2 + 4a + 2a^2)d1^190d2^140 + (4 + 4a + 1a^2)d1^191d2^140 + (1 + 4a + 3a^2)d1^192d2^140 + (0 + 4a + 1a^2)d1^193d2^140 + (3 + 1a + 1a^2)d1^194d2^140 + (4 + 2a + 0a^2)d1^195d2^140 + (3 + 2a + 4a^2)d1^196d2^140 + (1 + 0a + 2a^2)d1^197d2^140 + (0 + 2a + 2a^2)d1^198d2^140 + (0 + 4a + 0a^2)d1^199d2^140 + (4 + 1a + 3a^2)d1^200d2^140 + (1 + 3a + 2a^2)d1^201d2^140 + (0 + 3a + 2a^2)d1^202d2^140 + (0 + 0a + 4a^2)d1^203d2^140 + (1 + 4a + 1a^2)d1^204d2^140 + (4 + 0a + 3a^2)d1^205d2^140 + (0 + 3a + 2a^2)d1^206d2^140 + (2 + 0a + 2a^2)d1^207d2^140 + (1 + 3a + 0a^2)d1^208d2^140 + (1 + 3a + 3a^2)d1^209d2^140 + (4 + 4a + 3a^2)d1^210d2^140 + (4 + 2a + 0a^2)d1^211d2^140 + (1 + 2a + 1a^2)d1^212d2^140 + (3 + 1a + 2a^2)d1^213d2^140 + (2 + 0a + 0a^2)d1^214d2^140 + (4 + 1a + 2a^2)d1^215d2^140 + (3 + 2a + 4a^2)d1^216d2^140 + (4 + 4a + 3a^2)d1^217d2^140 + (2 + 2a + 1a^2)d1^218d2^140 + (4 + 3a + 3a^2)d1^219d2^140 + (0 + 2a + 3a^2)d1^220d2^140 + (3 + 1a + 2a^2)d1^221d2^140 + (4 + 0a + 0a^2)d1^222d2^140 + (0 + 3a + 2a^2)d1^223d2^140 + (2 + 1a + 4a^2)d1^224d2^140 + (0 + 3a + 4a^2)d1^225d2^140 + (3 + 0a + 2a^2)d1^226d2^140 + (3 + 3a + 2a^2)d1^227d2^140 + (4 + 1a + 1a^2)d1^228d2^140 + (2 + 3a + 0a^2)d1^229d2^140 + (0 + 2a + 2a^2)d1^230d2^140 + (4 + 3a + 2a^2)d1^231d2^140 + (3 + 2a + 2a^2)d1^232d2^140 + (4 + 2a + 3a^2)d1^233d2^140 + (3 + 2a + 0a^2)d1^234d2^140 + (1 + 2a + 1a^2)d1^236d2^140 + (1 + 1a + 0a^2)d1^237d2^140 + (2 + 0a + 4a^2)d1^238d2^140 + (1 + 1a + 3a^2)d1^239d2^140 + (1 + 0a + 4a^2)d1^240d2^140 + (3 + 1a + 0a^2)d1^241d2^140 + (1 + 4a + 2a^2)d1^242d2^140 + (3 + 0a + 1a^2)d1^243d2^140 + (0 + 2a + 2a^2)d1^244d2^140 + (1 + 3a + 0a^2)d1^245d2^140 + (4 + 4a + 3a^2)d1^246d2^140 + (4 + 4a + 1a^2)d1^247d2^140 + (4 + 4a + 3a^2)d1^248d2^140 + (0 + 3a + 1a^2)d1^249d2^140 + (4 + 2a + 0a^2)d1^250d2^140 + (2 + 4a + 3a^2)d1^251d2^140 + (2 + 3a + 2a^2)d1^252d2^140 + (2 + 2a + 3a^2)d1^253d2^140 + (0 + 3a + 2a^2)d1^254d2^140 + (1 + 1a + 3a^2)d1^255d2^140 + (1 + 1a + 4a^2)d1^256d2^140 + (1 + 0a + 0a^2)d1^257d2^140 + (1 + 4a + 3a^2)d1^258d2^140 + (1 + 2a + 3a^2)d1^259d2^140 + (1 + 4a + 2a^2)d1^260d2^140 + (3 + 2a + 1a^2)d1^261d2^140 + (4 + 2a + 2a^2)d1^262d2^140 + (0 + 1a + 0a^2)d1^263d2^140 + (2 + 1a + 1a^2)d1^264d2^140 + (3 + 1a + 4a^2)d1^265d2^140 + (3 + 2a + 4a^2)d1^266d2^140 + (4 + 0a + 2a^2)d1^267d2^140 + (1 + 0a + 3a^2)d1^268d2^140 + (3 + 0a + 0a^2)d1^269d2^140 + (1 + 3a + 0a^2)d1^270d2^140 + (1 + 2a + 4a^2)d1^271d2^140 + (0 + 1a + 0a^2)d1^272d2^140 + (4 + 3a + 2a^2)d1^273d2^140 + (1 + 3a + 3a^2)d1^274d2^140 + (2 + 3a + 1a^2)d1^275d2^140 + (0 + 1a + 2a^2)d1^276d2^140 + (3 + 0a + 3a^2)d1^277d2^140 + (3 + 3a + 1a^2)d1^278d2^140 + (2 + 2a + 1a^2)d1^279d2^140 + (1 + 1a + 4a^2)d1^280d2^140 + (1 + 2a + 3a^2)d1^281d2^140 + (1 + 4a + 2a^2)d1^282d2^140 + (4 + 0a + 2a^2)d1^283d2^140 + (0 + 2a + 3a^2)d1^284d2^140 + (4 + 0a + 3a^2)d1^285d2^140 + (3 + 3a + 3a^2)d1^286d2^140 + (3 + 3a + 1a^2)d1^287d2^140 + (4 + 4a + 2a^2)d1^288d2^140 + (0 + 3a + 4a^2)d1^289d2^140 + (2 + 3a + 3a^2)d1^290d2^140 + (1 + 2a + 0a^2)d1^291d2^140 + (0 + 3a + 1a^2)d1^292d2^140 + (0 + 4a + 2a^2)d1^293d2^140 + (2 + 4a + 3a^2)d2^141 + (2 + 4a + 0a^2)d1^1d2^141 + (0 + 3a + 4a^2)d1^2d2^141 + (2 + 3a + 3a^2)d1^3d2^141 + (0 + 0a + 1a^2)d1^4d2^141 + (0 + 2a + 4a^2)d1^5d2^141 + (3 + 4a + 0a^2)d1^6d2^141 + (3 + 2a + 3a^2)d1^7d2^141 + (1 + 3a + 1a^2)d1^8d2^141 + (2 + 3a + 4a^2)d1^9d2^141 + (1 + 2a + 3a^2)d1^10d2^141 + (4 + 4a + 2a^2)d1^11d2^141 + (0 + 2a + 1a^2)d1^12d2^141 + (2 + 0a + 1a^2)d1^13d2^141 + (2 + 1a + 2a^2)d1^14d2^141 + (3 + 2a + 3a^2)d1^15d2^141 + (3 + 1a + 2a^2)d1^16d2^141 + (2 + 0a + 0a^2)d1^17d2^141 + (4 + 2a + 1a^2)d1^18d2^141 + (0 + 1a + 4a^2)d1^19d2^141 + (2 + 3a + 4a^2)d1^20d2^141 + (3 + 3a + 4a^2)d1^22d2^141 + (1 + 1a + 2a^2)d1^23d2^141 + (0 + 4a + 4a^2)d1^24d2^141 + (2 + 2a + 3a^2)d1^25d2^141 + (0 + 0a + 3a^2)d1^26d2^141 + (3 + 2a + 1a^2)d1^27d2^141 + (3 + 1a + 1a^2)d1^28d2^141 + (3 + 3a + 3a^2)d1^29d2^141 + (1 + 3a + 3a^2)d1^30d2^141 + (2 + 1a + 2a^2)d1^31d2^141 + (2 + 2a + 1a^2)d1^32d2^141 + (3 + 1a + 1a^2)d1^33d2^141 + (2 + 4a + 4a^2)d1^34d2^141 + (2 + 4a + 3a^2)d1^35d2^141 + (4 + 1a + 2a^2)d1^36d2^141 + (1 + 1a + 4a^2)d1^37d2^141 + (1 + 1a + 4a^2)d1^38d2^141 + (4 + 1a + 4a^2)d1^39d2^141 + (2 + 4a + 4a^2)d1^40d2^141 + (1 + 3a + 3a^2)d1^41d2^141 + (3 + 3a + 0a^2)d1^42d2^141 + (3 + 2a + 4a^2)d1^43d2^141 + (4 + 4a + 4a^2)d1^44d2^141 + (3 + 1a + 2a^2)d1^45d2^141 + (1 + 3a + 3a^2)d1^46d2^141 + (1 + 4a + 3a^2)d1^47d2^141 + (2 + 1a + 4a^2)d1^48d2^141 + (1 + 2a + 2a^2)d1^49d2^141 + (1 + 2a + 4a^2)d1^50d2^141 + (0 + 1a + 0a^2)d1^51d2^141 + (1 + 3a + 0a^2)d1^52d2^141 + (3 + 2a + 1a^2)d1^53d2^141 + (2 + 0a + 0a^2)d1^54d2^141 + (1 + 3a + 4a^2)d1^55d2^141 + (0 + 1a + 1a^2)d1^56d2^141 + (3 + 2a + 2a^2)d1^57d2^141 + (3 + 3a + 0a^2)d1^58d2^141 + (0 + 3a + 2a^2)d1^59d2^141 + (4 + 2a + 0a^2)d1^60d2^141 + (3 + 4a + 4a^2)d1^61d2^141 + (2 + 4a + 0a^2)d1^62d2^141 + (1 + 0a + 3a^2)d1^63d2^141 + (2 + 4a + 3a^2)d1^64d2^141 + (4 + 3a + 0a^2)d1^65d2^141 + (2 + 0a + 1a^2)d1^66d2^141 + (2 + 2a + 1a^2)d1^67d2^141 + (2 + 0a + 0a^2)d1^68d2^141 + (3 + 2a + 3a^2)d1^69d2^141 + (3 + 2a + 1a^2)d1^70d2^141 + (1 + 2a + 2a^2)d1^71d2^141 + (4 + 4a + 4a^2)d1^72d2^141 + (2 + 1a + 1a^2)d1^73d2^141 + (2 + 2a + 1a^2)d1^74d2^141 + (4 + 0a + 1a^2)d1^75d2^141 + (0 + 4a + 0a^2)d1^76d2^141 + (0 + 2a + 1a^2)d1^77d2^141 + (2 + 1a + 2a^2)d1^78d2^141 + (3 + 2a + 4a^2)d1^79d2^141 + (3 + 4a + 1a^2)d1^80d2^141 + (4 + 4a + 4a^2)d1^81d2^141 + (2 + 4a + 0a^2)d1^82d2^141 + (1 + 2a + 3a^2)d1^83d2^141 + (2 + 2a + 4a^2)d1^84d2^141 + (2 + 4a + 3a^2)d1^85d2^141 + (3 + 1a + 4a^2)d1^86d2^141 + (4 + 3a + 3a^2)d1^87d2^141 + (3 + 3a + 2a^2)d1^88d2^141 + (0 + 2a + 1a^2)d1^89d2^141 + (2 + 4a + 4a^2)d1^90d2^141 + (0 + 2a + 1a^2)d1^91d2^141 + (0 + 4a + 3a^2)d1^92d2^141 + (1 + 3a + 2a^2)d1^93d2^141 + (0 + 0a + 1a^2)d1^94d2^141 + (4 + 4a + 1a^2)d1^95d2^141 + (1 + 0a + 4a^2)d1^96d2^141 + (0 + 0a + 1a^2)d1^97d2^141 + (0 + 3a + 0a^2)d1^98d2^141 + (4 + 3a + 1a^2)d1^99d2^141 + (0 + 1a + 0a^2)d1^100d2^141 + (4 + 1a + 1a^2)d1^101d2^141 + (1 + 0a + 2a^2)d1^102d2^141 + (0 + 1a + 4a^2)d1^103d2^141 + (4 + 2a + 4a^2)d1^104d2^141 + (4 + 0a + 1a^2)d1^105d2^141 + (0 + 1a + 0a^2)d1^106d2^141 + (4 + 0a + 4a^2)d1^107d2^141 + (1 + 0a + 4a^2)d1^108d2^141 + (4 + 1a + 2a^2)d1^109d2^141 + (2 + 4a + 3a^2)d1^110d2^141 + (1 + 0a + 1a^2)d1^111d2^141 + (1 + 4a + 3a^2)d1^112d2^141 + (3 + 1a + 4a^2)d1^113d2^141 + (3 + 4a + 4a^2)d1^114d2^141 + (1 + 3a + 4a^2)d1^115d2^141 + (2 + 2a + 2a^2)d1^116d2^141 + (0 + 1a + 2a^2)d1^117d2^141 + (0 + 3a + 1a^2)d1^118d2^141 + (4 + 3a + 3a^2)d1^119d2^141 + (3 + 1a + 2a^2)d1^120d2^141 + (2 + 2a + 3a^2)d1^121d2^141 + (2 + 4a + 0a^2)d1^122d2^141 + (2 + 0a + 0a^2)d1^123d2^141 + (2 + 1a + 2a^2)d1^124d2^141 + (1 + 2a + 1a^2)d1^125d2^141 + (0 + 2a + 3a^2)d1^126d2^141 + (3 + 2a + 0a^2)d1^127d2^141 + (0 + 1a + 4a^2)d1^128d2^141 + (1 + 1a + 2a^2)d1^129d2^141 + (0 + 2a + 4a^2)d1^130d2^141 + (1 + 0a + 2a^2)d1^131d2^141 + (3 + 2a + 4a^2)d1^132d2^141 + (1 + 4a + 3a^2)d1^133d2^141 + (1 + 2a + 2a^2)d1^134d2^141 + (0 + 4a + 1a^2)d1^135d2^141 + (3 + 3a + 4a^2)d1^136d2^141 + (3 + 0a + 4a^2)d1^137d2^141 + (0 + 2a + 4a^2)d1^138d2^141 + (2 + 4a + 3a^2)d1^139d2^141 + (2 + 0a + 2a^2)d1^140d2^141 + (2 + 2a + 3a^2)d1^141d2^141 + (3 + 2a + 0a^2)d1^142d2^141 + (3 + 0a + 3a^2)d1^143d2^141 + (3 + 2a + 3a^2)d1^144d2^141 + (4 + 0a + 2a^2)d1^145d2^141 + (0 + 2a + 2a^2)d1^146d2^141 + (4 + 4a + 1a^2)d1^147d2^141 + (1 + 0a + 1a^2)d1^148d2^141 + (2 + 4a + 2a^2)d1^149d2^141 + (1 + 1a + 4a^2)d1^150d2^141 + (4 + 3a + 0a^2)d1^151d2^141 + (4 + 1a + 0a^2)d1^152d2^141 + (0 + 1a + 3a^2)d1^153d2^141 + (0 + 4a + 4a^2)d1^154d2^141 + (1 + 3a + 1a^2)d1^155d2^141 + (1 + 4a + 2a^2)d1^156d2^141 + (2 + 0a + 4a^2)d1^157d2^141 + (4 + 4a + 4a^2)d1^158d2^141 + (0 + 0a + 3a^2)d1^159d2^141 + (1 + 2a + 2a^2)d1^160d2^141 + (4 + 2a + 0a^2)d1^161d2^141 + (3 + 4a + 3a^2)d1^162d2^141 + (1 + 3a + 0a^2)d1^163d2^141 + (2 + 3a + 3a^2)d1^164d2^141 + (0 + 0a + 3a^2)d1^165d2^141 + (1 + 2a + 3a^2)d1^166d2^141 + (1 + 2a + 1a^2)d1^167d2^141 + (2 + 3a + 3a^2)d1^168d2^141 + (0 + 0a + 2a^2)d1^169d2^141 + (2 + 1a + 0a^2)d1^170d2^141 + (0 + 0a + 1a^2)d1^171d2^141 + (0 + 3a + 2a^2)d1^172d2^141 + (3 + 2a + 1a^2)d1^173d2^141 + (3 + 0a + 4a^2)d1^175d2^141 + (1 + 2a + 0a^2)d1^176d2^141 + (4 + 0a + 2a^2)d1^177d2^141 + (4 + 3a + 3a^2)d1^178d2^141 + (2 + 4a + 4a^2)d1^179d2^141 + (4 + 1a + 0a^2)d1^180d2^141 + (4 + 2a + 0a^2)d1^181d2^141 + (1 + 4a + 1a^2)d1^182d2^141 + (0 + 2a + 1a^2)d1^183d2^141 + (2 + 0a + 0a^2)d1^184d2^141 + (1 + 1a + 1a^2)d1^185d2^141 + (2 + 1a + 0a^2)d1^186d2^141 + (4 + 1a + 3a^2)d1^187d2^141 + (4 + 2a + 3a^2)d1^188d2^141 + (0 + 0a + 1a^2)d1^189d2^141 + (0 + 2a + 3a^2)d1^190d2^141 + (2 + 4a + 1a^2)d1^191d2^141 + (1 + 1a + 4a^2)d1^192d2^141 + (2 + 0a + 3a^2)d1^193d2^141 + (3 + 1a + 0a^2)d1^194d2^141 + (4 + 4a + 2a^2)d1^195d2^141 + (2 + 4a + 1a^2)d1^196d2^141 + (1 + 1a + 4a^2)d1^197d2^141 + (2 + 3a + 4a^2)d1^198d2^141 + (1 + 4a + 4a^2)d1^199d2^141 + (4 + 0a + 3a^2)d1^200d2^141 + (3 + 4a + 3a^2)d1^201d2^141 + (1 + 3a + 1a^2)d1^202d2^141 + (3 + 0a + 0a^2)d1^203d2^141 + (0 + 4a + 0a^2)d1^204d2^141 + (0 + 3a + 2a^2)d1^205d2^141 + (1 + 2a + 1a^2)d1^206d2^141 + (3 + 2a + 3a^2)d1^207d2^141 + (4 + 2a + 3a^2)d1^208d2^141 + (2 + 2a + 4a^2)d1^209d2^141 + (0 + 0a + 4a^2)d1^210d2^141 + (4 + 3a + 4a^2)d1^211d2^141 + (4 + 3a + 1a^2)d1^212d2^141 + (1 + 4a + 4a^2)d1^213d2^141 + (4 + 3a + 1a^2)d1^214d2^141 + (1 + 4a + 0a^2)d1^215d2^141 + (1 + 0a + 0a^2)d1^216d2^141 + (1 + 3a + 3a^2)d1^217d2^141 + (0 + 0a + 2a^2)d1^218d2^141 + (4 + 4a + 4a^2)d1^219d2^141 + (4 + 0a + 4a^2)d1^220d2^141 + (1 + 3a + 1a^2)d1^221d2^141 + (2 + 2a + 0a^2)d1^222d2^141 + (2 + 4a + 2a^2)d1^223d2^141 + (4 + 2a + 2a^2)d1^224d2^141 + (0 + 3a + 2a^2)d1^225d2^141 + (1 + 4a + 2a^2)d1^226d2^141 + (0 + 0a + 1a^2)d1^227d2^141 + (0 + 1a + 1a^2)d1^228d2^141 + (1 + 1a + 3a^2)d1^229d2^141 + (1 + 1a + 2a^2)d1^230d2^141 + (1 + 2a + 4a^2)d1^231d2^141 + (3 + 2a + 2a^2)d1^232d2^141 + (4 + 4a + 1a^2)d1^233d2^141 + (3 + 2a + 3a^2)d1^234d2^141 + (2 + 3a + 3a^2)d1^235d2^141 + (0 + 2a + 3a^2)d1^236d2^141 + (3 + 3a + 2a^2)d1^237d2^141 + (2 + 0a + 0a^2)d1^238d2^141 + (4 + 3a + 3a^2)d1^239d2^141 + (3 + 3a + 4a^2)d1^240d2^141 + (4 + 4a + 3a^2)d1^241d2^141 + (2 + 1a + 4a^2)d1^242d2^141 + (0 + 1a + 4a^2)d1^243d2^141 + (0 + 1a + 0a^2)d1^244d2^141 + (0 + 4a + 2a^2)d1^245d2^141 + (0 + 0a + 1a^2)d1^246d2^141 + (3 + 2a + 3a^2)d1^247d2^141 + (2 + 1a + 2a^2)d1^248d2^141 + (4 + 4a + 1a^2)d1^249d2^141 + (0 + 1a + 4a^2)d1^250d2^141 + (2 + 3a + 4a^2)d1^251d2^141 + (3 + 2a + 2a^2)d1^252d2^141 + (3 + 1a + 4a^2)d1^253d2^141 + (0 + 4a + 2a^2)d1^254d2^141 + (0 + 3a + 2a^2)d1^255d2^141 + (4 + 4a + 3a^2)d1^256d2^141 + (1 + 3a + 4a^2)d1^257d2^141 + (0 + 1a + 1a^2)d1^258d2^141 + (0 + 3a + 0a^2)d1^259d2^141 + (2 + 0a + 4a^2)d1^260d2^141 + (0 + 4a + 4a^2)d1^261d2^141 + (1 + 3a + 4a^2)d1^262d2^141 + (3 + 1a + 0a^2)d1^263d2^141 + (0 + 3a + 3a^2)d1^264d2^141 + (0 + 0a + 4a^2)d1^265d2^141 + (3 + 0a + 0a^2)d1^266d2^141 + (1 + 3a + 4a^2)d1^267d2^141 + (0 + 0a + 2a^2)d1^268d2^141 + (2 + 0a + 3a^2)d1^269d2^141 + (2 + 1a + 4a^2)d1^270d2^141 + (0 + 4a + 3a^2)d1^271d2^141 + (2 + 4a + 0a^2)d1^272d2^141 + (0 + 1a + 4a^2)d1^273d2^141 + (2 + 1a + 3a^2)d1^274d2^141 + (0 + 3a + 1a^2)d1^275d2^141 + (2 + 4a + 1a^2)d1^276d2^141 + (0 + 3a + 2a^2)d1^277d2^141 + (0 + 4a + 2a^2)d1^278d2^141 + (0 + 0a + 3a^2)d1^279d2^141 + (2 + 0a + 2a^2)d1^280d2^141 + (4 + 1a + 3a^2)d1^281d2^141 + (4 + 0a + 2a^2)d1^282d2^141 + (0 + 0a + 2a^2)d1^283d2^141 + (3 + 4a + 2a^2)d1^284d2^141 + (3 + 4a + 0a^2)d1^285d2^141 + (0 + 2a + 3a^2)d1^286d2^141 + (3 + 1a + 0a^2)d1^287d2^141 + (1 + 3a + 2a^2)d1^288d2^141 + (2 + 3a + 3a^2)d1^289d2^141 + (3 + 1a + 2a^2)d1^290d2^141 + (2 + 1a + 1a^2)d1^291d2^141 + (3 + 1a + 4a^2)d1^292d2^141 + (0 + 2a + 0a^2)d1^293d2^141 + (4 + 4a + 1a^2)d2^142 + (2 + 4a + 3a^2)d1^1d2^142 + (3 + 0a + 4a^2)d1^2d2^142 + (4 + 1a + 1a^2)d1^3d2^142 + (0 + 4a + 0a^2)d1^4d2^142 + (4 + 1a + 2a^2)d1^5d2^142 + (0 + 0a + 1a^2)d1^6d2^142 + (1 + 4a + 1a^2)d1^7d2^142 + (2 + 0a + 2a^2)d1^8d2^142 + (0 + 3a + 4a^2)d1^9d2^142 + (3 + 0a + 2a^2)d1^10d2^142 + (4 + 3a + 1a^2)d1^11d2^142 + (0 + 2a + 1a^2)d1^12d2^142 + (0 + 4a + 3a^2)d1^13d2^142 + (3 + 3a + 3a^2)d1^14d2^142 + (2 + 0a + 4a^2)d1^15d2^142 + (3 + 0a + 3a^2)d1^16d2^142 + (4 + 2a + 4a^2)d1^17d2^142 + (0 + 3a + 1a^2)d1^18d2^142 + (2 + 3a + 4a^2)d1^19d2^142 + (4 + 1a + 2a^2)d1^20d2^142 + (3 + 0a + 1a^2)d1^21d2^142 + (1 + 1a + 2a^2)d1^22d2^142 + (2 + 3a + 2a^2)d1^23d2^142 + (4 + 1a + 2a^2)d1^24d2^142 + (0 + 4a + 1a^2)d1^25d2^142 + (1 + 2a + 0a^2)d1^26d2^142 + (2 + 0a + 2a^2)d1^27d2^142 + (2 + 3a + 1a^2)d1^28d2^142 + (1 + 3a + 2a^2)d1^29d2^142 + (2 + 2a + 4a^2)d1^30d2^142 + (3 + 3a + 4a^2)d1^31d2^142 + (0 + 0a + 3a^2)d1^32d2^142 + (1 + 1a + 0a^2)d1^33d2^142 + (1 + 2a + 3a^2)d1^34d2^142 + (3 + 0a + 4a^2)d1^35d2^142 + (3 + 4a + 1a^2)d1^36d2^142 + (4 + 2a + 3a^2)d1^37d2^142 + (3 + 2a + 3a^2)d1^38d2^142 + (3 + 3a + 4a^2)d1^39d2^142 + (3 + 0a + 1a^2)d1^40d2^142 + (2 + 2a + 4a^2)d1^41d2^142 + (1 + 2a + 0a^2)d1^42d2^142 + (0 + 2a + 1a^2)d1^43d2^142 + (1 + 1a + 0a^2)d1^44d2^142 + (1 + 0a + 1a^2)d1^45d2^142 + (1 + 0a + 2a^2)d1^46d2^142 + (4 + 1a + 0a^2)d1^47d2^142 + (3 + 2a + 0a^2)d1^48d2^142 + (4 + 4a + 2a^2)d1^49d2^142 + (4 + 0a + 2a^2)d1^50d2^142 + (0 + 2a + 4a^2)d1^51d2^142 + (1 + 1a + 0a^2)d1^52d2^142 + (0 + 1a + 0a^2)d1^53d2^142 + (0 + 1a + 0a^2)d1^54d2^142 + (3 + 0a + 0a^2)d1^55d2^142 + (2 + 2a + 2a^2)d1^56d2^142 + (4 + 4a + 1a^2)d1^57d2^142 + (3 + 4a + 2a^2)d1^58d2^142 + (1 + 1a + 1a^2)d1^59d2^142 + (1 + 0a + 4a^2)d1^60d2^142 + (2 + 0a + 1a^2)d1^61d2^142 + (4 + 4a + 0a^2)d1^62d2^142 + (0 + 3a + 3a^2)d1^63d2^142 + (0 + 2a + 3a^2)d1^64d2^142 + (2 + 1a + 4a^2)d1^65d2^142 + (3 + 4a + 1a^2)d1^66d2^142 + (0 + 2a + 2a^2)d1^67d2^142 + (1 + 1a + 2a^2)d1^68d2^142 + (0 + 0a + 4a^2)d1^69d2^142 + (0 + 3a + 3a^2)d1^70d2^142 + (2 + 1a + 4a^2)d1^71d2^142 + (4 + 0a + 4a^2)d1^72d2^142 + (4 + 3a + 4a^2)d1^73d2^142 + (2 + 1a + 0a^2)d1^74d2^142 + (3 + 0a + 1a^2)d1^75d2^142 + (1 + 2a + 3a^2)d1^76d2^142 + (3 + 0a + 1a^2)d1^77d2^142 + (3 + 2a + 0a^2)d1^78d2^142 + (1 + 3a + 0a^2)d1^79d2^142 + (4 + 1a + 4a^2)d1^80d2^142 + (3 + 4a + 2a^2)d1^81d2^142 + (4 + 2a + 4a^2)d1^82d2^142 + (2 + 2a + 4a^2)d1^83d2^142 + (4 + 4a + 2a^2)d1^84d2^142 + (4 + 0a + 3a^2)d1^85d2^142 + (1 + 1a + 1a^2)d1^86d2^142 + (0 + 0a + 3a^2)d1^87d2^142 + (2 + 0a + 3a^2)d1^88d2^142 + (4 + 3a + 1a^2)d1^89d2^142 + (4 + 1a + 2a^2)d1^90d2^142 + (2 + 2a + 3a^2)d1^91d2^142 + (3 + 2a + 2a^2)d1^92d2^142 + (4 + 1a + 4a^2)d1^93d2^142 + (1 + 4a + 1a^2)d1^94d2^142 + (3 + 0a + 3a^2)d1^95d2^142 + (3 + 0a + 0a^2)d1^96d2^142 + (2 + 2a + 3a^2)d1^97d2^142 + (3 + 1a + 2a^2)d1^98d2^142 + (2 + 1a + 0a^2)d1^99d2^142 + (3 + 2a + 0a^2)d1^100d2^142 + (4 + 0a + 4a^2)d1^101d2^142 + (3 + 3a + 4a^2)d1^102d2^142 + (0 + 3a + 2a^2)d1^103d2^142 + (3 + 3a + 3a^2)d1^104d2^142 + (0 + 2a + 1a^2)d1^105d2^142 + (2 + 1a + 4a^2)d1^106d2^142 + (4 + 2a + 4a^2)d1^107d2^142 + (1 + 4a + 0a^2)d1^108d2^142 + (2 + 0a + 0a^2)d1^109d2^142 + (3 + 4a + 1a^2)d1^110d2^142 + (2 + 3a + 4a^2)d1^111d2^142 + (1 + 3a + 1a^2)d1^112d2^142 + (3 + 4a + 3a^2)d1^113d2^142 + (3 + 2a + 1a^2)d1^114d2^142 + (0 + 1a + 3a^2)d1^115d2^142 + (3 + 2a + 4a^2)d1^116d2^142 + (1 + 1a + 4a^2)d1^117d2^142 + (1 + 3a + 0a^2)d1^118d2^142 + (2 + 1a + 1a^2)d1^119d2^142 + (1 + 0a + 1a^2)d1^120d2^142 + (2 + 2a + 1a^2)d1^121d2^142 + (1 + 0a + 0a^2)d1^122d2^142 + (4 + 2a + 4a^2)d1^123d2^142 + (2 + 2a + 0a^2)d1^124d2^142 + (3 + 0a + 2a^2)d1^125d2^142 + (0 + 0a + 2a^2)d1^126d2^142 + (0 + 2a + 0a^2)d1^127d2^142 + (1 + 4a + 0a^2)d1^128d2^142 + (0 + 2a + 4a^2)d1^129d2^142 + (3 + 1a + 4a^2)d1^130d2^142 + (1 + 1a + 0a^2)d1^131d2^142 + (4 + 2a + 4a^2)d1^132d2^142 + (0 + 3a + 3a^2)d1^133d2^142 + (0 + 4a + 4a^2)d1^134d2^142 + (3 + 3a + 0a^2)d1^135d2^142 + (3 + 0a + 2a^2)d1^136d2^142 + (0 + 2a + 0a^2)d1^138d2^142 + (4 + 2a + 2a^2)d1^139d2^142 + (1 + 3a + 1a^2)d1^140d2^142 + (2 + 0a + 3a^2)d1^141d2^142 + (3 + 1a + 4a^2)d1^142d2^142 + (1 + 0a + 2a^2)d1^143d2^142 + (4 + 0a + 1a^2)d1^144d2^142 + (1 + 4a + 4a^2)d1^145d2^142 + (1 + 4a + 0a^2)d1^146d2^142 + (4 + 2a + 4a^2)d1^147d2^142 + (1 + 3a + 0a^2)d1^148d2^142 + (3 + 1a + 4a^2)d1^149d2^142 + (3 + 4a + 0a^2)d1^150d2^142 + (2 + 1a + 1a^2)d1^151d2^142 + (4 + 0a + 0a^2)d1^152d2^142 + (0 + 3a + 4a^2)d1^153d2^142 + (4 + 1a + 4a^2)d1^154d2^142 + (3 + 1a + 4a^2)d1^155d2^142 + (4 + 0a + 0a^2)d1^156d2^142 + (3 + 2a + 2a^2)d1^157d2^142 + (2 + 4a + 0a^2)d1^158d2^142 + (0 + 4a + 0a^2)d1^159d2^142 + (4 + 1a + 4a^2)d1^160d2^142 + (0 + 4a + 2a^2)d1^161d2^142 + (1 + 1a + 4a^2)d1^162d2^142 + (0 + 4a + 3a^2)d1^163d2^142 + (3 + 1a + 4a^2)d1^164d2^142 + (3 + 0a + 4a^2)d1^165d2^142 + (0 + 0a + 3a^2)d1^166d2^142 + (3 + 2a + 1a^2)d1^167d2^142 + (0 + 2a + 2a^2)d1^168d2^142 + (4 + 2a + 2a^2)d1^169d2^142 + (0 + 3a + 0a^2)d1^170d2^142 + (4 + 4a + 1a^2)d1^171d2^142 + (2 + 4a + 4a^2)d1^172d2^142 + (3 + 4a + 3a^2)d1^173d2^142 + (1 + 3a + 2a^2)d1^174d2^142 + (4 + 3a + 2a^2)d1^175d2^142 + (3 + 1a + 1a^2)d1^176d2^142 + (0 + 2a + 0a^2)d1^177d2^142 + (1 + 3a + 4a^2)d1^178d2^142 + (1 + 3a + 1a^2)d1^179d2^142 + (0 + 2a + 3a^2)d1^180d2^142 + (4 + 3a + 4a^2)d1^181d2^142 + (0 + 2a + 3a^2)d1^182d2^142 + (4 + 2a + 1a^2)d1^183d2^142 + (0 + 1a + 2a^2)d1^184d2^142 + (4 + 3a + 0a^2)d1^185d2^142 + (2 + 0a + 2a^2)d1^186d2^142 + (3 + 1a + 3a^2)d1^187d2^142 + (1 + 0a + 2a^2)d1^188d2^142 + (2 + 2a + 3a^2)d1^189d2^142 + (1 + 1a + 4a^2)d1^190d2^142 + (4 + 2a + 3a^2)d1^191d2^142 + (0 + 2a + 3a^2)d1^192d2^142 + (1 + 4a + 1a^2)d1^193d2^142 + (0 + 4a + 4a^2)d1^194d2^142 + (2 + 2a + 4a^2)d1^195d2^142 + (2 + 0a + 0a^2)d1^196d2^142 + (2 + 0a + 2a^2)d1^197d2^142 + (1 + 0a + 1a^2)d1^198d2^142 + (3 + 3a + 0a^2)d1^199d2^142 + (1 + 1a + 1a^2)d1^200d2^142 + (3 + 0a + 1a^2)d1^201d2^142 + (2 + 3a + 4a^2)d1^202d2^142 + (2 + 0a + 3a^2)d1^203d2^142 + (4 + 1a + 2a^2)d1^204d2^142 + (3 + 2a + 1a^2)d1^205d2^142 + (0 + 2a + 2a^2)d1^206d2^142 + (4 + 3a + 3a^2)d1^207d2^142 + (0 + 4a + 2a^2)d1^208d2^142 + (2 + 4a + 0a^2)d1^209d2^142 + (4 + 4a + 2a^2)d1^210d2^142 + (3 + 0a + 0a^2)d1^211d2^142 + (2 + 0a + 2a^2)d1^212d2^142 + (0 + 0a + 2a^2)d1^213d2^142 + (2 + 0a + 4a^2)d1^214d2^142 + (4 + 2a + 4a^2)d1^215d2^142 + (3 + 1a + 4a^2)d1^216d2^142 + (4 + 2a + 1a^2)d1^217d2^142 + (2 + 0a + 4a^2)d1^218d2^142 + (0 + 3a + 4a^2)d1^219d2^142 + (2 + 4a + 4a^2)d1^220d2^142 + (1 + 4a + 0a^2)d1^221d2^142 + (3 + 1a + 2a^2)d1^222d2^142 + (3 + 2a + 2a^2)d1^223d2^142 + (0 + 1a + 2a^2)d1^224d2^142 + (2 + 3a + 0a^2)d1^225d2^142 + (0 + 3a + 0a^2)d1^226d2^142 + (0 + 1a + 0a^2)d1^227d2^142 + (1 + 3a + 4a^2)d1^228d2^142 + (4 + 4a + 2a^2)d1^229d2^142 + (2 + 3a + 0a^2)d1^230d2^142 + (2 + 1a + 2a^2)d1^231d2^142 + (2 + 4a + 0a^2)d1^232d2^142 + (0 + 0a + 4a^2)d1^233d2^142 + (3 + 3a + 1a^2)d1^234d2^142 + (3 + 0a + 4a^2)d1^235d2^142 + (4 + 4a + 1a^2)d1^236d2^142 + (4 + 3a + 2a^2)d1^237d2^142 + (1 + 1a + 1a^2)d1^238d2^142 + (2 + 1a + 2a^2)d1^239d2^142 + (2 + 1a + 3a^2)d1^240d2^142 + (4 + 1a + 3a^2)d1^241d2^142 + (3 + 3a + 1a^2)d1^242d2^142 + (1 + 3a + 3a^2)d1^243d2^142 + (0 + 2a + 4a^2)d1^244d2^142 + (4 + 1a + 0a^2)d1^245d2^142 + (1 + 2a + 1a^2)d1^246d2^142 + (2 + 4a + 1a^2)d1^247d2^142 + (4 + 1a + 2a^2)d1^248d2^142 + (1 + 4a + 2a^2)d1^249d2^142 + (2 + 4a + 3a^2)d1^250d2^142 + (2 + 1a + 1a^2)d1^251d2^142 + (0 + 1a + 4a^2)d1^252d2^142 + (3 + 4a + 0a^2)d1^253d2^142 + (2 + 1a + 0a^2)d1^254d2^142 + (2 + 4a + 4a^2)d1^255d2^142 + (1 + 0a + 2a^2)d1^256d2^142 + (2 + 4a + 0a^2)d1^257d2^142 + (3 + 4a + 1a^2)d1^258d2^142 + (4 + 2a + 0a^2)d1^259d2^142 + (3 + 2a + 3a^2)d1^260d2^142 + (3 + 0a + 2a^2)d1^261d2^142 + (3 + 0a + 4a^2)d1^262d2^142 + (3 + 3a + 3a^2)d1^263d2^142 + (2 + 0a + 2a^2)d1^264d2^142 + (0 + 2a + 3a^2)d1^265d2^142 + (2 + 4a + 2a^2)d1^266d2^142 + (1 + 0a + 2a^2)d1^267d2^142 + (2 + 3a + 4a^2)d1^268d2^142 + (3 + 0a + 4a^2)d1^269d2^142 + (4 + 3a + 1a^2)d1^270d2^142 + (2 + 2a + 1a^2)d1^271d2^142 + (2 + 3a + 2a^2)d1^272d2^142 + (1 + 0a + 3a^2)d1^273d2^142 + (2 + 1a + 3a^2)d1^274d2^142 + (1 + 3a + 2a^2)d1^275d2^142 + (0 + 2a + 4a^2)d1^276d2^142 + (4 + 3a + 0a^2)d1^277d2^142 + (0 + 2a + 1a^2)d1^278d2^142 + (2 + 0a + 4a^2)d1^279d2^142 + (2 + 2a + 2a^2)d1^280d2^142 + (4 + 4a + 2a^2)d1^281d2^142 + (1 + 3a + 1a^2)d1^282d2^142 + (2 + 3a + 4a^2)d1^283d2^142 + (1 + 0a + 0a^2)d1^284d2^142 + (3 + 4a + 1a^2)d1^285d2^142 + (3 + 0a + 0a^2)d1^286d2^142 + (2 + 4a + 1a^2)d1^287d2^142 + (3 + 3a + 0a^2)d1^288d2^142 + (1 + 4a + 0a^2)d1^289d2^142 + (1 + 0a + 4a^2)d1^290d2^142 + (4 + 1a + 3a^2)d1^291d2^142 + (1 + 0a + 3a^2)d1^292d2^142 + (0 + 4a + 0a^2)d1^293d2^142 + (4 + 2a + 1a^2)d2^143 + (3 + 0a + 1a^2)d1^1d2^143 + (4 + 1a + 2a^2)d1^2d2^143 + (4 + 3a + 2a^2)d1^3d2^143 + (3 + 1a + 4a^2)d1^4d2^143 + (1 + 0a + 0a^2)d1^5d2^143 + (3 + 0a + 3a^2)d1^6d2^143 + (1 + 3a + 1a^2)d1^7d2^143 + (1 + 0a + 0a^2)d1^8d2^143 + (2 + 3a + 0a^2)d1^9d2^143 + (1 + 0a + 4a^2)d1^10d2^143 + (2 + 1a + 3a^2)d1^11d2^143 + (3 + 1a + 1a^2)d1^12d2^143 + (3 + 4a + 1a^2)d1^13d2^143 + (3 + 0a + 2a^2)d1^14d2^143 + (3 + 3a + 0a^2)d1^15d2^143 + (4 + 3a + 1a^2)d1^16d2^143 + (4 + 3a + 1a^2)d1^17d2^143 + (1 + 3a + 3a^2)d1^18d2^143 + (4 + 0a + 4a^2)d1^19d2^143 + (1 + 2a + 1a^2)d1^20d2^143 + (4 + 1a + 2a^2)d1^21d2^143 + (3 + 1a + 0a^2)d1^22d2^143 + (3 + 3a + 0a^2)d1^23d2^143 + (4 + 2a + 1a^2)d1^24d2^143 + (0 + 2a + 2a^2)d1^25d2^143 + (3 + 1a + 1a^2)d1^26d2^143 + (2 + 1a + 1a^2)d1^27d2^143 + (0 + 2a + 2a^2)d1^28d2^143 + (0 + 1a + 0a^2)d1^29d2^143 + (4 + 1a + 0a^2)d1^30d2^143 + (1 + 3a + 4a^2)d1^31d2^143 + (2 + 1a + 0a^2)d1^32d2^143 + (3 + 0a + 4a^2)d1^33d2^143 + (0 + 1a + 4a^2)d1^34d2^143 + (0 + 2a + 2a^2)d1^35d2^143 + (1 + 3a + 3a^2)d1^36d2^143 + (2 + 3a + 3a^2)d1^37d2^143 + (2 + 4a + 4a^2)d1^38d2^143 + (2 + 4a + 0a^2)d1^39d2^143 + (4 + 4a + 3a^2)d1^40d2^143 + (4 + 3a + 0a^2)d1^41d2^143 + (2 + 2a + 2a^2)d1^42d2^143 + (3 + 2a + 2a^2)d1^43d2^143 + (3 + 0a + 0a^2)d1^44d2^143 + (3 + 1a + 3a^2)d1^45d2^143 + (2 + 0a + 4a^2)d1^46d2^143 + (3 + 4a + 0a^2)d1^47d2^143 + (3 + 2a + 2a^2)d1^48d2^143 + (1 + 3a + 1a^2)d1^49d2^143 + (2 + 4a + 4a^2)d1^50d2^143 + (2 + 0a + 0a^2)d1^51d2^143 + (0 + 1a + 4a^2)d1^52d2^143 + (3 + 4a + 1a^2)d1^53d2^143 + (1 + 2a + 0a^2)d1^54d2^143 + (3 + 2a + 0a^2)d1^55d2^143 + (0 + 2a + 1a^2)d1^56d2^143 + (4 + 4a + 0a^2)d1^57d2^143 + (2 + 2a + 0a^2)d1^58d2^143 + (2 + 2a + 2a^2)d1^59d2^143 + (1 + 3a + 4a^2)d1^60d2^143 + (3 + 4a + 3a^2)d1^61d2^143 + (2 + 3a + 0a^2)d1^62d2^143 + (4 + 1a + 1a^2)d1^63d2^143 + (0 + 2a + 2a^2)d1^64d2^143 + (1 + 4a + 1a^2)d1^65d2^143 + (2 + 0a + 1a^2)d1^66d2^143 + (4 + 2a + 4a^2)d1^67d2^143 + (3 + 1a + 2a^2)d1^68d2^143 + (4 + 2a + 2a^2)d1^69d2^143 + (0 + 2a + 2a^2)d1^70d2^143 + (4 + 2a + 3a^2)d1^71d2^143 + (4 + 0a + 0a^2)d1^72d2^143 + (0 + 1a + 4a^2)d1^73d2^143 + (0 + 4a + 4a^2)d1^74d2^143 + (3 + 2a + 1a^2)d1^75d2^143 + (1 + 1a + 0a^2)d1^76d2^143 + (0 + 0a + 3a^2)d1^77d2^143 + (0 + 3a + 1a^2)d1^78d2^143 + (0 + 0a + 3a^2)d1^79d2^143 + (3 + 2a + 0a^2)d1^80d2^143 + (3 + 1a + 2a^2)d1^81d2^143 + (0 + 0a + 3a^2)d1^82d2^143 + (3 + 3a + 2a^2)d1^83d2^143 + (2 + 2a + 0a^2)d1^84d2^143 + (1 + 2a + 2a^2)d1^85d2^143 + (2 + 2a + 4a^2)d1^86d2^143 + (0 + 2a + 0a^2)d1^87d2^143 + (0 + 1a + 0a^2)d1^88d2^143 + (0 + 3a + 4a^2)d1^89d2^143 + (0 + 0a + 1a^2)d1^90d2^143 + (1 + 0a + 4a^2)d1^91d2^143 + (1 + 2a + 4a^2)d1^92d2^143 + (4 + 3a + 4a^2)d1^93d2^143 + (1 + 4a + 1a^2)d1^94d2^143 + (0 + 3a + 4a^2)d1^95d2^143 + (0 + 1a + 3a^2)d1^96d2^143 + (4 + 2a + 0a^2)d1^97d2^143 + (2 + 3a + 0a^2)d1^98d2^143 + (0 + 4a + 2a^2)d1^99d2^143 + (2 + 3a + 1a^2)d1^100d2^143 + (4 + 0a + 1a^2)d1^101d2^143 + (1 + 3a + 0a^2)d1^102d2^143 + (0 + 3a + 1a^2)d1^103d2^143 + (0 + 3a + 3a^2)d1^104d2^143 + (0 + 1a + 1a^2)d1^105d2^143 + (4 + 0a + 4a^2)d1^106d2^143 + (2 + 0a + 4a^2)d1^107d2^143 + (2 + 1a + 0a^2)d1^108d2^143 + (3 + 4a + 4a^2)d1^109d2^143 + (1 + 1a + 1a^2)d1^111d2^143 + (4 + 1a + 3a^2)d1^112d2^143 + (1 + 4a + 1a^2)d1^113d2^143 + (4 + 4a + 0a^2)d1^114d2^143 + (2 + 0a + 3a^2)d1^115d2^143 + (1 + 4a + 4a^2)d1^116d2^143 + (0 + 4a + 2a^2)d1^117d2^143 + (2 + 2a + 2a^2)d1^118d2^143 + (1 + 4a + 4a^2)d1^119d2^143 + (2 + 4a + 0a^2)d1^120d2^143 + (4 + 4a + 0a^2)d1^121d2^143 + (4 + 4a + 4a^2)d1^122d2^143 + (3 + 4a + 0a^2)d1^123d2^143 + (3 + 3a + 3a^2)d1^124d2^143 + (1 + 1a + 3a^2)d1^125d2^143 + (4 + 2a + 2a^2)d1^126d2^143 + (3 + 1a + 2a^2)d1^127d2^143 + (3 + 1a + 1a^2)d1^128d2^143 + (4 + 3a + 3a^2)d1^129d2^143 + (4 + 0a + 0a^2)d1^130d2^143 + (4 + 0a + 1a^2)d1^131d2^143 + (1 + 0a + 1a^2)d1^132d2^143 + (2 + 0a + 1a^2)d1^133d2^143 + (0 + 1a + 4a^2)d1^134d2^143 + (3 + 4a + 2a^2)d1^135d2^143 + (1 + 3a + 1a^2)d1^136d2^143 + (4 + 4a + 2a^2)d1^137d2^143 + (1 + 0a + 0a^2)d1^138d2^143 + (1 + 4a + 0a^2)d1^139d2^143 + (0 + 2a + 0a^2)d1^140d2^143 + (2 + 2a + 2a^2)d1^141d2^143 + (1 + 1a + 4a^2)d1^142d2^143 + (0 + 2a + 2a^2)d1^143d2^143 + (0 + 1a + 0a^2)d1^144d2^143 + (1 + 4a + 2a^2)d1^145d2^143 + (2 + 1a + 4a^2)d1^146d2^143 + (3 + 4a + 0a^2)d1^147d2^143 + (3 + 4a + 3a^2)d1^148d2^143 + (4 + 3a + 2a^2)d1^149d2^143 + (4 + 2a + 3a^2)d1^150d2^143 + (3 + 2a + 4a^2)d1^151d2^143 + (0 + 3a + 1a^2)d1^152d2^143 + (4 + 2a + 3a^2)d1^153d2^143 + (3 + 4a + 0a^2)d1^154d2^143 + (4 + 4a + 3a^2)d1^155d2^143 + (1 + 4a + 1a^2)d1^156d2^143 + (3 + 4a + 1a^2)d1^157d2^143 + (0 + 3a + 2a^2)d1^158d2^143 + (0 + 1a + 0a^2)d1^159d2^143 + (2 + 1a + 3a^2)d1^160d2^143 + (3 + 2a + 4a^2)d1^161d2^143 + (2 + 0a + 4a^2)d1^162d2^143 + (3 + 2a + 2a^2)d1^163d2^143 + (3 + 1a + 2a^2)d1^164d2^143 + (4 + 0a + 3a^2)d1^165d2^143 + (0 + 0a + 4a^2)d1^166d2^143 + (3 + 2a + 2a^2)d1^167d2^143 + (4 + 0a + 2a^2)d1^168d2^143 + (4 + 4a + 4a^2)d1^169d2^143 + (0 + 1a + 3a^2)d1^170d2^143 + (1 + 0a + 1a^2)d1^171d2^143 + (2 + 2a + 2a^2)d1^172d2^143 + (3 + 4a + 4a^2)d1^173d2^143 + (3 + 1a + 3a^2)d1^174d2^143 + (2 + 3a + 4a^2)d1^175d2^143 + (3 + 2a + 4a^2)d1^176d2^143 + (2 + 2a + 1a^2)d1^177d2^143 + (3 + 2a + 0a^2)d1^178d2^143 + (2 + 1a + 0a^2)d1^179d2^143 + (1 + 3a + 1a^2)d1^180d2^143 + (2 + 3a + 2a^2)d1^181d2^143 + (0 + 3a + 0a^2)d1^182d2^143 + (3 + 4a + 2a^2)d1^183d2^143 + (1 + 1a + 0a^2)d1^184d2^143 + (3 + 2a + 3a^2)d1^185d2^143 + (3 + 3a + 2a^2)d1^186d2^143 + (3 + 2a + 4a^2)d1^187d2^143 + (4 + 0a + 3a^2)d1^188d2^143 + (3 + 4a + 2a^2)d1^189d2^143 + (4 + 2a + 4a^2)d1^190d2^143 + (4 + 1a + 1a^2)d1^191d2^143 + (2 + 0a + 1a^2)d1^192d2^143 + (3 + 2a + 4a^2)d1^193d2^143 + (4 + 3a + 4a^2)d1^194d2^143 + (1 + 4a + 0a^2)d1^195d2^143 + (4 + 3a + 4a^2)d1^196d2^143 + (4 + 1a + 4a^2)d1^197d2^143 + (2 + 2a + 4a^2)d1^198d2^143 + (2 + 0a + 3a^2)d1^199d2^143 + (4 + 1a + 0a^2)d1^200d2^143 + (0 + 2a + 0a^2)d1^201d2^143 + (1 + 4a + 2a^2)d1^202d2^143 + (4 + 4a + 3a^2)d1^203d2^143 + (0 + 3a + 1a^2)d1^204d2^143 + (0 + 1a + 3a^2)d1^205d2^143 + (1 + 4a + 3a^2)d1^206d2^143 + (4 + 3a + 0a^2)d1^207d2^143 + (3 + 2a + 0a^2)d1^208d2^143 + (0 + 0a + 3a^2)d1^209d2^143 + (1 + 1a + 4a^2)d1^210d2^143 + (2 + 2a + 3a^2)d1^211d2^143 + (4 + 0a + 2a^2)d1^212d2^143 + (3 + 2a + 2a^2)d1^213d2^143 + (1 + 3a + 3a^2)d1^214d2^143 + (0 + 4a + 3a^2)d1^215d2^143 + (2 + 4a + 1a^2)d1^216d2^143 + (4 + 4a + 3a^2)d1^217d2^143 + (3 + 3a + 1a^2)d1^218d2^143 + (2 + 3a + 4a^2)d1^219d2^143 + (4 + 3a + 2a^2)d1^220d2^143 + (2 + 2a + 4a^2)d1^221d2^143 + (4 + 3a + 2a^2)d1^222d2^143 + (1 + 0a + 3a^2)d1^223d2^143 + (0 + 4a + 2a^2)d1^224d2^143 + (2 + 2a + 0a^2)d1^225d2^143 + (4 + 4a + 3a^2)d1^226d2^143 + (2 + 2a + 4a^2)d1^227d2^143 + (0 + 4a + 2a^2)d1^228d2^143 + (0 + 4a + 3a^2)d1^229d2^143 + (0 + 2a + 3a^2)d1^230d2^143 + (3 + 4a + 4a^2)d1^231d2^143 + (1 + 3a + 1a^2)d1^232d2^143 + (4 + 3a + 2a^2)d1^233d2^143 + (0 + 4a + 4a^2)d1^234d2^143 + (3 + 4a + 1a^2)d1^235d2^143 + (3 + 3a + 0a^2)d1^236d2^143 + (3 + 2a + 3a^2)d1^237d2^143 + (4 + 1a + 1a^2)d1^238d2^143 + (1 + 1a + 0a^2)d1^239d2^143 + (4 + 3a + 3a^2)d1^240d2^143 + (0 + 1a + 0a^2)d1^241d2^143 + (4 + 4a + 3a^2)d1^242d2^143 + (4 + 0a + 4a^2)d1^243d2^143 + (3 + 4a + 4a^2)d1^244d2^143 + (3 + 4a + 2a^2)d1^245d2^143 + (4 + 2a + 3a^2)d1^246d2^143 + (2 + 0a + 4a^2)d1^247d2^143 + (4 + 2a + 0a^2)d1^248d2^143 + (1 + 2a + 1a^2)d1^249d2^143 + (4 + 2a + 3a^2)d1^250d2^143 + (2 + 3a + 2a^2)d1^251d2^143 + (3 + 1a + 2a^2)d1^252d2^143 + (1 + 1a + 0a^2)d1^253d2^143 + (1 + 2a + 3a^2)d1^254d2^143 + (4 + 4a + 2a^2)d1^255d2^143 + (1 + 4a + 1a^2)d1^256d2^143 + (1 + 2a + 2a^2)d1^257d2^143 + (0 + 2a + 1a^2)d1^258d2^143 + (3 + 0a + 3a^2)d1^259d2^143 + (1 + 3a + 2a^2)d1^260d2^143 + (3 + 0a + 2a^2)d1^261d2^143 + (1 + 1a + 1a^2)d1^262d2^143 + (4 + 1a + 4a^2)d1^263d2^143 + (1 + 3a + 3a^2)d1^264d2^143 + (4 + 4a + 1a^2)d1^265d2^143 + (2 + 4a + 4a^2)d1^266d2^143 + (4 + 4a + 3a^2)d1^267d2^143 + (0 + 0a + 4a^2)d1^268d2^143 + (0 + 1a + 1a^2)d1^269d2^143 + (3 + 3a + 4a^2)d1^270d2^143 + (4 + 0a + 1a^2)d1^271d2^143 + (4 + 4a + 2a^2)d1^272d2^143 + (0 + 2a + 0a^2)d1^273d2^143 + (0 + 1a + 2a^2)d1^274d2^143 + (1 + 3a + 3a^2)d1^275d2^143 + (1 + 1a + 4a^2)d1^276d2^143 + (4 + 2a + 0a^2)d1^277d2^143 + (2 + 4a + 2a^2)d1^278d2^143 + (2 + 0a + 3a^2)d1^279d2^143 + (2 + 0a + 2a^2)d1^280d2^143 + (3 + 4a + 2a^2)d1^281d2^143 + (4 + 2a + 0a^2)d1^282d2^143 + (1 + 0a + 3a^2)d1^283d2^143 + (1 + 3a + 0a^2)d1^284d2^143 + (1 + 4a + 3a^2)d1^285d2^143 + (2 + 4a + 2a^2)d1^286d2^143 + (1 + 0a + 1a^2)d1^287d2^143 + (2 + 2a + 4a^2)d1^288d2^143 + (2 + 0a + 3a^2)d1^289d2^143 + (2 + 1a + 2a^2)d1^290d2^143 + (0 + 4a + 1a^2)d1^291d2^143 + (2 + 2a + 0a^2)d1^292d2^143 + (0 + 1a + 4a^2)d1^293d2^143 + (0 + 2a + 3a^2)d2^144 + (2 + 0a + 0a^2)d1^1d2^144 + (3 + 2a + 1a^2)d1^2d2^144 + (0 + 1a + 1a^2)d1^3d2^144 + (0 + 4a + 2a^2)d1^4d2^144 + (4 + 0a + 2a^2)d1^5d2^144 + (0 + 2a + 3a^2)d1^6d2^144 + (3 + 4a + 0a^2)d1^7d2^144 + (0 + 0a + 2a^2)d1^8d2^144 + (0 + 0a + 3a^2)d1^9d2^144 + (2 + 2a + 1a^2)d1^10d2^144 + (2 + 1a + 2a^2)d1^11d2^144 + (1 + 2a + 2a^2)d1^12d2^144 + (1 + 1a + 2a^2)d1^13d2^144 + (2 + 4a + 3a^2)d1^14d2^144 + (4 + 4a + 1a^2)d1^15d2^144 + (1 + 2a + 0a^2)d1^16d2^144 + (4 + 4a + 2a^2)d1^17d2^144 + (2 + 3a + 4a^2)d1^18d2^144 + (0 + 4a + 3a^2)d1^19d2^144 + (3 + 1a + 1a^2)d1^20d2^144 + (2 + 1a + 4a^2)d1^21d2^144 + (4 + 1a + 3a^2)d1^22d2^144 + (1 + 1a + 2a^2)d1^23d2^144 + (1 + 1a + 1a^2)d1^24d2^144 + (0 + 1a + 4a^2)d1^25d2^144 + (4 + 1a + 0a^2)d1^26d2^144 + (1 + 3a + 1a^2)d1^27d2^144 + (2 + 0a + 2a^2)d1^28d2^144 + (1 + 2a + 0a^2)d1^29d2^144 + (4 + 4a + 2a^2)d1^30d2^144 + (3 + 1a + 2a^2)d1^31d2^144 + (2 + 3a + 4a^2)d1^32d2^144 + (4 + 1a + 0a^2)d1^33d2^144 + (4 + 3a + 0a^2)d1^34d2^144 + (2 + 0a + 4a^2)d1^35d2^144 + (2 + 1a + 0a^2)d1^36d2^144 + (2 + 3a + 2a^2)d1^37d2^144 + (3 + 3a + 0a^2)d1^38d2^144 + (2 + 4a + 3a^2)d1^39d2^144 + (4 + 3a + 2a^2)d1^40d2^144 + (0 + 2a + 2a^2)d1^42d2^144 + (1 + 0a + 3a^2)d1^43d2^144 + (2 + 0a + 0a^2)d1^44d2^144 + (4 + 0a + 1a^2)d1^45d2^144 + (4 + 0a + 3a^2)d1^46d2^144 + (0 + 4a + 3a^2)d1^47d2^144 + (3 + 3a + 1a^2)d1^48d2^144 + (2 + 0a + 3a^2)d1^49d2^144 + (2 + 2a + 3a^2)d1^50d2^144 + (0 + 2a + 0a^2)d1^51d2^144 + (3 + 1a + 1a^2)d1^52d2^144 + (4 + 4a + 3a^2)d1^53d2^144 + (4 + 0a + 3a^2)d1^54d2^144 + (0 + 3a + 2a^2)d1^55d2^144 + (4 + 0a + 2a^2)d1^56d2^144 + (4 + 4a + 0a^2)d1^57d2^144 + (4 + 1a + 2a^2)d1^58d2^144 + (0 + 2a + 0a^2)d1^59d2^144 + (2 + 2a + 0a^2)d1^60d2^144 + (1 + 2a + 2a^2)d1^61d2^144 + (0 + 4a + 4a^2)d1^62d2^144 + (0 + 0a + 2a^2)d1^63d2^144 + (3 + 3a + 3a^2)d1^64d2^144 + (4 + 0a + 2a^2)d1^65d2^144 + (0 + 2a + 2a^2)d1^66d2^144 + (4 + 0a + 1a^2)d1^67d2^144 + (0 + 2a + 2a^2)d1^68d2^144 + (0 + 1a + 4a^2)d1^69d2^144 + (3 + 3a + 3a^2)d1^70d2^144 + (1 + 4a + 3a^2)d1^71d2^144 + (1 + 1a + 4a^2)d1^72d2^144 + (3 + 1a + 1a^2)d1^73d2^144 + (3 + 0a + 0a^2)d1^74d2^144 + (1 + 0a + 1a^2)d1^75d2^144 + (2 + 3a + 4a^2)d1^76d2^144 + (1 + 1a + 2a^2)d1^77d2^144 + (1 + 4a + 2a^2)d1^78d2^144 + (4 + 0a + 3a^2)d1^79d2^144 + (4 + 0a + 2a^2)d1^80d2^144 + (4 + 2a + 0a^2)d1^81d2^144 + (3 + 3a + 0a^2)d1^82d2^144 + (0 + 2a + 3a^2)d1^83d2^144 + (4 + 4a + 4a^2)d1^84d2^144 + (3 + 3a + 3a^2)d1^85d2^144 + (2 + 2a + 3a^2)d1^86d2^144 + (4 + 2a + 0a^2)d1^87d2^144 + (4 + 3a + 0a^2)d1^88d2^144 + (1 + 4a + 3a^2)d1^89d2^144 + (3 + 3a + 0a^2)d1^90d2^144 + (4 + 1a + 1a^2)d1^91d2^144 + (0 + 2a + 0a^2)d1^92d2^144 + (0 + 3a + 3a^2)d1^93d2^144 + (3 + 1a + 1a^2)d1^94d2^144 + (1 + 4a + 4a^2)d1^95d2^144 + (2 + 2a + 3a^2)d1^96d2^144 + (2 + 2a + 1a^2)d1^97d2^144 + (0 + 2a + 4a^2)d1^98d2^144 + (3 + 0a + 1a^2)d1^99d2^144 + (4 + 3a + 4a^2)d1^100d2^144 + (4 + 0a + 3a^2)d1^101d2^144 + (0 + 2a + 2a^2)d1^102d2^144 + (0 + 2a + 4a^2)d1^103d2^144 + (1 + 4a + 3a^2)d1^104d2^144 + (3 + 0a + 0a^2)d1^105d2^144 + (2 + 1a + 4a^2)d1^106d2^144 + (4 + 0a + 1a^2)d1^107d2^144 + (4 + 0a + 4a^2)d1^108d2^144 + (4 + 2a + 4a^2)d1^109d2^144 + (4 + 0a + 3a^2)d1^110d2^144 + (1 + 2a + 0a^2)d1^111d2^144 + (2 + 3a + 2a^2)d1^112d2^144 + (3 + 3a + 4a^2)d1^113d2^144 + (1 + 2a + 2a^2)d1^114d2^144 + (0 + 4a + 1a^2)d1^115d2^144 + (4 + 0a + 1a^2)d1^116d2^144 + (3 + 1a + 4a^2)d1^117d2^144 + (1 + 1a + 4a^2)d1^118d2^144 + (3 + 1a + 0a^2)d1^119d2^144 + (0 + 4a + 1a^2)d1^120d2^144 + (4 + 3a + 3a^2)d1^121d2^144 + (1 + 2a + 0a^2)d1^122d2^144 + (0 + 3a + 2a^2)d1^123d2^144 + (1 + 2a + 2a^2)d1^124d2^144 + (0 + 4a + 0a^2)d1^125d2^144 + (0 + 2a + 3a^2)d1^126d2^144 + (2 + 2a + 3a^2)d1^127d2^144 + (1 + 4a + 3a^2)d1^128d2^144 + (4 + 1a + 3a^2)d1^129d2^144 + (2 + 2a + 4a^2)d1^130d2^144 + (2 + 2a + 1a^2)d1^131d2^144 + (2 + 3a + 3a^2)d1^132d2^144 + (3 + 3a + 4a^2)d1^133d2^144 + (3 + 1a + 4a^2)d1^134d2^144 + (3 + 3a + 4a^2)d1^135d2^144 + (4 + 1a + 4a^2)d1^136d2^144 + (1 + 0a + 3a^2)d1^137d2^144 + (3 + 2a + 3a^2)d1^138d2^144 + (4 + 1a + 1a^2)d1^139d2^144 + (2 + 3a + 2a^2)d1^140d2^144 + (3 + 2a + 4a^2)d1^141d2^144 + (0 + 3a + 2a^2)d1^142d2^144 + (4 + 2a + 0a^2)d1^143d2^144 + (0 + 0a + 4a^2)d1^144d2^144 + (3 + 0a + 2a^2)d1^145d2^144 + (2 + 2a + 1a^2)d1^146d2^144 + (2 + 3a + 1a^2)d1^147d2^144 + (0 + 1a + 0a^2)d1^148d2^144 + (0 + 0a + 2a^2)d1^149d2^144 + (1 + 1a + 2a^2)d1^150d2^144 + (4 + 4a + 3a^2)d1^151d2^144 + (3 + 3a + 1a^2)d1^152d2^144 + (4 + 1a + 3a^2)d1^153d2^144 + (0 + 2a + 2a^2)d1^154d2^144 + (3 + 4a + 1a^2)d1^155d2^144 + (1 + 0a + 4a^2)d1^156d2^144 + (2 + 2a + 4a^2)d1^157d2^144 + (1 + 3a + 1a^2)d1^158d2^144 + (2 + 2a + 4a^2)d1^159d2^144 + (2 + 2a + 3a^2)d1^160d2^144 + (0 + 3a + 0a^2)d1^161d2^144 + (2 + 1a + 4a^2)d1^162d2^144 + (2 + 0a + 0a^2)d1^163d2^144 + (0 + 4a + 1a^2)d1^164d2^144 + (3 + 0a + 2a^2)d1^165d2^144 + (3 + 0a + 1a^2)d1^166d2^144 + (1 + 4a + 3a^2)d1^167d2^144 + (4 + 0a + 4a^2)d1^168d2^144 + (3 + 2a + 2a^2)d1^169d2^144 + (4 + 3a + 1a^2)d1^170d2^144 + (4 + 1a + 2a^2)d1^171d2^144 + (0 + 0a + 2a^2)d1^172d2^144 + (0 + 1a + 2a^2)d1^173d2^144 + (0 + 1a + 1a^2)d1^174d2^144 + (3 + 0a + 0a^2)d1^175d2^144 + (3 + 0a + 1a^2)d1^176d2^144 + (3 + 0a + 4a^2)d1^177d2^144 + (2 + 4a + 0a^2)d1^178d2^144 + (0 + 4a + 1a^2)d1^179d2^144 + (1 + 4a + 0a^2)d1^180d2^144 + (1 + 2a + 4a^2)d1^181d2^144 + (0 + 3a + 1a^2)d1^182d2^144 + (1 + 3a + 3a^2)d1^183d2^144 + (1 + 0a + 4a^2)d1^184d2^144 + (1 + 2a + 2a^2)d1^185d2^144 + (2 + 3a + 0a^2)d1^186d2^144 + (4 + 1a + 1a^2)d1^187d2^144 + (2 + 4a + 1a^2)d1^188d2^144 + (3 + 1a + 0a^2)d1^189d2^144 + (0 + 3a + 2a^2)d1^190d2^144 + (0 + 1a + 4a^2)d1^191d2^144 + (4 + 4a + 2a^2)d1^192d2^144 + (4 + 4a + 0a^2)d1^193d2^144 + (0 + 4a + 4a^2)d1^194d2^144 + (1 + 0a + 0a^2)d1^195d2^144 + (3 + 3a + 2a^2)d1^196d2^144 + (2 + 4a + 4a^2)d1^197d2^144 + (0 + 0a + 3a^2)d1^198d2^144 + (3 + 4a + 2a^2)d1^199d2^144 + (2 + 4a + 3a^2)d1^200d2^144 + (2 + 1a + 3a^2)d1^201d2^144 + (2 + 1a + 3a^2)d1^202d2^144 + (0 + 1a + 0a^2)d1^203d2^144 + (3 + 0a + 4a^2)d1^204d2^144 + (4 + 3a + 3a^2)d1^205d2^144 + (3 + 0a + 2a^2)d1^206d2^144 + (2 + 2a + 2a^2)d1^207d2^144 + (4 + 0a + 0a^2)d1^208d2^144 + (0 + 2a + 2a^2)d1^209d2^144 + (4 + 3a + 1a^2)d1^210d2^144 + (2 + 2a + 1a^2)d1^211d2^144 + (2 + 2a + 2a^2)d1^212d2^144 + (3 + 3a + 4a^2)d1^213d2^144 + (0 + 3a + 1a^2)d1^214d2^144 + (0 + 3a + 1a^2)d1^215d2^144 + (1 + 1a + 2a^2)d1^216d2^144 + (4 + 0a + 4a^2)d1^217d2^144 + (0 + 3a + 3a^2)d1^218d2^144 + (4 + 3a + 4a^2)d1^219d2^144 + (0 + 1a + 3a^2)d1^220d2^144 + (0 + 4a + 1a^2)d1^221d2^144 + (3 + 2a + 0a^2)d1^222d2^144 + (0 + 0a + 4a^2)d1^223d2^144 + (3 + 0a + 1a^2)d1^224d2^144 + (0 + 1a + 0a^2)d1^225d2^144 + (3 + 1a + 1a^2)d1^226d2^144 + (0 + 3a + 1a^2)d1^227d2^144 + (0 + 3a + 2a^2)d1^228d2^144 + (2 + 1a + 2a^2)d1^229d2^144 + (3 + 2a + 4a^2)d1^230d2^144 + (0 + 3a + 0a^2)d1^231d2^144 + (0 + 2a + 1a^2)d1^232d2^144 + (1 + 2a + 2a^2)d1^233d2^144 + (3 + 4a + 0a^2)d1^234d2^144 + (3 + 2a + 0a^2)d1^235d2^144 + (1 + 3a + 4a^2)d1^236d2^144 + (2 + 2a + 3a^2)d1^237d2^144 + (0 + 2a + 3a^2)d1^238d2^144 + (1 + 3a + 4a^2)d1^239d2^144 + (0 + 1a + 0a^2)d1^240d2^144 + (2 + 3a + 0a^2)d1^241d2^144 + (4 + 0a + 4a^2)d1^242d2^144 + (4 + 2a + 1a^2)d1^243d2^144 + (4 + 4a + 3a^2)d1^244d2^144 + (2 + 1a + 0a^2)d1^245d2^144 + (4 + 4a + 2a^2)d1^246d2^144 + (0 + 4a + 2a^2)d1^247d2^144 + (1 + 1a + 0a^2)d1^248d2^144 + (0 + 4a + 1a^2)d1^249d2^144 + (1 + 2a + 1a^2)d1^250d2^144 + (2 + 4a + 3a^2)d1^251d2^144 + (3 + 2a + 3a^2)d1^252d2^144 + (4 + 3a + 1a^2)d1^253d2^144 + (2 + 0a + 1a^2)d1^254d2^144 + (3 + 2a + 2a^2)d1^255d2^144 + (4 + 4a + 2a^2)d1^256d2^144 + (4 + 0a + 3a^2)d1^257d2^144 + (4 + 4a + 4a^2)d1^258d2^144 + (0 + 1a + 3a^2)d1^259d2^144 + (2 + 1a + 3a^2)d1^260d2^144 + (1 + 0a + 4a^2)d1^261d2^144 + (2 + 1a + 0a^2)d1^262d2^144 + (4 + 3a + 1a^2)d1^263d2^144 + (3 + 4a + 4a^2)d1^264d2^144 + (3 + 4a + 2a^2)d1^265d2^144 + (4 + 3a + 1a^2)d1^266d2^144 + (3 + 1a + 4a^2)d1^267d2^144 + (4 + 1a + 2a^2)d1^268d2^144 + (2 + 2a + 1a^2)d1^269d2^144 + (4 + 4a + 4a^2)d1^270d2^144 + (2 + 1a + 4a^2)d1^271d2^144 + (3 + 1a + 3a^2)d1^272d2^144 + (4 + 0a + 0a^2)d1^273d2^144 + (0 + 3a + 2a^2)d1^274d2^144 + (0 + 1a + 4a^2)d1^275d2^144 + (2 + 4a + 2a^2)d1^276d2^144 + (0 + 4a + 2a^2)d1^277d2^144 + (4 + 0a + 1a^2)d1^278d2^144 + (2 + 2a + 0a^2)d1^279d2^144 + (1 + 3a + 3a^2)d1^280d2^144 + (3 + 4a + 1a^2)d1^281d2^144 + (4 + 1a + 2a^2)d1^282d2^144 + (1 + 0a + 4a^2)d1^283d2^144 + (0 + 3a + 3a^2)d1^284d2^144 + (2 + 2a + 4a^2)d1^285d2^144 + (2 + 0a + 0a^2)d1^286d2^144 + (2 + 4a + 2a^2)d1^287d2^144 + (1 + 1a + 4a^2)d1^288d2^144 + (0 + 3a + 2a^2)d1^289d2^144 + (4 + 0a + 3a^2)d1^290d2^144 + (3 + 2a + 2a^2)d1^291d2^144 + (2 + 1a + 3a^2)d1^292d2^144 + (1 + 3a + 4a^2)d1^293d2^144 + (0 + 3a + 1a^2)d2^145 + (4 + 2a + 3a^2)d1^1d2^145 + (0 + 3a + 3a^2)d1^2d2^145 + (4 + 2a + 2a^2)d1^3d2^145 + (2 + 2a + 3a^2)d1^4d2^145 + (4 + 2a + 1a^2)d1^5d2^145 + (4 + 0a + 4a^2)d1^6d2^145 + (2 + 1a + 4a^2)d1^7d2^145 + (2 + 1a + 4a^2)d1^8d2^145 + (3 + 3a + 3a^2)d1^9d2^145 + (3 + 4a + 2a^2)d1^10d2^145 + (2 + 1a + 0a^2)d1^11d2^145 + (1 + 2a + 3a^2)d1^12d2^145 + (4 + 0a + 4a^2)d1^13d2^145 + (4 + 0a + 1a^2)d1^14d2^145 + (2 + 4a + 3a^2)d1^15d2^145 + (3 + 1a + 2a^2)d1^16d2^145 + (3 + 3a + 4a^2)d1^17d2^145 + (3 + 4a + 0a^2)d1^18d2^145 + (4 + 3a + 1a^2)d1^19d2^145 + (0 + 2a + 3a^2)d1^20d2^145 + (1 + 1a + 0a^2)d1^21d2^145 + (4 + 1a + 4a^2)d1^22d2^145 + (2 + 1a + 3a^2)d1^23d2^145 + (0 + 3a + 1a^2)d1^25d2^145 + (3 + 1a + 4a^2)d1^26d2^145 + (1 + 0a + 0a^2)d1^27d2^145 + (3 + 4a + 3a^2)d1^28d2^145 + (4 + 2a + 4a^2)d1^29d2^145 + (1 + 3a + 4a^2)d1^30d2^145 + (4 + 4a + 0a^2)d1^31d2^145 + (0 + 0a + 3a^2)d1^32d2^145 + (3 + 4a + 4a^2)d1^33d2^145 + (1 + 0a + 4a^2)d1^34d2^145 + (4 + 4a + 1a^2)d1^35d2^145 + (2 + 1a + 1a^2)d1^36d2^145 + (1 + 2a + 0a^2)d1^37d2^145 + (1 + 1a + 2a^2)d1^38d2^145 + (0 + 4a + 3a^2)d1^39d2^145 + (4 + 0a + 2a^2)d1^40d2^145 + (0 + 4a + 1a^2)d1^41d2^145 + (2 + 1a + 3a^2)d1^42d2^145 + (0 + 1a + 0a^2)d1^43d2^145 + (2 + 0a + 0a^2)d1^44d2^145 + (2 + 3a + 4a^2)d1^45d2^145 + (0 + 3a + 2a^2)d1^46d2^145 + (0 + 2a + 2a^2)d1^47d2^145 + (1 + 2a + 1a^2)d1^48d2^145 + (4 + 3a + 4a^2)d1^49d2^145 + (0 + 3a + 2a^2)d1^50d2^145 + (0 + 1a + 1a^2)d1^51d2^145 + (4 + 3a + 2a^2)d1^52d2^145 + (0 + 1a + 1a^2)d1^53d2^145 + (4 + 1a + 4a^2)d1^54d2^145 + (3 + 2a + 2a^2)d1^55d2^145 + (3 + 1a + 2a^2)d1^56d2^145 + (4 + 4a + 1a^2)d1^57d2^145 + (3 + 2a + 2a^2)d1^58d2^145 + (2 + 3a + 2a^2)d1^59d2^145 + (2 + 0a + 2a^2)d1^60d2^145 + (4 + 3a + 3a^2)d1^61d2^145 + (2 + 3a + 0a^2)d1^62d2^145 + (3 + 0a + 3a^2)d1^63d2^145 + (1 + 4a + 2a^2)d1^64d2^145 + (1 + 3a + 3a^2)d1^65d2^145 + (4 + 3a + 2a^2)d1^66d2^145 + (2 + 1a + 1a^2)d1^67d2^145 + (4 + 3a + 3a^2)d1^68d2^145 + (4 + 1a + 0a^2)d1^69d2^145 + (0 + 2a + 2a^2)d1^70d2^145 + (0 + 0a + 3a^2)d1^71d2^145 + (2 + 2a + 1a^2)d1^72d2^145 + (3 + 2a + 1a^2)d1^73d2^145 + (2 + 1a + 2a^2)d1^74d2^145 + (2 + 3a + 3a^2)d1^75d2^145 + (1 + 2a + 1a^2)d1^76d2^145 + (3 + 1a + 2a^2)d1^77d2^145 + (1 + 4a + 2a^2)d1^78d2^145 + (4 + 1a + 3a^2)d1^79d2^145 + (1 + 3a + 3a^2)d1^80d2^145 + (2 + 2a + 3a^2)d1^81d2^145 + (4 + 2a + 4a^2)d1^82d2^145 + (3 + 0a + 2a^2)d1^83d2^145 + (0 + 4a + 0a^2)d1^84d2^145 + (0 + 2a + 3a^2)d1^85d2^145 + (0 + 0a + 3a^2)d1^86d2^145 + (2 + 1a + 1a^2)d1^87d2^145 + (4 + 0a + 0a^2)d1^88d2^145 + (4 + 3a + 1a^2)d1^89d2^145 + (3 + 3a + 2a^2)d1^90d2^145 + (0 + 3a + 1a^2)d1^91d2^145 + (3 + 3a + 3a^2)d1^92d2^145 + (2 + 4a + 4a^2)d1^93d2^145 + (1 + 2a + 4a^2)d1^94d2^145 + (4 + 0a + 4a^2)d1^95d2^145 + (0 + 4a + 3a^2)d1^96d2^145 + (0 + 2a + 4a^2)d1^97d2^145 + (4 + 1a + 1a^2)d1^98d2^145 + (2 + 0a + 4a^2)d1^99d2^145 + (2 + 4a + 1a^2)d1^100d2^145 + (3 + 4a + 4a^2)d1^101d2^145 + (1 + 0a + 4a^2)d1^102d2^145 + (1 + 3a + 0a^2)d1^103d2^145 + (4 + 4a + 1a^2)d1^104d2^145 + (4 + 2a + 0a^2)d1^105d2^145 + (2 + 1a + 0a^2)d1^106d2^145 + (2 + 2a + 3a^2)d1^107d2^145 + (4 + 1a + 0a^2)d1^108d2^145 + (2 + 4a + 1a^2)d1^109d2^145 + (2 + 4a + 3a^2)d1^110d2^145 + (0 + 2a + 4a^2)d1^111d2^145 + (2 + 0a + 1a^2)d1^112d2^145 + (3 + 2a + 1a^2)d1^113d2^145 + (0 + 2a + 0a^2)d1^114d2^145 + (1 + 3a + 0a^2)d1^115d2^145 + (3 + 3a + 4a^2)d1^116d2^145 + (0 + 3a + 1a^2)d1^117d2^145 + (3 + 3a + 3a^2)d1^118d2^145 + (2 + 1a + 1a^2)d1^119d2^145 + (3 + 3a + 2a^2)d1^120d2^145 + (3 + 2a + 0a^2)d1^121d2^145 + (3 + 4a + 4a^2)d1^122d2^145 + (0 + 4a + 1a^2)d1^123d2^145 + (1 + 2a + 1a^2)d1^124d2^145 + (3 + 4a + 3a^2)d1^125d2^145 + (3 + 3a + 3a^2)d1^126d2^145 + (2 + 4a + 3a^2)d1^127d2^145 + (4 + 2a + 2a^2)d1^128d2^145 + (2 + 1a + 4a^2)d1^129d2^145 + (0 + 3a + 1a^2)d1^130d2^145 + (4 + 2a + 1a^2)d1^131d2^145 + (3 + 2a + 1a^2)d1^132d2^145 + (2 + 3a + 3a^2)d1^133d2^145 + (2 + 4a + 0a^2)d1^134d2^145 + (0 + 3a + 2a^2)d1^135d2^145 + (3 + 0a + 3a^2)d1^136d2^145 + (1 + 1a + 3a^2)d1^137d2^145 + (3 + 3a + 1a^2)d1^138d2^145 + (2 + 3a + 2a^2)d1^139d2^145 + (1 + 1a + 2a^2)d1^140d2^145 + (2 + 3a + 4a^2)d1^141d2^145 + (4 + 4a + 4a^2)d1^142d2^145 + (0 + 0a + 4a^2)d1^143d2^145 + (3 + 3a + 1a^2)d1^144d2^145 + (3 + 4a + 2a^2)d1^145d2^145 + (4 + 3a + 0a^2)d1^146d2^145 + (4 + 1a + 1a^2)d1^147d2^145 + (0 + 3a + 1a^2)d1^148d2^145 + (3 + 4a + 2a^2)d1^149d2^145 + (0 + 3a + 4a^2)d1^150d2^145 + (0 + 1a + 3a^2)d1^151d2^145 + (2 + 3a + 0a^2)d1^152d2^145 + (0 + 2a + 0a^2)d1^153d2^145 + (0 + 2a + 3a^2)d1^154d2^145 + (4 + 3a + 2a^2)d1^155d2^145 + (3 + 4a + 3a^2)d1^156d2^145 + (4 + 4a + 0a^2)d1^157d2^145 + (2 + 4a + 4a^2)d1^158d2^145 + (3 + 3a + 3a^2)d1^159d2^145 + (2 + 1a + 2a^2)d1^160d2^145 + (3 + 1a + 4a^2)d1^161d2^145 + (0 + 4a + 4a^2)d1^162d2^145 + (0 + 0a + 1a^2)d1^163d2^145 + (2 + 1a + 0a^2)d1^164d2^145 + (3 + 0a + 2a^2)d1^165d2^145 + (0 + 1a + 3a^2)d1^166d2^145 + (0 + 2a + 2a^2)d1^167d2^145 + (4 + 2a + 0a^2)d1^168d2^145 + (4 + 1a + 2a^2)d1^169d2^145 + (1 + 0a + 2a^2)d1^170d2^145 + (2 + 1a + 3a^2)d1^171d2^145 + (4 + 0a + 4a^2)d1^172d2^145 + (3 + 3a + 0a^2)d1^173d2^145 + (4 + 2a + 3a^2)d1^174d2^145 + (4 + 4a + 4a^2)d1^175d2^145 + (3 + 2a + 1a^2)d1^176d2^145 + (2 + 0a + 0a^2)d1^177d2^145 + (4 + 1a + 0a^2)d1^178d2^145 + (2 + 0a + 4a^2)d1^179d2^145 + (2 + 3a + 1a^2)d1^180d2^145 + (0 + 2a + 3a^2)d1^181d2^145 + (0 + 1a + 4a^2)d1^182d2^145 + (3 + 2a + 4a^2)d1^183d2^145 + (4 + 0a + 0a^2)d1^184d2^145 + (1 + 1a + 3a^2)d1^185d2^145 + (2 + 0a + 4a^2)d1^186d2^145 + (2 + 1a + 4a^2)d1^187d2^145 + (3 + 4a + 1a^2)d1^188d2^145 + (3 + 4a + 1a^2)d1^189d2^145 + (0 + 3a + 3a^2)d1^190d2^145 + (3 + 3a + 0a^2)d1^191d2^145 + (0 + 3a + 4a^2)d1^192d2^145 + (3 + 1a + 2a^2)d1^193d2^145 + (2 + 0a + 3a^2)d1^194d2^145 + (0 + 3a + 2a^2)d1^195d2^145 + (1 + 4a + 0a^2)d1^196d2^145 + (4 + 3a + 4a^2)d1^197d2^145 + (4 + 4a + 2a^2)d1^198d2^145 + (2 + 1a + 3a^2)d1^199d2^145 + (1 + 4a + 2a^2)d1^200d2^145 + (3 + 1a + 3a^2)d1^201d2^145 + (3 + 2a + 0a^2)d1^202d2^145 + (2 + 3a + 0a^2)d1^203d2^145 + (1 + 1a + 1a^2)d1^204d2^145 + (0 + 4a + 3a^2)d1^205d2^145 + (0 + 2a + 0a^2)d1^206d2^145 + (1 + 0a + 1a^2)d1^207d2^145 + (4 + 2a + 2a^2)d1^208d2^145 + (0 + 3a + 1a^2)d1^209d2^145 + (4 + 2a + 1a^2)d1^210d2^145 + (0 + 1a + 4a^2)d1^211d2^145 + (0 + 1a + 3a^2)d1^212d2^145 + (3 + 0a + 2a^2)d1^213d2^145 + (4 + 4a + 2a^2)d1^214d2^145 + (0 + 1a + 0a^2)d1^216d2^145 + (3 + 0a + 0a^2)d1^217d2^145 + (4 + 1a + 0a^2)d1^218d2^145 + (0 + 3a + 1a^2)d1^219d2^145 + (2 + 4a + 4a^2)d1^220d2^145 + (2 + 0a + 0a^2)d1^221d2^145 + (1 + 4a + 2a^2)d1^222d2^145 + (1 + 0a + 0a^2)d1^223d2^145 + (1 + 0a + 3a^2)d1^224d2^145 + (3 + 3a + 1a^2)d1^225d2^145 + (2 + 4a + 3a^2)d1^226d2^145 + (2 + 2a + 4a^2)d1^227d2^145 + (2 + 1a + 4a^2)d1^228d2^145 + (1 + 3a + 0a^2)d1^229d2^145 + (1 + 2a + 2a^2)d1^230d2^145 + (4 + 3a + 1a^2)d1^231d2^145 + (3 + 4a + 3a^2)d1^232d2^145 + (2 + 4a + 0a^2)d1^233d2^145 + (2 + 1a + 1a^2)d1^234d2^145 + (2 + 0a + 4a^2)d1^235d2^145 + (2 + 0a + 1a^2)d1^236d2^145 + (1 + 4a + 2a^2)d1^237d2^145 + (2 + 2a + 4a^2)d1^238d2^145 + (4 + 2a + 3a^2)d1^239d2^145 + (1 + 3a + 0a^2)d1^240d2^145 + (3 + 4a + 1a^2)d1^241d2^145 + (1 + 3a + 0a^2)d1^242d2^145 + (1 + 1a + 0a^2)d1^243d2^145 + (4 + 0a + 4a^2)d1^244d2^145 + (4 + 2a + 3a^2)d1^245d2^145 + (3 + 3a + 3a^2)d1^246d2^145 + (1 + 2a + 0a^2)d1^247d2^145 + (0 + 0a + 3a^2)d1^248d2^145 + (0 + 2a + 4a^2)d1^249d2^145 + (1 + 0a + 0a^2)d1^250d2^145 + (1 + 1a + 0a^2)d1^251d2^145 + (4 + 2a + 4a^2)d1^252d2^145 + (3 + 3a + 2a^2)d1^253d2^145 + (3 + 2a + 3a^2)d1^254d2^145 + (0 + 4a + 3a^2)d1^255d2^145 + (2 + 1a + 3a^2)d1^256d2^145 + (2 + 4a + 0a^2)d1^257d2^145 + (3 + 3a + 2a^2)d1^258d2^145 + (2 + 4a + 2a^2)d1^259d2^145 + (4 + 4a + 4a^2)d1^260d2^145 + (0 + 3a + 1a^2)d1^261d2^145 + (4 + 4a + 1a^2)d1^262d2^145 + (0 + 0a + 3a^2)d1^263d2^145 + (2 + 2a + 2a^2)d1^264d2^145 + (3 + 3a + 0a^2)d1^265d2^145 + (4 + 1a + 3a^2)d1^266d2^145 + (2 + 1a + 3a^2)d1^267d2^145 + (2 + 0a + 2a^2)d1^268d2^145 + (0 + 0a + 2a^2)d1^269d2^145 + (1 + 4a + 4a^2)d1^270d2^145 + (0 + 1a + 4a^2)d1^271d2^145 + (2 + 4a + 0a^2)d1^272d2^145 + (2 + 0a + 1a^2)d1^273d2^145 + (2 + 0a + 2a^2)d1^274d2^145 + (1 + 0a + 1a^2)d1^275d2^145 + (4 + 4a + 0a^2)d1^276d2^145 + (3 + 2a + 0a^2)d1^277d2^145 + (2 + 0a + 3a^2)d1^278d2^145 + (3 + 0a + 4a^2)d1^279d2^145 + (2 + 0a + 3a^2)d1^280d2^145 + (4 + 0a + 2a^2)d1^281d2^145 + (0 + 0a + 4a^2)d1^282d2^145 + (4 + 0a + 3a^2)d1^283d2^145 + (3 + 1a + 4a^2)d1^284d2^145 + (2 + 4a + 0a^2)d1^285d2^145 + (4 + 1a + 4a^2)d1^286d2^145 + (1 + 2a + 1a^2)d1^287d2^145 + (3 + 3a + 1a^2)d1^288d2^145 + (2 + 1a + 1a^2)d1^289d2^145 + (3 + 0a + 4a^2)d1^290d2^145 + (3 + 0a + 0a^2)d1^291d2^145 + (0 + 1a + 4a^2)d1^292d2^145 + (4 + 3a + 3a^2)d1^293d2^145 + (0 + 4a + 4a^2)d2^146 + (4 + 0a + 0a^2)d1^1d2^146 + (4 + 3a + 4a^2)d1^2d2^146 + (3 + 0a + 4a^2)d1^3d2^146 + (3 + 0a + 0a^2)d1^4d2^146 + (0 + 1a + 0a^2)d1^5d2^146 + (2 + 3a + 3a^2)d1^6d2^146 + (0 + 3a + 3a^2)d1^7d2^146 + (1 + 3a + 2a^2)d1^8d2^146 + (3 + 3a + 1a^2)d1^9d2^146 + (3 + 2a + 4a^2)d1^10d2^146 + (4 + 1a + 0a^2)d1^11d2^146 + (3 + 4a + 4a^2)d1^12d2^146 + (4 + 3a + 3a^2)d1^13d2^146 + (0 + 0a + 4a^2)d1^14d2^146 + (4 + 2a + 2a^2)d1^15d2^146 + (0 + 1a + 3a^2)d1^16d2^146 + (1 + 2a + 2a^2)d1^17d2^146 + (2 + 0a + 2a^2)d1^18d2^146 + (0 + 2a + 0a^2)d1^19d2^146 + (0 + 1a + 1a^2)d1^20d2^146 + (0 + 1a + 3a^2)d1^21d2^146 + (2 + 2a + 0a^2)d1^22d2^146 + (4 + 4a + 3a^2)d1^23d2^146 + (0 + 2a + 0a^2)d1^24d2^146 + (3 + 3a + 0a^2)d1^25d2^146 + (2 + 1a + 0a^2)d1^26d2^146 + (4 + 4a + 4a^2)d1^27d2^146 + (3 + 4a + 1a^2)d1^28d2^146 + (1 + 4a + 1a^2)d1^29d2^146 + (2 + 1a + 0a^2)d1^30d2^146 + (0 + 4a + 3a^2)d1^31d2^146 + (3 + 0a + 0a^2)d1^32d2^146 + (2 + 3a + 3a^2)d1^33d2^146 + (4 + 1a + 1a^2)d1^34d2^146 + (2 + 2a + 4a^2)d1^35d2^146 + (1 + 2a + 2a^2)d1^36d2^146 + (4 + 0a + 4a^2)d1^37d2^146 + (2 + 2a + 2a^2)d1^38d2^146 + (1 + 1a + 0a^2)d1^39d2^146 + (4 + 0a + 1a^2)d1^40d2^146 + (2 + 2a + 0a^2)d1^41d2^146 + (4 + 1a + 3a^2)d1^42d2^146 + (2 + 1a + 4a^2)d1^43d2^146 + (4 + 4a + 1a^2)d1^44d2^146 + (1 + 1a + 0a^2)d1^45d2^146 + (1 + 4a + 2a^2)d1^46d2^146 + (0 + 3a + 4a^2)d1^47d2^146 + (2 + 2a + 2a^2)d1^48d2^146 + (4 + 3a + 0a^2)d1^49d2^146 + (4 + 2a + 2a^2)d1^50d2^146 + (3 + 2a + 1a^2)d1^51d2^146 + (0 + 3a + 2a^2)d1^52d2^146 + (2 + 4a + 1a^2)d1^53d2^146 + (1 + 0a + 2a^2)d1^54d2^146 + (0 + 4a + 0a^2)d1^55d2^146 + (2 + 0a + 1a^2)d1^56d2^146 + (0 + 4a + 1a^2)d1^57d2^146 + (3 + 3a + 3a^2)d1^58d2^146 + (1 + 1a + 4a^2)d1^59d2^146 + (1 + 1a + 0a^2)d1^60d2^146 + (1 + 4a + 2a^2)d1^61d2^146 + (3 + 1a + 2a^2)d1^62d2^146 + (3 + 0a + 0a^2)d1^63d2^146 + (2 + 0a + 4a^2)d1^64d2^146 + (0 + 0a + 1a^2)d1^65d2^146 + (0 + 4a + 3a^2)d1^66d2^146 + (4 + 4a + 3a^2)d1^67d2^146 + (2 + 4a + 4a^2)d1^68d2^146 + (3 + 0a + 2a^2)d1^69d2^146 + (0 + 1a + 0a^2)d1^70d2^146 + (4 + 0a + 0a^2)d1^71d2^146 + (4 + 0a + 3a^2)d1^72d2^146 + (2 + 0a + 2a^2)d1^73d2^146 + (3 + 0a + 0a^2)d1^74d2^146 + (1 + 1a + 2a^2)d1^75d2^146 + (0 + 1a + 0a^2)d1^76d2^146 + (3 + 3a + 0a^2)d1^77d2^146 + (3 + 2a + 1a^2)d1^78d2^146 + (2 + 1a + 3a^2)d1^79d2^146 + (1 + 4a + 0a^2)d1^80d2^146 + (0 + 1a + 0a^2)d1^81d2^146 + (2 + 4a + 2a^2)d1^82d2^146 + (1 + 3a + 2a^2)d1^83d2^146 + (0 + 3a + 3a^2)d1^84d2^146 + (3 + 1a + 2a^2)d1^85d2^146 + (1 + 2a + 0a^2)d1^86d2^146 + (1 + 4a + 0a^2)d1^88d2^146 + (1 + 2a + 2a^2)d1^89d2^146 + (4 + 1a + 4a^2)d1^90d2^146 + (4 + 2a + 4a^2)d1^91d2^146 + (2 + 1a + 3a^2)d1^92d2^146 + (4 + 2a + 0a^2)d1^93d2^146 + (3 + 0a + 3a^2)d1^94d2^146 + (0 + 3a + 2a^2)d1^95d2^146 + (4 + 2a + 2a^2)d1^96d2^146 + (1 + 1a + 3a^2)d1^97d2^146 + (1 + 3a + 1a^2)d1^98d2^146 + (0 + 1a + 4a^2)d1^99d2^146 + (0 + 4a + 4a^2)d1^100d2^146 + (2 + 3a + 2a^2)d1^101d2^146 + (4 + 1a + 2a^2)d1^102d2^146 + (1 + 0a + 2a^2)d1^103d2^146 + (2 + 4a + 1a^2)d1^104d2^146 + (3 + 2a + 0a^2)d1^105d2^146 + (1 + 1a + 2a^2)d1^106d2^146 + (3 + 4a + 0a^2)d1^107d2^146 + (4 + 4a + 1a^2)d1^108d2^146 + (0 + 2a + 1a^2)d1^109d2^146 + (3 + 3a + 2a^2)d1^110d2^146 + (4 + 0a + 1a^2)d1^111d2^146 + (4 + 1a + 2a^2)d1^112d2^146 + (4 + 3a + 1a^2)d1^113d2^146 + (3 + 2a + 2a^2)d1^114d2^146 + (0 + 3a + 4a^2)d1^115d2^146 + (1 + 3a + 3a^2)d1^116d2^146 + (4 + 1a + 0a^2)d1^117d2^146 + (0 + 0a + 2a^2)d1^118d2^146 + (0 + 3a + 3a^2)d1^119d2^146 + (4 + 4a + 3a^2)d1^120d2^146 + (1 + 3a + 2a^2)d1^121d2^146 + (2 + 2a + 3a^2)d1^122d2^146 + (2 + 1a + 0a^2)d1^123d2^146 + (1 + 0a + 0a^2)d1^124d2^146 + (0 + 3a + 4a^2)d1^125d2^146 + (0 + 2a + 3a^2)d1^126d2^146 + (2 + 1a + 0a^2)d1^127d2^146 + (4 + 1a + 1a^2)d1^128d2^146 + (2 + 0a + 0a^2)d1^129d2^146 + (3 + 4a + 4a^2)d1^130d2^146 + (3 + 3a + 1a^2)d1^131d2^146 + (1 + 2a + 4a^2)d1^132d2^146 + (2 + 2a + 2a^2)d1^133d2^146 + (3 + 1a + 0a^2)d1^134d2^146 + (1 + 0a + 0a^2)d1^135d2^146 + (1 + 4a + 2a^2)d1^136d2^146 + (1 + 2a + 3a^2)d1^137d2^146 + (0 + 2a + 4a^2)d1^138d2^146 + (1 + 1a + 2a^2)d1^139d2^146 + (2 + 3a + 0a^2)d1^140d2^146 + (3 + 3a + 3a^2)d1^141d2^146 + (4 + 2a + 3a^2)d1^142d2^146 + (4 + 1a + 4a^2)d1^143d2^146 + (3 + 4a + 4a^2)d1^144d2^146 + (0 + 1a + 1a^2)d1^145d2^146 + (4 + 2a + 2a^2)d1^146d2^146 + (0 + 2a + 1a^2)d1^147d2^146 + (2 + 0a + 2a^2)d1^148d2^146 + (0 + 3a + 0a^2)d1^149d2^146 + (0 + 1a + 3a^2)d1^150d2^146 + (1 + 4a + 0a^2)d1^151d2^146 + (1 + 2a + 1a^2)d1^152d2^146 + (4 + 2a + 2a^2)d1^153d2^146 + (1 + 1a + 1a^2)d1^154d2^146 + (4 + 3a + 0a^2)d1^155d2^146 + (0 + 1a + 0a^2)d1^156d2^146 + (2 + 0a + 2a^2)d1^157d2^146 + (1 + 4a + 1a^2)d1^158d2^146 + (3 + 0a + 1a^2)d1^159d2^146 + (0 + 3a + 3a^2)d1^160d2^146 + (0 + 1a + 1a^2)d1^161d2^146 + (1 + 2a + 2a^2)d1^162d2^146 + (3 + 4a + 4a^2)d1^163d2^146 + (1 + 2a + 0a^2)d1^164d2^146 + (2 + 0a + 2a^2)d1^165d2^146 + (1 + 2a + 2a^2)d1^166d2^146 + (3 + 1a + 1a^2)d1^167d2^146 + (2 + 4a + 4a^2)d1^168d2^146 + (0 + 1a + 3a^2)d1^169d2^146 + (4 + 2a + 0a^2)d1^170d2^146 + (1 + 3a + 1a^2)d1^171d2^146 + (0 + 1a + 0a^2)d1^172d2^146 + (3 + 4a + 2a^2)d1^173d2^146 + (3 + 4a + 4a^2)d1^174d2^146 + (2 + 0a + 2a^2)d1^175d2^146 + (4 + 2a + 4a^2)d1^176d2^146 + (2 + 2a + 3a^2)d1^177d2^146 + (2 + 3a + 3a^2)d1^178d2^146 + (4 + 1a + 1a^2)d1^179d2^146 + (2 + 2a + 3a^2)d1^180d2^146 + (4 + 2a + 4a^2)d1^181d2^146 + (3 + 2a + 3a^2)d1^182d2^146 + (0 + 0a + 1a^2)d1^183d2^146 + (4 + 2a + 2a^2)d1^184d2^146 + (2 + 1a + 2a^2)d1^185d2^146 + (2 + 2a + 3a^2)d1^186d2^146 + (1 + 0a + 3a^2)d1^187d2^146 + (0 + 1a + 3a^2)d1^188d2^146 + (4 + 4a + 1a^2)d1^189d2^146 + (2 + 0a + 4a^2)d1^190d2^146 + (3 + 3a + 0a^2)d1^191d2^146 + (3 + 3a + 2a^2)d1^192d2^146 + (1 + 4a + 4a^2)d1^193d2^146 + (4 + 3a + 0a^2)d1^194d2^146 + (3 + 4a + 4a^2)d1^196d2^146 + (4 + 0a + 0a^2)d1^197d2^146 + (0 + 1a + 3a^2)d1^198d2^146 + (4 + 2a + 4a^2)d1^199d2^146 + (0 + 3a + 2a^2)d1^200d2^146 + (2 + 3a + 3a^2)d1^202d2^146 + (0 + 4a + 3a^2)d1^203d2^146 + (0 + 4a + 0a^2)d1^204d2^146 + (1 + 0a + 1a^2)d1^205d2^146 + (0 + 2a + 4a^2)d1^206d2^146 + (4 + 0a + 3a^2)d1^207d2^146 + (4 + 4a + 4a^2)d1^208d2^146 + (0 + 0a + 3a^2)d1^209d2^146 + (4 + 3a + 1a^2)d1^210d2^146 + (2 + 2a + 4a^2)d1^211d2^146 + (3 + 3a + 4a^2)d1^212d2^146 + (2 + 1a + 4a^2)d1^213d2^146 + (3 + 0a + 1a^2)d1^214d2^146 + (4 + 4a + 0a^2)d1^215d2^146 + (2 + 1a + 1a^2)d1^216d2^146 + (2 + 2a + 0a^2)d1^217d2^146 + (0 + 0a + 3a^2)d1^218d2^146 + (2 + 4a + 3a^2)d1^219d2^146 + (2 + 3a + 3a^2)d1^220d2^146 + (2 + 1a + 2a^2)d1^221d2^146 + (4 + 0a + 0a^2)d1^222d2^146 + (4 + 0a + 4a^2)d1^223d2^146 + (2 + 4a + 2a^2)d1^224d2^146 + (1 + 4a + 1a^2)d1^225d2^146 + (2 + 1a + 0a^2)d1^226d2^146 + (1 + 0a + 0a^2)d1^227d2^146 + (0 + 1a + 3a^2)d1^228d2^146 + (2 + 2a + 1a^2)d1^229d2^146 + (0 + 0a + 3a^2)d1^230d2^146 + (4 + 2a + 2a^2)d1^231d2^146 + (4 + 3a + 3a^2)d1^232d2^146 + (4 + 2a + 4a^2)d1^233d2^146 + (1 + 2a + 4a^2)d1^234d2^146 + (1 + 3a + 0a^2)d1^235d2^146 + (4 + 2a + 3a^2)d1^236d2^146 + (4 + 2a + 3a^2)d1^237d2^146 + (0 + 2a + 3a^2)d1^238d2^146 + (1 + 3a + 2a^2)d1^239d2^146 + (1 + 2a + 0a^2)d1^240d2^146 + (3 + 2a + 0a^2)d1^241d2^146 + (0 + 3a + 3a^2)d1^242d2^146 + (1 + 2a + 0a^2)d1^243d2^146 + (0 + 4a + 0a^2)d1^244d2^146 + (2 + 2a + 3a^2)d1^245d2^146 + (3 + 0a + 0a^2)d1^246d2^146 + (0 + 4a + 3a^2)d1^247d2^146 + (1 + 3a + 2a^2)d1^248d2^146 + (4 + 1a + 3a^2)d1^249d2^146 + (4 + 2a + 2a^2)d1^250d2^146 + (4 + 3a + 1a^2)d1^251d2^146 + (4 + 1a + 4a^2)d1^252d2^146 + (0 + 1a + 1a^2)d1^253d2^146 + (2 + 0a + 4a^2)d1^254d2^146 + (0 + 3a + 4a^2)d1^255d2^146 + (1 + 2a + 2a^2)d1^256d2^146 + (3 + 4a + 4a^2)d1^257d2^146 + (1 + 4a + 3a^2)d1^258d2^146 + (0 + 1a + 1a^2)d1^259d2^146 + (1 + 1a + 0a^2)d1^260d2^146 + (1 + 1a + 3a^2)d1^261d2^146 + (0 + 2a + 0a^2)d1^262d2^146 + (0 + 2a + 1a^2)d1^263d2^146 + (4 + 3a + 2a^2)d1^264d2^146 + (2 + 3a + 0a^2)d1^265d2^146 + (4 + 1a + 3a^2)d1^266d2^146 + (3 + 0a + 2a^2)d1^267d2^146 + (4 + 1a + 3a^2)d1^268d2^146 + (2 + 1a + 4a^2)d1^269d2^146 + (3 + 0a + 3a^2)d1^270d2^146 + (0 + 1a + 1a^2)d1^271d2^146 + (1 + 2a + 1a^2)d1^272d2^146 + (3 + 0a + 2a^2)d1^273d2^146 + (3 + 2a + 3a^2)d1^274d2^146 + (0 + 1a + 2a^2)d1^275d2^146 + (1 + 3a + 3a^2)d1^276d2^146 + (3 + 2a + 3a^2)d1^277d2^146 + (2 + 0a + 1a^2)d1^278d2^146 + (3 + 0a + 1a^2)d1^279d2^146 + (3 + 4a + 3a^2)d1^280d2^146 + (2 + 0a + 4a^2)d1^281d2^146 + (3 + 4a + 2a^2)d1^282d2^146 + (2 + 0a + 2a^2)d1^283d2^146 + (1 + 4a + 0a^2)d1^284d2^146 + (3 + 2a + 0a^2)d1^285d2^146 + (0 + 3a + 0a^2)d1^286d2^146 + (3 + 0a + 0a^2)d1^287d2^146 + (4 + 1a + 1a^2)d1^288d2^146 + (4 + 4a + 0a^2)d1^289d2^146 + (2 + 2a + 0a^2)d1^290d2^146 + (2 + 2a + 4a^2)d1^291d2^146 + (1 + 3a + 2a^2)d1^292d2^146 + (0 + 0a + 4a^2)d1^293d2^146 + (2 + 4a + 3a^2)d2^147 + (1 + 1a + 0a^2)d1^1d2^147 + (0 + 1a + 0a^2)d1^2d2^147 + (2 + 4a + 1a^2)d1^3d2^147 + (4 + 1a + 3a^2)d1^4d2^147 + (4 + 4a + 1a^2)d1^5d2^147 + (4 + 0a + 2a^2)d1^6d2^147 + (0 + 0a + 2a^2)d1^7d2^147 + (1 + 2a + 0a^2)d1^8d2^147 + (3 + 0a + 2a^2)d1^9d2^147 + (4 + 3a + 1a^2)d1^10d2^147 + (4 + 2a + 3a^2)d1^11d2^147 + (3 + 2a + 0a^2)d1^12d2^147 + (0 + 4a + 4a^2)d1^13d2^147 + (1 + 0a + 3a^2)d1^14d2^147 + (4 + 0a + 3a^2)d1^15d2^147 + (0 + 1a + 2a^2)d1^16d2^147 + (0 + 4a + 2a^2)d1^17d2^147 + (2 + 1a + 1a^2)d1^18d2^147 + (3 + 0a + 1a^2)d1^19d2^147 + (1 + 0a + 3a^2)d1^20d2^147 + (0 + 3a + 2a^2)d1^21d2^147 + (3 + 0a + 2a^2)d1^22d2^147 + (0 + 2a + 0a^2)d1^23d2^147 + (1 + 4a + 1a^2)d1^24d2^147 + (3 + 3a + 2a^2)d1^25d2^147 + (2 + 3a + 1a^2)d1^26d2^147 + (2 + 4a + 1a^2)d1^27d2^147 + (0 + 0a + 1a^2)d1^28d2^147 + (0 + 3a + 4a^2)d1^29d2^147 + (2 + 0a + 0a^2)d1^30d2^147 + (1 + 2a + 0a^2)d1^31d2^147 + (3 + 4a + 2a^2)d1^32d2^147 + (1 + 2a + 4a^2)d1^33d2^147 + (3 + 3a + 4a^2)d1^34d2^147 + (0 + 0a + 1a^2)d1^35d2^147 + (4 + 1a + 0a^2)d1^36d2^147 + (4 + 0a + 0a^2)d1^37d2^147 + (1 + 2a + 2a^2)d1^38d2^147 + (2 + 3a + 3a^2)d1^39d2^147 + (3 + 0a + 0a^2)d1^40d2^147 + (1 + 2a + 0a^2)d1^41d2^147 + (3 + 2a + 2a^2)d1^42d2^147 + (1 + 3a + 2a^2)d1^43d2^147 + (3 + 4a + 4a^2)d1^44d2^147 + (3 + 3a + 0a^2)d1^45d2^147 + (2 + 4a + 3a^2)d1^46d2^147 + (3 + 2a + 2a^2)d1^47d2^147 + (2 + 1a + 1a^2)d1^48d2^147 + (3 + 4a + 3a^2)d1^49d2^147 + (2 + 4a + 0a^2)d1^50d2^147 + (3 + 1a + 1a^2)d1^51d2^147 + (2 + 3a + 0a^2)d1^52d2^147 + (0 + 3a + 4a^2)d1^53d2^147 + (1 + 2a + 4a^2)d1^54d2^147 + (1 + 3a + 0a^2)d1^55d2^147 + (1 + 2a + 2a^2)d1^56d2^147 + (0 + 3a + 4a^2)d1^57d2^147 + (0 + 1a + 3a^2)d1^58d2^147 + (3 + 0a + 4a^2)d1^59d2^147 + (3 + 4a + 4a^2)d1^60d2^147 + (0 + 3a + 0a^2)d1^61d2^147 + (1 + 3a + 1a^2)d1^62d2^147 + (0 + 1a + 0a^2)d1^63d2^147 + (4 + 4a + 0a^2)d1^64d2^147 + (3 + 1a + 0a^2)d1^65d2^147 + (0 + 2a + 0a^2)d1^66d2^147 + (1 + 0a + 1a^2)d1^67d2^147 + (4 + 3a + 4a^2)d1^68d2^147 + (3 + 1a + 2a^2)d1^69d2^147 + (2 + 4a + 4a^2)d1^70d2^147 + (3 + 2a + 3a^2)d1^71d2^147 + (0 + 1a + 4a^2)d1^72d2^147 + (1 + 3a + 0a^2)d1^73d2^147 + (1 + 1a + 3a^2)d1^74d2^147 + (2 + 0a + 0a^2)d1^75d2^147 + (0 + 0a + 1a^2)d1^76d2^147 + (4 + 1a + 3a^2)d1^77d2^147 + (3 + 4a + 0a^2)d1^78d2^147 + (2 + 4a + 1a^2)d1^79d2^147 + (2 + 3a + 3a^2)d1^80d2^147 + (1 + 4a + 0a^2)d1^81d2^147 + (0 + 4a + 0a^2)d1^82d2^147 + (0 + 3a + 1a^2)d1^83d2^147 + (4 + 4a + 2a^2)d1^84d2^147 + (0 + 2a + 0a^2)d1^85d2^147 + (1 + 1a + 0a^2)d1^86d2^147 + (2 + 1a + 2a^2)d1^87d2^147 + (3 + 4a + 1a^2)d1^88d2^147 + (0 + 0a + 4a^2)d1^89d2^147 + (4 + 4a + 0a^2)d1^90d2^147 + (0 + 1a + 0a^2)d1^91d2^147 + (1 + 0a + 2a^2)d1^92d2^147 + (0 + 4a + 3a^2)d1^93d2^147 + (2 + 4a + 3a^2)d1^94d2^147 + (4 + 4a + 1a^2)d1^95d2^147 + (4 + 3a + 4a^2)d1^96d2^147 + (0 + 4a + 1a^2)d1^97d2^147 + (1 + 1a + 3a^2)d1^98d2^147 + (4 + 1a + 0a^2)d1^99d2^147 + (0 + 2a + 2a^2)d1^100d2^147 + (1 + 1a + 2a^2)d1^101d2^147 + (1 + 0a + 4a^2)d1^102d2^147 + (3 + 3a + 0a^2)d1^103d2^147 + (0 + 2a + 3a^2)d1^104d2^147 + (0 + 0a + 3a^2)d1^105d2^147 + (3 + 0a + 1a^2)d1^106d2^147 + (0 + 1a + 4a^2)d1^107d2^147 + (1 + 0a + 4a^2)d1^108d2^147 + (0 + 0a + 3a^2)d1^109d2^147 + (2 + 3a + 2a^2)d1^110d2^147 + (2 + 3a + 0a^2)d1^111d2^147 + (1 + 0a + 2a^2)d1^112d2^147 + (0 + 3a + 1a^2)d1^113d2^147 + (0 + 4a + 2a^2)d1^114d2^147 + (4 + 2a + 2a^2)d1^116d2^147 + (2 + 4a + 1a^2)d1^117d2^147 + (2 + 1a + 0a^2)d1^118d2^147 + (0 + 3a + 4a^2)d1^119d2^147 + (3 + 4a + 1a^2)d1^120d2^147 + (3 + 1a + 2a^2)d1^121d2^147 + (4 + 3a + 1a^2)d1^122d2^147 + (0 + 2a + 4a^2)d1^123d2^147 + (0 + 2a + 4a^2)d1^124d2^147 + (3 + 1a + 2a^2)d1^125d2^147 + (2 + 3a + 0a^2)d1^126d2^147 + (4 + 1a + 4a^2)d1^127d2^147 + (1 + 4a + 2a^2)d1^128d2^147 + (0 + 2a + 1a^2)d1^129d2^147 + (1 + 3a + 4a^2)d1^130d2^147 + (1 + 2a + 4a^2)d1^131d2^147 + (2 + 0a + 2a^2)d1^132d2^147 + (3 + 1a + 1a^2)d1^133d2^147 + (1 + 3a + 3a^2)d1^134d2^147 + (2 + 4a + 1a^2)d1^135d2^147 + (0 + 3a + 2a^2)d1^136d2^147 + (3 + 0a + 3a^2)d1^137d2^147 + (0 + 1a + 4a^2)d1^138d2^147 + (1 + 2a + 1a^2)d1^139d2^147 + (3 + 3a + 2a^2)d1^140d2^147 + (1 + 3a + 1a^2)d1^141d2^147 + (0 + 2a + 2a^2)d1^142d2^147 + (4 + 4a + 1a^2)d1^143d2^147 + (0 + 0a + 3a^2)d1^144d2^147 + (0 + 1a + 2a^2)d1^145d2^147 + (2 + 4a + 3a^2)d1^146d2^147 + (1 + 0a + 2a^2)d1^147d2^147 + (3 + 0a + 1a^2)d1^148d2^147 + (2 + 1a + 4a^2)d1^149d2^147 + (0 + 0a + 3a^2)d1^150d2^147 + (2 + 1a + 2a^2)d1^151d2^147 + (1 + 0a + 4a^2)d1^152d2^147 + (3 + 1a + 1a^2)d1^153d2^147 + (1 + 2a + 1a^2)d1^154d2^147 + (2 + 1a + 4a^2)d1^155d2^147 + (1 + 0a + 2a^2)d1^156d2^147 + (3 + 4a + 4a^2)d1^157d2^147 + (1 + 3a + 2a^2)d1^158d2^147 + (1 + 1a + 2a^2)d1^159d2^147 + (1 + 1a + 1a^2)d1^160d2^147 + (1 + 2a + 1a^2)d1^161d2^147 + (3 + 1a + 0a^2)d1^162d2^147 + (3 + 2a + 2a^2)d1^163d2^147 + (1 + 0a + 2a^2)d1^164d2^147 + (4 + 0a + 0a^2)d1^165d2^147 + (3 + 0a + 4a^2)d1^166d2^147 + (1 + 3a + 4a^2)d1^167d2^147 + (3 + 2a + 3a^2)d1^168d2^147 + (2 + 1a + 1a^2)d1^169d2^147 + (3 + 3a + 1a^2)d1^170d2^147 + (1 + 0a + 0a^2)d1^171d2^147 + (2 + 0a + 4a^2)d1^172d2^147 + (0 + 2a + 3a^2)d1^173d2^147 + (3 + 3a + 4a^2)d1^174d2^147 + (4 + 4a + 2a^2)d1^175d2^147 + (0 + 4a + 4a^2)d1^176d2^147 + (0 + 1a + 3a^2)d1^177d2^147 + (4 + 4a + 2a^2)d1^178d2^147 + (4 + 4a + 2a^2)d1^179d2^147 + (3 + 3a + 1a^2)d1^180d2^147 + (4 + 0a + 3a^2)d1^181d2^147 + (1 + 0a + 4a^2)d1^182d2^147 + (3 + 1a + 0a^2)d1^183d2^147 + (3 + 1a + 2a^2)d1^184d2^147 + (2 + 4a + 0a^2)d1^185d2^147 + (1 + 2a + 2a^2)d1^186d2^147 + (0 + 2a + 4a^2)d1^187d2^147 + (1 + 4a + 2a^2)d1^188d2^147 + (3 + 4a + 4a^2)d1^189d2^147 + (3 + 2a + 0a^2)d1^190d2^147 + (4 + 0a + 1a^2)d1^191d2^147 + (4 + 3a + 4a^2)d1^192d2^147 + (3 + 4a + 2a^2)d1^193d2^147 + (1 + 1a + 2a^2)d1^194d2^147 + (3 + 2a + 3a^2)d1^195d2^147 + (1 + 3a + 4a^2)d1^196d2^147 + (2 + 4a + 3a^2)d1^197d2^147 + (4 + 2a + 2a^2)d1^198d2^147 + (2 + 4a + 0a^2)d1^199d2^147 + (4 + 2a + 1a^2)d1^200d2^147 + (0 + 1a + 3a^2)d1^201d2^147 + (3 + 0a + 2a^2)d1^202d2^147 + (2 + 0a + 0a^2)d1^203d2^147 + (3 + 1a + 4a^2)d1^204d2^147 + (3 + 3a + 4a^2)d1^205d2^147 + (0 + 0a + 3a^2)d1^206d2^147 + (4 + 1a + 4a^2)d1^207d2^147 + (3 + 0a + 1a^2)d1^208d2^147 + (2 + 4a + 0a^2)d1^209d2^147 + (3 + 3a + 3a^2)d1^210d2^147 + (3 + 2a + 1a^2)d1^211d2^147 + (3 + 1a + 0a^2)d1^212d2^147 + (4 + 4a + 3a^2)d1^213d2^147 + (0 + 3a + 0a^2)d1^214d2^147 + (0 + 0a + 3a^2)d1^215d2^147 + (0 + 0a + 1a^2)d1^216d2^147 + (0 + 3a + 4a^2)d1^217d2^147 + (2 + 2a + 1a^2)d1^218d2^147 + (3 + 4a + 1a^2)d1^219d2^147 + (3 + 4a + 2a^2)d1^220d2^147 + (4 + 3a + 4a^2)d1^221d2^147 + (1 + 1a + 1a^2)d1^222d2^147 + (2 + 0a + 3a^2)d1^223d2^147 + (0 + 1a + 0a^2)d1^224d2^147 + (4 + 0a + 3a^2)d1^225d2^147 + (3 + 0a + 1a^2)d1^226d2^147 + (4 + 3a + 1a^2)d1^227d2^147 + (0 + 3a + 2a^2)d1^228d2^147 + (1 + 4a + 2a^2)d1^229d2^147 + (2 + 3a + 3a^2)d1^230d2^147 + (4 + 2a + 2a^2)d1^231d2^147 + (3 + 0a + 2a^2)d1^232d2^147 + (2 + 3a + 0a^2)d1^233d2^147 + (0 + 2a + 2a^2)d1^234d2^147 + (3 + 3a + 3a^2)d1^235d2^147 + (0 + 1a + 3a^2)d1^236d2^147 + (0 + 0a + 3a^2)d1^237d2^147 + (4 + 1a + 0a^2)d1^238d2^147 + (1 + 3a + 2a^2)d1^239d2^147 + (1 + 0a + 3a^2)d1^240d2^147 + (0 + 4a + 2a^2)d1^241d2^147 + (0 + 4a + 2a^2)d1^242d2^147 + (2 + 1a + 1a^2)d1^243d2^147 + (1 + 4a + 0a^2)d1^244d2^147 + (3 + 0a + 1a^2)d1^245d2^147 + (1 + 4a + 0a^2)d1^246d2^147 + (4 + 0a + 4a^2)d1^247d2^147 + (3 + 1a + 0a^2)d1^248d2^147 + (4 + 2a + 0a^2)d1^249d2^147 + (2 + 4a + 2a^2)d1^250d2^147 + (3 + 1a + 4a^2)d1^251d2^147 + (2 + 3a + 4a^2)d1^252d2^147 + (1 + 0a + 1a^2)d1^253d2^147 + (1 + 0a + 2a^2)d1^254d2^147 + (1 + 4a + 4a^2)d1^255d2^147 + (0 + 1a + 3a^2)d1^256d2^147 + (3 + 1a + 3a^2)d1^257d2^147 + (0 + 2a + 3a^2)d1^258d2^147 + (4 + 1a + 0a^2)d1^259d2^147 + (1 + 3a + 2a^2)d1^260d2^147 + (1 + 1a + 4a^2)d1^261d2^147 + (3 + 1a + 1a^2)d1^262d2^147 + (1 + 1a + 2a^2)d1^263d2^147 + (2 + 1a + 2a^2)d1^264d2^147 + (3 + 2a + 4a^2)d1^265d2^147 + (0 + 1a + 4a^2)d1^266d2^147 + (1 + 4a + 4a^2)d1^268d2^147 + (3 + 3a + 0a^2)d1^269d2^147 + (2 + 4a + 1a^2)d1^270d2^147 + (4 + 3a + 1a^2)d1^271d2^147 + (2 + 2a + 4a^2)d1^272d2^147 + (1 + 1a + 0a^2)d1^273d2^147 + (3 + 4a + 1a^2)d1^274d2^147 + (2 + 2a + 3a^2)d1^275d2^147 + (3 + 2a + 1a^2)d1^276d2^147 + (0 + 4a + 3a^2)d1^277d2^147 + (2 + 4a + 4a^2)d1^278d2^147 + (4 + 3a + 1a^2)d1^279d2^147 + (3 + 0a + 2a^2)d1^280d2^147 + (2 + 2a + 2a^2)d1^281d2^147 + (3 + 3a + 1a^2)d1^282d2^147 + (3 + 0a + 4a^2)d1^283d2^147 + (0 + 3a + 2a^2)d1^285d2^147 + (0 + 0a + 3a^2)d1^286d2^147 + (4 + 3a + 3a^2)d1^287d2^147 + (1 + 4a + 1a^2)d1^288d2^147 + (3 + 0a + 3a^2)d1^289d2^147 + (4 + 1a + 0a^2)d1^290d2^147 + (4 + 2a + 2a^2)d1^291d2^147 + (0 + 3a + 0a^2)d1^292d2^147 + (0 + 1a + 1a^2)d1^293d2^147 + (0 + 2a + 0a^2)d2^148 + (4 + 1a + 1a^2)d1^1d2^148 + (3 + 1a + 4a^2)d1^2d2^148 + (4 + 2a + 1a^2)d1^3d2^148 + (2 + 2a + 1a^2)d1^4d2^148 + (1 + 3a + 4a^2)d1^5d2^148 + (0 + 3a + 1a^2)d1^6d2^148 + (2 + 2a + 4a^2)d1^7d2^148 + (3 + 4a + 3a^2)d1^8d2^148 + (0 + 0a + 3a^2)d1^9d2^148 + (3 + 4a + 2a^2)d1^10d2^148 + (4 + 4a + 1a^2)d1^12d2^148 + (2 + 4a + 0a^2)d1^13d2^148 + (3 + 4a + 4a^2)d1^14d2^148 + (1 + 0a + 4a^2)d1^15d2^148 + (0 + 1a + 2a^2)d1^16d2^148 + (4 + 3a + 2a^2)d1^17d2^148 + (2 + 3a + 4a^2)d1^18d2^148 + (1 + 3a + 3a^2)d1^19d2^148 + (4 + 4a + 4a^2)d1^20d2^148 + (1 + 0a + 3a^2)d1^21d2^148 + (4 + 2a + 2a^2)d1^22d2^148 + (4 + 4a + 2a^2)d1^23d2^148 + (3 + 0a + 3a^2)d1^24d2^148 + (4 + 1a + 3a^2)d1^25d2^148 + (1 + 2a + 2a^2)d1^26d2^148 + (0 + 1a + 1a^2)d1^27d2^148 + (2 + 0a + 1a^2)d1^28d2^148 + (3 + 2a + 1a^2)d1^29d2^148 + (3 + 4a + 0a^2)d1^30d2^148 + (3 + 0a + 0a^2)d1^31d2^148 + (0 + 0a + 2a^2)d1^32d2^148 + (0 + 0a + 4a^2)d1^33d2^148 + (3 + 1a + 4a^2)d1^34d2^148 + (2 + 2a + 2a^2)d1^35d2^148 + (1 + 1a + 2a^2)d1^36d2^148 + (0 + 2a + 1a^2)d1^37d2^148 + (2 + 0a + 2a^2)d1^38d2^148 + (4 + 2a + 4a^2)d1^39d2^148 + (3 + 1a + 4a^2)d1^40d2^148 + (2 + 4a + 1a^2)d1^41d2^148 + (4 + 1a + 1a^2)d1^42d2^148 + (2 + 3a + 1a^2)d1^43d2^148 + (4 + 2a + 0a^2)d1^44d2^148 + (3 + 2a + 4a^2)d1^45d2^148 + (3 + 2a + 4a^2)d1^46d2^148 + (2 + 2a + 4a^2)d1^47d2^148 + (3 + 0a + 3a^2)d1^48d2^148 + (1 + 3a + 0a^2)d1^49d2^148 + (2 + 4a + 4a^2)d1^50d2^148 + (0 + 3a + 4a^2)d1^51d2^148 + (3 + 0a + 1a^2)d1^52d2^148 + (4 + 2a + 3a^2)d1^53d2^148 + (2 + 3a + 4a^2)d1^54d2^148 + (2 + 3a + 3a^2)d1^55d2^148 + (4 + 4a + 0a^2)d1^56d2^148 + (4 + 0a + 2a^2)d1^57d2^148 + (2 + 0a + 0a^2)d1^58d2^148 + (2 + 0a + 4a^2)d1^59d2^148 + (3 + 3a + 3a^2)d1^60d2^148 + (1 + 2a + 4a^2)d1^61d2^148 + (0 + 1a + 3a^2)d1^62d2^148 + (1 + 0a + 2a^2)d1^63d2^148 + (3 + 1a + 1a^2)d1^64d2^148 + (1 + 4a + 3a^2)d1^65d2^148 + (4 + 2a + 4a^2)d1^66d2^148 + (2 + 1a + 2a^2)d1^67d2^148 + (2 + 4a + 2a^2)d1^68d2^148 + (2 + 2a + 3a^2)d1^69d2^148 + (0 + 1a + 1a^2)d1^70d2^148 + (2 + 3a + 4a^2)d1^71d2^148 + (0 + 3a + 1a^2)d1^73d2^148 + (4 + 2a + 3a^2)d1^74d2^148 + (1 + 1a + 1a^2)d1^75d2^148 + (3 + 2a + 4a^2)d1^76d2^148 + (0 + 0a + 3a^2)d1^77d2^148 + (3 + 2a + 4a^2)d1^78d2^148 + (1 + 1a + 4a^2)d1^79d2^148 + (0 + 4a + 3a^2)d1^80d2^148 + (4 + 0a + 2a^2)d1^81d2^148 + (3 + 0a + 4a^2)d1^82d2^148 + (1 + 0a + 0a^2)d1^83d2^148 + (1 + 2a + 2a^2)d1^84d2^148 + (0 + 2a + 2a^2)d1^85d2^148 + (3 + 4a + 2a^2)d1^86d2^148 + (0 + 3a + 4a^2)d1^87d2^148 + (4 + 3a + 4a^2)d1^88d2^148 + (3 + 4a + 4a^2)d1^89d2^148 + (0 + 0a + 3a^2)d1^90d2^148 + (0 + 3a + 0a^2)d1^91d2^148 + (0 + 0a + 2a^2)d1^92d2^148 + (2 + 3a + 2a^2)d1^93d2^148 + (2 + 4a + 1a^2)d1^94d2^148 + (1 + 0a + 2a^2)d1^95d2^148 + (0 + 0a + 2a^2)d1^96d2^148 + (1 + 4a + 4a^2)d1^97d2^148 + (1 + 1a + 1a^2)d1^98d2^148 + (1 + 1a + 2a^2)d1^99d2^148 + (3 + 1a + 2a^2)d1^100d2^148 + (2 + 3a + 0a^2)d1^101d2^148 + (2 + 1a + 3a^2)d1^102d2^148 + (1 + 3a + 1a^2)d1^103d2^148 + (3 + 3a + 3a^2)d1^104d2^148 + (2 + 0a + 2a^2)d1^105d2^148 + (2 + 4a + 4a^2)d1^106d2^148 + (1 + 4a + 4a^2)d1^107d2^148 + (3 + 1a + 2a^2)d1^108d2^148 + (3 + 0a + 0a^2)d1^109d2^148 + (4 + 0a + 1a^2)d1^110d2^148 + (0 + 3a + 3a^2)d1^111d2^148 + (0 + 2a + 3a^2)d1^112d2^148 + (3 + 4a + 0a^2)d1^113d2^148 + (2 + 2a + 2a^2)d1^114d2^148 + (4 + 1a + 1a^2)d1^115d2^148 + (0 + 4a + 3a^2)d1^116d2^148 + (4 + 1a + 3a^2)d1^117d2^148 + (4 + 0a + 4a^2)d1^118d2^148 + (2 + 2a + 1a^2)d1^119d2^148 + (1 + 1a + 2a^2)d1^120d2^148 + (0 + 1a + 0a^2)d1^121d2^148 + (1 + 0a + 0a^2)d1^122d2^148 + (1 + 0a + 0a^2)d1^123d2^148 + (3 + 3a + 0a^2)d1^124d2^148 + (3 + 3a + 2a^2)d1^125d2^148 + (1 + 0a + 1a^2)d1^126d2^148 + (3 + 1a + 4a^2)d1^127d2^148 + (3 + 2a + 4a^2)d1^128d2^148 + (2 + 1a + 0a^2)d1^129d2^148 + (4 + 1a + 3a^2)d1^130d2^148 + (3 + 1a + 1a^2)d1^131d2^148 + (0 + 1a + 0a^2)d1^132d2^148 + (2 + 1a + 3a^2)d1^133d2^148 + (0 + 3a + 3a^2)d1^134d2^148 + (4 + 3a + 1a^2)d1^135d2^148 + (3 + 0a + 4a^2)d1^136d2^148 + (4 + 2a + 2a^2)d1^137d2^148 + (1 + 1a + 2a^2)d1^138d2^148 + (3 + 1a + 4a^2)d1^139d2^148 + (1 + 1a + 4a^2)d1^140d2^148 + (4 + 1a + 1a^2)d1^141d2^148 + (1 + 0a + 3a^2)d1^142d2^148 + (1 + 3a + 0a^2)d1^143d2^148 + (1 + 2a + 0a^2)d1^144d2^148 + (2 + 4a + 0a^2)d1^145d2^148 + (2 + 1a + 3a^2)d1^146d2^148 + (2 + 4a + 4a^2)d1^147d2^148 + (1 + 2a + 3a^2)d1^148d2^148 + (3 + 0a + 1a^2)d1^149d2^148 + (0 + 1a + 0a^2)d1^150d2^148 + (3 + 3a + 0a^2)d1^151d2^148 + (1 + 2a + 4a^2)d1^152d2^148 + (2 + 1a + 3a^2)d1^153d2^148 + (0 + 4a + 0a^2)d1^154d2^148 + (2 + 4a + 2a^2)d1^155d2^148 + (1 + 2a + 1a^2)d1^156d2^148 + (3 + 4a + 3a^2)d1^157d2^148 + (3 + 4a + 1a^2)d1^158d2^148 + (2 + 1a + 0a^2)d1^159d2^148 + (1 + 2a + 1a^2)d1^160d2^148 + (3 + 2a + 3a^2)d1^161d2^148 + (1 + 4a + 2a^2)d1^162d2^148 + (3 + 3a + 2a^2)d1^163d2^148 + (1 + 2a + 2a^2)d1^164d2^148 + (3 + 2a + 0a^2)d1^165d2^148 + (1 + 4a + 3a^2)d1^166d2^148 + (1 + 0a + 3a^2)d1^167d2^148 + (4 + 0a + 1a^2)d1^168d2^148 + (1 + 3a + 1a^2)d1^169d2^148 + (1 + 0a + 4a^2)d1^170d2^148 + (2 + 3a + 3a^2)d1^171d2^148 + (3 + 0a + 3a^2)d1^172d2^148 + (2 + 3a + 1a^2)d1^173d2^148 + (1 + 4a + 3a^2)d1^174d2^148 + (3 + 0a + 2a^2)d1^175d2^148 + (4 + 2a + 2a^2)d1^176d2^148 + (0 + 2a + 3a^2)d1^177d2^148 + (3 + 3a + 3a^2)d1^178d2^148 + (1 + 4a + 2a^2)d1^179d2^148 + (1 + 3a + 0a^2)d1^180d2^148 + (3 + 1a + 3a^2)d1^181d2^148 + (1 + 3a + 4a^2)d1^182d2^148 + (4 + 3a + 0a^2)d1^183d2^148 + (2 + 1a + 4a^2)d1^184d2^148 + (1 + 1a + 0a^2)d1^185d2^148 + (3 + 2a + 0a^2)d1^186d2^148 + (4 + 0a + 3a^2)d1^187d2^148 + (0 + 4a + 3a^2)d1^188d2^148 + (0 + 4a + 2a^2)d1^189d2^148 + (2 + 1a + 4a^2)d1^190d2^148 + (3 + 2a + 1a^2)d1^191d2^148 + (3 + 3a + 1a^2)d1^192d2^148 + (3 + 0a + 0a^2)d1^193d2^148 + (1 + 4a + 4a^2)d1^194d2^148 + (3 + 1a + 1a^2)d1^195d2^148 + (1 + 4a + 0a^2)d1^196d2^148 + (2 + 4a + 2a^2)d1^197d2^148 + (2 + 3a + 3a^2)d1^198d2^148 + (0 + 2a + 0a^2)d1^199d2^148 + (1 + 2a + 4a^2)d1^200d2^148 + (3 + 0a + 0a^2)d1^201d2^148 + (2 + 3a + 2a^2)d1^202d2^148 + (0 + 4a + 2a^2)d1^203d2^148 + (1 + 3a + 1a^2)d1^204d2^148 + (4 + 4a + 0a^2)d1^205d2^148 + (0 + 1a + 3a^2)d1^206d2^148 + (2 + 1a + 3a^2)d1^207d2^148 + (0 + 2a + 0a^2)d1^208d2^148 + (2 + 3a + 4a^2)d1^209d2^148 + (0 + 2a + 4a^2)d1^210d2^148 + (1 + 1a + 4a^2)d1^211d2^148 + (4 + 4a + 4a^2)d1^212d2^148 + (4 + 3a + 2a^2)d1^213d2^148 + (2 + 3a + 3a^2)d1^214d2^148 + (0 + 2a + 0a^2)d1^215d2^148 + (4 + 4a + 2a^2)d1^216d2^148 + (2 + 0a + 3a^2)d1^217d2^148 + (4 + 3a + 3a^2)d1^218d2^148 + (1 + 2a + 4a^2)d1^219d2^148 + (3 + 3a + 0a^2)d1^220d2^148 + (4 + 3a + 1a^2)d1^221d2^148 + (3 + 1a + 4a^2)d1^222d2^148 + (4 + 4a + 2a^2)d1^223d2^148 + (0 + 1a + 4a^2)d1^224d2^148 + (2 + 4a + 0a^2)d1^225d2^148 + (3 + 3a + 2a^2)d1^226d2^148 + (0 + 0a + 1a^2)d1^227d2^148 + (3 + 3a + 0a^2)d1^228d2^148 + (0 + 3a + 0a^2)d1^229d2^148 + (1 + 2a + 4a^2)d1^230d2^148 + (1 + 2a + 0a^2)d1^231d2^148 + (4 + 4a + 2a^2)d1^232d2^148 + (4 + 3a + 0a^2)d1^233d2^148 + (3 + 4a + 2a^2)d1^234d2^148 + (1 + 2a + 1a^2)d1^235d2^148 + (1 + 2a + 4a^2)d1^236d2^148 + (1 + 1a + 2a^2)d1^237d2^148 + (3 + 0a + 4a^2)d1^238d2^148 + (3 + 4a + 1a^2)d1^239d2^148 + (1 + 1a + 2a^2)d1^240d2^148 + (0 + 0a + 2a^2)d1^241d2^148 + (0 + 0a + 2a^2)d1^242d2^148 + (2 + 4a + 1a^2)d1^243d2^148 + (3 + 0a + 2a^2)d1^244d2^148 + (0 + 1a + 1a^2)d1^245d2^148 + (1 + 1a + 4a^2)d1^246d2^148 + (2 + 2a + 1a^2)d1^247d2^148 + (1 + 3a + 1a^2)d1^248d2^148 + (4 + 4a + 1a^2)d1^249d2^148 + (1 + 2a + 0a^2)d1^250d2^148 + (1 + 1a + 0a^2)d1^251d2^148 + (1 + 4a + 4a^2)d1^252d2^148 + (2 + 0a + 3a^2)d1^253d2^148 + (1 + 2a + 0a^2)d1^254d2^148 + (2 + 0a + 3a^2)d1^255d2^148 + (4 + 3a + 1a^2)d1^256d2^148 + (0 + 0a + 1a^2)d1^257d2^148 + (3 + 0a + 0a^2)d1^258d2^148 + (3 + 2a + 3a^2)d1^259d2^148 + (2 + 3a + 4a^2)d1^260d2^148 + (1 + 0a + 1a^2)d1^261d2^148 + (0 + 2a + 0a^2)d1^262d2^148 + (4 + 2a + 0a^2)d1^263d2^148 + (4 + 1a + 2a^2)d1^264d2^148 + (0 + 3a + 1a^2)d1^265d2^148 + (3 + 3a + 3a^2)d1^266d2^148 + (4 + 4a + 4a^2)d1^267d2^148 + (3 + 4a + 1a^2)d1^268d2^148 + (2 + 3a + 4a^2)d1^269d2^148 + (4 + 1a + 2a^2)d1^270d2^148 + (0 + 3a + 1a^2)d1^271d2^148 + (1 + 4a + 1a^2)d1^272d2^148 + (4 + 4a + 0a^2)d1^273d2^148 + (0 + 0a + 2a^2)d1^274d2^148 + (2 + 4a + 0a^2)d1^275d2^148 + (0 + 3a + 4a^2)d1^276d2^148 + (3 + 4a + 2a^2)d1^277d2^148 + (0 + 2a + 3a^2)d1^278d2^148 + (0 + 2a + 1a^2)d1^279d2^148 + (4 + 4a + 4a^2)d1^280d2^148 + (0 + 2a + 1a^2)d1^281d2^148 + (3 + 0a + 3a^2)d1^282d2^148 + (1 + 0a + 2a^2)d1^283d2^148 + (4 + 3a + 3a^2)d1^284d2^148 + (3 + 4a + 4a^2)d1^285d2^148 + (4 + 3a + 0a^2)d1^286d2^148 + (3 + 1a + 4a^2)d1^287d2^148 + (3 + 1a + 3a^2)d1^288d2^148 + (4 + 2a + 4a^2)d1^289d2^148 + (4 + 1a + 2a^2)d1^290d2^148 + (0 + 3a + 2a^2)d1^291d2^148 + (0 + 4a + 0a^2)d1^292d2^148 + (0 + 4a + 0a^2)d1^293d2^148 + (1 + 1a + 1a^2)d2^149 + (3 + 4a + 2a^2)d1^1d2^149 + (1 + 2a + 1a^2)d1^2d2^149 + (1 + 3a + 3a^2)d1^3d2^149 + (1 + 1a + 1a^2)d1^4d2^149 + (0 + 3a + 0a^2)d1^5d2^149 + (0 + 1a + 4a^2)d1^6d2^149 + (4 + 2a + 3a^2)d1^7d2^149 + (3 + 0a + 4a^2)d1^8d2^149 + (4 + 4a + 2a^2)d1^9d2^149 + (4 + 2a + 0a^2)d1^10d2^149 + (4 + 3a + 4a^2)d1^11d2^149 + (0 + 3a + 1a^2)d1^12d2^149 + (1 + 2a + 4a^2)d1^13d2^149 + (0 + 0a + 4a^2)d1^14d2^149 + (3 + 2a + 0a^2)d1^15d2^149 + (3 + 1a + 1a^2)d1^16d2^149 + (3 + 1a + 3a^2)d1^17d2^149 + (1 + 2a + 3a^2)d1^18d2^149 + (2 + 1a + 4a^2)d1^19d2^149 + (3 + 3a + 1a^2)d1^20d2^149 + (0 + 3a + 3a^2)d1^21d2^149 + (1 + 4a + 2a^2)d1^22d2^149 + (4 + 2a + 3a^2)d1^23d2^149 + (0 + 1a + 2a^2)d1^24d2^149 + (1 + 2a + 0a^2)d1^25d2^149 + (4 + 1a + 3a^2)d1^26d2^149 + (1 + 1a + 1a^2)d1^27d2^149 + (0 + 1a + 3a^2)d1^28d2^149 + (1 + 3a + 0a^2)d1^29d2^149 + (3 + 3a + 4a^2)d1^30d2^149 + (4 + 2a + 0a^2)d1^31d2^149 + (3 + 2a + 1a^2)d1^32d2^149 + (3 + 0a + 2a^2)d1^33d2^149 + (4 + 4a + 1a^2)d1^34d2^149 + (1 + 2a + 1a^2)d1^35d2^149 + (0 + 0a + 4a^2)d1^36d2^149 + (3 + 0a + 0a^2)d1^37d2^149 + (2 + 1a + 0a^2)d1^38d2^149 + (4 + 3a + 3a^2)d1^39d2^149 + (1 + 0a + 0a^2)d1^40d2^149 + (0 + 3a + 2a^2)d1^41d2^149 + (1 + 2a + 4a^2)d1^42d2^149 + (4 + 2a + 0a^2)d1^43d2^149 + (4 + 4a + 1a^2)d1^44d2^149 + (3 + 3a + 2a^2)d1^45d2^149 + (1 + 3a + 2a^2)d1^46d2^149 + (3 + 0a + 2a^2)d1^47d2^149 + (0 + 3a + 3a^2)d1^48d2^149 + (4 + 4a + 0a^2)d1^49d2^149 + (0 + 3a + 4a^2)d1^50d2^149 + (1 + 4a + 3a^2)d1^51d2^149 + (2 + 1a + 2a^2)d1^52d2^149 + (2 + 3a + 1a^2)d1^53d2^149 + (0 + 1a + 1a^2)d1^54d2^149 + (0 + 3a + 4a^2)d1^56d2^149 + (3 + 0a + 1a^2)d1^57d2^149 + (2 + 4a + 4a^2)d1^58d2^149 + (0 + 1a + 4a^2)d1^59d2^149 + (1 + 0a + 1a^2)d1^60d2^149 + (2 + 1a + 0a^2)d1^61d2^149 + (4 + 2a + 2a^2)d1^62d2^149 + (0 + 3a + 0a^2)d1^63d2^149 + (0 + 1a + 2a^2)d1^64d2^149 + (2 + 3a + 4a^2)d1^65d2^149 + (1 + 4a + 4a^2)d1^66d2^149 + (1 + 4a + 4a^2)d1^67d2^149 + (0 + 3a + 4a^2)d1^68d2^149 + (4 + 3a + 1a^2)d1^69d2^149 + (4 + 3a + 1a^2)d1^70d2^149 + (3 + 0a + 0a^2)d1^71d2^149 + (2 + 2a + 0a^2)d1^72d2^149 + (2 + 1a + 4a^2)d1^73d2^149 + (4 + 0a + 3a^2)d1^74d2^149 + (4 + 4a + 2a^2)d1^75d2^149 + (4 + 4a + 3a^2)d1^76d2^149 + (1 + 4a + 1a^2)d1^77d2^149 + (1 + 4a + 3a^2)d1^78d2^149 + (2 + 2a + 4a^2)d1^79d2^149 + (4 + 3a + 1a^2)d1^80d2^149 + (4 + 2a + 2a^2)d1^81d2^149 + (1 + 1a + 3a^2)d1^82d2^149 + (4 + 3a + 2a^2)d1^83d2^149 + (4 + 0a + 1a^2)d1^84d2^149 + (1 + 1a + 2a^2)d1^85d2^149 + (0 + 2a + 3a^2)d1^86d2^149 + (3 + 2a + 2a^2)d1^87d2^149 + (2 + 1a + 0a^2)d1^88d2^149 + (2 + 1a + 3a^2)d1^89d2^149 + (0 + 0a + 3a^2)d1^90d2^149 + (1 + 4a + 0a^2)d1^91d2^149 + (2 + 2a + 2a^2)d1^92d2^149 + (0 + 0a + 4a^2)d1^93d2^149 + (4 + 2a + 1a^2)d1^94d2^149 + (1 + 4a + 2a^2)d1^95d2^149 + (3 + 0a + 0a^2)d1^96d2^149 + (1 + 2a + 0a^2)d1^97d2^149 + (3 + 3a + 2a^2)d1^98d2^149 + (1 + 1a + 3a^2)d1^99d2^149 + (0 + 3a + 0a^2)d1^100d2^149 + (4 + 0a + 0a^2)d1^101d2^149 + (0 + 4a + 4a^2)d1^102d2^149 + (3 + 2a + 2a^2)d1^103d2^149 + (4 + 3a + 1a^2)d1^104d2^149 + (0 + 3a + 1a^2)d1^105d2^149 + (0 + 1a + 3a^2)d1^106d2^149 + (3 + 1a + 3a^2)d1^107d2^149 + (1 + 4a + 0a^2)d1^108d2^149 + (4 + 2a + 3a^2)d1^109d2^149 + (3 + 2a + 2a^2)d1^110d2^149 + (0 + 4a + 1a^2)d1^111d2^149 + (2 + 2a + 3a^2)d1^112d2^149 + (4 + 1a + 1a^2)d1^113d2^149 + (3 + 0a + 4a^2)d1^114d2^149 + (2 + 1a + 1a^2)d1^115d2^149 + (0 + 2a + 4a^2)d1^116d2^149 + (3 + 0a + 2a^2)d1^117d2^149 + (1 + 3a + 4a^2)d1^118d2^149 + (2 + 3a + 2a^2)d1^119d2^149 + (3 + 4a + 3a^2)d1^120d2^149 + (3 + 3a + 4a^2)d1^121d2^149 + (3 + 0a + 3a^2)d1^122d2^149 + (3 + 0a + 2a^2)d1^123d2^149 + (0 + 2a + 2a^2)d1^124d2^149 + (3 + 4a + 2a^2)d1^125d2^149 + (3 + 3a + 0a^2)d1^126d2^149 + (3 + 3a + 1a^2)d1^127d2^149 + (2 + 4a + 3a^2)d1^128d2^149 + (3 + 3a + 0a^2)d1^129d2^149 + (0 + 2a + 2a^2)d1^130d2^149 + (2 + 3a + 0a^2)d1^131d2^149 + (4 + 4a + 2a^2)d1^132d2^149 + (3 + 1a + 0a^2)d1^133d2^149 + (1 + 1a + 1a^2)d1^134d2^149 + (0 + 4a + 0a^2)d1^135d2^149 + (1 + 1a + 3a^2)d1^136d2^149 + (3 + 4a + 0a^2)d1^137d2^149 + (3 + 3a + 1a^2)d1^138d2^149 + (1 + 4a + 4a^2)d1^139d2^149 + (1 + 0a + 2a^2)d1^140d2^149 + (3 + 0a + 2a^2)d1^141d2^149 + (1 + 4a + 3a^2)d1^142d2^149 + (1 + 0a + 1a^2)d1^143d2^149 + (3 + 4a + 0a^2)d1^144d2^149 + (2 + 1a + 0a^2)d1^145d2^149 + (0 + 0a + 2a^2)d1^146d2^149 + (4 + 0a + 0a^2)d1^147d2^149 + (0 + 3a + 1a^2)d1^148d2^149 + (2 + 2a + 1a^2)d1^149d2^149 + (3 + 1a + 2a^2)d1^150d2^149 + (4 + 3a + 2a^2)d1^151d2^149 + (0 + 1a + 3a^2)d1^152d2^149 + (2 + 2a + 3a^2)d1^153d2^149 + (1 + 2a + 4a^2)d1^154d2^149 + (1 + 2a + 4a^2)d1^155d2^149 + (1 + 0a + 0a^2)d1^156d2^149 + (1 + 0a + 0a^2)d1^157d2^149 + (0 + 2a + 0a^2)d1^158d2^149 + (2 + 0a + 4a^2)d1^159d2^149 + (1 + 3a + 4a^2)d1^160d2^149 + (3 + 4a + 0a^2)d1^161d2^149 + (0 + 2a + 0a^2)d1^162d2^149 + (2 + 2a + 2a^2)d1^163d2^149 + (0 + 2a + 3a^2)d1^164d2^149 + (1 + 4a + 3a^2)d1^165d2^149 + (2 + 1a + 3a^2)d1^166d2^149 + (2 + 3a + 3a^2)d1^167d2^149 + (0 + 0a + 1a^2)d1^168d2^149 + (4 + 1a + 3a^2)d1^169d2^149 + (3 + 3a + 4a^2)d1^170d2^149 + (2 + 3a + 4a^2)d1^171d2^149 + (1 + 4a + 0a^2)d1^172d2^149 + (4 + 0a + 4a^2)d1^173d2^149 + (2 + 0a + 0a^2)d1^174d2^149 + (0 + 4a + 1a^2)d1^175d2^149 + (2 + 2a + 0a^2)d1^176d2^149 + (3 + 4a + 4a^2)d1^177d2^149 + (4 + 1a + 4a^2)d1^178d2^149 + (1 + 3a + 3a^2)d1^179d2^149 + (1 + 4a + 3a^2)d1^180d2^149 + (1 + 4a + 2a^2)d1^181d2^149 + (1 + 0a + 2a^2)d1^182d2^149 + (1 + 3a + 3a^2)d1^183d2^149 + (0 + 3a + 0a^2)d1^184d2^149 + (1 + 0a + 3a^2)d1^185d2^149 + (2 + 1a + 3a^2)d1^186d2^149 + (0 + 1a + 4a^2)d1^187d2^149 + (1 + 2a + 1a^2)d1^188d2^149 + (3 + 4a + 1a^2)d1^189d2^149 + (0 + 2a + 1a^2)d1^190d2^149 + (0 + 3a + 0a^2)d1^191d2^149 + (3 + 0a + 4a^2)d1^193d2^149 + (2 + 2a + 4a^2)d1^194d2^149 + (3 + 1a + 3a^2)d1^195d2^149 + (2 + 2a + 1a^2)d1^196d2^149 + (1 + 0a + 3a^2)d1^197d2^149 + (3 + 2a + 2a^2)d1^198d2^149 + (2 + 1a + 1a^2)d1^199d2^149 + (0 + 1a + 2a^2)d1^200d2^149 + (1 + 2a + 0a^2)d1^201d2^149 + (4 + 0a + 4a^2)d1^202d2^149 + (2 + 2a + 1a^2)d1^203d2^149 + (0 + 3a + 1a^2)d1^204d2^149 + (4 + 1a + 1a^2)d1^205d2^149 + (3 + 0a + 3a^2)d1^206d2^149 + (4 + 0a + 1a^2)d1^207d2^149 + (1 + 4a + 0a^2)d1^208d2^149 + (4 + 0a + 3a^2)d1^209d2^149 + (0 + 4a + 4a^2)d1^210d2^149 + (4 + 3a + 4a^2)d1^211d2^149 + (2 + 2a + 2a^2)d1^212d2^149 + (4 + 0a + 3a^2)d1^213d2^149 + (2 + 4a + 0a^2)d1^214d2^149 + (3 + 4a + 1a^2)d1^215d2^149 + (4 + 1a + 0a^2)d1^216d2^149 + (3 + 3a + 4a^2)d1^217d2^149 + (4 + 3a + 1a^2)d1^218d2^149 + (2 + 3a + 4a^2)d1^219d2^149 + (0 + 3a + 2a^2)d1^220d2^149 + (3 + 4a + 3a^2)d1^221d2^149 + (1 + 3a + 1a^2)d1^222d2^149 + (3 + 4a + 1a^2)d1^223d2^149 + (1 + 2a + 3a^2)d1^224d2^149 + (4 + 3a + 0a^2)d1^225d2^149 + (1 + 2a + 3a^2)d1^226d2^149 + (2 + 4a + 1a^2)d1^227d2^149 + (3 + 1a + 4a^2)d1^228d2^149 + (0 + 1a + 1a^2)d1^229d2^149 + (4 + 2a + 2a^2)d1^230d2^149 + (0 + 2a + 2a^2)d1^231d2^149 + (3 + 2a + 1a^2)d1^232d2^149 + (0 + 2a + 0a^2)d1^233d2^149 + (2 + 3a + 0a^2)d1^234d2^149 + (1 + 3a + 3a^2)d1^235d2^149 + (3 + 1a + 4a^2)d1^236d2^149 + (0 + 4a + 1a^2)d1^237d2^149 + (0 + 3a + 0a^2)d1^238d2^149 + (2 + 2a + 4a^2)d1^239d2^149 + (1 + 1a + 0a^2)d1^240d2^149 + (0 + 4a + 0a^2)d1^241d2^149 + (2 + 2a + 4a^2)d1^242d2^149 + (3 + 1a + 1a^2)d1^243d2^149 + (3 + 4a + 2a^2)d1^244d2^149 + (2 + 2a + 4a^2)d1^245d2^149 + (1 + 2a + 2a^2)d1^246d2^149 + (1 + 3a + 1a^2)d1^247d2^149 + (4 + 1a + 1a^2)d1^248d2^149 + (2 + 0a + 0a^2)d1^249d2^149 + (3 + 4a + 4a^2)d1^250d2^149 + (2 + 2a + 3a^2)d1^251d2^149 + (2 + 1a + 2a^2)d1^252d2^149 + (0 + 4a + 2a^2)d1^253d2^149 + (0 + 0a + 1a^2)d1^254d2^149 + (4 + 2a + 2a^2)d1^255d2^149 + (2 + 1a + 2a^2)d1^256d2^149 + (2 + 4a + 4a^2)d1^257d2^149 + (1 + 1a + 1a^2)d1^258d2^149 + (2 + 0a + 1a^2)d1^259d2^149 + (4 + 2a + 3a^2)d1^260d2^149 + (1 + 1a + 1a^2)d1^261d2^149 + (4 + 0a + 1a^2)d1^262d2^149 + (1 + 2a + 0a^2)d1^264d2^149 + (3 + 1a + 4a^2)d1^265d2^149 + (1 + 0a + 0a^2)d1^266d2^149 + (0 + 4a + 2a^2)d1^267d2^149 + (2 + 4a + 0a^2)d1^268d2^149 + (4 + 2a + 0a^2)d1^269d2^149 + (1 + 4a + 3a^2)d1^270d2^149 + (0 + 4a + 0a^2)d1^271d2^149 + (3 + 1a + 1a^2)d1^272d2^149 + (1 + 4a + 1a^2)d1^273d2^149 + (2 + 0a + 0a^2)d1^274d2^149 + (1 + 0a + 1a^2)d1^275d2^149 + (3 + 2a + 0a^2)d1^276d2^149 + (4 + 4a + 4a^2)d1^277d2^149 + (1 + 3a + 2a^2)d1^278d2^149 + (1 + 0a + 3a^2)d1^279d2^149 + (1 + 2a + 1a^2)d1^280d2^149 + (0 + 2a + 2a^2)d1^281d2^149 + (0 + 4a + 0a^2)d1^282d2^149 + (3 + 3a + 1a^2)d1^283d2^149 + (0 + 1a + 3a^2)d1^284d2^149 + (1 + 2a + 2a^2)d1^285d2^149 + (2 + 2a + 2a^2)d1^286d2^149 + (3 + 3a + 1a^2)d1^287d2^149 + (3 + 2a + 3a^2)d1^288d2^149 + (2 + 2a + 4a^2)d1^289d2^149 + (3 + 1a + 3a^2)d1^290d2^149 + (0 + 1a + 3a^2)d1^291d2^149 + (2 + 4a + 2a^2)d1^292d2^149 + (1 + 1a + 1a^2)d1^293d2^149 + (4 + 4a + 0a^2)d2^150 + (0 + 2a + 0a^2)d1^1d2^150 + (2 + 1a + 2a^2)d1^2d2^150 + (3 + 3a + 0a^2)d1^3d2^150 + (3 + 3a + 0a^2)d1^4d2^150 + (1 + 1a + 4a^2)d1^5d2^150 + (0 + 2a + 2a^2)d1^6d2^150 + (4 + 0a + 2a^2)d1^7d2^150 + (3 + 0a + 3a^2)d1^8d2^150 + (4 + 4a + 0a^2)d1^9d2^150 + (1 + 1a + 0a^2)d1^10d2^150 + (1 + 0a + 1a^2)d1^11d2^150 + (2 + 4a + 4a^2)d1^12d2^150 + (1 + 1a + 1a^2)d1^13d2^150 + (1 + 0a + 1a^2)d1^14d2^150 + (3 + 0a + 4a^2)d1^15d2^150 + (3 + 0a + 4a^2)d1^16d2^150 + (4 + 1a + 1a^2)d1^17d2^150 + (3 + 4a + 3a^2)d1^18d2^150 + (4 + 0a + 0a^2)d1^19d2^150 + (2 + 2a + 2a^2)d1^20d2^150 + (1 + 4a + 4a^2)d1^21d2^150 + (2 + 3a + 3a^2)d1^22d2^150 + (0 + 0a + 4a^2)d1^23d2^150 + (3 + 1a + 1a^2)d1^24d2^150 + (3 + 3a + 2a^2)d1^25d2^150 + (0 + 3a + 4a^2)d1^26d2^150 + (2 + 0a + 4a^2)d1^27d2^150 + (3 + 0a + 4a^2)d1^28d2^150 + (3 + 1a + 2a^2)d1^29d2^150 + (2 + 1a + 0a^2)d1^30d2^150 + (2 + 3a + 2a^2)d1^31d2^150 + (3 + 4a + 1a^2)d1^32d2^150 + (4 + 0a + 0a^2)d1^33d2^150 + (2 + 2a + 2a^2)d1^34d2^150 + (4 + 1a + 2a^2)d1^35d2^150 + (3 + 2a + 2a^2)d1^36d2^150 + (3 + 0a + 0a^2)d1^37d2^150 + (3 + 1a + 2a^2)d1^38d2^150 + (3 + 3a + 2a^2)d1^39d2^150 + (1 + 4a + 2a^2)d1^40d2^150 + (4 + 2a + 3a^2)d1^41d2^150 + (3 + 2a + 4a^2)d1^42d2^150 + (4 + 4a + 1a^2)d1^43d2^150 + (1 + 0a + 4a^2)d1^44d2^150 + (0 + 3a + 3a^2)d1^45d2^150 + (2 + 4a + 2a^2)d1^46d2^150 + (0 + 3a + 2a^2)d1^47d2^150 + (0 + 1a + 4a^2)d1^48d2^150 + (1 + 3a + 4a^2)d1^49d2^150 + (4 + 2a + 2a^2)d1^50d2^150 + (3 + 0a + 0a^2)d1^51d2^150 + (2 + 0a + 2a^2)d1^52d2^150 + (0 + 1a + 2a^2)d1^53d2^150 + (2 + 3a + 2a^2)d1^54d2^150 + (0 + 2a + 2a^2)d1^55d2^150 + (2 + 2a + 3a^2)d1^56d2^150 + (0 + 1a + 4a^2)d1^57d2^150 + (2 + 2a + 3a^2)d1^58d2^150 + (3 + 3a + 1a^2)d1^59d2^150 + (3 + 4a + 3a^2)d1^60d2^150 + (2 + 1a + 0a^2)d1^61d2^150 + (4 + 4a + 3a^2)d1^62d2^150 + (0 + 1a + 3a^2)d1^63d2^150 + (1 + 2a + 2a^2)d1^64d2^150 + (3 + 4a + 2a^2)d1^65d2^150 + (3 + 4a + 3a^2)d1^66d2^150 + (0 + 1a + 4a^2)d1^67d2^150 + (3 + 4a + 4a^2)d1^68d2^150 + (2 + 4a + 0a^2)d1^69d2^150 + (3 + 0a + 3a^2)d1^70d2^150 + (4 + 2a + 4a^2)d1^71d2^150 + (2 + 3a + 1a^2)d1^72d2^150 + (1 + 3a + 3a^2)d1^73d2^150 + (2 + 2a + 0a^2)d1^74d2^150 + (0 + 1a + 1a^2)d1^75d2^150 + (0 + 2a + 0a^2)d1^76d2^150 + (3 + 4a + 1a^2)d1^77d2^150 + (1 + 4a + 4a^2)d1^78d2^150 + (0 + 0a + 3a^2)d1^80d2^150 + (3 + 2a + 0a^2)d1^81d2^150 + (1 + 1a + 1a^2)d1^82d2^150 + (0 + 0a + 1a^2)d1^83d2^150 + (1 + 3a + 4a^2)d1^84d2^150 + (0 + 4a + 0a^2)d1^85d2^150 + (3 + 1a + 2a^2)d1^86d2^150 + (4 + 0a + 3a^2)d1^87d2^150 + (3 + 3a + 0a^2)d1^88d2^150 + (1 + 0a + 1a^2)d1^89d2^150 + (3 + 3a + 3a^2)d1^90d2^150 + (1 + 0a + 4a^2)d1^91d2^150 + (3 + 4a + 0a^2)d1^92d2^150 + (1 + 2a + 2a^2)d1^93d2^150 + (2 + 2a + 2a^2)d1^94d2^150 + (3 + 3a + 1a^2)d1^95d2^150 + (0 + 3a + 4a^2)d1^96d2^150 + (2 + 3a + 4a^2)d1^97d2^150 + (1 + 4a + 4a^2)d1^98d2^150 + (1 + 1a + 3a^2)d1^99d2^150 + (4 + 0a + 4a^2)d1^100d2^150 + (1 + 1a + 3a^2)d1^101d2^150 + (2 + 0a + 2a^2)d1^102d2^150 + (2 + 0a + 3a^2)d1^103d2^150 + (3 + 3a + 1a^2)d1^104d2^150 + (4 + 3a + 1a^2)d1^105d2^150 + (2 + 1a + 2a^2)d1^106d2^150 + (4 + 0a + 2a^2)d1^107d2^150 + (2 + 0a + 3a^2)d1^108d2^150 + (3 + 2a + 1a^2)d1^109d2^150 + (1 + 2a + 0a^2)d1^110d2^150 + (1 + 3a + 0a^2)d1^111d2^150 + (0 + 0a + 4a^2)d1^112d2^150 + (4 + 0a + 4a^2)d1^113d2^150 + (2 + 2a + 3a^2)d1^114d2^150 + (0 + 2a + 1a^2)d1^115d2^150 + (1 + 2a + 0a^2)d1^116d2^150 + (0 + 0a + 3a^2)d1^117d2^150 + (3 + 0a + 1a^2)d1^118d2^150 + (1 + 1a + 1a^2)d1^119d2^150 + (1 + 4a + 3a^2)d1^120d2^150 + (2 + 4a + 0a^2)d1^121d2^150 + (3 + 4a + 3a^2)d1^122d2^150 + (3 + 3a + 0a^2)d1^123d2^150 + (3 + 4a + 4a^2)d1^124d2^150 + (3 + 4a + 0a^2)d1^125d2^150 + (1 + 3a + 3a^2)d1^126d2^150 + (2 + 1a + 0a^2)d1^127d2^150 + (4 + 3a + 0a^2)d1^128d2^150 + (3 + 0a + 3a^2)d1^129d2^150 + (0 + 3a + 0a^2)d1^130d2^150 + (3 + 0a + 3a^2)d1^131d2^150 + (1 + 0a + 4a^2)d1^132d2^150 + (1 + 0a + 4a^2)d1^133d2^150 + (0 + 1a + 3a^2)d1^134d2^150 + (2 + 4a + 3a^2)d1^135d2^150 + (1 + 3a + 2a^2)d1^136d2^150 + (0 + 4a + 3a^2)d1^137d2^150 + (1 + 1a + 0a^2)d1^138d2^150 + (4 + 0a + 4a^2)d1^139d2^150 + (3 + 2a + 3a^2)d1^140d2^150 + (1 + 1a + 2a^2)d1^141d2^150 + (0 + 0a + 1a^2)d1^142d2^150 + (3 + 3a + 1a^2)d1^143d2^150 + (4 + 0a + 2a^2)d1^144d2^150 + (0 + 3a + 0a^2)d1^145d2^150 + (0 + 2a + 1a^2)d1^146d2^150 + (2 + 1a + 3a^2)d1^147d2^150 + (1 + 0a + 2a^2)d1^148d2^150 + (4 + 4a + 1a^2)d1^149d2^150 + (1 + 4a + 3a^2)d1^150d2^150 + (3 + 2a + 3a^2)d1^151d2^150 + (4 + 0a + 3a^2)d1^152d2^150 + (1 + 2a + 1a^2)d1^153d2^150 + (0 + 1a + 1a^2)d1^154d2^150 + (3 + 1a + 4a^2)d1^155d2^150 + (2 + 2a + 2a^2)d1^156d2^150 + (3 + 1a + 3a^2)d1^157d2^150 + (0 + 0a + 4a^2)d1^158d2^150 + (2 + 1a + 3a^2)d1^159d2^150 + (2 + 0a + 4a^2)d1^160d2^150 + (2 + 0a + 2a^2)d1^161d2^150 + (3 + 2a + 0a^2)d1^162d2^150 + (4 + 1a + 4a^2)d1^163d2^150 + (1 + 0a + 3a^2)d1^164d2^150 + (1 + 1a + 1a^2)d1^165d2^150 + (2 + 1a + 1a^2)d1^166d2^150 + (2 + 3a + 0a^2)d1^167d2^150 + (3 + 2a + 4a^2)d1^168d2^150 + (3 + 4a + 3a^2)d1^169d2^150 + (3 + 3a + 1a^2)d1^170d2^150 + (3 + 1a + 0a^2)d1^171d2^150 + (4 + 4a + 3a^2)d1^172d2^150 + (0 + 4a + 4a^2)d1^173d2^150 + (3 + 4a + 4a^2)d1^174d2^150 + (2 + 0a + 4a^2)d1^175d2^150 + (4 + 2a + 4a^2)d1^176d2^150 + (0 + 0a + 2a^2)d1^177d2^150 + (0 + 2a + 0a^2)d1^178d2^150 + (1 + 1a + 1a^2)d1^179d2^150 + (3 + 2a + 4a^2)d1^180d2^150 + (0 + 3a + 1a^2)d1^181d2^150 + (0 + 4a + 1a^2)d1^182d2^150 + (1 + 2a + 1a^2)d1^183d2^150 + (4 + 0a + 4a^2)d1^184d2^150 + (3 + 2a + 1a^2)d1^185d2^150 + (0 + 3a + 3a^2)d1^186d2^150 + (4 + 2a + 1a^2)d1^187d2^150 + (4 + 3a + 1a^2)d1^188d2^150 + (1 + 0a + 4a^2)d1^189d2^150 + (1 + 2a + 0a^2)d1^190d2^150 + (2 + 2a + 0a^2)d1^191d2^150 + (4 + 2a + 0a^2)d1^192d2^150 + (4 + 3a + 2a^2)d1^193d2^150 + (2 + 3a + 3a^2)d1^194d2^150 + (3 + 0a + 1a^2)d1^195d2^150 + (1 + 1a + 0a^2)d1^196d2^150 + (3 + 4a + 1a^2)d1^197d2^150 + (2 + 1a + 3a^2)d1^198d2^150 + (2 + 0a + 2a^2)d1^199d2^150 + (3 + 1a + 1a^2)d1^200d2^150 + (0 + 4a + 0a^2)d1^201d2^150 + (0 + 2a + 2a^2)d1^202d2^150 + (4 + 4a + 1a^2)d1^203d2^150 + (4 + 1a + 2a^2)d1^204d2^150 + (2 + 0a + 2a^2)d1^205d2^150 + (0 + 1a + 3a^2)d1^206d2^150 + (3 + 0a + 2a^2)d1^207d2^150 + (2 + 0a + 2a^2)d1^208d2^150 + (2 + 0a + 2a^2)d1^209d2^150 + (2 + 0a + 3a^2)d1^210d2^150 + (4 + 2a + 0a^2)d1^211d2^150 + (0 + 2a + 2a^2)d1^212d2^150 + (2 + 1a + 0a^2)d1^213d2^150 + (2 + 0a + 1a^2)d1^214d2^150 + (3 + 0a + 2a^2)d1^215d2^150 + (0 + 1a + 4a^2)d1^216d2^150 + (4 + 1a + 2a^2)d1^217d2^150 + (1 + 3a + 3a^2)d1^218d2^150 + (4 + 2a + 1a^2)d1^219d2^150 + (2 + 4a + 3a^2)d1^220d2^150 + (3 + 4a + 3a^2)d1^221d2^150 + (2 + 4a + 0a^2)d1^222d2^150 + (4 + 4a + 3a^2)d1^223d2^150 + (2 + 1a + 4a^2)d1^224d2^150 + (2 + 0a + 3a^2)d1^225d2^150 + (1 + 0a + 2a^2)d1^226d2^150 + (2 + 3a + 0a^2)d1^227d2^150 + (1 + 0a + 3a^2)d1^228d2^150 + (1 + 2a + 0a^2)d1^229d2^150 + (0 + 3a + 4a^2)d1^230d2^150 + (1 + 1a + 3a^2)d1^231d2^150 + (0 + 0a + 1a^2)d1^232d2^150 + (1 + 4a + 4a^2)d1^233d2^150 + (4 + 4a + 0a^2)d1^234d2^150 + (4 + 0a + 4a^2)d1^235d2^150 + (3 + 3a + 0a^2)d1^236d2^150 + (4 + 0a + 3a^2)d1^237d2^150 + (3 + 1a + 4a^2)d1^238d2^150 + (2 + 0a + 2a^2)d1^239d2^150 + (2 + 1a + 0a^2)d1^240d2^150 + (1 + 2a + 0a^2)d1^241d2^150 + (1 + 0a + 4a^2)d1^242d2^150 + (1 + 4a + 3a^2)d1^243d2^150 + (0 + 4a + 0a^2)d1^244d2^150 + (2 + 0a + 4a^2)d1^245d2^150 + (0 + 0a + 3a^2)d1^246d2^150 + (2 + 2a + 1a^2)d1^247d2^150 + (3 + 4a + 2a^2)d1^248d2^150 + (1 + 0a + 3a^2)d1^249d2^150 + (3 + 2a + 1a^2)d1^250d2^150 + (3 + 3a + 4a^2)d1^251d2^150 + (3 + 3a + 4a^2)d1^252d2^150 + (3 + 2a + 3a^2)d1^253d2^150 + (1 + 2a + 4a^2)d1^254d2^150 + (3 + 1a + 3a^2)d1^255d2^150 + (2 + 0a + 0a^2)d1^256d2^150 + (3 + 0a + 0a^2)d1^257d2^150 + (3 + 1a + 4a^2)d1^258d2^150 + (4 + 1a + 3a^2)d1^259d2^150 + (3 + 1a + 1a^2)d1^260d2^150 + (1 + 1a + 0a^2)d1^261d2^150 + (3 + 1a + 0a^2)d1^262d2^150 + (0 + 1a + 0a^2)d1^263d2^150 + (3 + 4a + 3a^2)d1^264d2^150 + (3 + 2a + 4a^2)d1^265d2^150 + (2 + 2a + 4a^2)d1^266d2^150 + (2 + 4a + 1a^2)d1^267d2^150 + (2 + 1a + 0a^2)d1^268d2^150 + (2 + 0a + 1a^2)d1^269d2^150 + (4 + 0a + 1a^2)d1^270d2^150 + (2 + 3a + 1a^2)d1^271d2^150 + (0 + 4a + 3a^2)d1^272d2^150 + (1 + 0a + 1a^2)d1^273d2^150 + (4 + 1a + 0a^2)d1^274d2^150 + (0 + 2a + 4a^2)d1^275d2^150 + (1 + 3a + 3a^2)d1^276d2^150 + (4 + 0a + 0a^2)d1^277d2^150 + (2 + 0a + 4a^2)d1^278d2^150 + (0 + 2a + 4a^2)d1^279d2^150 + (2 + 2a + 0a^2)d1^280d2^150 + (1 + 2a + 2a^2)d1^281d2^150 + (4 + 2a + 4a^2)d1^282d2^150 + (4 + 3a + 0a^2)d1^283d2^150 + (3 + 4a + 4a^2)d1^284d2^150 + (3 + 1a + 4a^2)d1^285d2^150 + (1 + 4a + 3a^2)d1^286d2^150 + (3 + 2a + 3a^2)d1^287d2^150 + (3 + 3a + 2a^2)d1^288d2^150 + (3 + 2a + 3a^2)d1^289d2^150 + (4 + 2a + 2a^2)d1^290d2^150 + (0 + 3a + 1a^2)d1^291d2^150 + (0 + 4a + 2a^2)d1^292d2^150 + (1 + 0a + 4a^2)d1^293d2^150 + (4 + 1a + 0a^2)d2^151 + (4 + 2a + 1a^2)d1^1d2^151 + (3 + 3a + 1a^2)d1^2d2^151 + (0 + 3a + 2a^2)d1^3d2^151 + (3 + 1a + 3a^2)d1^4d2^151 + (1 + 4a + 2a^2)d1^5d2^151 + (1 + 4a + 0a^2)d1^6d2^151 + (3 + 2a + 1a^2)d1^7d2^151 + (1 + 1a + 2a^2)d1^8d2^151 + (0 + 0a + 4a^2)d1^9d2^151 + (0 + 2a + 4a^2)d1^10d2^151 + (3 + 3a + 0a^2)d1^11d2^151 + (1 + 0a + 0a^2)d1^12d2^151 + (0 + 3a + 0a^2)d1^14d2^151 + (1 + 2a + 2a^2)d1^15d2^151 + (3 + 2a + 2a^2)d1^16d2^151 + (1 + 1a + 2a^2)d1^17d2^151 + (0 + 3a + 3a^2)d1^18d2^151 + (3 + 1a + 2a^2)d1^19d2^151 + (3 + 3a + 2a^2)d1^20d2^151 + (3 + 1a + 1a^2)d1^21d2^151 + (4 + 4a + 4a^2)d1^22d2^151 + (1 + 0a + 3a^2)d1^23d2^151 + (0 + 2a + 4a^2)d1^24d2^151 + (1 + 3a + 4a^2)d1^25d2^151 + (4 + 0a + 1a^2)d1^26d2^151 + (0 + 1a + 2a^2)d1^27d2^151 + (3 + 3a + 2a^2)d1^28d2^151 + (3 + 3a + 1a^2)d1^29d2^151 + (4 + 2a + 1a^2)d1^30d2^151 + (4 + 0a + 1a^2)d1^31d2^151 + (1 + 1a + 3a^2)d1^32d2^151 + (3 + 2a + 3a^2)d1^33d2^151 + (1 + 3a + 3a^2)d1^34d2^151 + (2 + 0a + 1a^2)d1^35d2^151 + (3 + 0a + 4a^2)d1^36d2^151 + (3 + 4a + 2a^2)d1^37d2^151 + (3 + 1a + 1a^2)d1^38d2^151 + (4 + 1a + 3a^2)d1^39d2^151 + (4 + 3a + 1a^2)d1^40d2^151 + (0 + 4a + 3a^2)d1^41d2^151 + (4 + 0a + 0a^2)d1^42d2^151 + (1 + 0a + 2a^2)d1^43d2^151 + (3 + 4a + 3a^2)d1^44d2^151 + (4 + 4a + 2a^2)d1^45d2^151 + (4 + 0a + 3a^2)d1^46d2^151 + (0 + 1a + 2a^2)d1^47d2^151 + (4 + 2a + 2a^2)d1^48d2^151 + (2 + 0a + 2a^2)d1^49d2^151 + (3 + 2a + 3a^2)d1^50d2^151 + (2 + 3a + 2a^2)d1^51d2^151 + (1 + 2a + 2a^2)d1^52d2^151 + (0 + 4a + 4a^2)d1^53d2^151 + (0 + 4a + 2a^2)d1^54d2^151 + (1 + 0a + 3a^2)d1^55d2^151 + (1 + 3a + 4a^2)d1^56d2^151 + (1 + 0a + 2a^2)d1^57d2^151 + (3 + 0a + 0a^2)d1^58d2^151 + (0 + 0a + 3a^2)d1^59d2^151 + (1 + 2a + 3a^2)d1^60d2^151 + (2 + 2a + 2a^2)d1^61d2^151 + (3 + 3a + 3a^2)d1^62d2^151 + (4 + 2a + 1a^2)d1^63d2^151 + (2 + 0a + 0a^2)d1^64d2^151 + (2 + 3a + 3a^2)d1^65d2^151 + (1 + 4a + 4a^2)d1^66d2^151 + (0 + 1a + 3a^2)d1^67d2^151 + (3 + 1a + 4a^2)d1^68d2^151 + (0 + 3a + 1a^2)d1^69d2^151 + (1 + 0a + 1a^2)d1^70d2^151 + (3 + 3a + 4a^2)d1^71d2^151 + (0 + 2a + 3a^2)d1^72d2^151 + (0 + 2a + 2a^2)d1^73d2^151 + (1 + 1a + 1a^2)d1^74d2^151 + (1 + 4a + 1a^2)d1^75d2^151 + (2 + 3a + 4a^2)d1^76d2^151 + (3 + 2a + 2a^2)d1^77d2^151 + (0 + 2a + 3a^2)d1^78d2^151 + (1 + 1a + 4a^2)d1^79d2^151 + (4 + 3a + 0a^2)d1^80d2^151 + (4 + 4a + 2a^2)d1^81d2^151 + (3 + 1a + 2a^2)d1^82d2^151 + (0 + 3a + 4a^2)d1^83d2^151 + (2 + 1a + 4a^2)d1^84d2^151 + (0 + 2a + 2a^2)d1^85d2^151 + (4 + 1a + 4a^2)d1^86d2^151 + (0 + 0a + 3a^2)d1^87d2^151 + (4 + 0a + 2a^2)d1^88d2^151 + (2 + 3a + 1a^2)d1^89d2^151 + (2 + 2a + 4a^2)d1^90d2^151 + (2 + 2a + 3a^2)d1^91d2^151 + (4 + 2a + 1a^2)d1^92d2^151 + (4 + 1a + 0a^2)d1^93d2^151 + (3 + 2a + 1a^2)d1^95d2^151 + (4 + 0a + 0a^2)d1^96d2^151 + (4 + 3a + 0a^2)d1^97d2^151 + (4 + 1a + 0a^2)d1^98d2^151 + (4 + 1a + 3a^2)d1^99d2^151 + (4 + 3a + 2a^2)d1^100d2^151 + (4 + 3a + 1a^2)d1^101d2^151 + (4 + 4a + 3a^2)d1^102d2^151 + (0 + 3a + 2a^2)d1^103d2^151 + (1 + 3a + 2a^2)d1^104d2^151 + (0 + 2a + 2a^2)d1^105d2^151 + (4 + 4a + 0a^2)d1^106d2^151 + (3 + 4a + 4a^2)d1^107d2^151 + (4 + 0a + 4a^2)d1^108d2^151 + (2 + 1a + 4a^2)d1^109d2^151 + (3 + 0a + 0a^2)d1^110d2^151 + (3 + 0a + 1a^2)d1^111d2^151 + (4 + 2a + 0a^2)d1^112d2^151 + (2 + 3a + 0a^2)d1^113d2^151 + (2 + 2a + 1a^2)d1^114d2^151 + (2 + 2a + 0a^2)d1^115d2^151 + (4 + 4a + 4a^2)d1^116d2^151 + (4 + 2a + 2a^2)d1^117d2^151 + (4 + 2a + 1a^2)d1^118d2^151 + (2 + 1a + 4a^2)d1^119d2^151 + (4 + 2a + 1a^2)d1^120d2^151 + (4 + 1a + 0a^2)d1^121d2^151 + (0 + 2a + 3a^2)d1^122d2^151 + (2 + 4a + 3a^2)d1^123d2^151 + (4 + 1a + 2a^2)d1^124d2^151 + (1 + 2a + 3a^2)d1^125d2^151 + (1 + 1a + 0a^2)d1^126d2^151 + (3 + 2a + 0a^2)d1^127d2^151 + (2 + 0a + 2a^2)d1^128d2^151 + (2 + 1a + 2a^2)d1^129d2^151 + (4 + 1a + 1a^2)d1^130d2^151 + (3 + 1a + 0a^2)d1^131d2^151 + (2 + 0a + 3a^2)d1^132d2^151 + (3 + 4a + 0a^2)d1^133d2^151 + (0 + 0a + 3a^2)d1^134d2^151 + (3 + 4a + 2a^2)d1^135d2^151 + (4 + 3a + 1a^2)d1^136d2^151 + (1 + 4a + 3a^2)d1^137d2^151 + (1 + 4a + 1a^2)d1^138d2^151 + (0 + 1a + 2a^2)d1^139d2^151 + (1 + 0a + 0a^2)d1^140d2^151 + (1 + 0a + 0a^2)d1^141d2^151 + (2 + 3a + 4a^2)d1^142d2^151 + (4 + 3a + 3a^2)d1^143d2^151 + (0 + 4a + 3a^2)d1^144d2^151 + (4 + 1a + 0a^2)d1^145d2^151 + (0 + 3a + 0a^2)d1^146d2^151 + (2 + 0a + 1a^2)d1^147d2^151 + (0 + 2a + 0a^2)d1^148d2^151 + (3 + 4a + 0a^2)d1^150d2^151 + (0 + 0a + 3a^2)d1^151d2^151 + (2 + 2a + 4a^2)d1^152d2^151 + (0 + 1a + 2a^2)d1^153d2^151 + (2 + 4a + 1a^2)d1^154d2^151 + (4 + 1a + 4a^2)d1^155d2^151 + (0 + 1a + 3a^2)d1^156d2^151 + (1 + 3a + 4a^2)d1^157d2^151 + (4 + 2a + 1a^2)d1^158d2^151 + (1 + 2a + 4a^2)d1^159d2^151 + (1 + 3a + 3a^2)d1^160d2^151 + (3 + 2a + 2a^2)d1^161d2^151 + (0 + 4a + 0a^2)d1^162d2^151 + (2 + 3a + 2a^2)d1^163d2^151 + (4 + 2a + 2a^2)d1^164d2^151 + (1 + 2a + 3a^2)d1^165d2^151 + (4 + 3a + 4a^2)d1^166d2^151 + (1 + 3a + 1a^2)d1^167d2^151 + (4 + 0a + 2a^2)d1^168d2^151 + (4 + 1a + 4a^2)d1^169d2^151 + (2 + 1a + 3a^2)d1^170d2^151 + (1 + 3a + 2a^2)d1^171d2^151 + (2 + 0a + 2a^2)d1^172d2^151 + (2 + 1a + 2a^2)d1^173d2^151 + (3 + 4a + 4a^2)d1^174d2^151 + (4 + 2a + 1a^2)d1^175d2^151 + (3 + 2a + 1a^2)d1^176d2^151 + (0 + 4a + 2a^2)d1^177d2^151 + (0 + 4a + 0a^2)d1^178d2^151 + (0 + 1a + 3a^2)d1^179d2^151 + (2 + 4a + 4a^2)d1^180d2^151 + (3 + 3a + 3a^2)d1^181d2^151 + (0 + 3a + 1a^2)d1^182d2^151 + (1 + 3a + 1a^2)d1^183d2^151 + (0 + 1a + 3a^2)d1^184d2^151 + (1 + 1a + 1a^2)d1^185d2^151 + (1 + 0a + 2a^2)d1^186d2^151 + (0 + 2a + 3a^2)d1^187d2^151 + (2 + 0a + 3a^2)d1^188d2^151 + (2 + 1a + 3a^2)d1^189d2^151 + (1 + 4a + 3a^2)d1^190d2^151 + (1 + 2a + 2a^2)d1^191d2^151 + (2 + 2a + 0a^2)d1^192d2^151 + (2 + 1a + 3a^2)d1^193d2^151 + (0 + 0a + 3a^2)d1^194d2^151 + (4 + 1a + 2a^2)d1^195d2^151 + (1 + 4a + 2a^2)d1^196d2^151 + (2 + 4a + 1a^2)d1^197d2^151 + (4 + 4a + 1a^2)d1^198d2^151 + (1 + 1a + 3a^2)d1^199d2^151 + (1 + 1a + 1a^2)d1^200d2^151 + (3 + 3a + 0a^2)d1^201d2^151 + (3 + 2a + 4a^2)d1^202d2^151 + (3 + 2a + 3a^2)d1^203d2^151 + (3 + 4a + 1a^2)d1^204d2^151 + (3 + 2a + 0a^2)d1^205d2^151 + (0 + 4a + 3a^2)d1^206d2^151 + (0 + 2a + 1a^2)d1^207d2^151 + (0 + 2a + 4a^2)d1^208d2^151 + (4 + 0a + 1a^2)d1^209d2^151 + (0 + 2a + 1a^2)d1^210d2^151 + (4 + 1a + 3a^2)d1^211d2^151 + (4 + 1a + 0a^2)d1^212d2^151 + (0 + 4a + 2a^2)d1^213d2^151 + (4 + 3a + 1a^2)d1^214d2^151 + (1 + 4a + 3a^2)d1^215d2^151 + (1 + 0a + 2a^2)d1^216d2^151 + (4 + 0a + 4a^2)d1^217d2^151 + (1 + 1a + 3a^2)d1^218d2^151 + (4 + 1a + 0a^2)d1^219d2^151 + (4 + 2a + 3a^2)d1^220d2^151 + (4 + 0a + 3a^2)d1^221d2^151 + (4 + 4a + 1a^2)d1^222d2^151 + (4 + 3a + 0a^2)d1^223d2^151 + (2 + 3a + 3a^2)d1^224d2^151 + (0 + 3a + 4a^2)d1^225d2^151 + (1 + 2a + 2a^2)d1^226d2^151 + (2 + 4a + 3a^2)d1^227d2^151 + (0 + 3a + 1a^2)d1^228d2^151 + (2 + 1a + 3a^2)d1^229d2^151 + (1 + 0a + 3a^2)d1^230d2^151 + (4 + 2a + 4a^2)d1^231d2^151 + (0 + 2a + 1a^2)d1^232d2^151 + (4 + 0a + 0a^2)d1^233d2^151 + (0 + 4a + 0a^2)d1^234d2^151 + (4 + 3a + 2a^2)d1^235d2^151 + (3 + 4a + 2a^2)d1^236d2^151 + (0 + 1a + 4a^2)d1^237d2^151 + (0 + 1a + 1a^2)d1^238d2^151 + (3 + 2a + 1a^2)d1^239d2^151 + (1 + 4a + 3a^2)d1^240d2^151 + (3 + 0a + 3a^2)d1^241d2^151 + (4 + 2a + 0a^2)d1^242d2^151 + (4 + 3a + 2a^2)d1^243d2^151 + (2 + 0a + 3a^2)d1^244d2^151 + (2 + 1a + 2a^2)d1^245d2^151 + (0 + 1a + 4a^2)d1^246d2^151 + (3 + 0a + 0a^2)d1^247d2^151 + (2 + 3a + 4a^2)d1^248d2^151 + (4 + 0a + 3a^2)d1^249d2^151 + (2 + 3a + 1a^2)d1^250d2^151 + (4 + 0a + 1a^2)d1^251d2^151 + (4 + 4a + 0a^2)d1^252d2^151 + (4 + 3a + 0a^2)d1^253d2^151 + (1 + 4a + 4a^2)d1^254d2^151 + (2 + 4a + 0a^2)d1^255d2^151 + (1 + 4a + 3a^2)d1^256d2^151 + (1 + 0a + 3a^2)d1^257d2^151 + (1 + 0a + 0a^2)d1^258d2^151 + (3 + 1a + 4a^2)d1^259d2^151 + (2 + 3a + 0a^2)d1^260d2^151 + (2 + 4a + 1a^2)d1^261d2^151 + (4 + 0a + 1a^2)d1^262d2^151 + (2 + 2a + 0a^2)d1^263d2^151 + (2 + 3a + 0a^2)d1^264d2^151 + (2 + 4a + 2a^2)d1^265d2^151 + (2 + 4a + 1a^2)d1^266d2^151 + (4 + 1a + 0a^2)d1^267d2^151 + (1 + 4a + 0a^2)d1^268d2^151 + (2 + 2a + 4a^2)d1^269d2^151 + (2 + 3a + 3a^2)d1^270d2^151 + (4 + 0a + 3a^2)d1^271d2^151 + (3 + 1a + 3a^2)d1^272d2^151 + (1 + 4a + 3a^2)d1^273d2^151 + (2 + 4a + 2a^2)d1^274d2^151 + (0 + 2a + 4a^2)d1^275d2^151 + (1 + 3a + 2a^2)d1^276d2^151 + (3 + 0a + 4a^2)d1^277d2^151 + (0 + 3a + 1a^2)d1^278d2^151 + (2 + 3a + 3a^2)d1^279d2^151 + (1 + 3a + 0a^2)d1^280d2^151 + (4 + 2a + 3a^2)d1^281d2^151 + (4 + 1a + 1a^2)d1^282d2^151 + (2 + 2a + 0a^2)d1^283d2^151 + (4 + 2a + 4a^2)d1^284d2^151 + (3 + 3a + 0a^2)d1^285d2^151 + (4 + 1a + 1a^2)d1^286d2^151 + (0 + 2a + 4a^2)d1^287d2^151 + (0 + 2a + 4a^2)d1^288d2^151 + (4 + 1a + 3a^2)d1^289d2^151 + (3 + 3a + 0a^2)d1^290d2^151 + (3 + 1a + 1a^2)d1^291d2^151 + (0 + 1a + 2a^2)d1^292d2^151 + (1 + 2a + 1a^2)d1^293d2^151 + (0 + 1a + 2a^2)d2^152 + (1 + 4a + 2a^2)d1^1d2^152 + (0 + 1a + 3a^2)d1^2d2^152 + (1 + 4a + 3a^2)d1^3d2^152 + (2 + 1a + 2a^2)d1^4d2^152 + (1 + 1a + 2a^2)d1^5d2^152 + (2 + 1a + 4a^2)d1^6d2^152 + (1 + 1a + 3a^2)d1^7d2^152 + (3 + 0a + 3a^2)d1^8d2^152 + (0 + 2a + 3a^2)d1^9d2^152 + (2 + 0a + 3a^2)d1^10d2^152 + (3 + 0a + 4a^2)d1^11d2^152 + (4 + 3a + 3a^2)d1^12d2^152 + (4 + 4a + 0a^2)d1^13d2^152 + (2 + 2a + 4a^2)d1^14d2^152 + (4 + 4a + 3a^2)d1^15d2^152 + (0 + 1a + 3a^2)d1^16d2^152 + (3 + 4a + 1a^2)d1^17d2^152 + (1 + 2a + 0a^2)d1^18d2^152 + (0 + 1a + 1a^2)d1^19d2^152 + (3 + 0a + 1a^2)d1^20d2^152 + (2 + 2a + 4a^2)d1^21d2^152 + (3 + 0a + 0a^2)d1^22d2^152 + (2 + 3a + 1a^2)d1^23d2^152 + (0 + 2a + 0a^2)d1^24d2^152 + (4 + 0a + 0a^2)d1^25d2^152 + (0 + 3a + 3a^2)d1^26d2^152 + (2 + 0a + 0a^2)d1^27d2^152 + (3 + 2a + 3a^2)d1^28d2^152 + (0 + 2a + 3a^2)d1^29d2^152 + (4 + 0a + 2a^2)d1^30d2^152 + (3 + 4a + 3a^2)d1^31d2^152 + (4 + 0a + 4a^2)d1^32d2^152 + (2 + 0a + 0a^2)d1^33d2^152 + (2 + 2a + 0a^2)d1^34d2^152 + (3 + 0a + 0a^2)d1^35d2^152 + (1 + 0a + 2a^2)d1^36d2^152 + (0 + 4a + 0a^2)d1^37d2^152 + (0 + 4a + 2a^2)d1^38d2^152 + (2 + 2a + 3a^2)d1^39d2^152 + (0 + 3a + 3a^2)d1^40d2^152 + (3 + 1a + 2a^2)d1^41d2^152 + (1 + 3a + 1a^2)d1^42d2^152 + (1 + 2a + 4a^2)d1^43d2^152 + (3 + 0a + 0a^2)d1^44d2^152 + (4 + 1a + 4a^2)d1^45d2^152 + (4 + 1a + 0a^2)d1^46d2^152 + (2 + 2a + 4a^2)d1^47d2^152 + (4 + 1a + 4a^2)d1^48d2^152 + (2 + 3a + 4a^2)d1^49d2^152 + (2 + 0a + 1a^2)d1^50d2^152 + (2 + 1a + 1a^2)d1^51d2^152 + (1 + 2a + 4a^2)d1^52d2^152 + (1 + 4a + 0a^2)d1^53d2^152 + (3 + 2a + 0a^2)d1^54d2^152 + (3 + 3a + 3a^2)d1^55d2^152 + (0 + 1a + 4a^2)d1^56d2^152 + (1 + 2a + 4a^2)d1^57d2^152 + (4 + 3a + 3a^2)d1^58d2^152 + (3 + 3a + 2a^2)d1^59d2^152 + (3 + 3a + 0a^2)d1^60d2^152 + (1 + 1a + 4a^2)d1^61d2^152 + (2 + 2a + 1a^2)d1^62d2^152 + (2 + 4a + 2a^2)d1^63d2^152 + (4 + 3a + 4a^2)d1^64d2^152 + (4 + 2a + 3a^2)d1^65d2^152 + (0 + 1a + 3a^2)d1^66d2^152 + (0 + 4a + 1a^2)d1^67d2^152 + (1 + 1a + 2a^2)d1^68d2^152 + (4 + 2a + 0a^2)d1^69d2^152 + (0 + 4a + 1a^2)d1^70d2^152 + (1 + 3a + 4a^2)d1^71d2^152 + (3 + 2a + 4a^2)d1^72d2^152 + (4 + 1a + 1a^2)d1^73d2^152 + (2 + 4a + 0a^2)d1^74d2^152 + (2 + 1a + 1a^2)d1^75d2^152 + (4 + 3a + 0a^2)d1^76d2^152 + (1 + 2a + 3a^2)d1^77d2^152 + (2 + 3a + 3a^2)d1^78d2^152 + (2 + 1a + 3a^2)d1^79d2^152 + (0 + 1a + 4a^2)d1^80d2^152 + (2 + 3a + 0a^2)d1^81d2^152 + (0 + 2a + 2a^2)d1^82d2^152 + (2 + 4a + 3a^2)d1^83d2^152 + (3 + 3a + 1a^2)d1^84d2^152 + (1 + 2a + 3a^2)d1^85d2^152 + (0 + 3a + 2a^2)d1^86d2^152 + (1 + 3a + 0a^2)d1^87d2^152 + (4 + 0a + 3a^2)d1^88d2^152 + (4 + 4a + 2a^2)d1^89d2^152 + (1 + 2a + 1a^2)d1^90d2^152 + (2 + 3a + 2a^2)d1^91d2^152 + (3 + 1a + 0a^2)d1^92d2^152 + (4 + 0a + 2a^2)d1^93d2^152 + (0 + 1a + 2a^2)d1^94d2^152 + (0 + 1a + 1a^2)d1^95d2^152 + (0 + 1a + 3a^2)d1^96d2^152 + (4 + 2a + 2a^2)d1^97d2^152 + (0 + 1a + 2a^2)d1^98d2^152 + (0 + 0a + 4a^2)d1^99d2^152 + (0 + 3a + 4a^2)d1^100d2^152 + (2 + 1a + 4a^2)d1^101d2^152 + (3 + 0a + 0a^2)d1^102d2^152 + (0 + 0a + 3a^2)d1^103d2^152 + (2 + 1a + 4a^2)d1^104d2^152 + (2 + 1a + 0a^2)d1^105d2^152 + (4 + 0a + 0a^2)d1^106d2^152 + (4 + 0a + 3a^2)d1^107d2^152 + (2 + 4a + 4a^2)d1^108d2^152 + (1 + 0a + 0a^2)d1^110d2^152 + (0 + 0a + 1a^2)d1^111d2^152 + (0 + 0a + 4a^2)d1^112d2^152 + (1 + 1a + 0a^2)d1^113d2^152 + (1 + 0a + 4a^2)d1^114d2^152 + (2 + 1a + 2a^2)d1^115d2^152 + (4 + 2a + 2a^2)d1^116d2^152 + (4 + 4a + 2a^2)d1^117d2^152 + (1 + 2a + 2a^2)d1^118d2^152 + (1 + 0a + 2a^2)d1^119d2^152 + (3 + 0a + 4a^2)d1^120d2^152 + (4 + 0a + 0a^2)d1^121d2^152 + (3 + 4a + 2a^2)d1^122d2^152 + (3 + 3a + 2a^2)d1^123d2^152 + (1 + 2a + 0a^2)d1^124d2^152 + (0 + 4a + 0a^2)d1^125d2^152 + (0 + 2a + 1a^2)d1^126d2^152 + (4 + 2a + 1a^2)d1^127d2^152 + (0 + 4a + 2a^2)d1^128d2^152 + (4 + 0a + 3a^2)d1^129d2^152 + (2 + 0a + 0a^2)d1^130d2^152 + (1 + 3a + 0a^2)d1^131d2^152 + (1 + 4a + 3a^2)d1^132d2^152 + (2 + 1a + 3a^2)d1^133d2^152 + (3 + 2a + 0a^2)d1^134d2^152 + (1 + 2a + 3a^2)d1^135d2^152 + (3 + 2a + 0a^2)d1^136d2^152 + (0 + 2a + 3a^2)d1^137d2^152 + (0 + 3a + 2a^2)d1^138d2^152 + (0 + 3a + 3a^2)d1^139d2^152 + (2 + 0a + 3a^2)d1^140d2^152 + (0 + 3a + 0a^2)d1^141d2^152 + (2 + 2a + 2a^2)d1^142d2^152 + (2 + 2a + 3a^2)d1^143d2^152 + (4 + 4a + 0a^2)d1^144d2^152 + (2 + 3a + 4a^2)d1^145d2^152 + (0 + 4a + 3a^2)d1^146d2^152 + (3 + 1a + 0a^2)d1^147d2^152 + (2 + 2a + 4a^2)d1^148d2^152 + (4 + 4a + 2a^2)d1^149d2^152 + (3 + 2a + 3a^2)d1^150d2^152 + (1 + 3a + 4a^2)d1^151d2^152 + (3 + 0a + 0a^2)d1^152d2^152 + (1 + 0a + 1a^2)d1^153d2^152 + (3 + 0a + 4a^2)d1^154d2^152 + (2 + 0a + 1a^2)d1^155d2^152 + (4 + 2a + 4a^2)d1^156d2^152 + (2 + 2a + 3a^2)d1^157d2^152 + (0 + 2a + 1a^2)d1^158d2^152 + (2 + 4a + 1a^2)d1^159d2^152 + (0 + 0a + 4a^2)d1^160d2^152 + (2 + 0a + 3a^2)d1^161d2^152 + (3 + 3a + 4a^2)d1^162d2^152 + (4 + 2a + 3a^2)d1^163d2^152 + (4 + 3a + 4a^2)d1^164d2^152 + (2 + 0a + 3a^2)d1^165d2^152 + (4 + 0a + 1a^2)d1^166d2^152 + (1 + 0a + 4a^2)d1^167d2^152 + (1 + 0a + 0a^2)d1^168d2^152 + (4 + 3a + 0a^2)d1^169d2^152 + (0 + 1a + 2a^2)d1^170d2^152 + (2 + 0a + 2a^2)d1^171d2^152 + (3 + 2a + 1a^2)d1^172d2^152 + (1 + 4a + 4a^2)d1^173d2^152 + (4 + 1a + 0a^2)d1^174d2^152 + (0 + 0a + 2a^2)d1^175d2^152 + (3 + 4a + 3a^2)d1^176d2^152 + (0 + 2a + 0a^2)d1^177d2^152 + (1 + 1a + 4a^2)d1^178d2^152 + (0 + 4a + 3a^2)d1^179d2^152 + (4 + 0a + 0a^2)d1^180d2^152 + (0 + 1a + 4a^2)d1^181d2^152 + (2 + 4a + 1a^2)d1^182d2^152 + (2 + 3a + 1a^2)d1^183d2^152 + (3 + 2a + 0a^2)d1^184d2^152 + (1 + 1a + 1a^2)d1^185d2^152 + (2 + 4a + 2a^2)d1^186d2^152 + (0 + 4a + 3a^2)d1^187d2^152 + (2 + 3a + 1a^2)d1^188d2^152 + (0 + 0a + 4a^2)d1^189d2^152 + (2 + 1a + 0a^2)d1^190d2^152 + (1 + 0a + 0a^2)d1^191d2^152 + (4 + 2a + 0a^2)d1^192d2^152 + (1 + 0a + 1a^2)d1^193d2^152 + (2 + 0a + 0a^2)d1^194d2^152 + (0 + 3a + 1a^2)d1^195d2^152 + (4 + 4a + 4a^2)d1^196d2^152 + (4 + 4a + 4a^2)d1^197d2^152 + (1 + 3a + 4a^2)d1^198d2^152 + (1 + 3a + 3a^2)d1^199d2^152 + (1 + 0a + 1a^2)d1^200d2^152 + (0 + 3a + 1a^2)d1^201d2^152 + (4 + 1a + 4a^2)d1^202d2^152 + (4 + 0a + 4a^2)d1^203d2^152 + (0 + 2a + 4a^2)d1^204d2^152 + (0 + 3a + 2a^2)d1^205d2^152 + (3 + 1a + 4a^2)d1^206d2^152 + (0 + 4a + 0a^2)d1^207d2^152 + (4 + 0a + 2a^2)d1^208d2^152 + (1 + 0a + 2a^2)d1^209d2^152 + (2 + 2a + 2a^2)d1^210d2^152 + (1 + 2a + 3a^2)d1^211d2^152 + (2 + 2a + 1a^2)d1^212d2^152 + (3 + 2a + 2a^2)d1^213d2^152 + (1 + 3a + 4a^2)d1^214d2^152 + (2 + 3a + 4a^2)d1^215d2^152 + (3 + 2a + 1a^2)d1^216d2^152 + (1 + 1a + 2a^2)d1^217d2^152 + (0 + 0a + 4a^2)d1^218d2^152 + (1 + 2a + 3a^2)d1^219d2^152 + (2 + 0a + 4a^2)d1^220d2^152 + (4 + 4a + 4a^2)d1^221d2^152 + (4 + 1a + 1a^2)d1^222d2^152 + (4 + 2a + 3a^2)d1^223d2^152 + (0 + 2a + 2a^2)d1^224d2^152 + (2 + 3a + 0a^2)d1^225d2^152 + (4 + 2a + 4a^2)d1^226d2^152 + (2 + 3a + 4a^2)d1^227d2^152 + (0 + 0a + 1a^2)d1^228d2^152 + (4 + 3a + 3a^2)d1^229d2^152 + (3 + 1a + 1a^2)d1^230d2^152 + (3 + 3a + 0a^2)d1^231d2^152 + (3 + 2a + 4a^2)d1^232d2^152 + (1 + 0a + 0a^2)d1^233d2^152 + (2 + 2a + 2a^2)d1^234d2^152 + (3 + 1a + 3a^2)d1^235d2^152 + (2 + 4a + 1a^2)d1^236d2^152 + (2 + 0a + 1a^2)d1^237d2^152 + (1 + 2a + 3a^2)d1^238d2^152 + (4 + 0a + 3a^2)d1^239d2^152 + (4 + 4a + 1a^2)d1^240d2^152 + (2 + 1a + 0a^2)d1^241d2^152 + (1 + 4a + 0a^2)d1^242d2^152 + (2 + 0a + 3a^2)d1^243d2^152 + (1 + 0a + 1a^2)d1^244d2^152 + (4 + 1a + 0a^2)d1^245d2^152 + (0 + 3a + 0a^2)d1^246d2^152 + (3 + 4a + 2a^2)d1^247d2^152 + (2 + 1a + 2a^2)d1^248d2^152 + (4 + 4a + 4a^2)d1^249d2^152 + (0 + 1a + 3a^2)d1^250d2^152 + (1 + 0a + 3a^2)d1^251d2^152 + (4 + 4a + 4a^2)d1^252d2^152 + (3 + 4a + 3a^2)d1^253d2^152 + (1 + 1a + 3a^2)d1^254d2^152 + (2 + 0a + 1a^2)d1^255d2^152 + (3 + 1a + 3a^2)d1^256d2^152 + (4 + 2a + 0a^2)d1^257d2^152 + (2 + 1a + 2a^2)d1^258d2^152 + (0 + 2a + 0a^2)d1^259d2^152 + (0 + 0a + 3a^2)d1^260d2^152 + (3 + 0a + 1a^2)d1^261d2^152 + (4 + 3a + 2a^2)d1^262d2^152 + (4 + 3a + 0a^2)d1^263d2^152 + (3 + 3a + 1a^2)d1^264d2^152 + (1 + 1a + 3a^2)d1^265d2^152 + (3 + 1a + 2a^2)d1^266d2^152 + (3 + 3a + 3a^2)d1^267d2^152 + (4 + 0a + 2a^2)d1^268d2^152 + (2 + 3a + 2a^2)d1^269d2^152 + (3 + 1a + 3a^2)d1^270d2^152 + (0 + 2a + 3a^2)d1^271d2^152 + (2 + 1a + 4a^2)d1^272d2^152 + (3 + 2a + 4a^2)d1^273d2^152 + (2 + 2a + 1a^2)d1^274d2^152 + (1 + 0a + 0a^2)d1^275d2^152 + (3 + 2a + 1a^2)d1^276d2^152 + (4 + 0a + 2a^2)d1^277d2^152 + (2 + 4a + 1a^2)d1^278d2^152 + (0 + 2a + 4a^2)d1^279d2^152 + (3 + 2a + 2a^2)d1^280d2^152 + (4 + 4a + 1a^2)d1^281d2^152 + (4 + 0a + 0a^2)d1^282d2^152 + (3 + 4a + 1a^2)d1^283d2^152 + (1 + 4a + 3a^2)d1^284d2^152 + (1 + 2a + 2a^2)d1^285d2^152 + (3 + 4a + 0a^2)d1^286d2^152 + (3 + 1a + 3a^2)d1^287d2^152 + (1 + 4a + 2a^2)d1^288d2^152 + (0 + 0a + 3a^2)d1^289d2^152 + (2 + 3a + 4a^2)d1^290d2^152 + (3 + 0a + 3a^2)d1^291d2^152 + (2 + 0a + 4a^2)d1^292d2^152 + (1 + 1a + 3a^2)d1^293d2^152 + (0 + 3a + 0a^2)d2^153 + (1 + 1a + 3a^2)d1^1d2^153 + (3 + 1a + 3a^2)d1^2d2^153 + (0 + 3a + 4a^2)d1^3d2^153 + (0 + 3a + 1a^2)d1^4d2^153 + (0 + 4a + 4a^2)d1^5d2^153 + (3 + 3a + 2a^2)d1^6d2^153 + (3 + 3a + 4a^2)d1^7d2^153 + (3 + 3a + 4a^2)d1^8d2^153 + (4 + 2a + 3a^2)d1^9d2^153 + (4 + 0a + 4a^2)d1^10d2^153 + (4 + 1a + 0a^2)d1^11d2^153 + (1 + 2a + 2a^2)d1^12d2^153 + (1 + 0a + 3a^2)d1^13d2^153 + (1 + 0a + 2a^2)d1^14d2^153 + (1 + 3a + 4a^2)d1^15d2^153 + (3 + 2a + 2a^2)d1^16d2^153 + (2 + 3a + 1a^2)d1^17d2^153 + (3 + 0a + 3a^2)d1^18d2^153 + (0 + 4a + 1a^2)d1^19d2^153 + (4 + 1a + 3a^2)d1^20d2^153 + (4 + 3a + 0a^2)d1^21d2^153 + (1 + 1a + 0a^2)d1^22d2^153 + (1 + 4a + 4a^2)d1^23d2^153 + (4 + 2a + 4a^2)d1^24d2^153 + (0 + 2a + 2a^2)d1^25d2^153 + (4 + 0a + 0a^2)d1^26d2^153 + (0 + 2a + 1a^2)d1^27d2^153 + (4 + 3a + 1a^2)d1^28d2^153 + (2 + 4a + 1a^2)d1^29d2^153 + (1 + 4a + 2a^2)d1^30d2^153 + (2 + 0a + 4a^2)d1^31d2^153 + (0 + 3a + 2a^2)d1^32d2^153 + (0 + 3a + 2a^2)d1^33d2^153 + (2 + 3a + 3a^2)d1^34d2^153 + (3 + 0a + 0a^2)d1^35d2^153 + (0 + 3a + 1a^2)d1^36d2^153 + (1 + 0a + 1a^2)d1^37d2^153 + (1 + 0a + 4a^2)d1^38d2^153 + (3 + 0a + 0a^2)d1^39d2^153 + (0 + 3a + 1a^2)d1^40d2^153 + (0 + 4a + 2a^2)d1^41d2^153 + (1 + 0a + 4a^2)d1^42d2^153 + (0 + 2a + 3a^2)d1^43d2^153 + (4 + 0a + 3a^2)d1^44d2^153 + (0 + 1a + 1a^2)d1^45d2^153 + (2 + 3a + 2a^2)d1^46d2^153 + (1 + 2a + 3a^2)d1^47d2^153 + (3 + 4a + 1a^2)d1^48d2^153 + (4 + 2a + 0a^2)d1^49d2^153 + (1 + 0a + 1a^2)d1^50d2^153 + (1 + 1a + 0a^2)d1^51d2^153 + (4 + 3a + 0a^2)d1^52d2^153 + (4 + 4a + 0a^2)d1^53d2^153 + (3 + 2a + 4a^2)d1^54d2^153 + (3 + 1a + 2a^2)d1^55d2^153 + (2 + 0a + 0a^2)d1^57d2^153 + (2 + 4a + 0a^2)d1^58d2^153 + (0 + 0a + 4a^2)d1^59d2^153 + (4 + 1a + 1a^2)d1^60d2^153 + (4 + 2a + 1a^2)d1^61d2^153 + (2 + 3a + 1a^2)d1^62d2^153 + (0 + 3a + 3a^2)d1^63d2^153 + (3 + 3a + 4a^2)d1^64d2^153 + (3 + 0a + 4a^2)d1^65d2^153 + (3 + 3a + 4a^2)d1^66d2^153 + (1 + 4a + 1a^2)d1^67d2^153 + (1 + 1a + 2a^2)d1^68d2^153 + (4 + 4a + 1a^2)d1^69d2^153 + (3 + 2a + 1a^2)d1^70d2^153 + (1 + 1a + 4a^2)d1^71d2^153 + (0 + 0a + 1a^2)d1^72d2^153 + (2 + 4a + 2a^2)d1^73d2^153 + (4 + 3a + 1a^2)d1^74d2^153 + (3 + 3a + 3a^2)d1^75d2^153 + (2 + 2a + 2a^2)d1^76d2^153 + (0 + 2a + 3a^2)d1^77d2^153 + (2 + 2a + 1a^2)d1^78d2^153 + (4 + 1a + 3a^2)d1^79d2^153 + (4 + 0a + 0a^2)d1^80d2^153 + (1 + 4a + 2a^2)d1^81d2^153 + (4 + 4a + 3a^2)d1^82d2^153 + (2 + 3a + 4a^2)d1^83d2^153 + (1 + 2a + 2a^2)d1^84d2^153 + (3 + 3a + 3a^2)d1^85d2^153 + (3 + 4a + 2a^2)d1^86d2^153 + (0 + 3a + 2a^2)d1^87d2^153 + (1 + 4a + 1a^2)d1^88d2^153 + (4 + 0a + 1a^2)d1^89d2^153 + (1 + 3a + 2a^2)d1^90d2^153 + (3 + 4a + 3a^2)d1^91d2^153 + (1 + 4a + 3a^2)d1^92d2^153 + (1 + 4a + 2a^2)d1^93d2^153 + (0 + 4a + 3a^2)d1^94d2^153 + (1 + 1a + 4a^2)d1^95d2^153 + (2 + 4a + 0a^2)d1^96d2^153 + (1 + 3a + 0a^2)d1^97d2^153 + (4 + 1a + 1a^2)d1^98d2^153 + (1 + 0a + 1a^2)d1^99d2^153 + (1 + 3a + 1a^2)d1^100d2^153 + (2 + 2a + 3a^2)d1^101d2^153 + (4 + 1a + 4a^2)d1^102d2^153 + (3 + 4a + 0a^2)d1^103d2^153 + (0 + 3a + 2a^2)d1^104d2^153 + (0 + 3a + 3a^2)d1^105d2^153 + (1 + 3a + 2a^2)d1^106d2^153 + (4 + 0a + 4a^2)d1^107d2^153 + (4 + 2a + 3a^2)d1^108d2^153 + (3 + 1a + 4a^2)d1^109d2^153 + (3 + 3a + 1a^2)d1^110d2^153 + (1 + 0a + 2a^2)d1^111d2^153 + (1 + 0a + 4a^2)d1^112d2^153 + (2 + 4a + 3a^2)d1^113d2^153 + (0 + 1a + 0a^2)d1^114d2^153 + (1 + 2a + 3a^2)d1^115d2^153 + (2 + 4a + 2a^2)d1^116d2^153 + (4 + 0a + 4a^2)d1^117d2^153 + (2 + 4a + 4a^2)d1^118d2^153 + (0 + 3a + 3a^2)d1^119d2^153 + (0 + 0a + 3a^2)d1^120d2^153 + (1 + 3a + 0a^2)d1^121d2^153 + (4 + 4a + 0a^2)d1^122d2^153 + (3 + 0a + 4a^2)d1^123d2^153 + (3 + 2a + 0a^2)d1^124d2^153 + (3 + 4a + 2a^2)d1^125d2^153 + (1 + 0a + 4a^2)d1^126d2^153 + (2 + 3a + 2a^2)d1^127d2^153 + (4 + 3a + 2a^2)d1^128d2^153 + (3 + 4a + 3a^2)d1^129d2^153 + (3 + 2a + 2a^2)d1^130d2^153 + (3 + 0a + 4a^2)d1^131d2^153 + (1 + 3a + 1a^2)d1^132d2^153 + (2 + 0a + 0a^2)d1^133d2^153 + (0 + 2a + 1a^2)d1^134d2^153 + (0 + 4a + 3a^2)d1^135d2^153 + (2 + 3a + 4a^2)d1^136d2^153 + (2 + 2a + 2a^2)d1^137d2^153 + (0 + 0a + 3a^2)d1^138d2^153 + (4 + 3a + 2a^2)d1^139d2^153 + (4 + 4a + 1a^2)d1^140d2^153 + (0 + 4a + 0a^2)d1^141d2^153 + (1 + 4a + 0a^2)d1^142d2^153 + (4 + 3a + 4a^2)d1^143d2^153 + (3 + 4a + 1a^2)d1^144d2^153 + (1 + 1a + 2a^2)d1^145d2^153 + (4 + 3a + 2a^2)d1^146d2^153 + (4 + 0a + 0a^2)d1^147d2^153 + (1 + 2a + 3a^2)d1^148d2^153 + (0 + 4a + 1a^2)d1^149d2^153 + (2 + 4a + 2a^2)d1^150d2^153 + (3 + 1a + 1a^2)d1^151d2^153 + (4 + 1a + 1a^2)d1^152d2^153 + (4 + 1a + 1a^2)d1^153d2^153 + (0 + 4a + 2a^2)d1^154d2^153 + (1 + 4a + 3a^2)d1^155d2^153 + (4 + 1a + 2a^2)d1^156d2^153 + (3 + 0a + 1a^2)d1^157d2^153 + (0 + 4a + 3a^2)d1^158d2^153 + (2 + 1a + 1a^2)d1^159d2^153 + (3 + 4a + 1a^2)d1^160d2^153 + (2 + 0a + 4a^2)d1^161d2^153 + (0 + 0a + 3a^2)d1^162d2^153 + (3 + 3a + 3a^2)d1^163d2^153 + (3 + 3a + 0a^2)d1^164d2^153 + (0 + 2a + 1a^2)d1^165d2^153 + (3 + 0a + 3a^2)d1^166d2^153 + (4 + 0a + 2a^2)d1^167d2^153 + (0 + 3a + 0a^2)d1^168d2^153 + (0 + 1a + 0a^2)d1^169d2^153 + (1 + 2a + 4a^2)d1^170d2^153 + (4 + 1a + 2a^2)d1^171d2^153 + (3 + 4a + 4a^2)d1^172d2^153 + (2 + 4a + 2a^2)d1^173d2^153 + (0 + 1a + 2a^2)d1^174d2^153 + (4 + 3a + 0a^2)d1^175d2^153 + (0 + 1a + 1a^2)d1^176d2^153 + (1 + 1a + 1a^2)d1^177d2^153 + (4 + 1a + 4a^2)d1^178d2^153 + (3 + 3a + 2a^2)d1^179d2^153 + (3 + 0a + 4a^2)d1^180d2^153 + (1 + 3a + 0a^2)d1^181d2^153 + (2 + 2a + 4a^2)d1^182d2^153 + (2 + 3a + 2a^2)d1^183d2^153 + (0 + 3a + 3a^2)d1^184d2^153 + (0 + 1a + 0a^2)d1^185d2^153 + (4 + 4a + 3a^2)d1^186d2^153 + (2 + 3a + 1a^2)d1^187d2^153 + (0 + 1a + 3a^2)d1^188d2^153 + (1 + 3a + 3a^2)d1^189d2^153 + (1 + 0a + 1a^2)d1^190d2^153 + (0 + 2a + 0a^2)d1^191d2^153 + (0 + 3a + 2a^2)d1^192d2^153 + (2 + 1a + 0a^2)d1^193d2^153 + (4 + 0a + 0a^2)d1^194d2^153 + (3 + 3a + 4a^2)d1^195d2^153 + (0 + 3a + 3a^2)d1^196d2^153 + (1 + 3a + 2a^2)d1^197d2^153 + (3 + 0a + 1a^2)d1^198d2^153 + (4 + 3a + 3a^2)d1^199d2^153 + (4 + 2a + 4a^2)d1^200d2^153 + (1 + 2a + 0a^2)d1^201d2^153 + (1 + 4a + 0a^2)d1^202d2^153 + (4 + 4a + 2a^2)d1^203d2^153 + (1 + 3a + 4a^2)d1^204d2^153 + (2 + 3a + 0a^2)d1^205d2^153 + (1 + 0a + 0a^2)d1^206d2^153 + (3 + 4a + 3a^2)d1^207d2^153 + (0 + 4a + 1a^2)d1^208d2^153 + (2 + 3a + 4a^2)d1^209d2^153 + (2 + 4a + 4a^2)d1^210d2^153 + (1 + 2a + 4a^2)d1^212d2^153 + (3 + 1a + 4a^2)d1^213d2^153 + (1 + 4a + 4a^2)d1^214d2^153 + (0 + 3a + 1a^2)d1^215d2^153 + (3 + 1a + 1a^2)d1^216d2^153 + (4 + 0a + 0a^2)d1^217d2^153 + (0 + 4a + 2a^2)d1^218d2^153 + (3 + 3a + 4a^2)d1^219d2^153 + (1 + 0a + 2a^2)d1^220d2^153 + (2 + 4a + 1a^2)d1^221d2^153 + (3 + 1a + 2a^2)d1^222d2^153 + (4 + 2a + 3a^2)d1^223d2^153 + (0 + 1a + 3a^2)d1^224d2^153 + (1 + 2a + 4a^2)d1^225d2^153 + (3 + 0a + 1a^2)d1^227d2^153 + (3 + 1a + 3a^2)d1^228d2^153 + (1 + 2a + 4a^2)d1^229d2^153 + (1 + 3a + 3a^2)d1^230d2^153 + (1 + 3a + 3a^2)d1^231d2^153 + (4 + 4a + 4a^2)d1^232d2^153 + (2 + 1a + 1a^2)d1^233d2^153 + (3 + 2a + 0a^2)d1^234d2^153 + (2 + 4a + 3a^2)d1^235d2^153 + (3 + 0a + 4a^2)d1^236d2^153 + (4 + 3a + 0a^2)d1^237d2^153 + (0 + 2a + 4a^2)d1^238d2^153 + (3 + 0a + 4a^2)d1^239d2^153 + (4 + 3a + 3a^2)d1^240d2^153 + (1 + 3a + 1a^2)d1^241d2^153 + (0 + 1a + 1a^2)d1^242d2^153 + (0 + 3a + 4a^2)d1^243d2^153 + (4 + 2a + 1a^2)d1^244d2^153 + (1 + 2a + 2a^2)d1^245d2^153 + (0 + 3a + 4a^2)d1^246d2^153 + (3 + 3a + 3a^2)d1^247d2^153 + (4 + 1a + 2a^2)d1^248d2^153 + (4 + 0a + 1a^2)d1^249d2^153 + (3 + 0a + 0a^2)d1^250d2^153 + (4 + 1a + 2a^2)d1^251d2^153 + (4 + 4a + 3a^2)d1^252d2^153 + (1 + 1a + 0a^2)d1^253d2^153 + (0 + 1a + 0a^2)d1^254d2^153 + (3 + 1a + 1a^2)d1^255d2^153 + (2 + 2a + 4a^2)d1^256d2^153 + (1 + 4a + 4a^2)d1^257d2^153 + (3 + 3a + 3a^2)d1^258d2^153 + (3 + 0a + 3a^2)d1^259d2^153 + (4 + 4a + 2a^2)d1^260d2^153 + (2 + 1a + 4a^2)d1^261d2^153 + (4 + 4a + 4a^2)d1^262d2^153 + (3 + 3a + 0a^2)d1^263d2^153 + (0 + 4a + 1a^2)d1^264d2^153 + (0 + 0a + 2a^2)d1^265d2^153 + (0 + 0a + 1a^2)d1^266d2^153 + (2 + 1a + 4a^2)d1^267d2^153 + (4 + 3a + 3a^2)d1^268d2^153 + (1 + 0a + 0a^2)d1^269d2^153 + (2 + 4a + 0a^2)d1^270d2^153 + (4 + 2a + 3a^2)d1^271d2^153 + (3 + 3a + 0a^2)d1^272d2^153 + (1 + 1a + 3a^2)d1^273d2^153 + (2 + 1a + 4a^2)d1^274d2^153 + (2 + 1a + 2a^2)d1^275d2^153 + (4 + 4a + 4a^2)d1^276d2^153 + (0 + 3a + 4a^2)d1^277d2^153 + (4 + 1a + 4a^2)d1^278d2^153 + (3 + 0a + 0a^2)d1^279d2^153 + (4 + 1a + 1a^2)d1^280d2^153 + (3 + 0a + 4a^2)d1^281d2^153 + (4 + 0a + 4a^2)d1^282d2^153 + (3 + 3a + 3a^2)d1^283d2^153 + (4 + 2a + 0a^2)d1^284d2^153 + (1 + 3a + 3a^2)d1^285d2^153 + (3 + 1a + 3a^2)d1^286d2^153 + (4 + 4a + 0a^2)d1^287d2^153 + (0 + 2a + 0a^2)d1^288d2^153 + (3 + 2a + 1a^2)d1^289d2^153 + (4 + 4a + 1a^2)d1^290d2^153 + (4 + 0a + 2a^2)d1^291d2^153 + (4 + 4a + 4a^2)d1^292d2^153 + (1 + 3a + 4a^2)d1^293d2^153 + (0 + 3a + 4a^2)d2^154 + (4 + 0a + 4a^2)d1^1d2^154 + (4 + 1a + 2a^2)d1^2d2^154 + (1 + 2a + 3a^2)d1^3d2^154 + (0 + 2a + 1a^2)d1^4d2^154 + (3 + 4a + 1a^2)d1^5d2^154 + (2 + 3a + 2a^2)d1^6d2^154 + (3 + 1a + 3a^2)d1^7d2^154 + (1 + 4a + 4a^2)d1^8d2^154 + (0 + 4a + 2a^2)d1^9d2^154 + (0 + 2a + 3a^2)d1^10d2^154 + (3 + 1a + 4a^2)d1^11d2^154 + (4 + 1a + 0a^2)d1^12d2^154 + (0 + 2a + 0a^2)d1^13d2^154 + (2 + 4a + 2a^2)d1^14d2^154 + (2 + 2a + 2a^2)d1^15d2^154 + (2 + 1a + 4a^2)d1^16d2^154 + (2 + 4a + 2a^2)d1^17d2^154 + (3 + 4a + 0a^2)d1^18d2^154 + (3 + 4a + 1a^2)d1^19d2^154 + (2 + 2a + 3a^2)d1^20d2^154 + (0 + 2a + 0a^2)d1^21d2^154 + (2 + 2a + 0a^2)d1^22d2^154 + (1 + 0a + 1a^2)d1^23d2^154 + (0 + 3a + 3a^2)d1^24d2^154 + (4 + 4a + 3a^2)d1^25d2^154 + (1 + 0a + 4a^2)d1^26d2^154 + (2 + 4a + 0a^2)d1^27d2^154 + (0 + 1a + 3a^2)d1^28d2^154 + (4 + 3a + 0a^2)d1^29d2^154 + (0 + 2a + 2a^2)d1^30d2^154 + (2 + 2a + 1a^2)d1^31d2^154 + (1 + 2a + 1a^2)d1^32d2^154 + (3 + 3a + 3a^2)d1^33d2^154 + (2 + 3a + 0a^2)d1^34d2^154 + (4 + 1a + 1a^2)d1^35d2^154 + (3 + 2a + 4a^2)d1^36d2^154 + (3 + 3a + 0a^2)d1^37d2^154 + (1 + 3a + 0a^2)d1^38d2^154 + (1 + 3a + 0a^2)d1^39d2^154 + (4 + 3a + 2a^2)d1^40d2^154 + (1 + 3a + 3a^2)d1^41d2^154 + (2 + 3a + 4a^2)d1^42d2^154 + (4 + 2a + 1a^2)d1^43d2^154 + (0 + 4a + 2a^2)d1^44d2^154 + (1 + 1a + 4a^2)d1^45d2^154 + (1 + 4a + 4a^2)d1^46d2^154 + (3 + 1a + 4a^2)d1^47d2^154 + (0 + 1a + 3a^2)d1^49d2^154 + (3 + 0a + 0a^2)d1^50d2^154 + (2 + 0a + 1a^2)d1^51d2^154 + (4 + 3a + 3a^2)d1^52d2^154 + (0 + 0a + 4a^2)d1^53d2^154 + (1 + 0a + 3a^2)d1^54d2^154 + (1 + 2a + 3a^2)d1^55d2^154 + (4 + 3a + 1a^2)d1^56d2^154 + (2 + 0a + 0a^2)d1^57d2^154 + (2 + 4a + 0a^2)d1^58d2^154 + (0 + 3a + 0a^2)d1^59d2^154 + (1 + 1a + 2a^2)d1^60d2^154 + (0 + 2a + 3a^2)d1^61d2^154 + (3 + 0a + 0a^2)d1^62d2^154 + (1 + 4a + 2a^2)d1^63d2^154 + (2 + 2a + 2a^2)d1^64d2^154 + (3 + 1a + 0a^2)d1^65d2^154 + (3 + 2a + 3a^2)d1^66d2^154 + (1 + 2a + 4a^2)d1^67d2^154 + (0 + 2a + 4a^2)d1^68d2^154 + (1 + 0a + 0a^2)d1^69d2^154 + (4 + 4a + 2a^2)d1^70d2^154 + (1 + 1a + 3a^2)d1^71d2^154 + (0 + 4a + 4a^2)d1^72d2^154 + (2 + 0a + 0a^2)d1^73d2^154 + (3 + 2a + 2a^2)d1^74d2^154 + (4 + 2a + 3a^2)d1^75d2^154 + (1 + 4a + 4a^2)d1^76d2^154 + (4 + 2a + 2a^2)d1^77d2^154 + (3 + 2a + 1a^2)d1^78d2^154 + (0 + 0a + 4a^2)d1^79d2^154 + (0 + 0a + 2a^2)d1^80d2^154 + (0 + 3a + 1a^2)d1^81d2^154 + (2 + 1a + 3a^2)d1^82d2^154 + (3 + 3a + 3a^2)d1^83d2^154 + (2 + 4a + 0a^2)d1^84d2^154 + (2 + 4a + 2a^2)d1^85d2^154 + (4 + 1a + 3a^2)d1^86d2^154 + (1 + 4a + 0a^2)d1^87d2^154 + (2 + 4a + 3a^2)d1^88d2^154 + (3 + 0a + 3a^2)d1^89d2^154 + (4 + 0a + 4a^2)d1^90d2^154 + (1 + 1a + 3a^2)d1^91d2^154 + (0 + 0a + 4a^2)d1^92d2^154 + (4 + 3a + 4a^2)d1^93d2^154 + (2 + 4a + 3a^2)d1^94d2^154 + (1 + 1a + 1a^2)d1^95d2^154 + (0 + 4a + 1a^2)d1^96d2^154 + (2 + 0a + 3a^2)d1^97d2^154 + (2 + 4a + 4a^2)d1^98d2^154 + (4 + 0a + 0a^2)d1^99d2^154 + (2 + 3a + 4a^2)d1^100d2^154 + (2 + 2a + 3a^2)d1^101d2^154 + (4 + 2a + 2a^2)d1^102d2^154 + (1 + 4a + 0a^2)d1^103d2^154 + (4 + 1a + 0a^2)d1^104d2^154 + (0 + 4a + 0a^2)d1^105d2^154 + (4 + 1a + 3a^2)d1^106d2^154 + (0 + 4a + 0a^2)d1^107d2^154 + (0 + 2a + 4a^2)d1^108d2^154 + (2 + 0a + 4a^2)d1^109d2^154 + (1 + 0a + 4a^2)d1^110d2^154 + (1 + 4a + 1a^2)d1^111d2^154 + (1 + 3a + 2a^2)d1^112d2^154 + (2 + 4a + 2a^2)d1^113d2^154 + (0 + 3a + 0a^2)d1^114d2^154 + (1 + 1a + 1a^2)d1^115d2^154 + (0 + 4a + 1a^2)d1^116d2^154 + (2 + 0a + 3a^2)d1^117d2^154 + (3 + 0a + 1a^2)d1^118d2^154 + (4 + 1a + 2a^2)d1^119d2^154 + (2 + 4a + 2a^2)d1^120d2^154 + (3 + 2a + 2a^2)d1^121d2^154 + (4 + 1a + 0a^2)d1^122d2^154 + (1 + 3a + 4a^2)d1^123d2^154 + (1 + 2a + 0a^2)d1^124d2^154 + (4 + 4a + 4a^2)d1^125d2^154 + (3 + 2a + 3a^2)d1^126d2^154 + (4 + 4a + 3a^2)d1^127d2^154 + (4 + 0a + 1a^2)d1^128d2^154 + (2 + 1a + 3a^2)d1^129d2^154 + (1 + 3a + 1a^2)d1^130d2^154 + (2 + 0a + 3a^2)d1^131d2^154 + (0 + 4a + 2a^2)d1^132d2^154 + (3 + 0a + 3a^2)d1^133d2^154 + (2 + 4a + 1a^2)d1^134d2^154 + (2 + 2a + 4a^2)d1^135d2^154 + (0 + 1a + 1a^2)d1^136d2^154 + (1 + 0a + 4a^2)d1^137d2^154 + (4 + 3a + 0a^2)d1^138d2^154 + (3 + 1a + 3a^2)d1^139d2^154 + (4 + 4a + 1a^2)d1^140d2^154 + (2 + 4a + 2a^2)d1^141d2^154 + (0 + 4a + 4a^2)d1^142d2^154 + (1 + 4a + 1a^2)d1^143d2^154 + (3 + 0a + 2a^2)d1^144d2^154 + (2 + 3a + 4a^2)d1^145d2^154 + (4 + 0a + 0a^2)d1^146d2^154 + (2 + 0a + 1a^2)d1^147d2^154 + (2 + 3a + 4a^2)d1^148d2^154 + (2 + 4a + 0a^2)d1^149d2^154 + (4 + 3a + 3a^2)d1^150d2^154 + (3 + 1a + 3a^2)d1^151d2^154 + (2 + 0a + 0a^2)d1^152d2^154 + (4 + 2a + 0a^2)d1^153d2^154 + (4 + 3a + 2a^2)d1^154d2^154 + (3 + 1a + 4a^2)d1^155d2^154 + (3 + 0a + 1a^2)d1^156d2^154 + (0 + 0a + 3a^2)d1^157d2^154 + (1 + 4a + 1a^2)d1^158d2^154 + (0 + 2a + 4a^2)d1^159d2^154 + (3 + 4a + 0a^2)d1^160d2^154 + (2 + 2a + 1a^2)d1^161d2^154 + (3 + 4a + 3a^2)d1^162d2^154 + (3 + 3a + 0a^2)d1^163d2^154 + (0 + 2a + 1a^2)d1^164d2^154 + (4 + 0a + 1a^2)d1^165d2^154 + (1 + 1a + 0a^2)d1^166d2^154 + (0 + 4a + 3a^2)d1^167d2^154 + (1 + 0a + 0a^2)d1^168d2^154 + (1 + 4a + 3a^2)d1^169d2^154 + (2 + 4a + 4a^2)d1^170d2^154 + (4 + 2a + 1a^2)d1^171d2^154 + (4 + 4a + 2a^2)d1^172d2^154 + (2 + 4a + 3a^2)d1^173d2^154 + (4 + 0a + 1a^2)d1^174d2^154 + (1 + 3a + 1a^2)d1^175d2^154 + (0 + 1a + 4a^2)d1^176d2^154 + (4 + 3a + 2a^2)d1^177d2^154 + (0 + 1a + 0a^2)d1^178d2^154 + (3 + 1a + 2a^2)d1^179d2^154 + (1 + 3a + 4a^2)d1^180d2^154 + (3 + 2a + 0a^2)d1^181d2^154 + (4 + 1a + 4a^2)d1^182d2^154 + (4 + 1a + 0a^2)d1^183d2^154 + (2 + 3a + 3a^2)d1^184d2^154 + (0 + 3a + 2a^2)d1^185d2^154 + (3 + 3a + 2a^2)d1^186d2^154 + (2 + 3a + 2a^2)d1^187d2^154 + (0 + 3a + 3a^2)d1^188d2^154 + (3 + 1a + 2a^2)d1^189d2^154 + (0 + 0a + 3a^2)d1^190d2^154 + (0 + 3a + 1a^2)d1^191d2^154 + (4 + 0a + 3a^2)d1^192d2^154 + (4 + 4a + 3a^2)d1^193d2^154 + (2 + 2a + 3a^2)d1^194d2^154 + (1 + 3a + 4a^2)d1^195d2^154 + (1 + 4a + 2a^2)d1^196d2^154 + (4 + 3a + 4a^2)d1^197d2^154 + (4 + 0a + 4a^2)d1^198d2^154 + (0 + 0a + 3a^2)d1^199d2^154 + (3 + 2a + 1a^2)d1^200d2^154 + (3 + 2a + 3a^2)d1^201d2^154 + (4 + 2a + 1a^2)d1^202d2^154 + (0 + 1a + 0a^2)d1^203d2^154 + (0 + 0a + 4a^2)d1^204d2^154 + (3 + 1a + 1a^2)d1^205d2^154 + (2 + 3a + 2a^2)d1^206d2^154 + (4 + 2a + 2a^2)d1^207d2^154 + (1 + 3a + 0a^2)d1^208d2^154 + (4 + 1a + 1a^2)d1^209d2^154 + (2 + 3a + 1a^2)d1^210d2^154 + (1 + 1a + 4a^2)d1^211d2^154 + (0 + 0a + 3a^2)d1^212d2^154 + (4 + 3a + 4a^2)d1^213d2^154 + (4 + 3a + 0a^2)d1^214d2^154 + (0 + 0a + 3a^2)d1^215d2^154 + (3 + 3a + 1a^2)d1^216d2^154 + (1 + 3a + 1a^2)d1^217d2^154 + (2 + 1a + 3a^2)d1^218d2^154 + (3 + 3a + 2a^2)d1^219d2^154 + (4 + 1a + 4a^2)d1^220d2^154 + (2 + 4a + 4a^2)d1^221d2^154 + (0 + 3a + 0a^2)d1^222d2^154 + (2 + 3a + 2a^2)d1^223d2^154 + (0 + 1a + 4a^2)d1^224d2^154 + (2 + 0a + 4a^2)d1^225d2^154 + (3 + 3a + 4a^2)d1^226d2^154 + (0 + 4a + 1a^2)d1^227d2^154 + (4 + 2a + 4a^2)d1^228d2^154 + (4 + 4a + 1a^2)d1^229d2^154 + (0 + 0a + 3a^2)d1^230d2^154 + (2 + 0a + 3a^2)d1^231d2^154 + (2 + 1a + 2a^2)d1^232d2^154 + (1 + 3a + 4a^2)d1^233d2^154 + (4 + 3a + 3a^2)d1^234d2^154 + (4 + 2a + 2a^2)d1^235d2^154 + (4 + 1a + 2a^2)d1^236d2^154 + (0 + 1a + 0a^2)d1^237d2^154 + (0 + 4a + 1a^2)d1^238d2^154 + (0 + 1a + 3a^2)d1^239d2^154 + (1 + 2a + 2a^2)d1^240d2^154 + (3 + 4a + 0a^2)d1^241d2^154 + (3 + 1a + 4a^2)d1^242d2^154 + (3 + 1a + 3a^2)d1^243d2^154 + (2 + 4a + 1a^2)d1^244d2^154 + (2 + 0a + 2a^2)d1^245d2^154 + (4 + 1a + 0a^2)d1^246d2^154 + (1 + 0a + 2a^2)d1^247d2^154 + (0 + 3a + 3a^2)d1^248d2^154 + (2 + 4a + 2a^2)d1^249d2^154 + (1 + 1a + 2a^2)d1^250d2^154 + (2 + 4a + 2a^2)d1^251d2^154 + (1 + 1a + 2a^2)d1^252d2^154 + (3 + 1a + 3a^2)d1^253d2^154 + (4 + 4a + 0a^2)d1^254d2^154 + (3 + 1a + 1a^2)d1^255d2^154 + (0 + 2a + 0a^2)d1^256d2^154 + (4 + 1a + 1a^2)d1^257d2^154 + (2 + 1a + 0a^2)d1^258d2^154 + (3 + 4a + 2a^2)d1^259d2^154 + (2 + 2a + 3a^2)d1^260d2^154 + (4 + 1a + 0a^2)d1^261d2^154 + (1 + 1a + 1a^2)d1^262d2^154 + (2 + 3a + 2a^2)d1^263d2^154 + (0 + 1a + 3a^2)d1^264d2^154 + (1 + 3a + 4a^2)d1^265d2^154 + (0 + 2a + 2a^2)d1^266d2^154 + (1 + 3a + 0a^2)d1^267d2^154 + (4 + 0a + 3a^2)d1^268d2^154 + (1 + 1a + 4a^2)d1^269d2^154 + (3 + 0a + 4a^2)d1^270d2^154 + (4 + 3a + 3a^2)d1^271d2^154 + (3 + 1a + 3a^2)d1^272d2^154 + (1 + 2a + 0a^2)d1^273d2^154 + (3 + 0a + 3a^2)d1^274d2^154 + (2 + 1a + 1a^2)d1^275d2^154 + (1 + 1a + 2a^2)d1^276d2^154 + (4 + 4a + 4a^2)d1^277d2^154 + (2 + 1a + 0a^2)d1^278d2^154 + (0 + 2a + 3a^2)d1^279d2^154 + (3 + 2a + 4a^2)d1^280d2^154 + (0 + 1a + 2a^2)d1^281d2^154 + (4 + 0a + 0a^2)d1^282d2^154 + (2 + 4a + 4a^2)d1^283d2^154 + (4 + 2a + 3a^2)d1^284d2^154 + (0 + 0a + 3a^2)d1^285d2^154 + (0 + 2a + 0a^2)d1^286d2^154 + (2 + 1a + 0a^2)d1^287d2^154 + (3 + 2a + 1a^2)d1^288d2^154 + (3 + 3a + 4a^2)d1^289d2^154 + (0 + 0a + 3a^2)d1^290d2^154 + (2 + 3a + 1a^2)d1^291d2^154 + (1 + 3a + 1a^2)d1^292d2^154 + (3 + 4a + 4a^2)d1^293d2^154 + (0 + 2a + 1a^2)d2^155 + (2 + 3a + 2a^2)d1^1d2^155 + (1 + 2a + 2a^2)d1^2d2^155 + (3 + 1a + 0a^2)d1^3d2^155 + (3 + 1a + 1a^2)d1^4d2^155 + (2 + 3a + 1a^2)d1^5d2^155 + (4 + 3a + 4a^2)d1^6d2^155 + (0 + 1a + 0a^2)d1^7d2^155 + (4 + 1a + 2a^2)d1^8d2^155 + (4 + 1a + 0a^2)d1^9d2^155 + (4 + 0a + 3a^2)d1^10d2^155 + (1 + 4a + 4a^2)d1^11d2^155 + (2 + 2a + 3a^2)d1^12d2^155 + (2 + 0a + 1a^2)d1^13d2^155 + (0 + 1a + 4a^2)d1^14d2^155 + (0 + 3a + 4a^2)d1^15d2^155 + (2 + 3a + 3a^2)d1^16d2^155 + (3 + 2a + 3a^2)d1^17d2^155 + (0 + 0a + 3a^2)d1^18d2^155 + (3 + 2a + 4a^2)d1^19d2^155 + (2 + 0a + 3a^2)d1^20d2^155 + (3 + 0a + 0a^2)d1^21d2^155 + (1 + 1a + 4a^2)d1^22d2^155 + (2 + 2a + 4a^2)d1^23d2^155 + (4 + 2a + 4a^2)d1^24d2^155 + (0 + 3a + 2a^2)d1^25d2^155 + (2 + 4a + 4a^2)d1^26d2^155 + (2 + 2a + 4a^2)d1^27d2^155 + (0 + 1a + 3a^2)d1^28d2^155 + (2 + 0a + 3a^2)d1^29d2^155 + (3 + 2a + 3a^2)d1^30d2^155 + (1 + 4a + 3a^2)d1^31d2^155 + (2 + 1a + 3a^2)d1^32d2^155 + (3 + 2a + 3a^2)d1^33d2^155 + (3 + 3a + 3a^2)d1^34d2^155 + (1 + 2a + 4a^2)d1^35d2^155 + (0 + 3a + 1a^2)d1^36d2^155 + (4 + 3a + 0a^2)d1^37d2^155 + (4 + 0a + 2a^2)d1^38d2^155 + (0 + 3a + 1a^2)d1^39d2^155 + (1 + 2a + 0a^2)d1^40d2^155 + (0 + 4a + 4a^2)d1^41d2^155 + (1 + 3a + 0a^2)d1^42d2^155 + (0 + 1a + 4a^2)d1^43d2^155 + (2 + 2a + 0a^2)d1^44d2^155 + (1 + 4a + 4a^2)d1^45d2^155 + (3 + 3a + 4a^2)d1^46d2^155 + (0 + 1a + 0a^2)d1^47d2^155 + (2 + 2a + 4a^2)d1^48d2^155 + (0 + 0a + 2a^2)d1^49d2^155 + (4 + 3a + 0a^2)d1^50d2^155 + (0 + 1a + 2a^2)d1^51d2^155 + (4 + 1a + 0a^2)d1^52d2^155 + (3 + 3a + 3a^2)d1^53d2^155 + (1 + 3a + 0a^2)d1^54d2^155 + (1 + 1a + 4a^2)d1^55d2^155 + (4 + 1a + 3a^2)d1^56d2^155 + (2 + 4a + 1a^2)d1^57d2^155 + (2 + 3a + 1a^2)d1^58d2^155 + (4 + 1a + 3a^2)d1^59d2^155 + (0 + 3a + 1a^2)d1^60d2^155 + (0 + 2a + 4a^2)d1^61d2^155 + (0 + 2a + 0a^2)d1^62d2^155 + (1 + 3a + 3a^2)d1^63d2^155 + (4 + 3a + 1a^2)d1^64d2^155 + (0 + 1a + 4a^2)d1^65d2^155 + (2 + 0a + 4a^2)d1^66d2^155 + (3 + 2a + 1a^2)d1^67d2^155 + (4 + 1a + 1a^2)d1^68d2^155 + (1 + 4a + 2a^2)d1^69d2^155 + (0 + 3a + 3a^2)d1^70d2^155 + (3 + 2a + 1a^2)d1^71d2^155 + (4 + 2a + 4a^2)d1^72d2^155 + (3 + 1a + 0a^2)d1^73d2^155 + (3 + 4a + 3a^2)d1^74d2^155 + (1 + 3a + 4a^2)d1^75d2^155 + (4 + 1a + 1a^2)d1^76d2^155 + (4 + 2a + 0a^2)d1^77d2^155 + (3 + 0a + 4a^2)d1^78d2^155 + (2 + 1a + 3a^2)d1^79d2^155 + (2 + 3a + 2a^2)d1^80d2^155 + (3 + 2a + 0a^2)d1^81d2^155 + (3 + 1a + 2a^2)d1^82d2^155 + (0 + 2a + 3a^2)d1^83d2^155 + (2 + 4a + 2a^2)d1^84d2^155 + (4 + 1a + 1a^2)d1^85d2^155 + (2 + 1a + 3a^2)d1^86d2^155 + (2 + 3a + 2a^2)d1^87d2^155 + (1 + 4a + 1a^2)d1^88d2^155 + (3 + 3a + 3a^2)d1^89d2^155 + (3 + 0a + 4a^2)d1^90d2^155 + (4 + 3a + 4a^2)d1^91d2^155 + (3 + 3a + 4a^2)d1^92d2^155 + (1 + 4a + 4a^2)d1^93d2^155 + (1 + 4a + 4a^2)d1^94d2^155 + (0 + 2a + 1a^2)d1^95d2^155 + (4 + 3a + 1a^2)d1^96d2^155 + (3 + 0a + 4a^2)d1^97d2^155 + (0 + 2a + 0a^2)d1^98d2^155 + (1 + 0a + 0a^2)d1^99d2^155 + (0 + 0a + 3a^2)d1^100d2^155 + (2 + 4a + 2a^2)d1^101d2^155 + (0 + 4a + 0a^2)d1^102d2^155 + (4 + 4a + 4a^2)d1^103d2^155 + (0 + 1a + 1a^2)d1^104d2^155 + (1 + 2a + 3a^2)d1^105d2^155 + (1 + 2a + 1a^2)d1^106d2^155 + (1 + 3a + 0a^2)d1^107d2^155 + (0 + 1a + 1a^2)d1^108d2^155 + (1 + 3a + 0a^2)d1^109d2^155 + (1 + 1a + 2a^2)d1^110d2^155 + (1 + 4a + 3a^2)d1^111d2^155 + (0 + 4a + 0a^2)d1^112d2^155 + (1 + 0a + 3a^2)d1^113d2^155 + (2 + 4a + 2a^2)d1^114d2^155 + (1 + 1a + 2a^2)d1^115d2^155 + (0 + 3a + 0a^2)d1^116d2^155 + (1 + 2a + 3a^2)d1^117d2^155 + (4 + 3a + 4a^2)d1^118d2^155 + (3 + 1a + 3a^2)d1^119d2^155 + (0 + 0a + 3a^2)d1^120d2^155 + (1 + 1a + 4a^2)d1^121d2^155 + (4 + 1a + 2a^2)d1^122d2^155 + (2 + 1a + 4a^2)d1^123d2^155 + (1 + 3a + 4a^2)d1^124d2^155 + (4 + 1a + 3a^2)d1^125d2^155 + (2 + 0a + 4a^2)d1^126d2^155 + (0 + 2a + 3a^2)d1^127d2^155 + (2 + 1a + 0a^2)d1^128d2^155 + (0 + 1a + 1a^2)d1^129d2^155 + (0 + 3a + 0a^2)d1^130d2^155 + (0 + 2a + 4a^2)d1^131d2^155 + (1 + 4a + 3a^2)d1^132d2^155 + (1 + 3a + 2a^2)d1^133d2^155 + (4 + 2a + 2a^2)d1^134d2^155 + (2 + 4a + 0a^2)d1^135d2^155 + (2 + 3a + 3a^2)d1^136d2^155 + (2 + 4a + 4a^2)d1^137d2^155 + (2 + 4a + 2a^2)d1^138d2^155 + (4 + 1a + 3a^2)d1^139d2^155 + (2 + 0a + 1a^2)d1^140d2^155 + (3 + 1a + 0a^2)d1^141d2^155 + (0 + 2a + 4a^2)d1^142d2^155 + (3 + 2a + 2a^2)d1^143d2^155 + (2 + 0a + 1a^2)d1^144d2^155 + (4 + 3a + 0a^2)d1^145d2^155 + (4 + 4a + 0a^2)d1^146d2^155 + (2 + 3a + 0a^2)d1^147d2^155 + (4 + 1a + 1a^2)d1^148d2^155 + (1 + 1a + 2a^2)d1^149d2^155 + (2 + 3a + 0a^2)d1^150d2^155 + (0 + 3a + 2a^2)d1^151d2^155 + (3 + 2a + 0a^2)d1^152d2^155 + (3 + 0a + 0a^2)d1^153d2^155 + (3 + 0a + 3a^2)d1^154d2^155 + (2 + 2a + 3a^2)d1^155d2^155 + (4 + 4a + 1a^2)d1^156d2^155 + (3 + 0a + 0a^2)d1^157d2^155 + (2 + 3a + 4a^2)d1^158d2^155 + (3 + 2a + 0a^2)d1^159d2^155 + (2 + 4a + 2a^2)d1^160d2^155 + (2 + 3a + 0a^2)d1^162d2^155 + (1 + 4a + 2a^2)d1^163d2^155 + (2 + 1a + 0a^2)d1^164d2^155 + (1 + 1a + 0a^2)d1^165d2^155 + (2 + 4a + 1a^2)d1^166d2^155 + (3 + 1a + 2a^2)d1^167d2^155 + (0 + 2a + 0a^2)d1^168d2^155 + (3 + 4a + 0a^2)d1^169d2^155 + (3 + 2a + 2a^2)d1^170d2^155 + (1 + 1a + 1a^2)d1^171d2^155 + (2 + 2a + 2a^2)d1^172d2^155 + (4 + 3a + 3a^2)d1^173d2^155 + (0 + 1a + 4a^2)d1^174d2^155 + (0 + 1a + 0a^2)d1^175d2^155 + (4 + 2a + 3a^2)d1^176d2^155 + (3 + 4a + 4a^2)d1^177d2^155 + (4 + 4a + 2a^2)d1^178d2^155 + (1 + 0a + 0a^2)d1^179d2^155 + (4 + 2a + 4a^2)d1^180d2^155 + (3 + 2a + 1a^2)d1^181d2^155 + (4 + 0a + 3a^2)d1^182d2^155 + (3 + 1a + 2a^2)d1^183d2^155 + (2 + 2a + 1a^2)d1^184d2^155 + (3 + 2a + 4a^2)d1^185d2^155 + (4 + 0a + 4a^2)d1^186d2^155 + (4 + 1a + 1a^2)d1^187d2^155 + (4 + 4a + 3a^2)d1^188d2^155 + (1 + 2a + 1a^2)d1^189d2^155 + (4 + 4a + 2a^2)d1^190d2^155 + (4 + 0a + 4a^2)d1^191d2^155 + (4 + 2a + 3a^2)d1^192d2^155 + (4 + 0a + 2a^2)d1^193d2^155 + (2 + 4a + 0a^2)d1^194d2^155 + (1 + 3a + 2a^2)d1^195d2^155 + (1 + 0a + 2a^2)d1^196d2^155 + (4 + 3a + 4a^2)d1^197d2^155 + (0 + 4a + 2a^2)d1^198d2^155 + (4 + 2a + 4a^2)d1^199d2^155 + (1 + 1a + 4a^2)d1^200d2^155 + (4 + 3a + 0a^2)d1^201d2^155 + (3 + 4a + 0a^2)d1^202d2^155 + (1 + 0a + 3a^2)d1^203d2^155 + (3 + 3a + 0a^2)d1^204d2^155 + (2 + 1a + 2a^2)d1^205d2^155 + (2 + 4a + 3a^2)d1^206d2^155 + (0 + 3a + 3a^2)d1^207d2^155 + (3 + 2a + 2a^2)d1^208d2^155 + (2 + 1a + 3a^2)d1^209d2^155 + (2 + 4a + 2a^2)d1^210d2^155 + (0 + 0a + 2a^2)d1^211d2^155 + (3 + 2a + 4a^2)d1^212d2^155 + (2 + 2a + 0a^2)d1^213d2^155 + (2 + 4a + 1a^2)d1^214d2^155 + (1 + 1a + 3a^2)d1^215d2^155 + (3 + 1a + 1a^2)d1^216d2^155 + (0 + 4a + 0a^2)d1^217d2^155 + (3 + 0a + 4a^2)d1^218d2^155 + (1 + 2a + 3a^2)d1^219d2^155 + (4 + 1a + 2a^2)d1^220d2^155 + (1 + 0a + 3a^2)d1^221d2^155 + (3 + 1a + 4a^2)d1^222d2^155 + (2 + 4a + 1a^2)d1^223d2^155 + (3 + 2a + 2a^2)d1^224d2^155 + (4 + 3a + 4a^2)d1^225d2^155 + (0 + 2a + 3a^2)d1^226d2^155 + (0 + 1a + 4a^2)d1^227d2^155 + (1 + 0a + 0a^2)d1^228d2^155 + (2 + 4a + 3a^2)d1^229d2^155 + (2 + 0a + 1a^2)d1^230d2^155 + (4 + 1a + 2a^2)d1^231d2^155 + (3 + 2a + 4a^2)d1^232d2^155 + (2 + 2a + 3a^2)d1^233d2^155 + (4 + 2a + 1a^2)d1^234d2^155 + (2 + 2a + 0a^2)d1^235d2^155 + (0 + 4a + 1a^2)d1^236d2^155 + (1 + 3a + 0a^2)d1^237d2^155 + (3 + 0a + 1a^2)d1^238d2^155 + (0 + 0a + 4a^2)d1^239d2^155 + (2 + 3a + 3a^2)d1^240d2^155 + (0 + 2a + 2a^2)d1^241d2^155 + (0 + 4a + 2a^2)d1^242d2^155 + (0 + 1a + 1a^2)d1^243d2^155 + (3 + 4a + 1a^2)d1^244d2^155 + (0 + 1a + 4a^2)d1^245d2^155 + (4 + 3a + 1a^2)d1^246d2^155 + (1 + 4a + 0a^2)d1^247d2^155 + (3 + 3a + 3a^2)d1^248d2^155 + (4 + 0a + 0a^2)d1^249d2^155 + (3 + 4a + 1a^2)d1^250d2^155 + (0 + 2a + 3a^2)d1^251d2^155 + (0 + 3a + 4a^2)d1^252d2^155 + (3 + 1a + 0a^2)d1^253d2^155 + (1 + 3a + 0a^2)d1^254d2^155 + (0 + 2a + 2a^2)d1^255d2^155 + (3 + 4a + 4a^2)d1^256d2^155 + (3 + 3a + 2a^2)d1^257d2^155 + (3 + 4a + 3a^2)d1^258d2^155 + (0 + 3a + 3a^2)d1^259d2^155 + (1 + 1a + 2a^2)d1^260d2^155 + (2 + 3a + 2a^2)d1^261d2^155 + (1 + 0a + 1a^2)d1^262d2^155 + (4 + 2a + 2a^2)d1^263d2^155 + (0 + 4a + 3a^2)d1^264d2^155 + (1 + 0a + 4a^2)d1^265d2^155 + (2 + 1a + 1a^2)d1^266d2^155 + (1 + 1a + 3a^2)d1^267d2^155 + (3 + 4a + 2a^2)d1^268d2^155 + (2 + 3a + 0a^2)d1^269d2^155 + (1 + 0a + 1a^2)d1^270d2^155 + (2 + 3a + 1a^2)d1^271d2^155 + (3 + 2a + 0a^2)d1^272d2^155 + (4 + 3a + 3a^2)d1^273d2^155 + (2 + 4a + 2a^2)d1^274d2^155 + (2 + 3a + 1a^2)d1^275d2^155 + (4 + 2a + 3a^2)d1^276d2^155 + (1 + 3a + 3a^2)d1^277d2^155 + (0 + 1a + 2a^2)d1^278d2^155 + (0 + 1a + 0a^2)d1^279d2^155 + (2 + 2a + 1a^2)d1^280d2^155 + (2 + 2a + 2a^2)d1^281d2^155 + (1 + 3a + 0a^2)d1^282d2^155 + (2 + 2a + 1a^2)d1^283d2^155 + (4 + 2a + 4a^2)d1^284d2^155 + (0 + 1a + 1a^2)d1^285d2^155 + (0 + 2a + 3a^2)d1^286d2^155 + (1 + 1a + 0a^2)d1^287d2^155 + (1 + 4a + 2a^2)d1^288d2^155 + (3 + 0a + 2a^2)d1^289d2^155 + (4 + 2a + 1a^2)d1^290d2^155 + (3 + 3a + 1a^2)d1^291d2^155 + (1 + 2a + 2a^2)d1^292d2^155 + (3 + 4a + 2a^2)d1^293d2^155 + (0 + 3a + 4a^2)d2^156 + (0 + 2a + 0a^2)d1^1d2^156 + (2 + 3a + 1a^2)d1^2d2^156 + (3 + 2a + 2a^2)d1^3d2^156 + (0 + 0a + 3a^2)d1^4d2^156 + (0 + 0a + 1a^2)d1^5d2^156 + (2 + 2a + 4a^2)d1^6d2^156 + (1 + 4a + 3a^2)d1^7d2^156 + (1 + 4a + 4a^2)d1^8d2^156 + (1 + 4a + 3a^2)d1^9d2^156 + (2 + 3a + 3a^2)d1^10d2^156 + (3 + 1a + 1a^2)d1^11d2^156 + (1 + 1a + 0a^2)d1^12d2^156 + (4 + 4a + 2a^2)d1^13d2^156 + (1 + 3a + 1a^2)d1^14d2^156 + (2 + 0a + 2a^2)d1^15d2^156 + (3 + 1a + 1a^2)d1^16d2^156 + (4 + 1a + 4a^2)d1^18d2^156 + (1 + 2a + 4a^2)d1^19d2^156 + (2 + 3a + 0a^2)d1^20d2^156 + (1 + 2a + 0a^2)d1^21d2^156 + (2 + 0a + 1a^2)d1^22d2^156 + (1 + 1a + 2a^2)d1^23d2^156 + (1 + 3a + 2a^2)d1^24d2^156 + (0 + 1a + 0a^2)d1^25d2^156 + (1 + 4a + 1a^2)d1^26d2^156 + (3 + 4a + 4a^2)d1^27d2^156 + (1 + 2a + 4a^2)d1^28d2^156 + (4 + 1a + 0a^2)d1^29d2^156 + (2 + 0a + 1a^2)d1^30d2^156 + (2 + 0a + 1a^2)d1^31d2^156 + (3 + 4a + 0a^2)d1^32d2^156 + (4 + 4a + 3a^2)d1^33d2^156 + (3 + 4a + 4a^2)d1^34d2^156 + (0 + 3a + 0a^2)d1^35d2^156 + (0 + 1a + 2a^2)d1^36d2^156 + (0 + 2a + 4a^2)d1^37d2^156 + (3 + 0a + 2a^2)d1^38d2^156 + (1 + 2a + 1a^2)d1^39d2^156 + (4 + 2a + 1a^2)d1^40d2^156 + (2 + 1a + 4a^2)d1^41d2^156 + (4 + 1a + 1a^2)d1^42d2^156 + (3 + 1a + 0a^2)d1^43d2^156 + (1 + 4a + 2a^2)d1^44d2^156 + (2 + 0a + 1a^2)d1^45d2^156 + (1 + 0a + 3a^2)d1^46d2^156 + (2 + 3a + 2a^2)d1^47d2^156 + (0 + 3a + 2a^2)d1^48d2^156 + (1 + 2a + 4a^2)d1^49d2^156 + (3 + 4a + 2a^2)d1^50d2^156 + (3 + 1a + 1a^2)d1^51d2^156 + (3 + 4a + 3a^2)d1^52d2^156 + (2 + 4a + 3a^2)d1^53d2^156 + (0 + 1a + 3a^2)d1^54d2^156 + (3 + 1a + 4a^2)d1^55d2^156 + (0 + 1a + 0a^2)d1^56d2^156 + (0 + 1a + 1a^2)d1^57d2^156 + (4 + 2a + 1a^2)d1^58d2^156 + (2 + 2a + 3a^2)d1^59d2^156 + (1 + 3a + 1a^2)d1^60d2^156 + (2 + 3a + 3a^2)d1^61d2^156 + (3 + 1a + 0a^2)d1^62d2^156 + (3 + 1a + 3a^2)d1^63d2^156 + (2 + 4a + 0a^2)d1^64d2^156 + (4 + 4a + 0a^2)d1^65d2^156 + (0 + 2a + 1a^2)d1^66d2^156 + (0 + 3a + 3a^2)d1^67d2^156 + (1 + 4a + 2a^2)d1^68d2^156 + (1 + 4a + 0a^2)d1^69d2^156 + (0 + 2a + 0a^2)d1^70d2^156 + (4 + 3a + 4a^2)d1^71d2^156 + (2 + 3a + 1a^2)d1^72d2^156 + (1 + 3a + 2a^2)d1^73d2^156 + (1 + 1a + 2a^2)d1^74d2^156 + (3 + 3a + 0a^2)d1^75d2^156 + (2 + 0a + 0a^2)d1^76d2^156 + (3 + 1a + 2a^2)d1^77d2^156 + (4 + 3a + 4a^2)d1^78d2^156 + (4 + 4a + 0a^2)d1^79d2^156 + (3 + 0a + 2a^2)d1^80d2^156 + (0 + 1a + 0a^2)d1^81d2^156 + (3 + 1a + 1a^2)d1^82d2^156 + (4 + 2a + 1a^2)d1^83d2^156 + (4 + 2a + 1a^2)d1^84d2^156 + (4 + 1a + 2a^2)d1^85d2^156 + (0 + 0a + 1a^2)d1^86d2^156 + (0 + 4a + 3a^2)d1^87d2^156 + (3 + 2a + 1a^2)d1^88d2^156 + (2 + 1a + 2a^2)d1^89d2^156 + (4 + 3a + 4a^2)d1^90d2^156 + (2 + 4a + 0a^2)d1^91d2^156 + (0 + 2a + 3a^2)d1^92d2^156 + (4 + 1a + 3a^2)d1^93d2^156 + (2 + 2a + 2a^2)d1^94d2^156 + (2 + 0a + 1a^2)d1^95d2^156 + (0 + 2a + 0a^2)d1^96d2^156 + (0 + 0a + 4a^2)d1^97d2^156 + (3 + 2a + 1a^2)d1^98d2^156 + (3 + 2a + 1a^2)d1^99d2^156 + (0 + 4a + 0a^2)d1^100d2^156 + (0 + 3a + 2a^2)d1^101d2^156 + (4 + 2a + 0a^2)d1^102d2^156 + (0 + 1a + 4a^2)d1^103d2^156 + (2 + 4a + 3a^2)d1^104d2^156 + (1 + 2a + 4a^2)d1^105d2^156 + (4 + 0a + 1a^2)d1^106d2^156 + (3 + 2a + 1a^2)d1^107d2^156 + (2 + 0a + 3a^2)d1^108d2^156 + (0 + 0a + 1a^2)d1^109d2^156 + (1 + 3a + 0a^2)d1^110d2^156 + (4 + 3a + 1a^2)d1^111d2^156 + (0 + 0a + 4a^2)d1^112d2^156 + (3 + 1a + 0a^2)d1^113d2^156 + (4 + 3a + 3a^2)d1^114d2^156 + (2 + 4a + 1a^2)d1^115d2^156 + (3 + 1a + 1a^2)d1^116d2^156 + (2 + 2a + 2a^2)d1^117d2^156 + (0 + 0a + 4a^2)d1^118d2^156 + (1 + 3a + 3a^2)d1^119d2^156 + (2 + 2a + 3a^2)d1^120d2^156 + (0 + 2a + 2a^2)d1^121d2^156 + (2 + 4a + 3a^2)d1^122d2^156 + (2 + 2a + 2a^2)d1^123d2^156 + (1 + 2a + 0a^2)d1^124d2^156 + (3 + 1a + 4a^2)d1^125d2^156 + (2 + 3a + 2a^2)d1^126d2^156 + (0 + 2a + 2a^2)d1^127d2^156 + (2 + 1a + 0a^2)d1^128d2^156 + (1 + 3a + 4a^2)d1^129d2^156 + (2 + 0a + 1a^2)d1^130d2^156 + (0 + 4a + 1a^2)d1^131d2^156 + (1 + 0a + 2a^2)d1^132d2^156 + (0 + 2a + 1a^2)d1^133d2^156 + (4 + 0a + 4a^2)d1^134d2^156 + (2 + 4a + 0a^2)d1^135d2^156 + (0 + 2a + 4a^2)d1^136d2^156 + (3 + 2a + 0a^2)d1^137d2^156 + (2 + 0a + 4a^2)d1^138d2^156 + (1 + 2a + 3a^2)d1^139d2^156 + (2 + 4a + 4a^2)d1^140d2^156 + (1 + 0a + 4a^2)d1^141d2^156 + (0 + 4a + 1a^2)d1^142d2^156 + (0 + 2a + 0a^2)d1^143d2^156 + (1 + 1a + 4a^2)d1^144d2^156 + (0 + 3a + 0a^2)d1^145d2^156 + (2 + 0a + 0a^2)d1^146d2^156 + (3 + 3a + 4a^2)d1^147d2^156 + (0 + 1a + 0a^2)d1^148d2^156 + (0 + 0a + 4a^2)d1^149d2^156 + (4 + 1a + 1a^2)d1^150d2^156 + (1 + 3a + 4a^2)d1^151d2^156 + (1 + 0a + 1a^2)d1^152d2^156 + (1 + 2a + 3a^2)d1^153d2^156 + (0 + 2a + 3a^2)d1^154d2^156 + (3 + 2a + 4a^2)d1^155d2^156 + (1 + 0a + 0a^2)d1^156d2^156 + (4 + 4a + 1a^2)d1^157d2^156 + (3 + 3a + 4a^2)d1^158d2^156 + (3 + 0a + 3a^2)d1^159d2^156 + (2 + 1a + 0a^2)d1^160d2^156 + (2 + 1a + 4a^2)d1^161d2^156 + (2 + 4a + 4a^2)d1^162d2^156 + (0 + 2a + 2a^2)d1^163d2^156 + (1 + 3a + 1a^2)d1^164d2^156 + (3 + 0a + 0a^2)d1^165d2^156 + (4 + 0a + 2a^2)d1^166d2^156 + (4 + 2a + 4a^2)d1^167d2^156 + (0 + 3a + 4a^2)d1^168d2^156 + (3 + 2a + 4a^2)d1^169d2^156 + (3 + 3a + 3a^2)d1^170d2^156 + (1 + 0a + 2a^2)d1^171d2^156 + (3 + 0a + 2a^2)d1^172d2^156 + (1 + 2a + 1a^2)d1^173d2^156 + (3 + 1a + 0a^2)d1^174d2^156 + (4 + 3a + 0a^2)d1^175d2^156 + (1 + 1a + 0a^2)d1^176d2^156 + (2 + 4a + 1a^2)d1^177d2^156 + (4 + 0a + 1a^2)d1^178d2^156 + (2 + 3a + 2a^2)d1^179d2^156 + (0 + 2a + 0a^2)d1^180d2^156 + (3 + 0a + 4a^2)d1^181d2^156 + (2 + 2a + 3a^2)d1^182d2^156 + (1 + 2a + 4a^2)d1^183d2^156 + (0 + 1a + 0a^2)d1^184d2^156 + (4 + 2a + 4a^2)d1^185d2^156 + (3 + 3a + 1a^2)d1^186d2^156 + (3 + 3a + 3a^2)d1^187d2^156 + (1 + 2a + 2a^2)d1^188d2^156 + (3 + 0a + 0a^2)d1^189d2^156 + (2 + 4a + 0a^2)d1^190d2^156 + (2 + 1a + 0a^2)d1^191d2^156 + (3 + 4a + 4a^2)d1^192d2^156 + (3 + 4a + 2a^2)d1^193d2^156 + (1 + 2a + 4a^2)d1^194d2^156 + (4 + 1a + 0a^2)d1^195d2^156 + (1 + 0a + 1a^2)d1^196d2^156 + (0 + 4a + 3a^2)d1^197d2^156 + (0 + 4a + 2a^2)d1^198d2^156 + (1 + 0a + 0a^2)d1^199d2^156 + (4 + 3a + 2a^2)d1^200d2^156 + (1 + 4a + 4a^2)d1^201d2^156 + (3 + 3a + 0a^2)d1^202d2^156 + (3 + 2a + 4a^2)d1^203d2^156 + (0 + 3a + 1a^2)d1^204d2^156 + (1 + 4a + 3a^2)d1^205d2^156 + (2 + 0a + 4a^2)d1^206d2^156 + (2 + 1a + 3a^2)d1^207d2^156 + (2 + 1a + 0a^2)d1^208d2^156 + (4 + 4a + 3a^2)d1^209d2^156 + (3 + 1a + 3a^2)d1^210d2^156 + (1 + 0a + 3a^2)d1^211d2^156 + (2 + 4a + 2a^2)d1^212d2^156 + (3 + 4a + 0a^2)d1^213d2^156 + (4 + 0a + 0a^2)d1^214d2^156 + (0 + 3a + 4a^2)d1^215d2^156 + (2 + 4a + 3a^2)d1^216d2^156 + (2 + 4a + 0a^2)d1^217d2^156 + (4 + 2a + 4a^2)d1^218d2^156 + (1 + 1a + 3a^2)d1^219d2^156 + (2 + 0a + 1a^2)d1^220d2^156 + (0 + 4a + 1a^2)d1^221d2^156 + (0 + 2a + 3a^2)d1^222d2^156 + (3 + 0a + 0a^2)d1^223d2^156 + (0 + 2a + 0a^2)d1^224d2^156 + (2 + 0a + 1a^2)d1^225d2^156 + (1 + 0a + 4a^2)d1^226d2^156 + (2 + 1a + 0a^2)d1^227d2^156 + (2 + 1a + 0a^2)d1^228d2^156 + (0 + 3a + 4a^2)d1^229d2^156 + (2 + 1a + 2a^2)d1^230d2^156 + (2 + 3a + 2a^2)d1^231d2^156 + (1 + 3a + 4a^2)d1^232d2^156 + (4 + 1a + 2a^2)d1^233d2^156 + (1 + 0a + 4a^2)d1^234d2^156 + (3 + 1a + 3a^2)d1^235d2^156 + (3 + 1a + 1a^2)d1^236d2^156 + (3 + 1a + 2a^2)d1^237d2^156 + (2 + 1a + 1a^2)d1^238d2^156 + (1 + 1a + 2a^2)d1^239d2^156 + (1 + 1a + 2a^2)d1^240d2^156 + (3 + 4a + 4a^2)d1^241d2^156 + (4 + 4a + 3a^2)d1^242d2^156 + (3 + 4a + 4a^2)d1^243d2^156 + (3 + 4a + 0a^2)d1^244d2^156 + (1 + 1a + 1a^2)d1^245d2^156 + (0 + 2a + 0a^2)d1^246d2^156 + (0 + 1a + 4a^2)d1^247d2^156 + (3 + 4a + 2a^2)d1^248d2^156 + (1 + 3a + 1a^2)d1^249d2^156 + (0 + 4a + 4a^2)d1^250d2^156 + (2 + 0a + 4a^2)d1^251d2^156 + (4 + 1a + 2a^2)d1^252d2^156 + (0 + 0a + 1a^2)d1^253d2^156 + (4 + 4a + 3a^2)d1^254d2^156 + (2 + 0a + 4a^2)d1^255d2^156 + (3 + 2a + 0a^2)d1^256d2^156 + (1 + 4a + 0a^2)d1^257d2^156 + (4 + 3a + 4a^2)d1^258d2^156 + (4 + 1a + 0a^2)d1^259d2^156 + (2 + 4a + 1a^2)d1^260d2^156 + (0 + 3a + 1a^2)d1^261d2^156 + (3 + 3a + 4a^2)d1^262d2^156 + (3 + 2a + 2a^2)d1^263d2^156 + (1 + 1a + 3a^2)d1^264d2^156 + (4 + 4a + 4a^2)d1^265d2^156 + (4 + 1a + 1a^2)d1^266d2^156 + (3 + 4a + 2a^2)d1^267d2^156 + (2 + 0a + 1a^2)d1^268d2^156 + (4 + 4a + 3a^2)d1^269d2^156 + (0 + 4a + 3a^2)d1^270d2^156 + (1 + 3a + 4a^2)d1^271d2^156 + (4 + 2a + 0a^2)d1^272d2^156 + (2 + 4a + 2a^2)d1^273d2^156 + (4 + 3a + 1a^2)d1^274d2^156 + (2 + 2a + 1a^2)d1^275d2^156 + (0 + 1a + 3a^2)d1^276d2^156 + (1 + 0a + 0a^2)d1^277d2^156 + (1 + 3a + 0a^2)d1^278d2^156 + (0 + 3a + 1a^2)d1^279d2^156 + (2 + 4a + 2a^2)d1^280d2^156 + (3 + 1a + 2a^2)d1^281d2^156 + (2 + 0a + 1a^2)d1^282d2^156 + (2 + 1a + 1a^2)d1^283d2^156 + (4 + 0a + 2a^2)d1^284d2^156 + (4 + 0a + 2a^2)d1^285d2^156 + (1 + 1a + 4a^2)d1^286d2^156 + (0 + 3a + 2a^2)d1^287d2^156 + (2 + 0a + 1a^2)d1^288d2^156 + (2 + 4a + 3a^2)d1^289d2^156 + (1 + 3a + 2a^2)d1^290d2^156 + (4 + 2a + 3a^2)d1^291d2^156 + (0 + 4a + 0a^2)d1^292d2^156 + (2 + 1a + 1a^2)d1^293d2^156 + (1 + 1a + 4a^2)d2^157 + (4 + 1a + 1a^2)d1^1d2^157 + (1 + 0a + 1a^2)d1^2d2^157 + (2 + 1a + 4a^2)d1^3d2^157 + (3 + 4a + 0a^2)d1^4d2^157 + (4 + 4a + 1a^2)d1^5d2^157 + (4 + 1a + 3a^2)d1^6d2^157 + (1 + 2a + 3a^2)d1^7d2^157 + (0 + 2a + 3a^2)d1^8d2^157 + (4 + 3a + 1a^2)d1^9d2^157 + (2 + 4a + 4a^2)d1^10d2^157 + (4 + 1a + 2a^2)d1^11d2^157 + (4 + 4a + 1a^2)d1^12d2^157 + (2 + 4a + 4a^2)d1^14d2^157 + (1 + 0a + 3a^2)d1^15d2^157 + (0 + 0a + 3a^2)d1^16d2^157 + (2 + 4a + 1a^2)d1^17d2^157 + (2 + 1a + 2a^2)d1^18d2^157 + (3 + 4a + 1a^2)d1^19d2^157 + (1 + 4a + 1a^2)d1^20d2^157 + (2 + 1a + 4a^2)d1^21d2^157 + (3 + 4a + 2a^2)d1^22d2^157 + (0 + 1a + 3a^2)d1^23d2^157 + (4 + 0a + 2a^2)d1^24d2^157 + (0 + 2a + 0a^2)d1^25d2^157 + (0 + 3a + 2a^2)d1^26d2^157 + (4 + 3a + 1a^2)d1^27d2^157 + (3 + 0a + 4a^2)d1^28d2^157 + (0 + 1a + 1a^2)d1^29d2^157 + (1 + 3a + 3a^2)d1^30d2^157 + (1 + 3a + 0a^2)d1^31d2^157 + (1 + 0a + 1a^2)d1^32d2^157 + (1 + 1a + 3a^2)d1^33d2^157 + (1 + 4a + 3a^2)d1^34d2^157 + (1 + 0a + 1a^2)d1^35d2^157 + (0 + 4a + 1a^2)d1^36d2^157 + (4 + 4a + 2a^2)d1^37d2^157 + (0 + 0a + 3a^2)d1^38d2^157 + (1 + 1a + 1a^2)d1^39d2^157 + (0 + 4a + 4a^2)d1^40d2^157 + (2 + 1a + 2a^2)d1^41d2^157 + (0 + 3a + 1a^2)d1^42d2^157 + (0 + 2a + 4a^2)d1^43d2^157 + (0 + 3a + 4a^2)d1^44d2^157 + (3 + 2a + 3a^2)d1^45d2^157 + (3 + 3a + 0a^2)d1^46d2^157 + (3 + 4a + 3a^2)d1^47d2^157 + (1 + 2a + 4a^2)d1^48d2^157 + (1 + 3a + 2a^2)d1^49d2^157 + (4 + 4a + 1a^2)d1^50d2^157 + (2 + 0a + 3a^2)d1^51d2^157 + (1 + 4a + 2a^2)d1^52d2^157 + (2 + 3a + 3a^2)d1^53d2^157 + (0 + 4a + 0a^2)d1^54d2^157 + (4 + 1a + 0a^2)d1^55d2^157 + (1 + 4a + 3a^2)d1^56d2^157 + (0 + 2a + 2a^2)d1^57d2^157 + (1 + 2a + 3a^2)d1^58d2^157 + (2 + 0a + 0a^2)d1^59d2^157 + (2 + 4a + 2a^2)d1^60d2^157 + (2 + 3a + 4a^2)d1^61d2^157 + (1 + 0a + 3a^2)d1^62d2^157 + (4 + 0a + 4a^2)d1^63d2^157 + (0 + 2a + 4a^2)d1^64d2^157 + (3 + 0a + 4a^2)d1^65d2^157 + (1 + 3a + 0a^2)d1^66d2^157 + (0 + 4a + 1a^2)d1^67d2^157 + (2 + 0a + 0a^2)d1^68d2^157 + (0 + 1a + 0a^2)d1^69d2^157 + (2 + 0a + 1a^2)d1^70d2^157 + (1 + 3a + 0a^2)d1^71d2^157 + (1 + 4a + 4a^2)d1^72d2^157 + (3 + 2a + 0a^2)d1^73d2^157 + (4 + 2a + 0a^2)d1^74d2^157 + (1 + 2a + 2a^2)d1^75d2^157 + (4 + 3a + 0a^2)d1^76d2^157 + (0 + 1a + 2a^2)d1^77d2^157 + (2 + 4a + 3a^2)d1^78d2^157 + (4 + 2a + 3a^2)d1^79d2^157 + (1 + 2a + 3a^2)d1^80d2^157 + (1 + 4a + 1a^2)d1^81d2^157 + (1 + 3a + 0a^2)d1^82d2^157 + (0 + 3a + 4a^2)d1^83d2^157 + (0 + 2a + 0a^2)d1^84d2^157 + (2 + 1a + 0a^2)d1^85d2^157 + (4 + 4a + 1a^2)d1^86d2^157 + (2 + 4a + 2a^2)d1^87d2^157 + (4 + 4a + 0a^2)d1^88d2^157 + (4 + 0a + 1a^2)d1^89d2^157 + (3 + 4a + 0a^2)d1^90d2^157 + (3 + 3a + 1a^2)d1^91d2^157 + (1 + 4a + 0a^2)d1^92d2^157 + (0 + 2a + 3a^2)d1^93d2^157 + (2 + 0a + 3a^2)d1^94d2^157 + (2 + 0a + 4a^2)d1^95d2^157 + (1 + 3a + 2a^2)d1^96d2^157 + (0 + 1a + 4a^2)d1^97d2^157 + (3 + 3a + 3a^2)d1^98d2^157 + (4 + 3a + 3a^2)d1^99d2^157 + (3 + 2a + 1a^2)d1^100d2^157 + (2 + 0a + 2a^2)d1^101d2^157 + (2 + 2a + 2a^2)d1^102d2^157 + (3 + 1a + 1a^2)d1^103d2^157 + (0 + 2a + 3a^2)d1^104d2^157 + (3 + 0a + 1a^2)d1^105d2^157 + (0 + 3a + 0a^2)d1^106d2^157 + (0 + 3a + 1a^2)d1^107d2^157 + (2 + 4a + 3a^2)d1^108d2^157 + (0 + 0a + 2a^2)d1^109d2^157 + (2 + 4a + 1a^2)d1^110d2^157 + (2 + 2a + 1a^2)d1^111d2^157 + (1 + 2a + 2a^2)d1^112d2^157 + (4 + 3a + 0a^2)d1^113d2^157 + (0 + 1a + 0a^2)d1^114d2^157 + (3 + 1a + 3a^2)d1^115d2^157 + (3 + 2a + 0a^2)d1^116d2^157 + (2 + 4a + 1a^2)d1^117d2^157 + (4 + 0a + 1a^2)d1^118d2^157 + (0 + 2a + 0a^2)d1^119d2^157 + (2 + 2a + 0a^2)d1^120d2^157 + (0 + 4a + 1a^2)d1^121d2^157 + (0 + 1a + 0a^2)d1^122d2^157 + (2 + 0a + 2a^2)d1^123d2^157 + (2 + 2a + 3a^2)d1^124d2^157 + (2 + 0a + 0a^2)d1^125d2^157 + (2 + 4a + 2a^2)d1^126d2^157 + (4 + 2a + 0a^2)d1^127d2^157 + (1 + 2a + 1a^2)d1^128d2^157 + (3 + 1a + 3a^2)d1^129d2^157 + (0 + 3a + 3a^2)d1^130d2^157 + (0 + 2a + 0a^2)d1^131d2^157 + (4 + 1a + 2a^2)d1^132d2^157 + (4 + 0a + 3a^2)d1^133d2^157 + (1 + 2a + 1a^2)d1^134d2^157 + (4 + 4a + 3a^2)d1^135d2^157 + (2 + 0a + 3a^2)d1^136d2^157 + (4 + 4a + 1a^2)d1^137d2^157 + (0 + 4a + 1a^2)d1^138d2^157 + (4 + 4a + 3a^2)d1^139d2^157 + (3 + 4a + 0a^2)d1^140d2^157 + (4 + 1a + 0a^2)d1^141d2^157 + (2 + 2a + 0a^2)d1^142d2^157 + (4 + 1a + 1a^2)d1^143d2^157 + (0 + 2a + 3a^2)d1^144d2^157 + (3 + 0a + 2a^2)d1^145d2^157 + (3 + 0a + 0a^2)d1^146d2^157 + (0 + 4a + 1a^2)d1^147d2^157 + (2 + 1a + 0a^2)d1^148d2^157 + (3 + 4a + 3a^2)d1^149d2^157 + (1 + 0a + 0a^2)d1^150d2^157 + (2 + 0a + 2a^2)d1^151d2^157 + (4 + 3a + 3a^2)d1^152d2^157 + (0 + 0a + 2a^2)d1^153d2^157 + (3 + 1a + 2a^2)d1^154d2^157 + (3 + 1a + 4a^2)d1^155d2^157 + (0 + 3a + 0a^2)d1^156d2^157 + (4 + 1a + 2a^2)d1^157d2^157 + (3 + 2a + 1a^2)d1^158d2^157 + (2 + 3a + 4a^2)d1^159d2^157 + (2 + 4a + 1a^2)d1^160d2^157 + (3 + 3a + 3a^2)d1^161d2^157 + (1 + 1a + 0a^2)d1^162d2^157 + (1 + 1a + 2a^2)d1^163d2^157 + (2 + 4a + 0a^2)d1^164d2^157 + (3 + 3a + 3a^2)d1^165d2^157 + (2 + 3a + 4a^2)d1^166d2^157 + (3 + 2a + 4a^2)d1^167d2^157 + (1 + 2a + 4a^2)d1^168d2^157 + (1 + 2a + 3a^2)d1^169d2^157 + (1 + 2a + 2a^2)d1^170d2^157 + (0 + 2a + 2a^2)d1^171d2^157 + (2 + 0a + 2a^2)d1^172d2^157 + (1 + 4a + 1a^2)d1^173d2^157 + (1 + 4a + 3a^2)d1^174d2^157 + (3 + 1a + 4a^2)d1^175d2^157 + (4 + 4a + 4a^2)d1^176d2^157 + (0 + 3a + 3a^2)d1^177d2^157 + (3 + 1a + 2a^2)d1^178d2^157 + (3 + 1a + 1a^2)d1^179d2^157 + (1 + 1a + 3a^2)d1^180d2^157 + (3 + 1a + 2a^2)d1^181d2^157 + (3 + 0a + 4a^2)d1^182d2^157 + (1 + 3a + 2a^2)d1^183d2^157 + (1 + 3a + 0a^2)d1^184d2^157 + (0 + 0a + 4a^2)d1^185d2^157 + (4 + 1a + 0a^2)d1^186d2^157 + (3 + 2a + 0a^2)d1^187d2^157 + (4 + 3a + 4a^2)d1^188d2^157 + (3 + 3a + 1a^2)d1^189d2^157 + (3 + 4a + 0a^2)d1^190d2^157 + (4 + 4a + 2a^2)d1^191d2^157 + (0 + 1a + 4a^2)d1^192d2^157 + (0 + 0a + 3a^2)d1^193d2^157 + (3 + 1a + 1a^2)d1^194d2^157 + (2 + 3a + 2a^2)d1^195d2^157 + (4 + 3a + 3a^2)d1^196d2^157 + (2 + 3a + 0a^2)d1^197d2^157 + (2 + 1a + 2a^2)d1^198d2^157 + (2 + 1a + 4a^2)d1^199d2^157 + (2 + 1a + 0a^2)d1^200d2^157 + (0 + 4a + 2a^2)d1^201d2^157 + (1 + 4a + 2a^2)d1^202d2^157 + (4 + 0a + 4a^2)d1^203d2^157 + (0 + 2a + 1a^2)d1^204d2^157 + (2 + 0a + 1a^2)d1^205d2^157 + (3 + 0a + 3a^2)d1^206d2^157 + (1 + 2a + 1a^2)d1^207d2^157 + (2 + 1a + 0a^2)d1^208d2^157 + (0 + 4a + 0a^2)d1^209d2^157 + (3 + 0a + 3a^2)d1^210d2^157 + (1 + 1a + 3a^2)d1^211d2^157 + (4 + 4a + 1a^2)d1^212d2^157 + (4 + 0a + 1a^2)d1^213d2^157 + (4 + 4a + 3a^2)d1^214d2^157 + (2 + 3a + 1a^2)d1^215d2^157 + (1 + 2a + 4a^2)d1^216d2^157 + (4 + 2a + 3a^2)d1^217d2^157 + (2 + 0a + 4a^2)d1^218d2^157 + (2 + 0a + 4a^2)d1^219d2^157 + (2 + 3a + 3a^2)d1^220d2^157 + (3 + 4a + 2a^2)d1^221d2^157 + (4 + 0a + 0a^2)d1^222d2^157 + (0 + 2a + 2a^2)d1^223d2^157 + (3 + 2a + 3a^2)d1^224d2^157 + (2 + 1a + 2a^2)d1^225d2^157 + (0 + 1a + 3a^2)d1^226d2^157 + (3 + 0a + 2a^2)d1^227d2^157 + (2 + 4a + 1a^2)d1^228d2^157 + (1 + 0a + 2a^2)d1^229d2^157 + (4 + 1a + 4a^2)d1^230d2^157 + (0 + 1a + 2a^2)d1^231d2^157 + (0 + 3a + 3a^2)d1^232d2^157 + (1 + 1a + 0a^2)d1^233d2^157 + (1 + 4a + 4a^2)d1^234d2^157 + (4 + 2a + 1a^2)d1^235d2^157 + (3 + 2a + 2a^2)d1^236d2^157 + (3 + 3a + 2a^2)d1^237d2^157 + (1 + 0a + 2a^2)d1^238d2^157 + (3 + 1a + 4a^2)d1^239d2^157 + (0 + 1a + 0a^2)d1^240d2^157 + (3 + 3a + 3a^2)d1^241d2^157 + (2 + 2a + 3a^2)d1^242d2^157 + (2 + 0a + 3a^2)d1^243d2^157 + (1 + 0a + 2a^2)d1^244d2^157 + (0 + 2a + 1a^2)d1^245d2^157 + (1 + 1a + 4a^2)d1^246d2^157 + (0 + 4a + 2a^2)d1^247d2^157 + (4 + 0a + 4a^2)d1^248d2^157 + (4 + 2a + 2a^2)d1^249d2^157 + (1 + 2a + 1a^2)d1^250d2^157 + (1 + 2a + 2a^2)d1^251d2^157 + (1 + 0a + 0a^2)d1^252d2^157 + (0 + 3a + 1a^2)d1^253d2^157 + (3 + 2a + 1a^2)d1^254d2^157 + (3 + 1a + 2a^2)d1^255d2^157 + (3 + 4a + 0a^2)d1^256d2^157 + (3 + 1a + 1a^2)d1^257d2^157 + (2 + 2a + 3a^2)d1^258d2^157 + (2 + 3a + 2a^2)d1^260d2^157 + (3 + 2a + 1a^2)d1^261d2^157 + (0 + 2a + 3a^2)d1^262d2^157 + (1 + 2a + 1a^2)d1^263d2^157 + (1 + 1a + 2a^2)d1^264d2^157 + (3 + 1a + 2a^2)d1^265d2^157 + (1 + 2a + 0a^2)d1^266d2^157 + (1 + 0a + 0a^2)d1^267d2^157 + (2 + 4a + 0a^2)d1^268d2^157 + (3 + 2a + 0a^2)d1^269d2^157 + (2 + 2a + 0a^2)d1^270d2^157 + (3 + 3a + 1a^2)d1^271d2^157 + (3 + 2a + 2a^2)d1^272d2^157 + (3 + 2a + 3a^2)d1^273d2^157 + (0 + 3a + 1a^2)d1^274d2^157 + (2 + 4a + 1a^2)d1^275d2^157 + (3 + 4a + 3a^2)d1^277d2^157 + (4 + 3a + 3a^2)d1^278d2^157 + (0 + 0a + 3a^2)d1^279d2^157 + (1 + 1a + 2a^2)d1^280d2^157 + (4 + 3a + 1a^2)d1^281d2^157 + (3 + 0a + 0a^2)d1^282d2^157 + (4 + 4a + 4a^2)d1^283d2^157 + (3 + 1a + 1a^2)d1^284d2^157 + (4 + 1a + 0a^2)d1^285d2^157 + (0 + 2a + 1a^2)d1^286d2^157 + (4 + 2a + 1a^2)d1^287d2^157 + (4 + 3a + 1a^2)d1^288d2^157 + (3 + 4a + 4a^2)d1^289d2^157 + (0 + 0a + 2a^2)d1^290d2^157 + (3 + 3a + 4a^2)d1^291d2^157 + (4 + 0a + 4a^2)d1^292d2^157 + (3 + 3a + 3a^2)d1^293d2^157 + (1 + 2a + 1a^2)d2^158 + (1 + 0a + 1a^2)d1^1d2^158 + (0 + 3a + 0a^2)d1^2d2^158 + (4 + 2a + 0a^2)d1^3d2^158 + (4 + 1a + 4a^2)d1^4d2^158 + (4 + 2a + 0a^2)d1^5d2^158 + (0 + 1a + 1a^2)d1^6d2^158 + (4 + 0a + 1a^2)d1^7d2^158 + (2 + 2a + 2a^2)d1^8d2^158 + (1 + 1a + 2a^2)d1^9d2^158 + (4 + 3a + 1a^2)d1^10d2^158 + (1 + 2a + 1a^2)d1^11d2^158 + (0 + 0a + 1a^2)d1^12d2^158 + (2 + 3a + 4a^2)d1^13d2^158 + (3 + 2a + 2a^2)d1^14d2^158 + (3 + 3a + 3a^2)d1^15d2^158 + (3 + 0a + 2a^2)d1^16d2^158 + (0 + 2a + 1a^2)d1^17d2^158 + (3 + 2a + 3a^2)d1^18d2^158 + (1 + 4a + 1a^2)d1^19d2^158 + (3 + 3a + 1a^2)d1^20d2^158 + (2 + 1a + 3a^2)d1^21d2^158 + (0 + 2a + 0a^2)d1^22d2^158 + (4 + 1a + 1a^2)d1^23d2^158 + (2 + 1a + 2a^2)d1^24d2^158 + (0 + 1a + 2a^2)d1^25d2^158 + (4 + 2a + 1a^2)d1^26d2^158 + (0 + 2a + 2a^2)d1^27d2^158 + (4 + 2a + 0a^2)d1^28d2^158 + (3 + 4a + 1a^2)d1^29d2^158 + (1 + 3a + 1a^2)d1^30d2^158 + (4 + 0a + 1a^2)d1^31d2^158 + (3 + 2a + 3a^2)d1^32d2^158 + (3 + 1a + 0a^2)d1^33d2^158 + (4 + 2a + 2a^2)d1^34d2^158 + (2 + 4a + 4a^2)d1^35d2^158 + (1 + 0a + 2a^2)d1^36d2^158 + (3 + 2a + 1a^2)d1^37d2^158 + (4 + 2a + 3a^2)d1^38d2^158 + (4 + 3a + 2a^2)d1^39d2^158 + (4 + 1a + 1a^2)d1^41d2^158 + (0 + 4a + 4a^2)d1^42d2^158 + (1 + 2a + 3a^2)d1^43d2^158 + (4 + 4a + 0a^2)d1^44d2^158 + (1 + 4a + 1a^2)d1^45d2^158 + (4 + 2a + 2a^2)d1^46d2^158 + (4 + 4a + 0a^2)d1^47d2^158 + (2 + 2a + 2a^2)d1^48d2^158 + (4 + 4a + 2a^2)d1^49d2^158 + (3 + 0a + 0a^2)d1^50d2^158 + (0 + 4a + 0a^2)d1^51d2^158 + (2 + 4a + 3a^2)d1^52d2^158 + (3 + 2a + 2a^2)d1^53d2^158 + (1 + 3a + 2a^2)d1^54d2^158 + (4 + 0a + 2a^2)d1^55d2^158 + (1 + 2a + 4a^2)d1^56d2^158 + (2 + 1a + 4a^2)d1^57d2^158 + (1 + 1a + 0a^2)d1^58d2^158 + (4 + 2a + 2a^2)d1^59d2^158 + (4 + 3a + 2a^2)d1^60d2^158 + (4 + 4a + 1a^2)d1^61d2^158 + (1 + 3a + 2a^2)d1^62d2^158 + (1 + 3a + 1a^2)d1^63d2^158 + (0 + 2a + 1a^2)d1^64d2^158 + (4 + 1a + 2a^2)d1^65d2^158 + (1 + 2a + 3a^2)d1^66d2^158 + (0 + 4a + 1a^2)d1^67d2^158 + (1 + 0a + 0a^2)d1^68d2^158 + (2 + 4a + 1a^2)d1^69d2^158 + (0 + 1a + 4a^2)d1^70d2^158 + (2 + 1a + 3a^2)d1^71d2^158 + (2 + 2a + 3a^2)d1^72d2^158 + (2 + 3a + 3a^2)d1^73d2^158 + (4 + 2a + 1a^2)d1^74d2^158 + (0 + 4a + 2a^2)d1^75d2^158 + (1 + 4a + 2a^2)d1^76d2^158 + (1 + 0a + 3a^2)d1^77d2^158 + (3 + 4a + 0a^2)d1^78d2^158 + (0 + 4a + 1a^2)d1^79d2^158 + (2 + 4a + 3a^2)d1^80d2^158 + (0 + 0a + 4a^2)d1^81d2^158 + (3 + 0a + 0a^2)d1^82d2^158 + (1 + 1a + 4a^2)d1^83d2^158 + (4 + 0a + 4a^2)d1^84d2^158 + (2 + 1a + 1a^2)d1^85d2^158 + (2 + 4a + 0a^2)d1^86d2^158 + (1 + 3a + 3a^2)d1^87d2^158 + (2 + 4a + 1a^2)d1^88d2^158 + (1 + 4a + 1a^2)d1^89d2^158 + (0 + 1a + 0a^2)d1^90d2^158 + (0 + 2a + 3a^2)d1^91d2^158 + (3 + 0a + 4a^2)d1^92d2^158 + (1 + 1a + 0a^2)d1^93d2^158 + (3 + 0a + 1a^2)d1^94d2^158 + (3 + 1a + 2a^2)d1^95d2^158 + (2 + 1a + 4a^2)d1^96d2^158 + (4 + 3a + 3a^2)d1^97d2^158 + (1 + 2a + 4a^2)d1^98d2^158 + (2 + 1a + 3a^2)d1^99d2^158 + (3 + 3a + 2a^2)d1^100d2^158 + (2 + 0a + 3a^2)d1^101d2^158 + (1 + 3a + 0a^2)d1^102d2^158 + (0 + 3a + 4a^2)d1^103d2^158 + (0 + 1a + 3a^2)d1^104d2^158 + (3 + 3a + 3a^2)d1^105d2^158 + (1 + 4a + 3a^2)d1^106d2^158 + (3 + 4a + 1a^2)d1^107d2^158 + (2 + 2a + 0a^2)d1^108d2^158 + (1 + 1a + 4a^2)d1^109d2^158 + (2 + 0a + 1a^2)d1^110d2^158 + (0 + 1a + 1a^2)d1^111d2^158 + (3 + 3a + 3a^2)d1^112d2^158 + (3 + 0a + 4a^2)d1^113d2^158 + (2 + 3a + 2a^2)d1^114d2^158 + (3 + 0a + 4a^2)d1^115d2^158 + (4 + 4a + 0a^2)d1^116d2^158 + (4 + 0a + 2a^2)d1^117d2^158 + (2 + 4a + 2a^2)d1^118d2^158 + (0 + 2a + 1a^2)d1^119d2^158 + (1 + 3a + 2a^2)d1^120d2^158 + (2 + 0a + 4a^2)d1^121d2^158 + (2 + 3a + 2a^2)d1^122d2^158 + (1 + 2a + 0a^2)d1^123d2^158 + (3 + 0a + 3a^2)d1^124d2^158 + (1 + 3a + 4a^2)d1^125d2^158 + (1 + 1a + 0a^2)d1^126d2^158 + (3 + 2a + 3a^2)d1^127d2^158 + (4 + 2a + 0a^2)d1^128d2^158 + (0 + 1a + 4a^2)d1^129d2^158 + (4 + 2a + 4a^2)d1^130d2^158 + (3 + 1a + 1a^2)d1^131d2^158 + (1 + 2a + 1a^2)d1^132d2^158 + (1 + 0a + 1a^2)d1^133d2^158 + (3 + 4a + 4a^2)d1^134d2^158 + (3 + 0a + 0a^2)d1^135d2^158 + (1 + 4a + 0a^2)d1^136d2^158 + (4 + 3a + 1a^2)d1^137d2^158 + (1 + 1a + 2a^2)d1^138d2^158 + (4 + 2a + 1a^2)d1^139d2^158 + (0 + 1a + 1a^2)d1^140d2^158 + (2 + 2a + 2a^2)d1^141d2^158 + (4 + 3a + 2a^2)d1^142d2^158 + (3 + 4a + 0a^2)d1^143d2^158 + (2 + 1a + 1a^2)d1^144d2^158 + (4 + 3a + 0a^2)d1^145d2^158 + (4 + 3a + 0a^2)d1^146d2^158 + (2 + 3a + 1a^2)d1^147d2^158 + (4 + 1a + 0a^2)d1^148d2^158 + (4 + 3a + 3a^2)d1^149d2^158 + (3 + 4a + 1a^2)d1^150d2^158 + (4 + 2a + 3a^2)d1^151d2^158 + (3 + 4a + 1a^2)d1^152d2^158 + (3 + 2a + 0a^2)d1^153d2^158 + (1 + 3a + 0a^2)d1^154d2^158 + (3 + 4a + 0a^2)d1^155d2^158 + (4 + 4a + 2a^2)d1^156d2^158 + (0 + 3a + 4a^2)d1^157d2^158 + (1 + 4a + 0a^2)d1^158d2^158 + (3 + 0a + 0a^2)d1^159d2^158 + (1 + 3a + 1a^2)d1^160d2^158 + (0 + 4a + 3a^2)d1^161d2^158 + (2 + 4a + 4a^2)d1^162d2^158 + (1 + 2a + 0a^2)d1^163d2^158 + (2 + 1a + 0a^2)d1^164d2^158 + (0 + 0a + 2a^2)d1^165d2^158 + (0 + 2a + 2a^2)d1^166d2^158 + (1 + 4a + 1a^2)d1^167d2^158 + (2 + 3a + 3a^2)d1^168d2^158 + (2 + 0a + 0a^2)d1^169d2^158 + (0 + 2a + 0a^2)d1^170d2^158 + (2 + 3a + 1a^2)d1^171d2^158 + (3 + 3a + 3a^2)d1^172d2^158 + (4 + 0a + 0a^2)d1^173d2^158 + (1 + 1a + 1a^2)d1^174d2^158 + (0 + 3a + 1a^2)d1^175d2^158 + (2 + 0a + 2a^2)d1^176d2^158 + (3 + 1a + 4a^2)d1^177d2^158 + (4 + 1a + 4a^2)d1^178d2^158 + (4 + 2a + 2a^2)d1^179d2^158 + (3 + 4a + 0a^2)d1^180d2^158 + (4 + 4a + 1a^2)d1^181d2^158 + (1 + 3a + 3a^2)d1^182d2^158 + (0 + 1a + 0a^2)d1^183d2^158 + (3 + 2a + 0a^2)d1^184d2^158 + (3 + 3a + 1a^2)d1^185d2^158 + (2 + 4a + 4a^2)d1^186d2^158 + (4 + 1a + 0a^2)d1^187d2^158 + (0 + 1a + 3a^2)d1^188d2^158 + (2 + 2a + 1a^2)d1^189d2^158 + (1 + 1a + 0a^2)d1^190d2^158 + (3 + 1a + 4a^2)d1^191d2^158 + (1 + 1a + 3a^2)d1^192d2^158 + (0 + 1a + 1a^2)d1^193d2^158 + (3 + 3a + 4a^2)d1^194d2^158 + (1 + 1a + 0a^2)d1^195d2^158 + (4 + 4a + 2a^2)d1^196d2^158 + (3 + 3a + 1a^2)d1^197d2^158 + (1 + 4a + 4a^2)d1^198d2^158 + (4 + 2a + 0a^2)d1^199d2^158 + (3 + 4a + 1a^2)d1^200d2^158 + (3 + 1a + 1a^2)d1^201d2^158 + (2 + 2a + 4a^2)d1^202d2^158 + (1 + 3a + 4a^2)d1^203d2^158 + (4 + 0a + 2a^2)d1^204d2^158 + (1 + 0a + 1a^2)d1^205d2^158 + (3 + 3a + 0a^2)d1^206d2^158 + (2 + 4a + 2a^2)d1^207d2^158 + (3 + 4a + 2a^2)d1^208d2^158 + (4 + 2a + 1a^2)d1^209d2^158 + (3 + 3a + 2a^2)d1^210d2^158 + (1 + 1a + 4a^2)d1^211d2^158 + (1 + 4a + 0a^2)d1^212d2^158 + (2 + 2a + 2a^2)d1^213d2^158 + (3 + 0a + 0a^2)d1^214d2^158 + (4 + 0a + 3a^2)d1^215d2^158 + (2 + 4a + 1a^2)d1^216d2^158 + (3 + 0a + 0a^2)d1^217d2^158 + (3 + 0a + 1a^2)d1^218d2^158 + (3 + 0a + 0a^2)d1^219d2^158 + (3 + 4a + 4a^2)d1^220d2^158 + (4 + 2a + 3a^2)d1^221d2^158 + (2 + 2a + 0a^2)d1^222d2^158 + (1 + 0a + 4a^2)d1^223d2^158 + (2 + 0a + 2a^2)d1^224d2^158 + (1 + 4a + 3a^2)d1^225d2^158 + (0 + 4a + 1a^2)d1^226d2^158 + (3 + 1a + 3a^2)d1^227d2^158 + (0 + 1a + 4a^2)d1^228d2^158 + (0 + 4a + 0a^2)d1^229d2^158 + (0 + 0a + 4a^2)d1^230d2^158 + (1 + 2a + 1a^2)d1^231d2^158 + (2 + 1a + 4a^2)d1^232d2^158 + (1 + 1a + 1a^2)d1^233d2^158 + (3 + 1a + 2a^2)d1^234d2^158 + (0 + 4a + 0a^2)d1^235d2^158 + (0 + 4a + 3a^2)d1^236d2^158 + (2 + 4a + 1a^2)d1^237d2^158 + (3 + 1a + 4a^2)d1^238d2^158 + (2 + 1a + 1a^2)d1^239d2^158 + (3 + 2a + 3a^2)d1^240d2^158 + (2 + 1a + 1a^2)d1^241d2^158 + (4 + 3a + 1a^2)d1^242d2^158 + (2 + 1a + 4a^2)d1^243d2^158 + (2 + 4a + 2a^2)d1^244d2^158 + (0 + 1a + 4a^2)d1^245d2^158 + (1 + 3a + 0a^2)d1^246d2^158 + (3 + 2a + 4a^2)d1^247d2^158 + (4 + 1a + 2a^2)d1^248d2^158 + (3 + 4a + 2a^2)d1^249d2^158 + (3 + 1a + 4a^2)d1^250d2^158 + (1 + 1a + 4a^2)d1^251d2^158 + (0 + 4a + 1a^2)d1^252d2^158 + (4 + 3a + 1a^2)d1^253d2^158 + (0 + 4a + 1a^2)d1^254d2^158 + (0 + 4a + 0a^2)d1^255d2^158 + (0 + 0a + 3a^2)d1^256d2^158 + (0 + 1a + 4a^2)d1^257d2^158 + (1 + 1a + 0a^2)d1^258d2^158 + (3 + 4a + 2a^2)d1^259d2^158 + (2 + 2a + 3a^2)d1^261d2^158 + (4 + 1a + 3a^2)d1^262d2^158 + (2 + 0a + 3a^2)d1^263d2^158 + (2 + 1a + 1a^2)d1^264d2^158 + (0 + 3a + 3a^2)d1^265d2^158 + (0 + 2a + 2a^2)d1^266d2^158 + (0 + 2a + 4a^2)d1^267d2^158 + (4 + 1a + 3a^2)d1^268d2^158 + (0 + 2a + 4a^2)d1^269d2^158 + (3 + 1a + 3a^2)d1^270d2^158 + (0 + 2a + 4a^2)d1^271d2^158 + (0 + 3a + 0a^2)d1^272d2^158 + (1 + 3a + 0a^2)d1^273d2^158 + (0 + 3a + 2a^2)d1^274d2^158 + (2 + 1a + 3a^2)d1^275d2^158 + (4 + 1a + 0a^2)d1^276d2^158 + (1 + 2a + 1a^2)d1^277d2^158 + (3 + 4a + 4a^2)d1^278d2^158 + (4 + 4a + 4a^2)d1^279d2^158 + (1 + 1a + 4a^2)d1^280d2^158 + (4 + 2a + 4a^2)d1^281d2^158 + (0 + 2a + 4a^2)d1^282d2^158 + (0 + 3a + 2a^2)d1^283d2^158 + (0 + 1a + 3a^2)d1^284d2^158 + (4 + 1a + 1a^2)d1^285d2^158 + (2 + 0a + 2a^2)d1^286d2^158 + (2 + 4a + 2a^2)d1^287d2^158 + (0 + 3a + 0a^2)d1^288d2^158 + (3 + 0a + 3a^2)d1^289d2^158 + (4 + 1a + 3a^2)d1^290d2^158 + (3 + 0a + 4a^2)d1^291d2^158 + (1 + 4a + 3a^2)d1^292d2^158 + (2 + 3a + 4a^2)d1^293d2^158 + (0 + 1a + 3a^2)d2^159 + (3 + 1a + 2a^2)d1^1d2^159 + (2 + 2a + 0a^2)d1^2d2^159 + (0 + 1a + 1a^2)d1^3d2^159 + (2 + 0a + 1a^2)d1^4d2^159 + (0 + 3a + 2a^2)d1^5d2^159 + (1 + 2a + 1a^2)d1^6d2^159 + (2 + 0a + 1a^2)d1^7d2^159 + (3 + 2a + 0a^2)d1^8d2^159 + (4 + 4a + 2a^2)d1^9d2^159 + (1 + 0a + 1a^2)d1^10d2^159 + (1 + 1a + 2a^2)d1^11d2^159 + (2 + 1a + 3a^2)d1^12d2^159 + (3 + 0a + 4a^2)d1^13d2^159 + (3 + 1a + 0a^2)d1^14d2^159 + (1 + 2a + 2a^2)d1^15d2^159 + (3 + 2a + 4a^2)d1^16d2^159 + (0 + 0a + 2a^2)d1^17d2^159 + (1 + 1a + 1a^2)d1^18d2^159 + (2 + 4a + 0a^2)d1^19d2^159 + (2 + 1a + 1a^2)d1^20d2^159 + (1 + 2a + 4a^2)d1^21d2^159 + (0 + 1a + 2a^2)d1^22d2^159 + (3 + 2a + 0a^2)d1^23d2^159 + (0 + 2a + 1a^2)d1^24d2^159 + (1 + 0a + 2a^2)d1^25d2^159 + (0 + 2a + 0a^2)d1^26d2^159 + (4 + 1a + 1a^2)d1^27d2^159 + (2 + 3a + 0a^2)d1^28d2^159 + (3 + 3a + 2a^2)d1^29d2^159 + (1 + 4a + 0a^2)d1^30d2^159 + (3 + 3a + 4a^2)d1^31d2^159 + (0 + 3a + 4a^2)d1^32d2^159 + (3 + 3a + 1a^2)d1^33d2^159 + (2 + 3a + 4a^2)d1^34d2^159 + (1 + 0a + 4a^2)d1^35d2^159 + (0 + 1a + 3a^2)d1^36d2^159 + (1 + 4a + 0a^2)d1^37d2^159 + (2 + 3a + 3a^2)d1^38d2^159 + (3 + 3a + 2a^2)d1^39d2^159 + (2 + 4a + 0a^2)d1^40d2^159 + (1 + 4a + 0a^2)d1^41d2^159 + (4 + 0a + 4a^2)d1^42d2^159 + (0 + 4a + 0a^2)d1^43d2^159 + (4 + 0a + 0a^2)d1^44d2^159 + (2 + 0a + 2a^2)d1^45d2^159 + (2 + 3a + 0a^2)d1^46d2^159 + (3 + 0a + 4a^2)d1^47d2^159 + (3 + 0a + 2a^2)d1^48d2^159 + (4 + 0a + 1a^2)d1^49d2^159 + (1 + 1a + 0a^2)d1^50d2^159 + (0 + 2a + 3a^2)d1^51d2^159 + (1 + 2a + 1a^2)d1^52d2^159 + (3 + 2a + 2a^2)d1^53d2^159 + (3 + 1a + 1a^2)d1^54d2^159 + (1 + 3a + 0a^2)d1^55d2^159 + (4 + 0a + 1a^2)d1^56d2^159 + (1 + 2a + 0a^2)d1^57d2^159 + (0 + 4a + 1a^2)d1^58d2^159 + (1 + 4a + 3a^2)d1^59d2^159 + (2 + 0a + 4a^2)d1^60d2^159 + (0 + 0a + 4a^2)d1^61d2^159 + (1 + 4a + 2a^2)d1^62d2^159 + (4 + 3a + 1a^2)d1^63d2^159 + (3 + 1a + 1a^2)d1^64d2^159 + (2 + 4a + 1a^2)d1^65d2^159 + (2 + 3a + 1a^2)d1^66d2^159 + (3 + 0a + 4a^2)d1^67d2^159 + (0 + 2a + 1a^2)d1^68d2^159 + (2 + 0a + 1a^2)d1^69d2^159 + (1 + 2a + 1a^2)d1^70d2^159 + (3 + 2a + 0a^2)d1^71d2^159 + (3 + 2a + 3a^2)d1^72d2^159 + (0 + 1a + 1a^2)d1^73d2^159 + (4 + 1a + 3a^2)d1^74d2^159 + (1 + 0a + 1a^2)d1^75d2^159 + (1 + 4a + 2a^2)d1^76d2^159 + (3 + 0a + 4a^2)d1^77d2^159 + (2 + 1a + 4a^2)d1^78d2^159 + (3 + 4a + 1a^2)d1^79d2^159 + (2 + 0a + 4a^2)d1^80d2^159 + (4 + 2a + 0a^2)d1^81d2^159 + (4 + 4a + 4a^2)d1^82d2^159 + (1 + 3a + 0a^2)d1^83d2^159 + (1 + 0a + 4a^2)d1^84d2^159 + (2 + 3a + 0a^2)d1^85d2^159 + (3 + 4a + 0a^2)d1^86d2^159 + (2 + 4a + 4a^2)d1^87d2^159 + (1 + 2a + 0a^2)d1^88d2^159 + (0 + 0a + 3a^2)d1^89d2^159 + (2 + 1a + 1a^2)d1^90d2^159 + (3 + 3a + 3a^2)d1^91d2^159 + (1 + 0a + 3a^2)d1^92d2^159 + (4 + 2a + 0a^2)d1^93d2^159 + (1 + 4a + 4a^2)d1^94d2^159 + (2 + 1a + 1a^2)d1^95d2^159 + (3 + 1a + 4a^2)d1^96d2^159 + (4 + 1a + 4a^2)d1^97d2^159 + (0 + 1a + 1a^2)d1^98d2^159 + (1 + 4a + 1a^2)d1^99d2^159 + (2 + 0a + 3a^2)d1^100d2^159 + (0 + 1a + 4a^2)d1^101d2^159 + (4 + 2a + 2a^2)d1^102d2^159 + (4 + 1a + 4a^2)d1^103d2^159 + (0 + 2a + 0a^2)d1^104d2^159 + (3 + 3a + 4a^2)d1^105d2^159 + (3 + 2a + 3a^2)d1^106d2^159 + (3 + 3a + 0a^2)d1^107d2^159 + (2 + 0a + 1a^2)d1^108d2^159 + (1 + 3a + 0a^2)d1^109d2^159 + (2 + 4a + 4a^2)d1^110d2^159 + (2 + 3a + 1a^2)d1^111d2^159 + (3 + 3a + 0a^2)d1^112d2^159 + (2 + 1a + 0a^2)d1^113d2^159 + (2 + 3a + 2a^2)d1^114d2^159 + (0 + 0a + 1a^2)d1^115d2^159 + (0 + 1a + 2a^2)d1^116d2^159 + (2 + 3a + 3a^2)d1^117d2^159 + (3 + 4a + 4a^2)d1^118d2^159 + (2 + 4a + 1a^2)d1^119d2^159 + (3 + 2a + 4a^2)d1^120d2^159 + (1 + 1a + 1a^2)d1^121d2^159 + (1 + 1a + 1a^2)d1^122d2^159 + (2 + 2a + 3a^2)d1^123d2^159 + (3 + 3a + 3a^2)d1^124d2^159 + (1 + 2a + 3a^2)d1^125d2^159 + (4 + 4a + 0a^2)d1^126d2^159 + (0 + 1a + 3a^2)d1^127d2^159 + (1 + 0a + 0a^2)d1^128d2^159 + (4 + 2a + 3a^2)d1^129d2^159 + (3 + 3a + 0a^2)d1^130d2^159 + (0 + 0a + 2a^2)d1^131d2^159 + (4 + 3a + 3a^2)d1^132d2^159 + (2 + 2a + 3a^2)d1^133d2^159 + (2 + 0a + 0a^2)d1^134d2^159 + (0 + 4a + 2a^2)d1^135d2^159 + (3 + 1a + 2a^2)d1^136d2^159 + (1 + 2a + 0a^2)d1^137d2^159 + (0 + 4a + 1a^2)d1^138d2^159 + (4 + 2a + 4a^2)d1^139d2^159 + (1 + 2a + 4a^2)d1^140d2^159 + (0 + 3a + 2a^2)d1^141d2^159 + (3 + 0a + 0a^2)d1^142d2^159 + (1 + 2a + 0a^2)d1^143d2^159 + (4 + 3a + 1a^2)d1^144d2^159 + (4 + 1a + 2a^2)d1^145d2^159 + (0 + 2a + 4a^2)d1^146d2^159 + (1 + 0a + 4a^2)d1^147d2^159 + (0 + 2a + 0a^2)d1^148d2^159 + (0 + 2a + 1a^2)d1^149d2^159 + (1 + 4a + 3a^2)d1^150d2^159 + (0 + 1a + 4a^2)d1^151d2^159 + (0 + 4a + 4a^2)d1^152d2^159 + (4 + 4a + 0a^2)d1^153d2^159 + (1 + 0a + 2a^2)d1^154d2^159 + (4 + 0a + 2a^2)d1^155d2^159 + (0 + 1a + 2a^2)d1^156d2^159 + (2 + 4a + 3a^2)d1^157d2^159 + (3 + 1a + 3a^2)d1^158d2^159 + (4 + 2a + 2a^2)d1^159d2^159 + (0 + 4a + 0a^2)d1^160d2^159 + (2 + 2a + 1a^2)d1^161d2^159 + (3 + 1a + 0a^2)d1^162d2^159 + (2 + 0a + 3a^2)d1^163d2^159 + (4 + 4a + 0a^2)d1^164d2^159 + (0 + 1a + 2a^2)d1^165d2^159 + (0 + 1a + 1a^2)d1^166d2^159 + (2 + 1a + 2a^2)d1^167d2^159 + (1 + 4a + 0a^2)d1^168d2^159 + (2 + 4a + 3a^2)d1^169d2^159 + (0 + 1a + 2a^2)d1^170d2^159 + (1 + 1a + 1a^2)d1^171d2^159 + (4 + 1a + 1a^2)d1^172d2^159 + (1 + 4a + 4a^2)d1^173d2^159 + (4 + 4a + 3a^2)d1^174d2^159 + (2 + 1a + 0a^2)d1^175d2^159 + (0 + 3a + 4a^2)d1^176d2^159 + (2 + 0a + 3a^2)d1^177d2^159 + (1 + 1a + 1a^2)d1^178d2^159 + (4 + 0a + 0a^2)d1^179d2^159 + (1 + 2a + 2a^2)d1^180d2^159 + (2 + 3a + 3a^2)d1^181d2^159 + (4 + 2a + 3a^2)d1^182d2^159 + (3 + 4a + 3a^2)d1^183d2^159 + (4 + 3a + 2a^2)d1^184d2^159 + (4 + 2a + 4a^2)d1^185d2^159 + (1 + 1a + 4a^2)d1^186d2^159 + (4 + 0a + 3a^2)d1^187d2^159 + (1 + 3a + 4a^2)d1^188d2^159 + (3 + 4a + 4a^2)d1^189d2^159 + (4 + 1a + 4a^2)d1^190d2^159 + (3 + 4a + 2a^2)d1^191d2^159 + (2 + 1a + 3a^2)d1^192d2^159 + (0 + 4a + 0a^2)d1^193d2^159 + (4 + 4a + 4a^2)d1^194d2^159 + (0 + 3a + 1a^2)d1^195d2^159 + (4 + 0a + 2a^2)d1^196d2^159 + (1 + 3a + 0a^2)d1^197d2^159 + (0 + 2a + 3a^2)d1^198d2^159 + (1 + 0a + 3a^2)d1^199d2^159 + (4 + 2a + 0a^2)d1^200d2^159 + (0 + 2a + 2a^2)d1^201d2^159 + (4 + 3a + 1a^2)d1^202d2^159 + (3 + 4a + 0a^2)d1^203d2^159 + (2 + 4a + 3a^2)d1^204d2^159 + (3 + 2a + 1a^2)d1^205d2^159 + (2 + 3a + 3a^2)d1^206d2^159 + (3 + 2a + 4a^2)d1^207d2^159 + (3 + 0a + 2a^2)d1^208d2^159 + (4 + 0a + 0a^2)d1^209d2^159 + (3 + 2a + 2a^2)d1^210d2^159 + (0 + 4a + 3a^2)d1^211d2^159 + (1 + 4a + 0a^2)d1^212d2^159 + (1 + 1a + 2a^2)d1^213d2^159 + (4 + 1a + 3a^2)d1^214d2^159 + (2 + 2a + 3a^2)d1^215d2^159 + (4 + 2a + 1a^2)d1^216d2^159 + (1 + 1a + 2a^2)d1^217d2^159 + (2 + 0a + 1a^2)d1^218d2^159 + (2 + 3a + 0a^2)d1^219d2^159 + (3 + 2a + 3a^2)d1^220d2^159 + (4 + 0a + 2a^2)d1^221d2^159 + (0 + 1a + 0a^2)d1^222d2^159 + (0 + 4a + 2a^2)d1^223d2^159 + (2 + 1a + 0a^2)d1^224d2^159 + (0 + 3a + 1a^2)d1^225d2^159 + (2 + 1a + 3a^2)d1^226d2^159 + (4 + 4a + 3a^2)d1^227d2^159 + (1 + 3a + 3a^2)d1^228d2^159 + (1 + 1a + 3a^2)d1^229d2^159 + (0 + 1a + 4a^2)d1^230d2^159 + (4 + 1a + 3a^2)d1^231d2^159 + (0 + 2a + 2a^2)d1^232d2^159 + (4 + 1a + 3a^2)d1^233d2^159 + (2 + 4a + 4a^2)d1^234d2^159 + (4 + 4a + 2a^2)d1^235d2^159 + (1 + 3a + 4a^2)d1^236d2^159 + (2 + 1a + 2a^2)d1^237d2^159 + (2 + 0a + 4a^2)d1^238d2^159 + (2 + 0a + 4a^2)d1^239d2^159 + (2 + 0a + 3a^2)d1^240d2^159 + (0 + 1a + 4a^2)d1^241d2^159 + (3 + 1a + 2a^2)d1^242d2^159 + (3 + 0a + 2a^2)d1^243d2^159 + (4 + 2a + 4a^2)d1^244d2^159 + (4 + 0a + 0a^2)d1^245d2^159 + (3 + 3a + 1a^2)d1^246d2^159 + (4 + 2a + 3a^2)d1^247d2^159 + (4 + 1a + 1a^2)d1^248d2^159 + (1 + 2a + 4a^2)d1^249d2^159 + (3 + 3a + 2a^2)d1^250d2^159 + (2 + 2a + 0a^2)d1^251d2^159 + (1 + 3a + 3a^2)d1^252d2^159 + (1 + 3a + 4a^2)d1^253d2^159 + (3 + 1a + 1a^2)d1^254d2^159 + (0 + 3a + 3a^2)d1^255d2^159 + (3 + 1a + 1a^2)d1^256d2^159 + (3 + 1a + 4a^2)d1^257d2^159 + (1 + 3a + 4a^2)d1^258d2^159 + (3 + 3a + 2a^2)d1^259d2^159 + (2 + 4a + 1a^2)d1^260d2^159 + (0 + 4a + 4a^2)d1^261d2^159 + (3 + 3a + 4a^2)d1^262d2^159 + (0 + 2a + 0a^2)d1^263d2^159 + (0 + 1a + 2a^2)d1^264d2^159 + (0 + 0a + 3a^2)d1^265d2^159 + (1 + 1a + 0a^2)d1^266d2^159 + (0 + 4a + 1a^2)d1^267d2^159 + (4 + 0a + 2a^2)d1^268d2^159 + (4 + 3a + 2a^2)d1^269d2^159 + (1 + 0a + 1a^2)d1^270d2^159 + (1 + 3a + 3a^2)d1^271d2^159 + (2 + 4a + 4a^2)d1^272d2^159 + (0 + 4a + 4a^2)d1^273d2^159 + (1 + 1a + 2a^2)d1^274d2^159 + (3 + 0a + 2a^2)d1^275d2^159 + (4 + 3a + 1a^2)d1^276d2^159 + (4 + 4a + 3a^2)d1^277d2^159 + (1 + 1a + 0a^2)d1^278d2^159 + (4 + 4a + 1a^2)d1^279d2^159 + (2 + 2a + 3a^2)d1^280d2^159 + (4 + 3a + 0a^2)d1^281d2^159 + (4 + 0a + 1a^2)d1^282d2^159 + (1 + 1a + 2a^2)d1^283d2^159 + (1 + 2a + 4a^2)d1^284d2^159 + (2 + 1a + 4a^2)d1^285d2^159 + (4 + 2a + 3a^2)d1^286d2^159 + (3 + 2a + 4a^2)d1^287d2^159 + (3 + 4a + 3a^2)d1^288d2^159 + (1 + 3a + 1a^2)d1^289d2^159 + (3 + 4a + 0a^2)d1^290d2^159 + (2 + 3a + 1a^2)d1^291d2^159 + (1 + 2a + 1a^2)d1^292d2^159 + (1 + 0a + 0a^2)d1^293d2^159 + (3 + 3a + 4a^2)d2^160 + (0 + 3a + 3a^2)d1^1d2^160 + (2 + 2a + 2a^2)d1^2d2^160 + (3 + 3a + 0a^2)d1^3d2^160 + (0 + 3a + 0a^2)d1^4d2^160 + (4 + 3a + 4a^2)d1^5d2^160 + (3 + 4a + 4a^2)d1^6d2^160 + (4 + 2a + 1a^2)d1^7d2^160 + (4 + 0a + 2a^2)d1^8d2^160 + (2 + 0a + 3a^2)d1^9d2^160 + (3 + 4a + 1a^2)d1^10d2^160 + (0 + 2a + 0a^2)d1^11d2^160 + (3 + 2a + 2a^2)d1^12d2^160 + (0 + 2a + 4a^2)d1^13d2^160 + (3 + 1a + 1a^2)d1^14d2^160 + (2 + 1a + 3a^2)d1^15d2^160 + (1 + 1a + 2a^2)d1^16d2^160 + (0 + 0a + 4a^2)d1^17d2^160 + (3 + 4a + 0a^2)d1^18d2^160 + (2 + 1a + 2a^2)d1^19d2^160 + (2 + 0a + 3a^2)d1^20d2^160 + (3 + 2a + 1a^2)d1^21d2^160 + (2 + 2a + 2a^2)d1^22d2^160 + (0 + 3a + 0a^2)d1^23d2^160 + (1 + 1a + 2a^2)d1^24d2^160 + (0 + 3a + 2a^2)d1^25d2^160 + (1 + 4a + 1a^2)d1^26d2^160 + (2 + 4a + 1a^2)d1^27d2^160 + (2 + 0a + 2a^2)d1^28d2^160 + (2 + 0a + 3a^2)d1^29d2^160 + (1 + 0a + 4a^2)d1^30d2^160 + (1 + 0a + 3a^2)d1^31d2^160 + (3 + 4a + 3a^2)d1^32d2^160 + (0 + 1a + 2a^2)d1^33d2^160 + (1 + 4a + 0a^2)d1^34d2^160 + (2 + 1a + 3a^2)d1^35d2^160 + (3 + 4a + 2a^2)d1^36d2^160 + (0 + 2a + 4a^2)d1^37d2^160 + (0 + 4a + 3a^2)d1^38d2^160 + (0 + 3a + 1a^2)d1^39d2^160 + (1 + 0a + 3a^2)d1^40d2^160 + (4 + 0a + 4a^2)d1^41d2^160 + (1 + 0a + 0a^2)d1^42d2^160 + (3 + 3a + 1a^2)d1^43d2^160 + (2 + 2a + 4a^2)d1^44d2^160 + (3 + 4a + 1a^2)d1^45d2^160 + (0 + 3a + 4a^2)d1^46d2^160 + (3 + 1a + 2a^2)d1^47d2^160 + (3 + 1a + 4a^2)d1^48d2^160 + (1 + 1a + 2a^2)d1^49d2^160 + (1 + 3a + 3a^2)d1^50d2^160 + (1 + 0a + 0a^2)d1^51d2^160 + (4 + 3a + 3a^2)d1^52d2^160 + (3 + 2a + 1a^2)d1^53d2^160 + (1 + 0a + 3a^2)d1^54d2^160 + (2 + 2a + 0a^2)d1^55d2^160 + (1 + 3a + 3a^2)d1^56d2^160 + (0 + 2a + 3a^2)d1^57d2^160 + (0 + 4a + 2a^2)d1^58d2^160 + (4 + 1a + 1a^2)d1^59d2^160 + (2 + 2a + 0a^2)d1^60d2^160 + (3 + 3a + 3a^2)d1^61d2^160 + (4 + 2a + 1a^2)d1^62d2^160 + (4 + 0a + 0a^2)d1^63d2^160 + (0 + 3a + 1a^2)d1^64d2^160 + (3 + 0a + 2a^2)d1^65d2^160 + (1 + 0a + 0a^2)d1^66d2^160 + (2 + 2a + 2a^2)d1^67d2^160 + (4 + 1a + 2a^2)d1^68d2^160 + (4 + 2a + 3a^2)d1^69d2^160 + (4 + 1a + 1a^2)d1^70d2^160 + (0 + 0a + 3a^2)d1^71d2^160 + (0 + 2a + 0a^2)d1^72d2^160 + (4 + 0a + 3a^2)d1^73d2^160 + (4 + 1a + 1a^2)d1^74d2^160 + (4 + 3a + 3a^2)d1^75d2^160 + (1 + 1a + 4a^2)d1^76d2^160 + (0 + 4a + 0a^2)d1^77d2^160 + (0 + 2a + 0a^2)d1^78d2^160 + (3 + 3a + 1a^2)d1^79d2^160 + (3 + 2a + 0a^2)d1^80d2^160 + (0 + 3a + 2a^2)d1^81d2^160 + (0 + 1a + 2a^2)d1^82d2^160 + (2 + 3a + 3a^2)d1^83d2^160 + (2 + 3a + 1a^2)d1^84d2^160 + (4 + 3a + 3a^2)d1^85d2^160 + (4 + 0a + 3a^2)d1^86d2^160 + (2 + 4a + 0a^2)d1^87d2^160 + (4 + 3a + 3a^2)d1^88d2^160 + (4 + 0a + 3a^2)d1^89d2^160 + (4 + 2a + 2a^2)d1^90d2^160 + (2 + 1a + 4a^2)d1^91d2^160 + (2 + 1a + 0a^2)d1^92d2^160 + (3 + 4a + 1a^2)d1^93d2^160 + (3 + 2a + 0a^2)d1^94d2^160 + (0 + 4a + 0a^2)d1^95d2^160 + (2 + 2a + 1a^2)d1^96d2^160 + (4 + 0a + 0a^2)d1^97d2^160 + (0 + 2a + 4a^2)d1^98d2^160 + (0 + 3a + 3a^2)d1^99d2^160 + (4 + 1a + 4a^2)d1^100d2^160 + (3 + 4a + 1a^2)d1^101d2^160 + (1 + 2a + 4a^2)d1^102d2^160 + (2 + 0a + 3a^2)d1^103d2^160 + (0 + 3a + 0a^2)d1^104d2^160 + (0 + 3a + 2a^2)d1^105d2^160 + (4 + 1a + 0a^2)d1^106d2^160 + (1 + 3a + 0a^2)d1^107d2^160 + (0 + 4a + 1a^2)d1^108d2^160 + (1 + 0a + 3a^2)d1^109d2^160 + (4 + 0a + 0a^2)d1^110d2^160 + (3 + 2a + 0a^2)d1^111d2^160 + (1 + 2a + 0a^2)d1^112d2^160 + (3 + 1a + 3a^2)d1^113d2^160 + (3 + 2a + 1a^2)d1^114d2^160 + (2 + 1a + 2a^2)d1^115d2^160 + (4 + 1a + 3a^2)d1^116d2^160 + (2 + 4a + 1a^2)d1^118d2^160 + (0 + 3a + 3a^2)d1^119d2^160 + (0 + 0a + 1a^2)d1^120d2^160 + (1 + 2a + 1a^2)d1^121d2^160 + (3 + 3a + 1a^2)d1^122d2^160 + (4 + 0a + 3a^2)d1^123d2^160 + (4 + 2a + 3a^2)d1^124d2^160 + (2 + 0a + 4a^2)d1^125d2^160 + (2 + 3a + 0a^2)d1^126d2^160 + (2 + 4a + 0a^2)d1^127d2^160 + (2 + 2a + 3a^2)d1^128d2^160 + (3 + 0a + 3a^2)d1^129d2^160 + (1 + 4a + 0a^2)d1^130d2^160 + (2 + 0a + 0a^2)d1^131d2^160 + (1 + 0a + 0a^2)d1^132d2^160 + (1 + 3a + 2a^2)d1^133d2^160 + (4 + 3a + 1a^2)d1^134d2^160 + (4 + 3a + 0a^2)d1^135d2^160 + (1 + 2a + 1a^2)d1^136d2^160 + (4 + 0a + 0a^2)d1^137d2^160 + (4 + 4a + 0a^2)d1^138d2^160 + (1 + 1a + 3a^2)d1^139d2^160 + (2 + 3a + 2a^2)d1^140d2^160 + (4 + 4a + 4a^2)d1^141d2^160 + (4 + 4a + 2a^2)d1^142d2^160 + (0 + 3a + 1a^2)d1^143d2^160 + (3 + 3a + 0a^2)d1^144d2^160 + (1 + 4a + 2a^2)d1^145d2^160 + (1 + 1a + 2a^2)d1^146d2^160 + (4 + 4a + 3a^2)d1^147d2^160 + (4 + 2a + 4a^2)d1^148d2^160 + (4 + 0a + 1a^2)d1^149d2^160 + (4 + 1a + 0a^2)d1^150d2^160 + (4 + 1a + 3a^2)d1^151d2^160 + (1 + 3a + 2a^2)d1^152d2^160 + (2 + 4a + 3a^2)d1^154d2^160 + (4 + 0a + 4a^2)d1^155d2^160 + (2 + 4a + 0a^2)d1^156d2^160 + (0 + 3a + 0a^2)d1^157d2^160 + (4 + 3a + 4a^2)d1^158d2^160 + (2 + 1a + 2a^2)d1^159d2^160 + (3 + 4a + 2a^2)d1^160d2^160 + (2 + 1a + 0a^2)d1^161d2^160 + (3 + 1a + 1a^2)d1^162d2^160 + (4 + 1a + 1a^2)d1^163d2^160 + (3 + 0a + 3a^2)d1^164d2^160 + (4 + 4a + 2a^2)d1^165d2^160 + (2 + 3a + 2a^2)d1^166d2^160 + (3 + 1a + 4a^2)d1^167d2^160 + (0 + 3a + 3a^2)d1^168d2^160 + (4 + 0a + 3a^2)d1^169d2^160 + (4 + 0a + 0a^2)d1^170d2^160 + (3 + 1a + 0a^2)d1^171d2^160 + (1 + 0a + 0a^2)d1^172d2^160 + (3 + 1a + 3a^2)d1^173d2^160 + (4 + 1a + 1a^2)d1^174d2^160 + (1 + 0a + 1a^2)d1^175d2^160 + (4 + 2a + 2a^2)d1^176d2^160 + (2 + 1a + 1a^2)d1^177d2^160 + (3 + 1a + 3a^2)d1^178d2^160 + (3 + 3a + 2a^2)d1^179d2^160 + (3 + 4a + 1a^2)d1^180d2^160 + (2 + 1a + 3a^2)d1^181d2^160 + (1 + 3a + 1a^2)d1^182d2^160 + (0 + 4a + 4a^2)d1^183d2^160 + (2 + 0a + 2a^2)d1^184d2^160 + (3 + 0a + 0a^2)d1^185d2^160 + (3 + 1a + 3a^2)d1^186d2^160 + (0 + 2a + 3a^2)d1^187d2^160 + (3 + 0a + 4a^2)d1^188d2^160 + (4 + 0a + 0a^2)d1^189d2^160 + (2 + 0a + 0a^2)d1^190d2^160 + (1 + 3a + 0a^2)d1^191d2^160 + (4 + 4a + 0a^2)d1^192d2^160 + (4 + 0a + 0a^2)d1^193d2^160 + (1 + 0a + 0a^2)d1^194d2^160 + (2 + 3a + 0a^2)d1^195d2^160 + (2 + 1a + 1a^2)d1^196d2^160 + (1 + 2a + 4a^2)d1^197d2^160 + (2 + 4a + 4a^2)d1^198d2^160 + (3 + 0a + 2a^2)d1^199d2^160 + (1 + 3a + 1a^2)d1^200d2^160 + (2 + 3a + 4a^2)d1^201d2^160 + (0 + 0a + 3a^2)d1^202d2^160 + (3 + 0a + 0a^2)d1^203d2^160 + (2 + 1a + 4a^2)d1^204d2^160 + (3 + 3a + 3a^2)d1^205d2^160 + (4 + 0a + 1a^2)d1^206d2^160 + (3 + 2a + 3a^2)d1^207d2^160 + (0 + 2a + 0a^2)d1^208d2^160 + (3 + 1a + 1a^2)d1^209d2^160 + (2 + 1a + 2a^2)d1^210d2^160 + (2 + 3a + 0a^2)d1^211d2^160 + (0 + 3a + 3a^2)d1^212d2^160 + (4 + 2a + 4a^2)d1^213d2^160 + (2 + 3a + 4a^2)d1^214d2^160 + (4 + 2a + 2a^2)d1^215d2^160 + (2 + 1a + 3a^2)d1^216d2^160 + (4 + 1a + 2a^2)d1^217d2^160 + (4 + 0a + 0a^2)d1^218d2^160 + (1 + 3a + 2a^2)d1^219d2^160 + (0 + 2a + 3a^2)d1^220d2^160 + (4 + 4a + 3a^2)d1^221d2^160 + (3 + 2a + 0a^2)d1^222d2^160 + (3 + 3a + 3a^2)d1^223d2^160 + (3 + 3a + 4a^2)d1^224d2^160 + (1 + 3a + 2a^2)d1^225d2^160 + (2 + 0a + 2a^2)d1^227d2^160 + (4 + 0a + 2a^2)d1^228d2^160 + (1 + 1a + 1a^2)d1^229d2^160 + (0 + 2a + 3a^2)d1^230d2^160 + (0 + 3a + 0a^2)d1^231d2^160 + (0 + 2a + 1a^2)d1^232d2^160 + (1 + 2a + 2a^2)d1^233d2^160 + (0 + 1a + 0a^2)d1^234d2^160 + (0 + 1a + 2a^2)d1^235d2^160 + (0 + 4a + 2a^2)d1^236d2^160 + (4 + 4a + 3a^2)d1^237d2^160 + (3 + 0a + 2a^2)d1^238d2^160 + (2 + 1a + 1a^2)d1^239d2^160 + (1 + 3a + 4a^2)d1^240d2^160 + (1 + 0a + 4a^2)d1^241d2^160 + (1 + 2a + 3a^2)d1^242d2^160 + (0 + 1a + 0a^2)d1^243d2^160 + (0 + 1a + 0a^2)d1^244d2^160 + (4 + 1a + 0a^2)d1^245d2^160 + (2 + 2a + 0a^2)d1^246d2^160 + (4 + 1a + 3a^2)d1^247d2^160 + (3 + 4a + 4a^2)d1^248d2^160 + (3 + 2a + 4a^2)d1^249d2^160 + (1 + 3a + 4a^2)d1^250d2^160 + (1 + 0a + 2a^2)d1^251d2^160 + (0 + 2a + 4a^2)d1^252d2^160 + (4 + 1a + 1a^2)d1^253d2^160 + (1 + 4a + 2a^2)d1^254d2^160 + (2 + 0a + 0a^2)d1^255d2^160 + (1 + 0a + 4a^2)d1^256d2^160 + (1 + 4a + 3a^2)d1^257d2^160 + (3 + 0a + 0a^2)d1^258d2^160 + (4 + 4a + 0a^2)d1^259d2^160 + (1 + 1a + 0a^2)d1^260d2^160 + (1 + 2a + 3a^2)d1^261d2^160 + (2 + 0a + 4a^2)d1^262d2^160 + (2 + 2a + 4a^2)d1^263d2^160 + (2 + 2a + 0a^2)d1^264d2^160 + (2 + 1a + 3a^2)d1^265d2^160 + (3 + 1a + 3a^2)d1^266d2^160 + (2 + 4a + 3a^2)d1^267d2^160 + (2 + 2a + 3a^2)d1^268d2^160 + (2 + 2a + 0a^2)d1^269d2^160 + (0 + 1a + 3a^2)d1^270d2^160 + (1 + 0a + 1a^2)d1^271d2^160 + (4 + 3a + 0a^2)d1^272d2^160 + (3 + 3a + 1a^2)d1^273d2^160 + (1 + 2a + 2a^2)d1^274d2^160 + (4 + 3a + 4a^2)d1^275d2^160 + (3 + 0a + 3a^2)d1^276d2^160 + (1 + 1a + 1a^2)d1^277d2^160 + (4 + 4a + 1a^2)d1^278d2^160 + (2 + 4a + 3a^2)d1^279d2^160 + (4 + 1a + 3a^2)d1^280d2^160 + (2 + 2a + 1a^2)d1^281d2^160 + (4 + 0a + 4a^2)d1^282d2^160 + (4 + 2a + 0a^2)d1^283d2^160 + (1 + 1a + 4a^2)d1^284d2^160 + (0 + 3a + 0a^2)d1^285d2^160 + (1 + 2a + 1a^2)d1^286d2^160 + (4 + 2a + 2a^2)d1^287d2^160 + (1 + 1a + 0a^2)d1^288d2^160 + (4 + 1a + 1a^2)d1^289d2^160 + (1 + 4a + 1a^2)d1^290d2^160 + (0 + 4a + 3a^2)d1^291d2^160 + (2 + 0a + 3a^2)d1^292d2^160 + (4 + 0a + 4a^2)d1^293d2^160 + (3 + 4a + 2a^2)d2^161 + (4 + 0a + 4a^2)d1^1d2^161 + (2 + 1a + 3a^2)d1^2d2^161 + (3 + 0a + 1a^2)d1^3d2^161 + (2 + 4a + 4a^2)d1^4d2^161 + (1 + 1a + 0a^2)d1^5d2^161 + (0 + 0a + 4a^2)d1^6d2^161 + (2 + 4a + 1a^2)d1^7d2^161 + (3 + 1a + 3a^2)d1^8d2^161 + (3 + 1a + 2a^2)d1^9d2^161 + (0 + 2a + 3a^2)d1^10d2^161 + (1 + 4a + 2a^2)d1^11d2^161 + (1 + 2a + 1a^2)d1^12d2^161 + (1 + 0a + 0a^2)d1^13d2^161 + (4 + 2a + 1a^2)d1^14d2^161 + (0 + 4a + 3a^2)d1^15d2^161 + (0 + 0a + 3a^2)d1^16d2^161 + (1 + 2a + 3a^2)d1^17d2^161 + (1 + 1a + 2a^2)d1^18d2^161 + (2 + 1a + 3a^2)d1^19d2^161 + (4 + 4a + 3a^2)d1^20d2^161 + (1 + 4a + 3a^2)d1^21d2^161 + (3 + 1a + 0a^2)d1^22d2^161 + (2 + 0a + 2a^2)d1^23d2^161 + (3 + 2a + 2a^2)d1^24d2^161 + (0 + 2a + 2a^2)d1^25d2^161 + (1 + 4a + 3a^2)d1^26d2^161 + (1 + 4a + 3a^2)d1^27d2^161 + (2 + 1a + 2a^2)d1^28d2^161 + (0 + 0a + 3a^2)d1^29d2^161 + (0 + 3a + 3a^2)d1^30d2^161 + (3 + 0a + 4a^2)d1^31d2^161 + (2 + 4a + 1a^2)d1^32d2^161 + (2 + 4a + 0a^2)d1^33d2^161 + (1 + 1a + 0a^2)d1^34d2^161 + (3 + 0a + 1a^2)d1^35d2^161 + (4 + 4a + 1a^2)d1^36d2^161 + (3 + 1a + 3a^2)d1^37d2^161 + (2 + 0a + 1a^2)d1^38d2^161 + (3 + 1a + 0a^2)d1^39d2^161 + (2 + 3a + 3a^2)d1^40d2^161 + (0 + 1a + 2a^2)d1^41d2^161 + (0 + 1a + 3a^2)d1^42d2^161 + (2 + 3a + 4a^2)d1^43d2^161 + (3 + 2a + 2a^2)d1^44d2^161 + (4 + 0a + 0a^2)d1^45d2^161 + (4 + 2a + 1a^2)d1^46d2^161 + (4 + 0a + 4a^2)d1^47d2^161 + (4 + 3a + 3a^2)d1^48d2^161 + (4 + 3a + 1a^2)d1^49d2^161 + (1 + 2a + 1a^2)d1^50d2^161 + (1 + 4a + 4a^2)d1^51d2^161 + (1 + 2a + 4a^2)d1^52d2^161 + (2 + 3a + 1a^2)d1^53d2^161 + (4 + 2a + 1a^2)d1^54d2^161 + (1 + 0a + 0a^2)d1^55d2^161 + (2 + 4a + 1a^2)d1^56d2^161 + (4 + 4a + 1a^2)d1^57d2^161 + (0 + 2a + 1a^2)d1^58d2^161 + (3 + 3a + 2a^2)d1^59d2^161 + (3 + 0a + 1a^2)d1^60d2^161 + (4 + 3a + 4a^2)d1^61d2^161 + (2 + 0a + 3a^2)d1^62d2^161 + (4 + 1a + 0a^2)d1^63d2^161 + (1 + 1a + 4a^2)d1^64d2^161 + (2 + 1a + 4a^2)d1^65d2^161 + (0 + 4a + 3a^2)d1^66d2^161 + (2 + 2a + 4a^2)d1^67d2^161 + (1 + 2a + 1a^2)d1^68d2^161 + (3 + 1a + 1a^2)d1^69d2^161 + (4 + 3a + 1a^2)d1^70d2^161 + (2 + 3a + 0a^2)d1^71d2^161 + (4 + 2a + 0a^2)d1^72d2^161 + (0 + 2a + 4a^2)d1^73d2^161 + (3 + 1a + 0a^2)d1^74d2^161 + (1 + 2a + 0a^2)d1^75d2^161 + (2 + 1a + 1a^2)d1^76d2^161 + (1 + 0a + 1a^2)d1^77d2^161 + (0 + 4a + 4a^2)d1^78d2^161 + (3 + 4a + 3a^2)d1^79d2^161 + (4 + 4a + 1a^2)d1^80d2^161 + (4 + 4a + 2a^2)d1^81d2^161 + (1 + 2a + 2a^2)d1^82d2^161 + (4 + 3a + 2a^2)d1^83d2^161 + (0 + 2a + 1a^2)d1^84d2^161 + (4 + 2a + 0a^2)d1^85d2^161 + (2 + 3a + 3a^2)d1^86d2^161 + (1 + 1a + 1a^2)d1^87d2^161 + (1 + 3a + 0a^2)d1^88d2^161 + (1 + 3a + 2a^2)d1^89d2^161 + (3 + 4a + 2a^2)d1^90d2^161 + (1 + 2a + 2a^2)d1^91d2^161 + (1 + 1a + 3a^2)d1^92d2^161 + (2 + 4a + 2a^2)d1^93d2^161 + (4 + 1a + 4a^2)d1^94d2^161 + (1 + 2a + 4a^2)d1^95d2^161 + (0 + 1a + 4a^2)d1^96d2^161 + (3 + 2a + 2a^2)d1^97d2^161 + (4 + 0a + 3a^2)d1^98d2^161 + (0 + 2a + 4a^2)d1^99d2^161 + (4 + 0a + 3a^2)d1^100d2^161 + (0 + 2a + 3a^2)d1^101d2^161 + (3 + 4a + 4a^2)d1^102d2^161 + (1 + 0a + 1a^2)d1^103d2^161 + (0 + 1a + 0a^2)d1^104d2^161 + (0 + 0a + 3a^2)d1^105d2^161 + (2 + 2a + 1a^2)d1^106d2^161 + (0 + 1a + 2a^2)d1^107d2^161 + (0 + 3a + 4a^2)d1^108d2^161 + (3 + 2a + 1a^2)d1^109d2^161 + (2 + 0a + 0a^2)d1^110d2^161 + (3 + 0a + 4a^2)d1^111d2^161 + (4 + 1a + 1a^2)d1^112d2^161 + (3 + 0a + 2a^2)d1^113d2^161 + (3 + 2a + 0a^2)d1^114d2^161 + (4 + 0a + 0a^2)d1^115d2^161 + (2 + 1a + 1a^2)d1^116d2^161 + (2 + 0a + 2a^2)d1^117d2^161 + (2 + 4a + 3a^2)d1^118d2^161 + (3 + 1a + 3a^2)d1^119d2^161 + (0 + 0a + 3a^2)d1^120d2^161 + (4 + 4a + 0a^2)d1^121d2^161 + (3 + 3a + 0a^2)d1^122d2^161 + (2 + 3a + 0a^2)d1^123d2^161 + (4 + 2a + 3a^2)d1^124d2^161 + (0 + 4a + 0a^2)d1^125d2^161 + (4 + 3a + 0a^2)d1^126d2^161 + (4 + 1a + 1a^2)d1^127d2^161 + (3 + 0a + 0a^2)d1^128d2^161 + (4 + 2a + 4a^2)d1^129d2^161 + (0 + 0a + 1a^2)d1^130d2^161 + (4 + 3a + 0a^2)d1^131d2^161 + (3 + 1a + 1a^2)d1^132d2^161 + (1 + 0a + 0a^2)d1^133d2^161 + (3 + 4a + 0a^2)d1^134d2^161 + (2 + 4a + 4a^2)d1^135d2^161 + (3 + 4a + 0a^2)d1^136d2^161 + (1 + 4a + 0a^2)d1^137d2^161 + (3 + 2a + 1a^2)d1^138d2^161 + (1 + 3a + 3a^2)d1^139d2^161 + (3 + 2a + 3a^2)d1^140d2^161 + (2 + 4a + 1a^2)d1^141d2^161 + (1 + 1a + 3a^2)d1^142d2^161 + (1 + 0a + 2a^2)d1^143d2^161 + (1 + 4a + 0a^2)d1^144d2^161 + (3 + 2a + 4a^2)d1^145d2^161 + (3 + 4a + 4a^2)d1^146d2^161 + (0 + 4a + 1a^2)d1^147d2^161 + (0 + 1a + 4a^2)d1^148d2^161 + (2 + 3a + 0a^2)d1^149d2^161 + (3 + 0a + 1a^2)d1^150d2^161 + (4 + 4a + 3a^2)d1^151d2^161 + (1 + 3a + 3a^2)d1^152d2^161 + (1 + 3a + 1a^2)d1^153d2^161 + (2 + 1a + 2a^2)d1^154d2^161 + (3 + 2a + 2a^2)d1^155d2^161 + (2 + 3a + 2a^2)d1^156d2^161 + (2 + 2a + 4a^2)d1^157d2^161 + (1 + 1a + 1a^2)d1^158d2^161 + (3 + 1a + 3a^2)d1^159d2^161 + (0 + 1a + 4a^2)d1^160d2^161 + (4 + 1a + 0a^2)d1^161d2^161 + (4 + 2a + 2a^2)d1^162d2^161 + (3 + 0a + 0a^2)d1^163d2^161 + (3 + 2a + 3a^2)d1^164d2^161 + (2 + 2a + 3a^2)d1^165d2^161 + (0 + 0a + 3a^2)d1^166d2^161 + (2 + 2a + 1a^2)d1^167d2^161 + (2 + 2a + 2a^2)d1^168d2^161 + (3 + 3a + 0a^2)d1^169d2^161 + (0 + 4a + 0a^2)d1^170d2^161 + (4 + 3a + 3a^2)d1^171d2^161 + (2 + 4a + 2a^2)d1^172d2^161 + (2 + 2a + 0a^2)d1^173d2^161 + (3 + 4a + 3a^2)d1^174d2^161 + (0 + 1a + 4a^2)d1^175d2^161 + (3 + 0a + 4a^2)d1^176d2^161 + (4 + 3a + 3a^2)d1^177d2^161 + (0 + 2a + 1a^2)d1^178d2^161 + (4 + 2a + 2a^2)d1^179d2^161 + (0 + 1a + 3a^2)d1^180d2^161 + (1 + 2a + 3a^2)d1^181d2^161 + (2 + 4a + 1a^2)d1^182d2^161 + (1 + 3a + 4a^2)d1^183d2^161 + (2 + 0a + 0a^2)d1^184d2^161 + (0 + 0a + 1a^2)d1^185d2^161 + (1 + 2a + 1a^2)d1^186d2^161 + (0 + 4a + 2a^2)d1^187d2^161 + (4 + 1a + 4a^2)d1^188d2^161 + (3 + 3a + 0a^2)d1^189d2^161 + (1 + 2a + 1a^2)d1^190d2^161 + (0 + 4a + 2a^2)d1^191d2^161 + (3 + 1a + 2a^2)d1^192d2^161 + (3 + 4a + 0a^2)d1^193d2^161 + (1 + 4a + 2a^2)d1^194d2^161 + (1 + 0a + 0a^2)d1^195d2^161 + (2 + 4a + 0a^2)d1^196d2^161 + (2 + 2a + 1a^2)d1^197d2^161 + (0 + 4a + 1a^2)d1^198d2^161 + (2 + 0a + 3a^2)d1^199d2^161 + (4 + 3a + 4a^2)d1^200d2^161 + (3 + 3a + 2a^2)d1^201d2^161 + (0 + 2a + 4a^2)d1^202d2^161 + (0 + 4a + 3a^2)d1^203d2^161 + (3 + 3a + 0a^2)d1^204d2^161 + (0 + 2a + 3a^2)d1^205d2^161 + (4 + 1a + 1a^2)d1^206d2^161 + (2 + 2a + 1a^2)d1^207d2^161 + (4 + 1a + 0a^2)d1^208d2^161 + (1 + 1a + 2a^2)d1^209d2^161 + (1 + 2a + 2a^2)d1^210d2^161 + (4 + 2a + 2a^2)d1^211d2^161 + (0 + 1a + 3a^2)d1^212d2^161 + (0 + 2a + 3a^2)d1^213d2^161 + (2 + 1a + 2a^2)d1^214d2^161 + (2 + 0a + 1a^2)d1^215d2^161 + (1 + 1a + 3a^2)d1^216d2^161 + (2 + 4a + 2a^2)d1^217d2^161 + (3 + 4a + 4a^2)d1^218d2^161 + (1 + 1a + 1a^2)d1^219d2^161 + (1 + 4a + 3a^2)d1^220d2^161 + (3 + 2a + 2a^2)d1^221d2^161 + (3 + 0a + 3a^2)d1^222d2^161 + (3 + 0a + 2a^2)d1^223d2^161 + (1 + 3a + 3a^2)d1^224d2^161 + (2 + 1a + 1a^2)d1^225d2^161 + (3 + 3a + 4a^2)d1^226d2^161 + (3 + 3a + 4a^2)d1^227d2^161 + (3 + 2a + 1a^2)d1^228d2^161 + (2 + 2a + 0a^2)d1^229d2^161 + (3 + 1a + 4a^2)d1^230d2^161 + (0 + 0a + 4a^2)d1^231d2^161 + (1 + 1a + 1a^2)d1^232d2^161 + (0 + 0a + 1a^2)d1^233d2^161 + (1 + 1a + 4a^2)d1^234d2^161 + (1 + 4a + 2a^2)d1^235d2^161 + (0 + 1a + 0a^2)d1^236d2^161 + (2 + 2a + 0a^2)d1^237d2^161 + (3 + 4a + 3a^2)d1^238d2^161 + (0 + 1a + 2a^2)d1^239d2^161 + (0 + 4a + 1a^2)d1^240d2^161 + (1 + 4a + 3a^2)d1^241d2^161 + (3 + 3a + 4a^2)d1^242d2^161 + (1 + 4a + 2a^2)d1^243d2^161 + (1 + 2a + 0a^2)d1^244d2^161 + (2 + 3a + 3a^2)d1^245d2^161 + (1 + 3a + 0a^2)d1^246d2^161 + (1 + 3a + 4a^2)d1^247d2^161 + (4 + 1a + 0a^2)d1^248d2^161 + (4 + 2a + 1a^2)d1^249d2^161 + (1 + 2a + 4a^2)d1^250d2^161 + (1 + 1a + 2a^2)d1^251d2^161 + (1 + 0a + 4a^2)d1^252d2^161 + (1 + 2a + 2a^2)d1^253d2^161 + (3 + 0a + 4a^2)d1^254d2^161 + (1 + 0a + 4a^2)d1^255d2^161 + (3 + 1a + 3a^2)d1^256d2^161 + (1 + 1a + 4a^2)d1^257d2^161 + (4 + 2a + 4a^2)d1^258d2^161 + (0 + 2a + 2a^2)d1^259d2^161 + (1 + 0a + 0a^2)d1^260d2^161 + (0 + 2a + 4a^2)d1^261d2^161 + (3 + 1a + 1a^2)d1^262d2^161 + (0 + 0a + 1a^2)d1^263d2^161 + (0 + 4a + 0a^2)d1^264d2^161 + (1 + 0a + 2a^2)d1^265d2^161 + (4 + 1a + 4a^2)d1^266d2^161 + (3 + 3a + 0a^2)d1^267d2^161 + (3 + 4a + 3a^2)d1^268d2^161 + (0 + 3a + 1a^2)d1^269d2^161 + (0 + 3a + 1a^2)d1^270d2^161 + (1 + 0a + 1a^2)d1^272d2^161 + (4 + 0a + 2a^2)d1^273d2^161 + (4 + 4a + 2a^2)d1^274d2^161 + (2 + 4a + 4a^2)d1^275d2^161 + (0 + 2a + 1a^2)d1^276d2^161 + (2 + 0a + 1a^2)d1^277d2^161 + (4 + 1a + 4a^2)d1^278d2^161 + (0 + 4a + 2a^2)d1^279d2^161 + (4 + 0a + 2a^2)d1^280d2^161 + (1 + 2a + 3a^2)d1^281d2^161 + (3 + 2a + 2a^2)d1^282d2^161 + (1 + 2a + 2a^2)d1^283d2^161 + (2 + 4a + 4a^2)d1^284d2^161 + (4 + 2a + 1a^2)d1^285d2^161 + (4 + 1a + 0a^2)d1^286d2^161 + (1 + 3a + 4a^2)d1^287d2^161 + (3 + 0a + 1a^2)d1^288d2^161 + (2 + 3a + 0a^2)d1^289d2^161 + (2 + 3a + 2a^2)d1^290d2^161 + (2 + 3a + 1a^2)d1^291d2^161 + (4 + 2a + 0a^2)d1^292d2^161 + (0 + 0a + 3a^2)d1^293d2^161 + (3 + 3a + 0a^2)d2^162 + (2 + 2a + 0a^2)d1^1d2^162 + (3 + 2a + 4a^2)d1^2d2^162 + (4 + 1a + 3a^2)d1^3d2^162 + (2 + 2a + 2a^2)d1^4d2^162 + (2 + 0a + 2a^2)d1^5d2^162 + (0 + 3a + 0a^2)d1^6d2^162 + (0 + 3a + 3a^2)d1^7d2^162 + (3 + 0a + 2a^2)d1^8d2^162 + (3 + 3a + 4a^2)d1^9d2^162 + (0 + 2a + 2a^2)d1^10d2^162 + (3 + 3a + 2a^2)d1^11d2^162 + (1 + 1a + 3a^2)d1^12d2^162 + (1 + 3a + 4a^2)d1^13d2^162 + (0 + 4a + 2a^2)d1^14d2^162 + (4 + 2a + 0a^2)d1^15d2^162 + (0 + 1a + 2a^2)d1^16d2^162 + (0 + 4a + 1a^2)d1^17d2^162 + (0 + 0a + 4a^2)d1^18d2^162 + (0 + 4a + 0a^2)d1^19d2^162 + (0 + 1a + 4a^2)d1^20d2^162 + (1 + 3a + 0a^2)d1^21d2^162 + (2 + 0a + 1a^2)d1^22d2^162 + (1 + 4a + 1a^2)d1^23d2^162 + (0 + 1a + 2a^2)d1^24d2^162 + (1 + 1a + 2a^2)d1^25d2^162 + (4 + 2a + 1a^2)d1^26d2^162 + (1 + 0a + 1a^2)d1^27d2^162 + (1 + 2a + 3a^2)d1^28d2^162 + (0 + 0a + 3a^2)d1^29d2^162 + (2 + 0a + 3a^2)d1^30d2^162 + (0 + 4a + 3a^2)d1^31d2^162 + (2 + 1a + 2a^2)d1^32d2^162 + (3 + 1a + 1a^2)d1^33d2^162 + (1 + 1a + 1a^2)d1^34d2^162 + (3 + 1a + 3a^2)d1^35d2^162 + (2 + 4a + 0a^2)d1^36d2^162 + (2 + 1a + 2a^2)d1^37d2^162 + (2 + 4a + 4a^2)d1^38d2^162 + (4 + 2a + 2a^2)d1^39d2^162 + (2 + 3a + 1a^2)d1^40d2^162 + (1 + 3a + 2a^2)d1^41d2^162 + (2 + 4a + 1a^2)d1^43d2^162 + (3 + 3a + 1a^2)d1^44d2^162 + (1 + 0a + 3a^2)d1^45d2^162 + (1 + 0a + 3a^2)d1^46d2^162 + (1 + 1a + 4a^2)d1^47d2^162 + (2 + 3a + 3a^2)d1^48d2^162 + (2 + 4a + 4a^2)d1^49d2^162 + (2 + 2a + 3a^2)d1^50d2^162 + (0 + 1a + 1a^2)d1^51d2^162 + (2 + 0a + 3a^2)d1^52d2^162 + (0 + 1a + 4a^2)d1^53d2^162 + (3 + 1a + 4a^2)d1^54d2^162 + (1 + 3a + 3a^2)d1^55d2^162 + (2 + 1a + 4a^2)d1^56d2^162 + (0 + 2a + 1a^2)d1^57d2^162 + (1 + 0a + 0a^2)d1^58d2^162 + (3 + 4a + 3a^2)d1^59d2^162 + (4 + 4a + 2a^2)d1^60d2^162 + (2 + 2a + 2a^2)d1^61d2^162 + (0 + 2a + 4a^2)d1^62d2^162 + (2 + 3a + 2a^2)d1^63d2^162 + (4 + 1a + 0a^2)d1^64d2^162 + (2 + 1a + 0a^2)d1^65d2^162 + (2 + 0a + 2a^2)d1^66d2^162 + (1 + 2a + 4a^2)d1^67d2^162 + (1 + 4a + 1a^2)d1^68d2^162 + (1 + 2a + 1a^2)d1^69d2^162 + (0 + 2a + 2a^2)d1^70d2^162 + (2 + 1a + 1a^2)d1^71d2^162 + (2 + 4a + 2a^2)d1^72d2^162 + (1 + 0a + 1a^2)d1^73d2^162 + (1 + 0a + 2a^2)d1^74d2^162 + (0 + 3a + 0a^2)d1^75d2^162 + (4 + 4a + 4a^2)d1^76d2^162 + (1 + 1a + 3a^2)d1^77d2^162 + (2 + 0a + 4a^2)d1^78d2^162 + (2 + 2a + 1a^2)d1^80d2^162 + (4 + 3a + 3a^2)d1^81d2^162 + (4 + 1a + 0a^2)d1^82d2^162 + (2 + 3a + 4a^2)d1^83d2^162 + (3 + 0a + 0a^2)d1^84d2^162 + (1 + 0a + 2a^2)d1^85d2^162 + (1 + 3a + 1a^2)d1^86d2^162 + (0 + 4a + 2a^2)d1^87d2^162 + (1 + 2a + 2a^2)d1^88d2^162 + (4 + 4a + 1a^2)d1^89d2^162 + (2 + 2a + 3a^2)d1^90d2^162 + (4 + 1a + 2a^2)d1^91d2^162 + (3 + 4a + 0a^2)d1^92d2^162 + (0 + 4a + 4a^2)d1^93d2^162 + (0 + 0a + 1a^2)d1^94d2^162 + (2 + 0a + 1a^2)d1^95d2^162 + (0 + 0a + 1a^2)d1^96d2^162 + (1 + 1a + 4a^2)d1^97d2^162 + (4 + 3a + 4a^2)d1^98d2^162 + (0 + 2a + 4a^2)d1^99d2^162 + (1 + 4a + 1a^2)d1^100d2^162 + (3 + 3a + 2a^2)d1^101d2^162 + (4 + 3a + 1a^2)d1^102d2^162 + (2 + 4a + 3a^2)d1^103d2^162 + (2 + 0a + 2a^2)d1^104d2^162 + (3 + 4a + 1a^2)d1^105d2^162 + (0 + 2a + 4a^2)d1^106d2^162 + (3 + 0a + 0a^2)d1^107d2^162 + (4 + 4a + 3a^2)d1^108d2^162 + (3 + 3a + 2a^2)d1^109d2^162 + (1 + 2a + 2a^2)d1^111d2^162 + (2 + 1a + 0a^2)d1^112d2^162 + (0 + 0a + 4a^2)d1^113d2^162 + (3 + 4a + 3a^2)d1^114d2^162 + (1 + 4a + 1a^2)d1^115d2^162 + (0 + 3a + 3a^2)d1^116d2^162 + (4 + 2a + 0a^2)d1^117d2^162 + (3 + 3a + 0a^2)d1^118d2^162 + (3 + 4a + 3a^2)d1^119d2^162 + (3 + 2a + 4a^2)d1^120d2^162 + (4 + 0a + 3a^2)d1^121d2^162 + (1 + 0a + 2a^2)d1^122d2^162 + (0 + 1a + 2a^2)d1^123d2^162 + (1 + 1a + 0a^2)d1^124d2^162 + (3 + 3a + 4a^2)d1^125d2^162 + (3 + 3a + 2a^2)d1^126d2^162 + (0 + 1a + 3a^2)d1^127d2^162 + (4 + 3a + 4a^2)d1^128d2^162 + (3 + 4a + 4a^2)d1^129d2^162 + (2 + 2a + 0a^2)d1^130d2^162 + (3 + 3a + 4a^2)d1^131d2^162 + (0 + 0a + 3a^2)d1^132d2^162 + (1 + 4a + 2a^2)d1^133d2^162 + (4 + 4a + 1a^2)d1^134d2^162 + (0 + 1a + 3a^2)d1^135d2^162 + (4 + 3a + 1a^2)d1^136d2^162 + (1 + 2a + 4a^2)d1^137d2^162 + (2 + 0a + 2a^2)d1^138d2^162 + (0 + 4a + 2a^2)d1^139d2^162 + (1 + 4a + 4a^2)d1^140d2^162 + (3 + 0a + 4a^2)d1^141d2^162 + (1 + 0a + 2a^2)d1^142d2^162 + (2 + 3a + 3a^2)d1^143d2^162 + (3 + 0a + 0a^2)d1^144d2^162 + (4 + 3a + 1a^2)d1^145d2^162 + (1 + 1a + 4a^2)d1^146d2^162 + (0 + 3a + 4a^2)d1^147d2^162 + (0 + 0a + 2a^2)d1^148d2^162 + (4 + 2a + 3a^2)d1^149d2^162 + (0 + 1a + 2a^2)d1^150d2^162 + (3 + 2a + 3a^2)d1^151d2^162 + (3 + 4a + 4a^2)d1^152d2^162 + (0 + 2a + 4a^2)d1^153d2^162 + (3 + 1a + 2a^2)d1^154d2^162 + (1 + 1a + 0a^2)d1^155d2^162 + (2 + 3a + 0a^2)d1^156d2^162 + (1 + 0a + 4a^2)d1^157d2^162 + (4 + 1a + 0a^2)d1^158d2^162 + (3 + 0a + 2a^2)d1^159d2^162 + (0 + 1a + 1a^2)d1^160d2^162 + (3 + 1a + 2a^2)d1^161d2^162 + (2 + 0a + 2a^2)d1^162d2^162 + (3 + 3a + 1a^2)d1^163d2^162 + (0 + 4a + 3a^2)d1^164d2^162 + (1 + 4a + 4a^2)d1^165d2^162 + (0 + 1a + 4a^2)d1^166d2^162 + (4 + 1a + 2a^2)d1^167d2^162 + (2 + 1a + 1a^2)d1^168d2^162 + (3 + 0a + 3a^2)d1^169d2^162 + (1 + 4a + 2a^2)d1^170d2^162 + (3 + 0a + 3a^2)d1^171d2^162 + (2 + 2a + 2a^2)d1^172d2^162 + (3 + 4a + 2a^2)d1^173d2^162 + (1 + 3a + 1a^2)d1^174d2^162 + (4 + 2a + 3a^2)d1^175d2^162 + (1 + 1a + 3a^2)d1^176d2^162 + (2 + 1a + 1a^2)d1^177d2^162 + (0 + 0a + 4a^2)d1^178d2^162 + (0 + 3a + 1a^2)d1^179d2^162 + (3 + 1a + 2a^2)d1^180d2^162 + (2 + 2a + 3a^2)d1^181d2^162 + (0 + 0a + 2a^2)d1^182d2^162 + (4 + 1a + 0a^2)d1^183d2^162 + (2 + 0a + 2a^2)d1^184d2^162 + (4 + 3a + 1a^2)d1^185d2^162 + (2 + 2a + 3a^2)d1^186d2^162 + (2 + 3a + 1a^2)d1^187d2^162 + (3 + 0a + 3a^2)d1^188d2^162 + (3 + 0a + 4a^2)d1^189d2^162 + (2 + 0a + 4a^2)d1^190d2^162 + (3 + 0a + 4a^2)d1^191d2^162 + (2 + 4a + 0a^2)d1^192d2^162 + (4 + 0a + 2a^2)d1^193d2^162 + (3 + 0a + 0a^2)d1^194d2^162 + (2 + 4a + 1a^2)d1^195d2^162 + (0 + 3a + 0a^2)d1^196d2^162 + (4 + 1a + 4a^2)d1^197d2^162 + (0 + 2a + 4a^2)d1^198d2^162 + (0 + 0a + 3a^2)d1^199d2^162 + (2 + 0a + 0a^2)d1^200d2^162 + (0 + 1a + 1a^2)d1^201d2^162 + (0 + 0a + 2a^2)d1^202d2^162 + (0 + 0a + 4a^2)d1^203d2^162 + (2 + 2a + 4a^2)d1^204d2^162 + (3 + 2a + 2a^2)d1^205d2^162 + (1 + 3a + 2a^2)d1^206d2^162 + (3 + 2a + 0a^2)d1^207d2^162 + (0 + 4a + 3a^2)d1^208d2^162 + (3 + 3a + 3a^2)d1^209d2^162 + (0 + 0a + 1a^2)d1^210d2^162 + (4 + 1a + 3a^2)d1^211d2^162 + (2 + 1a + 4a^2)d1^212d2^162 + (3 + 4a + 3a^2)d1^213d2^162 + (4 + 0a + 2a^2)d1^214d2^162 + (3 + 1a + 4a^2)d1^215d2^162 + (4 + 1a + 0a^2)d1^216d2^162 + (1 + 3a + 1a^2)d1^217d2^162 + (3 + 3a + 2a^2)d1^218d2^162 + (2 + 4a + 3a^2)d1^219d2^162 + (3 + 0a + 3a^2)d1^220d2^162 + (4 + 1a + 3a^2)d1^221d2^162 + (0 + 2a + 2a^2)d1^222d2^162 + (1 + 2a + 1a^2)d1^223d2^162 + (1 + 0a + 4a^2)d1^224d2^162 + (1 + 1a + 4a^2)d1^225d2^162 + (2 + 4a + 2a^2)d1^226d2^162 + (1 + 3a + 3a^2)d1^227d2^162 + (0 + 1a + 1a^2)d1^228d2^162 + (4 + 4a + 1a^2)d1^229d2^162 + (4 + 2a + 2a^2)d1^230d2^162 + (2 + 3a + 0a^2)d1^231d2^162 + (0 + 3a + 1a^2)d1^232d2^162 + (0 + 1a + 1a^2)d1^233d2^162 + (3 + 0a + 3a^2)d1^234d2^162 + (1 + 2a + 3a^2)d1^235d2^162 + (1 + 1a + 2a^2)d1^236d2^162 + (1 + 4a + 3a^2)d1^237d2^162 + (4 + 3a + 3a^2)d1^238d2^162 + (3 + 2a + 3a^2)d1^239d2^162 + (1 + 4a + 2a^2)d1^240d2^162 + (1 + 2a + 2a^2)d1^241d2^162 + (4 + 1a + 3a^2)d1^242d2^162 + (4 + 3a + 2a^2)d1^243d2^162 + (0 + 3a + 2a^2)d1^244d2^162 + (4 + 4a + 0a^2)d1^245d2^162 + (2 + 2a + 0a^2)d1^246d2^162 + (3 + 4a + 1a^2)d1^247d2^162 + (4 + 0a + 2a^2)d1^248d2^162 + (1 + 3a + 4a^2)d1^249d2^162 + (4 + 4a + 1a^2)d1^250d2^162 + (0 + 0a + 4a^2)d1^251d2^162 + (4 + 3a + 1a^2)d1^252d2^162 + (4 + 4a + 2a^2)d1^253d2^162 + (3 + 4a + 1a^2)d1^254d2^162 + (3 + 0a + 2a^2)d1^255d2^162 + (4 + 3a + 3a^2)d1^256d2^162 + (3 + 2a + 1a^2)d1^257d2^162 + (2 + 4a + 1a^2)d1^258d2^162 + (0 + 3a + 3a^2)d1^259d2^162 + (2 + 2a + 2a^2)d1^260d2^162 + (1 + 0a + 1a^2)d1^261d2^162 + (1 + 2a + 0a^2)d1^262d2^162 + (3 + 2a + 3a^2)d1^263d2^162 + (1 + 0a + 3a^2)d1^264d2^162 + (0 + 4a + 1a^2)d1^265d2^162 + (3 + 2a + 3a^2)d1^266d2^162 + (3 + 2a + 0a^2)d1^267d2^162 + (2 + 4a + 1a^2)d1^268d2^162 + (3 + 2a + 2a^2)d1^269d2^162 + (2 + 1a + 3a^2)d1^270d2^162 + (4 + 3a + 1a^2)d1^271d2^162 + (1 + 1a + 1a^2)d1^272d2^162 + (2 + 2a + 1a^2)d1^273d2^162 + (0 + 2a + 3a^2)d1^274d2^162 + (2 + 2a + 2a^2)d1^275d2^162 + (3 + 3a + 3a^2)d1^276d2^162 + (4 + 0a + 1a^2)d1^277d2^162 + (4 + 1a + 3a^2)d1^278d2^162 + (0 + 0a + 2a^2)d1^279d2^162 + (1 + 1a + 4a^2)d1^280d2^162 + (3 + 2a + 4a^2)d1^281d2^162 + (0 + 4a + 0a^2)d1^282d2^162 + (0 + 3a + 3a^2)d1^283d2^162 + (3 + 4a + 1a^2)d1^284d2^162 + (2 + 2a + 0a^2)d1^285d2^162 + (4 + 2a + 2a^2)d1^286d2^162 + (3 + 2a + 3a^2)d1^287d2^162 + (1 + 3a + 2a^2)d1^288d2^162 + (3 + 1a + 1a^2)d1^289d2^162 + (3 + 4a + 3a^2)d1^290d2^162 + (1 + 0a + 4a^2)d1^291d2^162 + (0 + 4a + 1a^2)d1^292d2^162 + (0 + 2a + 4a^2)d1^293d2^162 + (3 + 3a + 3a^2)d2^163 + (4 + 1a + 1a^2)d1^1d2^163 + (1 + 3a + 3a^2)d1^2d2^163 + (1 + 0a + 3a^2)d1^3d2^163 + (1 + 0a + 3a^2)d1^4d2^163 + (1 + 2a + 4a^2)d1^5d2^163 + (4 + 3a + 2a^2)d1^6d2^163 + (1 + 0a + 3a^2)d1^7d2^163 + (2 + 1a + 4a^2)d1^8d2^163 + (1 + 2a + 3a^2)d1^9d2^163 + (3 + 2a + 4a^2)d1^10d2^163 + (2 + 2a + 2a^2)d1^11d2^163 + (3 + 2a + 1a^2)d1^12d2^163 + (0 + 0a + 2a^2)d1^13d2^163 + (0 + 4a + 2a^2)d1^16d2^163 + (3 + 1a + 1a^2)d1^17d2^163 + (3 + 2a + 3a^2)d1^18d2^163 + (3 + 0a + 3a^2)d1^19d2^163 + (0 + 1a + 4a^2)d1^20d2^163 + (3 + 4a + 2a^2)d1^21d2^163 + (4 + 1a + 2a^2)d1^22d2^163 + (2 + 4a + 4a^2)d1^23d2^163 + (2 + 1a + 0a^2)d1^24d2^163 + (2 + 3a + 2a^2)d1^25d2^163 + (3 + 4a + 1a^2)d1^26d2^163 + (1 + 4a + 0a^2)d1^27d2^163 + (1 + 3a + 2a^2)d1^28d2^163 + (1 + 2a + 0a^2)d1^29d2^163 + (0 + 2a + 1a^2)d1^30d2^163 + (1 + 0a + 0a^2)d1^31d2^163 + (1 + 1a + 3a^2)d1^32d2^163 + (3 + 2a + 2a^2)d1^33d2^163 + (1 + 3a + 4a^2)d1^34d2^163 + (3 + 3a + 1a^2)d1^35d2^163 + (4 + 3a + 2a^2)d1^36d2^163 + (2 + 0a + 2a^2)d1^37d2^163 + (2 + 1a + 0a^2)d1^38d2^163 + (0 + 3a + 0a^2)d1^39d2^163 + (0 + 0a + 3a^2)d1^40d2^163 + (0 + 4a + 3a^2)d1^41d2^163 + (4 + 2a + 3a^2)d1^42d2^163 + (2 + 0a + 4a^2)d1^43d2^163 + (2 + 3a + 2a^2)d1^44d2^163 + (4 + 3a + 0a^2)d1^45d2^163 + (2 + 3a + 1a^2)d1^46d2^163 + (0 + 4a + 2a^2)d1^47d2^163 + (3 + 2a + 2a^2)d1^48d2^163 + (4 + 3a + 2a^2)d1^49d2^163 + (0 + 2a + 3a^2)d1^50d2^163 + (0 + 4a + 1a^2)d1^51d2^163 + (1 + 2a + 1a^2)d1^52d2^163 + (0 + 2a + 3a^2)d1^53d2^163 + (3 + 0a + 4a^2)d1^54d2^163 + (1 + 0a + 1a^2)d1^55d2^163 + (3 + 3a + 4a^2)d1^56d2^163 + (4 + 0a + 4a^2)d1^57d2^163 + (4 + 2a + 3a^2)d1^58d2^163 + (1 + 3a + 3a^2)d1^59d2^163 + (0 + 0a + 3a^2)d1^60d2^163 + (0 + 1a + 0a^2)d1^61d2^163 + (4 + 1a + 1a^2)d1^62d2^163 + (3 + 1a + 1a^2)d1^63d2^163 + (4 + 1a + 2a^2)d1^64d2^163 + (2 + 1a + 3a^2)d1^65d2^163 + (1 + 2a + 0a^2)d1^66d2^163 + (4 + 0a + 2a^2)d1^67d2^163 + (3 + 3a + 3a^2)d1^68d2^163 + (4 + 1a + 0a^2)d1^69d2^163 + (2 + 2a + 0a^2)d1^70d2^163 + (0 + 3a + 1a^2)d1^71d2^163 + (3 + 3a + 3a^2)d1^72d2^163 + (1 + 1a + 3a^2)d1^73d2^163 + (0 + 3a + 1a^2)d1^74d2^163 + (4 + 2a + 3a^2)d1^75d2^163 + (1 + 4a + 0a^2)d1^76d2^163 + (1 + 2a + 0a^2)d1^77d2^163 + (2 + 1a + 2a^2)d1^78d2^163 + (0 + 0a + 4a^2)d1^79d2^163 + (2 + 0a + 4a^2)d1^80d2^163 + (0 + 0a + 1a^2)d1^81d2^163 + (3 + 0a + 4a^2)d1^82d2^163 + (3 + 3a + 0a^2)d1^83d2^163 + (4 + 3a + 2a^2)d1^84d2^163 + (3 + 1a + 3a^2)d1^85d2^163 + (4 + 2a + 2a^2)d1^86d2^163 + (3 + 1a + 1a^2)d1^87d2^163 + (3 + 0a + 1a^2)d1^88d2^163 + (0 + 0a + 3a^2)d1^89d2^163 + (3 + 1a + 3a^2)d1^90d2^163 + (1 + 1a + 1a^2)d1^91d2^163 + (0 + 4a + 4a^2)d1^92d2^163 + (1 + 0a + 4a^2)d1^93d2^163 + (3 + 1a + 4a^2)d1^94d2^163 + (3 + 1a + 3a^2)d1^95d2^163 + (4 + 1a + 0a^2)d1^96d2^163 + (2 + 2a + 4a^2)d1^97d2^163 + (1 + 1a + 2a^2)d1^98d2^163 + (1 + 0a + 3a^2)d1^100d2^163 + (1 + 4a + 1a^2)d1^101d2^163 + (0 + 3a + 0a^2)d1^102d2^163 + (1 + 0a + 3a^2)d1^103d2^163 + (0 + 1a + 0a^2)d1^104d2^163 + (1 + 4a + 2a^2)d1^105d2^163 + (4 + 0a + 2a^2)d1^106d2^163 + (0 + 1a + 1a^2)d1^107d2^163 + (0 + 4a + 4a^2)d1^108d2^163 + (4 + 1a + 4a^2)d1^109d2^163 + (0 + 2a + 3a^2)d1^110d2^163 + (2 + 3a + 3a^2)d1^111d2^163 + (1 + 3a + 2a^2)d1^112d2^163 + (1 + 3a + 0a^2)d1^113d2^163 + (0 + 2a + 0a^2)d1^114d2^163 + (2 + 3a + 3a^2)d1^115d2^163 + (3 + 3a + 4a^2)d1^116d2^163 + (0 + 0a + 1a^2)d1^117d2^163 + (0 + 3a + 3a^2)d1^118d2^163 + (2 + 2a + 3a^2)d1^119d2^163 + (2 + 1a + 4a^2)d1^120d2^163 + (3 + 0a + 0a^2)d1^121d2^163 + (2 + 0a + 0a^2)d1^122d2^163 + (3 + 2a + 4a^2)d1^123d2^163 + (1 + 2a + 4a^2)d1^124d2^163 + (2 + 3a + 3a^2)d1^125d2^163 + (2 + 0a + 0a^2)d1^126d2^163 + (1 + 0a + 2a^2)d1^127d2^163 + (0 + 1a + 1a^2)d1^128d2^163 + (0 + 1a + 0a^2)d1^129d2^163 + (2 + 4a + 0a^2)d1^130d2^163 + (0 + 2a + 3a^2)d1^131d2^163 + (3 + 2a + 0a^2)d1^132d2^163 + (4 + 0a + 1a^2)d1^133d2^163 + (0 + 0a + 4a^2)d1^134d2^163 + (2 + 0a + 3a^2)d1^135d2^163 + (3 + 0a + 1a^2)d1^136d2^163 + (3 + 1a + 1a^2)d1^137d2^163 + (4 + 4a + 0a^2)d1^138d2^163 + (0 + 1a + 2a^2)d1^139d2^163 + (2 + 0a + 4a^2)d1^140d2^163 + (0 + 3a + 0a^2)d1^141d2^163 + (3 + 2a + 0a^2)d1^142d2^163 + (4 + 1a + 4a^2)d1^143d2^163 + (2 + 3a + 1a^2)d1^144d2^163 + (3 + 1a + 0a^2)d1^145d2^163 + (0 + 0a + 3a^2)d1^146d2^163 + (1 + 4a + 1a^2)d1^147d2^163 + (1 + 2a + 2a^2)d1^148d2^163 + (4 + 2a + 3a^2)d1^149d2^163 + (0 + 0a + 1a^2)d1^150d2^163 + (0 + 1a + 4a^2)d1^151d2^163 + (0 + 4a + 4a^2)d1^152d2^163 + (2 + 1a + 4a^2)d1^153d2^163 + (4 + 4a + 1a^2)d1^154d2^163 + (2 + 4a + 4a^2)d1^155d2^163 + (1 + 3a + 2a^2)d1^156d2^163 + (4 + 3a + 2a^2)d1^157d2^163 + (0 + 2a + 1a^2)d1^158d2^163 + (4 + 1a + 2a^2)d1^159d2^163 + (0 + 3a + 1a^2)d1^160d2^163 + (1 + 4a + 1a^2)d1^161d2^163 + (0 + 2a + 4a^2)d1^162d2^163 + (2 + 1a + 0a^2)d1^163d2^163 + (1 + 3a + 3a^2)d1^164d2^163 + (3 + 1a + 0a^2)d1^165d2^163 + (2 + 3a + 0a^2)d1^166d2^163 + (1 + 1a + 2a^2)d1^167d2^163 + (2 + 4a + 4a^2)d1^168d2^163 + (0 + 3a + 1a^2)d1^169d2^163 + (0 + 3a + 0a^2)d1^170d2^163 + (2 + 2a + 4a^2)d1^171d2^163 + (1 + 1a + 3a^2)d1^172d2^163 + (4 + 4a + 2a^2)d1^173d2^163 + (0 + 3a + 0a^2)d1^174d2^163 + (3 + 1a + 4a^2)d1^175d2^163 + (1 + 2a + 2a^2)d1^176d2^163 + (3 + 4a + 4a^2)d1^177d2^163 + (3 + 0a + 3a^2)d1^178d2^163 + (2 + 2a + 4a^2)d1^179d2^163 + (0 + 3a + 4a^2)d1^180d2^163 + (3 + 2a + 1a^2)d1^181d2^163 + (0 + 3a + 4a^2)d1^182d2^163 + (4 + 1a + 3a^2)d1^183d2^163 + (0 + 4a + 1a^2)d1^184d2^163 + (3 + 4a + 3a^2)d1^185d2^163 + (4 + 0a + 2a^2)d1^186d2^163 + (4 + 4a + 1a^2)d1^187d2^163 + (0 + 4a + 2a^2)d1^188d2^163 + (4 + 3a + 3a^2)d1^189d2^163 + (2 + 4a + 0a^2)d1^190d2^163 + (4 + 4a + 0a^2)d1^191d2^163 + (1 + 3a + 2a^2)d1^193d2^163 + (2 + 1a + 3a^2)d1^194d2^163 + (1 + 4a + 3a^2)d1^196d2^163 + (3 + 0a + 3a^2)d1^197d2^163 + (1 + 3a + 2a^2)d1^198d2^163 + (1 + 1a + 0a^2)d1^199d2^163 + (0 + 2a + 1a^2)d1^200d2^163 + (2 + 4a + 1a^2)d1^201d2^163 + (2 + 2a + 4a^2)d1^202d2^163 + (1 + 0a + 1a^2)d1^203d2^163 + (4 + 0a + 0a^2)d1^204d2^163 + (1 + 1a + 3a^2)d1^205d2^163 + (3 + 1a + 0a^2)d1^206d2^163 + (0 + 2a + 4a^2)d1^207d2^163 + (4 + 2a + 3a^2)d1^208d2^163 + (2 + 0a + 3a^2)d1^209d2^163 + (0 + 4a + 0a^2)d1^210d2^163 + (2 + 2a + 4a^2)d1^211d2^163 + (3 + 0a + 1a^2)d1^212d2^163 + (0 + 3a + 3a^2)d1^213d2^163 + (1 + 3a + 3a^2)d1^214d2^163 + (3 + 2a + 2a^2)d1^215d2^163 + (2 + 1a + 1a^2)d1^216d2^163 + (2 + 0a + 0a^2)d1^217d2^163 + (3 + 2a + 4a^2)d1^218d2^163 + (3 + 2a + 4a^2)d1^219d2^163 + (2 + 2a + 3a^2)d1^220d2^163 + (4 + 0a + 1a^2)d1^221d2^163 + (3 + 2a + 4a^2)d1^222d2^163 + (1 + 2a + 4a^2)d1^223d2^163 + (4 + 3a + 0a^2)d1^224d2^163 + (0 + 3a + 1a^2)d1^225d2^163 + (3 + 2a + 4a^2)d1^226d2^163 + (3 + 0a + 2a^2)d1^227d2^163 + (0 + 3a + 3a^2)d1^228d2^163 + (3 + 2a + 4a^2)d1^229d2^163 + (3 + 2a + 3a^2)d1^230d2^163 + (4 + 2a + 4a^2)d1^231d2^163 + (3 + 4a + 1a^2)d1^232d2^163 + (4 + 1a + 0a^2)d1^233d2^163 + (2 + 0a + 1a^2)d1^234d2^163 + (0 + 3a + 1a^2)d1^235d2^163 + (1 + 2a + 0a^2)d1^236d2^163 + (3 + 4a + 3a^2)d1^237d2^163 + (3 + 2a + 1a^2)d1^238d2^163 + (1 + 0a + 3a^2)d1^239d2^163 + (1 + 3a + 4a^2)d1^240d2^163 + (1 + 2a + 0a^2)d1^241d2^163 + (3 + 3a + 2a^2)d1^242d2^163 + (0 + 4a + 0a^2)d1^243d2^163 + (0 + 1a + 2a^2)d1^244d2^163 + (3 + 1a + 1a^2)d1^245d2^163 + (3 + 1a + 1a^2)d1^246d2^163 + (2 + 0a + 3a^2)d1^247d2^163 + (0 + 2a + 3a^2)d1^248d2^163 + (4 + 2a + 1a^2)d1^249d2^163 + (1 + 1a + 3a^2)d1^250d2^163 + (3 + 4a + 1a^2)d1^251d2^163 + (3 + 1a + 2a^2)d1^252d2^163 + (4 + 1a + 4a^2)d1^253d2^163 + (1 + 0a + 0a^2)d1^254d2^163 + (3 + 0a + 4a^2)d1^255d2^163 + (1 + 0a + 4a^2)d1^256d2^163 + (0 + 4a + 2a^2)d1^257d2^163 + (3 + 2a + 2a^2)d1^258d2^163 + (2 + 0a + 1a^2)d1^259d2^163 + (0 + 4a + 3a^2)d1^260d2^163 + (0 + 3a + 2a^2)d1^261d2^163 + (1 + 2a + 2a^2)d1^262d2^163 + (4 + 2a + 0a^2)d1^263d2^163 + (2 + 0a + 2a^2)d1^264d2^163 + (1 + 0a + 1a^2)d1^265d2^163 + (2 + 1a + 4a^2)d1^266d2^163 + (2 + 3a + 2a^2)d1^267d2^163 + (2 + 0a + 4a^2)d1^268d2^163 + (1 + 1a + 3a^2)d1^269d2^163 + (4 + 3a + 3a^2)d1^270d2^163 + (2 + 2a + 2a^2)d1^271d2^163 + (1 + 1a + 4a^2)d1^272d2^163 + (4 + 3a + 1a^2)d1^273d2^163 + (3 + 3a + 0a^2)d1^274d2^163 + (2 + 3a + 4a^2)d1^275d2^163 + (1 + 4a + 2a^2)d1^276d2^163 + (4 + 3a + 1a^2)d1^277d2^163 + (4 + 2a + 4a^2)d1^278d2^163 + (4 + 2a + 1a^2)d1^279d2^163 + (2 + 0a + 3a^2)d1^280d2^163 + (3 + 1a + 3a^2)d1^281d2^163 + (2 + 1a + 0a^2)d1^282d2^163 + (4 + 0a + 1a^2)d1^283d2^163 + (3 + 0a + 2a^2)d1^284d2^163 + (3 + 2a + 2a^2)d1^285d2^163 + (3 + 1a + 3a^2)d1^286d2^163 + (1 + 4a + 4a^2)d1^287d2^163 + (2 + 0a + 3a^2)d1^288d2^163 + (4 + 0a + 3a^2)d1^289d2^163 + (0 + 4a + 2a^2)d1^290d2^163 + (0 + 3a + 3a^2)d1^291d2^163 + (3 + 4a + 1a^2)d1^292d2^163 + (0 + 1a + 4a^2)d1^293d2^163 + (1 + 0a + 0a^2)d2^164 + (4 + 4a + 3a^2)d1^1d2^164 + (4 + 0a + 1a^2)d1^2d2^164 + (3 + 0a + 2a^2)d1^3d2^164 + (1 + 3a + 3a^2)d1^4d2^164 + (1 + 0a + 4a^2)d1^5d2^164 + (0 + 4a + 3a^2)d1^6d2^164 + (3 + 2a + 1a^2)d1^7d2^164 + (3 + 4a + 1a^2)d1^8d2^164 + (4 + 4a + 4a^2)d1^9d2^164 + (3 + 1a + 4a^2)d1^10d2^164 + (4 + 3a + 2a^2)d1^11d2^164 + (4 + 2a + 1a^2)d1^12d2^164 + (4 + 3a + 0a^2)d1^13d2^164 + (3 + 1a + 4a^2)d1^14d2^164 + (0 + 4a + 4a^2)d1^15d2^164 + (4 + 2a + 2a^2)d1^16d2^164 + (1 + 2a + 4a^2)d1^17d2^164 + (1 + 0a + 0a^2)d1^18d2^164 + (3 + 2a + 1a^2)d1^19d2^164 + (4 + 0a + 1a^2)d1^20d2^164 + (2 + 3a + 4a^2)d1^21d2^164 + (4 + 2a + 0a^2)d1^22d2^164 + (3 + 4a + 2a^2)d1^23d2^164 + (3 + 3a + 4a^2)d1^24d2^164 + (3 + 4a + 4a^2)d1^25d2^164 + (2 + 2a + 3a^2)d1^26d2^164 + (2 + 0a + 0a^2)d1^27d2^164 + (1 + 3a + 2a^2)d1^28d2^164 + (3 + 4a + 1a^2)d1^29d2^164 + (1 + 4a + 0a^2)d1^30d2^164 + (3 + 2a + 0a^2)d1^31d2^164 + (3 + 2a + 2a^2)d1^32d2^164 + (4 + 1a + 3a^2)d1^33d2^164 + (4 + 2a + 3a^2)d1^34d2^164 + (0 + 3a + 0a^2)d1^35d2^164 + (1 + 0a + 0a^2)d1^36d2^164 + (3 + 3a + 0a^2)d1^37d2^164 + (3 + 2a + 3a^2)d1^38d2^164 + (1 + 1a + 0a^2)d1^39d2^164 + (2 + 1a + 2a^2)d1^40d2^164 + (3 + 2a + 1a^2)d1^41d2^164 + (4 + 3a + 2a^2)d1^42d2^164 + (1 + 4a + 3a^2)d1^43d2^164 + (2 + 4a + 2a^2)d1^44d2^164 + (1 + 0a + 1a^2)d1^45d2^164 + (4 + 3a + 3a^2)d1^46d2^164 + (2 + 3a + 3a^2)d1^47d2^164 + (0 + 0a + 1a^2)d1^48d2^164 + (4 + 4a + 4a^2)d1^49d2^164 + (0 + 3a + 0a^2)d1^50d2^164 + (2 + 4a + 2a^2)d1^51d2^164 + (1 + 3a + 0a^2)d1^52d2^164 + (4 + 1a + 2a^2)d1^53d2^164 + (1 + 0a + 3a^2)d1^54d2^164 + (3 + 2a + 4a^2)d1^55d2^164 + (2 + 0a + 4a^2)d1^56d2^164 + (2 + 0a + 3a^2)d1^57d2^164 + (4 + 0a + 4a^2)d1^58d2^164 + (0 + 4a + 0a^2)d1^59d2^164 + (3 + 0a + 3a^2)d1^60d2^164 + (4 + 0a + 4a^2)d1^61d2^164 + (4 + 4a + 1a^2)d1^62d2^164 + (0 + 1a + 1a^2)d1^63d2^164 + (0 + 4a + 1a^2)d1^64d2^164 + (0 + 3a + 1a^2)d1^65d2^164 + (3 + 1a + 3a^2)d1^66d2^164 + (3 + 4a + 0a^2)d1^67d2^164 + (3 + 4a + 0a^2)d1^68d2^164 + (4 + 2a + 4a^2)d1^69d2^164 + (4 + 0a + 4a^2)d1^70d2^164 + (2 + 4a + 1a^2)d1^71d2^164 + (0 + 2a + 0a^2)d1^73d2^164 + (0 + 1a + 1a^2)d1^74d2^164 + (3 + 2a + 4a^2)d1^75d2^164 + (1 + 0a + 2a^2)d1^76d2^164 + (1 + 4a + 3a^2)d1^78d2^164 + (0 + 2a + 2a^2)d1^79d2^164 + (0 + 4a + 2a^2)d1^80d2^164 + (3 + 1a + 1a^2)d1^81d2^164 + (4 + 0a + 4a^2)d1^82d2^164 + (1 + 0a + 1a^2)d1^83d2^164 + (2 + 4a + 1a^2)d1^84d2^164 + (4 + 3a + 0a^2)d1^85d2^164 + (3 + 3a + 0a^2)d1^86d2^164 + (0 + 3a + 4a^2)d1^87d2^164 + (2 + 4a + 4a^2)d1^88d2^164 + (2 + 1a + 4a^2)d1^89d2^164 + (2 + 4a + 1a^2)d1^90d2^164 + (1 + 2a + 3a^2)d1^91d2^164 + (0 + 1a + 0a^2)d1^92d2^164 + (2 + 3a + 0a^2)d1^93d2^164 + (0 + 0a + 4a^2)d1^94d2^164 + (1 + 0a + 3a^2)d1^95d2^164 + (3 + 2a + 3a^2)d1^96d2^164 + (1 + 2a + 3a^2)d1^97d2^164 + (1 + 3a + 2a^2)d1^98d2^164 + (1 + 1a + 1a^2)d1^99d2^164 + (3 + 2a + 2a^2)d1^100d2^164 + (1 + 4a + 2a^2)d1^101d2^164 + (3 + 1a + 0a^2)d1^102d2^164 + (3 + 0a + 3a^2)d1^103d2^164 + (3 + 3a + 3a^2)d1^104d2^164 + (3 + 4a + 3a^2)d1^105d2^164 + (2 + 1a + 0a^2)d1^106d2^164 + (3 + 2a + 1a^2)d1^107d2^164 + (4 + 0a + 0a^2)d1^108d2^164 + (3 + 2a + 1a^2)d1^109d2^164 + (0 + 1a + 0a^2)d1^110d2^164 + (1 + 0a + 2a^2)d1^111d2^164 + (0 + 4a + 2a^2)d1^112d2^164 + (0 + 2a + 3a^2)d1^113d2^164 + (4 + 4a + 3a^2)d1^114d2^164 + (1 + 1a + 3a^2)d1^115d2^164 + (1 + 1a + 4a^2)d1^116d2^164 + (1 + 2a + 0a^2)d1^117d2^164 + (2 + 1a + 1a^2)d1^118d2^164 + (2 + 3a + 1a^2)d1^119d2^164 + (1 + 2a + 3a^2)d1^120d2^164 + (1 + 2a + 0a^2)d1^121d2^164 + (3 + 4a + 4a^2)d1^122d2^164 + (4 + 4a + 3a^2)d1^123d2^164 + (2 + 3a + 4a^2)d1^124d2^164 + (4 + 0a + 2a^2)d1^125d2^164 + (0 + 1a + 0a^2)d1^126d2^164 + (4 + 2a + 4a^2)d1^127d2^164 + (0 + 2a + 1a^2)d1^128d2^164 + (2 + 3a + 4a^2)d1^129d2^164 + (3 + 1a + 0a^2)d1^130d2^164 + (4 + 3a + 1a^2)d1^131d2^164 + (3 + 2a + 1a^2)d1^132d2^164 + (1 + 4a + 3a^2)d1^133d2^164 + (2 + 3a + 0a^2)d1^134d2^164 + (1 + 1a + 3a^2)d1^135d2^164 + (2 + 3a + 3a^2)d1^136d2^164 + (2 + 4a + 3a^2)d1^137d2^164 + (1 + 1a + 0a^2)d1^138d2^164 + (0 + 4a + 1a^2)d1^139d2^164 + (3 + 2a + 1a^2)d1^140d2^164 + (3 + 0a + 0a^2)d1^141d2^164 + (4 + 0a + 0a^2)d1^142d2^164 + (0 + 3a + 1a^2)d1^143d2^164 + (2 + 1a + 1a^2)d1^144d2^164 + (4 + 2a + 3a^2)d1^145d2^164 + (1 + 1a + 1a^2)d1^146d2^164 + (1 + 4a + 1a^2)d1^147d2^164 + (4 + 3a + 1a^2)d1^148d2^164 + (4 + 0a + 2a^2)d1^149d2^164 + (0 + 4a + 1a^2)d1^150d2^164 + (2 + 4a + 3a^2)d1^151d2^164 + (2 + 1a + 4a^2)d1^152d2^164 + (0 + 1a + 0a^2)d1^153d2^164 + (0 + 1a + 2a^2)d1^154d2^164 + (0 + 1a + 3a^2)d1^155d2^164 + (3 + 0a + 3a^2)d1^156d2^164 + (1 + 3a + 1a^2)d1^157d2^164 + (4 + 2a + 3a^2)d1^158d2^164 + (1 + 4a + 2a^2)d1^159d2^164 + (0 + 3a + 0a^2)d1^160d2^164 + (2 + 2a + 2a^2)d1^161d2^164 + (3 + 0a + 2a^2)d1^162d2^164 + (0 + 3a + 1a^2)d1^163d2^164 + (0 + 1a + 0a^2)d1^164d2^164 + (1 + 0a + 4a^2)d1^165d2^164 + (3 + 2a + 2a^2)d1^166d2^164 + (3 + 1a + 3a^2)d1^167d2^164 + (4 + 3a + 3a^2)d1^168d2^164 + (2 + 1a + 3a^2)d1^169d2^164 + (1 + 0a + 4a^2)d1^171d2^164 + (0 + 0a + 4a^2)d1^172d2^164 + (4 + 0a + 1a^2)d1^173d2^164 + (4 + 0a + 4a^2)d1^174d2^164 + (4 + 4a + 4a^2)d1^175d2^164 + (2 + 1a + 1a^2)d1^176d2^164 + (1 + 1a + 1a^2)d1^177d2^164 + (3 + 2a + 2a^2)d1^178d2^164 + (2 + 2a + 2a^2)d1^179d2^164 + (4 + 3a + 2a^2)d1^180d2^164 + (4 + 1a + 4a^2)d1^181d2^164 + (4 + 4a + 2a^2)d1^182d2^164 + (0 + 4a + 3a^2)d1^183d2^164 + (3 + 0a + 0a^2)d1^184d2^164 + (4 + 3a + 1a^2)d1^185d2^164 + (4 + 3a + 0a^2)d1^186d2^164 + (2 + 4a + 2a^2)d1^187d2^164 + (1 + 2a + 3a^2)d1^188d2^164 + (4 + 2a + 4a^2)d1^189d2^164 + (1 + 0a + 2a^2)d1^190d2^164 + (3 + 4a + 4a^2)d1^191d2^164 + (3 + 2a + 4a^2)d1^192d2^164 + (0 + 3a + 4a^2)d1^193d2^164 + (2 + 3a + 1a^2)d1^194d2^164 + (0 + 1a + 0a^2)d1^195d2^164 + (4 + 2a + 2a^2)d1^196d2^164 + (0 + 1a + 3a^2)d1^197d2^164 + (0 + 0a + 1a^2)d1^198d2^164 + (2 + 0a + 2a^2)d1^199d2^164 + (3 + 0a + 1a^2)d1^200d2^164 + (4 + 4a + 4a^2)d1^201d2^164 + (0 + 4a + 0a^2)d1^202d2^164 + (4 + 4a + 2a^2)d1^203d2^164 + (4 + 0a + 0a^2)d1^204d2^164 + (1 + 1a + 2a^2)d1^205d2^164 + (4 + 3a + 4a^2)d1^206d2^164 + (4 + 3a + 4a^2)d1^207d2^164 + (1 + 3a + 3a^2)d1^208d2^164 + (1 + 4a + 4a^2)d1^209d2^164 + (1 + 4a + 4a^2)d1^210d2^164 + (4 + 2a + 3a^2)d1^211d2^164 + (2 + 1a + 4a^2)d1^212d2^164 + (0 + 1a + 1a^2)d1^213d2^164 + (0 + 1a + 4a^2)d1^214d2^164 + (0 + 1a + 0a^2)d1^215d2^164 + (2 + 1a + 0a^2)d1^216d2^164 + (1 + 0a + 1a^2)d1^217d2^164 + (0 + 1a + 3a^2)d1^218d2^164 + (0 + 2a + 3a^2)d1^219d2^164 + (1 + 0a + 2a^2)d1^220d2^164 + (0 + 3a + 2a^2)d1^221d2^164 + (1 + 0a + 1a^2)d1^222d2^164 + (4 + 4a + 4a^2)d1^223d2^164 + (0 + 3a + 0a^2)d1^224d2^164 + (3 + 3a + 4a^2)d1^225d2^164 + (3 + 4a + 4a^2)d1^226d2^164 + (3 + 3a + 4a^2)d1^227d2^164 + (3 + 4a + 2a^2)d1^228d2^164 + (0 + 1a + 4a^2)d1^229d2^164 + (2 + 3a + 1a^2)d1^230d2^164 + (4 + 4a + 3a^2)d1^231d2^164 + (0 + 0a + 1a^2)d1^232d2^164 + (0 + 3a + 0a^2)d1^233d2^164 + (3 + 1a + 1a^2)d1^234d2^164 + (1 + 1a + 1a^2)d1^235d2^164 + (2 + 1a + 2a^2)d1^236d2^164 + (2 + 1a + 2a^2)d1^237d2^164 + (0 + 3a + 4a^2)d1^238d2^164 + (4 + 0a + 3a^2)d1^239d2^164 + (0 + 2a + 1a^2)d1^240d2^164 + (1 + 3a + 4a^2)d1^241d2^164 + (3 + 1a + 1a^2)d1^242d2^164 + (4 + 2a + 2a^2)d1^243d2^164 + (4 + 2a + 3a^2)d1^244d2^164 + (0 + 3a + 0a^2)d1^245d2^164 + (3 + 1a + 2a^2)d1^246d2^164 + (2 + 0a + 4a^2)d1^247d2^164 + (4 + 1a + 3a^2)d1^248d2^164 + (1 + 0a + 0a^2)d1^249d2^164 + (3 + 3a + 2a^2)d1^250d2^164 + (1 + 2a + 0a^2)d1^251d2^164 + (0 + 2a + 2a^2)d1^252d2^164 + (3 + 1a + 2a^2)d1^253d2^164 + (1 + 2a + 4a^2)d1^254d2^164 + (4 + 3a + 0a^2)d1^255d2^164 + (4 + 4a + 0a^2)d1^256d2^164 + (3 + 4a + 2a^2)d1^257d2^164 + (2 + 1a + 2a^2)d1^258d2^164 + (1 + 4a + 1a^2)d1^259d2^164 + (1 + 1a + 2a^2)d1^260d2^164 + (1 + 4a + 1a^2)d1^261d2^164 + (0 + 4a + 2a^2)d1^262d2^164 + (3 + 3a + 0a^2)d1^263d2^164 + (2 + 1a + 4a^2)d1^264d2^164 + (0 + 4a + 4a^2)d1^265d2^164 + (1 + 2a + 2a^2)d1^266d2^164 + (0 + 3a + 1a^2)d1^267d2^164 + (3 + 1a + 2a^2)d1^268d2^164 + (3 + 3a + 0a^2)d1^269d2^164 + (4 + 4a + 0a^2)d1^270d2^164 + (2 + 2a + 1a^2)d1^271d2^164 + (1 + 2a + 2a^2)d1^272d2^164 + (2 + 0a + 2a^2)d1^273d2^164 + (1 + 4a + 3a^2)d1^274d2^164 + (3 + 2a + 3a^2)d1^275d2^164 + (4 + 2a + 4a^2)d1^276d2^164 + (1 + 0a + 1a^2)d1^277d2^164 + (2 + 1a + 2a^2)d1^278d2^164 + (2 + 2a + 0a^2)d1^279d2^164 + (2 + 1a + 4a^2)d1^280d2^164 + (0 + 1a + 2a^2)d1^281d2^164 + (1 + 3a + 0a^2)d1^282d2^164 + (0 + 4a + 1a^2)d1^283d2^164 + (0 + 0a + 4a^2)d1^284d2^164 + (0 + 3a + 0a^2)d1^285d2^164 + (4 + 1a + 3a^2)d1^286d2^164 + (3 + 3a + 4a^2)d1^287d2^164 + (3 + 1a + 0a^2)d1^288d2^164 + (1 + 1a + 0a^2)d1^289d2^164 + (1 + 4a + 1a^2)d1^290d2^164 + (2 + 3a + 2a^2)d1^291d2^164 + (3 + 1a + 4a^2)d1^292d2^164 + (3 + 3a + 4a^2)d1^293d2^164 + (3 + 4a + 2a^2)d2^165 + (3 + 3a + 0a^2)d1^1d2^165 + (4 + 0a + 2a^2)d1^2d2^165 + (1 + 4a + 4a^2)d1^3d2^165 + (3 + 4a + 1a^2)d1^4d2^165 + (3 + 2a + 3a^2)d1^5d2^165 + (3 + 0a + 4a^2)d1^6d2^165 + (1 + 0a + 4a^2)d1^7d2^165 + (3 + 4a + 1a^2)d1^8d2^165 + (3 + 1a + 4a^2)d1^9d2^165 + (2 + 1a + 3a^2)d1^10d2^165 + (2 + 1a + 2a^2)d1^11d2^165 + (2 + 0a + 1a^2)d1^12d2^165 + (4 + 3a + 1a^2)d1^13d2^165 + (1 + 3a + 4a^2)d1^14d2^165 + (4 + 3a + 1a^2)d1^15d2^165 + (0 + 4a + 1a^2)d1^16d2^165 + (3 + 2a + 1a^2)d1^17d2^165 + (1 + 2a + 4a^2)d1^18d2^165 + (0 + 2a + 3a^2)d1^19d2^165 + (1 + 1a + 1a^2)d1^20d2^165 + (3 + 4a + 2a^2)d1^21d2^165 + (2 + 4a + 4a^2)d1^22d2^165 + (2 + 4a + 1a^2)d1^23d2^165 + (0 + 2a + 0a^2)d1^24d2^165 + (3 + 1a + 1a^2)d1^25d2^165 + (0 + 4a + 3a^2)d1^26d2^165 + (2 + 0a + 4a^2)d1^27d2^165 + (3 + 0a + 0a^2)d1^28d2^165 + (2 + 1a + 4a^2)d1^29d2^165 + (1 + 4a + 2a^2)d1^30d2^165 + (1 + 0a + 1a^2)d1^31d2^165 + (2 + 3a + 3a^2)d1^32d2^165 + (4 + 3a + 0a^2)d1^33d2^165 + (0 + 3a + 1a^2)d1^34d2^165 + (3 + 0a + 2a^2)d1^35d2^165 + (0 + 3a + 2a^2)d1^36d2^165 + (2 + 3a + 3a^2)d1^37d2^165 + (4 + 1a + 2a^2)d1^38d2^165 + (1 + 4a + 2a^2)d1^39d2^165 + (4 + 0a + 3a^2)d1^40d2^165 + (4 + 3a + 2a^2)d1^41d2^165 + (4 + 2a + 0a^2)d1^42d2^165 + (2 + 3a + 1a^2)d1^43d2^165 + (2 + 4a + 3a^2)d1^44d2^165 + (1 + 0a + 3a^2)d1^45d2^165 + (4 + 2a + 2a^2)d1^46d2^165 + (3 + 2a + 2a^2)d1^47d2^165 + (1 + 1a + 0a^2)d1^48d2^165 + (2 + 1a + 1a^2)d1^49d2^165 + (0 + 2a + 4a^2)d1^50d2^165 + (0 + 1a + 3a^2)d1^51d2^165 + (2 + 2a + 2a^2)d1^52d2^165 + (2 + 4a + 2a^2)d1^53d2^165 + (4 + 3a + 1a^2)d1^54d2^165 + (4 + 4a + 2a^2)d1^55d2^165 + (4 + 0a + 3a^2)d1^56d2^165 + (1 + 3a + 3a^2)d1^57d2^165 + (3 + 1a + 2a^2)d1^58d2^165 + (4 + 0a + 1a^2)d1^59d2^165 + (3 + 4a + 0a^2)d1^60d2^165 + (0 + 2a + 1a^2)d1^61d2^165 + (2 + 4a + 4a^2)d1^62d2^165 + (0 + 2a + 0a^2)d1^63d2^165 + (2 + 1a + 4a^2)d1^64d2^165 + (2 + 2a + 3a^2)d1^65d2^165 + (4 + 2a + 0a^2)d1^66d2^165 + (3 + 2a + 2a^2)d1^67d2^165 + (2 + 2a + 4a^2)d1^68d2^165 + (0 + 3a + 2a^2)d1^69d2^165 + (0 + 3a + 1a^2)d1^70d2^165 + (0 + 4a + 4a^2)d1^71d2^165 + (1 + 4a + 0a^2)d1^72d2^165 + (3 + 1a + 2a^2)d1^73d2^165 + (3 + 4a + 3a^2)d1^74d2^165 + (1 + 0a + 1a^2)d1^75d2^165 + (3 + 0a + 1a^2)d1^76d2^165 + (0 + 1a + 1a^2)d1^77d2^165 + (3 + 2a + 2a^2)d1^78d2^165 + (4 + 4a + 4a^2)d1^79d2^165 + (0 + 2a + 0a^2)d1^80d2^165 + (1 + 0a + 4a^2)d1^81d2^165 + (3 + 3a + 2a^2)d1^82d2^165 + (4 + 4a + 0a^2)d1^83d2^165 + (4 + 2a + 4a^2)d1^84d2^165 + (1 + 2a + 1a^2)d1^85d2^165 + (4 + 4a + 1a^2)d1^86d2^165 + (2 + 0a + 3a^2)d1^87d2^165 + (4 + 0a + 4a^2)d1^88d2^165 + (1 + 3a + 4a^2)d1^89d2^165 + (0 + 1a + 0a^2)d1^90d2^165 + (2 + 2a + 1a^2)d1^91d2^165 + (1 + 1a + 2a^2)d1^92d2^165 + (3 + 2a + 2a^2)d1^93d2^165 + (0 + 3a + 1a^2)d1^94d2^165 + (2 + 2a + 0a^2)d1^95d2^165 + (4 + 0a + 0a^2)d1^96d2^165 + (4 + 3a + 3a^2)d1^97d2^165 + (3 + 3a + 2a^2)d1^98d2^165 + (2 + 4a + 1a^2)d1^99d2^165 + (4 + 0a + 1a^2)d1^100d2^165 + (4 + 4a + 4a^2)d1^101d2^165 + (0 + 1a + 0a^2)d1^102d2^165 + (1 + 2a + 1a^2)d1^103d2^165 + (3 + 2a + 1a^2)d1^104d2^165 + (3 + 1a + 0a^2)d1^105d2^165 + (3 + 2a + 4a^2)d1^106d2^165 + (3 + 4a + 0a^2)d1^107d2^165 + (2 + 0a + 4a^2)d1^108d2^165 + (1 + 1a + 3a^2)d1^109d2^165 + (2 + 1a + 1a^2)d1^110d2^165 + (1 + 0a + 4a^2)d1^111d2^165 + (1 + 2a + 3a^2)d1^112d2^165 + (4 + 1a + 2a^2)d1^113d2^165 + (1 + 2a + 3a^2)d1^114d2^165 + (1 + 2a + 1a^2)d1^115d2^165 + (4 + 3a + 2a^2)d1^116d2^165 + (3 + 1a + 2a^2)d1^117d2^165 + (3 + 2a + 1a^2)d1^118d2^165 + (0 + 0a + 1a^2)d1^119d2^165 + (0 + 3a + 4a^2)d1^120d2^165 + (4 + 4a + 0a^2)d1^121d2^165 + (3 + 0a + 3a^2)d1^122d2^165 + (0 + 2a + 0a^2)d1^123d2^165 + (0 + 1a + 3a^2)d1^124d2^165 + (1 + 0a + 3a^2)d1^125d2^165 + (0 + 3a + 2a^2)d1^126d2^165 + (3 + 1a + 2a^2)d1^127d2^165 + (4 + 0a + 0a^2)d1^128d2^165 + (3 + 0a + 3a^2)d1^129d2^165 + (4 + 3a + 4a^2)d1^130d2^165 + (4 + 2a + 3a^2)d1^131d2^165 + (0 + 1a + 4a^2)d1^132d2^165 + (2 + 2a + 4a^2)d1^133d2^165 + (1 + 2a + 3a^2)d1^135d2^165 + (2 + 2a + 3a^2)d1^136d2^165 + (1 + 0a + 2a^2)d1^137d2^165 + (3 + 1a + 3a^2)d1^138d2^165 + (3 + 3a + 2a^2)d1^139d2^165 + (4 + 3a + 3a^2)d1^140d2^165 + (2 + 1a + 0a^2)d1^141d2^165 + (1 + 0a + 2a^2)d1^142d2^165 + (3 + 3a + 1a^2)d1^143d2^165 + (3 + 3a + 2a^2)d1^144d2^165 + (2 + 4a + 2a^2)d1^145d2^165 + (0 + 3a + 4a^2)d1^146d2^165 + (1 + 4a + 1a^2)d1^147d2^165 + (1 + 4a + 0a^2)d1^148d2^165 + (4 + 3a + 1a^2)d1^150d2^165 + (4 + 2a + 1a^2)d1^151d2^165 + (2 + 0a + 4a^2)d1^152d2^165 + (2 + 3a + 4a^2)d1^153d2^165 + (1 + 4a + 3a^2)d1^154d2^165 + (4 + 0a + 3a^2)d1^155d2^165 + (4 + 2a + 0a^2)d1^156d2^165 + (3 + 0a + 4a^2)d1^157d2^165 + (4 + 3a + 2a^2)d1^158d2^165 + (1 + 0a + 0a^2)d1^159d2^165 + (0 + 2a + 0a^2)d1^160d2^165 + (2 + 0a + 0a^2)d1^161d2^165 + (1 + 0a + 0a^2)d1^162d2^165 + (3 + 4a + 1a^2)d1^163d2^165 + (0 + 4a + 3a^2)d1^164d2^165 + (0 + 4a + 0a^2)d1^165d2^165 + (0 + 0a + 1a^2)d1^166d2^165 + (0 + 4a + 1a^2)d1^167d2^165 + (2 + 4a + 3a^2)d1^168d2^165 + (0 + 2a + 1a^2)d1^169d2^165 + (2 + 4a + 3a^2)d1^170d2^165 + (2 + 1a + 0a^2)d1^171d2^165 + (1 + 4a + 2a^2)d1^172d2^165 + (2 + 0a + 2a^2)d1^173d2^165 + (0 + 0a + 4a^2)d1^174d2^165 + (2 + 0a + 1a^2)d1^175d2^165 + (3 + 1a + 2a^2)d1^176d2^165 + (4 + 3a + 4a^2)d1^177d2^165 + (2 + 3a + 3a^2)d1^178d2^165 + (1 + 0a + 1a^2)d1^179d2^165 + (1 + 2a + 1a^2)d1^180d2^165 + (2 + 0a + 3a^2)d1^181d2^165 + (4 + 0a + 2a^2)d1^182d2^165 + (3 + 3a + 4a^2)d1^183d2^165 + (0 + 2a + 4a^2)d1^184d2^165 + (3 + 4a + 2a^2)d1^185d2^165 + (3 + 2a + 2a^2)d1^186d2^165 + (3 + 4a + 1a^2)d1^187d2^165 + (3 + 4a + 4a^2)d1^188d2^165 + (2 + 1a + 1a^2)d1^189d2^165 + (0 + 0a + 4a^2)d1^190d2^165 + (0 + 1a + 2a^2)d1^191d2^165 + (0 + 3a + 2a^2)d1^192d2^165 + (3 + 3a + 3a^2)d1^193d2^165 + (0 + 3a + 2a^2)d1^194d2^165 + (4 + 1a + 0a^2)d1^195d2^165 + (1 + 0a + 3a^2)d1^196d2^165 + (1 + 2a + 0a^2)d1^197d2^165 + (4 + 1a + 4a^2)d1^198d2^165 + (0 + 1a + 0a^2)d1^199d2^165 + (2 + 0a + 2a^2)d1^200d2^165 + (0 + 1a + 1a^2)d1^201d2^165 + (2 + 0a + 4a^2)d1^202d2^165 + (4 + 3a + 1a^2)d1^203d2^165 + (0 + 1a + 4a^2)d1^204d2^165 + (4 + 4a + 3a^2)d1^205d2^165 + (0 + 2a + 0a^2)d1^206d2^165 + (4 + 4a + 1a^2)d1^207d2^165 + (3 + 0a + 1a^2)d1^208d2^165 + (4 + 4a + 0a^2)d1^209d2^165 + (4 + 3a + 0a^2)d1^210d2^165 + (4 + 4a + 3a^2)d1^211d2^165 + (1 + 2a + 4a^2)d1^212d2^165 + (0 + 1a + 4a^2)d1^213d2^165 + (2 + 2a + 0a^2)d1^214d2^165 + (2 + 1a + 3a^2)d1^215d2^165 + (0 + 1a + 4a^2)d1^216d2^165 + (3 + 2a + 4a^2)d1^217d2^165 + (0 + 0a + 4a^2)d1^218d2^165 + (3 + 3a + 3a^2)d1^219d2^165 + (1 + 1a + 0a^2)d1^220d2^165 + (3 + 4a + 0a^2)d1^221d2^165 + (0 + 0a + 1a^2)d1^222d2^165 + (4 + 2a + 3a^2)d1^223d2^165 + (0 + 3a + 4a^2)d1^224d2^165 + (3 + 4a + 0a^2)d1^225d2^165 + (2 + 2a + 4a^2)d1^226d2^165 + (2 + 0a + 2a^2)d1^227d2^165 + (2 + 4a + 2a^2)d1^228d2^165 + (0 + 4a + 3a^2)d1^229d2^165 + (0 + 1a + 2a^2)d1^230d2^165 + (4 + 0a + 1a^2)d1^231d2^165 + (1 + 4a + 2a^2)d1^232d2^165 + (2 + 2a + 0a^2)d1^233d2^165 + (2 + 3a + 1a^2)d1^234d2^165 + (2 + 0a + 1a^2)d1^235d2^165 + (1 + 2a + 1a^2)d1^236d2^165 + (3 + 4a + 3a^2)d1^237d2^165 + (3 + 3a + 2a^2)d1^238d2^165 + (0 + 1a + 0a^2)d1^239d2^165 + (3 + 2a + 4a^2)d1^240d2^165 + (1 + 1a + 2a^2)d1^241d2^165 + (3 + 0a + 1a^2)d1^242d2^165 + (0 + 2a + 4a^2)d1^243d2^165 + (4 + 0a + 3a^2)d1^244d2^165 + (0 + 0a + 4a^2)d1^245d2^165 + (0 + 1a + 3a^2)d1^246d2^165 + (3 + 1a + 3a^2)d1^247d2^165 + (4 + 1a + 3a^2)d1^248d2^165 + (3 + 2a + 3a^2)d1^249d2^165 + (3 + 1a + 1a^2)d1^250d2^165 + (4 + 3a + 2a^2)d1^251d2^165 + (2 + 4a + 4a^2)d1^252d2^165 + (4 + 0a + 0a^2)d1^254d2^165 + (0 + 1a + 2a^2)d1^255d2^165 + (2 + 4a + 2a^2)d1^256d2^165 + (3 + 4a + 3a^2)d1^257d2^165 + (3 + 4a + 3a^2)d1^258d2^165 + (2 + 4a + 1a^2)d1^259d2^165 + (2 + 2a + 1a^2)d1^260d2^165 + (2 + 4a + 3a^2)d1^261d2^165 + (3 + 3a + 3a^2)d1^262d2^165 + (4 + 4a + 0a^2)d1^263d2^165 + (2 + 3a + 0a^2)d1^264d2^165 + (3 + 3a + 1a^2)d1^265d2^165 + (4 + 2a + 3a^2)d1^266d2^165 + (1 + 2a + 2a^2)d1^267d2^165 + (3 + 3a + 2a^2)d1^268d2^165 + (3 + 0a + 0a^2)d1^269d2^165 + (0 + 0a + 2a^2)d1^270d2^165 + (1 + 3a + 4a^2)d1^271d2^165 + (1 + 2a + 4a^2)d1^272d2^165 + (0 + 0a + 3a^2)d1^273d2^165 + (0 + 1a + 3a^2)d1^274d2^165 + (1 + 2a + 1a^2)d1^275d2^165 + (2 + 0a + 4a^2)d1^276d2^165 + (2 + 3a + 3a^2)d1^277d2^165 + (1 + 2a + 3a^2)d1^278d2^165 + (1 + 1a + 3a^2)d1^279d2^165 + (4 + 2a + 3a^2)d1^280d2^165 + (3 + 4a + 4a^2)d1^281d2^165 + (3 + 4a + 1a^2)d1^282d2^165 + (4 + 4a + 3a^2)d1^283d2^165 + (2 + 3a + 2a^2)d1^284d2^165 + (4 + 2a + 4a^2)d1^285d2^165 + (4 + 0a + 1a^2)d1^286d2^165 + (3 + 0a + 2a^2)d1^287d2^165 + (3 + 0a + 0a^2)d1^288d2^165 + (4 + 3a + 1a^2)d1^290d2^165 + (4 + 3a + 1a^2)d1^291d2^165 + (3 + 0a + 0a^2)d1^292d2^165 + (1 + 1a + 4a^2)d1^293d2^165 + (4 + 0a + 4a^2)d2^166 + (1 + 3a + 1a^2)d1^1d2^166 + (0 + 4a + 0a^2)d1^2d2^166 + (4 + 0a + 2a^2)d1^4d2^166 + (4 + 2a + 4a^2)d1^5d2^166 + (2 + 1a + 4a^2)d1^6d2^166 + (4 + 2a + 4a^2)d1^7d2^166 + (2 + 4a + 2a^2)d1^8d2^166 + (0 + 2a + 2a^2)d1^9d2^166 + (4 + 4a + 0a^2)d1^10d2^166 + (2 + 3a + 0a^2)d1^11d2^166 + (1 + 4a + 2a^2)d1^12d2^166 + (0 + 3a + 2a^2)d1^13d2^166 + (4 + 4a + 3a^2)d1^14d2^166 + (4 + 2a + 2a^2)d1^15d2^166 + (3 + 2a + 2a^2)d1^16d2^166 + (4 + 4a + 2a^2)d1^17d2^166 + (2 + 1a + 2a^2)d1^18d2^166 + (4 + 2a + 3a^2)d1^19d2^166 + (3 + 4a + 0a^2)d1^20d2^166 + (4 + 4a + 1a^2)d1^21d2^166 + (1 + 4a + 1a^2)d1^22d2^166 + (1 + 1a + 4a^2)d1^23d2^166 + (4 + 1a + 0a^2)d1^24d2^166 + (4 + 2a + 1a^2)d1^25d2^166 + (1 + 3a + 1a^2)d1^26d2^166 + (3 + 4a + 4a^2)d1^27d2^166 + (0 + 1a + 1a^2)d1^28d2^166 + (0 + 0a + 2a^2)d1^29d2^166 + (3 + 4a + 4a^2)d1^30d2^166 + (1 + 3a + 0a^2)d1^31d2^166 + (3 + 1a + 0a^2)d1^32d2^166 + (2 + 2a + 1a^2)d1^33d2^166 + (2 + 1a + 3a^2)d1^34d2^166 + (1 + 0a + 2a^2)d1^35d2^166 + (1 + 1a + 1a^2)d1^36d2^166 + (0 + 3a + 3a^2)d1^37d2^166 + (4 + 3a + 0a^2)d1^38d2^166 + (2 + 1a + 1a^2)d1^39d2^166 + (0 + 0a + 3a^2)d1^40d2^166 + (4 + 2a + 3a^2)d1^41d2^166 + (2 + 4a + 3a^2)d1^42d2^166 + (0 + 3a + 4a^2)d1^43d2^166 + (2 + 4a + 1a^2)d1^44d2^166 + (4 + 4a + 3a^2)d1^45d2^166 + (2 + 1a + 2a^2)d1^46d2^166 + (2 + 1a + 4a^2)d1^47d2^166 + (4 + 4a + 4a^2)d1^48d2^166 + (4 + 2a + 4a^2)d1^49d2^166 + (3 + 0a + 4a^2)d1^50d2^166 + (3 + 0a + 4a^2)d1^51d2^166 + (0 + 0a + 3a^2)d1^52d2^166 + (1 + 1a + 3a^2)d1^53d2^166 + (0 + 3a + 1a^2)d1^54d2^166 + (4 + 2a + 1a^2)d1^55d2^166 + (1 + 3a + 4a^2)d1^56d2^166 + (3 + 1a + 3a^2)d1^57d2^166 + (0 + 2a + 3a^2)d1^58d2^166 + (4 + 4a + 0a^2)d1^59d2^166 + (4 + 4a + 0a^2)d1^60d2^166 + (4 + 0a + 1a^2)d1^61d2^166 + (4 + 3a + 4a^2)d1^62d2^166 + (2 + 3a + 3a^2)d1^63d2^166 + (1 + 4a + 4a^2)d1^64d2^166 + (1 + 4a + 1a^2)d1^65d2^166 + (0 + 0a + 4a^2)d1^66d2^166 + (1 + 2a + 0a^2)d1^67d2^166 + (1 + 1a + 1a^2)d1^68d2^166 + (4 + 1a + 1a^2)d1^69d2^166 + (0 + 2a + 1a^2)d1^70d2^166 + (1 + 2a + 2a^2)d1^71d2^166 + (2 + 4a + 2a^2)d1^72d2^166 + (4 + 3a + 2a^2)d1^73d2^166 + (2 + 4a + 4a^2)d1^74d2^166 + (4 + 2a + 4a^2)d1^75d2^166 + (0 + 1a + 4a^2)d1^76d2^166 + (3 + 4a + 3a^2)d1^77d2^166 + (3 + 3a + 1a^2)d1^78d2^166 + (3 + 3a + 4a^2)d1^79d2^166 + (2 + 2a + 3a^2)d1^80d2^166 + (0 + 3a + 0a^2)d1^81d2^166 + (4 + 3a + 4a^2)d1^82d2^166 + (1 + 1a + 1a^2)d1^83d2^166 + (3 + 1a + 4a^2)d1^84d2^166 + (4 + 3a + 1a^2)d1^85d2^166 + (4 + 1a + 2a^2)d1^86d2^166 + (1 + 0a + 1a^2)d1^87d2^166 + (2 + 4a + 2a^2)d1^88d2^166 + (3 + 1a + 2a^2)d1^89d2^166 + (4 + 1a + 2a^2)d1^90d2^166 + (0 + 3a + 4a^2)d1^91d2^166 + (0 + 1a + 2a^2)d1^92d2^166 + (2 + 3a + 0a^2)d1^93d2^166 + (4 + 1a + 4a^2)d1^94d2^166 + (0 + 3a + 2a^2)d1^95d2^166 + (1 + 3a + 4a^2)d1^96d2^166 + (4 + 3a + 3a^2)d1^97d2^166 + (2 + 1a + 4a^2)d1^98d2^166 + (4 + 3a + 1a^2)d1^99d2^166 + (3 + 1a + 3a^2)d1^100d2^166 + (2 + 2a + 4a^2)d1^101d2^166 + (4 + 1a + 3a^2)d1^102d2^166 + (4 + 4a + 4a^2)d1^103d2^166 + (1 + 2a + 0a^2)d1^104d2^166 + (4 + 3a + 3a^2)d1^105d2^166 + (0 + 3a + 1a^2)d1^106d2^166 + (1 + 4a + 3a^2)d1^107d2^166 + (1 + 3a + 3a^2)d1^108d2^166 + (2 + 4a + 3a^2)d1^109d2^166 + (4 + 2a + 4a^2)d1^110d2^166 + (1 + 2a + 4a^2)d1^111d2^166 + (1 + 3a + 1a^2)d1^112d2^166 + (4 + 0a + 3a^2)d1^113d2^166 + (3 + 0a + 0a^2)d1^114d2^166 + (3 + 4a + 0a^2)d1^115d2^166 + (0 + 3a + 2a^2)d1^116d2^166 + (4 + 0a + 1a^2)d1^117d2^166 + (0 + 0a + 3a^2)d1^118d2^166 + (4 + 1a + 3a^2)d1^119d2^166 + (4 + 4a + 3a^2)d1^120d2^166 + (3 + 4a + 3a^2)d1^121d2^166 + (1 + 1a + 0a^2)d1^122d2^166 + (3 + 3a + 1a^2)d1^123d2^166 + (1 + 0a + 4a^2)d1^124d2^166 + (2 + 4a + 2a^2)d1^125d2^166 + (0 + 3a + 4a^2)d1^126d2^166 + (1 + 0a + 3a^2)d1^127d2^166 + (3 + 3a + 1a^2)d1^128d2^166 + (1 + 1a + 3a^2)d1^129d2^166 + (3 + 1a + 4a^2)d1^130d2^166 + (2 + 2a + 4a^2)d1^131d2^166 + (1 + 0a + 4a^2)d1^132d2^166 + (4 + 1a + 0a^2)d1^133d2^166 + (3 + 3a + 3a^2)d1^134d2^166 + (4 + 0a + 0a^2)d1^135d2^166 + (3 + 0a + 2a^2)d1^136d2^166 + (1 + 0a + 2a^2)d1^137d2^166 + (4 + 2a + 0a^2)d1^138d2^166 + (1 + 4a + 2a^2)d1^139d2^166 + (3 + 3a + 1a^2)d1^140d2^166 + (2 + 3a + 3a^2)d1^141d2^166 + (1 + 2a + 3a^2)d1^142d2^166 + (0 + 4a + 2a^2)d1^143d2^166 + (0 + 2a + 2a^2)d1^144d2^166 + (4 + 4a + 2a^2)d1^145d2^166 + (4 + 3a + 0a^2)d1^146d2^166 + (3 + 2a + 2a^2)d1^147d2^166 + (3 + 1a + 1a^2)d1^148d2^166 + (1 + 2a + 4a^2)d1^149d2^166 + (0 + 4a + 3a^2)d1^150d2^166 + (2 + 4a + 0a^2)d1^151d2^166 + (2 + 3a + 1a^2)d1^152d2^166 + (1 + 2a + 3a^2)d1^153d2^166 + (3 + 0a + 3a^2)d1^154d2^166 + (2 + 1a + 0a^2)d1^155d2^166 + (2 + 4a + 1a^2)d1^156d2^166 + (3 + 2a + 3a^2)d1^157d2^166 + (0 + 1a + 2a^2)d1^158d2^166 + (3 + 0a + 2a^2)d1^159d2^166 + (3 + 4a + 2a^2)d1^160d2^166 + (1 + 0a + 0a^2)d1^161d2^166 + (1 + 0a + 2a^2)d1^162d2^166 + (1 + 0a + 2a^2)d1^163d2^166 + (1 + 3a + 4a^2)d1^164d2^166 + (2 + 1a + 1a^2)d1^165d2^166 + (2 + 1a + 4a^2)d1^166d2^166 + (1 + 2a + 1a^2)d1^167d2^166 + (0 + 4a + 2a^2)d1^168d2^166 + (1 + 1a + 0a^2)d1^169d2^166 + (4 + 2a + 3a^2)d1^170d2^166 + (2 + 3a + 3a^2)d1^171d2^166 + (4 + 1a + 0a^2)d1^172d2^166 + (0 + 4a + 3a^2)d1^173d2^166 + (0 + 3a + 1a^2)d1^174d2^166 + (0 + 1a + 1a^2)d1^175d2^166 + (0 + 3a + 1a^2)d1^176d2^166 + (0 + 1a + 0a^2)d1^177d2^166 + (1 + 2a + 0a^2)d1^178d2^166 + (4 + 4a + 4a^2)d1^179d2^166 + (4 + 1a + 0a^2)d1^180d2^166 + (2 + 4a + 4a^2)d1^181d2^166 + (1 + 2a + 1a^2)d1^182d2^166 + (1 + 4a + 2a^2)d1^183d2^166 + (3 + 2a + 2a^2)d1^184d2^166 + (3 + 4a + 4a^2)d1^185d2^166 + (3 + 0a + 2a^2)d1^186d2^166 + (3 + 2a + 4a^2)d1^187d2^166 + (2 + 1a + 1a^2)d1^188d2^166 + (3 + 1a + 1a^2)d1^189d2^166 + (3 + 1a + 3a^2)d1^190d2^166 + (4 + 4a + 0a^2)d1^191d2^166 + (4 + 4a + 1a^2)d1^192d2^166 + (4 + 4a + 3a^2)d1^193d2^166 + (1 + 4a + 1a^2)d1^194d2^166 + (0 + 4a + 0a^2)d1^195d2^166 + (2 + 3a + 2a^2)d1^196d2^166 + (4 + 3a + 0a^2)d1^197d2^166 + (4 + 0a + 4a^2)d1^198d2^166 + (4 + 3a + 3a^2)d1^199d2^166 + (3 + 1a + 1a^2)d1^200d2^166 + (1 + 4a + 4a^2)d1^201d2^166 + (0 + 3a + 2a^2)d1^202d2^166 + (1 + 0a + 1a^2)d1^203d2^166 + (1 + 4a + 3a^2)d1^204d2^166 + (1 + 2a + 3a^2)d1^205d2^166 + (0 + 0a + 1a^2)d1^206d2^166 + (2 + 3a + 2a^2)d1^207d2^166 + (3 + 3a + 2a^2)d1^208d2^166 + (2 + 1a + 4a^2)d1^209d2^166 + (2 + 0a + 1a^2)d1^210d2^166 + (0 + 3a + 0a^2)d1^211d2^166 + (3 + 1a + 4a^2)d1^212d2^166 + (4 + 0a + 1a^2)d1^213d2^166 + (0 + 2a + 2a^2)d1^214d2^166 + (1 + 2a + 4a^2)d1^215d2^166 + (4 + 3a + 0a^2)d1^216d2^166 + (4 + 0a + 3a^2)d1^217d2^166 + (3 + 1a + 2a^2)d1^218d2^166 + (1 + 3a + 4a^2)d1^219d2^166 + (4 + 0a + 0a^2)d1^220d2^166 + (4 + 4a + 0a^2)d1^221d2^166 + (2 + 2a + 3a^2)d1^222d2^166 + (2 + 4a + 0a^2)d1^223d2^166 + (4 + 1a + 1a^2)d1^224d2^166 + (2 + 4a + 1a^2)d1^225d2^166 + (4 + 3a + 3a^2)d1^226d2^166 + (0 + 3a + 3a^2)d1^227d2^166 + (4 + 1a + 3a^2)d1^228d2^166 + (4 + 1a + 2a^2)d1^229d2^166 + (2 + 0a + 0a^2)d1^230d2^166 + (2 + 4a + 3a^2)d1^231d2^166 + (4 + 4a + 0a^2)d1^232d2^166 + (2 + 1a + 1a^2)d1^233d2^166 + (1 + 2a + 4a^2)d1^234d2^166 + (4 + 4a + 1a^2)d1^235d2^166 + (3 + 3a + 1a^2)d1^236d2^166 + (3 + 4a + 0a^2)d1^237d2^166 + (3 + 4a + 2a^2)d1^238d2^166 + (4 + 1a + 1a^2)d1^239d2^166 + (3 + 3a + 2a^2)d1^240d2^166 + (2 + 4a + 3a^2)d1^241d2^166 + (2 + 2a + 1a^2)d1^242d2^166 + (2 + 2a + 3a^2)d1^243d2^166 + (0 + 0a + 4a^2)d1^244d2^166 + (2 + 1a + 4a^2)d1^245d2^166 + (3 + 1a + 0a^2)d1^246d2^166 + (0 + 0a + 3a^2)d1^247d2^166 + (2 + 2a + 4a^2)d1^248d2^166 + (3 + 2a + 2a^2)d1^249d2^166 + (2 + 1a + 3a^2)d1^250d2^166 + (4 + 3a + 2a^2)d1^251d2^166 + (3 + 1a + 2a^2)d1^252d2^166 + (4 + 1a + 4a^2)d1^253d2^166 + (3 + 4a + 3a^2)d1^254d2^166 + (4 + 4a + 4a^2)d1^255d2^166 + (1 + 3a + 2a^2)d1^256d2^166 + (3 + 2a + 2a^2)d1^257d2^166 + (4 + 4a + 1a^2)d1^258d2^166 + (0 + 2a + 2a^2)d1^259d2^166 + (0 + 1a + 4a^2)d1^260d2^166 + (4 + 4a + 0a^2)d1^261d2^166 + (2 + 4a + 2a^2)d1^262d2^166 + (4 + 3a + 0a^2)d1^263d2^166 + (2 + 3a + 1a^2)d1^264d2^166 + (3 + 3a + 1a^2)d1^265d2^166 + (2 + 0a + 1a^2)d1^266d2^166 + (1 + 1a + 4a^2)d1^267d2^166 + (0 + 3a + 3a^2)d1^268d2^166 + (3 + 0a + 2a^2)d1^269d2^166 + (1 + 2a + 0a^2)d1^270d2^166 + (2 + 2a + 0a^2)d1^271d2^166 + (3 + 4a + 4a^2)d1^272d2^166 + (2 + 2a + 0a^2)d1^273d2^166 + (3 + 1a + 4a^2)d1^274d2^166 + (4 + 2a + 1a^2)d1^275d2^166 + (2 + 2a + 3a^2)d1^276d2^166 + (4 + 1a + 0a^2)d1^277d2^166 + (0 + 2a + 2a^2)d1^278d2^166 + (2 + 0a + 2a^2)d1^279d2^166 + (3 + 0a + 4a^2)d1^280d2^166 + (3 + 0a + 1a^2)d1^281d2^166 + (4 + 4a + 0a^2)d1^282d2^166 + (4 + 0a + 4a^2)d1^283d2^166 + (3 + 0a + 1a^2)d1^284d2^166 + (4 + 0a + 3a^2)d1^285d2^166 + (0 + 2a + 3a^2)d1^286d2^166 + (4 + 1a + 4a^2)d1^287d2^166 + (3 + 1a + 1a^2)d1^288d2^166 + (0 + 2a + 4a^2)d1^289d2^166 + (4 + 3a + 2a^2)d1^290d2^166 + (3 + 2a + 3a^2)d1^291d2^166 + (0 + 0a + 3a^2)d1^292d2^166 + (2 + 1a + 2a^2)d1^293d2^166 + (1 + 4a + 1a^2)d2^167 + (1 + 4a + 2a^2)d1^1d2^167 + (1 + 2a + 1a^2)d1^2d2^167 + (1 + 1a + 0a^2)d1^3d2^167 + (4 + 1a + 2a^2)d1^4d2^167 + (4 + 2a + 3a^2)d1^5d2^167 + (4 + 2a + 2a^2)d1^6d2^167 + (0 + 1a + 3a^2)d1^7d2^167 + (0 + 0a + 2a^2)d1^8d2^167 + (4 + 2a + 1a^2)d1^9d2^167 + (3 + 1a + 3a^2)d1^10d2^167 + (0 + 1a + 2a^2)d1^11d2^167 + (4 + 2a + 0a^2)d1^12d2^167 + (0 + 4a + 2a^2)d1^13d2^167 + (2 + 1a + 3a^2)d1^14d2^167 + (2 + 3a + 1a^2)d1^15d2^167 + (2 + 3a + 4a^2)d1^16d2^167 + (1 + 4a + 1a^2)d1^17d2^167 + (4 + 2a + 2a^2)d1^18d2^167 + (1 + 1a + 2a^2)d1^19d2^167 + (0 + 1a + 0a^2)d1^20d2^167 + (2 + 3a + 3a^2)d1^21d2^167 + (4 + 3a + 2a^2)d1^22d2^167 + (0 + 2a + 1a^2)d1^23d2^167 + (4 + 1a + 3a^2)d1^24d2^167 + (4 + 1a + 2a^2)d1^25d2^167 + (2 + 1a + 2a^2)d1^26d2^167 + (3 + 3a + 2a^2)d1^27d2^167 + (3 + 2a + 0a^2)d1^28d2^167 + (0 + 3a + 4a^2)d1^29d2^167 + (3 + 3a + 3a^2)d1^30d2^167 + (2 + 1a + 4a^2)d1^31d2^167 + (0 + 4a + 1a^2)d1^32d2^167 + (1 + 2a + 2a^2)d1^33d2^167 + (1 + 3a + 3a^2)d1^34d2^167 + (0 + 2a + 3a^2)d1^35d2^167 + (3 + 2a + 4a^2)d1^36d2^167 + (2 + 4a + 3a^2)d1^37d2^167 + (4 + 1a + 3a^2)d1^38d2^167 + (1 + 4a + 2a^2)d1^39d2^167 + (2 + 0a + 1a^2)d1^40d2^167 + (0 + 2a + 2a^2)d1^41d2^167 + (3 + 0a + 2a^2)d1^42d2^167 + (4 + 2a + 4a^2)d1^43d2^167 + (4 + 4a + 3a^2)d1^44d2^167 + (0 + 3a + 2a^2)d1^45d2^167 + (1 + 2a + 4a^2)d1^46d2^167 + (1 + 3a + 2a^2)d1^47d2^167 + (3 + 0a + 0a^2)d1^48d2^167 + (1 + 3a + 3a^2)d1^49d2^167 + (3 + 4a + 0a^2)d1^50d2^167 + (3 + 3a + 3a^2)d1^51d2^167 + (0 + 3a + 3a^2)d1^52d2^167 + (4 + 3a + 3a^2)d1^53d2^167 + (3 + 2a + 2a^2)d1^54d2^167 + (2 + 0a + 2a^2)d1^55d2^167 + (1 + 1a + 2a^2)d1^56d2^167 + (2 + 2a + 3a^2)d1^57d2^167 + (2 + 1a + 0a^2)d1^58d2^167 + (4 + 3a + 2a^2)d1^59d2^167 + (1 + 2a + 1a^2)d1^60d2^167 + (3 + 3a + 1a^2)d1^61d2^167 + (4 + 4a + 0a^2)d1^62d2^167 + (0 + 4a + 0a^2)d1^63d2^167 + (2 + 2a + 0a^2)d1^64d2^167 + (4 + 3a + 1a^2)d1^65d2^167 + (2 + 4a + 4a^2)d1^66d2^167 + (2 + 1a + 4a^2)d1^67d2^167 + (3 + 2a + 1a^2)d1^68d2^167 + (1 + 3a + 3a^2)d1^69d2^167 + (3 + 4a + 3a^2)d1^70d2^167 + (1 + 3a + 4a^2)d1^71d2^167 + (3 + 4a + 1a^2)d1^72d2^167 + (4 + 4a + 3a^2)d1^73d2^167 + (0 + 1a + 4a^2)d1^74d2^167 + (4 + 1a + 2a^2)d1^75d2^167 + (3 + 2a + 3a^2)d1^76d2^167 + (1 + 2a + 1a^2)d1^77d2^167 + (4 + 4a + 1a^2)d1^78d2^167 + (0 + 2a + 4a^2)d1^79d2^167 + (0 + 2a + 1a^2)d1^80d2^167 + (4 + 2a + 4a^2)d1^81d2^167 + (4 + 0a + 1a^2)d1^82d2^167 + (1 + 3a + 0a^2)d1^83d2^167 + (1 + 1a + 2a^2)d1^84d2^167 + (3 + 3a + 0a^2)d1^85d2^167 + (4 + 4a + 3a^2)d1^86d2^167 + (4 + 3a + 4a^2)d1^87d2^167 + (2 + 2a + 2a^2)d1^88d2^167 + (3 + 3a + 4a^2)d1^89d2^167 + (4 + 0a + 1a^2)d1^90d2^167 + (0 + 2a + 1a^2)d1^91d2^167 + (4 + 0a + 2a^2)d1^92d2^167 + (0 + 2a + 0a^2)d1^93d2^167 + (4 + 3a + 2a^2)d1^94d2^167 + (4 + 4a + 1a^2)d1^95d2^167 + (2 + 4a + 0a^2)d1^96d2^167 + (3 + 0a + 2a^2)d1^97d2^167 + (0 + 4a + 2a^2)d1^98d2^167 + (4 + 0a + 0a^2)d1^99d2^167 + (1 + 2a + 3a^2)d1^100d2^167 + (1 + 1a + 3a^2)d1^101d2^167 + (4 + 0a + 1a^2)d1^102d2^167 + (1 + 2a + 3a^2)d1^103d2^167 + (2 + 0a + 0a^2)d1^104d2^167 + (1 + 2a + 1a^2)d1^105d2^167 + (0 + 3a + 3a^2)d1^106d2^167 + (2 + 3a + 1a^2)d1^107d2^167 + (4 + 0a + 4a^2)d1^108d2^167 + (3 + 3a + 3a^2)d1^109d2^167 + (4 + 3a + 0a^2)d1^110d2^167 + (0 + 4a + 3a^2)d1^111d2^167 + (1 + 3a + 0a^2)d1^112d2^167 + (0 + 2a + 1a^2)d1^113d2^167 + (0 + 1a + 3a^2)d1^114d2^167 + (3 + 2a + 3a^2)d1^115d2^167 + (0 + 2a + 0a^2)d1^116d2^167 + (0 + 3a + 2a^2)d1^117d2^167 + (4 + 2a + 4a^2)d1^118d2^167 + (0 + 4a + 1a^2)d1^119d2^167 + (0 + 1a + 1a^2)d1^120d2^167 + (3 + 0a + 0a^2)d1^121d2^167 + (4 + 1a + 3a^2)d1^122d2^167 + (0 + 1a + 0a^2)d1^123d2^167 + (2 + 1a + 4a^2)d1^124d2^167 + (1 + 3a + 0a^2)d1^125d2^167 + (0 + 2a + 1a^2)d1^126d2^167 + (0 + 3a + 3a^2)d1^127d2^167 + (3 + 2a + 4a^2)d1^128d2^167 + (0 + 1a + 2a^2)d1^129d2^167 + (4 + 2a + 1a^2)d1^130d2^167 + (4 + 2a + 3a^2)d1^131d2^167 + (4 + 3a + 3a^2)d1^132d2^167 + (4 + 2a + 2a^2)d1^133d2^167 + (4 + 1a + 4a^2)d1^134d2^167 + (1 + 2a + 0a^2)d1^135d2^167 + (3 + 3a + 0a^2)d1^136d2^167 + (0 + 1a + 4a^2)d1^137d2^167 + (0 + 0a + 2a^2)d1^138d2^167 + (0 + 4a + 3a^2)d1^139d2^167 + (3 + 2a + 1a^2)d1^140d2^167 + (4 + 3a + 2a^2)d1^141d2^167 + (4 + 2a + 0a^2)d1^142d2^167 + (1 + 2a + 2a^2)d1^143d2^167 + (1 + 1a + 1a^2)d1^144d2^167 + (1 + 0a + 3a^2)d1^145d2^167 + (3 + 1a + 3a^2)d1^146d2^167 + (1 + 0a + 0a^2)d1^147d2^167 + (4 + 2a + 4a^2)d1^148d2^167 + (0 + 4a + 2a^2)d1^149d2^167 + (3 + 4a + 0a^2)d1^150d2^167 + (1 + 2a + 0a^2)d1^151d2^167 + (1 + 0a + 0a^2)d1^152d2^167 + (4 + 4a + 0a^2)d1^153d2^167 + (1 + 3a + 4a^2)d1^154d2^167 + (2 + 1a + 3a^2)d1^155d2^167 + (2 + 2a + 3a^2)d1^156d2^167 + (3 + 4a + 3a^2)d1^157d2^167 + (0 + 0a + 1a^2)d1^158d2^167 + (1 + 1a + 0a^2)d1^159d2^167 + (1 + 2a + 0a^2)d1^160d2^167 + (4 + 4a + 4a^2)d1^161d2^167 + (0 + 0a + 3a^2)d1^162d2^167 + (1 + 2a + 3a^2)d1^163d2^167 + (2 + 3a + 0a^2)d1^164d2^167 + (4 + 0a + 1a^2)d1^165d2^167 + (1 + 1a + 4a^2)d1^166d2^167 + (1 + 4a + 3a^2)d1^167d2^167 + (2 + 3a + 3a^2)d1^168d2^167 + (1 + 1a + 3a^2)d1^169d2^167 + (2 + 2a + 2a^2)d1^170d2^167 + (3 + 0a + 2a^2)d1^171d2^167 + (4 + 4a + 2a^2)d1^172d2^167 + (4 + 1a + 1a^2)d1^173d2^167 + (3 + 3a + 4a^2)d1^174d2^167 + (2 + 1a + 1a^2)d1^175d2^167 + (2 + 0a + 1a^2)d1^176d2^167 + (2 + 0a + 4a^2)d1^177d2^167 + (1 + 4a + 0a^2)d1^178d2^167 + (4 + 1a + 3a^2)d1^179d2^167 + (0 + 4a + 1a^2)d1^180d2^167 + (4 + 4a + 1a^2)d1^181d2^167 + (3 + 3a + 3a^2)d1^182d2^167 + (0 + 2a + 4a^2)d1^183d2^167 + (3 + 3a + 0a^2)d1^184d2^167 + (4 + 1a + 4a^2)d1^185d2^167 + (1 + 2a + 2a^2)d1^186d2^167 + (3 + 4a + 3a^2)d1^187d2^167 + (2 + 0a + 1a^2)d1^188d2^167 + (0 + 1a + 0a^2)d1^189d2^167 + (3 + 2a + 1a^2)d1^190d2^167 + (4 + 0a + 2a^2)d1^191d2^167 + (2 + 1a + 2a^2)d1^192d2^167 + (1 + 3a + 3a^2)d1^193d2^167 + (2 + 2a + 3a^2)d1^194d2^167 + (0 + 3a + 0a^2)d1^195d2^167 + (1 + 4a + 3a^2)d1^196d2^167 + (1 + 4a + 0a^2)d1^197d2^167 + (3 + 4a + 0a^2)d1^198d2^167 + (0 + 1a + 4a^2)d1^199d2^167 + (3 + 3a + 2a^2)d1^200d2^167 + (1 + 1a + 2a^2)d1^201d2^167 + (1 + 4a + 1a^2)d1^202d2^167 + (2 + 0a + 2a^2)d1^203d2^167 + (2 + 3a + 3a^2)d1^204d2^167 + (3 + 2a + 2a^2)d1^205d2^167 + (0 + 1a + 0a^2)d1^206d2^167 + (0 + 1a + 1a^2)d1^208d2^167 + (0 + 1a + 4a^2)d1^209d2^167 + (2 + 4a + 4a^2)d1^210d2^167 + (4 + 3a + 4a^2)d1^211d2^167 + (1 + 4a + 0a^2)d1^212d2^167 + (0 + 1a + 3a^2)d1^213d2^167 + (1 + 2a + 1a^2)d1^214d2^167 + (3 + 2a + 0a^2)d1^215d2^167 + (2 + 1a + 3a^2)d1^216d2^167 + (0 + 2a + 1a^2)d1^217d2^167 + (2 + 2a + 0a^2)d1^218d2^167 + (4 + 4a + 4a^2)d1^219d2^167 + (1 + 4a + 2a^2)d1^220d2^167 + (0 + 0a + 3a^2)d1^221d2^167 + (1 + 3a + 3a^2)d1^222d2^167 + (2 + 3a + 4a^2)d1^223d2^167 + (2 + 0a + 1a^2)d1^224d2^167 + (0 + 3a + 3a^2)d1^225d2^167 + (4 + 0a + 1a^2)d1^226d2^167 + (3 + 0a + 1a^2)d1^227d2^167 + (1 + 0a + 2a^2)d1^228d2^167 + (4 + 1a + 0a^2)d1^229d2^167 + (4 + 3a + 0a^2)d1^230d2^167 + (3 + 1a + 0a^2)d1^231d2^167 + (4 + 3a + 2a^2)d1^232d2^167 + (4 + 3a + 0a^2)d1^233d2^167 + (3 + 0a + 3a^2)d1^234d2^167 + (2 + 1a + 2a^2)d1^235d2^167 + (3 + 2a + 1a^2)d1^236d2^167 + (1 + 4a + 1a^2)d1^237d2^167 + (4 + 4a + 1a^2)d1^238d2^167 + (0 + 4a + 3a^2)d1^239d2^167 + (3 + 2a + 2a^2)d1^240d2^167 + (0 + 2a + 3a^2)d1^241d2^167 + (1 + 1a + 0a^2)d1^242d2^167 + (4 + 2a + 0a^2)d1^243d2^167 + (2 + 2a + 1a^2)d1^244d2^167 + (0 + 1a + 0a^2)d1^245d2^167 + (3 + 0a + 4a^2)d1^246d2^167 + (2 + 3a + 4a^2)d1^247d2^167 + (1 + 4a + 3a^2)d1^248d2^167 + (4 + 2a + 1a^2)d1^249d2^167 + (0 + 4a + 3a^2)d1^250d2^167 + (1 + 4a + 2a^2)d1^251d2^167 + (0 + 1a + 3a^2)d1^252d2^167 + (0 + 0a + 1a^2)d1^253d2^167 + (0 + 1a + 2a^2)d1^254d2^167 + (3 + 4a + 3a^2)d1^255d2^167 + (2 + 0a + 1a^2)d1^256d2^167 + (2 + 2a + 0a^2)d1^257d2^167 + (3 + 2a + 1a^2)d1^258d2^167 + (2 + 3a + 0a^2)d1^259d2^167 + (1 + 3a + 0a^2)d1^260d2^167 + (4 + 4a + 3a^2)d1^261d2^167 + (4 + 2a + 4a^2)d1^262d2^167 + (3 + 4a + 2a^2)d1^263d2^167 + (4 + 1a + 0a^2)d1^264d2^167 + (1 + 2a + 0a^2)d1^265d2^167 + (2 + 0a + 2a^2)d1^266d2^167 + (1 + 4a + 0a^2)d1^267d2^167 + (4 + 4a + 1a^2)d1^268d2^167 + (4 + 3a + 1a^2)d1^269d2^167 + (1 + 2a + 0a^2)d1^270d2^167 + (4 + 3a + 2a^2)d1^271d2^167 + (0 + 1a + 3a^2)d1^272d2^167 + (1 + 3a + 1a^2)d1^273d2^167 + (1 + 3a + 4a^2)d1^274d2^167 + (1 + 2a + 2a^2)d1^275d2^167 + (1 + 4a + 3a^2)d1^276d2^167 + (2 + 3a + 0a^2)d1^277d2^167 + (2 + 0a + 1a^2)d1^278d2^167 + (2 + 1a + 4a^2)d1^279d2^167 + (2 + 4a + 0a^2)d1^280d2^167 + (4 + 3a + 0a^2)d1^281d2^167 + (3 + 0a + 2a^2)d1^282d2^167 + (1 + 1a + 3a^2)d1^283d2^167 + (4 + 0a + 3a^2)d1^284d2^167 + (1 + 4a + 2a^2)d1^285d2^167 + (4 + 1a + 3a^2)d1^286d2^167 + (0 + 4a + 1a^2)d1^287d2^167 + (1 + 2a + 1a^2)d1^288d2^167 + (2 + 2a + 0a^2)d1^289d2^167 + (3 + 1a + 4a^2)d1^290d2^167 + (3 + 0a + 2a^2)d1^291d2^167 + (1 + 3a + 2a^2)d1^292d2^167 + (4 + 0a + 2a^2)d1^293d2^167 + (3 + 4a + 3a^2)d2^168 + (0 + 2a + 0a^2)d1^1d2^168 + (3 + 0a + 3a^2)d1^2d2^168 + (1 + 0a + 1a^2)d1^3d2^168 + (4 + 0a + 4a^2)d1^4d2^168 + (3 + 1a + 1a^2)d1^5d2^168 + (0 + 2a + 1a^2)d1^6d2^168 + (3 + 2a + 4a^2)d1^7d2^168 + (4 + 3a + 4a^2)d1^8d2^168 + (0 + 0a + 3a^2)d1^9d2^168 + (2 + 1a + 1a^2)d1^10d2^168 + (3 + 0a + 0a^2)d1^11d2^168 + (2 + 2a + 4a^2)d1^12d2^168 + (4 + 4a + 0a^2)d1^13d2^168 + (2 + 3a + 1a^2)d1^14d2^168 + (1 + 3a + 4a^2)d1^15d2^168 + (2 + 2a + 2a^2)d1^16d2^168 + (4 + 2a + 1a^2)d1^17d2^168 + (4 + 1a + 3a^2)d1^18d2^168 + (1 + 4a + 4a^2)d1^19d2^168 + (1 + 4a + 4a^2)d1^20d2^168 + (0 + 4a + 3a^2)d1^21d2^168 + (4 + 1a + 3a^2)d1^22d2^168 + (4 + 2a + 4a^2)d1^23d2^168 + (1 + 1a + 0a^2)d1^24d2^168 + (1 + 1a + 3a^2)d1^25d2^168 + (3 + 2a + 2a^2)d1^26d2^168 + (2 + 0a + 2a^2)d1^27d2^168 + (3 + 3a + 1a^2)d1^28d2^168 + (1 + 2a + 4a^2)d1^29d2^168 + (2 + 4a + 2a^2)d1^30d2^168 + (4 + 3a + 4a^2)d1^31d2^168 + (2 + 2a + 1a^2)d1^32d2^168 + (2 + 1a + 0a^2)d1^33d2^168 + (3 + 1a + 2a^2)d1^34d2^168 + (2 + 3a + 2a^2)d1^35d2^168 + (4 + 0a + 2a^2)d1^36d2^168 + (4 + 2a + 0a^2)d1^37d2^168 + (1 + 1a + 0a^2)d1^38d2^168 + (3 + 4a + 1a^2)d1^39d2^168 + (1 + 0a + 2a^2)d1^40d2^168 + (2 + 1a + 4a^2)d1^41d2^168 + (3 + 4a + 4a^2)d1^42d2^168 + (2 + 0a + 0a^2)d1^43d2^168 + (1 + 4a + 1a^2)d1^44d2^168 + (0 + 4a + 1a^2)d1^45d2^168 + (1 + 4a + 2a^2)d1^46d2^168 + (4 + 0a + 4a^2)d1^47d2^168 + (4 + 4a + 4a^2)d1^48d2^168 + (4 + 4a + 2a^2)d1^49d2^168 + (2 + 4a + 3a^2)d1^50d2^168 + (0 + 4a + 2a^2)d1^51d2^168 + (4 + 3a + 0a^2)d1^52d2^168 + (1 + 3a + 0a^2)d1^53d2^168 + (0 + 2a + 3a^2)d1^54d2^168 + (2 + 4a + 4a^2)d1^55d2^168 + (4 + 4a + 1a^2)d1^56d2^168 + (4 + 1a + 3a^2)d1^57d2^168 + (1 + 3a + 2a^2)d1^58d2^168 + (2 + 1a + 2a^2)d1^59d2^168 + (4 + 3a + 1a^2)d1^60d2^168 + (3 + 0a + 4a^2)d1^61d2^168 + (2 + 3a + 2a^2)d1^62d2^168 + (4 + 4a + 3a^2)d1^63d2^168 + (2 + 0a + 4a^2)d1^64d2^168 + (1 + 3a + 1a^2)d1^65d2^168 + (4 + 2a + 1a^2)d1^66d2^168 + (4 + 3a + 1a^2)d1^67d2^168 + (0 + 3a + 0a^2)d1^68d2^168 + (4 + 0a + 0a^2)d1^69d2^168 + (0 + 2a + 2a^2)d1^70d2^168 + (0 + 4a + 3a^2)d1^71d2^168 + (2 + 3a + 4a^2)d1^72d2^168 + (1 + 3a + 4a^2)d1^73d2^168 + (2 + 2a + 2a^2)d1^74d2^168 + (3 + 1a + 1a^2)d1^75d2^168 + (0 + 1a + 2a^2)d1^76d2^168 + (3 + 2a + 3a^2)d1^77d2^168 + (2 + 2a + 0a^2)d1^78d2^168 + (2 + 4a + 1a^2)d1^79d2^168 + (2 + 0a + 1a^2)d1^80d2^168 + (4 + 4a + 1a^2)d1^81d2^168 + (1 + 2a + 4a^2)d1^82d2^168 + (1 + 2a + 2a^2)d1^83d2^168 + (3 + 2a + 1a^2)d1^84d2^168 + (3 + 1a + 0a^2)d1^85d2^168 + (4 + 1a + 4a^2)d1^86d2^168 + (1 + 1a + 2a^2)d1^87d2^168 + (2 + 0a + 0a^2)d1^88d2^168 + (0 + 3a + 3a^2)d1^89d2^168 + (4 + 2a + 0a^2)d1^90d2^168 + (0 + 0a + 3a^2)d1^91d2^168 + (3 + 2a + 2a^2)d1^92d2^168 + (2 + 0a + 2a^2)d1^93d2^168 + (3 + 0a + 2a^2)d1^94d2^168 + (1 + 2a + 2a^2)d1^95d2^168 + (1 + 1a + 4a^2)d1^96d2^168 + (2 + 3a + 4a^2)d1^97d2^168 + (0 + 2a + 0a^2)d1^98d2^168 + (3 + 1a + 4a^2)d1^99d2^168 + (1 + 2a + 3a^2)d1^100d2^168 + (2 + 2a + 3a^2)d1^101d2^168 + (0 + 0a + 4a^2)d1^102d2^168 + (4 + 1a + 1a^2)d1^103d2^168 + (2 + 4a + 3a^2)d1^104d2^168 + (0 + 1a + 0a^2)d1^105d2^168 + (3 + 2a + 2a^2)d1^106d2^168 + (4 + 4a + 4a^2)d1^107d2^168 + (2 + 2a + 1a^2)d1^108d2^168 + (3 + 3a + 0a^2)d1^109d2^168 + (3 + 2a + 1a^2)d1^110d2^168 + (1 + 3a + 1a^2)d1^111d2^168 + (3 + 4a + 0a^2)d1^112d2^168 + (3 + 2a + 4a^2)d1^113d2^168 + (4 + 0a + 1a^2)d1^114d2^168 + (4 + 0a + 3a^2)d1^115d2^168 + (0 + 1a + 2a^2)d1^116d2^168 + (0 + 3a + 2a^2)d1^117d2^168 + (4 + 3a + 2a^2)d1^118d2^168 + (2 + 1a + 1a^2)d1^119d2^168 + (3 + 4a + 4a^2)d1^120d2^168 + (1 + 0a + 3a^2)d1^121d2^168 + (3 + 0a + 1a^2)d1^122d2^168 + (4 + 0a + 3a^2)d1^123d2^168 + (4 + 0a + 2a^2)d1^124d2^168 + (1 + 3a + 0a^2)d1^125d2^168 + (2 + 4a + 0a^2)d1^126d2^168 + (2 + 2a + 4a^2)d1^127d2^168 + (2 + 0a + 4a^2)d1^128d2^168 + (0 + 4a + 0a^2)d1^129d2^168 + (3 + 4a + 4a^2)d1^130d2^168 + (3 + 3a + 3a^2)d1^131d2^168 + (1 + 3a + 4a^2)d1^132d2^168 + (2 + 0a + 3a^2)d1^133d2^168 + (4 + 3a + 3a^2)d1^134d2^168 + (0 + 3a + 4a^2)d1^135d2^168 + (0 + 3a + 1a^2)d1^136d2^168 + (2 + 2a + 3a^2)d1^137d2^168 + (3 + 2a + 1a^2)d1^138d2^168 + (3 + 3a + 1a^2)d1^139d2^168 + (1 + 2a + 4a^2)d1^140d2^168 + (1 + 2a + 0a^2)d1^141d2^168 + (2 + 1a + 0a^2)d1^142d2^168 + (2 + 3a + 4a^2)d1^143d2^168 + (2 + 0a + 1a^2)d1^144d2^168 + (4 + 2a + 0a^2)d1^145d2^168 + (0 + 4a + 0a^2)d1^146d2^168 + (0 + 4a + 2a^2)d1^147d2^168 + (3 + 1a + 1a^2)d1^148d2^168 + (4 + 1a + 4a^2)d1^149d2^168 + (3 + 0a + 4a^2)d1^150d2^168 + (3 + 0a + 4a^2)d1^151d2^168 + (4 + 0a + 3a^2)d1^152d2^168 + (0 + 4a + 1a^2)d1^153d2^168 + (4 + 3a + 0a^2)d1^154d2^168 + (3 + 3a + 1a^2)d1^155d2^168 + (4 + 2a + 2a^2)d1^156d2^168 + (2 + 2a + 2a^2)d1^157d2^168 + (3 + 1a + 2a^2)d1^158d2^168 + (1 + 0a + 4a^2)d1^159d2^168 + (1 + 0a + 1a^2)d1^160d2^168 + (1 + 0a + 4a^2)d1^161d2^168 + (2 + 4a + 1a^2)d1^162d2^168 + (2 + 0a + 0a^2)d1^163d2^168 + (4 + 3a + 4a^2)d1^164d2^168 + (2 + 0a + 3a^2)d1^165d2^168 + (1 + 1a + 1a^2)d1^166d2^168 + (2 + 3a + 3a^2)d1^167d2^168 + (0 + 2a + 4a^2)d1^168d2^168 + (0 + 2a + 1a^2)d1^169d2^168 + (4 + 1a + 1a^2)d1^170d2^168 + (4 + 0a + 0a^2)d1^171d2^168 + (1 + 3a + 1a^2)d1^172d2^168 + (1 + 3a + 1a^2)d1^173d2^168 + (0 + 0a + 3a^2)d1^174d2^168 + (1 + 1a + 2a^2)d1^175d2^168 + (0 + 2a + 2a^2)d1^176d2^168 + (0 + 2a + 1a^2)d1^177d2^168 + (0 + 2a + 3a^2)d1^178d2^168 + (2 + 4a + 0a^2)d1^179d2^168 + (2 + 2a + 4a^2)d1^180d2^168 + (0 + 4a + 1a^2)d1^181d2^168 + (2 + 0a + 0a^2)d1^182d2^168 + (4 + 4a + 4a^2)d1^183d2^168 + (3 + 0a + 4a^2)d1^184d2^168 + (2 + 1a + 2a^2)d1^185d2^168 + (4 + 4a + 0a^2)d1^186d2^168 + (3 + 3a + 0a^2)d1^187d2^168 + (4 + 4a + 3a^2)d1^188d2^168 + (1 + 4a + 3a^2)d1^189d2^168 + (2 + 1a + 0a^2)d1^190d2^168 + (3 + 2a + 2a^2)d1^191d2^168 + (3 + 2a + 3a^2)d1^192d2^168 + (1 + 4a + 0a^2)d1^193d2^168 + (4 + 3a + 3a^2)d1^194d2^168 + (3 + 2a + 0a^2)d1^195d2^168 + (0 + 3a + 2a^2)d1^196d2^168 + (0 + 4a + 0a^2)d1^197d2^168 + (2 + 2a + 4a^2)d1^198d2^168 + (2 + 2a + 1a^2)d1^199d2^168 + (2 + 2a + 2a^2)d1^200d2^168 + (2 + 0a + 1a^2)d1^201d2^168 + (0 + 1a + 1a^2)d1^202d2^168 + (1 + 4a + 4a^2)d1^203d2^168 + (0 + 3a + 4a^2)d1^204d2^168 + (0 + 0a + 1a^2)d1^205d2^168 + (2 + 3a + 0a^2)d1^206d2^168 + (4 + 0a + 1a^2)d1^207d2^168 + (3 + 1a + 1a^2)d1^208d2^168 + (1 + 2a + 0a^2)d1^209d2^168 + (1 + 1a + 0a^2)d1^210d2^168 + (3 + 1a + 3a^2)d1^211d2^168 + (4 + 0a + 4a^2)d1^212d2^168 + (1 + 3a + 4a^2)d1^213d2^168 + (3 + 0a + 3a^2)d1^214d2^168 + (4 + 0a + 4a^2)d1^215d2^168 + (4 + 1a + 1a^2)d1^216d2^168 + (3 + 0a + 3a^2)d1^217d2^168 + (2 + 1a + 1a^2)d1^218d2^168 + (3 + 4a + 3a^2)d1^219d2^168 + (1 + 1a + 0a^2)d1^220d2^168 + (1 + 2a + 3a^2)d1^221d2^168 + (4 + 2a + 2a^2)d1^222d2^168 + (3 + 2a + 0a^2)d1^223d2^168 + (0 + 4a + 4a^2)d1^224d2^168 + (4 + 0a + 1a^2)d1^225d2^168 + (4 + 2a + 1a^2)d1^226d2^168 + (2 + 0a + 3a^2)d1^227d2^168 + (4 + 2a + 0a^2)d1^228d2^168 + (2 + 1a + 4a^2)d1^229d2^168 + (1 + 2a + 4a^2)d1^230d2^168 + (3 + 3a + 1a^2)d1^231d2^168 + (2 + 1a + 1a^2)d1^232d2^168 + (0 + 0a + 3a^2)d1^233d2^168 + (3 + 3a + 0a^2)d1^234d2^168 + (1 + 0a + 0a^2)d1^235d2^168 + (2 + 4a + 4a^2)d1^236d2^168 + (0 + 2a + 0a^2)d1^237d2^168 + (3 + 0a + 2a^2)d1^238d2^168 + (1 + 3a + 3a^2)d1^239d2^168 + (4 + 4a + 2a^2)d1^240d2^168 + (4 + 1a + 0a^2)d1^241d2^168 + (3 + 0a + 0a^2)d1^242d2^168 + (2 + 2a + 4a^2)d1^243d2^168 + (1 + 0a + 0a^2)d1^244d2^168 + (0 + 4a + 2a^2)d1^245d2^168 + (2 + 3a + 3a^2)d1^246d2^168 + (0 + 3a + 3a^2)d1^247d2^168 + (3 + 1a + 1a^2)d1^248d2^168 + (3 + 0a + 2a^2)d1^249d2^168 + (3 + 0a + 4a^2)d1^250d2^168 + (0 + 1a + 2a^2)d1^251d2^168 + (3 + 2a + 0a^2)d1^252d2^168 + (2 + 2a + 1a^2)d1^253d2^168 + (3 + 4a + 2a^2)d1^254d2^168 + (0 + 2a + 3a^2)d1^255d2^168 + (4 + 2a + 0a^2)d1^256d2^168 + (0 + 1a + 0a^2)d1^257d2^168 + (4 + 2a + 3a^2)d1^258d2^168 + (3 + 1a + 4a^2)d1^259d2^168 + (1 + 2a + 0a^2)d1^260d2^168 + (1 + 2a + 0a^2)d1^261d2^168 + (3 + 2a + 3a^2)d1^262d2^168 + (4 + 1a + 4a^2)d1^263d2^168 + (4 + 2a + 3a^2)d1^264d2^168 + (4 + 1a + 4a^2)d1^265d2^168 + (1 + 1a + 0a^2)d1^266d2^168 + (1 + 1a + 1a^2)d1^267d2^168 + (4 + 4a + 1a^2)d1^268d2^168 + (4 + 3a + 2a^2)d1^269d2^168 + (3 + 2a + 1a^2)d1^270d2^168 + (2 + 0a + 1a^2)d1^271d2^168 + (2 + 2a + 4a^2)d1^272d2^168 + (0 + 0a + 2a^2)d1^273d2^168 + (3 + 3a + 4a^2)d1^274d2^168 + (1 + 2a + 3a^2)d1^276d2^168 + (3 + 1a + 2a^2)d1^277d2^168 + (4 + 1a + 2a^2)d1^278d2^168 + (0 + 2a + 1a^2)d1^279d2^168 + (4 + 4a + 4a^2)d1^280d2^168 + (2 + 4a + 4a^2)d1^281d2^168 + (3 + 2a + 4a^2)d1^282d2^168 + (0 + 1a + 0a^2)d1^283d2^168 + (4 + 2a + 4a^2)d1^284d2^168 + (0 + 1a + 3a^2)d1^285d2^168 + (3 + 0a + 2a^2)d1^286d2^168 + (4 + 0a + 2a^2)d1^287d2^168 + (1 + 4a + 4a^2)d1^288d2^168 + (0 + 0a + 1a^2)d1^289d2^168 + (3 + 2a + 4a^2)d1^290d2^168 + (4 + 2a + 2a^2)d1^291d2^168 + (4 + 4a + 3a^2)d1^292d2^168 + (0 + 2a + 2a^2)d1^293d2^168 + (1 + 1a + 0a^2)d2^169 + (4 + 3a + 4a^2)d1^1d2^169 + (4 + 0a + 2a^2)d1^2d2^169 + (3 + 4a + 3a^2)d1^3d2^169 + (0 + 1a + 3a^2)d1^4d2^169 + (2 + 2a + 2a^2)d1^5d2^169 + (4 + 4a + 0a^2)d1^6d2^169 + (2 + 4a + 3a^2)d1^7d2^169 + (1 + 3a + 0a^2)d1^8d2^169 + (2 + 3a + 4a^2)d1^9d2^169 + (3 + 1a + 1a^2)d1^10d2^169 + (3 + 2a + 0a^2)d1^11d2^169 + (3 + 2a + 0a^2)d1^12d2^169 + (4 + 1a + 3a^2)d1^13d2^169 + (2 + 3a + 4a^2)d1^14d2^169 + (1 + 2a + 3a^2)d1^15d2^169 + (4 + 0a + 4a^2)d1^16d2^169 + (0 + 4a + 0a^2)d1^17d2^169 + (2 + 0a + 1a^2)d1^18d2^169 + (4 + 4a + 3a^2)d1^19d2^169 + (1 + 2a + 1a^2)d1^20d2^169 + (2 + 4a + 2a^2)d1^21d2^169 + (1 + 3a + 2a^2)d1^23d2^169 + (3 + 4a + 0a^2)d1^24d2^169 + (2 + 3a + 4a^2)d1^25d2^169 + (3 + 4a + 4a^2)d1^26d2^169 + (0 + 3a + 0a^2)d1^27d2^169 + (3 + 1a + 0a^2)d1^28d2^169 + (3 + 0a + 1a^2)d1^29d2^169 + (2 + 2a + 4a^2)d1^30d2^169 + (4 + 0a + 0a^2)d1^31d2^169 + (4 + 0a + 1a^2)d1^32d2^169 + (2 + 3a + 2a^2)d1^33d2^169 + (0 + 1a + 2a^2)d1^34d2^169 + (4 + 2a + 0a^2)d1^35d2^169 + (4 + 0a + 0a^2)d1^36d2^169 + (2 + 4a + 3a^2)d1^37d2^169 + (1 + 1a + 2a^2)d1^38d2^169 + (3 + 3a + 1a^2)d1^39d2^169 + (4 + 4a + 0a^2)d1^40d2^169 + (4 + 3a + 4a^2)d1^41d2^169 + (1 + 0a + 3a^2)d1^42d2^169 + (3 + 0a + 2a^2)d1^43d2^169 + (1 + 1a + 4a^2)d1^44d2^169 + (1 + 1a + 2a^2)d1^45d2^169 + (3 + 2a + 3a^2)d1^46d2^169 + (3 + 4a + 0a^2)d1^48d2^169 + (2 + 2a + 0a^2)d1^49d2^169 + (1 + 3a + 3a^2)d1^50d2^169 + (1 + 0a + 0a^2)d1^51d2^169 + (0 + 0a + 2a^2)d1^52d2^169 + (1 + 2a + 1a^2)d1^53d2^169 + (3 + 3a + 3a^2)d1^54d2^169 + (2 + 4a + 1a^2)d1^55d2^169 + (3 + 1a + 0a^2)d1^56d2^169 + (0 + 1a + 4a^2)d1^57d2^169 + (1 + 3a + 0a^2)d1^58d2^169 + (1 + 2a + 4a^2)d1^59d2^169 + (2 + 2a + 0a^2)d1^60d2^169 + (3 + 1a + 0a^2)d1^61d2^169 + (3 + 1a + 4a^2)d1^62d2^169 + (4 + 2a + 3a^2)d1^63d2^169 + (4 + 0a + 1a^2)d1^64d2^169 + (3 + 4a + 1a^2)d1^65d2^169 + (1 + 2a + 3a^2)d1^66d2^169 + (3 + 3a + 3a^2)d1^67d2^169 + (0 + 3a + 2a^2)d1^68d2^169 + (3 + 0a + 0a^2)d1^69d2^169 + (2 + 2a + 1a^2)d1^70d2^169 + (1 + 2a + 1a^2)d1^71d2^169 + (3 + 4a + 1a^2)d1^72d2^169 + (1 + 2a + 0a^2)d1^73d2^169 + (3 + 1a + 0a^2)d1^74d2^169 + (3 + 2a + 2a^2)d1^75d2^169 + (3 + 2a + 2a^2)d1^76d2^169 + (0 + 4a + 0a^2)d1^77d2^169 + (1 + 4a + 3a^2)d1^78d2^169 + (2 + 3a + 1a^2)d1^79d2^169 + (4 + 0a + 0a^2)d1^80d2^169 + (0 + 0a + 3a^2)d1^81d2^169 + (4 + 3a + 4a^2)d1^82d2^169 + (1 + 0a + 2a^2)d1^83d2^169 + (2 + 0a + 4a^2)d1^84d2^169 + (4 + 0a + 2a^2)d1^85d2^169 + (1 + 4a + 1a^2)d1^86d2^169 + (4 + 4a + 2a^2)d1^87d2^169 + (2 + 3a + 2a^2)d1^88d2^169 + (4 + 4a + 3a^2)d1^89d2^169 + (3 + 1a + 4a^2)d1^90d2^169 + (0 + 4a + 2a^2)d1^91d2^169 + (3 + 2a + 0a^2)d1^92d2^169 + (0 + 4a + 4a^2)d1^93d2^169 + (4 + 2a + 1a^2)d1^94d2^169 + (4 + 1a + 4a^2)d1^95d2^169 + (3 + 3a + 4a^2)d1^96d2^169 + (2 + 4a + 2a^2)d1^97d2^169 + (4 + 4a + 3a^2)d1^98d2^169 + (1 + 2a + 2a^2)d1^99d2^169 + (3 + 0a + 3a^2)d1^100d2^169 + (3 + 2a + 1a^2)d1^101d2^169 + (4 + 1a + 2a^2)d1^102d2^169 + (2 + 4a + 1a^2)d1^103d2^169 + (2 + 3a + 3a^2)d1^104d2^169 + (1 + 2a + 1a^2)d1^105d2^169 + (1 + 2a + 1a^2)d1^106d2^169 + (0 + 1a + 4a^2)d1^107d2^169 + (4 + 0a + 1a^2)d1^108d2^169 + (3 + 2a + 0a^2)d1^109d2^169 + (1 + 2a + 2a^2)d1^110d2^169 + (2 + 3a + 3a^2)d1^111d2^169 + (4 + 0a + 2a^2)d1^112d2^169 + (3 + 0a + 4a^2)d1^113d2^169 + (1 + 1a + 3a^2)d1^114d2^169 + (4 + 0a + 4a^2)d1^115d2^169 + (0 + 0a + 4a^2)d1^116d2^169 + (0 + 4a + 0a^2)d1^117d2^169 + (2 + 0a + 4a^2)d1^118d2^169 + (1 + 1a + 4a^2)d1^119d2^169 + (1 + 2a + 1a^2)d1^120d2^169 + (3 + 1a + 4a^2)d1^121d2^169 + (3 + 3a + 2a^2)d1^122d2^169 + (4 + 0a + 2a^2)d1^123d2^169 + (2 + 0a + 0a^2)d1^124d2^169 + (4 + 1a + 3a^2)d1^125d2^169 + (3 + 2a + 1a^2)d1^126d2^169 + (3 + 2a + 4a^2)d1^127d2^169 + (3 + 2a + 4a^2)d1^128d2^169 + (0 + 1a + 2a^2)d1^129d2^169 + (0 + 3a + 2a^2)d1^130d2^169 + (3 + 4a + 0a^2)d1^131d2^169 + (4 + 1a + 0a^2)d1^132d2^169 + (0 + 1a + 0a^2)d1^133d2^169 + (1 + 3a + 4a^2)d1^134d2^169 + (3 + 2a + 3a^2)d1^135d2^169 + (4 + 1a + 0a^2)d1^136d2^169 + (4 + 1a + 1a^2)d1^137d2^169 + (0 + 2a + 1a^2)d1^138d2^169 + (0 + 1a + 1a^2)d1^139d2^169 + (1 + 1a + 0a^2)d1^140d2^169 + (4 + 4a + 0a^2)d1^141d2^169 + (3 + 1a + 1a^2)d1^142d2^169 + (3 + 3a + 0a^2)d1^143d2^169 + (1 + 3a + 3a^2)d1^144d2^169 + (3 + 4a + 4a^2)d1^145d2^169 + (2 + 3a + 2a^2)d1^146d2^169 + (3 + 2a + 1a^2)d1^147d2^169 + (2 + 4a + 2a^2)d1^148d2^169 + (1 + 1a + 2a^2)d1^149d2^169 + (1 + 4a + 1a^2)d1^150d2^169 + (1 + 2a + 4a^2)d1^151d2^169 + (3 + 2a + 3a^2)d1^152d2^169 + (2 + 3a + 4a^2)d1^153d2^169 + (2 + 4a + 1a^2)d1^154d2^169 + (4 + 2a + 4a^2)d1^155d2^169 + (2 + 0a + 0a^2)d1^156d2^169 + (2 + 0a + 1a^2)d1^157d2^169 + (4 + 0a + 1a^2)d1^158d2^169 + (4 + 0a + 0a^2)d1^159d2^169 + (4 + 0a + 3a^2)d1^160d2^169 + (4 + 3a + 3a^2)d1^161d2^169 + (3 + 3a + 3a^2)d1^162d2^169 + (1 + 2a + 4a^2)d1^163d2^169 + (2 + 3a + 1a^2)d1^164d2^169 + (3 + 4a + 3a^2)d1^165d2^169 + (4 + 0a + 4a^2)d1^166d2^169 + (4 + 0a + 1a^2)d1^167d2^169 + (3 + 0a + 4a^2)d1^168d2^169 + (4 + 1a + 0a^2)d1^169d2^169 + (2 + 2a + 3a^2)d1^170d2^169 + (3 + 3a + 1a^2)d1^171d2^169 + (1 + 1a + 2a^2)d1^172d2^169 + (0 + 2a + 4a^2)d1^173d2^169 + (1 + 3a + 1a^2)d1^174d2^169 + (3 + 0a + 4a^2)d1^175d2^169 + (2 + 3a + 2a^2)d1^176d2^169 + (2 + 1a + 0a^2)d1^177d2^169 + (2 + 1a + 2a^2)d1^178d2^169 + (2 + 0a + 2a^2)d1^179d2^169 + (3 + 1a + 3a^2)d1^180d2^169 + (1 + 2a + 0a^2)d1^181d2^169 + (0 + 2a + 1a^2)d1^182d2^169 + (3 + 2a + 3a^2)d1^183d2^169 + (0 + 4a + 0a^2)d1^184d2^169 + (2 + 2a + 2a^2)d1^185d2^169 + (0 + 0a + 4a^2)d1^186d2^169 + (2 + 4a + 3a^2)d1^187d2^169 + (2 + 1a + 2a^2)d1^188d2^169 + (3 + 2a + 1a^2)d1^189d2^169 + (4 + 4a + 4a^2)d1^190d2^169 + (0 + 2a + 2a^2)d1^191d2^169 + (2 + 1a + 0a^2)d1^192d2^169 + (4 + 1a + 4a^2)d1^193d2^169 + (2 + 4a + 3a^2)d1^194d2^169 + (1 + 3a + 4a^2)d1^195d2^169 + (2 + 3a + 1a^2)d1^196d2^169 + (4 + 2a + 2a^2)d1^197d2^169 + (3 + 3a + 2a^2)d1^198d2^169 + (0 + 2a + 0a^2)d1^199d2^169 + (3 + 4a + 2a^2)d1^200d2^169 + (4 + 2a + 2a^2)d1^201d2^169 + (2 + 4a + 4a^2)d1^202d2^169 + (4 + 0a + 0a^2)d1^203d2^169 + (1 + 0a + 2a^2)d1^204d2^169 + (3 + 1a + 3a^2)d1^205d2^169 + (0 + 2a + 0a^2)d1^206d2^169 + (4 + 0a + 3a^2)d1^207d2^169 + (2 + 2a + 0a^2)d1^208d2^169 + (0 + 3a + 4a^2)d1^209d2^169 + (0 + 4a + 3a^2)d1^210d2^169 + (3 + 1a + 1a^2)d1^211d2^169 + (0 + 1a + 4a^2)d1^212d2^169 + (3 + 3a + 4a^2)d1^213d2^169 + (0 + 2a + 4a^2)d1^214d2^169 + (0 + 0a + 1a^2)d1^215d2^169 + (3 + 3a + 0a^2)d1^216d2^169 + (4 + 3a + 2a^2)d1^217d2^169 + (4 + 1a + 3a^2)d1^218d2^169 + (0 + 1a + 0a^2)d1^219d2^169 + (2 + 3a + 0a^2)d1^220d2^169 + (1 + 1a + 4a^2)d1^221d2^169 + (3 + 1a + 3a^2)d1^222d2^169 + (1 + 1a + 2a^2)d1^223d2^169 + (2 + 1a + 4a^2)d1^224d2^169 + (2 + 2a + 1a^2)d1^225d2^169 + (2 + 0a + 4a^2)d1^226d2^169 + (1 + 3a + 1a^2)d1^227d2^169 + (2 + 0a + 3a^2)d1^228d2^169 + (3 + 4a + 4a^2)d1^229d2^169 + (1 + 4a + 4a^2)d1^230d2^169 + (2 + 3a + 2a^2)d1^231d2^169 + (4 + 3a + 4a^2)d1^232d2^169 + (1 + 1a + 4a^2)d1^233d2^169 + (0 + 2a + 1a^2)d1^234d2^169 + (1 + 1a + 3a^2)d1^235d2^169 + (4 + 2a + 0a^2)d1^236d2^169 + (2 + 1a + 4a^2)d1^237d2^169 + (3 + 3a + 2a^2)d1^238d2^169 + (3 + 1a + 3a^2)d1^239d2^169 + (3 + 3a + 2a^2)d1^240d2^169 + (1 + 4a + 2a^2)d1^241d2^169 + (2 + 4a + 0a^2)d1^242d2^169 + (2 + 4a + 3a^2)d1^243d2^169 + (1 + 1a + 0a^2)d1^244d2^169 + (0 + 4a + 4a^2)d1^245d2^169 + (2 + 3a + 1a^2)d1^246d2^169 + (0 + 3a + 2a^2)d1^247d2^169 + (1 + 3a + 3a^2)d1^248d2^169 + (1 + 3a + 3a^2)d1^249d2^169 + (4 + 1a + 1a^2)d1^250d2^169 + (4 + 3a + 3a^2)d1^251d2^169 + (2 + 1a + 1a^2)d1^252d2^169 + (0 + 4a + 3a^2)d1^253d2^169 + (1 + 4a + 3a^2)d1^254d2^169 + (2 + 3a + 0a^2)d1^255d2^169 + (1 + 2a + 2a^2)d1^256d2^169 + (0 + 3a + 2a^2)d1^257d2^169 + (4 + 4a + 3a^2)d1^258d2^169 + (2 + 4a + 4a^2)d1^259d2^169 + (4 + 2a + 4a^2)d1^260d2^169 + (0 + 2a + 1a^2)d1^261d2^169 + (1 + 2a + 4a^2)d1^262d2^169 + (4 + 2a + 3a^2)d1^263d2^169 + (0 + 4a + 4a^2)d1^264d2^169 + (4 + 2a + 4a^2)d1^265d2^169 + (1 + 3a + 4a^2)d1^266d2^169 + (0 + 4a + 0a^2)d1^267d2^169 + (1 + 2a + 1a^2)d1^268d2^169 + (0 + 3a + 3a^2)d1^269d2^169 + (4 + 0a + 1a^2)d1^270d2^169 + (1 + 1a + 0a^2)d1^271d2^169 + (0 + 3a + 3a^2)d1^272d2^169 + (4 + 1a + 0a^2)d1^273d2^169 + (2 + 3a + 1a^2)d1^274d2^169 + (0 + 1a + 2a^2)d1^275d2^169 + (2 + 3a + 4a^2)d1^276d2^169 + (1 + 1a + 4a^2)d1^277d2^169 + (3 + 0a + 4a^2)d1^278d2^169 + (0 + 4a + 3a^2)d1^279d2^169 + (2 + 0a + 0a^2)d1^280d2^169 + (4 + 3a + 3a^2)d1^281d2^169 + (3 + 1a + 1a^2)d1^282d2^169 + (0 + 4a + 4a^2)d1^283d2^169 + (2 + 4a + 3a^2)d1^284d2^169 + (2 + 3a + 0a^2)d1^285d2^169 + (1 + 2a + 2a^2)d1^286d2^169 + (0 + 4a + 1a^2)d1^287d2^169 + (1 + 2a + 3a^2)d1^288d2^169 + (0 + 1a + 0a^2)d1^289d2^169 + (1 + 1a + 4a^2)d1^290d2^169 + (2 + 4a + 1a^2)d1^291d2^169 + (1 + 4a + 3a^2)d1^292d2^169 + (2 + 0a + 4a^2)d1^293d2^169 + (3 + 1a + 2a^2)d2^170 + (4 + 4a + 0a^2)d1^1d2^170 + (3 + 3a + 1a^2)d1^2d2^170 + (4 + 3a + 4a^2)d1^3d2^170 + (1 + 4a + 2a^2)d1^4d2^170 + (0 + 0a + 2a^2)d1^5d2^170 + (0 + 1a + 4a^2)d1^6d2^170 + (1 + 0a + 3a^2)d1^7d2^170 + (1 + 4a + 0a^2)d1^8d2^170 + (2 + 1a + 0a^2)d1^9d2^170 + (1 + 3a + 3a^2)d1^10d2^170 + (4 + 1a + 0a^2)d1^11d2^170 + (0 + 4a + 2a^2)d1^12d2^170 + (4 + 2a + 2a^2)d1^13d2^170 + (0 + 0a + 1a^2)d1^14d2^170 + (4 + 0a + 4a^2)d1^15d2^170 + (1 + 3a + 2a^2)d1^16d2^170 + (0 + 4a + 4a^2)d1^17d2^170 + (4 + 2a + 4a^2)d1^18d2^170 + (0 + 1a + 2a^2)d1^19d2^170 + (4 + 1a + 2a^2)d1^20d2^170 + (3 + 3a + 2a^2)d1^21d2^170 + (2 + 1a + 0a^2)d1^22d2^170 + (4 + 2a + 4a^2)d1^23d2^170 + (3 + 4a + 4a^2)d1^24d2^170 + (4 + 3a + 1a^2)d1^25d2^170 + (4 + 3a + 3a^2)d1^26d2^170 + (4 + 4a + 2a^2)d1^27d2^170 + (2 + 0a + 2a^2)d1^28d2^170 + (4 + 1a + 2a^2)d1^29d2^170 + (4 + 2a + 4a^2)d1^30d2^170 + (4 + 3a + 4a^2)d1^31d2^170 + (3 + 0a + 2a^2)d1^32d2^170 + (3 + 3a + 0a^2)d1^33d2^170 + (4 + 0a + 1a^2)d1^34d2^170 + (1 + 3a + 4a^2)d1^35d2^170 + (2 + 4a + 1a^2)d1^36d2^170 + (0 + 4a + 4a^2)d1^37d2^170 + (4 + 0a + 1a^2)d1^38d2^170 + (2 + 2a + 2a^2)d1^39d2^170 + (4 + 4a + 1a^2)d1^40d2^170 + (3 + 0a + 2a^2)d1^41d2^170 + (1 + 0a + 3a^2)d1^42d2^170 + (0 + 4a + 4a^2)d1^43d2^170 + (1 + 3a + 3a^2)d1^44d2^170 + (0 + 1a + 4a^2)d1^45d2^170 + (1 + 0a + 4a^2)d1^46d2^170 + (1 + 2a + 4a^2)d1^47d2^170 + (2 + 3a + 1a^2)d1^48d2^170 + (0 + 0a + 2a^2)d1^49d2^170 + (3 + 2a + 0a^2)d1^50d2^170 + (3 + 0a + 2a^2)d1^51d2^170 + (2 + 3a + 0a^2)d1^52d2^170 + (1 + 2a + 2a^2)d1^53d2^170 + (3 + 4a + 4a^2)d1^54d2^170 + (3 + 3a + 2a^2)d1^55d2^170 + (2 + 2a + 4a^2)d1^56d2^170 + (1 + 0a + 4a^2)d1^57d2^170 + (3 + 1a + 2a^2)d1^58d2^170 + (3 + 2a + 0a^2)d1^59d2^170 + (2 + 1a + 2a^2)d1^60d2^170 + (3 + 4a + 2a^2)d1^61d2^170 + (3 + 0a + 3a^2)d1^62d2^170 + (4 + 3a + 2a^2)d1^63d2^170 + (4 + 0a + 1a^2)d1^64d2^170 + (2 + 2a + 1a^2)d1^65d2^170 + (3 + 0a + 0a^2)d1^66d2^170 + (1 + 4a + 3a^2)d1^67d2^170 + (0 + 3a + 3a^2)d1^68d2^170 + (1 + 0a + 2a^2)d1^69d2^170 + (1 + 0a + 2a^2)d1^70d2^170 + (0 + 4a + 3a^2)d1^71d2^170 + (0 + 2a + 2a^2)d1^72d2^170 + (4 + 2a + 4a^2)d1^73d2^170 + (2 + 4a + 3a^2)d1^74d2^170 + (1 + 0a + 0a^2)d1^75d2^170 + (4 + 2a + 4a^2)d1^76d2^170 + (4 + 0a + 2a^2)d1^77d2^170 + (4 + 4a + 3a^2)d1^78d2^170 + (4 + 1a + 4a^2)d1^79d2^170 + (4 + 3a + 4a^2)d1^80d2^170 + (4 + 3a + 0a^2)d1^81d2^170 + (1 + 4a + 2a^2)d1^82d2^170 + (0 + 4a + 0a^2)d1^83d2^170 + (4 + 2a + 1a^2)d1^84d2^170 + (3 + 1a + 0a^2)d1^85d2^170 + (0 + 1a + 4a^2)d1^86d2^170 + (3 + 0a + 2a^2)d1^87d2^170 + (2 + 3a + 4a^2)d1^88d2^170 + (1 + 2a + 0a^2)d1^89d2^170 + (2 + 0a + 3a^2)d1^90d2^170 + (0 + 0a + 3a^2)d1^91d2^170 + (0 + 1a + 2a^2)d1^92d2^170 + (1 + 4a + 4a^2)d1^93d2^170 + (1 + 4a + 4a^2)d1^94d2^170 + (3 + 3a + 0a^2)d1^95d2^170 + (2 + 4a + 1a^2)d1^96d2^170 + (3 + 0a + 3a^2)d1^97d2^170 + (4 + 0a + 3a^2)d1^98d2^170 + (0 + 4a + 2a^2)d1^99d2^170 + (2 + 0a + 4a^2)d1^100d2^170 + (3 + 2a + 1a^2)d1^101d2^170 + (3 + 1a + 2a^2)d1^102d2^170 + (1 + 3a + 2a^2)d1^103d2^170 + (0 + 4a + 4a^2)d1^104d2^170 + (3 + 1a + 0a^2)d1^105d2^170 + (1 + 1a + 3a^2)d1^106d2^170 + (1 + 3a + 4a^2)d1^107d2^170 + (1 + 4a + 2a^2)d1^108d2^170 + (3 + 1a + 1a^2)d1^109d2^170 + (3 + 4a + 4a^2)d1^110d2^170 + (3 + 0a + 4a^2)d1^111d2^170 + (0 + 1a + 3a^2)d1^112d2^170 + (0 + 1a + 1a^2)d1^113d2^170 + (2 + 2a + 2a^2)d1^114d2^170 + (2 + 0a + 1a^2)d1^115d2^170 + (1 + 4a + 4a^2)d1^116d2^170 + (0 + 2a + 0a^2)d1^117d2^170 + (0 + 2a + 3a^2)d1^118d2^170 + (3 + 4a + 3a^2)d1^119d2^170 + (2 + 4a + 3a^2)d1^120d2^170 + (4 + 0a + 2a^2)d1^121d2^170 + (1 + 3a + 1a^2)d1^122d2^170 + (0 + 2a + 1a^2)d1^123d2^170 + (3 + 3a + 1a^2)d1^124d2^170 + (4 + 1a + 4a^2)d1^125d2^170 + (0 + 3a + 4a^2)d1^126d2^170 + (0 + 4a + 2a^2)d1^127d2^170 + (3 + 1a + 0a^2)d1^128d2^170 + (2 + 1a + 3a^2)d1^129d2^170 + (1 + 0a + 3a^2)d1^130d2^170 + (3 + 4a + 2a^2)d1^131d2^170 + (4 + 1a + 2a^2)d1^132d2^170 + (4 + 0a + 3a^2)d1^133d2^170 + (4 + 0a + 2a^2)d1^134d2^170 + (4 + 4a + 3a^2)d1^135d2^170 + (2 + 0a + 3a^2)d1^136d2^170 + (4 + 0a + 2a^2)d1^137d2^170 + (1 + 1a + 3a^2)d1^138d2^170 + (1 + 2a + 0a^2)d1^139d2^170 + (1 + 2a + 2a^2)d1^140d2^170 + (0 + 2a + 4a^2)d1^141d2^170 + (1 + 2a + 0a^2)d1^142d2^170 + (2 + 4a + 0a^2)d1^143d2^170 + (1 + 3a + 1a^2)d1^144d2^170 + (4 + 4a + 3a^2)d1^145d2^170 + (0 + 0a + 3a^2)d1^146d2^170 + (4 + 4a + 4a^2)d1^147d2^170 + (3 + 2a + 2a^2)d1^148d2^170 + (3 + 2a + 0a^2)d1^149d2^170 + (3 + 4a + 3a^2)d1^150d2^170 + (0 + 2a + 2a^2)d1^151d2^170 + (3 + 4a + 2a^2)d1^152d2^170 + (0 + 2a + 2a^2)d1^153d2^170 + (2 + 3a + 0a^2)d1^154d2^170 + (0 + 1a + 4a^2)d1^155d2^170 + (1 + 4a + 3a^2)d1^156d2^170 + (4 + 4a + 1a^2)d1^157d2^170 + (3 + 2a + 0a^2)d1^158d2^170 + (1 + 1a + 0a^2)d1^159d2^170 + (4 + 0a + 0a^2)d1^160d2^170 + (1 + 0a + 3a^2)d1^161d2^170 + (0 + 1a + 0a^2)d1^162d2^170 + (4 + 3a + 3a^2)d1^163d2^170 + (3 + 0a + 4a^2)d1^164d2^170 + (4 + 2a + 4a^2)d1^165d2^170 + (3 + 2a + 2a^2)d1^166d2^170 + (1 + 0a + 1a^2)d1^167d2^170 + (1 + 0a + 4a^2)d1^168d2^170 + (4 + 0a + 4a^2)d1^169d2^170 + (4 + 2a + 2a^2)d1^170d2^170 + (1 + 3a + 1a^2)d1^171d2^170 + (3 + 2a + 1a^2)d1^172d2^170 + (1 + 2a + 4a^2)d1^173d2^170 + (0 + 2a + 0a^2)d1^174d2^170 + (4 + 3a + 2a^2)d1^175d2^170 + (1 + 0a + 0a^2)d1^176d2^170 + (0 + 4a + 0a^2)d1^177d2^170 + (0 + 2a + 3a^2)d1^178d2^170 + (1 + 4a + 3a^2)d1^179d2^170 + (1 + 2a + 1a^2)d1^180d2^170 + (3 + 4a + 3a^2)d1^181d2^170 + (3 + 1a + 2a^2)d1^182d2^170 + (3 + 3a + 2a^2)d1^183d2^170 + (3 + 3a + 0a^2)d1^184d2^170 + (3 + 0a + 0a^2)d1^185d2^170 + (0 + 3a + 2a^2)d1^186d2^170 + (3 + 1a + 0a^2)d1^187d2^170 + (0 + 1a + 4a^2)d1^188d2^170 + (3 + 4a + 4a^2)d1^189d2^170 + (1 + 1a + 0a^2)d1^190d2^170 + (3 + 3a + 3a^2)d1^191d2^170 + (3 + 2a + 3a^2)d1^192d2^170 + (2 + 1a + 2a^2)d1^193d2^170 + (3 + 3a + 4a^2)d1^194d2^170 + (1 + 2a + 0a^2)d1^195d2^170 + (0 + 1a + 1a^2)d1^196d2^170 + (2 + 2a + 2a^2)d1^197d2^170 + (1 + 4a + 1a^2)d1^198d2^170 + (0 + 1a + 2a^2)d1^199d2^170 + (0 + 3a + 3a^2)d1^200d2^170 + (2 + 2a + 0a^2)d1^201d2^170 + (0 + 0a + 1a^2)d1^202d2^170 + (1 + 3a + 1a^2)d1^203d2^170 + (3 + 4a + 0a^2)d1^204d2^170 + (3 + 2a + 4a^2)d1^205d2^170 + (0 + 1a + 1a^2)d1^206d2^170 + (0 + 2a + 0a^2)d1^207d2^170 + (1 + 3a + 3a^2)d1^208d2^170 + (0 + 4a + 0a^2)d1^209d2^170 + (2 + 4a + 0a^2)d1^210d2^170 + (0 + 0a + 1a^2)d1^211d2^170 + (1 + 4a + 1a^2)d1^212d2^170 + (0 + 0a + 4a^2)d1^213d2^170 + (1 + 1a + 3a^2)d1^214d2^170 + (0 + 0a + 3a^2)d1^215d2^170 + (4 + 1a + 1a^2)d1^216d2^170 + (0 + 3a + 2a^2)d1^217d2^170 + (2 + 3a + 1a^2)d1^218d2^170 + (1 + 4a + 2a^2)d1^219d2^170 + (3 + 4a + 2a^2)d1^220d2^170 + (1 + 3a + 4a^2)d1^221d2^170 + (0 + 1a + 0a^2)d1^222d2^170 + (1 + 1a + 4a^2)d1^223d2^170 + (4 + 4a + 4a^2)d1^224d2^170 + (2 + 4a + 3a^2)d1^225d2^170 + (4 + 2a + 3a^2)d1^226d2^170 + (3 + 4a + 1a^2)d1^227d2^170 + (1 + 4a + 4a^2)d1^228d2^170 + (0 + 3a + 4a^2)d1^229d2^170 + (4 + 0a + 0a^2)d1^230d2^170 + (1 + 1a + 3a^2)d1^231d2^170 + (3 + 2a + 0a^2)d1^232d2^170 + (1 + 2a + 0a^2)d1^233d2^170 + (0 + 0a + 4a^2)d1^234d2^170 + (4 + 2a + 0a^2)d1^235d2^170 + (3 + 4a + 2a^2)d1^236d2^170 + (0 + 3a + 4a^2)d1^237d2^170 + (0 + 4a + 4a^2)d1^238d2^170 + (2 + 2a + 3a^2)d1^239d2^170 + (1 + 0a + 3a^2)d1^240d2^170 + (1 + 3a + 1a^2)d1^241d2^170 + (3 + 2a + 0a^2)d1^242d2^170 + (3 + 0a + 1a^2)d1^243d2^170 + (0 + 2a + 0a^2)d1^244d2^170 + (0 + 2a + 0a^2)d1^245d2^170 + (0 + 3a + 2a^2)d1^246d2^170 + (4 + 2a + 0a^2)d1^247d2^170 + (0 + 4a + 2a^2)d1^248d2^170 + (1 + 3a + 4a^2)d1^249d2^170 + (1 + 4a + 1a^2)d1^250d2^170 + (2 + 3a + 3a^2)d1^252d2^170 + (2 + 1a + 2a^2)d1^253d2^170 + (0 + 0a + 4a^2)d1^254d2^170 + (1 + 4a + 0a^2)d1^255d2^170 + (1 + 1a + 0a^2)d1^256d2^170 + (1 + 4a + 2a^2)d1^257d2^170 + (4 + 3a + 0a^2)d1^258d2^170 + (0 + 4a + 2a^2)d1^259d2^170 + (2 + 2a + 4a^2)d1^260d2^170 + (4 + 2a + 0a^2)d1^261d2^170 + (4 + 4a + 2a^2)d1^262d2^170 + (4 + 4a + 2a^2)d1^263d2^170 + (4 + 2a + 3a^2)d1^264d2^170 + (3 + 0a + 0a^2)d1^265d2^170 + (1 + 2a + 0a^2)d1^266d2^170 + (0 + 1a + 4a^2)d1^267d2^170 + (2 + 4a + 0a^2)d1^268d2^170 + (2 + 0a + 1a^2)d1^269d2^170 + (4 + 2a + 4a^2)d1^270d2^170 + (4 + 4a + 1a^2)d1^271d2^170 + (4 + 0a + 3a^2)d1^272d2^170 + (4 + 0a + 2a^2)d1^273d2^170 + (3 + 1a + 2a^2)d1^274d2^170 + (2 + 0a + 2a^2)d1^275d2^170 + (2 + 4a + 2a^2)d1^276d2^170 + (4 + 4a + 2a^2)d1^277d2^170 + (3 + 0a + 0a^2)d1^278d2^170 + (4 + 3a + 4a^2)d1^279d2^170 + (0 + 1a + 4a^2)d1^280d2^170 + (0 + 0a + 4a^2)d1^281d2^170 + (4 + 1a + 2a^2)d1^282d2^170 + (0 + 3a + 0a^2)d1^283d2^170 + (0 + 4a + 0a^2)d1^284d2^170 + (0 + 3a + 3a^2)d1^285d2^170 + (1 + 0a + 4a^2)d1^286d2^170 + (1 + 1a + 4a^2)d1^287d2^170 + (4 + 3a + 2a^2)d1^288d2^170 + (2 + 2a + 2a^2)d1^289d2^170 + (4 + 0a + 2a^2)d1^290d2^170 + (2 + 1a + 2a^2)d1^291d2^170 + (4 + 0a + 4a^2)d1^292d2^170 + (3 + 2a + 1a^2)d1^293d2^170 + (1 + 2a + 0a^2)d2^171 + (1 + 3a + 1a^2)d1^1d2^171 + (2 + 4a + 4a^2)d1^2d2^171 + (1 + 3a + 1a^2)d1^3d2^171 + (2 + 3a + 0a^2)d1^4d2^171 + (4 + 4a + 1a^2)d1^5d2^171 + (0 + 3a + 1a^2)d1^6d2^171 + (2 + 3a + 4a^2)d1^7d2^171 + (1 + 2a + 4a^2)d1^8d2^171 + (4 + 2a + 0a^2)d1^9d2^171 + (1 + 3a + 4a^2)d1^10d2^171 + (4 + 4a + 1a^2)d1^11d2^171 + (0 + 0a + 4a^2)d1^12d2^171 + (3 + 2a + 0a^2)d1^13d2^171 + (0 + 3a + 4a^2)d1^14d2^171 + (3 + 0a + 3a^2)d1^15d2^171 + (0 + 1a + 4a^2)d1^17d2^171 + (4 + 3a + 1a^2)d1^18d2^171 + (4 + 1a + 0a^2)d1^19d2^171 + (3 + 2a + 4a^2)d1^20d2^171 + (4 + 0a + 3a^2)d1^21d2^171 + (3 + 0a + 3a^2)d1^22d2^171 + (0 + 1a + 2a^2)d1^23d2^171 + (1 + 2a + 3a^2)d1^24d2^171 + (3 + 0a + 4a^2)d1^26d2^171 + (0 + 4a + 2a^2)d1^27d2^171 + (2 + 1a + 2a^2)d1^28d2^171 + (2 + 2a + 4a^2)d1^29d2^171 + (0 + 2a + 3a^2)d1^30d2^171 + (3 + 4a + 2a^2)d1^31d2^171 + (0 + 0a + 4a^2)d1^32d2^171 + (1 + 4a + 4a^2)d1^33d2^171 + (0 + 3a + 2a^2)d1^34d2^171 + (0 + 0a + 3a^2)d1^35d2^171 + (1 + 3a + 4a^2)d1^36d2^171 + (3 + 3a + 4a^2)d1^37d2^171 + (0 + 4a + 2a^2)d1^38d2^171 + (2 + 4a + 1a^2)d1^39d2^171 + (3 + 2a + 3a^2)d1^40d2^171 + (0 + 2a + 3a^2)d1^41d2^171 + (4 + 2a + 3a^2)d1^42d2^171 + (3 + 4a + 3a^2)d1^43d2^171 + (0 + 1a + 2a^2)d1^44d2^171 + (2 + 0a + 1a^2)d1^45d2^171 + (1 + 2a + 2a^2)d1^46d2^171 + (3 + 1a + 2a^2)d1^47d2^171 + (1 + 4a + 4a^2)d1^48d2^171 + (2 + 2a + 3a^2)d1^49d2^171 + (1 + 0a + 3a^2)d1^50d2^171 + (3 + 1a + 3a^2)d1^51d2^171 + (2 + 1a + 1a^2)d1^52d2^171 + (4 + 4a + 0a^2)d1^53d2^171 + (3 + 2a + 3a^2)d1^54d2^171 + (3 + 1a + 0a^2)d1^55d2^171 + (2 + 1a + 2a^2)d1^56d2^171 + (0 + 4a + 3a^2)d1^57d2^171 + (0 + 3a + 1a^2)d1^58d2^171 + (0 + 0a + 1a^2)d1^59d2^171 + (3 + 0a + 4a^2)d1^60d2^171 + (4 + 1a + 1a^2)d1^61d2^171 + (0 + 3a + 0a^2)d1^62d2^171 + (4 + 1a + 3a^2)d1^63d2^171 + (3 + 4a + 2a^2)d1^64d2^171 + (4 + 2a + 3a^2)d1^65d2^171 + (1 + 1a + 0a^2)d1^66d2^171 + (1 + 4a + 2a^2)d1^67d2^171 + (4 + 2a + 4a^2)d1^68d2^171 + (3 + 0a + 1a^2)d1^69d2^171 + (2 + 3a + 3a^2)d1^70d2^171 + (0 + 4a + 2a^2)d1^71d2^171 + (0 + 4a + 3a^2)d1^72d2^171 + (0 + 1a + 4a^2)d1^73d2^171 + (0 + 0a + 2a^2)d1^74d2^171 + (4 + 1a + 3a^2)d1^75d2^171 + (1 + 3a + 3a^2)d1^76d2^171 + (1 + 2a + 3a^2)d1^77d2^171 + (1 + 4a + 2a^2)d1^78d2^171 + (2 + 1a + 1a^2)d1^79d2^171 + (1 + 3a + 3a^2)d1^80d2^171 + (0 + 4a + 1a^2)d1^81d2^171 + (1 + 3a + 1a^2)d1^82d2^171 + (0 + 3a + 0a^2)d1^83d2^171 + (3 + 2a + 1a^2)d1^84d2^171 + (0 + 2a + 2a^2)d1^85d2^171 + (1 + 2a + 0a^2)d1^86d2^171 + (0 + 4a + 3a^2)d1^87d2^171 + (1 + 0a + 0a^2)d1^88d2^171 + (4 + 4a + 3a^2)d1^89d2^171 + (0 + 4a + 4a^2)d1^90d2^171 + (3 + 1a + 1a^2)d1^91d2^171 + (1 + 3a + 4a^2)d1^92d2^171 + (3 + 0a + 0a^2)d1^93d2^171 + (0 + 0a + 3a^2)d1^94d2^171 + (0 + 0a + 2a^2)d1^95d2^171 + (2 + 2a + 0a^2)d1^96d2^171 + (4 + 1a + 1a^2)d1^97d2^171 + (2 + 2a + 4a^2)d1^98d2^171 + (1 + 1a + 3a^2)d1^99d2^171 + (1 + 0a + 1a^2)d1^100d2^171 + (2 + 2a + 3a^2)d1^101d2^171 + (1 + 1a + 0a^2)d1^102d2^171 + (1 + 0a + 4a^2)d1^103d2^171 + (3 + 2a + 1a^2)d1^104d2^171 + (4 + 1a + 0a^2)d1^105d2^171 + (2 + 2a + 2a^2)d1^106d2^171 + (2 + 3a + 2a^2)d1^107d2^171 + (4 + 0a + 4a^2)d1^108d2^171 + (0 + 2a + 4a^2)d1^109d2^171 + (4 + 0a + 0a^2)d1^110d2^171 + (0 + 0a + 3a^2)d1^111d2^171 + (0 + 1a + 2a^2)d1^112d2^171 + (1 + 4a + 2a^2)d1^113d2^171 + (4 + 2a + 1a^2)d1^114d2^171 + (4 + 3a + 0a^2)d1^115d2^171 + (4 + 1a + 3a^2)d1^116d2^171 + (3 + 3a + 3a^2)d1^117d2^171 + (1 + 3a + 0a^2)d1^118d2^171 + (2 + 1a + 0a^2)d1^119d2^171 + (1 + 4a + 4a^2)d1^120d2^171 + (4 + 2a + 4a^2)d1^121d2^171 + (0 + 3a + 4a^2)d1^122d2^171 + (3 + 3a + 2a^2)d1^123d2^171 + (4 + 2a + 2a^2)d1^124d2^171 + (1 + 4a + 2a^2)d1^125d2^171 + (4 + 0a + 1a^2)d1^126d2^171 + (0 + 1a + 1a^2)d1^127d2^171 + (2 + 2a + 4a^2)d1^128d2^171 + (2 + 1a + 4a^2)d1^129d2^171 + (1 + 3a + 3a^2)d1^130d2^171 + (3 + 1a + 3a^2)d1^131d2^171 + (3 + 2a + 3a^2)d1^132d2^171 + (3 + 1a + 0a^2)d1^133d2^171 + (0 + 4a + 4a^2)d1^134d2^171 + (2 + 1a + 3a^2)d1^135d2^171 + (3 + 3a + 0a^2)d1^136d2^171 + (0 + 4a + 0a^2)d1^137d2^171 + (1 + 2a + 0a^2)d1^138d2^171 + (4 + 2a + 4a^2)d1^139d2^171 + (0 + 4a + 1a^2)d1^140d2^171 + (1 + 2a + 2a^2)d1^141d2^171 + (3 + 3a + 4a^2)d1^142d2^171 + (4 + 4a + 0a^2)d1^143d2^171 + (4 + 3a + 1a^2)d1^144d2^171 + (1 + 4a + 0a^2)d1^145d2^171 + (3 + 4a + 4a^2)d1^146d2^171 + (0 + 2a + 0a^2)d1^147d2^171 + (1 + 4a + 1a^2)d1^148d2^171 + (0 + 3a + 4a^2)d1^149d2^171 + (1 + 4a + 1a^2)d1^150d2^171 + (3 + 0a + 1a^2)d1^151d2^171 + (2 + 0a + 4a^2)d1^152d2^171 + (1 + 2a + 2a^2)d1^153d2^171 + (4 + 0a + 4a^2)d1^154d2^171 + (4 + 3a + 0a^2)d1^155d2^171 + (3 + 4a + 2a^2)d1^156d2^171 + (0 + 4a + 2a^2)d1^157d2^171 + (0 + 0a + 1a^2)d1^158d2^171 + (2 + 1a + 2a^2)d1^159d2^171 + (1 + 2a + 3a^2)d1^160d2^171 + (1 + 3a + 1a^2)d1^161d2^171 + (4 + 0a + 3a^2)d1^162d2^171 + (4 + 0a + 0a^2)d1^163d2^171 + (1 + 3a + 1a^2)d1^164d2^171 + (2 + 2a + 4a^2)d1^165d2^171 + (2 + 4a + 3a^2)d1^166d2^171 + (3 + 1a + 3a^2)d1^167d2^171 + (3 + 2a + 1a^2)d1^168d2^171 + (3 + 1a + 0a^2)d1^169d2^171 + (1 + 2a + 4a^2)d1^170d2^171 + (4 + 1a + 3a^2)d1^171d2^171 + (4 + 4a + 3a^2)d1^172d2^171 + (2 + 3a + 0a^2)d1^173d2^171 + (2 + 0a + 0a^2)d1^174d2^171 + (3 + 3a + 0a^2)d1^175d2^171 + (2 + 2a + 1a^2)d1^176d2^171 + (1 + 3a + 2a^2)d1^177d2^171 + (1 + 3a + 2a^2)d1^178d2^171 + (1 + 3a + 2a^2)d1^179d2^171 + (1 + 0a + 1a^2)d1^180d2^171 + (2 + 1a + 4a^2)d1^181d2^171 + (1 + 2a + 0a^2)d1^182d2^171 + (4 + 1a + 1a^2)d1^183d2^171 + (4 + 3a + 2a^2)d1^184d2^171 + (3 + 3a + 2a^2)d1^185d2^171 + (2 + 4a + 4a^2)d1^186d2^171 + (4 + 0a + 2a^2)d1^187d2^171 + (3 + 4a + 4a^2)d1^188d2^171 + (0 + 1a + 3a^2)d1^189d2^171 + (1 + 2a + 0a^2)d1^190d2^171 + (0 + 4a + 0a^2)d1^191d2^171 + (2 + 0a + 2a^2)d1^192d2^171 + (2 + 2a + 1a^2)d1^193d2^171 + (1 + 4a + 4a^2)d1^194d2^171 + (0 + 2a + 0a^2)d1^195d2^171 + (4 + 4a + 3a^2)d1^196d2^171 + (2 + 4a + 1a^2)d1^197d2^171 + (3 + 4a + 3a^2)d1^198d2^171 + (3 + 2a + 0a^2)d1^199d2^171 + (0 + 4a + 3a^2)d1^200d2^171 + (2 + 3a + 1a^2)d1^201d2^171 + (1 + 1a + 1a^2)d1^202d2^171 + (1 + 0a + 2a^2)d1^203d2^171 + (0 + 0a + 3a^2)d1^204d2^171 + (1 + 3a + 4a^2)d1^205d2^171 + (3 + 4a + 1a^2)d1^206d2^171 + (0 + 4a + 4a^2)d1^207d2^171 + (0 + 2a + 3a^2)d1^208d2^171 + (1 + 1a + 3a^2)d1^209d2^171 + (2 + 3a + 3a^2)d1^210d2^171 + (1 + 2a + 4a^2)d1^211d2^171 + (3 + 3a + 3a^2)d1^212d2^171 + (4 + 0a + 2a^2)d1^213d2^171 + (2 + 2a + 0a^2)d1^214d2^171 + (1 + 3a + 0a^2)d1^215d2^171 + (2 + 4a + 1a^2)d1^216d2^171 + (4 + 1a + 2a^2)d1^217d2^171 + (2 + 1a + 4a^2)d1^218d2^171 + (2 + 0a + 2a^2)d1^219d2^171 + (3 + 3a + 0a^2)d1^220d2^171 + (2 + 0a + 1a^2)d1^221d2^171 + (2 + 3a + 3a^2)d1^222d2^171 + (2 + 1a + 2a^2)d1^223d2^171 + (1 + 0a + 2a^2)d1^224d2^171 + (0 + 4a + 2a^2)d1^225d2^171 + (3 + 1a + 2a^2)d1^226d2^171 + (2 + 0a + 2a^2)d1^227d2^171 + (2 + 4a + 4a^2)d1^228d2^171 + (0 + 2a + 4a^2)d1^229d2^171 + (0 + 4a + 4a^2)d1^230d2^171 + (0 + 4a + 4a^2)d1^231d2^171 + (0 + 4a + 1a^2)d1^232d2^171 + (0 + 1a + 4a^2)d1^233d2^171 + (2 + 2a + 3a^2)d1^234d2^171 + (2 + 2a + 4a^2)d1^235d2^171 + (3 + 0a + 1a^2)d1^236d2^171 + (4 + 2a + 4a^2)d1^237d2^171 + (2 + 1a + 1a^2)d1^238d2^171 + (1 + 2a + 0a^2)d1^239d2^171 + (4 + 1a + 4a^2)d1^240d2^171 + (3 + 0a + 1a^2)d1^241d2^171 + (3 + 1a + 2a^2)d1^242d2^171 + (2 + 2a + 0a^2)d1^243d2^171 + (0 + 2a + 4a^2)d1^244d2^171 + (3 + 4a + 3a^2)d1^245d2^171 + (3 + 0a + 3a^2)d1^246d2^171 + (1 + 2a + 3a^2)d1^247d2^171 + (3 + 4a + 1a^2)d1^248d2^171 + (4 + 0a + 0a^2)d1^249d2^171 + (3 + 1a + 4a^2)d1^250d2^171 + (2 + 4a + 2a^2)d1^251d2^171 + (4 + 1a + 4a^2)d1^252d2^171 + (4 + 1a + 2a^2)d1^253d2^171 + (0 + 4a + 1a^2)d1^254d2^171 + (3 + 3a + 0a^2)d1^255d2^171 + (4 + 2a + 1a^2)d1^256d2^171 + (4 + 4a + 3a^2)d1^257d2^171 + (3 + 1a + 1a^2)d1^258d2^171 + (3 + 3a + 0a^2)d1^259d2^171 + (1 + 4a + 1a^2)d1^260d2^171 + (4 + 1a + 1a^2)d1^261d2^171 + (3 + 1a + 0a^2)d1^262d2^171 + (1 + 0a + 3a^2)d1^263d2^171 + (1 + 1a + 0a^2)d1^264d2^171 + (1 + 3a + 3a^2)d1^265d2^171 + (4 + 3a + 1a^2)d1^266d2^171 + (3 + 1a + 4a^2)d1^267d2^171 + (1 + 3a + 1a^2)d1^268d2^171 + (3 + 0a + 0a^2)d1^269d2^171 + (1 + 2a + 1a^2)d1^270d2^171 + (3 + 4a + 1a^2)d1^271d2^171 + (3 + 1a + 4a^2)d1^272d2^171 + (4 + 0a + 2a^2)d1^273d2^171 + (1 + 3a + 3a^2)d1^274d2^171 + (3 + 1a + 0a^2)d1^275d2^171 + (0 + 0a + 1a^2)d1^276d2^171 + (2 + 2a + 0a^2)d1^277d2^171 + (4 + 3a + 1a^2)d1^278d2^171 + (4 + 4a + 2a^2)d1^279d2^171 + (2 + 0a + 4a^2)d1^280d2^171 + (2 + 4a + 4a^2)d1^281d2^171 + (2 + 2a + 0a^2)d1^282d2^171 + (0 + 3a + 0a^2)d1^283d2^171 + (3 + 4a + 1a^2)d1^284d2^171 + (3 + 0a + 2a^2)d1^285d2^171 + (3 + 2a + 2a^2)d1^286d2^171 + (4 + 3a + 4a^2)d1^287d2^171 + (2 + 1a + 0a^2)d1^288d2^171 + (3 + 1a + 3a^2)d1^289d2^171 + (1 + 0a + 1a^2)d1^290d2^171 + (3 + 2a + 1a^2)d1^291d2^171 + (2 + 0a + 4a^2)d1^292d2^171 + (4 + 2a + 1a^2)d1^293d2^171 + (2 + 4a + 4a^2)d2^172 + (3 + 2a + 1a^2)d1^1d2^172 + (2 + 0a + 0a^2)d1^2d2^172 + (3 + 1a + 4a^2)d1^3d2^172 + (0 + 0a + 1a^2)d1^4d2^172 + (1 + 4a + 1a^2)d1^5d2^172 + (0 + 2a + 0a^2)d1^6d2^172 + (2 + 4a + 1a^2)d1^7d2^172 + (1 + 1a + 0a^2)d1^8d2^172 + (3 + 4a + 2a^2)d1^9d2^172 + (1 + 0a + 1a^2)d1^10d2^172 + (1 + 3a + 2a^2)d1^11d2^172 + (4 + 0a + 2a^2)d1^12d2^172 + (0 + 3a + 3a^2)d1^13d2^172 + (0 + 1a + 4a^2)d1^14d2^172 + (2 + 0a + 3a^2)d1^15d2^172 + (1 + 3a + 0a^2)d1^16d2^172 + (0 + 0a + 2a^2)d1^17d2^172 + (2 + 1a + 0a^2)d1^18d2^172 + (0 + 4a + 0a^2)d1^19d2^172 + (2 + 0a + 2a^2)d1^20d2^172 + (0 + 1a + 1a^2)d1^21d2^172 + (2 + 2a + 1a^2)d1^22d2^172 + (2 + 0a + 1a^2)d1^23d2^172 + (3 + 0a + 2a^2)d1^24d2^172 + (2 + 2a + 0a^2)d1^25d2^172 + (0 + 1a + 3a^2)d1^26d2^172 + (1 + 3a + 3a^2)d1^27d2^172 + (0 + 1a + 1a^2)d1^28d2^172 + (2 + 4a + 0a^2)d1^29d2^172 + (0 + 2a + 1a^2)d1^30d2^172 + (2 + 0a + 3a^2)d1^31d2^172 + (4 + 0a + 4a^2)d1^32d2^172 + (0 + 3a + 0a^2)d1^33d2^172 + (3 + 0a + 2a^2)d1^34d2^172 + (0 + 4a + 2a^2)d1^35d2^172 + (2 + 0a + 3a^2)d1^36d2^172 + (4 + 1a + 1a^2)d1^37d2^172 + (2 + 0a + 4a^2)d1^38d2^172 + (3 + 3a + 4a^2)d1^39d2^172 + (3 + 2a + 2a^2)d1^40d2^172 + (0 + 4a + 2a^2)d1^41d2^172 + (4 + 2a + 4a^2)d1^42d2^172 + (1 + 0a + 2a^2)d1^43d2^172 + (0 + 4a + 4a^2)d1^44d2^172 + (2 + 1a + 0a^2)d1^45d2^172 + (1 + 4a + 0a^2)d1^46d2^172 + (3 + 4a + 3a^2)d1^47d2^172 + (4 + 3a + 1a^2)d1^48d2^172 + (0 + 3a + 4a^2)d1^49d2^172 + (0 + 2a + 2a^2)d1^50d2^172 + (1 + 2a + 1a^2)d1^51d2^172 + (0 + 3a + 0a^2)d1^52d2^172 + (4 + 0a + 2a^2)d1^53d2^172 + (0 + 4a + 0a^2)d1^54d2^172 + (1 + 1a + 3a^2)d1^55d2^172 + (3 + 3a + 2a^2)d1^56d2^172 + (4 + 0a + 1a^2)d1^57d2^172 + (1 + 0a + 3a^2)d1^58d2^172 + (3 + 3a + 4a^2)d1^59d2^172 + (1 + 3a + 0a^2)d1^60d2^172 + (2 + 1a + 2a^2)d1^61d2^172 + (4 + 4a + 3a^2)d1^62d2^172 + (1 + 2a + 2a^2)d1^63d2^172 + (3 + 3a + 2a^2)d1^64d2^172 + (0 + 3a + 2a^2)d1^65d2^172 + (2 + 4a + 0a^2)d1^66d2^172 + (4 + 1a + 3a^2)d1^67d2^172 + (0 + 4a + 4a^2)d1^68d2^172 + (1 + 0a + 4a^2)d1^69d2^172 + (1 + 2a + 2a^2)d1^70d2^172 + (3 + 3a + 1a^2)d1^71d2^172 + (4 + 2a + 3a^2)d1^72d2^172 + (3 + 1a + 1a^2)d1^73d2^172 + (2 + 0a + 1a^2)d1^74d2^172 + (3 + 2a + 1a^2)d1^75d2^172 + (1 + 4a + 4a^2)d1^76d2^172 + (3 + 3a + 4a^2)d1^77d2^172 + (2 + 3a + 3a^2)d1^78d2^172 + (4 + 4a + 2a^2)d1^79d2^172 + (3 + 0a + 3a^2)d1^80d2^172 + (4 + 1a + 2a^2)d1^81d2^172 + (3 + 2a + 1a^2)d1^82d2^172 + (2 + 1a + 2a^2)d1^83d2^172 + (0 + 1a + 3a^2)d1^84d2^172 + (0 + 1a + 0a^2)d1^85d2^172 + (3 + 3a + 3a^2)d1^87d2^172 + (2 + 0a + 4a^2)d1^88d2^172 + (2 + 4a + 4a^2)d1^89d2^172 + (3 + 3a + 3a^2)d1^90d2^172 + (0 + 1a + 0a^2)d1^91d2^172 + (4 + 2a + 1a^2)d1^92d2^172 + (1 + 3a + 4a^2)d1^93d2^172 + (1 + 4a + 2a^2)d1^94d2^172 + (4 + 0a + 4a^2)d1^95d2^172 + (3 + 2a + 4a^2)d1^96d2^172 + (4 + 0a + 4a^2)d1^97d2^172 + (4 + 2a + 2a^2)d1^98d2^172 + (3 + 3a + 1a^2)d1^99d2^172 + (2 + 0a + 0a^2)d1^100d2^172 + (4 + 0a + 2a^2)d1^101d2^172 + (0 + 4a + 4a^2)d1^102d2^172 + (4 + 1a + 4a^2)d1^103d2^172 + (0 + 1a + 1a^2)d1^104d2^172 + (0 + 1a + 4a^2)d1^105d2^172 + (0 + 1a + 1a^2)d1^106d2^172 + (4 + 3a + 1a^2)d1^107d2^172 + (4 + 0a + 3a^2)d1^108d2^172 + (3 + 0a + 0a^2)d1^109d2^172 + (4 + 4a + 0a^2)d1^110d2^172 + (3 + 2a + 0a^2)d1^111d2^172 + (3 + 4a + 1a^2)d1^112d2^172 + (0 + 4a + 2a^2)d1^113d2^172 + (3 + 4a + 3a^2)d1^114d2^172 + (2 + 3a + 0a^2)d1^115d2^172 + (3 + 1a + 0a^2)d1^116d2^172 + (4 + 2a + 0a^2)d1^117d2^172 + (4 + 2a + 4a^2)d1^118d2^172 + (2 + 0a + 2a^2)d1^119d2^172 + (0 + 3a + 3a^2)d1^120d2^172 + (0 + 1a + 4a^2)d1^121d2^172 + (2 + 3a + 4a^2)d1^122d2^172 + (1 + 2a + 1a^2)d1^123d2^172 + (0 + 1a + 0a^2)d1^124d2^172 + (3 + 3a + 3a^2)d1^125d2^172 + (3 + 1a + 4a^2)d1^126d2^172 + (1 + 1a + 2a^2)d1^127d2^172 + (0 + 1a + 1a^2)d1^128d2^172 + (3 + 1a + 4a^2)d1^129d2^172 + (3 + 4a + 2a^2)d1^130d2^172 + (1 + 2a + 4a^2)d1^131d2^172 + (1 + 4a + 0a^2)d1^132d2^172 + (2 + 3a + 1a^2)d1^133d2^172 + (4 + 1a + 4a^2)d1^134d2^172 + (4 + 1a + 4a^2)d1^135d2^172 + (4 + 2a + 4a^2)d1^136d2^172 + (4 + 4a + 2a^2)d1^137d2^172 + (3 + 0a + 3a^2)d1^138d2^172 + (1 + 0a + 3a^2)d1^139d2^172 + (2 + 2a + 0a^2)d1^140d2^172 + (4 + 2a + 4a^2)d1^141d2^172 + (3 + 4a + 2a^2)d1^142d2^172 + (3 + 4a + 3a^2)d1^143d2^172 + (4 + 4a + 4a^2)d1^144d2^172 + (1 + 1a + 2a^2)d1^145d2^172 + (1 + 1a + 3a^2)d1^146d2^172 + (0 + 0a + 2a^2)d1^147d2^172 + (2 + 3a + 1a^2)d1^148d2^172 + (4 + 3a + 1a^2)d1^149d2^172 + (4 + 4a + 1a^2)d1^150d2^172 + (1 + 0a + 2a^2)d1^151d2^172 + (3 + 1a + 1a^2)d1^152d2^172 + (0 + 4a + 1a^2)d1^153d2^172 + (3 + 2a + 1a^2)d1^154d2^172 + (4 + 2a + 1a^2)d1^155d2^172 + (2 + 2a + 0a^2)d1^156d2^172 + (1 + 4a + 0a^2)d1^157d2^172 + (3 + 1a + 0a^2)d1^159d2^172 + (2 + 4a + 2a^2)d1^160d2^172 + (0 + 3a + 3a^2)d1^161d2^172 + (4 + 4a + 4a^2)d1^162d2^172 + (4 + 2a + 0a^2)d1^163d2^172 + (0 + 3a + 0a^2)d1^164d2^172 + (1 + 0a + 3a^2)d1^165d2^172 + (0 + 0a + 3a^2)d1^166d2^172 + (0 + 1a + 1a^2)d1^167d2^172 + (4 + 4a + 3a^2)d1^168d2^172 + (1 + 2a + 4a^2)d1^169d2^172 + (3 + 0a + 2a^2)d1^170d2^172 + (4 + 2a + 0a^2)d1^171d2^172 + (4 + 4a + 2a^2)d1^172d2^172 + (3 + 3a + 4a^2)d1^173d2^172 + (4 + 2a + 4a^2)d1^174d2^172 + (2 + 1a + 4a^2)d1^175d2^172 + (4 + 2a + 4a^2)d1^176d2^172 + (4 + 1a + 3a^2)d1^177d2^172 + (3 + 3a + 0a^2)d1^178d2^172 + (0 + 3a + 3a^2)d1^179d2^172 + (2 + 3a + 3a^2)d1^180d2^172 + (0 + 4a + 2a^2)d1^181d2^172 + (0 + 0a + 2a^2)d1^182d2^172 + (1 + 3a + 4a^2)d1^183d2^172 + (4 + 4a + 1a^2)d1^184d2^172 + (1 + 0a + 0a^2)d1^185d2^172 + (2 + 3a + 0a^2)d1^186d2^172 + (3 + 2a + 3a^2)d1^187d2^172 + (4 + 1a + 1a^2)d1^188d2^172 + (3 + 0a + 0a^2)d1^189d2^172 + (1 + 1a + 4a^2)d1^190d2^172 + (4 + 1a + 3a^2)d1^191d2^172 + (0 + 1a + 3a^2)d1^192d2^172 + (3 + 3a + 4a^2)d1^193d2^172 + (1 + 0a + 2a^2)d1^194d2^172 + (1 + 0a + 3a^2)d1^195d2^172 + (2 + 1a + 0a^2)d1^196d2^172 + (3 + 4a + 1a^2)d1^197d2^172 + (2 + 3a + 4a^2)d1^198d2^172 + (3 + 0a + 1a^2)d1^199d2^172 + (1 + 3a + 2a^2)d1^200d2^172 + (3 + 1a + 2a^2)d1^201d2^172 + (2 + 4a + 4a^2)d1^202d2^172 + (1 + 2a + 2a^2)d1^203d2^172 + (2 + 2a + 0a^2)d1^204d2^172 + (2 + 1a + 4a^2)d1^205d2^172 + (2 + 1a + 0a^2)d1^206d2^172 + (4 + 2a + 2a^2)d1^207d2^172 + (0 + 1a + 3a^2)d1^208d2^172 + (0 + 1a + 1a^2)d1^209d2^172 + (2 + 4a + 0a^2)d1^210d2^172 + (3 + 2a + 0a^2)d1^211d2^172 + (2 + 4a + 0a^2)d1^212d2^172 + (3 + 0a + 3a^2)d1^213d2^172 + (1 + 0a + 4a^2)d1^214d2^172 + (3 + 4a + 4a^2)d1^215d2^172 + (2 + 2a + 1a^2)d1^216d2^172 + (4 + 4a + 3a^2)d1^217d2^172 + (1 + 2a + 0a^2)d1^218d2^172 + (4 + 0a + 2a^2)d1^219d2^172 + (3 + 1a + 4a^2)d1^220d2^172 + (4 + 4a + 1a^2)d1^221d2^172 + (0 + 3a + 4a^2)d1^222d2^172 + (3 + 3a + 2a^2)d1^223d2^172 + (1 + 0a + 4a^2)d1^224d2^172 + (4 + 4a + 0a^2)d1^225d2^172 + (4 + 3a + 2a^2)d1^226d2^172 + (3 + 3a + 0a^2)d1^227d2^172 + (4 + 0a + 3a^2)d1^228d2^172 + (1 + 2a + 0a^2)d1^229d2^172 + (1 + 2a + 3a^2)d1^230d2^172 + (0 + 4a + 0a^2)d1^231d2^172 + (4 + 4a + 2a^2)d1^232d2^172 + (2 + 1a + 3a^2)d1^233d2^172 + (4 + 0a + 0a^2)d1^234d2^172 + (1 + 4a + 0a^2)d1^235d2^172 + (3 + 1a + 3a^2)d1^236d2^172 + (1 + 1a + 1a^2)d1^237d2^172 + (3 + 0a + 4a^2)d1^239d2^172 + (0 + 4a + 2a^2)d1^240d2^172 + (0 + 4a + 2a^2)d1^241d2^172 + (2 + 4a + 3a^2)d1^242d2^172 + (4 + 0a + 2a^2)d1^243d2^172 + (1 + 3a + 0a^2)d1^244d2^172 + (4 + 2a + 1a^2)d1^245d2^172 + (0 + 4a + 4a^2)d1^246d2^172 + (2 + 0a + 4a^2)d1^247d2^172 + (2 + 4a + 3a^2)d1^248d2^172 + (0 + 4a + 3a^2)d1^249d2^172 + (4 + 4a + 3a^2)d1^250d2^172 + (2 + 0a + 0a^2)d1^251d2^172 + (4 + 4a + 4a^2)d1^252d2^172 + (3 + 3a + 3a^2)d1^253d2^172 + (0 + 0a + 3a^2)d1^254d2^172 + (0 + 3a + 4a^2)d1^255d2^172 + (2 + 1a + 3a^2)d1^256d2^172 + (4 + 1a + 1a^2)d1^257d2^172 + (2 + 3a + 4a^2)d1^258d2^172 + (1 + 4a + 2a^2)d1^260d2^172 + (1 + 3a + 2a^2)d1^261d2^172 + (4 + 0a + 0a^2)d1^262d2^172 + (3 + 3a + 1a^2)d1^263d2^172 + (1 + 1a + 1a^2)d1^264d2^172 + (3 + 1a + 3a^2)d1^265d2^172 + (4 + 1a + 3a^2)d1^266d2^172 + (3 + 3a + 0a^2)d1^267d2^172 + (1 + 4a + 0a^2)d1^268d2^172 + (4 + 3a + 4a^2)d1^269d2^172 + (2 + 1a + 2a^2)d1^270d2^172 + (3 + 0a + 4a^2)d1^271d2^172 + (2 + 2a + 1a^2)d1^272d2^172 + (1 + 4a + 2a^2)d1^273d2^172 + (0 + 0a + 2a^2)d1^274d2^172 + (4 + 1a + 4a^2)d1^275d2^172 + (4 + 3a + 3a^2)d1^276d2^172 + (0 + 0a + 3a^2)d1^277d2^172 + (0 + 2a + 2a^2)d1^278d2^172 + (2 + 0a + 4a^2)d1^279d2^172 + (2 + 1a + 2a^2)d1^280d2^172 + (0 + 4a + 4a^2)d1^281d2^172 + (4 + 3a + 1a^2)d1^282d2^172 + (4 + 0a + 3a^2)d1^283d2^172 + (3 + 0a + 3a^2)d1^284d2^172 + (4 + 4a + 1a^2)d1^285d2^172 + (3 + 0a + 0a^2)d1^286d2^172 + (3 + 0a + 0a^2)d1^287d2^172 + (3 + 1a + 1a^2)d1^288d2^172 + (1 + 1a + 0a^2)d1^289d2^172 + (1 + 2a + 0a^2)d1^290d2^172 + (3 + 3a + 0a^2)d1^291d2^172 + (2 + 2a + 3a^2)d1^292d2^172 + (2 + 0a + 3a^2)d1^293d2^172 + (4 + 1a + 1a^2)d2^173 + (2 + 4a + 0a^2)d1^1d2^173 + (1 + 2a + 0a^2)d1^2d2^173 + (0 + 0a + 2a^2)d1^3d2^173 + (2 + 0a + 0a^2)d1^4d2^173 + (4 + 0a + 1a^2)d1^5d2^173 + (1 + 3a + 4a^2)d1^6d2^173 + (2 + 2a + 2a^2)d1^7d2^173 + (0 + 1a + 1a^2)d1^8d2^173 + (2 + 4a + 1a^2)d1^9d2^173 + (3 + 4a + 2a^2)d1^10d2^173 + (4 + 0a + 2a^2)d1^11d2^173 + (1 + 1a + 2a^2)d1^12d2^173 + (1 + 3a + 3a^2)d1^13d2^173 + (4 + 3a + 3a^2)d1^14d2^173 + (0 + 4a + 0a^2)d1^15d2^173 + (3 + 1a + 3a^2)d1^16d2^173 + (4 + 3a + 3a^2)d1^17d2^173 + (4 + 2a + 4a^2)d1^18d2^173 + (2 + 3a + 1a^2)d1^19d2^173 + (3 + 2a + 1a^2)d1^20d2^173 + (4 + 2a + 3a^2)d1^21d2^173 + (0 + 4a + 1a^2)d1^22d2^173 + (4 + 3a + 0a^2)d1^23d2^173 + (0 + 1a + 1a^2)d1^24d2^173 + (3 + 2a + 3a^2)d1^25d2^173 + (3 + 4a + 2a^2)d1^26d2^173 + (3 + 3a + 2a^2)d1^27d2^173 + (0 + 4a + 2a^2)d1^28d2^173 + (3 + 0a + 1a^2)d1^29d2^173 + (1 + 4a + 0a^2)d1^30d2^173 + (4 + 1a + 1a^2)d1^31d2^173 + (0 + 4a + 4a^2)d1^32d2^173 + (3 + 2a + 1a^2)d1^33d2^173 + (1 + 0a + 4a^2)d1^34d2^173 + (2 + 1a + 0a^2)d1^35d2^173 + (3 + 4a + 0a^2)d1^36d2^173 + (1 + 4a + 1a^2)d1^37d2^173 + (0 + 2a + 3a^2)d1^38d2^173 + (3 + 4a + 0a^2)d1^39d2^173 + (2 + 4a + 4a^2)d1^40d2^173 + (4 + 1a + 1a^2)d1^41d2^173 + (1 + 2a + 3a^2)d1^42d2^173 + (3 + 0a + 4a^2)d1^43d2^173 + (3 + 4a + 1a^2)d1^44d2^173 + (1 + 0a + 4a^2)d1^45d2^173 + (1 + 1a + 1a^2)d1^46d2^173 + (2 + 4a + 0a^2)d1^47d2^173 + (1 + 3a + 2a^2)d1^48d2^173 + (0 + 4a + 0a^2)d1^49d2^173 + (2 + 2a + 0a^2)d1^50d2^173 + (0 + 1a + 3a^2)d1^51d2^173 + (1 + 2a + 3a^2)d1^52d2^173 + (0 + 0a + 2a^2)d1^53d2^173 + (0 + 3a + 4a^2)d1^54d2^173 + (2 + 1a + 3a^2)d1^55d2^173 + (0 + 0a + 4a^2)d1^56d2^173 + (4 + 2a + 4a^2)d1^57d2^173 + (1 + 1a + 1a^2)d1^58d2^173 + (3 + 2a + 2a^2)d1^59d2^173 + (3 + 0a + 2a^2)d1^60d2^173 + (3 + 0a + 4a^2)d1^61d2^173 + (2 + 0a + 0a^2)d1^62d2^173 + (1 + 4a + 0a^2)d1^63d2^173 + (1 + 3a + 1a^2)d1^64d2^173 + (1 + 1a + 3a^2)d1^65d2^173 + (3 + 3a + 2a^2)d1^66d2^173 + (4 + 1a + 2a^2)d1^67d2^173 + (1 + 3a + 3a^2)d1^68d2^173 + (3 + 3a + 3a^2)d1^69d2^173 + (3 + 4a + 2a^2)d1^70d2^173 + (3 + 1a + 3a^2)d1^71d2^173 + (2 + 0a + 0a^2)d1^72d2^173 + (0 + 0a + 2a^2)d1^73d2^173 + (0 + 2a + 2a^2)d1^74d2^173 + (3 + 2a + 3a^2)d1^75d2^173 + (4 + 2a + 3a^2)d1^76d2^173 + (1 + 3a + 3a^2)d1^77d2^173 + (4 + 0a + 2a^2)d1^78d2^173 + (1 + 2a + 4a^2)d1^79d2^173 + (4 + 0a + 0a^2)d1^80d2^173 + (3 + 2a + 0a^2)d1^81d2^173 + (4 + 1a + 1a^2)d1^82d2^173 + (2 + 0a + 0a^2)d1^84d2^173 + (1 + 1a + 4a^2)d1^85d2^173 + (1 + 2a + 0a^2)d1^86d2^173 + (3 + 2a + 3a^2)d1^87d2^173 + (1 + 2a + 0a^2)d1^88d2^173 + (4 + 3a + 2a^2)d1^89d2^173 + (4 + 3a + 3a^2)d1^90d2^173 + (2 + 4a + 4a^2)d1^91d2^173 + (4 + 3a + 0a^2)d1^92d2^173 + (2 + 0a + 2a^2)d1^93d2^173 + (4 + 2a + 1a^2)d1^94d2^173 + (1 + 4a + 1a^2)d1^95d2^173 + (0 + 1a + 0a^2)d1^96d2^173 + (0 + 4a + 1a^2)d1^97d2^173 + (0 + 0a + 4a^2)d1^98d2^173 + (3 + 0a + 4a^2)d1^99d2^173 + (0 + 3a + 2a^2)d1^100d2^173 + (3 + 1a + 4a^2)d1^101d2^173 + (4 + 1a + 0a^2)d1^102d2^173 + (1 + 2a + 3a^2)d1^103d2^173 + (2 + 4a + 2a^2)d1^104d2^173 + (2 + 3a + 2a^2)d1^105d2^173 + (4 + 2a + 1a^2)d1^106d2^173 + (0 + 2a + 0a^2)d1^107d2^173 + (2 + 4a + 0a^2)d1^108d2^173 + (1 + 2a + 4a^2)d1^109d2^173 + (4 + 3a + 2a^2)d1^110d2^173 + (2 + 4a + 4a^2)d1^111d2^173 + (2 + 2a + 3a^2)d1^112d2^173 + (1 + 2a + 1a^2)d1^113d2^173 + (1 + 4a + 4a^2)d1^114d2^173 + (2 + 0a + 1a^2)d1^115d2^173 + (0 + 2a + 0a^2)d1^116d2^173 + (2 + 3a + 0a^2)d1^117d2^173 + (2 + 1a + 4a^2)d1^118d2^173 + (4 + 3a + 0a^2)d1^119d2^173 + (2 + 1a + 4a^2)d1^120d2^173 + (3 + 4a + 2a^2)d1^121d2^173 + (3 + 0a + 1a^2)d1^122d2^173 + (4 + 3a + 2a^2)d1^123d2^173 + (4 + 2a + 3a^2)d1^124d2^173 + (3 + 0a + 4a^2)d1^125d2^173 + (2 + 3a + 0a^2)d1^126d2^173 + (0 + 4a + 2a^2)d1^127d2^173 + (4 + 2a + 1a^2)d1^128d2^173 + (2 + 1a + 1a^2)d1^129d2^173 + (2 + 4a + 1a^2)d1^130d2^173 + (0 + 0a + 2a^2)d1^131d2^173 + (0 + 1a + 3a^2)d1^132d2^173 + (1 + 1a + 1a^2)d1^133d2^173 + (1 + 4a + 4a^2)d1^134d2^173 + (2 + 0a + 1a^2)d1^135d2^173 + (2 + 4a + 0a^2)d1^136d2^173 + (2 + 3a + 2a^2)d1^137d2^173 + (2 + 4a + 1a^2)d1^138d2^173 + (0 + 1a + 0a^2)d1^139d2^173 + (0 + 2a + 4a^2)d1^140d2^173 + (2 + 2a + 2a^2)d1^141d2^173 + (4 + 3a + 2a^2)d1^142d2^173 + (3 + 2a + 0a^2)d1^143d2^173 + (4 + 4a + 0a^2)d1^144d2^173 + (2 + 4a + 0a^2)d1^145d2^173 + (2 + 0a + 4a^2)d1^146d2^173 + (2 + 3a + 2a^2)d1^147d2^173 + (1 + 2a + 0a^2)d1^148d2^173 + (4 + 1a + 1a^2)d1^149d2^173 + (0 + 1a + 3a^2)d1^150d2^173 + (3 + 4a + 1a^2)d1^151d2^173 + (1 + 2a + 2a^2)d1^152d2^173 + (1 + 2a + 1a^2)d1^153d2^173 + (3 + 0a + 3a^2)d1^154d2^173 + (1 + 0a + 4a^2)d1^155d2^173 + (1 + 3a + 4a^2)d1^156d2^173 + (2 + 4a + 3a^2)d1^157d2^173 + (2 + 4a + 0a^2)d1^158d2^173 + (1 + 1a + 2a^2)d1^159d2^173 + (4 + 1a + 0a^2)d1^160d2^173 + (4 + 2a + 4a^2)d1^161d2^173 + (3 + 2a + 1a^2)d1^162d2^173 + (1 + 0a + 4a^2)d1^163d2^173 + (2 + 3a + 2a^2)d1^164d2^173 + (1 + 0a + 0a^2)d1^165d2^173 + (3 + 4a + 1a^2)d1^166d2^173 + (4 + 2a + 2a^2)d1^167d2^173 + (0 + 4a + 0a^2)d1^168d2^173 + (1 + 3a + 3a^2)d1^169d2^173 + (2 + 2a + 1a^2)d1^170d2^173 + (0 + 4a + 4a^2)d1^171d2^173 + (1 + 4a + 1a^2)d1^172d2^173 + (3 + 4a + 4a^2)d1^173d2^173 + (4 + 1a + 2a^2)d1^174d2^173 + (1 + 1a + 0a^2)d1^175d2^173 + (2 + 1a + 2a^2)d1^176d2^173 + (3 + 1a + 1a^2)d1^177d2^173 + (1 + 3a + 0a^2)d1^178d2^173 + (4 + 3a + 3a^2)d1^179d2^173 + (1 + 2a + 4a^2)d1^180d2^173 + (2 + 0a + 2a^2)d1^181d2^173 + (0 + 4a + 3a^2)d1^182d2^173 + (4 + 2a + 4a^2)d1^183d2^173 + (0 + 2a + 0a^2)d1^184d2^173 + (4 + 3a + 4a^2)d1^185d2^173 + (2 + 3a + 4a^2)d1^186d2^173 + (3 + 1a + 4a^2)d1^187d2^173 + (2 + 3a + 4a^2)d1^188d2^173 + (0 + 2a + 2a^2)d1^189d2^173 + (1 + 0a + 0a^2)d1^190d2^173 + (2 + 4a + 1a^2)d1^191d2^173 + (2 + 4a + 2a^2)d1^192d2^173 + (4 + 2a + 1a^2)d1^193d2^173 + (4 + 0a + 1a^2)d1^194d2^173 + (2 + 4a + 4a^2)d1^195d2^173 + (0 + 2a + 1a^2)d1^196d2^173 + (0 + 0a + 1a^2)d1^197d2^173 + (4 + 1a + 2a^2)d1^198d2^173 + (2 + 4a + 3a^2)d1^199d2^173 + (3 + 2a + 4a^2)d1^200d2^173 + (4 + 4a + 4a^2)d1^201d2^173 + (3 + 4a + 2a^2)d1^202d2^173 + (0 + 3a + 4a^2)d1^203d2^173 + (4 + 1a + 0a^2)d1^204d2^173 + (4 + 0a + 1a^2)d1^205d2^173 + (3 + 4a + 4a^2)d1^206d2^173 + (0 + 4a + 3a^2)d1^207d2^173 + (4 + 2a + 2a^2)d1^208d2^173 + (4 + 3a + 0a^2)d1^209d2^173 + (2 + 0a + 4a^2)d1^210d2^173 + (2 + 2a + 1a^2)d1^211d2^173 + (0 + 1a + 2a^2)d1^212d2^173 + (3 + 1a + 3a^2)d1^213d2^173 + (3 + 1a + 3a^2)d1^214d2^173 + (2 + 0a + 1a^2)d1^215d2^173 + (0 + 1a + 2a^2)d1^216d2^173 + (4 + 3a + 3a^2)d1^217d2^173 + (2 + 0a + 0a^2)d1^218d2^173 + (3 + 1a + 4a^2)d1^219d2^173 + (4 + 3a + 2a^2)d1^220d2^173 + (3 + 3a + 0a^2)d1^221d2^173 + (3 + 1a + 2a^2)d1^222d2^173 + (0 + 4a + 2a^2)d1^223d2^173 + (1 + 0a + 1a^2)d1^224d2^173 + (0 + 1a + 3a^2)d1^225d2^173 + (4 + 2a + 3a^2)d1^226d2^173 + (2 + 1a + 1a^2)d1^228d2^173 + (0 + 3a + 3a^2)d1^229d2^173 + (2 + 3a + 0a^2)d1^230d2^173 + (0 + 0a + 4a^2)d1^231d2^173 + (0 + 3a + 4a^2)d1^232d2^173 + (0 + 0a + 4a^2)d1^233d2^173 + (0 + 4a + 3a^2)d1^234d2^173 + (1 + 2a + 3a^2)d1^235d2^173 + (4 + 0a + 4a^2)d1^236d2^173 + (1 + 3a + 2a^2)d1^237d2^173 + (1 + 2a + 4a^2)d1^238d2^173 + (1 + 1a + 3a^2)d1^239d2^173 + (1 + 4a + 3a^2)d1^240d2^173 + (1 + 1a + 3a^2)d1^241d2^173 + (0 + 1a + 0a^2)d1^242d2^173 + (3 + 2a + 4a^2)d1^243d2^173 + (3 + 4a + 2a^2)d1^244d2^173 + (2 + 3a + 2a^2)d1^245d2^173 + (3 + 2a + 0a^2)d1^246d2^173 + (3 + 2a + 1a^2)d1^247d2^173 + (0 + 2a + 4a^2)d1^248d2^173 + (1 + 3a + 2a^2)d1^249d2^173 + (4 + 3a + 3a^2)d1^250d2^173 + (0 + 1a + 3a^2)d1^251d2^173 + (4 + 4a + 1a^2)d1^252d2^173 + (2 + 4a + 0a^2)d1^253d2^173 + (4 + 4a + 1a^2)d1^254d2^173 + (1 + 3a + 0a^2)d1^255d2^173 + (1 + 0a + 1a^2)d1^256d2^173 + (4 + 0a + 3a^2)d1^257d2^173 + (2 + 2a + 4a^2)d1^258d2^173 + (3 + 0a + 2a^2)d1^259d2^173 + (2 + 1a + 3a^2)d1^260d2^173 + (1 + 1a + 2a^2)d1^261d2^173 + (2 + 2a + 4a^2)d1^262d2^173 + (4 + 2a + 4a^2)d1^263d2^173 + (4 + 1a + 4a^2)d1^264d2^173 + (3 + 4a + 3a^2)d1^265d2^173 + (3 + 3a + 3a^2)d1^266d2^173 + (0 + 3a + 1a^2)d1^267d2^173 + (2 + 0a + 3a^2)d1^268d2^173 + (2 + 1a + 4a^2)d1^269d2^173 + (0 + 3a + 2a^2)d1^270d2^173 + (3 + 2a + 3a^2)d1^271d2^173 + (2 + 2a + 2a^2)d1^272d2^173 + (1 + 3a + 2a^2)d1^273d2^173 + (2 + 2a + 1a^2)d1^274d2^173 + (4 + 0a + 3a^2)d1^275d2^173 + (3 + 2a + 2a^2)d1^276d2^173 + (1 + 0a + 3a^2)d1^277d2^173 + (4 + 4a + 0a^2)d1^278d2^173 + (1 + 0a + 2a^2)d1^279d2^173 + (1 + 0a + 3a^2)d1^280d2^173 + (3 + 2a + 0a^2)d1^281d2^173 + (0 + 2a + 1a^2)d1^282d2^173 + (3 + 1a + 0a^2)d1^283d2^173 + (1 + 3a + 4a^2)d1^284d2^173 + (4 + 1a + 3a^2)d1^285d2^173 + (1 + 1a + 4a^2)d1^286d2^173 + (1 + 2a + 0a^2)d1^287d2^173 + (2 + 3a + 3a^2)d1^288d2^173 + (2 + 4a + 4a^2)d1^289d2^173 + (4 + 0a + 1a^2)d1^290d2^173 + (2 + 2a + 4a^2)d1^291d2^173 + (2 + 1a + 3a^2)d1^292d2^173 + (3 + 1a + 3a^2)d1^293d2^173 + (0 + 3a + 0a^2)d2^174 + (2 + 4a + 0a^2)d1^1d2^174 + (2 + 0a + 3a^2)d1^2d2^174 + (3 + 2a + 3a^2)d1^3d2^174 + (0 + 4a + 1a^2)d1^4d2^174 + (4 + 1a + 3a^2)d1^5d2^174 + (4 + 4a + 0a^2)d1^6d2^174 + (2 + 2a + 4a^2)d1^7d2^174 + (1 + 4a + 0a^2)d1^8d2^174 + (3 + 4a + 4a^2)d1^9d2^174 + (0 + 0a + 1a^2)d1^10d2^174 + (1 + 4a + 4a^2)d1^11d2^174 + (1 + 1a + 4a^2)d1^12d2^174 + (4 + 0a + 0a^2)d1^13d2^174 + (3 + 2a + 3a^2)d1^14d2^174 + (2 + 4a + 4a^2)d1^15d2^174 + (1 + 0a + 3a^2)d1^16d2^174 + (0 + 0a + 3a^2)d1^17d2^174 + (1 + 3a + 0a^2)d1^18d2^174 + (3 + 2a + 2a^2)d1^19d2^174 + (3 + 4a + 2a^2)d1^20d2^174 + (0 + 1a + 1a^2)d1^21d2^174 + (2 + 1a + 1a^2)d1^22d2^174 + (3 + 4a + 1a^2)d1^23d2^174 + (2 + 3a + 3a^2)d1^24d2^174 + (4 + 0a + 4a^2)d1^25d2^174 + (3 + 2a + 1a^2)d1^26d2^174 + (0 + 1a + 0a^2)d1^28d2^174 + (4 + 2a + 4a^2)d1^29d2^174 + (2 + 4a + 2a^2)d1^30d2^174 + (0 + 1a + 1a^2)d1^31d2^174 + (2 + 2a + 0a^2)d1^32d2^174 + (3 + 1a + 3a^2)d1^33d2^174 + (0 + 1a + 1a^2)d1^34d2^174 + (0 + 1a + 2a^2)d1^35d2^174 + (1 + 3a + 0a^2)d1^36d2^174 + (3 + 3a + 4a^2)d1^37d2^174 + (4 + 1a + 3a^2)d1^38d2^174 + (3 + 3a + 0a^2)d1^39d2^174 + (0 + 3a + 1a^2)d1^40d2^174 + (3 + 4a + 1a^2)d1^41d2^174 + (4 + 4a + 1a^2)d1^42d2^174 + (3 + 0a + 2a^2)d1^43d2^174 + (3 + 2a + 1a^2)d1^44d2^174 + (3 + 1a + 2a^2)d1^45d2^174 + (4 + 4a + 1a^2)d1^46d2^174 + (2 + 4a + 3a^2)d1^47d2^174 + (4 + 2a + 3a^2)d1^48d2^174 + (1 + 3a + 3a^2)d1^49d2^174 + (4 + 2a + 0a^2)d1^50d2^174 + (3 + 4a + 0a^2)d1^51d2^174 + (3 + 3a + 4a^2)d1^52d2^174 + (2 + 4a + 0a^2)d1^53d2^174 + (1 + 1a + 2a^2)d1^54d2^174 + (2 + 1a + 1a^2)d1^55d2^174 + (0 + 0a + 3a^2)d1^56d2^174 + (4 + 3a + 4a^2)d1^57d2^174 + (0 + 3a + 2a^2)d1^58d2^174 + (3 + 2a + 1a^2)d1^59d2^174 + (4 + 2a + 4a^2)d1^60d2^174 + (0 + 2a + 4a^2)d1^61d2^174 + (3 + 0a + 4a^2)d1^62d2^174 + (1 + 0a + 2a^2)d1^63d2^174 + (0 + 2a + 1a^2)d1^64d2^174 + (3 + 4a + 1a^2)d1^65d2^174 + (3 + 0a + 0a^2)d1^66d2^174 + (0 + 0a + 3a^2)d1^67d2^174 + (2 + 3a + 0a^2)d1^68d2^174 + (1 + 1a + 1a^2)d1^69d2^174 + (3 + 4a + 2a^2)d1^70d2^174 + (4 + 1a + 1a^2)d1^71d2^174 + (1 + 1a + 3a^2)d1^72d2^174 + (2 + 4a + 0a^2)d1^73d2^174 + (0 + 3a + 4a^2)d1^74d2^174 + (0 + 3a + 1a^2)d1^75d2^174 + (4 + 2a + 0a^2)d1^76d2^174 + (0 + 4a + 2a^2)d1^77d2^174 + (4 + 4a + 0a^2)d1^78d2^174 + (4 + 1a + 2a^2)d1^79d2^174 + (4 + 3a + 4a^2)d1^80d2^174 + (4 + 1a + 2a^2)d1^81d2^174 + (0 + 2a + 3a^2)d1^82d2^174 + (4 + 4a + 3a^2)d1^83d2^174 + (0 + 2a + 2a^2)d1^84d2^174 + (4 + 0a + 3a^2)d1^85d2^174 + (0 + 3a + 0a^2)d1^86d2^174 + (2 + 1a + 3a^2)d1^87d2^174 + (1 + 3a + 0a^2)d1^88d2^174 + (3 + 3a + 3a^2)d1^89d2^174 + (3 + 1a + 1a^2)d1^90d2^174 + (0 + 2a + 0a^2)d1^91d2^174 + (1 + 3a + 2a^2)d1^92d2^174 + (2 + 1a + 1a^2)d1^93d2^174 + (2 + 1a + 0a^2)d1^94d2^174 + (1 + 4a + 2a^2)d1^95d2^174 + (0 + 4a + 1a^2)d1^96d2^174 + (2 + 1a + 3a^2)d1^97d2^174 + (0 + 1a + 3a^2)d1^98d2^174 + (0 + 4a + 4a^2)d1^99d2^174 + (1 + 3a + 0a^2)d1^100d2^174 + (0 + 2a + 0a^2)d1^101d2^174 + (4 + 2a + 4a^2)d1^102d2^174 + (2 + 3a + 3a^2)d1^103d2^174 + (0 + 4a + 3a^2)d1^104d2^174 + (3 + 1a + 0a^2)d1^105d2^174 + (3 + 4a + 2a^2)d1^106d2^174 + (0 + 0a + 3a^2)d1^107d2^174 + (0 + 4a + 0a^2)d1^108d2^174 + (1 + 2a + 4a^2)d1^109d2^174 + (4 + 4a + 1a^2)d1^110d2^174 + (2 + 4a + 2a^2)d1^111d2^174 + (2 + 1a + 3a^2)d1^112d2^174 + (0 + 3a + 2a^2)d1^113d2^174 + (3 + 4a + 3a^2)d1^114d2^174 + (2 + 3a + 0a^2)d1^115d2^174 + (3 + 3a + 0a^2)d1^116d2^174 + (3 + 0a + 2a^2)d1^117d2^174 + (1 + 0a + 4a^2)d1^118d2^174 + (3 + 1a + 3a^2)d1^119d2^174 + (1 + 4a + 3a^2)d1^120d2^174 + (2 + 4a + 4a^2)d1^121d2^174 + (0 + 3a + 2a^2)d1^122d2^174 + (3 + 4a + 2a^2)d1^123d2^174 + (3 + 1a + 4a^2)d1^124d2^174 + (0 + 3a + 0a^2)d1^125d2^174 + (4 + 3a + 0a^2)d1^126d2^174 + (1 + 1a + 4a^2)d1^127d2^174 + (1 + 3a + 4a^2)d1^128d2^174 + (1 + 1a + 1a^2)d1^129d2^174 + (3 + 0a + 0a^2)d1^130d2^174 + (4 + 4a + 0a^2)d1^131d2^174 + (3 + 3a + 1a^2)d1^132d2^174 + (2 + 2a + 0a^2)d1^133d2^174 + (4 + 2a + 1a^2)d1^134d2^174 + (0 + 4a + 4a^2)d1^135d2^174 + (3 + 4a + 2a^2)d1^136d2^174 + (4 + 3a + 0a^2)d1^137d2^174 + (0 + 0a + 1a^2)d1^138d2^174 + (0 + 0a + 1a^2)d1^139d2^174 + (1 + 1a + 4a^2)d1^140d2^174 + (2 + 0a + 4a^2)d1^141d2^174 + (1 + 1a + 3a^2)d1^142d2^174 + (0 + 3a + 4a^2)d1^143d2^174 + (1 + 1a + 2a^2)d1^144d2^174 + (4 + 4a + 1a^2)d1^145d2^174 + (3 + 1a + 1a^2)d1^146d2^174 + (1 + 0a + 2a^2)d1^147d2^174 + (4 + 4a + 1a^2)d1^148d2^174 + (1 + 2a + 1a^2)d1^149d2^174 + (4 + 4a + 0a^2)d1^150d2^174 + (0 + 2a + 1a^2)d1^151d2^174 + (1 + 4a + 2a^2)d1^152d2^174 + (1 + 2a + 0a^2)d1^153d2^174 + (4 + 2a + 1a^2)d1^154d2^174 + (4 + 3a + 3a^2)d1^155d2^174 + (3 + 1a + 4a^2)d1^156d2^174 + (3 + 2a + 2a^2)d1^157d2^174 + (2 + 4a + 1a^2)d1^158d2^174 + (4 + 3a + 4a^2)d1^159d2^174 + (1 + 4a + 1a^2)d1^160d2^174 + (2 + 3a + 2a^2)d1^161d2^174 + (1 + 1a + 1a^2)d1^162d2^174 + (1 + 4a + 1a^2)d1^163d2^174 + (0 + 1a + 1a^2)d1^164d2^174 + (3 + 3a + 2a^2)d1^165d2^174 + (3 + 0a + 4a^2)d1^166d2^174 + (4 + 4a + 4a^2)d1^167d2^174 + (2 + 1a + 1a^2)d1^168d2^174 + (2 + 0a + 4a^2)d1^169d2^174 + (4 + 2a + 1a^2)d1^170d2^174 + (2 + 3a + 4a^2)d1^171d2^174 + (0 + 3a + 0a^2)d1^172d2^174 + (0 + 1a + 0a^2)d1^173d2^174 + (1 + 0a + 1a^2)d1^174d2^174 + (2 + 1a + 3a^2)d1^175d2^174 + (4 + 3a + 3a^2)d1^176d2^174 + (3 + 2a + 0a^2)d1^177d2^174 + (0 + 0a + 2a^2)d1^178d2^174 + (0 + 0a + 4a^2)d1^179d2^174 + (3 + 0a + 3a^2)d1^180d2^174 + (3 + 1a + 1a^2)d1^181d2^174 + (4 + 1a + 1a^2)d1^182d2^174 + (2 + 0a + 2a^2)d1^183d2^174 + (4 + 0a + 0a^2)d1^184d2^174 + (3 + 2a + 0a^2)d1^185d2^174 + (4 + 0a + 4a^2)d1^186d2^174 + (1 + 4a + 2a^2)d1^187d2^174 + (1 + 4a + 1a^2)d1^188d2^174 + (1 + 2a + 1a^2)d1^189d2^174 + (0 + 0a + 1a^2)d1^190d2^174 + (2 + 1a + 0a^2)d1^191d2^174 + (1 + 2a + 0a^2)d1^192d2^174 + (1 + 1a + 2a^2)d1^193d2^174 + (2 + 3a + 0a^2)d1^194d2^174 + (3 + 1a + 2a^2)d1^195d2^174 + (3 + 1a + 1a^2)d1^196d2^174 + (2 + 1a + 2a^2)d1^197d2^174 + (0 + 0a + 3a^2)d1^198d2^174 + (3 + 1a + 2a^2)d1^199d2^174 + (3 + 4a + 4a^2)d1^200d2^174 + (2 + 3a + 3a^2)d1^201d2^174 + (4 + 3a + 3a^2)d1^202d2^174 + (1 + 0a + 3a^2)d1^203d2^174 + (2 + 3a + 1a^2)d1^204d2^174 + (2 + 0a + 4a^2)d1^205d2^174 + (1 + 3a + 2a^2)d1^206d2^174 + (1 + 0a + 1a^2)d1^207d2^174 + (2 + 2a + 2a^2)d1^208d2^174 + (2 + 4a + 0a^2)d1^209d2^174 + (4 + 0a + 4a^2)d1^210d2^174 + (4 + 2a + 4a^2)d1^211d2^174 + (4 + 0a + 3a^2)d1^212d2^174 + (2 + 1a + 2a^2)d1^213d2^174 + (0 + 0a + 4a^2)d1^214d2^174 + (2 + 1a + 4a^2)d1^215d2^174 + (2 + 2a + 3a^2)d1^216d2^174 + (1 + 0a + 3a^2)d1^217d2^174 + (3 + 2a + 1a^2)d1^218d2^174 + (1 + 4a + 1a^2)d1^220d2^174 + (2 + 0a + 0a^2)d1^221d2^174 + (1 + 1a + 4a^2)d1^222d2^174 + (2 + 2a + 0a^2)d1^223d2^174 + (4 + 1a + 0a^2)d1^224d2^174 + (0 + 1a + 1a^2)d1^225d2^174 + (0 + 3a + 4a^2)d1^226d2^174 + (2 + 4a + 0a^2)d1^227d2^174 + (1 + 1a + 4a^2)d1^228d2^174 + (1 + 3a + 3a^2)d1^229d2^174 + (0 + 0a + 1a^2)d1^230d2^174 + (2 + 4a + 3a^2)d1^231d2^174 + (2 + 1a + 3a^2)d1^232d2^174 + (0 + 3a + 2a^2)d1^233d2^174 + (0 + 2a + 2a^2)d1^234d2^174 + (4 + 2a + 3a^2)d1^235d2^174 + (0 + 2a + 1a^2)d1^236d2^174 + (4 + 0a + 1a^2)d1^237d2^174 + (0 + 2a + 4a^2)d1^238d2^174 + (3 + 2a + 4a^2)d1^239d2^174 + (1 + 2a + 2a^2)d1^240d2^174 + (4 + 0a + 3a^2)d1^241d2^174 + (4 + 3a + 2a^2)d1^242d2^174 + (0 + 4a + 4a^2)d1^243d2^174 + (0 + 4a + 3a^2)d1^244d2^174 + (0 + 3a + 3a^2)d1^245d2^174 + (3 + 1a + 0a^2)d1^246d2^174 + (0 + 4a + 0a^2)d1^247d2^174 + (4 + 1a + 2a^2)d1^248d2^174 + (0 + 1a + 1a^2)d1^249d2^174 + (2 + 4a + 3a^2)d1^250d2^174 + (2 + 3a + 1a^2)d1^251d2^174 + (4 + 4a + 1a^2)d1^252d2^174 + (1 + 0a + 3a^2)d1^253d2^174 + (1 + 4a + 4a^2)d1^254d2^174 + (4 + 2a + 4a^2)d1^255d2^174 + (2 + 0a + 1a^2)d1^256d2^174 + (1 + 3a + 0a^2)d1^257d2^174 + (2 + 4a + 0a^2)d1^258d2^174 + (3 + 1a + 0a^2)d1^259d2^174 + (1 + 3a + 4a^2)d1^260d2^174 + (0 + 4a + 0a^2)d1^261d2^174 + (2 + 1a + 4a^2)d1^262d2^174 + (2 + 4a + 0a^2)d1^263d2^174 + (1 + 4a + 4a^2)d1^264d2^174 + (4 + 0a + 1a^2)d1^265d2^174 + (3 + 4a + 4a^2)d1^266d2^174 + (0 + 3a + 4a^2)d1^267d2^174 + (1 + 0a + 3a^2)d1^268d2^174 + (0 + 0a + 1a^2)d1^269d2^174 + (1 + 1a + 1a^2)d1^270d2^174 + (1 + 4a + 2a^2)d1^271d2^174 + (1 + 3a + 4a^2)d1^272d2^174 + (0 + 2a + 4a^2)d1^273d2^174 + (4 + 0a + 2a^2)d1^274d2^174 + (2 + 3a + 0a^2)d1^275d2^174 + (3 + 4a + 0a^2)d1^276d2^174 + (2 + 3a + 0a^2)d1^277d2^174 + (4 + 2a + 3a^2)d1^278d2^174 + (4 + 2a + 1a^2)d1^279d2^174 + (1 + 0a + 0a^2)d1^280d2^174 + (2 + 4a + 4a^2)d1^281d2^174 + (1 + 2a + 4a^2)d1^282d2^174 + (3 + 3a + 3a^2)d1^283d2^174 + (1 + 4a + 3a^2)d1^285d2^174 + (3 + 0a + 4a^2)d1^286d2^174 + (3 + 4a + 3a^2)d1^287d2^174 + (3 + 0a + 0a^2)d1^288d2^174 + (3 + 0a + 0a^2)d1^289d2^174 + (4 + 3a + 4a^2)d1^290d2^174 + (0 + 3a + 0a^2)d1^291d2^174 + (0 + 4a + 2a^2)d1^292d2^174 + (3 + 1a + 2a^2)d1^293d2^174 + (2 + 3a + 1a^2)d2^175 + (2 + 4a + 3a^2)d1^1d2^175 + (2 + 1a + 3a^2)d1^2d2^175 + (1 + 1a + 0a^2)d1^3d2^175 + (2 + 1a + 2a^2)d1^4d2^175 + (4 + 1a + 1a^2)d1^5d2^175 + (3 + 0a + 3a^2)d1^6d2^175 + (4 + 4a + 1a^2)d1^7d2^175 + (0 + 0a + 1a^2)d1^8d2^175 + (4 + 4a + 0a^2)d1^9d2^175 + (1 + 2a + 0a^2)d1^10d2^175 + (4 + 1a + 1a^2)d1^11d2^175 + (0 + 4a + 0a^2)d1^12d2^175 + (1 + 0a + 4a^2)d1^13d2^175 + (1 + 1a + 4a^2)d1^14d2^175 + (3 + 0a + 0a^2)d1^15d2^175 + (0 + 1a + 4a^2)d1^16d2^175 + (3 + 2a + 4a^2)d1^17d2^175 + (4 + 3a + 3a^2)d1^18d2^175 + (3 + 1a + 2a^2)d1^19d2^175 + (4 + 3a + 2a^2)d1^20d2^175 + (3 + 3a + 3a^2)d1^21d2^175 + (2 + 4a + 3a^2)d1^22d2^175 + (0 + 4a + 2a^2)d1^23d2^175 + (2 + 2a + 2a^2)d1^24d2^175 + (1 + 4a + 4a^2)d1^25d2^175 + (2 + 3a + 1a^2)d1^26d2^175 + (1 + 1a + 3a^2)d1^27d2^175 + (2 + 4a + 0a^2)d1^28d2^175 + (4 + 4a + 4a^2)d1^29d2^175 + (3 + 0a + 2a^2)d1^30d2^175 + (2 + 2a + 1a^2)d1^31d2^175 + (2 + 1a + 1a^2)d1^32d2^175 + (1 + 3a + 3a^2)d1^33d2^175 + (3 + 4a + 2a^2)d1^34d2^175 + (1 + 4a + 2a^2)d1^35d2^175 + (2 + 1a + 0a^2)d1^36d2^175 + (1 + 0a + 2a^2)d1^37d2^175 + (3 + 0a + 0a^2)d1^38d2^175 + (4 + 1a + 0a^2)d1^39d2^175 + (0 + 2a + 0a^2)d1^40d2^175 + (4 + 4a + 1a^2)d1^41d2^175 + (3 + 2a + 0a^2)d1^42d2^175 + (0 + 1a + 0a^2)d1^43d2^175 + (2 + 0a + 1a^2)d1^44d2^175 + (3 + 0a + 4a^2)d1^45d2^175 + (1 + 0a + 2a^2)d1^46d2^175 + (0 + 3a + 3a^2)d1^48d2^175 + (3 + 4a + 1a^2)d1^49d2^175 + (3 + 2a + 3a^2)d1^50d2^175 + (4 + 2a + 4a^2)d1^51d2^175 + (4 + 2a + 2a^2)d1^52d2^175 + (4 + 0a + 3a^2)d1^53d2^175 + (1 + 0a + 0a^2)d1^54d2^175 + (4 + 2a + 4a^2)d1^55d2^175 + (1 + 0a + 0a^2)d1^56d2^175 + (0 + 1a + 0a^2)d1^57d2^175 + (1 + 3a + 3a^2)d1^58d2^175 + (0 + 3a + 3a^2)d1^59d2^175 + (2 + 2a + 4a^2)d1^60d2^175 + (4 + 4a + 2a^2)d1^61d2^175 + (3 + 3a + 1a^2)d1^62d2^175 + (0 + 4a + 1a^2)d1^63d2^175 + (0 + 3a + 4a^2)d1^64d2^175 + (1 + 1a + 1a^2)d1^65d2^175 + (4 + 1a + 3a^2)d1^66d2^175 + (1 + 2a + 1a^2)d1^67d2^175 + (0 + 3a + 2a^2)d1^68d2^175 + (0 + 4a + 1a^2)d1^69d2^175 + (0 + 1a + 4a^2)d1^70d2^175 + (2 + 4a + 1a^2)d1^71d2^175 + (0 + 4a + 1a^2)d1^72d2^175 + (4 + 4a + 4a^2)d1^73d2^175 + (1 + 1a + 2a^2)d1^74d2^175 + (4 + 4a + 4a^2)d1^75d2^175 + (4 + 1a + 2a^2)d1^76d2^175 + (3 + 2a + 3a^2)d1^77d2^175 + (3 + 4a + 4a^2)d1^78d2^175 + (4 + 1a + 4a^2)d1^79d2^175 + (1 + 1a + 2a^2)d1^80d2^175 + (0 + 0a + 1a^2)d1^81d2^175 + (0 + 2a + 2a^2)d1^82d2^175 + (4 + 3a + 4a^2)d1^83d2^175 + (0 + 2a + 1a^2)d1^84d2^175 + (3 + 2a + 0a^2)d1^86d2^175 + (1 + 0a + 1a^2)d1^87d2^175 + (4 + 1a + 1a^2)d1^88d2^175 + (4 + 3a + 3a^2)d1^89d2^175 + (2 + 2a + 1a^2)d1^90d2^175 + (0 + 2a + 2a^2)d1^91d2^175 + (0 + 3a + 0a^2)d1^92d2^175 + (3 + 2a + 4a^2)d1^93d2^175 + (2 + 2a + 1a^2)d1^95d2^175 + (3 + 0a + 0a^2)d1^96d2^175 + (3 + 4a + 1a^2)d1^97d2^175 + (4 + 0a + 2a^2)d1^98d2^175 + (4 + 3a + 0a^2)d1^99d2^175 + (2 + 4a + 1a^2)d1^100d2^175 + (1 + 1a + 0a^2)d1^101d2^175 + (0 + 0a + 2a^2)d1^102d2^175 + (4 + 1a + 2a^2)d1^103d2^175 + (1 + 4a + 4a^2)d1^104d2^175 + (2 + 1a + 0a^2)d1^105d2^175 + (2 + 0a + 3a^2)d1^106d2^175 + (4 + 2a + 0a^2)d1^107d2^175 + (4 + 3a + 4a^2)d1^108d2^175 + (4 + 4a + 0a^2)d1^109d2^175 + (3 + 2a + 0a^2)d1^110d2^175 + (2 + 2a + 0a^2)d1^111d2^175 + (1 + 4a + 2a^2)d1^112d2^175 + (2 + 3a + 4a^2)d1^113d2^175 + (2 + 3a + 0a^2)d1^114d2^175 + (2 + 4a + 1a^2)d1^115d2^175 + (0 + 2a + 4a^2)d1^116d2^175 + (3 + 3a + 1a^2)d1^117d2^175 + (4 + 2a + 1a^2)d1^118d2^175 + (2 + 0a + 4a^2)d1^119d2^175 + (4 + 2a + 2a^2)d1^120d2^175 + (1 + 3a + 1a^2)d1^121d2^175 + (4 + 2a + 0a^2)d1^123d2^175 + (4 + 4a + 4a^2)d1^124d2^175 + (3 + 2a + 1a^2)d1^125d2^175 + (3 + 1a + 1a^2)d1^126d2^175 + (4 + 0a + 3a^2)d1^127d2^175 + (2 + 3a + 3a^2)d1^128d2^175 + (0 + 3a + 4a^2)d1^129d2^175 + (1 + 3a + 3a^2)d1^130d2^175 + (4 + 1a + 4a^2)d1^131d2^175 + (1 + 4a + 4a^2)d1^132d2^175 + (1 + 2a + 0a^2)d1^133d2^175 + (4 + 0a + 4a^2)d1^134d2^175 + (0 + 2a + 1a^2)d1^135d2^175 + (3 + 1a + 1a^2)d1^136d2^175 + (4 + 3a + 1a^2)d1^137d2^175 + (2 + 3a + 0a^2)d1^138d2^175 + (2 + 0a + 0a^2)d1^139d2^175 + (2 + 0a + 0a^2)d1^140d2^175 + (4 + 1a + 4a^2)d1^141d2^175 + (3 + 4a + 0a^2)d1^142d2^175 + (3 + 3a + 3a^2)d1^143d2^175 + (0 + 2a + 2a^2)d1^144d2^175 + (2 + 1a + 1a^2)d1^145d2^175 + (3 + 3a + 3a^2)d1^146d2^175 + (1 + 0a + 1a^2)d1^147d2^175 + (0 + 4a + 4a^2)d1^148d2^175 + (4 + 1a + 4a^2)d1^149d2^175 + (1 + 2a + 1a^2)d1^150d2^175 + (4 + 1a + 1a^2)d1^151d2^175 + (0 + 2a + 2a^2)d1^152d2^175 + (3 + 4a + 1a^2)d1^153d2^175 + (1 + 4a + 0a^2)d1^154d2^175 + (3 + 1a + 1a^2)d1^155d2^175 + (0 + 2a + 2a^2)d1^156d2^175 + (4 + 2a + 1a^2)d1^157d2^175 + (1 + 0a + 1a^2)d1^158d2^175 + (0 + 4a + 3a^2)d1^159d2^175 + (3 + 0a + 1a^2)d1^160d2^175 + (1 + 3a + 2a^2)d1^161d2^175 + (3 + 2a + 0a^2)d1^162d2^175 + (2 + 3a + 0a^2)d1^163d2^175 + (4 + 1a + 1a^2)d1^164d2^175 + (3 + 1a + 1a^2)d1^165d2^175 + (3 + 3a + 3a^2)d1^166d2^175 + (1 + 3a + 3a^2)d1^167d2^175 + (4 + 3a + 4a^2)d1^168d2^175 + (1 + 1a + 0a^2)d1^169d2^175 + (2 + 4a + 3a^2)d1^170d2^175 + (0 + 4a + 2a^2)d1^171d2^175 + (3 + 4a + 2a^2)d1^172d2^175 + (4 + 3a + 3a^2)d1^173d2^175 + (1 + 3a + 2a^2)d1^174d2^175 + (1 + 2a + 4a^2)d1^175d2^175 + (3 + 1a + 0a^2)d1^176d2^175 + (3 + 2a + 2a^2)d1^177d2^175 + (3 + 2a + 4a^2)d1^178d2^175 + (3 + 3a + 0a^2)d1^179d2^175 + (0 + 3a + 2a^2)d1^180d2^175 + (4 + 3a + 2a^2)d1^181d2^175 + (2 + 1a + 0a^2)d1^182d2^175 + (0 + 4a + 3a^2)d1^183d2^175 + (2 + 1a + 3a^2)d1^184d2^175 + (3 + 4a + 2a^2)d1^185d2^175 + (1 + 1a + 1a^2)d1^186d2^175 + (4 + 1a + 1a^2)d1^187d2^175 + (4 + 1a + 3a^2)d1^188d2^175 + (4 + 1a + 4a^2)d1^189d2^175 + (0 + 3a + 2a^2)d1^190d2^175 + (0 + 4a + 4a^2)d1^192d2^175 + (0 + 3a + 2a^2)d1^193d2^175 + (1 + 1a + 2a^2)d1^194d2^175 + (3 + 3a + 1a^2)d1^195d2^175 + (4 + 1a + 2a^2)d1^196d2^175 + (0 + 1a + 3a^2)d1^197d2^175 + (3 + 1a + 1a^2)d1^198d2^175 + (2 + 3a + 4a^2)d1^199d2^175 + (3 + 2a + 3a^2)d1^200d2^175 + (2 + 1a + 2a^2)d1^201d2^175 + (0 + 3a + 1a^2)d1^202d2^175 + (0 + 4a + 3a^2)d1^203d2^175 + (1 + 1a + 0a^2)d1^204d2^175 + (1 + 2a + 0a^2)d1^205d2^175 + (0 + 3a + 4a^2)d1^206d2^175 + (1 + 1a + 1a^2)d1^207d2^175 + (3 + 3a + 0a^2)d1^208d2^175 + (0 + 4a + 4a^2)d1^209d2^175 + (4 + 4a + 2a^2)d1^210d2^175 + (2 + 4a + 3a^2)d1^211d2^175 + (3 + 2a + 0a^2)d1^212d2^175 + (2 + 4a + 0a^2)d1^213d2^175 + (3 + 2a + 1a^2)d1^214d2^175 + (2 + 0a + 2a^2)d1^215d2^175 + (3 + 2a + 1a^2)d1^216d2^175 + (1 + 1a + 0a^2)d1^217d2^175 + (1 + 1a + 4a^2)d1^218d2^175 + (0 + 3a + 4a^2)d1^219d2^175 + (3 + 2a + 2a^2)d1^220d2^175 + (1 + 3a + 1a^2)d1^221d2^175 + (2 + 1a + 3a^2)d1^222d2^175 + (2 + 4a + 3a^2)d1^223d2^175 + (3 + 4a + 2a^2)d1^224d2^175 + (0 + 1a + 2a^2)d1^225d2^175 + (3 + 4a + 2a^2)d1^226d2^175 + (2 + 3a + 4a^2)d1^227d2^175 + (3 + 0a + 0a^2)d1^228d2^175 + (3 + 1a + 1a^2)d1^229d2^175 + (0 + 4a + 0a^2)d1^230d2^175 + (1 + 0a + 3a^2)d1^231d2^175 + (0 + 2a + 3a^2)d1^232d2^175 + (4 + 0a + 4a^2)d1^233d2^175 + (3 + 1a + 2a^2)d1^234d2^175 + (1 + 2a + 0a^2)d1^235d2^175 + (0 + 1a + 3a^2)d1^236d2^175 + (3 + 4a + 0a^2)d1^237d2^175 + (2 + 1a + 2a^2)d1^238d2^175 + (0 + 0a + 2a^2)d1^239d2^175 + (0 + 1a + 2a^2)d1^240d2^175 + (3 + 4a + 4a^2)d1^241d2^175 + (1 + 4a + 3a^2)d1^242d2^175 + (0 + 1a + 3a^2)d1^243d2^175 + (1 + 3a + 3a^2)d1^244d2^175 + (3 + 0a + 2a^2)d1^245d2^175 + (3 + 1a + 4a^2)d1^246d2^175 + (2 + 3a + 3a^2)d1^247d2^175 + (4 + 4a + 1a^2)d1^248d2^175 + (4 + 0a + 1a^2)d1^249d2^175 + (1 + 1a + 2a^2)d1^250d2^175 + (3 + 2a + 1a^2)d1^251d2^175 + (3 + 4a + 2a^2)d1^252d2^175 + (1 + 2a + 1a^2)d1^253d2^175 + (4 + 1a + 4a^2)d1^254d2^175 + (0 + 2a + 1a^2)d1^255d2^175 + (0 + 4a + 3a^2)d1^256d2^175 + (1 + 0a + 4a^2)d1^257d2^175 + (1 + 4a + 1a^2)d1^258d2^175 + (0 + 4a + 3a^2)d1^259d2^175 + (0 + 4a + 0a^2)d1^260d2^175 + (4 + 0a + 1a^2)d1^261d2^175 + (3 + 2a + 4a^2)d1^262d2^175 + (0 + 1a + 4a^2)d1^263d2^175 + (0 + 3a + 4a^2)d1^264d2^175 + (3 + 4a + 4a^2)d1^265d2^175 + (2 + 0a + 3a^2)d1^266d2^175 + (2 + 0a + 4a^2)d1^267d2^175 + (3 + 2a + 1a^2)d1^268d2^175 + (2 + 1a + 2a^2)d1^269d2^175 + (4 + 2a + 1a^2)d1^270d2^175 + (0 + 4a + 4a^2)d1^271d2^175 + (2 + 3a + 4a^2)d1^272d2^175 + (2 + 1a + 1a^2)d1^273d2^175 + (4 + 3a + 3a^2)d1^274d2^175 + (4 + 0a + 0a^2)d1^275d2^175 + (2 + 0a + 1a^2)d1^276d2^175 + (1 + 0a + 0a^2)d1^277d2^175 + (4 + 2a + 0a^2)d1^278d2^175 + (3 + 4a + 0a^2)d1^279d2^175 + (1 + 1a + 4a^2)d1^280d2^175 + (3 + 0a + 0a^2)d1^281d2^175 + (0 + 0a + 1a^2)d1^282d2^175 + (3 + 2a + 0a^2)d1^283d2^175 + (2 + 1a + 1a^2)d1^284d2^175 + (3 + 2a + 0a^2)d1^285d2^175 + (0 + 1a + 0a^2)d1^286d2^175 + (3 + 4a + 0a^2)d1^287d2^175 + (4 + 2a + 1a^2)d1^288d2^175 + (3 + 0a + 2a^2)d1^289d2^175 + (4 + 3a + 3a^2)d1^290d2^175 + (3 + 1a + 3a^2)d1^291d2^175 + (1 + 1a + 1a^2)d1^292d2^175 + (3 + 3a + 1a^2)d1^293d2^175 + (0 + 1a + 4a^2)d2^176 + (0 + 0a + 2a^2)d1^1d2^176 + (3 + 2a + 1a^2)d1^2d2^176 + (1 + 1a + 2a^2)d1^3d2^176 + (0 + 0a + 2a^2)d1^4d2^176 + (3 + 3a + 0a^2)d1^5d2^176 + (3 + 0a + 1a^2)d1^6d2^176 + (1 + 2a + 0a^2)d1^7d2^176 + (0 + 4a + 0a^2)d1^8d2^176 + (4 + 1a + 3a^2)d1^9d2^176 + (4 + 0a + 2a^2)d1^10d2^176 + (1 + 3a + 3a^2)d1^11d2^176 + (4 + 3a + 0a^2)d1^12d2^176 + (0 + 4a + 0a^2)d1^13d2^176 + (4 + 3a + 1a^2)d1^14d2^176 + (4 + 2a + 4a^2)d1^15d2^176 + (2 + 4a + 0a^2)d1^16d2^176 + (2 + 3a + 1a^2)d1^17d2^176 + (3 + 0a + 3a^2)d1^18d2^176 + (0 + 1a + 0a^2)d1^19d2^176 + (2 + 4a + 0a^2)d1^20d2^176 + (1 + 3a + 0a^2)d1^21d2^176 + (0 + 4a + 4a^2)d1^22d2^176 + (4 + 2a + 0a^2)d1^23d2^176 + (2 + 1a + 4a^2)d1^24d2^176 + (2 + 1a + 3a^2)d1^25d2^176 + (4 + 2a + 2a^2)d1^26d2^176 + (0 + 4a + 2a^2)d1^27d2^176 + (4 + 2a + 2a^2)d1^28d2^176 + (3 + 3a + 4a^2)d1^29d2^176 + (2 + 3a + 2a^2)d1^30d2^176 + (3 + 1a + 1a^2)d1^31d2^176 + (4 + 2a + 0a^2)d1^32d2^176 + (4 + 1a + 0a^2)d1^33d2^176 + (4 + 2a + 4a^2)d1^34d2^176 + (1 + 4a + 1a^2)d1^35d2^176 + (0 + 3a + 1a^2)d1^36d2^176 + (4 + 0a + 4a^2)d1^37d2^176 + (3 + 3a + 3a^2)d1^38d2^176 + (0 + 2a + 0a^2)d1^39d2^176 + (2 + 2a + 3a^2)d1^40d2^176 + (2 + 3a + 0a^2)d1^41d2^176 + (1 + 4a + 0a^2)d1^42d2^176 + (0 + 1a + 4a^2)d1^43d2^176 + (1 + 1a + 2a^2)d1^44d2^176 + (3 + 4a + 3a^2)d1^45d2^176 + (2 + 2a + 2a^2)d1^46d2^176 + (2 + 4a + 2a^2)d1^47d2^176 + (0 + 4a + 2a^2)d1^48d2^176 + (2 + 0a + 0a^2)d1^49d2^176 + (3 + 3a + 2a^2)d1^50d2^176 + (2 + 1a + 4a^2)d1^51d2^176 + (3 + 4a + 0a^2)d1^52d2^176 + (0 + 3a + 1a^2)d1^53d2^176 + (2 + 0a + 0a^2)d1^54d2^176 + (3 + 3a + 3a^2)d1^55d2^176 + (4 + 4a + 3a^2)d1^56d2^176 + (4 + 4a + 3a^2)d1^57d2^176 + (2 + 3a + 1a^2)d1^58d2^176 + (4 + 1a + 0a^2)d1^59d2^176 + (0 + 3a + 3a^2)d1^60d2^176 + (4 + 2a + 2a^2)d1^61d2^176 + (0 + 4a + 0a^2)d1^62d2^176 + (1 + 1a + 1a^2)d1^63d2^176 + (0 + 3a + 0a^2)d1^64d2^176 + (1 + 0a + 1a^2)d1^65d2^176 + (2 + 0a + 3a^2)d1^66d2^176 + (2 + 3a + 4a^2)d1^67d2^176 + (0 + 3a + 0a^2)d1^68d2^176 + (3 + 1a + 3a^2)d1^69d2^176 + (2 + 4a + 2a^2)d1^70d2^176 + (3 + 1a + 1a^2)d1^71d2^176 + (4 + 2a + 3a^2)d1^72d2^176 + (4 + 3a + 1a^2)d1^73d2^176 + (2 + 1a + 4a^2)d1^74d2^176 + (4 + 2a + 0a^2)d1^75d2^176 + (3 + 3a + 0a^2)d1^76d2^176 + (1 + 1a + 4a^2)d1^77d2^176 + (1 + 3a + 0a^2)d1^78d2^176 + (3 + 1a + 2a^2)d1^79d2^176 + (2 + 2a + 4a^2)d1^80d2^176 + (2 + 1a + 1a^2)d1^81d2^176 + (3 + 2a + 0a^2)d1^82d2^176 + (2 + 3a + 0a^2)d1^83d2^176 + (3 + 3a + 0a^2)d1^84d2^176 + (4 + 3a + 4a^2)d1^85d2^176 + (2 + 4a + 1a^2)d1^86d2^176 + (4 + 1a + 2a^2)d1^88d2^176 + (2 + 2a + 1a^2)d1^89d2^176 + (4 + 1a + 2a^2)d1^90d2^176 + (1 + 1a + 0a^2)d1^91d2^176 + (3 + 4a + 3a^2)d1^92d2^176 + (1 + 4a + 0a^2)d1^93d2^176 + (2 + 3a + 1a^2)d1^94d2^176 + (0 + 1a + 2a^2)d1^95d2^176 + (3 + 4a + 0a^2)d1^96d2^176 + (1 + 1a + 3a^2)d1^97d2^176 + (3 + 4a + 2a^2)d1^98d2^176 + (0 + 2a + 0a^2)d1^99d2^176 + (1 + 3a + 0a^2)d1^100d2^176 + (3 + 0a + 4a^2)d1^101d2^176 + (0 + 3a + 4a^2)d1^102d2^176 + (1 + 2a + 2a^2)d1^103d2^176 + (2 + 2a + 4a^2)d1^104d2^176 + (3 + 4a + 1a^2)d1^105d2^176 + (3 + 3a + 2a^2)d1^106d2^176 + (1 + 4a + 4a^2)d1^107d2^176 + (3 + 4a + 4a^2)d1^108d2^176 + (3 + 1a + 4a^2)d1^109d2^176 + (4 + 3a + 4a^2)d1^110d2^176 + (4 + 4a + 1a^2)d1^111d2^176 + (3 + 0a + 0a^2)d1^112d2^176 + (1 + 0a + 4a^2)d1^113d2^176 + (2 + 4a + 3a^2)d1^114d2^176 + (4 + 1a + 3a^2)d1^115d2^176 + (3 + 3a + 3a^2)d1^116d2^176 + (3 + 1a + 2a^2)d1^117d2^176 + (1 + 3a + 0a^2)d1^118d2^176 + (0 + 3a + 3a^2)d1^119d2^176 + (0 + 1a + 0a^2)d1^120d2^176 + (4 + 2a + 1a^2)d1^121d2^176 + (1 + 1a + 2a^2)d1^122d2^176 + (4 + 1a + 3a^2)d1^123d2^176 + (2 + 2a + 0a^2)d1^124d2^176 + (1 + 3a + 2a^2)d1^125d2^176 + (4 + 3a + 2a^2)d1^126d2^176 + (3 + 4a + 3a^2)d1^127d2^176 + (2 + 1a + 4a^2)d1^128d2^176 + (3 + 2a + 3a^2)d1^129d2^176 + (2 + 4a + 0a^2)d1^130d2^176 + (1 + 3a + 1a^2)d1^131d2^176 + (1 + 1a + 2a^2)d1^132d2^176 + (3 + 4a + 3a^2)d1^133d2^176 + (1 + 2a + 2a^2)d1^134d2^176 + (3 + 0a + 3a^2)d1^135d2^176 + (4 + 1a + 3a^2)d1^136d2^176 + (0 + 1a + 4a^2)d1^137d2^176 + (2 + 2a + 1a^2)d1^138d2^176 + (1 + 4a + 0a^2)d1^139d2^176 + (3 + 4a + 3a^2)d1^140d2^176 + (3 + 2a + 4a^2)d1^141d2^176 + (3 + 3a + 0a^2)d1^142d2^176 + (0 + 0a + 3a^2)d1^143d2^176 + (0 + 1a + 0a^2)d1^144d2^176 + (3 + 4a + 4a^2)d1^145d2^176 + (1 + 1a + 2a^2)d1^146d2^176 + (3 + 3a + 4a^2)d1^147d2^176 + (2 + 0a + 4a^2)d1^148d2^176 + (3 + 0a + 1a^2)d1^149d2^176 + (1 + 0a + 4a^2)d1^150d2^176 + (3 + 0a + 2a^2)d1^151d2^176 + (0 + 3a + 3a^2)d1^152d2^176 + (3 + 0a + 1a^2)d1^153d2^176 + (4 + 4a + 0a^2)d1^154d2^176 + (1 + 4a + 1a^2)d1^155d2^176 + (1 + 4a + 1a^2)d1^156d2^176 + (4 + 4a + 4a^2)d1^157d2^176 + (1 + 2a + 2a^2)d1^158d2^176 + (4 + 3a + 3a^2)d1^159d2^176 + (0 + 1a + 0a^2)d1^160d2^176 + (0 + 0a + 4a^2)d1^161d2^176 + (0 + 3a + 4a^2)d1^162d2^176 + (0 + 2a + 3a^2)d1^163d2^176 + (4 + 1a + 4a^2)d1^164d2^176 + (1 + 4a + 2a^2)d1^165d2^176 + (1 + 4a + 4a^2)d1^166d2^176 + (4 + 1a + 2a^2)d1^167d2^176 + (1 + 3a + 1a^2)d1^168d2^176 + (0 + 1a + 1a^2)d1^169d2^176 + (0 + 3a + 4a^2)d1^170d2^176 + (3 + 3a + 3a^2)d1^171d2^176 + (1 + 2a + 1a^2)d1^172d2^176 + (0 + 3a + 2a^2)d1^173d2^176 + (3 + 1a + 0a^2)d1^174d2^176 + (0 + 2a + 3a^2)d1^175d2^176 + (4 + 0a + 3a^2)d1^176d2^176 + (0 + 3a + 3a^2)d1^177d2^176 + (4 + 4a + 4a^2)d1^178d2^176 + (4 + 0a + 1a^2)d1^179d2^176 + (0 + 4a + 2a^2)d1^180d2^176 + (1 + 1a + 0a^2)d1^181d2^176 + (4 + 4a + 4a^2)d1^182d2^176 + (3 + 0a + 2a^2)d1^183d2^176 + (1 + 0a + 3a^2)d1^184d2^176 + (0 + 4a + 0a^2)d1^185d2^176 + (1 + 2a + 4a^2)d1^186d2^176 + (0 + 4a + 1a^2)d1^187d2^176 + (0 + 1a + 1a^2)d1^188d2^176 + (2 + 4a + 2a^2)d1^189d2^176 + (0 + 3a + 4a^2)d1^190d2^176 + (4 + 4a + 0a^2)d1^191d2^176 + (4 + 1a + 3a^2)d1^192d2^176 + (0 + 3a + 3a^2)d1^193d2^176 + (3 + 3a + 3a^2)d1^194d2^176 + (4 + 0a + 0a^2)d1^195d2^176 + (1 + 1a + 4a^2)d1^196d2^176 + (0 + 0a + 4a^2)d1^197d2^176 + (4 + 1a + 4a^2)d1^198d2^176 + (2 + 2a + 3a^2)d1^199d2^176 + (1 + 4a + 0a^2)d1^200d2^176 + (1 + 1a + 2a^2)d1^201d2^176 + (1 + 1a + 2a^2)d1^202d2^176 + (1 + 4a + 0a^2)d1^203d2^176 + (3 + 4a + 3a^2)d1^204d2^176 + (0 + 2a + 1a^2)d1^205d2^176 + (2 + 2a + 3a^2)d1^206d2^176 + (0 + 2a + 4a^2)d1^207d2^176 + (0 + 3a + 3a^2)d1^208d2^176 + (1 + 0a + 4a^2)d1^209d2^176 + (0 + 0a + 2a^2)d1^210d2^176 + (0 + 1a + 2a^2)d1^211d2^176 + (1 + 2a + 1a^2)d1^212d2^176 + (1 + 1a + 0a^2)d1^213d2^176 + (3 + 2a + 0a^2)d1^214d2^176 + (0 + 1a + 3a^2)d1^215d2^176 + (4 + 1a + 2a^2)d1^216d2^176 + (0 + 1a + 2a^2)d1^217d2^176 + (1 + 2a + 0a^2)d1^218d2^176 + (2 + 0a + 3a^2)d1^219d2^176 + (4 + 4a + 4a^2)d1^220d2^176 + (3 + 4a + 4a^2)d1^221d2^176 + (2 + 0a + 1a^2)d1^222d2^176 + (3 + 2a + 1a^2)d1^223d2^176 + (4 + 1a + 1a^2)d1^224d2^176 + (1 + 3a + 1a^2)d1^225d2^176 + (1 + 2a + 3a^2)d1^226d2^176 + (3 + 1a + 2a^2)d1^227d2^176 + (1 + 4a + 3a^2)d1^228d2^176 + (2 + 4a + 4a^2)d1^229d2^176 + (4 + 1a + 0a^2)d1^230d2^176 + (0 + 3a + 4a^2)d1^231d2^176 + (3 + 2a + 2a^2)d1^232d2^176 + (2 + 4a + 2a^2)d1^233d2^176 + (3 + 4a + 4a^2)d1^234d2^176 + (0 + 3a + 3a^2)d1^235d2^176 + (0 + 0a + 3a^2)d1^236d2^176 + (4 + 1a + 4a^2)d1^237d2^176 + (3 + 4a + 2a^2)d1^238d2^176 + (1 + 3a + 2a^2)d1^239d2^176 + (3 + 3a + 2a^2)d1^240d2^176 + (2 + 0a + 2a^2)d1^241d2^176 + (1 + 3a + 3a^2)d1^242d2^176 + (4 + 4a + 1a^2)d1^243d2^176 + (1 + 1a + 4a^2)d1^244d2^176 + (0 + 1a + 0a^2)d1^245d2^176 + (1 + 3a + 4a^2)d1^246d2^176 + (4 + 3a + 3a^2)d1^247d2^176 + (3 + 0a + 3a^2)d1^248d2^176 + (4 + 4a + 2a^2)d1^249d2^176 + (1 + 2a + 1a^2)d1^250d2^176 + (2 + 3a + 0a^2)d1^251d2^176 + (4 + 2a + 2a^2)d1^252d2^176 + (2 + 1a + 3a^2)d1^253d2^176 + (4 + 1a + 4a^2)d1^254d2^176 + (1 + 1a + 0a^2)d1^255d2^176 + (1 + 0a + 2a^2)d1^256d2^176 + (1 + 0a + 1a^2)d1^257d2^176 + (3 + 2a + 4a^2)d1^258d2^176 + (3 + 1a + 4a^2)d1^259d2^176 + (1 + 3a + 2a^2)d1^260d2^176 + (1 + 3a + 1a^2)d1^261d2^176 + (0 + 4a + 1a^2)d1^262d2^176 + (0 + 0a + 3a^2)d1^263d2^176 + (0 + 0a + 1a^2)d1^264d2^176 + (3 + 2a + 1a^2)d1^265d2^176 + (2 + 4a + 3a^2)d1^266d2^176 + (0 + 2a + 0a^2)d1^267d2^176 + (0 + 1a + 4a^2)d1^268d2^176 + (1 + 4a + 0a^2)d1^269d2^176 + (0 + 2a + 3a^2)d1^270d2^176 + (2 + 0a + 1a^2)d1^271d2^176 + (4 + 3a + 3a^2)d1^272d2^176 + (4 + 3a + 0a^2)d1^273d2^176 + (0 + 3a + 2a^2)d1^274d2^176 + (3 + 2a + 4a^2)d1^275d2^176 + (2 + 1a + 4a^2)d1^276d2^176 + (1 + 0a + 0a^2)d1^277d2^176 + (1 + 4a + 4a^2)d1^278d2^176 + (4 + 1a + 0a^2)d1^279d2^176 + (4 + 1a + 0a^2)d1^280d2^176 + (2 + 3a + 2a^2)d1^281d2^176 + (3 + 0a + 4a^2)d1^282d2^176 + (0 + 1a + 2a^2)d1^283d2^176 + (2 + 3a + 1a^2)d1^284d2^176 + (3 + 3a + 0a^2)d1^285d2^176 + (2 + 2a + 0a^2)d1^287d2^176 + (0 + 0a + 2a^2)d1^288d2^176 + (0 + 1a + 2a^2)d1^289d2^176 + (1 + 0a + 3a^2)d1^290d2^176 + (1 + 2a + 1a^2)d1^291d2^176 + (0 + 4a + 4a^2)d1^292d2^176 + (4 + 0a + 4a^2)d1^293d2^176 + (3 + 4a + 0a^2)d2^177 + (3 + 3a + 2a^2)d1^1d2^177 + (0 + 3a + 1a^2)d1^2d2^177 + (3 + 0a + 1a^2)d1^3d2^177 + (2 + 4a + 0a^2)d1^4d2^177 + (0 + 4a + 1a^2)d1^5d2^177 + (0 + 3a + 2a^2)d1^6d2^177 + (2 + 4a + 1a^2)d1^7d2^177 + (4 + 3a + 2a^2)d1^8d2^177 + (3 + 2a + 4a^2)d1^9d2^177 + (3 + 0a + 3a^2)d1^10d2^177 + (1 + 0a + 0a^2)d1^11d2^177 + (4 + 4a + 4a^2)d1^13d2^177 + (0 + 1a + 2a^2)d1^14d2^177 + (1 + 2a + 4a^2)d1^15d2^177 + (4 + 0a + 4a^2)d1^16d2^177 + (4 + 2a + 3a^2)d1^17d2^177 + (4 + 0a + 4a^2)d1^18d2^177 + (0 + 3a + 2a^2)d1^19d2^177 + (0 + 1a + 0a^2)d1^20d2^177 + (4 + 4a + 1a^2)d1^21d2^177 + (0 + 1a + 4a^2)d1^22d2^177 + (0 + 4a + 3a^2)d1^23d2^177 + (4 + 1a + 2a^2)d1^24d2^177 + (2 + 2a + 1a^2)d1^25d2^177 + (1 + 4a + 1a^2)d1^26d2^177 + (2 + 3a + 1a^2)d1^27d2^177 + (4 + 4a + 2a^2)d1^28d2^177 + (2 + 4a + 3a^2)d1^29d2^177 + (2 + 4a + 1a^2)d1^30d2^177 + (4 + 2a + 1a^2)d1^31d2^177 + (3 + 3a + 4a^2)d1^32d2^177 + (0 + 1a + 1a^2)d1^33d2^177 + (2 + 2a + 2a^2)d1^34d2^177 + (3 + 1a + 2a^2)d1^35d2^177 + (2 + 0a + 4a^2)d1^36d2^177 + (3 + 2a + 4a^2)d1^37d2^177 + (3 + 1a + 4a^2)d1^38d2^177 + (3 + 2a + 4a^2)d1^39d2^177 + (3 + 2a + 4a^2)d1^40d2^177 + (3 + 4a + 4a^2)d1^41d2^177 + (2 + 4a + 2a^2)d1^42d2^177 + (3 + 1a + 0a^2)d1^43d2^177 + (4 + 2a + 3a^2)d1^44d2^177 + (0 + 1a + 4a^2)d1^45d2^177 + (2 + 4a + 2a^2)d1^46d2^177 + (1 + 0a + 4a^2)d1^47d2^177 + (2 + 3a + 4a^2)d1^48d2^177 + (1 + 2a + 1a^2)d1^49d2^177 + (1 + 1a + 1a^2)d1^50d2^177 + (2 + 3a + 4a^2)d1^51d2^177 + (1 + 3a + 1a^2)d1^52d2^177 + (4 + 1a + 3a^2)d1^53d2^177 + (2 + 2a + 3a^2)d1^54d2^177 + (3 + 0a + 1a^2)d1^55d2^177 + (1 + 3a + 3a^2)d1^56d2^177 + (4 + 2a + 0a^2)d1^57d2^177 + (4 + 1a + 1a^2)d1^58d2^177 + (2 + 4a + 1a^2)d1^59d2^177 + (1 + 3a + 1a^2)d1^60d2^177 + (4 + 0a + 3a^2)d1^61d2^177 + (3 + 2a + 1a^2)d1^62d2^177 + (2 + 4a + 0a^2)d1^63d2^177 + (0 + 2a + 1a^2)d1^64d2^177 + (0 + 1a + 2a^2)d1^65d2^177 + (1 + 1a + 2a^2)d1^66d2^177 + (2 + 3a + 4a^2)d1^67d2^177 + (3 + 0a + 3a^2)d1^68d2^177 + (0 + 1a + 2a^2)d1^69d2^177 + (1 + 0a + 0a^2)d1^70d2^177 + (4 + 4a + 2a^2)d1^71d2^177 + (2 + 2a + 0a^2)d1^72d2^177 + (2 + 0a + 4a^2)d1^73d2^177 + (1 + 4a + 1a^2)d1^74d2^177 + (0 + 3a + 3a^2)d1^75d2^177 + (0 + 4a + 3a^2)d1^76d2^177 + (0 + 2a + 4a^2)d1^77d2^177 + (4 + 2a + 3a^2)d1^78d2^177 + (1 + 0a + 1a^2)d1^79d2^177 + (2 + 1a + 3a^2)d1^80d2^177 + (4 + 4a + 0a^2)d1^81d2^177 + (2 + 1a + 4a^2)d1^82d2^177 + (3 + 2a + 3a^2)d1^83d2^177 + (4 + 4a + 2a^2)d1^84d2^177 + (3 + 4a + 1a^2)d1^85d2^177 + (0 + 1a + 2a^2)d1^86d2^177 + (1 + 1a + 1a^2)d1^87d2^177 + (2 + 3a + 3a^2)d1^88d2^177 + (0 + 0a + 2a^2)d1^89d2^177 + (4 + 1a + 4a^2)d1^90d2^177 + (4 + 2a + 3a^2)d1^91d2^177 + (1 + 0a + 0a^2)d1^92d2^177 + (1 + 4a + 1a^2)d1^93d2^177 + (2 + 1a + 0a^2)d1^94d2^177 + (3 + 2a + 0a^2)d1^95d2^177 + (1 + 2a + 3a^2)d1^96d2^177 + (4 + 4a + 0a^2)d1^97d2^177 + (0 + 1a + 1a^2)d1^98d2^177 + (4 + 0a + 2a^2)d1^99d2^177 + (3 + 0a + 2a^2)d1^100d2^177 + (1 + 4a + 2a^2)d1^101d2^177 + (1 + 2a + 4a^2)d1^102d2^177 + (1 + 3a + 0a^2)d1^103d2^177 + (4 + 1a + 3a^2)d1^104d2^177 + (4 + 2a + 4a^2)d1^105d2^177 + (0 + 2a + 0a^2)d1^106d2^177 + (3 + 0a + 0a^2)d1^107d2^177 + (1 + 1a + 4a^2)d1^108d2^177 + (3 + 0a + 0a^2)d1^109d2^177 + (2 + 1a + 3a^2)d1^110d2^177 + (0 + 4a + 1a^2)d1^111d2^177 + (1 + 3a + 2a^2)d1^112d2^177 + (2 + 0a + 4a^2)d1^113d2^177 + (0 + 2a + 2a^2)d1^114d2^177 + (4 + 3a + 2a^2)d1^115d2^177 + (2 + 3a + 3a^2)d1^116d2^177 + (0 + 2a + 4a^2)d1^117d2^177 + (2 + 1a + 0a^2)d1^118d2^177 + (0 + 4a + 1a^2)d1^119d2^177 + (4 + 1a + 4a^2)d1^120d2^177 + (0 + 3a + 1a^2)d1^121d2^177 + (0 + 0a + 2a^2)d1^122d2^177 + (2 + 2a + 3a^2)d1^123d2^177 + (2 + 3a + 4a^2)d1^124d2^177 + (4 + 3a + 4a^2)d1^125d2^177 + (2 + 3a + 0a^2)d1^126d2^177 + (2 + 1a + 0a^2)d1^127d2^177 + (1 + 2a + 3a^2)d1^128d2^177 + (1 + 2a + 2a^2)d1^129d2^177 + (0 + 1a + 2a^2)d1^130d2^177 + (0 + 2a + 3a^2)d1^131d2^177 + (0 + 3a + 1a^2)d1^132d2^177 + (1 + 0a + 2a^2)d1^133d2^177 + (0 + 3a + 2a^2)d1^134d2^177 + (0 + 4a + 1a^2)d1^135d2^177 + (1 + 2a + 3a^2)d1^136d2^177 + (2 + 4a + 3a^2)d1^137d2^177 + (4 + 2a + 3a^2)d1^138d2^177 + (4 + 1a + 2a^2)d1^139d2^177 + (4 + 2a + 3a^2)d1^140d2^177 + (1 + 3a + 0a^2)d1^141d2^177 + (4 + 4a + 2a^2)d1^142d2^177 + (0 + 3a + 2a^2)d1^143d2^177 + (1 + 0a + 2a^2)d1^144d2^177 + (4 + 3a + 2a^2)d1^145d2^177 + (2 + 3a + 2a^2)d1^146d2^177 + (0 + 1a + 2a^2)d1^147d2^177 + (4 + 2a + 2a^2)d1^148d2^177 + (2 + 1a + 2a^2)d1^149d2^177 + (2 + 3a + 0a^2)d1^150d2^177 + (2 + 4a + 3a^2)d1^151d2^177 + (1 + 2a + 2a^2)d1^152d2^177 + (0 + 4a + 2a^2)d1^153d2^177 + (1 + 4a + 1a^2)d1^154d2^177 + (1 + 2a + 4a^2)d1^155d2^177 + (2 + 4a + 0a^2)d1^156d2^177 + (3 + 0a + 2a^2)d1^157d2^177 + (0 + 2a + 3a^2)d1^158d2^177 + (2 + 3a + 4a^2)d1^159d2^177 + (1 + 0a + 2a^2)d1^160d2^177 + (1 + 1a + 1a^2)d1^161d2^177 + (4 + 2a + 4a^2)d1^162d2^177 + (4 + 2a + 1a^2)d1^163d2^177 + (2 + 1a + 1a^2)d1^164d2^177 + (1 + 4a + 3a^2)d1^165d2^177 + (0 + 3a + 0a^2)d1^166d2^177 + (1 + 2a + 3a^2)d1^167d2^177 + (1 + 4a + 3a^2)d1^168d2^177 + (4 + 1a + 1a^2)d1^169d2^177 + (3 + 1a + 2a^2)d1^170d2^177 + (2 + 4a + 2a^2)d1^171d2^177 + (0 + 1a + 0a^2)d1^172d2^177 + (3 + 4a + 4a^2)d1^173d2^177 + (4 + 1a + 2a^2)d1^174d2^177 + (4 + 0a + 3a^2)d1^175d2^177 + (2 + 0a + 0a^2)d1^176d2^177 + (4 + 2a + 2a^2)d1^177d2^177 + (2 + 0a + 1a^2)d1^179d2^177 + (4 + 2a + 1a^2)d1^180d2^177 + (1 + 1a + 3a^2)d1^181d2^177 + (3 + 4a + 0a^2)d1^182d2^177 + (1 + 1a + 2a^2)d1^183d2^177 + (3 + 4a + 3a^2)d1^184d2^177 + (2 + 1a + 0a^2)d1^185d2^177 + (2 + 2a + 1a^2)d1^186d2^177 + (2 + 3a + 1a^2)d1^187d2^177 + (2 + 2a + 1a^2)d1^188d2^177 + (4 + 0a + 1a^2)d1^189d2^177 + (3 + 4a + 2a^2)d1^190d2^177 + (2 + 0a + 4a^2)d1^191d2^177 + (4 + 2a + 2a^2)d1^192d2^177 + (3 + 3a + 0a^2)d1^193d2^177 + (1 + 2a + 3a^2)d1^194d2^177 + (3 + 1a + 4a^2)d1^195d2^177 + (2 + 4a + 3a^2)d1^196d2^177 + (3 + 4a + 2a^2)d1^197d2^177 + (3 + 3a + 1a^2)d1^198d2^177 + (4 + 2a + 3a^2)d1^199d2^177 + (4 + 1a + 3a^2)d1^200d2^177 + (4 + 4a + 3a^2)d1^201d2^177 + (4 + 3a + 4a^2)d1^202d2^177 + (2 + 3a + 0a^2)d1^203d2^177 + (0 + 1a + 2a^2)d1^204d2^177 + (4 + 0a + 0a^2)d1^205d2^177 + (4 + 2a + 2a^2)d1^206d2^177 + (2 + 0a + 1a^2)d1^207d2^177 + (2 + 3a + 0a^2)d1^208d2^177 + (2 + 0a + 1a^2)d1^209d2^177 + (2 + 3a + 4a^2)d1^210d2^177 + (0 + 1a + 4a^2)d1^211d2^177 + (4 + 3a + 2a^2)d1^212d2^177 + (3 + 0a + 2a^2)d1^213d2^177 + (1 + 0a + 2a^2)d1^214d2^177 + (3 + 1a + 3a^2)d1^215d2^177 + (4 + 3a + 1a^2)d1^216d2^177 + (0 + 4a + 2a^2)d1^217d2^177 + (0 + 0a + 2a^2)d1^218d2^177 + (3 + 2a + 4a^2)d1^219d2^177 + (4 + 0a + 4a^2)d1^220d2^177 + (1 + 3a + 2a^2)d1^221d2^177 + (3 + 1a + 1a^2)d1^222d2^177 + (4 + 3a + 3a^2)d1^223d2^177 + (1 + 1a + 0a^2)d1^224d2^177 + (1 + 2a + 0a^2)d1^225d2^177 + (3 + 4a + 4a^2)d1^226d2^177 + (3 + 1a + 1a^2)d1^227d2^177 + (4 + 2a + 2a^2)d1^228d2^177 + (4 + 4a + 3a^2)d1^229d2^177 + (2 + 1a + 2a^2)d1^230d2^177 + (3 + 4a + 3a^2)d1^231d2^177 + (1 + 3a + 2a^2)d1^232d2^177 + (1 + 0a + 4a^2)d1^233d2^177 + (4 + 1a + 2a^2)d1^234d2^177 + (4 + 1a + 3a^2)d1^235d2^177 + (0 + 1a + 3a^2)d1^236d2^177 + (2 + 3a + 4a^2)d1^237d2^177 + (3 + 2a + 2a^2)d1^238d2^177 + (3 + 1a + 4a^2)d1^239d2^177 + (4 + 3a + 0a^2)d1^240d2^177 + (1 + 0a + 2a^2)d1^241d2^177 + (4 + 1a + 4a^2)d1^242d2^177 + (4 + 0a + 2a^2)d1^243d2^177 + (3 + 1a + 0a^2)d1^244d2^177 + (3 + 4a + 1a^2)d1^245d2^177 + (3 + 3a + 3a^2)d1^246d2^177 + (3 + 4a + 4a^2)d1^247d2^177 + (2 + 0a + 0a^2)d1^248d2^177 + (4 + 1a + 3a^2)d1^249d2^177 + (2 + 2a + 0a^2)d1^250d2^177 + (0 + 2a + 2a^2)d1^251d2^177 + (2 + 2a + 3a^2)d1^252d2^177 + (2 + 1a + 0a^2)d1^253d2^177 + (1 + 1a + 0a^2)d1^254d2^177 + (1 + 3a + 1a^2)d1^255d2^177 + (2 + 3a + 2a^2)d1^256d2^177 + (2 + 1a + 4a^2)d1^257d2^177 + (0 + 1a + 0a^2)d1^258d2^177 + (0 + 0a + 4a^2)d1^259d2^177 + (2 + 4a + 2a^2)d1^260d2^177 + (0 + 2a + 1a^2)d1^261d2^177 + (0 + 1a + 2a^2)d1^262d2^177 + (1 + 4a + 2a^2)d1^263d2^177 + (3 + 2a + 0a^2)d1^264d2^177 + (1 + 1a + 1a^2)d1^265d2^177 + (1 + 2a + 2a^2)d1^266d2^177 + (2 + 1a + 3a^2)d1^267d2^177 + (1 + 1a + 1a^2)d1^268d2^177 + (3 + 0a + 2a^2)d1^269d2^177 + (4 + 4a + 2a^2)d1^270d2^177 + (0 + 1a + 2a^2)d1^271d2^177 + (1 + 1a + 0a^2)d1^272d2^177 + (0 + 1a + 0a^2)d1^273d2^177 + (0 + 2a + 0a^2)d1^274d2^177 + (3 + 0a + 0a^2)d1^275d2^177 + (0 + 4a + 4a^2)d1^276d2^177 + (3 + 3a + 4a^2)d1^277d2^177 + (1 + 0a + 0a^2)d1^278d2^177 + (1 + 2a + 3a^2)d1^279d2^177 + (0 + 2a + 3a^2)d1^280d2^177 + (4 + 4a + 0a^2)d1^281d2^177 + (3 + 2a + 2a^2)d1^282d2^177 + (1 + 2a + 1a^2)d1^283d2^177 + (3 + 4a + 1a^2)d1^284d2^177 + (0 + 4a + 0a^2)d1^285d2^177 + (2 + 1a + 1a^2)d1^286d2^177 + (1 + 1a + 3a^2)d1^287d2^177 + (2 + 0a + 0a^2)d1^288d2^177 + (2 + 1a + 0a^2)d1^289d2^177 + (0 + 4a + 3a^2)d1^290d2^177 + (1 + 0a + 1a^2)d1^291d2^177 + (2 + 1a + 1a^2)d1^292d2^177 + (4 + 0a + 2a^2)d1^293d2^177 + (4 + 0a + 1a^2)d2^178 + (3 + 3a + 3a^2)d1^1d2^178 + (3 + 2a + 0a^2)d1^2d2^178 + (4 + 4a + 3a^2)d1^3d2^178 + (3 + 0a + 1a^2)d1^5d2^178 + (2 + 0a + 1a^2)d1^6d2^178 + (1 + 3a + 4a^2)d1^7d2^178 + (0 + 3a + 4a^2)d1^8d2^178 + (4 + 3a + 3a^2)d1^9d2^178 + (2 + 1a + 3a^2)d1^10d2^178 + (0 + 2a + 4a^2)d1^11d2^178 + (3 + 1a + 4a^2)d1^12d2^178 + (1 + 2a + 4a^2)d1^13d2^178 + (3 + 1a + 4a^2)d1^14d2^178 + (3 + 4a + 2a^2)d1^15d2^178 + (3 + 0a + 4a^2)d1^16d2^178 + (2 + 2a + 4a^2)d1^17d2^178 + (3 + 2a + 2a^2)d1^18d2^178 + (3 + 4a + 0a^2)d1^19d2^178 + (2 + 3a + 0a^2)d1^20d2^178 + (2 + 2a + 2a^2)d1^21d2^178 + (2 + 3a + 2a^2)d1^22d2^178 + (1 + 4a + 0a^2)d1^23d2^178 + (2 + 4a + 0a^2)d1^24d2^178 + (0 + 3a + 2a^2)d1^25d2^178 + (4 + 3a + 1a^2)d1^26d2^178 + (2 + 0a + 2a^2)d1^27d2^178 + (2 + 1a + 0a^2)d1^28d2^178 + (2 + 4a + 3a^2)d1^29d2^178 + (3 + 3a + 1a^2)d1^30d2^178 + (4 + 2a + 3a^2)d1^31d2^178 + (4 + 4a + 2a^2)d1^32d2^178 + (3 + 1a + 3a^2)d1^33d2^178 + (1 + 0a + 0a^2)d1^34d2^178 + (3 + 1a + 3a^2)d1^35d2^178 + (0 + 0a + 3a^2)d1^36d2^178 + (4 + 3a + 4a^2)d1^37d2^178 + (1 + 3a + 0a^2)d1^38d2^178 + (3 + 0a + 2a^2)d1^39d2^178 + (0 + 4a + 2a^2)d1^40d2^178 + (4 + 1a + 2a^2)d1^41d2^178 + (2 + 1a + 1a^2)d1^42d2^178 + (2 + 4a + 0a^2)d1^43d2^178 + (3 + 2a + 3a^2)d1^44d2^178 + (4 + 3a + 0a^2)d1^45d2^178 + (3 + 0a + 2a^2)d1^46d2^178 + (3 + 0a + 0a^2)d1^47d2^178 + (1 + 3a + 4a^2)d1^48d2^178 + (3 + 1a + 3a^2)d1^49d2^178 + (1 + 2a + 4a^2)d1^50d2^178 + (3 + 2a + 0a^2)d1^51d2^178 + (2 + 3a + 0a^2)d1^52d2^178 + (0 + 4a + 0a^2)d1^53d2^178 + (0 + 0a + 2a^2)d1^54d2^178 + (2 + 0a + 3a^2)d1^55d2^178 + (4 + 2a + 1a^2)d1^56d2^178 + (1 + 3a + 2a^2)d1^57d2^178 + (2 + 3a + 3a^2)d1^58d2^178 + (2 + 3a + 1a^2)d1^59d2^178 + (0 + 1a + 4a^2)d1^60d2^178 + (1 + 0a + 0a^2)d1^61d2^178 + (2 + 4a + 1a^2)d1^62d2^178 + (3 + 4a + 4a^2)d1^63d2^178 + (2 + 1a + 2a^2)d1^64d2^178 + (1 + 0a + 3a^2)d1^65d2^178 + (4 + 2a + 3a^2)d1^66d2^178 + (2 + 3a + 0a^2)d1^67d2^178 + (1 + 3a + 3a^2)d1^68d2^178 + (3 + 2a + 3a^2)d1^69d2^178 + (0 + 4a + 1a^2)d1^70d2^178 + (0 + 3a + 2a^2)d1^71d2^178 + (4 + 1a + 1a^2)d1^72d2^178 + (4 + 3a + 2a^2)d1^73d2^178 + (4 + 1a + 4a^2)d1^74d2^178 + (2 + 0a + 3a^2)d1^75d2^178 + (4 + 0a + 1a^2)d1^76d2^178 + (4 + 4a + 2a^2)d1^77d2^178 + (1 + 3a + 1a^2)d1^78d2^178 + (3 + 3a + 1a^2)d1^79d2^178 + (2 + 4a + 0a^2)d1^80d2^178 + (2 + 0a + 0a^2)d1^81d2^178 + (4 + 0a + 0a^2)d1^82d2^178 + (0 + 0a + 4a^2)d1^83d2^178 + (3 + 1a + 0a^2)d1^84d2^178 + (3 + 2a + 1a^2)d1^85d2^178 + (1 + 0a + 1a^2)d1^86d2^178 + (0 + 3a + 2a^2)d1^87d2^178 + (3 + 1a + 1a^2)d1^88d2^178 + (3 + 1a + 3a^2)d1^89d2^178 + (2 + 1a + 1a^2)d1^90d2^178 + (3 + 2a + 2a^2)d1^91d2^178 + (1 + 0a + 2a^2)d1^92d2^178 + (3 + 2a + 2a^2)d1^93d2^178 + (2 + 3a + 2a^2)d1^94d2^178 + (4 + 3a + 2a^2)d1^95d2^178 + (1 + 3a + 1a^2)d1^96d2^178 + (1 + 3a + 2a^2)d1^97d2^178 + (2 + 2a + 1a^2)d1^98d2^178 + (1 + 2a + 2a^2)d1^99d2^178 + (2 + 1a + 1a^2)d1^100d2^178 + (1 + 4a + 4a^2)d1^101d2^178 + (3 + 0a + 3a^2)d1^102d2^178 + (4 + 4a + 3a^2)d1^103d2^178 + (4 + 1a + 2a^2)d1^104d2^178 + (1 + 2a + 1a^2)d1^105d2^178 + (3 + 3a + 4a^2)d1^106d2^178 + (1 + 1a + 0a^2)d1^107d2^178 + (0 + 1a + 2a^2)d1^108d2^178 + (4 + 3a + 1a^2)d1^109d2^178 + (0 + 1a + 2a^2)d1^110d2^178 + (2 + 2a + 4a^2)d1^111d2^178 + (3 + 2a + 3a^2)d1^112d2^178 + (0 + 0a + 4a^2)d1^113d2^178 + (3 + 0a + 3a^2)d1^114d2^178 + (3 + 2a + 1a^2)d1^115d2^178 + (0 + 2a + 4a^2)d1^116d2^178 + (1 + 4a + 1a^2)d1^117d2^178 + (2 + 4a + 1a^2)d1^118d2^178 + (1 + 2a + 4a^2)d1^119d2^178 + (1 + 2a + 1a^2)d1^120d2^178 + (3 + 1a + 1a^2)d1^121d2^178 + (2 + 4a + 0a^2)d1^122d2^178 + (4 + 2a + 4a^2)d1^123d2^178 + (2 + 1a + 3a^2)d1^124d2^178 + (0 + 0a + 1a^2)d1^125d2^178 + (1 + 3a + 2a^2)d1^126d2^178 + (2 + 1a + 4a^2)d1^127d2^178 + (2 + 4a + 0a^2)d1^128d2^178 + (2 + 2a + 0a^2)d1^129d2^178 + (1 + 1a + 1a^2)d1^130d2^178 + (2 + 3a + 1a^2)d1^131d2^178 + (3 + 1a + 3a^2)d1^132d2^178 + (0 + 3a + 3a^2)d1^133d2^178 + (1 + 4a + 0a^2)d1^134d2^178 + (2 + 0a + 0a^2)d1^135d2^178 + (0 + 0a + 1a^2)d1^136d2^178 + (3 + 0a + 3a^2)d1^137d2^178 + (2 + 2a + 1a^2)d1^138d2^178 + (1 + 1a + 2a^2)d1^139d2^178 + (0 + 2a + 3a^2)d1^140d2^178 + (4 + 4a + 0a^2)d1^141d2^178 + (3 + 4a + 4a^2)d1^142d2^178 + (4 + 3a + 4a^2)d1^143d2^178 + (3 + 1a + 1a^2)d1^144d2^178 + (1 + 1a + 0a^2)d1^145d2^178 + (1 + 4a + 2a^2)d1^146d2^178 + (4 + 2a + 3a^2)d1^147d2^178 + (0 + 2a + 3a^2)d1^148d2^178 + (4 + 1a + 1a^2)d1^149d2^178 + (3 + 0a + 4a^2)d1^150d2^178 + (1 + 2a + 2a^2)d1^151d2^178 + (0 + 3a + 4a^2)d1^152d2^178 + (0 + 4a + 1a^2)d1^153d2^178 + (3 + 2a + 2a^2)d1^154d2^178 + (1 + 2a + 3a^2)d1^155d2^178 + (1 + 4a + 1a^2)d1^156d2^178 + (2 + 2a + 3a^2)d1^157d2^178 + (3 + 4a + 3a^2)d1^158d2^178 + (4 + 1a + 0a^2)d1^159d2^178 + (2 + 4a + 1a^2)d1^160d2^178 + (4 + 4a + 1a^2)d1^161d2^178 + (3 + 2a + 3a^2)d1^162d2^178 + (4 + 4a + 1a^2)d1^163d2^178 + (1 + 0a + 0a^2)d1^164d2^178 + (1 + 0a + 3a^2)d1^165d2^178 + (1 + 2a + 2a^2)d1^166d2^178 + (4 + 0a + 3a^2)d1^167d2^178 + (0 + 3a + 4a^2)d1^168d2^178 + (1 + 0a + 1a^2)d1^169d2^178 + (3 + 3a + 4a^2)d1^170d2^178 + (4 + 2a + 2a^2)d1^171d2^178 + (1 + 4a + 4a^2)d1^172d2^178 + (3 + 3a + 1a^2)d1^173d2^178 + (1 + 0a + 1a^2)d1^174d2^178 + (4 + 3a + 2a^2)d1^175d2^178 + (2 + 1a + 4a^2)d1^176d2^178 + (1 + 2a + 1a^2)d1^177d2^178 + (3 + 0a + 2a^2)d1^178d2^178 + (1 + 0a + 3a^2)d1^179d2^178 + (1 + 3a + 4a^2)d1^180d2^178 + (2 + 0a + 3a^2)d1^181d2^178 + (2 + 4a + 2a^2)d1^182d2^178 + (3 + 3a + 2a^2)d1^183d2^178 + (2 + 3a + 3a^2)d1^184d2^178 + (3 + 2a + 3a^2)d1^185d2^178 + (1 + 1a + 2a^2)d1^186d2^178 + (4 + 0a + 3a^2)d1^187d2^178 + (4 + 0a + 3a^2)d1^188d2^178 + (3 + 3a + 1a^2)d1^189d2^178 + (1 + 0a + 3a^2)d1^191d2^178 + (0 + 4a + 0a^2)d1^192d2^178 + (1 + 0a + 0a^2)d1^193d2^178 + (1 + 4a + 1a^2)d1^194d2^178 + (0 + 2a + 3a^2)d1^195d2^178 + (4 + 0a + 4a^2)d1^196d2^178 + (1 + 2a + 3a^2)d1^197d2^178 + (0 + 1a + 0a^2)d1^198d2^178 + (2 + 2a + 2a^2)d1^199d2^178 + (1 + 0a + 4a^2)d1^200d2^178 + (2 + 0a + 2a^2)d1^201d2^178 + (2 + 2a + 2a^2)d1^202d2^178 + (4 + 0a + 1a^2)d1^203d2^178 + (4 + 3a + 2a^2)d1^204d2^178 + (4 + 3a + 2a^2)d1^205d2^178 + (3 + 1a + 2a^2)d1^206d2^178 + (4 + 4a + 4a^2)d1^207d2^178 + (0 + 3a + 3a^2)d1^208d2^178 + (4 + 0a + 3a^2)d1^209d2^178 + (0 + 1a + 1a^2)d1^210d2^178 + (0 + 0a + 2a^2)d1^211d2^178 + (0 + 1a + 2a^2)d1^212d2^178 + (3 + 3a + 0a^2)d1^213d2^178 + (2 + 3a + 1a^2)d1^214d2^178 + (1 + 1a + 3a^2)d1^215d2^178 + (4 + 2a + 1a^2)d1^216d2^178 + (3 + 1a + 3a^2)d1^217d2^178 + (1 + 3a + 3a^2)d1^218d2^178 + (4 + 0a + 0a^2)d1^219d2^178 + (3 + 2a + 2a^2)d1^220d2^178 + (3 + 4a + 0a^2)d1^221d2^178 + (0 + 1a + 3a^2)d1^222d2^178 + (4 + 3a + 3a^2)d1^223d2^178 + (0 + 4a + 4a^2)d1^224d2^178 + (4 + 1a + 4a^2)d1^225d2^178 + (0 + 0a + 4a^2)d1^226d2^178 + (2 + 4a + 0a^2)d1^227d2^178 + (1 + 0a + 3a^2)d1^228d2^178 + (2 + 1a + 0a^2)d1^229d2^178 + (2 + 3a + 2a^2)d1^230d2^178 + (4 + 0a + 0a^2)d1^231d2^178 + (4 + 1a + 2a^2)d1^232d2^178 + (4 + 3a + 3a^2)d1^233d2^178 + (0 + 2a + 1a^2)d1^234d2^178 + (4 + 4a + 0a^2)d1^235d2^178 + (1 + 2a + 4a^2)d1^236d2^178 + (4 + 4a + 0a^2)d1^237d2^178 + (2 + 3a + 2a^2)d1^238d2^178 + (3 + 1a + 0a^2)d1^239d2^178 + (4 + 2a + 0a^2)d1^241d2^178 + (3 + 4a + 1a^2)d1^242d2^178 + (4 + 3a + 1a^2)d1^243d2^178 + (4 + 3a + 1a^2)d1^244d2^178 + (0 + 1a + 1a^2)d1^245d2^178 + (0 + 4a + 3a^2)d1^246d2^178 + (2 + 1a + 1a^2)d1^247d2^178 + (3 + 2a + 4a^2)d1^248d2^178 + (1 + 0a + 1a^2)d1^249d2^178 + (1 + 0a + 1a^2)d1^250d2^178 + (4 + 0a + 1a^2)d1^251d2^178 + (1 + 1a + 4a^2)d1^252d2^178 + (0 + 3a + 2a^2)d1^253d2^178 + (0 + 3a + 2a^2)d1^254d2^178 + (0 + 1a + 1a^2)d1^255d2^178 + (0 + 2a + 3a^2)d1^256d2^178 + (4 + 2a + 1a^2)d1^257d2^178 + (0 + 1a + 2a^2)d1^258d2^178 + (1 + 4a + 1a^2)d1^259d2^178 + (3 + 3a + 3a^2)d1^260d2^178 + (1 + 0a + 3a^2)d1^261d2^178 + (2 + 2a + 0a^2)d1^262d2^178 + (4 + 4a + 4a^2)d1^263d2^178 + (2 + 2a + 2a^2)d1^265d2^178 + (0 + 3a + 0a^2)d1^266d2^178 + (4 + 1a + 1a^2)d1^267d2^178 + (0 + 0a + 1a^2)d1^268d2^178 + (0 + 2a + 0a^2)d1^269d2^178 + (4 + 0a + 0a^2)d1^270d2^178 + (3 + 4a + 0a^2)d1^271d2^178 + (1 + 2a + 3a^2)d1^272d2^178 + (0 + 2a + 4a^2)d1^273d2^178 + (2 + 0a + 3a^2)d1^274d2^178 + (2 + 0a + 3a^2)d1^275d2^178 + (1 + 4a + 2a^2)d1^276d2^178 + (2 + 3a + 4a^2)d1^277d2^178 + (3 + 2a + 3a^2)d1^278d2^178 + (4 + 1a + 1a^2)d1^279d2^178 + (3 + 3a + 3a^2)d1^280d2^178 + (2 + 1a + 4a^2)d1^281d2^178 + (4 + 1a + 1a^2)d1^282d2^178 + (1 + 4a + 2a^2)d1^283d2^178 + (4 + 3a + 2a^2)d1^284d2^178 + (1 + 4a + 0a^2)d1^285d2^178 + (3 + 0a + 4a^2)d1^286d2^178 + (1 + 4a + 0a^2)d1^287d2^178 + (0 + 2a + 2a^2)d1^288d2^178 + (0 + 1a + 1a^2)d1^289d2^178 + (0 + 4a + 3a^2)d1^290d2^178 + (1 + 0a + 2a^2)d1^291d2^178 + (3 + 3a + 3a^2)d1^292d2^178 + (0 + 3a + 1a^2)d1^293d2^178 + (4 + 2a + 0a^2)d2^179 + (3 + 1a + 4a^2)d1^1d2^179 + (4 + 2a + 4a^2)d1^2d2^179 + (3 + 4a + 1a^2)d1^3d2^179 + (2 + 3a + 0a^2)d1^4d2^179 + (4 + 1a + 4a^2)d1^5d2^179 + (3 + 0a + 2a^2)d1^6d2^179 + (3 + 3a + 0a^2)d1^7d2^179 + (4 + 1a + 0a^2)d1^8d2^179 + (0 + 1a + 4a^2)d1^9d2^179 + (4 + 4a + 2a^2)d1^10d2^179 + (3 + 3a + 1a^2)d1^11d2^179 + (3 + 4a + 3a^2)d1^12d2^179 + (4 + 2a + 3a^2)d1^13d2^179 + (1 + 0a + 1a^2)d1^14d2^179 + (4 + 4a + 3a^2)d1^15d2^179 + (0 + 2a + 0a^2)d1^16d2^179 + (3 + 4a + 3a^2)d1^17d2^179 + (4 + 3a + 1a^2)d1^18d2^179 + (0 + 2a + 2a^2)d1^19d2^179 + (3 + 2a + 3a^2)d1^20d2^179 + (0 + 2a + 3a^2)d1^21d2^179 + (1 + 1a + 4a^2)d1^22d2^179 + (4 + 0a + 2a^2)d1^23d2^179 + (4 + 1a + 4a^2)d1^24d2^179 + (3 + 2a + 3a^2)d1^25d2^179 + (1 + 0a + 1a^2)d1^26d2^179 + (3 + 3a + 0a^2)d1^27d2^179 + (0 + 3a + 3a^2)d1^28d2^179 + (2 + 3a + 1a^2)d1^29d2^179 + (1 + 2a + 3a^2)d1^30d2^179 + (1 + 1a + 3a^2)d1^31d2^179 + (1 + 2a + 2a^2)d1^32d2^179 + (4 + 2a + 0a^2)d1^33d2^179 + (4 + 1a + 0a^2)d1^34d2^179 + (1 + 2a + 3a^2)d1^35d2^179 + (4 + 3a + 0a^2)d1^36d2^179 + (2 + 4a + 4a^2)d1^37d2^179 + (3 + 2a + 4a^2)d1^38d2^179 + (2 + 1a + 4a^2)d1^39d2^179 + (0 + 3a + 2a^2)d1^40d2^179 + (2 + 0a + 4a^2)d1^42d2^179 + (2 + 4a + 2a^2)d1^43d2^179 + (0 + 2a + 4a^2)d1^44d2^179 + (2 + 3a + 2a^2)d1^45d2^179 + (0 + 3a + 4a^2)d1^46d2^179 + (1 + 2a + 0a^2)d1^47d2^179 + (3 + 1a + 1a^2)d1^48d2^179 + (3 + 3a + 2a^2)d1^49d2^179 + (0 + 4a + 4a^2)d1^50d2^179 + (0 + 0a + 3a^2)d1^51d2^179 + (2 + 4a + 1a^2)d1^52d2^179 + (2 + 0a + 2a^2)d1^53d2^179 + (3 + 3a + 3a^2)d1^54d2^179 + (1 + 2a + 1a^2)d1^55d2^179 + (0 + 4a + 3a^2)d1^56d2^179 + (4 + 4a + 3a^2)d1^57d2^179 + (1 + 3a + 3a^2)d1^58d2^179 + (4 + 3a + 2a^2)d1^59d2^179 + (2 + 1a + 3a^2)d1^60d2^179 + (4 + 4a + 0a^2)d1^61d2^179 + (0 + 1a + 3a^2)d1^62d2^179 + (4 + 0a + 2a^2)d1^63d2^179 + (1 + 2a + 2a^2)d1^64d2^179 + (2 + 0a + 2a^2)d1^65d2^179 + (0 + 2a + 3a^2)d1^66d2^179 + (2 + 4a + 2a^2)d1^67d2^179 + (4 + 1a + 2a^2)d1^68d2^179 + (0 + 3a + 3a^2)d1^69d2^179 + (3 + 2a + 0a^2)d1^70d2^179 + (1 + 2a + 4a^2)d1^71d2^179 + (0 + 4a + 0a^2)d1^72d2^179 + (1 + 1a + 2a^2)d1^73d2^179 + (3 + 4a + 1a^2)d1^74d2^179 + (1 + 2a + 0a^2)d1^75d2^179 + (4 + 3a + 0a^2)d1^76d2^179 + (2 + 4a + 3a^2)d1^77d2^179 + (2 + 3a + 3a^2)d1^78d2^179 + (1 + 0a + 3a^2)d1^79d2^179 + (4 + 1a + 4a^2)d1^80d2^179 + (0 + 0a + 3a^2)d1^82d2^179 + (0 + 3a + 0a^2)d1^83d2^179 + (2 + 4a + 1a^2)d1^84d2^179 + (2 + 0a + 3a^2)d1^85d2^179 + (2 + 1a + 4a^2)d1^86d2^179 + (3 + 2a + 1a^2)d1^87d2^179 + (4 + 2a + 2a^2)d1^88d2^179 + (4 + 1a + 2a^2)d1^89d2^179 + (4 + 3a + 0a^2)d1^90d2^179 + (4 + 0a + 2a^2)d1^91d2^179 + (1 + 0a + 1a^2)d1^92d2^179 + (0 + 4a + 4a^2)d1^93d2^179 + (0 + 2a + 1a^2)d1^94d2^179 + (2 + 2a + 0a^2)d1^95d2^179 + (1 + 4a + 2a^2)d1^96d2^179 + (0 + 3a + 2a^2)d1^97d2^179 + (0 + 3a + 3a^2)d1^98d2^179 + (4 + 2a + 1a^2)d1^99d2^179 + (4 + 3a + 1a^2)d1^100d2^179 + (4 + 2a + 0a^2)d1^101d2^179 + (2 + 1a + 0a^2)d1^102d2^179 + (0 + 4a + 2a^2)d1^103d2^179 + (3 + 2a + 3a^2)d1^104d2^179 + (4 + 2a + 1a^2)d1^105d2^179 + (0 + 1a + 1a^2)d1^106d2^179 + (4 + 1a + 2a^2)d1^107d2^179 + (2 + 1a + 4a^2)d1^108d2^179 + (2 + 3a + 3a^2)d1^109d2^179 + (4 + 2a + 4a^2)d1^110d2^179 + (3 + 2a + 2a^2)d1^111d2^179 + (1 + 3a + 2a^2)d1^112d2^179 + (1 + 4a + 1a^2)d1^113d2^179 + (1 + 2a + 0a^2)d1^114d2^179 + (4 + 3a + 4a^2)d1^115d2^179 + (1 + 4a + 2a^2)d1^116d2^179 + (1 + 4a + 1a^2)d1^117d2^179 + (3 + 0a + 0a^2)d1^118d2^179 + (2 + 0a + 2a^2)d1^119d2^179 + (2 + 2a + 3a^2)d1^120d2^179 + (0 + 4a + 1a^2)d1^121d2^179 + (4 + 0a + 3a^2)d1^122d2^179 + (4 + 4a + 2a^2)d1^123d2^179 + (2 + 1a + 4a^2)d1^124d2^179 + (0 + 2a + 0a^2)d1^125d2^179 + (2 + 0a + 3a^2)d1^126d2^179 + (1 + 4a + 4a^2)d1^127d2^179 + (2 + 1a + 0a^2)d1^128d2^179 + (4 + 3a + 0a^2)d1^129d2^179 + (3 + 4a + 3a^2)d1^130d2^179 + (2 + 2a + 1a^2)d1^131d2^179 + (4 + 2a + 1a^2)d1^132d2^179 + (4 + 4a + 3a^2)d1^133d2^179 + (1 + 2a + 1a^2)d1^134d2^179 + (1 + 0a + 4a^2)d1^135d2^179 + (3 + 1a + 4a^2)d1^136d2^179 + (2 + 0a + 1a^2)d1^137d2^179 + (3 + 3a + 2a^2)d1^138d2^179 + (3 + 3a + 0a^2)d1^139d2^179 + (4 + 2a + 4a^2)d1^140d2^179 + (1 + 3a + 0a^2)d1^141d2^179 + (0 + 3a + 3a^2)d1^142d2^179 + (2 + 4a + 1a^2)d1^144d2^179 + (1 + 3a + 1a^2)d1^145d2^179 + (3 + 2a + 1a^2)d1^146d2^179 + (0 + 3a + 0a^2)d1^147d2^179 + (0 + 3a + 3a^2)d1^148d2^179 + (2 + 4a + 3a^2)d1^149d2^179 + (1 + 1a + 3a^2)d1^150d2^179 + (1 + 1a + 0a^2)d1^151d2^179 + (0 + 3a + 2a^2)d1^152d2^179 + (4 + 0a + 0a^2)d1^153d2^179 + (3 + 0a + 3a^2)d1^154d2^179 + (3 + 1a + 3a^2)d1^155d2^179 + (4 + 0a + 4a^2)d1^156d2^179 + (0 + 4a + 1a^2)d1^157d2^179 + (2 + 0a + 3a^2)d1^158d2^179 + (3 + 1a + 4a^2)d1^159d2^179 + (4 + 1a + 0a^2)d1^160d2^179 + (4 + 4a + 1a^2)d1^161d2^179 + (0 + 4a + 4a^2)d1^162d2^179 + (0 + 0a + 2a^2)d1^163d2^179 + (1 + 0a + 1a^2)d1^164d2^179 + (4 + 2a + 4a^2)d1^165d2^179 + (4 + 3a + 4a^2)d1^166d2^179 + (1 + 2a + 3a^2)d1^167d2^179 + (1 + 2a + 3a^2)d1^168d2^179 + (2 + 4a + 1a^2)d1^169d2^179 + (3 + 0a + 0a^2)d1^170d2^179 + (3 + 4a + 4a^2)d1^171d2^179 + (0 + 1a + 4a^2)d1^172d2^179 + (3 + 0a + 3a^2)d1^173d2^179 + (4 + 4a + 1a^2)d1^174d2^179 + (3 + 4a + 0a^2)d1^175d2^179 + (4 + 2a + 0a^2)d1^176d2^179 + (1 + 3a + 4a^2)d1^177d2^179 + (1 + 0a + 1a^2)d1^178d2^179 + (2 + 2a + 2a^2)d1^179d2^179 + (2 + 2a + 3a^2)d1^180d2^179 + (0 + 4a + 0a^2)d1^181d2^179 + (2 + 2a + 0a^2)d1^182d2^179 + (0 + 0a + 1a^2)d1^183d2^179 + (1 + 4a + 3a^2)d1^184d2^179 + (3 + 1a + 3a^2)d1^185d2^179 + (1 + 4a + 3a^2)d1^186d2^179 + (1 + 2a + 0a^2)d1^187d2^179 + (3 + 3a + 3a^2)d1^188d2^179 + (1 + 0a + 1a^2)d1^189d2^179 + (0 + 2a + 3a^2)d1^190d2^179 + (0 + 3a + 4a^2)d1^191d2^179 + (4 + 2a + 4a^2)d1^192d2^179 + (4 + 1a + 4a^2)d1^193d2^179 + (0 + 1a + 1a^2)d1^194d2^179 + (0 + 2a + 3a^2)d1^195d2^179 + (2 + 3a + 4a^2)d1^196d2^179 + (1 + 4a + 3a^2)d1^197d2^179 + (2 + 1a + 1a^2)d1^198d2^179 + (0 + 2a + 4a^2)d1^199d2^179 + (4 + 2a + 3a^2)d1^200d2^179 + (3 + 1a + 3a^2)d1^201d2^179 + (2 + 1a + 0a^2)d1^202d2^179 + (1 + 0a + 0a^2)d1^203d2^179 + (0 + 0a + 2a^2)d1^204d2^179 + (2 + 2a + 2a^2)d1^205d2^179 + (2 + 2a + 4a^2)d1^206d2^179 + (4 + 2a + 0a^2)d1^207d2^179 + (1 + 3a + 0a^2)d1^208d2^179 + (4 + 4a + 2a^2)d1^209d2^179 + (2 + 2a + 0a^2)d1^210d2^179 + (4 + 2a + 2a^2)d1^211d2^179 + (2 + 4a + 4a^2)d1^212d2^179 + (4 + 2a + 0a^2)d1^213d2^179 + (1 + 0a + 4a^2)d1^214d2^179 + (0 + 2a + 2a^2)d1^215d2^179 + (0 + 2a + 4a^2)d1^216d2^179 + (1 + 3a + 2a^2)d1^217d2^179 + (4 + 4a + 3a^2)d1^218d2^179 + (1 + 1a + 0a^2)d1^219d2^179 + (4 + 2a + 4a^2)d1^221d2^179 + (2 + 3a + 0a^2)d1^222d2^179 + (3 + 3a + 3a^2)d1^223d2^179 + (3 + 1a + 2a^2)d1^224d2^179 + (1 + 2a + 3a^2)d1^225d2^179 + (0 + 2a + 4a^2)d1^226d2^179 + (4 + 3a + 2a^2)d1^227d2^179 + (2 + 1a + 3a^2)d1^228d2^179 + (2 + 0a + 0a^2)d1^229d2^179 + (3 + 1a + 2a^2)d1^230d2^179 + (3 + 4a + 4a^2)d1^231d2^179 + (4 + 3a + 3a^2)d1^232d2^179 + (1 + 1a + 2a^2)d1^233d2^179 + (0 + 3a + 3a^2)d1^234d2^179 + (0 + 2a + 3a^2)d1^235d2^179 + (0 + 3a + 0a^2)d1^236d2^179 + (1 + 0a + 4a^2)d1^237d2^179 + (2 + 0a + 1a^2)d1^238d2^179 + (2 + 2a + 0a^2)d1^239d2^179 + (0 + 0a + 3a^2)d1^240d2^179 + (2 + 3a + 4a^2)d1^241d2^179 + (1 + 0a + 4a^2)d1^242d2^179 + (0 + 0a + 2a^2)d1^243d2^179 + (0 + 3a + 0a^2)d1^244d2^179 + (4 + 2a + 4a^2)d1^245d2^179 + (0 + 1a + 2a^2)d1^246d2^179 + (2 + 2a + 4a^2)d1^247d2^179 + (3 + 0a + 2a^2)d1^248d2^179 + (2 + 4a + 1a^2)d1^249d2^179 + (0 + 2a + 1a^2)d1^250d2^179 + (0 + 1a + 4a^2)d1^251d2^179 + (2 + 1a + 2a^2)d1^252d2^179 + (0 + 1a + 0a^2)d1^253d2^179 + (0 + 4a + 3a^2)d1^254d2^179 + (2 + 3a + 1a^2)d1^255d2^179 + (4 + 0a + 0a^2)d1^256d2^179 + (3 + 2a + 3a^2)d1^257d2^179 + (3 + 3a + 0a^2)d1^258d2^179 + (4 + 3a + 3a^2)d1^259d2^179 + (1 + 4a + 2a^2)d1^260d2^179 + (2 + 4a + 0a^2)d1^261d2^179 + (2 + 0a + 1a^2)d1^262d2^179 + (3 + 3a + 3a^2)d1^263d2^179 + (2 + 1a + 0a^2)d1^264d2^179 + (1 + 0a + 1a^2)d1^265d2^179 + (3 + 0a + 2a^2)d1^266d2^179 + (2 + 2a + 2a^2)d1^267d2^179 + (1 + 1a + 3a^2)d1^268d2^179 + (3 + 4a + 0a^2)d1^269d2^179 + (1 + 2a + 0a^2)d1^270d2^179 + (0 + 3a + 4a^2)d1^272d2^179 + (1 + 4a + 1a^2)d1^273d2^179 + (4 + 0a + 3a^2)d1^274d2^179 + (3 + 4a + 4a^2)d1^275d2^179 + (1 + 0a + 0a^2)d1^276d2^179 + (3 + 2a + 3a^2)d1^277d2^179 + (4 + 0a + 4a^2)d1^278d2^179 + (3 + 0a + 2a^2)d1^279d2^179 + (2 + 1a + 3a^2)d1^280d2^179 + (4 + 3a + 3a^2)d1^281d2^179 + (1 + 1a + 4a^2)d1^282d2^179 + (1 + 0a + 1a^2)d1^283d2^179 + (3 + 2a + 2a^2)d1^284d2^179 + (3 + 4a + 0a^2)d1^285d2^179 + (0 + 2a + 2a^2)d1^286d2^179 + (3 + 1a + 1a^2)d1^287d2^179 + (0 + 2a + 2a^2)d1^288d2^179 + (3 + 2a + 3a^2)d1^289d2^179 + (4 + 4a + 3a^2)d1^290d2^179 + (2 + 2a + 1a^2)d1^291d2^179 + (0 + 4a + 1a^2)d1^292d2^179 + (0 + 4a + 3a^2)d1^293d2^179 + (2 + 3a + 1a^2)d2^180 + (3 + 1a + 1a^2)d1^1d2^180 + (0 + 3a + 2a^2)d1^2d2^180 + (2 + 3a + 0a^2)d1^3d2^180 + (4 + 2a + 0a^2)d1^4d2^180 + (1 + 4a + 4a^2)d1^5d2^180 + (2 + 4a + 0a^2)d1^6d2^180 + (0 + 0a + 3a^2)d1^7d2^180 + (4 + 2a + 4a^2)d1^8d2^180 + (1 + 0a + 2a^2)d1^9d2^180 + (2 + 1a + 2a^2)d1^10d2^180 + (2 + 0a + 2a^2)d1^11d2^180 + (0 + 3a + 0a^2)d1^12d2^180 + (1 + 4a + 0a^2)d1^13d2^180 + (4 + 2a + 3a^2)d1^14d2^180 + (2 + 1a + 3a^2)d1^15d2^180 + (4 + 1a + 1a^2)d1^16d2^180 + (4 + 4a + 2a^2)d1^17d2^180 + (3 + 0a + 2a^2)d1^18d2^180 + (4 + 1a + 3a^2)d1^19d2^180 + (3 + 3a + 3a^2)d1^20d2^180 + (4 + 2a + 4a^2)d1^21d2^180 + (0 + 2a + 3a^2)d1^22d2^180 + (3 + 1a + 2a^2)d1^23d2^180 + (3 + 0a + 3a^2)d1^24d2^180 + (1 + 4a + 0a^2)d1^25d2^180 + (2 + 2a + 2a^2)d1^26d2^180 + (4 + 0a + 0a^2)d1^27d2^180 + (0 + 4a + 1a^2)d1^28d2^180 + (1 + 2a + 3a^2)d1^29d2^180 + (3 + 0a + 0a^2)d1^30d2^180 + (4 + 1a + 4a^2)d1^31d2^180 + (1 + 3a + 4a^2)d1^32d2^180 + (1 + 3a + 4a^2)d1^33d2^180 + (3 + 4a + 0a^2)d1^34d2^180 + (1 + 0a + 3a^2)d1^35d2^180 + (1 + 4a + 4a^2)d1^36d2^180 + (1 + 0a + 1a^2)d1^37d2^180 + (0 + 3a + 2a^2)d1^38d2^180 + (2 + 0a + 3a^2)d1^39d2^180 + (0 + 0a + 3a^2)d1^40d2^180 + (0 + 1a + 3a^2)d1^41d2^180 + (1 + 1a + 1a^2)d1^42d2^180 + (1 + 1a + 0a^2)d1^43d2^180 + (0 + 4a + 0a^2)d1^45d2^180 + (2 + 1a + 4a^2)d1^46d2^180 + (2 + 2a + 1a^2)d1^47d2^180 + (0 + 1a + 4a^2)d1^48d2^180 + (1 + 2a + 0a^2)d1^49d2^180 + (4 + 1a + 4a^2)d1^50d2^180 + (0 + 4a + 2a^2)d1^51d2^180 + (0 + 2a + 1a^2)d1^52d2^180 + (2 + 3a + 4a^2)d1^53d2^180 + (0 + 2a + 1a^2)d1^54d2^180 + (0 + 1a + 3a^2)d1^55d2^180 + (2 + 0a + 4a^2)d1^56d2^180 + (0 + 1a + 1a^2)d1^57d2^180 + (4 + 4a + 2a^2)d1^58d2^180 + (1 + 0a + 2a^2)d1^59d2^180 + (1 + 2a + 0a^2)d1^60d2^180 + (3 + 2a + 2a^2)d1^61d2^180 + (4 + 3a + 3a^2)d1^62d2^180 + (3 + 2a + 2a^2)d1^63d2^180 + (4 + 2a + 1a^2)d1^64d2^180 + (2 + 1a + 3a^2)d1^65d2^180 + (1 + 2a + 1a^2)d1^66d2^180 + (4 + 2a + 4a^2)d1^67d2^180 + (2 + 2a + 2a^2)d1^68d2^180 + (3 + 0a + 1a^2)d1^69d2^180 + (4 + 1a + 0a^2)d1^70d2^180 + (2 + 1a + 4a^2)d1^71d2^180 + (2 + 1a + 4a^2)d1^72d2^180 + (2 + 1a + 1a^2)d1^73d2^180 + (3 + 1a + 3a^2)d1^74d2^180 + (4 + 0a + 4a^2)d1^75d2^180 + (1 + 1a + 4a^2)d1^76d2^180 + (0 + 2a + 4a^2)d1^77d2^180 + (2 + 3a + 2a^2)d1^78d2^180 + (0 + 2a + 4a^2)d1^79d2^180 + (2 + 3a + 3a^2)d1^80d2^180 + (2 + 2a + 3a^2)d1^81d2^180 + (0 + 4a + 4a^2)d1^82d2^180 + (0 + 0a + 4a^2)d1^83d2^180 + (1 + 1a + 4a^2)d1^84d2^180 + (3 + 0a + 1a^2)d1^85d2^180 + (3 + 1a + 0a^2)d1^86d2^180 + (3 + 0a + 2a^2)d1^87d2^180 + (2 + 0a + 3a^2)d1^88d2^180 + (1 + 3a + 1a^2)d1^89d2^180 + (3 + 0a + 3a^2)d1^90d2^180 + (4 + 0a + 4a^2)d1^91d2^180 + (1 + 4a + 2a^2)d1^92d2^180 + (4 + 0a + 3a^2)d1^93d2^180 + (2 + 1a + 0a^2)d1^94d2^180 + (3 + 0a + 4a^2)d1^95d2^180 + (0 + 4a + 0a^2)d1^96d2^180 + (3 + 4a + 0a^2)d1^97d2^180 + (3 + 4a + 0a^2)d1^98d2^180 + (4 + 0a + 1a^2)d1^99d2^180 + (1 + 3a + 3a^2)d1^100d2^180 + (3 + 3a + 3a^2)d1^101d2^180 + (1 + 0a + 2a^2)d1^102d2^180 + (3 + 3a + 0a^2)d1^103d2^180 + (3 + 3a + 3a^2)d1^104d2^180 + (3 + 3a + 1a^2)d1^105d2^180 + (0 + 1a + 2a^2)d1^106d2^180 + (3 + 4a + 2a^2)d1^107d2^180 + (0 + 4a + 0a^2)d1^108d2^180 + (4 + 0a + 0a^2)d1^109d2^180 + (3 + 4a + 4a^2)d1^110d2^180 + (0 + 2a + 2a^2)d1^111d2^180 + (2 + 2a + 3a^2)d1^112d2^180 + (0 + 1a + 2a^2)d1^113d2^180 + (4 + 4a + 0a^2)d1^114d2^180 + (4 + 1a + 1a^2)d1^115d2^180 + (1 + 0a + 1a^2)d1^116d2^180 + (1 + 0a + 3a^2)d1^117d2^180 + (3 + 1a + 2a^2)d1^118d2^180 + (2 + 0a + 0a^2)d1^119d2^180 + (2 + 3a + 2a^2)d1^120d2^180 + (2 + 0a + 2a^2)d1^121d2^180 + (2 + 3a + 2a^2)d1^122d2^180 + (4 + 2a + 4a^2)d1^123d2^180 + (0 + 0a + 3a^2)d1^124d2^180 + (4 + 4a + 2a^2)d1^125d2^180 + (4 + 1a + 3a^2)d1^126d2^180 + (4 + 1a + 2a^2)d1^127d2^180 + (4 + 1a + 3a^2)d1^128d2^180 + (2 + 0a + 2a^2)d1^129d2^180 + (1 + 3a + 0a^2)d1^130d2^180 + (2 + 4a + 1a^2)d1^131d2^180 + (1 + 3a + 2a^2)d1^132d2^180 + (1 + 4a + 4a^2)d1^133d2^180 + (0 + 4a + 0a^2)d1^134d2^180 + (3 + 1a + 4a^2)d1^135d2^180 + (0 + 2a + 4a^2)d1^136d2^180 + (4 + 1a + 2a^2)d1^137d2^180 + (1 + 1a + 3a^2)d1^138d2^180 + (3 + 4a + 1a^2)d1^139d2^180 + (0 + 2a + 4a^2)d1^140d2^180 + (3 + 4a + 0a^2)d1^141d2^180 + (4 + 2a + 3a^2)d1^143d2^180 + (2 + 1a + 2a^2)d1^144d2^180 + (3 + 2a + 2a^2)d1^145d2^180 + (1 + 3a + 3a^2)d1^146d2^180 + (0 + 3a + 4a^2)d1^147d2^180 + (3 + 4a + 3a^2)d1^148d2^180 + (0 + 4a + 1a^2)d1^149d2^180 + (3 + 2a + 4a^2)d1^150d2^180 + (3 + 2a + 4a^2)d1^151d2^180 + (1 + 4a + 4a^2)d1^152d2^180 + (3 + 4a + 3a^2)d1^153d2^180 + (3 + 2a + 2a^2)d1^154d2^180 + (2 + 1a + 3a^2)d1^155d2^180 + (2 + 0a + 3a^2)d1^156d2^180 + (1 + 4a + 0a^2)d1^157d2^180 + (1 + 1a + 4a^2)d1^158d2^180 + (0 + 0a + 2a^2)d1^159d2^180 + (3 + 1a + 0a^2)d1^160d2^180 + (1 + 0a + 1a^2)d1^161d2^180 + (1 + 2a + 2a^2)d1^162d2^180 + (4 + 0a + 2a^2)d1^163d2^180 + (0 + 1a + 0a^2)d1^164d2^180 + (0 + 2a + 1a^2)d1^165d2^180 + (4 + 0a + 1a^2)d1^166d2^180 + (3 + 2a + 3a^2)d1^167d2^180 + (0 + 3a + 2a^2)d1^168d2^180 + (0 + 3a + 1a^2)d1^169d2^180 + (2 + 2a + 0a^2)d1^170d2^180 + (4 + 0a + 4a^2)d1^171d2^180 + (4 + 4a + 3a^2)d1^172d2^180 + (3 + 1a + 0a^2)d1^173d2^180 + (4 + 2a + 0a^2)d1^174d2^180 + (3 + 0a + 1a^2)d1^175d2^180 + (0 + 2a + 0a^2)d1^176d2^180 + (3 + 2a + 3a^2)d1^177d2^180 + (2 + 4a + 2a^2)d1^178d2^180 + (2 + 2a + 2a^2)d1^179d2^180 + (0 + 3a + 2a^2)d1^180d2^180 + (3 + 1a + 2a^2)d1^181d2^180 + (4 + 0a + 3a^2)d1^182d2^180 + (3 + 1a + 3a^2)d1^183d2^180 + (0 + 1a + 0a^2)d1^184d2^180 + (0 + 1a + 3a^2)d1^185d2^180 + (2 + 1a + 3a^2)d1^186d2^180 + (1 + 4a + 2a^2)d1^187d2^180 + (1 + 0a + 0a^2)d1^188d2^180 + (0 + 4a + 2a^2)d1^189d2^180 + (2 + 1a + 3a^2)d1^190d2^180 + (2 + 0a + 4a^2)d1^191d2^180 + (0 + 3a + 1a^2)d1^192d2^180 + (4 + 2a + 0a^2)d1^193d2^180 + (0 + 3a + 3a^2)d1^194d2^180 + (4 + 3a + 4a^2)d1^195d2^180 + (3 + 0a + 4a^2)d1^196d2^180 + (1 + 3a + 1a^2)d1^197d2^180 + (3 + 1a + 2a^2)d1^198d2^180 + (4 + 0a + 4a^2)d1^199d2^180 + (4 + 1a + 3a^2)d1^200d2^180 + (3 + 4a + 2a^2)d1^201d2^180 + (4 + 1a + 0a^2)d1^202d2^180 + (0 + 4a + 2a^2)d1^203d2^180 + (0 + 1a + 4a^2)d1^204d2^180 + (1 + 2a + 3a^2)d1^205d2^180 + (2 + 0a + 2a^2)d1^206d2^180 + (1 + 3a + 0a^2)d1^207d2^180 + (2 + 3a + 0a^2)d1^208d2^180 + (2 + 0a + 3a^2)d1^209d2^180 + (0 + 4a + 1a^2)d1^210d2^180 + (0 + 3a + 0a^2)d1^211d2^180 + (0 + 2a + 1a^2)d1^212d2^180 + (3 + 3a + 3a^2)d1^213d2^180 + (4 + 0a + 0a^2)d1^214d2^180 + (1 + 2a + 2a^2)d1^215d2^180 + (4 + 1a + 4a^2)d1^216d2^180 + (4 + 1a + 3a^2)d1^217d2^180 + (4 + 3a + 2a^2)d1^218d2^180 + (3 + 3a + 0a^2)d1^219d2^180 + (3 + 1a + 1a^2)d1^220d2^180 + (3 + 4a + 4a^2)d1^221d2^180 + (2 + 0a + 1a^2)d1^222d2^180 + (2 + 4a + 2a^2)d1^223d2^180 + (4 + 0a + 0a^2)d1^224d2^180 + (2 + 1a + 2a^2)d1^225d2^180 + (3 + 3a + 4a^2)d1^226d2^180 + (2 + 4a + 1a^2)d1^227d2^180 + (2 + 0a + 4a^2)d1^228d2^180 + (1 + 0a + 1a^2)d1^229d2^180 + (2 + 2a + 1a^2)d1^230d2^180 + (3 + 2a + 0a^2)d1^231d2^180 + (4 + 1a + 1a^2)d1^232d2^180 + (2 + 3a + 4a^2)d1^233d2^180 + (3 + 1a + 3a^2)d1^234d2^180 + (2 + 0a + 3a^2)d1^235d2^180 + (0 + 1a + 3a^2)d1^236d2^180 + (1 + 0a + 4a^2)d1^237d2^180 + (1 + 2a + 2a^2)d1^238d2^180 + (0 + 3a + 2a^2)d1^239d2^180 + (2 + 1a + 2a^2)d1^240d2^180 + (4 + 3a + 1a^2)d1^241d2^180 + (3 + 1a + 3a^2)d1^242d2^180 + (1 + 0a + 1a^2)d1^243d2^180 + (4 + 4a + 2a^2)d1^244d2^180 + (4 + 0a + 2a^2)d1^245d2^180 + (4 + 4a + 1a^2)d1^246d2^180 + (1 + 2a + 3a^2)d1^247d2^180 + (2 + 3a + 0a^2)d1^248d2^180 + (4 + 1a + 1a^2)d1^249d2^180 + (1 + 3a + 1a^2)d1^250d2^180 + (0 + 1a + 2a^2)d1^251d2^180 + (3 + 4a + 4a^2)d1^252d2^180 + (3 + 3a + 2a^2)d1^253d2^180 + (0 + 0a + 1a^2)d1^254d2^180 + (1 + 1a + 0a^2)d1^255d2^180 + (3 + 1a + 3a^2)d1^256d2^180 + (3 + 0a + 1a^2)d1^257d2^180 + (3 + 3a + 1a^2)d1^258d2^180 + (3 + 4a + 1a^2)d1^259d2^180 + (1 + 1a + 2a^2)d1^260d2^180 + (1 + 1a + 3a^2)d1^261d2^180 + (3 + 2a + 1a^2)d1^262d2^180 + (1 + 3a + 4a^2)d1^263d2^180 + (2 + 3a + 0a^2)d1^264d2^180 + (1 + 3a + 0a^2)d1^265d2^180 + (1 + 3a + 3a^2)d1^266d2^180 + (4 + 3a + 2a^2)d1^267d2^180 + (4 + 3a + 4a^2)d1^268d2^180 + (1 + 4a + 3a^2)d1^269d2^180 + (3 + 0a + 4a^2)d1^270d2^180 + (4 + 0a + 4a^2)d1^271d2^180 + (1 + 3a + 2a^2)d1^272d2^180 + (2 + 1a + 1a^2)d1^273d2^180 + (4 + 0a + 1a^2)d1^274d2^180 + (1 + 4a + 4a^2)d1^275d2^180 + (0 + 0a + 3a^2)d1^276d2^180 + (4 + 2a + 1a^2)d1^277d2^180 + (3 + 4a + 2a^2)d1^278d2^180 + (0 + 1a + 1a^2)d1^279d2^180 + (0 + 1a + 0a^2)d1^280d2^180 + (0 + 1a + 1a^2)d1^281d2^180 + (0 + 3a + 2a^2)d1^282d2^180 + (4 + 2a + 0a^2)d1^283d2^180 + (3 + 1a + 0a^2)d1^284d2^180 + (4 + 1a + 3a^2)d1^285d2^180 + (0 + 2a + 3a^2)d1^286d2^180 + (3 + 1a + 3a^2)d1^287d2^180 + (2 + 3a + 3a^2)d1^288d2^180 + (3 + 0a + 1a^2)d1^289d2^180 + (0 + 2a + 2a^2)d1^290d2^180 + (3 + 4a + 3a^2)d1^291d2^180 + (2 + 1a + 3a^2)d1^292d2^180 + (3 + 4a + 4a^2)d1^293d2^180 + (4 + 4a + 4a^2)d2^181 + (2 + 2a + 2a^2)d1^1d2^181 + (1 + 2a + 2a^2)d1^2d2^181 + (3 + 2a + 2a^2)d1^3d2^181 + (4 + 4a + 1a^2)d1^4d2^181 + (1 + 2a + 1a^2)d1^5d2^181 + (1 + 2a + 4a^2)d1^6d2^181 + (2 + 3a + 3a^2)d1^7d2^181 + (4 + 1a + 2a^2)d1^8d2^181 + (3 + 4a + 3a^2)d1^9d2^181 + (2 + 2a + 2a^2)d1^10d2^181 + (4 + 1a + 0a^2)d1^11d2^181 + (1 + 4a + 0a^2)d1^12d2^181 + (1 + 3a + 2a^2)d1^13d2^181 + (4 + 2a + 4a^2)d1^14d2^181 + (0 + 2a + 2a^2)d1^15d2^181 + (2 + 3a + 2a^2)d1^16d2^181 + (0 + 2a + 2a^2)d1^17d2^181 + (4 + 3a + 2a^2)d1^18d2^181 + (4 + 4a + 2a^2)d1^19d2^181 + (4 + 2a + 1a^2)d1^20d2^181 + (0 + 2a + 3a^2)d1^21d2^181 + (4 + 1a + 2a^2)d1^22d2^181 + (2 + 4a + 2a^2)d1^23d2^181 + (3 + 3a + 2a^2)d1^24d2^181 + (4 + 4a + 2a^2)d1^25d2^181 + (4 + 3a + 3a^2)d1^26d2^181 + (4 + 0a + 2a^2)d1^27d2^181 + (1 + 0a + 2a^2)d1^28d2^181 + (0 + 1a + 2a^2)d1^29d2^181 + (2 + 4a + 1a^2)d1^30d2^181 + (0 + 3a + 2a^2)d1^31d2^181 + (0 + 4a + 1a^2)d1^32d2^181 + (1 + 1a + 0a^2)d1^33d2^181 + (4 + 4a + 1a^2)d1^34d2^181 + (3 + 2a + 0a^2)d1^35d2^181 + (4 + 2a + 0a^2)d1^36d2^181 + (2 + 3a + 4a^2)d1^37d2^181 + (3 + 4a + 0a^2)d1^38d2^181 + (1 + 2a + 3a^2)d1^39d2^181 + (4 + 4a + 2a^2)d1^40d2^181 + (2 + 4a + 2a^2)d1^41d2^181 + (4 + 2a + 0a^2)d1^42d2^181 + (1 + 2a + 2a^2)d1^43d2^181 + (0 + 2a + 1a^2)d1^44d2^181 + (4 + 0a + 4a^2)d1^45d2^181 + (3 + 4a + 4a^2)d1^46d2^181 + (0 + 1a + 0a^2)d1^47d2^181 + (0 + 4a + 1a^2)d1^48d2^181 + (2 + 2a + 4a^2)d1^49d2^181 + (3 + 0a + 1a^2)d1^50d2^181 + (0 + 1a + 0a^2)d1^51d2^181 + (4 + 2a + 1a^2)d1^52d2^181 + (3 + 3a + 2a^2)d1^53d2^181 + (3 + 1a + 4a^2)d1^54d2^181 + (2 + 0a + 1a^2)d1^55d2^181 + (0 + 0a + 2a^2)d1^56d2^181 + (4 + 4a + 4a^2)d1^57d2^181 + (0 + 0a + 2a^2)d1^58d2^181 + (3 + 2a + 1a^2)d1^59d2^181 + (2 + 3a + 1a^2)d1^60d2^181 + (3 + 1a + 4a^2)d1^61d2^181 + (2 + 3a + 2a^2)d1^62d2^181 + (4 + 1a + 0a^2)d1^63d2^181 + (2 + 2a + 3a^2)d1^64d2^181 + (1 + 3a + 3a^2)d1^65d2^181 + (1 + 1a + 0a^2)d1^66d2^181 + (1 + 0a + 2a^2)d1^67d2^181 + (1 + 3a + 4a^2)d1^68d2^181 + (4 + 4a + 0a^2)d1^69d2^181 + (2 + 4a + 0a^2)d1^70d2^181 + (4 + 0a + 4a^2)d1^71d2^181 + (1 + 3a + 1a^2)d1^72d2^181 + (4 + 4a + 3a^2)d1^73d2^181 + (4 + 3a + 3a^2)d1^74d2^181 + (1 + 0a + 4a^2)d1^75d2^181 + (4 + 2a + 2a^2)d1^76d2^181 + (0 + 4a + 0a^2)d1^77d2^181 + (0 + 3a + 2a^2)d1^78d2^181 + (0 + 0a + 3a^2)d1^79d2^181 + (3 + 1a + 4a^2)d1^80d2^181 + (2 + 2a + 1a^2)d1^81d2^181 + (0 + 3a + 1a^2)d1^82d2^181 + (2 + 2a + 3a^2)d1^83d2^181 + (1 + 4a + 0a^2)d1^84d2^181 + (1 + 3a + 0a^2)d1^85d2^181 + (2 + 3a + 3a^2)d1^87d2^181 + (1 + 0a + 2a^2)d1^88d2^181 + (4 + 2a + 1a^2)d1^89d2^181 + (4 + 0a + 1a^2)d1^90d2^181 + (2 + 1a + 0a^2)d1^91d2^181 + (0 + 4a + 0a^2)d1^92d2^181 + (3 + 2a + 1a^2)d1^94d2^181 + (0 + 2a + 0a^2)d1^95d2^181 + (3 + 0a + 4a^2)d1^96d2^181 + (4 + 4a + 3a^2)d1^97d2^181 + (4 + 0a + 1a^2)d1^98d2^181 + (3 + 0a + 1a^2)d1^99d2^181 + (0 + 3a + 3a^2)d1^100d2^181 + (4 + 0a + 4a^2)d1^101d2^181 + (3 + 3a + 3a^2)d1^102d2^181 + (3 + 2a + 0a^2)d1^103d2^181 + (3 + 4a + 4a^2)d1^104d2^181 + (3 + 3a + 1a^2)d1^105d2^181 + (3 + 3a + 3a^2)d1^106d2^181 + (2 + 3a + 3a^2)d1^107d2^181 + (0 + 2a + 2a^2)d1^108d2^181 + (4 + 3a + 0a^2)d1^109d2^181 + (2 + 4a + 2a^2)d1^110d2^181 + (4 + 1a + 2a^2)d1^111d2^181 + (0 + 0a + 1a^2)d1^112d2^181 + (0 + 4a + 3a^2)d1^113d2^181 + (2 + 0a + 0a^2)d1^114d2^181 + (3 + 4a + 0a^2)d1^115d2^181 + (4 + 3a + 2a^2)d1^116d2^181 + (2 + 1a + 2a^2)d1^117d2^181 + (0 + 1a + 4a^2)d1^118d2^181 + (2 + 1a + 0a^2)d1^119d2^181 + (3 + 4a + 2a^2)d1^120d2^181 + (3 + 0a + 3a^2)d1^121d2^181 + (1 + 0a + 3a^2)d1^122d2^181 + (1 + 2a + 0a^2)d1^123d2^181 + (0 + 3a + 3a^2)d1^124d2^181 + (3 + 4a + 1a^2)d1^125d2^181 + (2 + 4a + 1a^2)d1^126d2^181 + (3 + 0a + 1a^2)d1^127d2^181 + (4 + 3a + 2a^2)d1^128d2^181 + (4 + 3a + 2a^2)d1^129d2^181 + (1 + 3a + 2a^2)d1^130d2^181 + (1 + 0a + 0a^2)d1^131d2^181 + (4 + 1a + 2a^2)d1^132d2^181 + (3 + 3a + 2a^2)d1^133d2^181 + (1 + 4a + 0a^2)d1^134d2^181 + (2 + 0a + 4a^2)d1^135d2^181 + (2 + 4a + 2a^2)d1^136d2^181 + (4 + 3a + 2a^2)d1^137d2^181 + (4 + 2a + 2a^2)d1^138d2^181 + (2 + 4a + 2a^2)d1^139d2^181 + (3 + 4a + 3a^2)d1^140d2^181 + (2 + 1a + 1a^2)d1^141d2^181 + (3 + 2a + 1a^2)d1^142d2^181 + (1 + 2a + 2a^2)d1^143d2^181 + (4 + 1a + 2a^2)d1^144d2^181 + (4 + 3a + 3a^2)d1^145d2^181 + (2 + 0a + 2a^2)d1^146d2^181 + (1 + 1a + 2a^2)d1^147d2^181 + (3 + 2a + 3a^2)d1^148d2^181 + (0 + 1a + 3a^2)d1^149d2^181 + (3 + 4a + 0a^2)d1^150d2^181 + (4 + 0a + 2a^2)d1^151d2^181 + (1 + 0a + 2a^2)d1^152d2^181 + (4 + 2a + 4a^2)d1^153d2^181 + (0 + 1a + 4a^2)d1^154d2^181 + (0 + 2a + 4a^2)d1^155d2^181 + (3 + 0a + 1a^2)d1^156d2^181 + (1 + 1a + 4a^2)d1^157d2^181 + (3 + 3a + 0a^2)d1^158d2^181 + (0 + 3a + 1a^2)d1^159d2^181 + (4 + 2a + 2a^2)d1^160d2^181 + (2 + 3a + 3a^2)d1^161d2^181 + (0 + 4a + 2a^2)d1^162d2^181 + (1 + 2a + 0a^2)d1^163d2^181 + (1 + 4a + 4a^2)d1^164d2^181 + (0 + 2a + 4a^2)d1^165d2^181 + (2 + 0a + 2a^2)d1^166d2^181 + (0 + 2a + 0a^2)d1^167d2^181 + (3 + 2a + 3a^2)d1^168d2^181 + (3 + 2a + 0a^2)d1^169d2^181 + (1 + 0a + 4a^2)d1^170d2^181 + (4 + 2a + 4a^2)d1^171d2^181 + (3 + 3a + 0a^2)d1^172d2^181 + (3 + 3a + 3a^2)d1^173d2^181 + (3 + 0a + 1a^2)d1^174d2^181 + (3 + 2a + 0a^2)d1^175d2^181 + (1 + 2a + 3a^2)d1^176d2^181 + (2 + 3a + 4a^2)d1^177d2^181 + (1 + 0a + 0a^2)d1^178d2^181 + (2 + 2a + 1a^2)d1^179d2^181 + (4 + 1a + 0a^2)d1^180d2^181 + (2 + 3a + 4a^2)d1^181d2^181 + (2 + 0a + 2a^2)d1^182d2^181 + (3 + 3a + 1a^2)d1^183d2^181 + (4 + 2a + 1a^2)d1^184d2^181 + (4 + 2a + 1a^2)d1^185d2^181 + (3 + 0a + 1a^2)d1^186d2^181 + (1 + 2a + 2a^2)d1^187d2^181 + (4 + 1a + 0a^2)d1^188d2^181 + (1 + 4a + 2a^2)d1^189d2^181 + (2 + 2a + 1a^2)d1^190d2^181 + (3 + 0a + 1a^2)d1^191d2^181 + (0 + 0a + 4a^2)d1^192d2^181 + (2 + 1a + 1a^2)d1^193d2^181 + (1 + 3a + 2a^2)d1^194d2^181 + (1 + 1a + 1a^2)d1^195d2^181 + (3 + 0a + 1a^2)d1^196d2^181 + (0 + 3a + 3a^2)d1^197d2^181 + (4 + 2a + 1a^2)d1^198d2^181 + (0 + 4a + 0a^2)d1^199d2^181 + (3 + 3a + 1a^2)d1^200d2^181 + (4 + 3a + 4a^2)d1^201d2^181 + (1 + 0a + 1a^2)d1^202d2^181 + (1 + 4a + 3a^2)d1^203d2^181 + (3 + 4a + 2a^2)d1^204d2^181 + (1 + 1a + 3a^2)d1^205d2^181 + (4 + 3a + 3a^2)d1^206d2^181 + (1 + 4a + 0a^2)d1^207d2^181 + (4 + 0a + 0a^2)d1^208d2^181 + (3 + 3a + 0a^2)d1^209d2^181 + (4 + 0a + 1a^2)d1^210d2^181 + (3 + 1a + 1a^2)d1^211d2^181 + (1 + 3a + 3a^2)d1^212d2^181 + (0 + 0a + 3a^2)d1^213d2^181 + (3 + 4a + 3a^2)d1^214d2^181 + (1 + 2a + 2a^2)d1^215d2^181 + (0 + 1a + 1a^2)d1^216d2^181 + (0 + 4a + 2a^2)d1^217d2^181 + (2 + 0a + 1a^2)d1^218d2^181 + (0 + 0a + 2a^2)d1^219d2^181 + (0 + 1a + 1a^2)d1^220d2^181 + (2 + 1a + 4a^2)d1^221d2^181 + (1 + 4a + 4a^2)d1^222d2^181 + (1 + 4a + 2a^2)d1^223d2^181 + (4 + 4a + 1a^2)d1^224d2^181 + (1 + 4a + 4a^2)d1^225d2^181 + (4 + 3a + 4a^2)d1^226d2^181 + (1 + 2a + 2a^2)d1^227d2^181 + (0 + 2a + 0a^2)d1^228d2^181 + (1 + 3a + 1a^2)d1^229d2^181 + (0 + 4a + 2a^2)d1^230d2^181 + (3 + 4a + 4a^2)d1^231d2^181 + (4 + 1a + 1a^2)d1^232d2^181 + (2 + 0a + 1a^2)d1^233d2^181 + (3 + 3a + 4a^2)d1^234d2^181 + (0 + 2a + 3a^2)d1^235d2^181 + (3 + 1a + 3a^2)d1^236d2^181 + (1 + 0a + 2a^2)d1^237d2^181 + (4 + 3a + 0a^2)d1^238d2^181 + (3 + 1a + 4a^2)d1^239d2^181 + (4 + 3a + 0a^2)d1^240d2^181 + (4 + 4a + 3a^2)d1^241d2^181 + (4 + 3a + 3a^2)d1^242d2^181 + (4 + 3a + 3a^2)d1^243d2^181 + (1 + 0a + 1a^2)d1^244d2^181 + (1 + 0a + 2a^2)d1^245d2^181 + (3 + 4a + 4a^2)d1^246d2^181 + (1 + 3a + 1a^2)d1^247d2^181 + (1 + 0a + 3a^2)d1^248d2^181 + (0 + 1a + 2a^2)d1^249d2^181 + (0 + 4a + 2a^2)d1^250d2^181 + (1 + 3a + 1a^2)d1^251d2^181 + (3 + 1a + 1a^2)d1^252d2^181 + (1 + 0a + 4a^2)d1^253d2^181 + (2 + 2a + 1a^2)d1^254d2^181 + (3 + 0a + 1a^2)d1^255d2^181 + (1 + 1a + 1a^2)d1^256d2^181 + (0 + 2a + 0a^2)d1^257d2^181 + (1 + 2a + 3a^2)d1^258d2^181 + (3 + 0a + 2a^2)d1^259d2^181 + (4 + 4a + 1a^2)d1^260d2^181 + (2 + 4a + 3a^2)d1^261d2^181 + (4 + 0a + 1a^2)d1^262d2^181 + (1 + 2a + 0a^2)d1^263d2^181 + (0 + 2a + 0a^2)d1^264d2^181 + (1 + 0a + 4a^2)d1^265d2^181 + (2 + 0a + 3a^2)d1^266d2^181 + (1 + 3a + 4a^2)d1^267d2^181 + (1 + 3a + 2a^2)d1^268d2^181 + (2 + 3a + 0a^2)d1^269d2^181 + (1 + 1a + 4a^2)d1^270d2^181 + (4 + 3a + 3a^2)d1^271d2^181 + (3 + 3a + 0a^2)d1^272d2^181 + (2 + 0a + 0a^2)d1^273d2^181 + (1 + 1a + 0a^2)d1^274d2^181 + (1 + 1a + 1a^2)d1^275d2^181 + (3 + 1a + 4a^2)d1^276d2^181 + (2 + 1a + 2a^2)d1^277d2^181 + (1 + 1a + 4a^2)d1^278d2^181 + (1 + 2a + 2a^2)d1^279d2^181 + (1 + 1a + 2a^2)d1^280d2^181 + (1 + 4a + 3a^2)d1^281d2^181 + (0 + 0a + 1a^2)d1^282d2^181 + (4 + 1a + 2a^2)d1^283d2^181 + (3 + 0a + 2a^2)d1^284d2^181 + (1 + 2a + 2a^2)d1^285d2^181 + (1 + 3a + 0a^2)d1^286d2^181 + (1 + 1a + 3a^2)d1^287d2^181 + (2 + 0a + 2a^2)d1^288d2^181 + (3 + 2a + 1a^2)d1^289d2^181 + (3 + 4a + 1a^2)d1^290d2^181 + (2 + 0a + 0a^2)d1^291d2^181 + (0 + 0a + 3a^2)d1^292d2^181 + (2 + 2a + 4a^2)d1^293d2^181 + (4 + 3a + 1a^2)d2^182 + (1 + 4a + 4a^2)d1^1d2^182 + (4 + 3a + 0a^2)d1^2d2^182 + (1 + 3a + 2a^2)d1^3d2^182 + (1 + 3a + 0a^2)d1^4d2^182 + (4 + 3a + 1a^2)d1^5d2^182 + (0 + 1a + 0a^2)d1^6d2^182 + (3 + 0a + 2a^2)d1^7d2^182 + (2 + 4a + 1a^2)d1^8d2^182 + (1 + 2a + 3a^2)d1^9d2^182 + (3 + 1a + 1a^2)d1^10d2^182 + (0 + 0a + 4a^2)d1^11d2^182 + (2 + 0a + 2a^2)d1^12d2^182 + (2 + 1a + 4a^2)d1^13d2^182 + (3 + 0a + 1a^2)d1^14d2^182 + (4 + 4a + 2a^2)d1^15d2^182 + (3 + 0a + 2a^2)d1^16d2^182 + (1 + 0a + 0a^2)d1^17d2^182 + (4 + 0a + 2a^2)d1^18d2^182 + (4 + 2a + 0a^2)d1^19d2^182 + (0 + 3a + 4a^2)d1^20d2^182 + (3 + 0a + 1a^2)d1^21d2^182 + (2 + 2a + 3a^2)d1^22d2^182 + (2 + 3a + 0a^2)d1^23d2^182 + (4 + 1a + 4a^2)d1^24d2^182 + (0 + 4a + 0a^2)d1^25d2^182 + (3 + 1a + 2a^2)d1^26d2^182 + (4 + 0a + 4a^2)d1^27d2^182 + (0 + 4a + 2a^2)d1^28d2^182 + (1 + 2a + 1a^2)d1^29d2^182 + (2 + 4a + 4a^2)d1^30d2^182 + (3 + 4a + 1a^2)d1^31d2^182 + (3 + 3a + 0a^2)d1^32d2^182 + (1 + 3a + 0a^2)d1^33d2^182 + (0 + 0a + 1a^2)d1^34d2^182 + (1 + 4a + 1a^2)d1^35d2^182 + (4 + 1a + 1a^2)d1^36d2^182 + (1 + 2a + 3a^2)d1^37d2^182 + (0 + 2a + 0a^2)d1^38d2^182 + (3 + 2a + 0a^2)d1^39d2^182 + (1 + 0a + 1a^2)d1^40d2^182 + (4 + 4a + 0a^2)d1^41d2^182 + (2 + 2a + 4a^2)d1^42d2^182 + (0 + 4a + 0a^2)d1^43d2^182 + (3 + 0a + 4a^2)d1^44d2^182 + (4 + 1a + 4a^2)d1^45d2^182 + (3 + 2a + 2a^2)d1^46d2^182 + (1 + 2a + 1a^2)d1^47d2^182 + (4 + 0a + 3a^2)d1^48d2^182 + (3 + 4a + 3a^2)d1^49d2^182 + (4 + 3a + 4a^2)d1^50d2^182 + (3 + 4a + 2a^2)d1^51d2^182 + (3 + 2a + 3a^2)d1^52d2^182 + (2 + 2a + 1a^2)d1^53d2^182 + (4 + 2a + 0a^2)d1^54d2^182 + (4 + 1a + 0a^2)d1^55d2^182 + (0 + 1a + 2a^2)d1^56d2^182 + (1 + 1a + 0a^2)d1^57d2^182 + (1 + 3a + 3a^2)d1^58d2^182 + (3 + 4a + 4a^2)d1^59d2^182 + (2 + 4a + 4a^2)d1^60d2^182 + (0 + 3a + 1a^2)d1^61d2^182 + (3 + 2a + 1a^2)d1^62d2^182 + (2 + 2a + 4a^2)d1^63d2^182 + (0 + 4a + 1a^2)d1^64d2^182 + (1 + 3a + 2a^2)d1^65d2^182 + (2 + 2a + 2a^2)d1^66d2^182 + (1 + 3a + 2a^2)d1^67d2^182 + (3 + 4a + 1a^2)d1^68d2^182 + (0 + 1a + 0a^2)d1^69d2^182 + (0 + 3a + 0a^2)d1^70d2^182 + (2 + 2a + 0a^2)d1^71d2^182 + (0 + 2a + 4a^2)d1^72d2^182 + (0 + 1a + 1a^2)d1^73d2^182 + (1 + 2a + 2a^2)d1^74d2^182 + (2 + 3a + 0a^2)d1^75d2^182 + (0 + 4a + 2a^2)d1^76d2^182 + (4 + 2a + 1a^2)d1^77d2^182 + (4 + 2a + 4a^2)d1^78d2^182 + (1 + 2a + 0a^2)d1^79d2^182 + (4 + 2a + 4a^2)d1^80d2^182 + (1 + 0a + 4a^2)d1^81d2^182 + (4 + 4a + 4a^2)d1^82d2^182 + (0 + 4a + 1a^2)d1^83d2^182 + (0 + 2a + 1a^2)d1^84d2^182 + (0 + 0a + 4a^2)d1^85d2^182 + (0 + 3a + 3a^2)d1^86d2^182 + (3 + 3a + 4a^2)d1^87d2^182 + (2 + 3a + 4a^2)d1^88d2^182 + (3 + 4a + 4a^2)d1^89d2^182 + (4 + 4a + 1a^2)d1^90d2^182 + (0 + 2a + 2a^2)d1^91d2^182 + (1 + 2a + 4a^2)d1^92d2^182 + (0 + 0a + 1a^2)d1^93d2^182 + (2 + 4a + 2a^2)d1^94d2^182 + (0 + 4a + 1a^2)d1^95d2^182 + (1 + 0a + 1a^2)d1^96d2^182 + (2 + 0a + 3a^2)d1^97d2^182 + (3 + 3a + 1a^2)d1^98d2^182 + (3 + 1a + 1a^2)d1^99d2^182 + (2 + 3a + 3a^2)d1^100d2^182 + (4 + 0a + 1a^2)d1^101d2^182 + (3 + 3a + 2a^2)d1^102d2^182 + (3 + 0a + 1a^2)d1^103d2^182 + (2 + 3a + 1a^2)d1^104d2^182 + (4 + 3a + 0a^2)d1^105d2^182 + (0 + 2a + 4a^2)d1^106d2^182 + (4 + 2a + 1a^2)d1^107d2^182 + (3 + 4a + 0a^2)d1^108d2^182 + (2 + 0a + 2a^2)d1^109d2^182 + (2 + 3a + 4a^2)d1^110d2^182 + (1 + 0a + 0a^2)d1^111d2^182 + (1 + 1a + 4a^2)d1^112d2^182 + (4 + 3a + 4a^2)d1^113d2^182 + (2 + 0a + 0a^2)d1^114d2^182 + (4 + 3a + 0a^2)d1^115d2^182 + (2 + 2a + 0a^2)d1^116d2^182 + (1 + 0a + 4a^2)d1^117d2^182 + (1 + 3a + 0a^2)d1^118d2^182 + (1 + 1a + 2a^2)d1^119d2^182 + (1 + 2a + 3a^2)d1^120d2^182 + (2 + 2a + 4a^2)d1^121d2^182 + (0 + 4a + 4a^2)d1^122d2^182 + (1 + 3a + 4a^2)d1^123d2^182 + (4 + 2a + 3a^2)d1^124d2^182 + (4 + 1a + 4a^2)d1^125d2^182 + (0 + 0a + 2a^2)d1^126d2^182 + (3 + 1a + 2a^2)d1^127d2^182 + (1 + 0a + 1a^2)d1^128d2^182 + (0 + 0a + 1a^2)d1^129d2^182 + (3 + 0a + 1a^2)d1^130d2^182 + (4 + 0a + 3a^2)d1^131d2^182 + (0 + 4a + 2a^2)d1^132d2^182 + (2 + 3a + 4a^2)d1^133d2^182 + (0 + 4a + 3a^2)d1^134d2^182 + (0 + 3a + 4a^2)d1^135d2^182 + (4 + 1a + 1a^2)d1^136d2^182 + (0 + 4a + 4a^2)d1^137d2^182 + (3 + 2a + 1a^2)d1^138d2^182 + (1 + 1a + 3a^2)d1^139d2^182 + (1 + 1a + 2a^2)d1^140d2^182 + (2 + 1a + 1a^2)d1^141d2^182 + (1 + 0a + 0a^2)d1^142d2^182 + (3 + 4a + 0a^2)d1^143d2^182 + (0 + 3a + 2a^2)d1^144d2^182 + (0 + 3a + 1a^2)d1^145d2^182 + (4 + 0a + 3a^2)d1^146d2^182 + (2 + 3a + 3a^2)d1^147d2^182 + (3 + 3a + 2a^2)d1^148d2^182 + (3 + 0a + 2a^2)d1^149d2^182 + (4 + 2a + 1a^2)d1^150d2^182 + (3 + 3a + 3a^2)d1^151d2^182 + (2 + 4a + 1a^2)d1^152d2^182 + (4 + 3a + 0a^2)d1^153d2^182 + (4 + 0a + 3a^2)d1^154d2^182 + (0 + 4a + 4a^2)d1^155d2^182 + (1 + 2a + 3a^2)d1^156d2^182 + (3 + 2a + 1a^2)d1^157d2^182 + (4 + 4a + 4a^2)d1^158d2^182 + (3 + 2a + 0a^2)d1^159d2^182 + (3 + 1a + 2a^2)d1^160d2^182 + (1 + 4a + 0a^2)d1^161d2^182 + (2 + 0a + 0a^2)d1^162d2^182 + (0 + 1a + 1a^2)d1^163d2^182 + (3 + 0a + 0a^2)d1^164d2^182 + (2 + 0a + 3a^2)d1^165d2^182 + (4 + 2a + 3a^2)d1^166d2^182 + (0 + 3a + 1a^2)d1^167d2^182 + (0 + 4a + 2a^2)d1^168d2^182 + (0 + 1a + 0a^2)d1^169d2^182 + (2 + 0a + 2a^2)d1^170d2^182 + (4 + 0a + 3a^2)d1^171d2^182 + (3 + 2a + 0a^2)d1^172d2^182 + (1 + 0a + 2a^2)d1^173d2^182 + (3 + 1a + 0a^2)d1^174d2^182 + (1 + 3a + 2a^2)d1^175d2^182 + (2 + 4a + 2a^2)d1^176d2^182 + (4 + 1a + 4a^2)d1^177d2^182 + (1 + 2a + 4a^2)d1^178d2^182 + (2 + 1a + 3a^2)d1^179d2^182 + (2 + 2a + 3a^2)d1^180d2^182 + (1 + 2a + 0a^2)d1^181d2^182 + (1 + 4a + 4a^2)d1^182d2^182 + (0 + 0a + 4a^2)d1^183d2^182 + (4 + 2a + 4a^2)d1^184d2^182 + (3 + 0a + 3a^2)d1^185d2^182 + (3 + 1a + 0a^2)d1^186d2^182 + (2 + 4a + 2a^2)d1^187d2^182 + (1 + 1a + 2a^2)d1^188d2^182 + (2 + 4a + 2a^2)d1^189d2^182 + (1 + 1a + 3a^2)d1^190d2^182 + (0 + 3a + 4a^2)d1^191d2^182 + (3 + 0a + 1a^2)d1^192d2^182 + (4 + 3a + 0a^2)d1^193d2^182 + (3 + 0a + 1a^2)d1^194d2^182 + (3 + 1a + 0a^2)d1^195d2^182 + (0 + 3a + 2a^2)d1^196d2^182 + (2 + 3a + 4a^2)d1^197d2^182 + (1 + 1a + 2a^2)d1^198d2^182 + (2 + 1a + 4a^2)d1^199d2^182 + (4 + 0a + 4a^2)d1^200d2^182 + (1 + 4a + 2a^2)d1^201d2^182 + (3 + 4a + 3a^2)d1^202d2^182 + (2 + 3a + 0a^2)d1^203d2^182 + (4 + 2a + 4a^2)d1^204d2^182 + (2 + 0a + 1a^2)d1^205d2^182 + (3 + 0a + 2a^2)d1^206d2^182 + (2 + 2a + 3a^2)d1^207d2^182 + (1 + 2a + 4a^2)d1^208d2^182 + (3 + 3a + 4a^2)d1^209d2^182 + (4 + 0a + 1a^2)d1^210d2^182 + (3 + 1a + 1a^2)d1^211d2^182 + (3 + 1a + 0a^2)d1^212d2^182 + (3 + 3a + 1a^2)d1^213d2^182 + (4 + 1a + 2a^2)d1^214d2^182 + (0 + 4a + 0a^2)d1^215d2^182 + (1 + 1a + 3a^2)d1^216d2^182 + (2 + 1a + 1a^2)d1^217d2^182 + (2 + 0a + 3a^2)d1^218d2^182 + (3 + 0a + 4a^2)d1^219d2^182 + (1 + 2a + 3a^2)d1^220d2^182 + (3 + 1a + 3a^2)d1^221d2^182 + (4 + 2a + 3a^2)d1^222d2^182 + (0 + 3a + 1a^2)d1^223d2^182 + (2 + 0a + 3a^2)d1^224d2^182 + (4 + 1a + 0a^2)d1^225d2^182 + (1 + 3a + 1a^2)d1^226d2^182 + (0 + 4a + 3a^2)d1^227d2^182 + (4 + 1a + 1a^2)d1^228d2^182 + (4 + 2a + 1a^2)d1^229d2^182 + (2 + 0a + 1a^2)d1^230d2^182 + (0 + 2a + 0a^2)d1^231d2^182 + (0 + 2a + 1a^2)d1^232d2^182 + (3 + 4a + 4a^2)d1^233d2^182 + (4 + 4a + 3a^2)d1^234d2^182 + (3 + 1a + 3a^2)d1^235d2^182 + (0 + 1a + 0a^2)d1^236d2^182 + (4 + 4a + 3a^2)d1^237d2^182 + (3 + 3a + 2a^2)d1^238d2^182 + (4 + 0a + 3a^2)d1^239d2^182 + (2 + 1a + 1a^2)d1^240d2^182 + (2 + 3a + 3a^2)d1^241d2^182 + (3 + 4a + 3a^2)d1^242d2^182 + (4 + 3a + 0a^2)d1^243d2^182 + (2 + 1a + 1a^2)d1^244d2^182 + (3 + 3a + 2a^2)d1^245d2^182 + (0 + 3a + 1a^2)d1^246d2^182 + (3 + 3a + 3a^2)d1^247d2^182 + (3 + 2a + 4a^2)d1^248d2^182 + (0 + 3a + 1a^2)d1^249d2^182 + (3 + 1a + 0a^2)d1^250d2^182 + (0 + 3a + 0a^2)d1^251d2^182 + (4 + 2a + 4a^2)d1^252d2^182 + (0 + 1a + 4a^2)d1^253d2^182 + (4 + 0a + 2a^2)d1^254d2^182 + (1 + 0a + 1a^2)d1^255d2^182 + (1 + 2a + 2a^2)d1^256d2^182 + (1 + 0a + 3a^2)d1^257d2^182 + (1 + 1a + 4a^2)d1^258d2^182 + (2 + 0a + 0a^2)d1^259d2^182 + (2 + 4a + 1a^2)d1^260d2^182 + (0 + 4a + 0a^2)d1^261d2^182 + (3 + 0a + 3a^2)d1^262d2^182 + (1 + 3a + 1a^2)d1^263d2^182 + (2 + 2a + 1a^2)d1^264d2^182 + (3 + 4a + 2a^2)d1^265d2^182 + (1 + 2a + 1a^2)d1^266d2^182 + (2 + 4a + 2a^2)d1^267d2^182 + (2 + 3a + 3a^2)d1^268d2^182 + (4 + 0a + 1a^2)d1^269d2^182 + (1 + 1a + 4a^2)d1^270d2^182 + (1 + 1a + 3a^2)d1^271d2^182 + (0 + 1a + 0a^2)d1^272d2^182 + (1 + 1a + 1a^2)d1^273d2^182 + (2 + 2a + 1a^2)d1^274d2^182 + (0 + 0a + 2a^2)d1^275d2^182 + (3 + 2a + 3a^2)d1^276d2^182 + (4 + 3a + 1a^2)d1^277d2^182 + (2 + 0a + 2a^2)d1^278d2^182 + (1 + 2a + 0a^2)d1^279d2^182 + (1 + 4a + 1a^2)d1^280d2^182 + (3 + 1a + 3a^2)d1^281d2^182 + (3 + 1a + 2a^2)d1^282d2^182 + (1 + 3a + 2a^2)d1^283d2^182 + (1 + 0a + 0a^2)d1^284d2^182 + (3 + 3a + 4a^2)d1^285d2^182 + (4 + 2a + 4a^2)d1^287d2^182 + (0 + 0a + 2a^2)d1^288d2^182 + (4 + 0a + 0a^2)d1^289d2^182 + (3 + 3a + 2a^2)d1^290d2^182 + (0 + 4a + 3a^2)d1^291d2^182 + (1 + 3a + 0a^2)d1^292d2^182 + (0 + 1a + 3a^2)d1^293d2^182 + (0 + 0a + 2a^2)d2^183 + (4 + 0a + 0a^2)d1^1d2^183 + (4 + 2a + 0a^2)d1^2d2^183 + (4 + 0a + 1a^2)d1^3d2^183 + (2 + 2a + 2a^2)d1^4d2^183 + (1 + 3a + 3a^2)d1^5d2^183 + (1 + 3a + 0a^2)d1^6d2^183 + (3 + 2a + 4a^2)d1^7d2^183 + (0 + 3a + 2a^2)d1^8d2^183 + (0 + 4a + 2a^2)d1^9d2^183 + (4 + 1a + 3a^2)d1^10d2^183 + (2 + 0a + 4a^2)d1^11d2^183 + (0 + 4a + 3a^2)d1^12d2^183 + (4 + 3a + 4a^2)d1^13d2^183 + (4 + 3a + 3a^2)d1^14d2^183 + (4 + 3a + 1a^2)d1^15d2^183 + (1 + 0a + 2a^2)d1^16d2^183 + (0 + 4a + 3a^2)d1^17d2^183 + (4 + 4a + 3a^2)d1^18d2^183 + (3 + 4a + 0a^2)d1^19d2^183 + (2 + 0a + 2a^2)d1^20d2^183 + (1 + 0a + 3a^2)d1^21d2^183 + (4 + 4a + 1a^2)d1^22d2^183 + (1 + 4a + 1a^2)d1^23d2^183 + (0 + 0a + 4a^2)d1^24d2^183 + (2 + 1a + 1a^2)d1^25d2^183 + (1 + 0a + 2a^2)d1^26d2^183 + (3 + 3a + 3a^2)d1^27d2^183 + (2 + 0a + 4a^2)d1^28d2^183 + (0 + 0a + 4a^2)d1^29d2^183 + (0 + 1a + 4a^2)d1^30d2^183 + (0 + 0a + 3a^2)d1^31d2^183 + (1 + 0a + 2a^2)d1^32d2^183 + (2 + 3a + 4a^2)d1^33d2^183 + (2 + 1a + 0a^2)d1^34d2^183 + (4 + 4a + 1a^2)d1^35d2^183 + (0 + 4a + 0a^2)d1^36d2^183 + (2 + 2a + 2a^2)d1^37d2^183 + (4 + 3a + 2a^2)d1^38d2^183 + (4 + 2a + 2a^2)d1^39d2^183 + (1 + 3a + 4a^2)d1^40d2^183 + (3 + 0a + 2a^2)d1^41d2^183 + (1 + 3a + 0a^2)d1^42d2^183 + (2 + 0a + 1a^2)d1^43d2^183 + (0 + 0a + 4a^2)d1^44d2^183 + (4 + 3a + 1a^2)d1^45d2^183 + (1 + 3a + 0a^2)d1^46d2^183 + (2 + 1a + 2a^2)d1^47d2^183 + (4 + 0a + 3a^2)d1^48d2^183 + (4 + 1a + 1a^2)d1^49d2^183 + (0 + 3a + 2a^2)d1^50d2^183 + (1 + 2a + 2a^2)d1^51d2^183 + (4 + 1a + 1a^2)d1^52d2^183 + (0 + 4a + 2a^2)d1^53d2^183 + (0 + 1a + 0a^2)d1^54d2^183 + (2 + 3a + 1a^2)d1^55d2^183 + (3 + 0a + 1a^2)d1^56d2^183 + (4 + 4a + 0a^2)d1^57d2^183 + (3 + 2a + 0a^2)d1^58d2^183 + (2 + 3a + 3a^2)d1^59d2^183 + (4 + 1a + 0a^2)d1^60d2^183 + (0 + 4a + 3a^2)d1^61d2^183 + (1 + 2a + 4a^2)d1^62d2^183 + (4 + 3a + 3a^2)d1^63d2^183 + (1 + 1a + 1a^2)d1^64d2^183 + (3 + 3a + 4a^2)d1^65d2^183 + (2 + 0a + 1a^2)d1^66d2^183 + (3 + 0a + 4a^2)d1^67d2^183 + (0 + 3a + 4a^2)d1^68d2^183 + (4 + 1a + 2a^2)d1^69d2^183 + (3 + 0a + 3a^2)d1^70d2^183 + (1 + 3a + 3a^2)d1^71d2^183 + (0 + 4a + 2a^2)d1^72d2^183 + (0 + 2a + 4a^2)d1^73d2^183 + (3 + 2a + 4a^2)d1^74d2^183 + (4 + 4a + 0a^2)d1^75d2^183 + (4 + 4a + 4a^2)d1^76d2^183 + (3 + 4a + 3a^2)d1^77d2^183 + (3 + 2a + 4a^2)d1^78d2^183 + (3 + 3a + 1a^2)d1^79d2^183 + (0 + 4a + 3a^2)d1^80d2^183 + (1 + 0a + 1a^2)d1^81d2^183 + (4 + 2a + 0a^2)d1^82d2^183 + (2 + 1a + 2a^2)d1^83d2^183 + (4 + 1a + 0a^2)d1^84d2^183 + (4 + 2a + 3a^2)d1^85d2^183 + (1 + 2a + 4a^2)d1^86d2^183 + (0 + 0a + 2a^2)d1^87d2^183 + (4 + 3a + 1a^2)d1^88d2^183 + (1 + 4a + 2a^2)d1^89d2^183 + (2 + 0a + 0a^2)d1^90d2^183 + (1 + 2a + 2a^2)d1^91d2^183 + (1 + 1a + 1a^2)d1^92d2^183 + (4 + 1a + 0a^2)d1^93d2^183 + (3 + 4a + 1a^2)d1^94d2^183 + (2 + 4a + 4a^2)d1^95d2^183 + (0 + 3a + 0a^2)d1^96d2^183 + (1 + 1a + 4a^2)d1^97d2^183 + (0 + 3a + 3a^2)d1^98d2^183 + (3 + 1a + 0a^2)d1^99d2^183 + (2 + 4a + 1a^2)d1^100d2^183 + (1 + 4a + 2a^2)d1^101d2^183 + (2 + 4a + 1a^2)d1^102d2^183 + (1 + 1a + 2a^2)d1^103d2^183 + (2 + 4a + 3a^2)d1^104d2^183 + (3 + 1a + 0a^2)d1^105d2^183 + (3 + 2a + 4a^2)d1^106d2^183 + (0 + 1a + 0a^2)d1^107d2^183 + (0 + 4a + 3a^2)d1^108d2^183 + (4 + 1a + 4a^2)d1^109d2^183 + (0 + 1a + 3a^2)d1^110d2^183 + (4 + 0a + 2a^2)d1^111d2^183 + (0 + 2a + 2a^2)d1^112d2^183 + (2 + 0a + 2a^2)d1^113d2^183 + (2 + 0a + 4a^2)d1^114d2^183 + (1 + 1a + 1a^2)d1^115d2^183 + (3 + 3a + 3a^2)d1^116d2^183 + (2 + 4a + 4a^2)d1^117d2^183 + (3 + 2a + 2a^2)d1^118d2^183 + (4 + 4a + 1a^2)d1^119d2^183 + (0 + 1a + 4a^2)d1^120d2^183 + (2 + 0a + 4a^2)d1^121d2^183 + (0 + 0a + 2a^2)d1^122d2^183 + (1 + 0a + 2a^2)d1^123d2^183 + (3 + 0a + 1a^2)d1^124d2^183 + (2 + 2a + 2a^2)d1^125d2^183 + (3 + 1a + 1a^2)d1^126d2^183 + (2 + 2a + 1a^2)d1^127d2^183 + (4 + 1a + 0a^2)d1^128d2^183 + (0 + 4a + 2a^2)d1^129d2^183 + (0 + 1a + 0a^2)d1^130d2^183 + (4 + 2a + 0a^2)d1^131d2^183 + (2 + 4a + 1a^2)d1^132d2^183 + (2 + 3a + 1a^2)d1^133d2^183 + (2 + 3a + 2a^2)d1^134d2^183 + (1 + 4a + 4a^2)d1^135d2^183 + (3 + 1a + 3a^2)d1^136d2^183 + (1 + 2a + 0a^2)d1^137d2^183 + (3 + 1a + 1a^2)d1^138d2^183 + (1 + 2a + 4a^2)d1^139d2^183 + (1 + 4a + 3a^2)d1^140d2^183 + (0 + 0a + 4a^2)d1^141d2^183 + (4 + 2a + 0a^2)d1^142d2^183 + (2 + 3a + 3a^2)d1^143d2^183 + (4 + 2a + 1a^2)d1^144d2^183 + (1 + 4a + 0a^2)d1^145d2^183 + (3 + 4a + 3a^2)d1^146d2^183 + (0 + 0a + 4a^2)d1^147d2^183 + (1 + 0a + 0a^2)d1^148d2^183 + (2 + 0a + 1a^2)d1^149d2^183 + (4 + 1a + 0a^2)d1^150d2^183 + (3 + 0a + 4a^2)d1^151d2^183 + (3 + 3a + 4a^2)d1^152d2^183 + (2 + 0a + 3a^2)d1^153d2^183 + (0 + 4a + 1a^2)d1^154d2^183 + (3 + 2a + 0a^2)d1^155d2^183 + (4 + 4a + 1a^2)d1^156d2^183 + (2 + 1a + 0a^2)d1^157d2^183 + (1 + 0a + 4a^2)d1^158d2^183 + (4 + 4a + 3a^2)d1^159d2^183 + (2 + 4a + 3a^2)d1^160d2^183 + (3 + 4a + 0a^2)d1^161d2^183 + (4 + 1a + 2a^2)d1^162d2^183 + (2 + 0a + 2a^2)d1^163d2^183 + (1 + 2a + 3a^2)d1^164d2^183 + (0 + 4a + 3a^2)d1^165d2^183 + (2 + 3a + 4a^2)d1^166d2^183 + (3 + 0a + 3a^2)d1^167d2^183 + (1 + 1a + 2a^2)d1^168d2^183 + (3 + 3a + 1a^2)d1^169d2^183 + (0 + 2a + 1a^2)d1^170d2^183 + (0 + 4a + 1a^2)d1^171d2^183 + (2 + 2a + 2a^2)d1^172d2^183 + (0 + 3a + 3a^2)d1^173d2^183 + (2 + 1a + 0a^2)d1^174d2^183 + (1 + 2a + 0a^2)d1^175d2^183 + (0 + 1a + 3a^2)d1^176d2^183 + (4 + 3a + 1a^2)d1^177d2^183 + (0 + 3a + 2a^2)d1^178d2^183 + (4 + 4a + 4a^2)d1^179d2^183 + (1 + 3a + 2a^2)d1^180d2^183 + (0 + 4a + 4a^2)d1^181d2^183 + (1 + 1a + 0a^2)d1^182d2^183 + (2 + 2a + 3a^2)d1^183d2^183 + (0 + 0a + 2a^2)d1^184d2^183 + (4 + 1a + 1a^2)d1^185d2^183 + (3 + 0a + 2a^2)d1^186d2^183 + (1 + 3a + 0a^2)d1^187d2^183 + (0 + 4a + 4a^2)d1^188d2^183 + (0 + 3a + 0a^2)d1^189d2^183 + (4 + 0a + 0a^2)d1^190d2^183 + (1 + 3a + 1a^2)d1^191d2^183 + (3 + 0a + 2a^2)d1^192d2^183 + (4 + 0a + 0a^2)d1^193d2^183 + (0 + 1a + 4a^2)d1^194d2^183 + (2 + 2a + 1a^2)d1^195d2^183 + (0 + 0a + 4a^2)d1^196d2^183 + (0 + 2a + 4a^2)d1^197d2^183 + (3 + 3a + 0a^2)d1^198d2^183 + (2 + 4a + 4a^2)d1^199d2^183 + (4 + 0a + 4a^2)d1^200d2^183 + (0 + 4a + 2a^2)d1^201d2^183 + (4 + 3a + 0a^2)d1^202d2^183 + (4 + 2a + 4a^2)d1^203d2^183 + (0 + 4a + 1a^2)d1^204d2^183 + (2 + 3a + 3a^2)d1^205d2^183 + (1 + 0a + 3a^2)d1^206d2^183 + (4 + 1a + 1a^2)d1^207d2^183 + (1 + 2a + 3a^2)d1^208d2^183 + (1 + 3a + 0a^2)d1^209d2^183 + (0 + 1a + 0a^2)d1^210d2^183 + (0 + 3a + 3a^2)d1^211d2^183 + (3 + 1a + 1a^2)d1^212d2^183 + (4 + 0a + 4a^2)d1^213d2^183 + (0 + 2a + 2a^2)d1^214d2^183 + (0 + 0a + 4a^2)d1^215d2^183 + (2 + 1a + 4a^2)d1^216d2^183 + (2 + 4a + 1a^2)d1^217d2^183 + (3 + 3a + 2a^2)d1^218d2^183 + (3 + 2a + 2a^2)d1^219d2^183 + (2 + 1a + 4a^2)d1^220d2^183 + (1 + 1a + 1a^2)d1^221d2^183 + (0 + 3a + 3a^2)d1^222d2^183 + (2 + 4a + 4a^2)d1^223d2^183 + (1 + 3a + 2a^2)d1^224d2^183 + (0 + 0a + 2a^2)d1^225d2^183 + (4 + 0a + 0a^2)d1^226d2^183 + (1 + 1a + 1a^2)d1^227d2^183 + (3 + 2a + 2a^2)d1^228d2^183 + (1 + 3a + 1a^2)d1^229d2^183 + (4 + 2a + 3a^2)d1^230d2^183 + (1 + 0a + 0a^2)d1^231d2^183 + (1 + 3a + 4a^2)d1^232d2^183 + (0 + 2a + 2a^2)d1^233d2^183 + (0 + 0a + 4a^2)d1^234d2^183 + (3 + 1a + 1a^2)d1^235d2^183 + (0 + 2a + 4a^2)d1^236d2^183 + (3 + 2a + 0a^2)d1^237d2^183 + (1 + 1a + 3a^2)d1^238d2^183 + (0 + 2a + 1a^2)d1^239d2^183 + (3 + 0a + 4a^2)d1^240d2^183 + (3 + 0a + 0a^2)d1^241d2^183 + (2 + 4a + 3a^2)d1^242d2^183 + (1 + 4a + 0a^2)d1^243d2^183 + (1 + 1a + 3a^2)d1^244d2^183 + (3 + 4a + 1a^2)d1^245d2^183 + (1 + 3a + 0a^2)d1^246d2^183 + (3 + 2a + 0a^2)d1^247d2^183 + (4 + 0a + 1a^2)d1^248d2^183 + (4 + 1a + 0a^2)d1^249d2^183 + (3 + 2a + 3a^2)d1^250d2^183 + (2 + 4a + 4a^2)d1^251d2^183 + (2 + 2a + 2a^2)d1^252d2^183 + (1 + 4a + 4a^2)d1^253d2^183 + (1 + 4a + 1a^2)d1^254d2^183 + (1 + 2a + 3a^2)d1^255d2^183 + (1 + 0a + 2a^2)d1^256d2^183 + (4 + 1a + 1a^2)d1^257d2^183 + (3 + 4a + 4a^2)d1^258d2^183 + (0 + 3a + 2a^2)d1^259d2^183 + (2 + 2a + 4a^2)d1^260d2^183 + (0 + 1a + 4a^2)d1^261d2^183 + (2 + 4a + 0a^2)d1^262d2^183 + (1 + 1a + 4a^2)d1^263d2^183 + (3 + 0a + 0a^2)d1^264d2^183 + (1 + 3a + 3a^2)d1^265d2^183 + (4 + 0a + 3a^2)d1^266d2^183 + (2 + 4a + 0a^2)d1^267d2^183 + (0 + 1a + 0a^2)d1^268d2^183 + (4 + 3a + 2a^2)d1^269d2^183 + (0 + 0a + 1a^2)d1^270d2^183 + (0 + 3a + 0a^2)d1^271d2^183 + (2 + 0a + 3a^2)d1^272d2^183 + (4 + 3a + 0a^2)d1^273d2^183 + (2 + 1a + 1a^2)d1^274d2^183 + (3 + 1a + 4a^2)d1^275d2^183 + (0 + 1a + 3a^2)d1^276d2^183 + (3 + 2a + 3a^2)d1^277d2^183 + (3 + 4a + 1a^2)d1^278d2^183 + (2 + 4a + 4a^2)d1^279d2^183 + (1 + 4a + 4a^2)d1^280d2^183 + (1 + 2a + 4a^2)d1^281d2^183 + (3 + 0a + 3a^2)d1^282d2^183 + (2 + 2a + 4a^2)d1^283d2^183 + (0 + 0a + 4a^2)d1^284d2^183 + (4 + 2a + 1a^2)d1^285d2^183 + (2 + 4a + 3a^2)d1^286d2^183 + (2 + 0a + 1a^2)d1^287d2^183 + (0 + 4a + 1a^2)d1^288d2^183 + (2 + 0a + 0a^2)d1^289d2^183 + (3 + 2a + 3a^2)d1^290d2^183 + (2 + 4a + 4a^2)d1^291d2^183 + (0 + 1a + 2a^2)d1^292d2^183 + (0 + 0a + 2a^2)d1^293d2^183 + (3 + 0a + 0a^2)d2^184 + (1 + 1a + 1a^2)d1^1d2^184 + (3 + 0a + 4a^2)d1^2d2^184 + (0 + 4a + 2a^2)d1^3d2^184 + (4 + 1a + 2a^2)d1^4d2^184 + (4 + 3a + 2a^2)d1^5d2^184 + (3 + 4a + 2a^2)d1^6d2^184 + (4 + 0a + 0a^2)d1^7d2^184 + (3 + 0a + 4a^2)d1^8d2^184 + (0 + 4a + 4a^2)d1^9d2^184 + (3 + 0a + 4a^2)d1^10d2^184 + (2 + 2a + 0a^2)d1^11d2^184 + (0 + 1a + 1a^2)d1^12d2^184 + (1 + 1a + 0a^2)d1^13d2^184 + (2 + 2a + 1a^2)d1^14d2^184 + (3 + 4a + 4a^2)d1^15d2^184 + (1 + 1a + 3a^2)d1^16d2^184 + (3 + 1a + 3a^2)d1^17d2^184 + (3 + 1a + 0a^2)d1^18d2^184 + (2 + 4a + 2a^2)d1^19d2^184 + (1 + 4a + 2a^2)d1^20d2^184 + (4 + 1a + 3a^2)d1^21d2^184 + (3 + 3a + 2a^2)d1^22d2^184 + (1 + 2a + 1a^2)d1^23d2^184 + (1 + 0a + 1a^2)d1^24d2^184 + (3 + 3a + 0a^2)d1^25d2^184 + (4 + 3a + 4a^2)d1^26d2^184 + (4 + 3a + 4a^2)d1^27d2^184 + (0 + 3a + 3a^2)d1^28d2^184 + (1 + 2a + 3a^2)d1^29d2^184 + (1 + 0a + 1a^2)d1^30d2^184 + (2 + 1a + 1a^2)d1^31d2^184 + (3 + 2a + 4a^2)d1^32d2^184 + (1 + 4a + 2a^2)d1^33d2^184 + (4 + 1a + 3a^2)d1^34d2^184 + (3 + 3a + 4a^2)d1^35d2^184 + (0 + 2a + 1a^2)d1^36d2^184 + (2 + 2a + 0a^2)d1^37d2^184 + (0 + 0a + 3a^2)d1^38d2^184 + (4 + 0a + 0a^2)d1^39d2^184 + (3 + 0a + 2a^2)d1^40d2^184 + (1 + 2a + 4a^2)d1^41d2^184 + (2 + 4a + 4a^2)d1^42d2^184 + (3 + 3a + 2a^2)d1^43d2^184 + (4 + 0a + 4a^2)d1^44d2^184 + (4 + 2a + 3a^2)d1^45d2^184 + (1 + 2a + 3a^2)d1^46d2^184 + (4 + 1a + 2a^2)d1^47d2^184 + (1 + 4a + 2a^2)d1^48d2^184 + (2 + 2a + 0a^2)d1^49d2^184 + (2 + 4a + 3a^2)d1^50d2^184 + (3 + 2a + 4a^2)d1^51d2^184 + (2 + 0a + 4a^2)d1^52d2^184 + (2 + 2a + 2a^2)d1^53d2^184 + (0 + 3a + 3a^2)d1^54d2^184 + (1 + 3a + 1a^2)d1^55d2^184 + (1 + 4a + 1a^2)d1^56d2^184 + (0 + 0a + 3a^2)d1^57d2^184 + (4 + 4a + 2a^2)d1^58d2^184 + (2 + 4a + 0a^2)d1^59d2^184 + (4 + 0a + 0a^2)d1^60d2^184 + (0 + 1a + 4a^2)d1^61d2^184 + (4 + 3a + 3a^2)d1^62d2^184 + (2 + 3a + 4a^2)d1^63d2^184 + (0 + 2a + 0a^2)d1^64d2^184 + (0 + 4a + 0a^2)d1^65d2^184 + (3 + 3a + 4a^2)d1^66d2^184 + (0 + 0a + 1a^2)d1^67d2^184 + (3 + 4a + 3a^2)d1^68d2^184 + (3 + 3a + 4a^2)d1^69d2^184 + (2 + 4a + 3a^2)d1^70d2^184 + (0 + 1a + 2a^2)d1^71d2^184 + (1 + 3a + 4a^2)d1^72d2^184 + (4 + 4a + 0a^2)d1^73d2^184 + (0 + 1a + 4a^2)d1^74d2^184 + (1 + 4a + 2a^2)d1^75d2^184 + (3 + 4a + 1a^2)d1^76d2^184 + (3 + 2a + 0a^2)d1^77d2^184 + (1 + 3a + 3a^2)d1^78d2^184 + (4 + 2a + 4a^2)d1^79d2^184 + (4 + 3a + 2a^2)d1^80d2^184 + (4 + 3a + 1a^2)d1^81d2^184 + (0 + 1a + 0a^2)d1^82d2^184 + (0 + 1a + 0a^2)d1^83d2^184 + (0 + 0a + 1a^2)d1^84d2^184 + (3 + 2a + 4a^2)d1^85d2^184 + (2 + 0a + 2a^2)d1^86d2^184 + (4 + 4a + 0a^2)d1^87d2^184 + (4 + 4a + 2a^2)d1^88d2^184 + (4 + 0a + 0a^2)d1^89d2^184 + (4 + 4a + 1a^2)d1^90d2^184 + (2 + 0a + 3a^2)d1^91d2^184 + (1 + 1a + 3a^2)d1^92d2^184 + (1 + 2a + 2a^2)d1^93d2^184 + (3 + 1a + 3a^2)d1^94d2^184 + (1 + 4a + 3a^2)d1^95d2^184 + (1 + 0a + 2a^2)d1^96d2^184 + (4 + 3a + 2a^2)d1^97d2^184 + (3 + 2a + 1a^2)d1^98d2^184 + (2 + 1a + 4a^2)d1^99d2^184 + (1 + 1a + 1a^2)d1^100d2^184 + (2 + 3a + 4a^2)d1^101d2^184 + (0 + 4a + 4a^2)d1^102d2^184 + (4 + 0a + 3a^2)d1^103d2^184 + (3 + 0a + 0a^2)d1^104d2^184 + (1 + 4a + 3a^2)d1^105d2^184 + (3 + 4a + 2a^2)d1^106d2^184 + (4 + 2a + 0a^2)d1^107d2^184 + (0 + 2a + 0a^2)d1^108d2^184 + (2 + 2a + 1a^2)d1^109d2^184 + (1 + 0a + 2a^2)d1^110d2^184 + (4 + 0a + 4a^2)d1^111d2^184 + (3 + 3a + 4a^2)d1^112d2^184 + (0 + 1a + 2a^2)d1^113d2^184 + (2 + 0a + 4a^2)d1^114d2^184 + (0 + 2a + 2a^2)d1^115d2^184 + (4 + 2a + 4a^2)d1^116d2^184 + (4 + 3a + 4a^2)d1^117d2^184 + (1 + 4a + 1a^2)d1^118d2^184 + (1 + 4a + 0a^2)d1^119d2^184 + (0 + 3a + 1a^2)d1^120d2^184 + (2 + 3a + 2a^2)d1^121d2^184 + (1 + 0a + 4a^2)d1^122d2^184 + (0 + 1a + 1a^2)d1^123d2^184 + (2 + 0a + 0a^2)d1^124d2^184 + (1 + 2a + 1a^2)d1^125d2^184 + (0 + 1a + 4a^2)d1^126d2^184 + (2 + 4a + 4a^2)d1^127d2^184 + (0 + 4a + 4a^2)d1^128d2^184 + (3 + 4a + 4a^2)d1^129d2^184 + (1 + 1a + 0a^2)d1^130d2^184 + (3 + 0a + 0a^2)d1^131d2^184 + (3 + 0a + 2a^2)d1^132d2^184 + (3 + 0a + 0a^2)d1^133d2^184 + (0 + 0a + 2a^2)d1^134d2^184 + (4 + 3a + 1a^2)d1^135d2^184 + (1 + 1a + 0a^2)d1^136d2^184 + (3 + 2a + 0a^2)d1^137d2^184 + (1 + 3a + 3a^2)d1^138d2^184 + (2 + 4a + 0a^2)d1^139d2^184 + (3 + 4a + 3a^2)d1^140d2^184 + (1 + 2a + 3a^2)d1^141d2^184 + (3 + 4a + 0a^2)d1^142d2^184 + (3 + 2a + 3a^2)d1^143d2^184 + (3 + 1a + 3a^2)d1^144d2^184 + (4 + 2a + 1a^2)d1^145d2^184 + (0 + 3a + 1a^2)d1^146d2^184 + (3 + 1a + 3a^2)d1^147d2^184 + (2 + 2a + 4a^2)d1^148d2^184 + (0 + 1a + 2a^2)d1^149d2^184 + (4 + 4a + 0a^2)d1^150d2^184 + (4 + 4a + 4a^2)d1^151d2^184 + (2 + 4a + 2a^2)d1^152d2^184 + (3 + 4a + 4a^2)d1^153d2^184 + (0 + 1a + 2a^2)d1^154d2^184 + (2 + 4a + 2a^2)d1^155d2^184 + (4 + 2a + 0a^2)d1^156d2^184 + (1 + 3a + 0a^2)d1^157d2^184 + (1 + 0a + 2a^2)d1^158d2^184 + (3 + 3a + 2a^2)d1^159d2^184 + (0 + 3a + 4a^2)d1^160d2^184 + (0 + 2a + 1a^2)d1^161d2^184 + (1 + 3a + 2a^2)d1^162d2^184 + (3 + 2a + 2a^2)d1^163d2^184 + (2 + 4a + 1a^2)d1^164d2^184 + (3 + 2a + 2a^2)d1^165d2^184 + (1 + 1a + 3a^2)d1^166d2^184 + (0 + 1a + 2a^2)d1^167d2^184 + (0 + 1a + 4a^2)d1^168d2^184 + (4 + 0a + 3a^2)d1^169d2^184 + (2 + 4a + 4a^2)d1^170d2^184 + (0 + 3a + 2a^2)d1^171d2^184 + (0 + 2a + 2a^2)d1^172d2^184 + (0 + 3a + 0a^2)d1^173d2^184 + (3 + 4a + 4a^2)d1^174d2^184 + (0 + 1a + 3a^2)d1^175d2^184 + (4 + 0a + 1a^2)d1^176d2^184 + (2 + 0a + 3a^2)d1^177d2^184 + (0 + 3a + 4a^2)d1^178d2^184 + (0 + 2a + 0a^2)d1^179d2^184 + (4 + 0a + 1a^2)d1^180d2^184 + (2 + 2a + 0a^2)d1^181d2^184 + (4 + 1a + 3a^2)d1^182d2^184 + (3 + 4a + 4a^2)d1^183d2^184 + (1 + 2a + 2a^2)d1^184d2^184 + (2 + 4a + 0a^2)d1^185d2^184 + (2 + 3a + 0a^2)d1^186d2^184 + (3 + 0a + 4a^2)d1^187d2^184 + (3 + 4a + 3a^2)d1^188d2^184 + (0 + 2a + 1a^2)d1^189d2^184 + (2 + 2a + 4a^2)d1^190d2^184 + (0 + 4a + 3a^2)d1^191d2^184 + (4 + 3a + 4a^2)d1^192d2^184 + (4 + 0a + 4a^2)d1^193d2^184 + (1 + 0a + 2a^2)d1^194d2^184 + (2 + 0a + 3a^2)d1^195d2^184 + (2 + 0a + 1a^2)d1^196d2^184 + (3 + 2a + 2a^2)d1^197d2^184 + (2 + 4a + 2a^2)d1^198d2^184 + (3 + 0a + 2a^2)d1^199d2^184 + (0 + 2a + 2a^2)d1^200d2^184 + (4 + 2a + 3a^2)d1^201d2^184 + (1 + 3a + 4a^2)d1^202d2^184 + (1 + 1a + 4a^2)d1^203d2^184 + (2 + 3a + 3a^2)d1^204d2^184 + (1 + 3a + 1a^2)d1^205d2^184 + (4 + 3a + 2a^2)d1^206d2^184 + (1 + 3a + 4a^2)d1^207d2^184 + (2 + 1a + 3a^2)d1^208d2^184 + (4 + 4a + 1a^2)d1^209d2^184 + (3 + 1a + 1a^2)d1^210d2^184 + (1 + 4a + 3a^2)d1^211d2^184 + (0 + 0a + 3a^2)d1^212d2^184 + (1 + 2a + 2a^2)d1^213d2^184 + (3 + 0a + 1a^2)d1^214d2^184 + (4 + 0a + 4a^2)d1^215d2^184 + (1 + 3a + 1a^2)d1^216d2^184 + (3 + 0a + 0a^2)d1^217d2^184 + (4 + 1a + 4a^2)d1^218d2^184 + (3 + 1a + 3a^2)d1^219d2^184 + (3 + 3a + 0a^2)d1^220d2^184 + (4 + 2a + 0a^2)d1^222d2^184 + (1 + 3a + 0a^2)d1^223d2^184 + (4 + 3a + 4a^2)d1^224d2^184 + (2 + 1a + 2a^2)d1^225d2^184 + (2 + 1a + 4a^2)d1^226d2^184 + (3 + 4a + 2a^2)d1^228d2^184 + (2 + 0a + 0a^2)d1^229d2^184 + (1 + 4a + 3a^2)d1^230d2^184 + (1 + 2a + 2a^2)d1^231d2^184 + (0 + 3a + 0a^2)d1^232d2^184 + (4 + 0a + 2a^2)d1^233d2^184 + (0 + 0a + 3a^2)d1^234d2^184 + (1 + 4a + 0a^2)d1^235d2^184 + (1 + 4a + 1a^2)d1^236d2^184 + (2 + 0a + 1a^2)d1^237d2^184 + (1 + 0a + 2a^2)d1^238d2^184 + (0 + 0a + 2a^2)d1^239d2^184 + (3 + 4a + 4a^2)d1^240d2^184 + (1 + 0a + 2a^2)d1^241d2^184 + (4 + 3a + 1a^2)d1^242d2^184 + (2 + 1a + 2a^2)d1^243d2^184 + (3 + 0a + 3a^2)d1^244d2^184 + (3 + 2a + 0a^2)d1^245d2^184 + (0 + 4a + 1a^2)d1^246d2^184 + (2 + 2a + 3a^2)d1^247d2^184 + (2 + 0a + 2a^2)d1^248d2^184 + (1 + 0a + 2a^2)d1^249d2^184 + (0 + 1a + 1a^2)d1^250d2^184 + (2 + 4a + 3a^2)d1^251d2^184 + (1 + 2a + 4a^2)d1^252d2^184 + (2 + 4a + 3a^2)d1^253d2^184 + (0 + 2a + 4a^2)d1^254d2^184 + (2 + 3a + 1a^2)d1^255d2^184 + (1 + 1a + 2a^2)d1^256d2^184 + (1 + 2a + 3a^2)d1^257d2^184 + (4 + 0a + 3a^2)d1^258d2^184 + (2 + 0a + 2a^2)d1^259d2^184 + (3 + 1a + 4a^2)d1^260d2^184 + (3 + 2a + 0a^2)d1^261d2^184 + (3 + 3a + 0a^2)d1^262d2^184 + (4 + 3a + 1a^2)d1^263d2^184 + (3 + 1a + 2a^2)d1^264d2^184 + (3 + 1a + 2a^2)d1^265d2^184 + (2 + 2a + 0a^2)d1^266d2^184 + (1 + 2a + 4a^2)d1^267d2^184 + (2 + 1a + 2a^2)d1^268d2^184 + (4 + 1a + 1a^2)d1^269d2^184 + (3 + 2a + 0a^2)d1^270d2^184 + (1 + 2a + 1a^2)d1^271d2^184 + (4 + 3a + 0a^2)d1^272d2^184 + (1 + 3a + 2a^2)d1^273d2^184 + (4 + 1a + 1a^2)d1^274d2^184 + (4 + 1a + 1a^2)d1^275d2^184 + (3 + 0a + 3a^2)d1^276d2^184 + (3 + 3a + 4a^2)d1^277d2^184 + (0 + 1a + 3a^2)d1^279d2^184 + (0 + 4a + 1a^2)d1^280d2^184 + (1 + 1a + 2a^2)d1^281d2^184 + (1 + 0a + 3a^2)d1^282d2^184 + (3 + 1a + 2a^2)d1^283d2^184 + (2 + 3a + 0a^2)d1^284d2^184 + (4 + 3a + 2a^2)d1^285d2^184 + (4 + 3a + 3a^2)d1^286d2^184 + (4 + 1a + 1a^2)d1^287d2^184 + (0 + 3a + 3a^2)d1^288d2^184 + (2 + 3a + 2a^2)d1^289d2^184 + (1 + 2a + 1a^2)d1^290d2^184 + (2 + 1a + 1a^2)d1^291d2^184 + (2 + 0a + 2a^2)d1^292d2^184 + (4 + 0a + 1a^2)d1^293d2^184 + (1 + 2a + 4a^2)d2^185 + (4 + 0a + 1a^2)d1^1d2^185 + (3 + 3a + 3a^2)d1^2d2^185 + (3 + 0a + 0a^2)d1^3d2^185 + (3 + 4a + 2a^2)d1^4d2^185 + (3 + 1a + 1a^2)d1^5d2^185 + (4 + 3a + 2a^2)d1^6d2^185 + (2 + 1a + 2a^2)d1^7d2^185 + (1 + 4a + 3a^2)d1^8d2^185 + (1 + 3a + 1a^2)d1^9d2^185 + (3 + 3a + 2a^2)d1^10d2^185 + (0 + 1a + 0a^2)d1^11d2^185 + (2 + 0a + 1a^2)d1^12d2^185 + (2 + 4a + 1a^2)d1^13d2^185 + (3 + 3a + 2a^2)d1^14d2^185 + (1 + 4a + 0a^2)d1^15d2^185 + (4 + 1a + 0a^2)d1^16d2^185 + (2 + 4a + 1a^2)d1^17d2^185 + (1 + 1a + 4a^2)d1^18d2^185 + (3 + 1a + 0a^2)d1^19d2^185 + (3 + 0a + 2a^2)d1^20d2^185 + (0 + 0a + 2a^2)d1^21d2^185 + (3 + 2a + 0a^2)d1^22d2^185 + (3 + 3a + 1a^2)d1^23d2^185 + (0 + 3a + 4a^2)d1^24d2^185 + (3 + 2a + 2a^2)d1^25d2^185 + (0 + 4a + 2a^2)d1^26d2^185 + (2 + 2a + 3a^2)d1^27d2^185 + (2 + 3a + 4a^2)d1^28d2^185 + (2 + 4a + 1a^2)d1^29d2^185 + (2 + 2a + 1a^2)d1^30d2^185 + (1 + 3a + 1a^2)d1^31d2^185 + (2 + 2a + 4a^2)d1^32d2^185 + (4 + 4a + 4a^2)d1^33d2^185 + (1 + 0a + 3a^2)d1^34d2^185 + (0 + 4a + 4a^2)d1^35d2^185 + (4 + 2a + 3a^2)d1^36d2^185 + (0 + 4a + 2a^2)d1^37d2^185 + (1 + 0a + 2a^2)d1^38d2^185 + (1 + 4a + 4a^2)d1^39d2^185 + (0 + 3a + 0a^2)d1^40d2^185 + (1 + 3a + 4a^2)d1^41d2^185 + (2 + 3a + 2a^2)d1^42d2^185 + (3 + 4a + 1a^2)d1^43d2^185 + (3 + 1a + 2a^2)d1^44d2^185 + (3 + 2a + 3a^2)d1^45d2^185 + (4 + 2a + 0a^2)d1^46d2^185 + (2 + 0a + 4a^2)d1^47d2^185 + (3 + 3a + 2a^2)d1^48d2^185 + (4 + 1a + 0a^2)d1^49d2^185 + (3 + 2a + 0a^2)d1^50d2^185 + (0 + 0a + 2a^2)d1^51d2^185 + (0 + 2a + 3a^2)d1^52d2^185 + (3 + 3a + 3a^2)d1^53d2^185 + (0 + 4a + 4a^2)d1^54d2^185 + (2 + 1a + 4a^2)d1^55d2^185 + (1 + 4a + 2a^2)d1^56d2^185 + (4 + 1a + 4a^2)d1^57d2^185 + (0 + 2a + 2a^2)d1^58d2^185 + (1 + 0a + 3a^2)d1^59d2^185 + (2 + 0a + 2a^2)d1^60d2^185 + (4 + 4a + 2a^2)d1^61d2^185 + (4 + 4a + 3a^2)d1^62d2^185 + (3 + 3a + 0a^2)d1^63d2^185 + (4 + 0a + 0a^2)d1^64d2^185 + (1 + 1a + 4a^2)d1^65d2^185 + (2 + 3a + 0a^2)d1^66d2^185 + (3 + 3a + 4a^2)d1^67d2^185 + (1 + 0a + 4a^2)d1^68d2^185 + (4 + 3a + 1a^2)d1^69d2^185 + (2 + 3a + 3a^2)d1^70d2^185 + (0 + 4a + 1a^2)d1^71d2^185 + (0 + 0a + 3a^2)d1^72d2^185 + (1 + 3a + 1a^2)d1^73d2^185 + (0 + 4a + 3a^2)d1^74d2^185 + (4 + 3a + 0a^2)d1^75d2^185 + (2 + 3a + 2a^2)d1^76d2^185 + (3 + 3a + 0a^2)d1^77d2^185 + (2 + 2a + 1a^2)d1^78d2^185 + (3 + 2a + 4a^2)d1^79d2^185 + (3 + 1a + 0a^2)d1^80d2^185 + (3 + 2a + 0a^2)d1^81d2^185 + (4 + 2a + 4a^2)d1^83d2^185 + (2 + 0a + 2a^2)d1^84d2^185 + (4 + 0a + 4a^2)d1^85d2^185 + (2 + 4a + 4a^2)d1^86d2^185 + (3 + 0a + 2a^2)d1^87d2^185 + (3 + 0a + 0a^2)d1^88d2^185 + (0 + 3a + 2a^2)d1^89d2^185 + (3 + 2a + 4a^2)d1^90d2^185 + (2 + 0a + 1a^2)d1^91d2^185 + (3 + 2a + 0a^2)d1^92d2^185 + (3 + 1a + 2a^2)d1^93d2^185 + (0 + 3a + 2a^2)d1^94d2^185 + (4 + 4a + 0a^2)d1^95d2^185 + (0 + 3a + 2a^2)d1^96d2^185 + (3 + 2a + 3a^2)d1^97d2^185 + (4 + 1a + 2a^2)d1^98d2^185 + (3 + 2a + 3a^2)d1^99d2^185 + (4 + 4a + 4a^2)d1^100d2^185 + (3 + 0a + 3a^2)d1^101d2^185 + (0 + 3a + 0a^2)d1^102d2^185 + (4 + 2a + 3a^2)d1^103d2^185 + (3 + 0a + 0a^2)d1^104d2^185 + (3 + 2a + 4a^2)d1^105d2^185 + (4 + 2a + 3a^2)d1^106d2^185 + (2 + 3a + 2a^2)d1^107d2^185 + (1 + 4a + 1a^2)d1^108d2^185 + (4 + 4a + 2a^2)d1^109d2^185 + (1 + 4a + 1a^2)d1^110d2^185 + (4 + 1a + 1a^2)d1^111d2^185 + (0 + 3a + 4a^2)d1^112d2^185 + (0 + 1a + 4a^2)d1^113d2^185 + (2 + 2a + 0a^2)d1^114d2^185 + (3 + 2a + 2a^2)d1^115d2^185 + (4 + 3a + 1a^2)d1^116d2^185 + (4 + 3a + 2a^2)d1^117d2^185 + (1 + 2a + 4a^2)d1^118d2^185 + (3 + 2a + 4a^2)d1^119d2^185 + (1 + 0a + 2a^2)d1^120d2^185 + (2 + 1a + 4a^2)d1^121d2^185 + (2 + 3a + 4a^2)d1^122d2^185 + (2 + 3a + 4a^2)d1^123d2^185 + (3 + 3a + 0a^2)d1^124d2^185 + (2 + 1a + 4a^2)d1^125d2^185 + (1 + 1a + 2a^2)d1^126d2^185 + (0 + 1a + 1a^2)d1^127d2^185 + (0 + 4a + 4a^2)d1^128d2^185 + (3 + 0a + 2a^2)d1^129d2^185 + (2 + 1a + 1a^2)d1^130d2^185 + (1 + 3a + 0a^2)d1^131d2^185 + (4 + 0a + 4a^2)d1^132d2^185 + (2 + 4a + 0a^2)d1^133d2^185 + (2 + 1a + 0a^2)d1^134d2^185 + (2 + 3a + 2a^2)d1^135d2^185 + (3 + 2a + 3a^2)d1^136d2^185 + (3 + 4a + 4a^2)d1^137d2^185 + (4 + 2a + 1a^2)d1^138d2^185 + (1 + 2a + 1a^2)d1^139d2^185 + (1 + 0a + 4a^2)d1^140d2^185 + (0 + 1a + 1a^2)d1^141d2^185 + (4 + 2a + 3a^2)d1^142d2^185 + (2 + 2a + 0a^2)d1^143d2^185 + (0 + 4a + 3a^2)d1^144d2^185 + (1 + 2a + 2a^2)d1^145d2^185 + (4 + 1a + 2a^2)d1^146d2^185 + (0 + 3a + 4a^2)d1^147d2^185 + (4 + 1a + 4a^2)d1^148d2^185 + (0 + 1a + 1a^2)d1^149d2^185 + (2 + 3a + 4a^2)d1^150d2^185 + (4 + 0a + 3a^2)d1^151d2^185 + (1 + 4a + 1a^2)d1^152d2^185 + (1 + 4a + 2a^2)d1^153d2^185 + (2 + 4a + 1a^2)d1^154d2^185 + (3 + 3a + 1a^2)d1^155d2^185 + (3 + 0a + 2a^2)d1^156d2^185 + (2 + 1a + 2a^2)d1^157d2^185 + (1 + 2a + 2a^2)d1^158d2^185 + (4 + 3a + 2a^2)d1^159d2^185 + (4 + 4a + 2a^2)d1^160d2^185 + (1 + 4a + 0a^2)d1^161d2^185 + (3 + 4a + 4a^2)d1^162d2^185 + (0 + 0a + 3a^2)d1^163d2^185 + (4 + 2a + 1a^2)d1^164d2^185 + (2 + 2a + 4a^2)d1^165d2^185 + (0 + 0a + 1a^2)d1^166d2^185 + (1 + 3a + 4a^2)d1^167d2^185 + (2 + 2a + 0a^2)d1^168d2^185 + (2 + 0a + 2a^2)d1^169d2^185 + (0 + 3a + 3a^2)d1^170d2^185 + (0 + 4a + 4a^2)d1^171d2^185 + (0 + 3a + 0a^2)d1^172d2^185 + (1 + 3a + 3a^2)d1^173d2^185 + (0 + 0a + 2a^2)d1^174d2^185 + (1 + 2a + 2a^2)d1^175d2^185 + (4 + 1a + 0a^2)d1^176d2^185 + (2 + 3a + 1a^2)d1^177d2^185 + (2 + 3a + 4a^2)d1^178d2^185 + (0 + 3a + 0a^2)d1^179d2^185 + (2 + 1a + 1a^2)d1^180d2^185 + (3 + 2a + 2a^2)d1^181d2^185 + (4 + 4a + 2a^2)d1^182d2^185 + (1 + 1a + 3a^2)d1^183d2^185 + (3 + 1a + 0a^2)d1^184d2^185 + (1 + 2a + 3a^2)d1^185d2^185 + (2 + 0a + 3a^2)d1^186d2^185 + (4 + 1a + 3a^2)d1^187d2^185 + (3 + 2a + 1a^2)d1^188d2^185 + (4 + 0a + 3a^2)d1^189d2^185 + (1 + 2a + 0a^2)d1^190d2^185 + (3 + 3a + 3a^2)d1^191d2^185 + (1 + 3a + 1a^2)d1^192d2^185 + (0 + 1a + 1a^2)d1^193d2^185 + (3 + 1a + 1a^2)d1^194d2^185 + (4 + 4a + 0a^2)d1^195d2^185 + (2 + 1a + 3a^2)d1^196d2^185 + (2 + 4a + 2a^2)d1^197d2^185 + (0 + 4a + 2a^2)d1^198d2^185 + (4 + 4a + 0a^2)d1^199d2^185 + (0 + 4a + 2a^2)d1^200d2^185 + (3 + 0a + 1a^2)d1^201d2^185 + (0 + 0a + 2a^2)d1^202d2^185 + (0 + 3a + 3a^2)d1^203d2^185 + (4 + 4a + 3a^2)d1^204d2^185 + (4 + 2a + 1a^2)d1^205d2^185 + (0 + 2a + 2a^2)d1^206d2^185 + (1 + 1a + 1a^2)d1^207d2^185 + (3 + 0a + 1a^2)d1^208d2^185 + (3 + 0a + 1a^2)d1^209d2^185 + (2 + 1a + 4a^2)d1^210d2^185 + (4 + 2a + 0a^2)d1^211d2^185 + (4 + 1a + 1a^2)d1^212d2^185 + (0 + 4a + 0a^2)d1^213d2^185 + (3 + 3a + 1a^2)d1^214d2^185 + (4 + 2a + 2a^2)d1^215d2^185 + (3 + 3a + 0a^2)d1^216d2^185 + (2 + 4a + 1a^2)d1^217d2^185 + (1 + 1a + 1a^2)d1^218d2^185 + (0 + 0a + 4a^2)d1^219d2^185 + (2 + 3a + 4a^2)d1^220d2^185 + (3 + 0a + 3a^2)d1^221d2^185 + (4 + 1a + 1a^2)d1^222d2^185 + (0 + 1a + 0a^2)d1^223d2^185 + (3 + 2a + 1a^2)d1^224d2^185 + (3 + 4a + 1a^2)d1^225d2^185 + (3 + 1a + 4a^2)d1^226d2^185 + (3 + 1a + 4a^2)d1^227d2^185 + (3 + 2a + 0a^2)d1^228d2^185 + (2 + 3a + 3a^2)d1^229d2^185 + (2 + 4a + 1a^2)d1^230d2^185 + (0 + 2a + 1a^2)d1^231d2^185 + (3 + 3a + 0a^2)d1^232d2^185 + (0 + 2a + 0a^2)d1^233d2^185 + (0 + 2a + 3a^2)d1^234d2^185 + (4 + 2a + 2a^2)d1^235d2^185 + (3 + 1a + 1a^2)d1^236d2^185 + (2 + 1a + 0a^2)d1^237d2^185 + (0 + 3a + 3a^2)d1^238d2^185 + (1 + 0a + 1a^2)d1^239d2^185 + (2 + 1a + 4a^2)d1^240d2^185 + (2 + 3a + 2a^2)d1^241d2^185 + (0 + 0a + 3a^2)d1^242d2^185 + (3 + 3a + 0a^2)d1^243d2^185 + (0 + 4a + 3a^2)d1^244d2^185 + (3 + 2a + 2a^2)d1^245d2^185 + (1 + 2a + 3a^2)d1^246d2^185 + (1 + 4a + 4a^2)d1^248d2^185 + (1 + 2a + 2a^2)d1^249d2^185 + (1 + 1a + 4a^2)d1^250d2^185 + (0 + 3a + 2a^2)d1^251d2^185 + (0 + 3a + 4a^2)d1^252d2^185 + (4 + 0a + 1a^2)d1^253d2^185 + (0 + 3a + 4a^2)d1^254d2^185 + (3 + 4a + 1a^2)d1^255d2^185 + (0 + 2a + 3a^2)d1^256d2^185 + (3 + 4a + 4a^2)d1^257d2^185 + (2 + 2a + 4a^2)d1^258d2^185 + (1 + 0a + 4a^2)d1^259d2^185 + (3 + 4a + 0a^2)d1^260d2^185 + (3 + 1a + 0a^2)d1^261d2^185 + (3 + 3a + 1a^2)d1^262d2^185 + (2 + 4a + 2a^2)d1^263d2^185 + (1 + 1a + 3a^2)d1^264d2^185 + (4 + 1a + 1a^2)d1^265d2^185 + (0 + 3a + 2a^2)d1^266d2^185 + (4 + 0a + 4a^2)d1^267d2^185 + (0 + 3a + 3a^2)d1^268d2^185 + (3 + 1a + 2a^2)d1^269d2^185 + (1 + 2a + 1a^2)d1^270d2^185 + (0 + 0a + 1a^2)d1^271d2^185 + (4 + 4a + 2a^2)d1^272d2^185 + (2 + 2a + 1a^2)d1^273d2^185 + (4 + 1a + 3a^2)d1^274d2^185 + (1 + 1a + 3a^2)d1^275d2^185 + (4 + 0a + 0a^2)d1^276d2^185 + (1 + 3a + 3a^2)d1^277d2^185 + (4 + 1a + 4a^2)d1^278d2^185 + (3 + 0a + 1a^2)d1^279d2^185 + (2 + 4a + 1a^2)d1^280d2^185 + (2 + 1a + 1a^2)d1^281d2^185 + (3 + 0a + 4a^2)d1^282d2^185 + (1 + 3a + 0a^2)d1^283d2^185 + (1 + 0a + 4a^2)d1^284d2^185 + (4 + 0a + 4a^2)d1^285d2^185 + (2 + 4a + 1a^2)d1^286d2^185 + (3 + 0a + 3a^2)d1^287d2^185 + (1 + 3a + 2a^2)d1^288d2^185 + (0 + 4a + 2a^2)d1^289d2^185 + (0 + 1a + 0a^2)d1^290d2^185 + (2 + 4a + 2a^2)d1^291d2^185 + (4 + 2a + 2a^2)d1^292d2^185 + (3 + 2a + 0a^2)d1^293d2^185 + (3 + 3a + 1a^2)d2^186 + (1 + 1a + 1a^2)d1^1d2^186 + (1 + 1a + 1a^2)d1^2d2^186 + (2 + 0a + 0a^2)d1^3d2^186 + (2 + 1a + 0a^2)d1^4d2^186 + (1 + 0a + 2a^2)d1^5d2^186 + (3 + 2a + 1a^2)d1^6d2^186 + (1 + 0a + 4a^2)d1^7d2^186 + (2 + 2a + 3a^2)d1^8d2^186 + (1 + 1a + 3a^2)d1^9d2^186 + (4 + 1a + 2a^2)d1^10d2^186 + (2 + 3a + 3a^2)d1^11d2^186 + (2 + 2a + 2a^2)d1^12d2^186 + (3 + 1a + 0a^2)d1^13d2^186 + (4 + 1a + 2a^2)d1^14d2^186 + (3 + 3a + 2a^2)d1^15d2^186 + (0 + 1a + 3a^2)d1^16d2^186 + (1 + 1a + 3a^2)d1^17d2^186 + (1 + 2a + 4a^2)d1^18d2^186 + (4 + 3a + 0a^2)d1^20d2^186 + (2 + 4a + 2a^2)d1^21d2^186 + (3 + 2a + 3a^2)d1^22d2^186 + (2 + 4a + 3a^2)d1^23d2^186 + (3 + 1a + 2a^2)d1^24d2^186 + (0 + 4a + 4a^2)d1^25d2^186 + (2 + 3a + 1a^2)d1^26d2^186 + (4 + 1a + 1a^2)d1^27d2^186 + (2 + 1a + 2a^2)d1^28d2^186 + (0 + 3a + 0a^2)d1^29d2^186 + (1 + 3a + 1a^2)d1^30d2^186 + (1 + 0a + 1a^2)d1^31d2^186 + (4 + 0a + 1a^2)d1^32d2^186 + (0 + 3a + 2a^2)d1^33d2^186 + (3 + 4a + 0a^2)d1^34d2^186 + (2 + 3a + 3a^2)d1^35d2^186 + (1 + 2a + 2a^2)d1^36d2^186 + (0 + 0a + 1a^2)d1^37d2^186 + (1 + 1a + 0a^2)d1^38d2^186 + (4 + 3a + 2a^2)d1^39d2^186 + (1 + 1a + 0a^2)d1^40d2^186 + (1 + 3a + 4a^2)d1^41d2^186 + (2 + 4a + 1a^2)d1^42d2^186 + (0 + 3a + 1a^2)d1^43d2^186 + (1 + 0a + 3a^2)d1^44d2^186 + (4 + 4a + 4a^2)d1^45d2^186 + (0 + 3a + 1a^2)d1^46d2^186 + (3 + 3a + 4a^2)d1^47d2^186 + (2 + 0a + 1a^2)d1^48d2^186 + (1 + 3a + 3a^2)d1^49d2^186 + (4 + 1a + 3a^2)d1^50d2^186 + (0 + 0a + 1a^2)d1^51d2^186 + (2 + 3a + 0a^2)d1^52d2^186 + (0 + 0a + 4a^2)d1^53d2^186 + (0 + 4a + 2a^2)d1^54d2^186 + (4 + 4a + 1a^2)d1^55d2^186 + (0 + 1a + 0a^2)d1^56d2^186 + (1 + 0a + 1a^2)d1^57d2^186 + (3 + 3a + 0a^2)d1^58d2^186 + (2 + 4a + 0a^2)d1^59d2^186 + (4 + 4a + 1a^2)d1^60d2^186 + (4 + 3a + 3a^2)d1^61d2^186 + (1 + 3a + 1a^2)d1^62d2^186 + (1 + 4a + 4a^2)d1^63d2^186 + (3 + 3a + 1a^2)d1^64d2^186 + (0 + 2a + 4a^2)d1^65d2^186 + (0 + 4a + 1a^2)d1^66d2^186 + (1 + 4a + 0a^2)d1^67d2^186 + (4 + 1a + 4a^2)d1^68d2^186 + (1 + 3a + 0a^2)d1^69d2^186 + (2 + 4a + 4a^2)d1^70d2^186 + (2 + 1a + 2a^2)d1^71d2^186 + (0 + 1a + 4a^2)d1^72d2^186 + (2 + 2a + 1a^2)d1^73d2^186 + (0 + 0a + 1a^2)d1^74d2^186 + (1 + 0a + 4a^2)d1^75d2^186 + (1 + 3a + 2a^2)d1^76d2^186 + (3 + 2a + 1a^2)d1^77d2^186 + (3 + 1a + 2a^2)d1^78d2^186 + (4 + 2a + 4a^2)d1^79d2^186 + (4 + 2a + 3a^2)d1^80d2^186 + (3 + 0a + 1a^2)d1^81d2^186 + (0 + 4a + 4a^2)d1^82d2^186 + (4 + 2a + 2a^2)d1^83d2^186 + (1 + 2a + 1a^2)d1^84d2^186 + (3 + 2a + 0a^2)d1^85d2^186 + (3 + 4a + 4a^2)d1^86d2^186 + (3 + 1a + 0a^2)d1^87d2^186 + (3 + 2a + 2a^2)d1^88d2^186 + (3 + 0a + 3a^2)d1^89d2^186 + (2 + 0a + 2a^2)d1^90d2^186 + (2 + 1a + 1a^2)d1^91d2^186 + (0 + 1a + 4a^2)d1^92d2^186 + (4 + 0a + 0a^2)d1^93d2^186 + (1 + 3a + 4a^2)d1^94d2^186 + (1 + 2a + 3a^2)d1^95d2^186 + (4 + 0a + 2a^2)d1^96d2^186 + (3 + 4a + 0a^2)d1^97d2^186 + (2 + 1a + 2a^2)d1^98d2^186 + (1 + 4a + 3a^2)d1^99d2^186 + (0 + 3a + 0a^2)d1^100d2^186 + (1 + 1a + 4a^2)d1^101d2^186 + (0 + 3a + 1a^2)d1^102d2^186 + (4 + 1a + 1a^2)d1^103d2^186 + (3 + 0a + 0a^2)d1^104d2^186 + (0 + 3a + 1a^2)d1^105d2^186 + (0 + 2a + 3a^2)d1^106d2^186 + (4 + 0a + 2a^2)d1^107d2^186 + (3 + 4a + 2a^2)d1^108d2^186 + (0 + 1a + 4a^2)d1^109d2^186 + (4 + 1a + 3a^2)d1^110d2^186 + (2 + 2a + 3a^2)d1^111d2^186 + (4 + 0a + 4a^2)d1^112d2^186 + (2 + 3a + 3a^2)d1^113d2^186 + (2 + 3a + 4a^2)d1^114d2^186 + (2 + 2a + 3a^2)d1^115d2^186 + (3 + 1a + 4a^2)d1^116d2^186 + (2 + 4a + 3a^2)d1^117d2^186 + (4 + 1a + 4a^2)d1^118d2^186 + (1 + 4a + 0a^2)d1^119d2^186 + (4 + 4a + 3a^2)d1^120d2^186 + (4 + 4a + 0a^2)d1^121d2^186 + (1 + 2a + 1a^2)d1^122d2^186 + (3 + 1a + 0a^2)d1^123d2^186 + (3 + 1a + 4a^2)d1^124d2^186 + (1 + 0a + 2a^2)d1^125d2^186 + (1 + 0a + 1a^2)d1^126d2^186 + (2 + 4a + 3a^2)d1^127d2^186 + (0 + 1a + 2a^2)d1^128d2^186 + (3 + 3a + 1a^2)d1^129d2^186 + (1 + 4a + 0a^2)d1^130d2^186 + (3 + 1a + 3a^2)d1^131d2^186 + (2 + 4a + 2a^2)d1^132d2^186 + (1 + 3a + 3a^2)d1^133d2^186 + (0 + 3a + 2a^2)d1^134d2^186 + (1 + 3a + 3a^2)d1^135d2^186 + (1 + 2a + 3a^2)d1^136d2^186 + (3 + 3a + 4a^2)d1^137d2^186 + (4 + 3a + 3a^2)d1^138d2^186 + (4 + 2a + 1a^2)d1^139d2^186 + (1 + 1a + 1a^2)d1^140d2^186 + (1 + 0a + 2a^2)d1^141d2^186 + (0 + 2a + 2a^2)d1^142d2^186 + (0 + 3a + 2a^2)d1^143d2^186 + (2 + 3a + 2a^2)d1^144d2^186 + (1 + 4a + 0a^2)d1^145d2^186 + (4 + 2a + 2a^2)d1^146d2^186 + (3 + 4a + 2a^2)d1^147d2^186 + (1 + 1a + 4a^2)d1^148d2^186 + (0 + 1a + 4a^2)d1^149d2^186 + (2 + 4a + 1a^2)d1^150d2^186 + (3 + 2a + 0a^2)d1^151d2^186 + (3 + 2a + 1a^2)d1^152d2^186 + (2 + 4a + 4a^2)d1^153d2^186 + (2 + 0a + 2a^2)d1^154d2^186 + (1 + 3a + 1a^2)d1^155d2^186 + (2 + 3a + 2a^2)d1^156d2^186 + (4 + 0a + 0a^2)d1^157d2^186 + (2 + 0a + 2a^2)d1^158d2^186 + (4 + 4a + 3a^2)d1^159d2^186 + (1 + 2a + 0a^2)d1^160d2^186 + (4 + 3a + 4a^2)d1^161d2^186 + (2 + 4a + 1a^2)d1^162d2^186 + (2 + 1a + 0a^2)d1^163d2^186 + (4 + 2a + 0a^2)d1^164d2^186 + (3 + 3a + 4a^2)d1^165d2^186 + (3 + 2a + 0a^2)d1^166d2^186 + (2 + 3a + 3a^2)d1^167d2^186 + (3 + 0a + 4a^2)d1^168d2^186 + (3 + 2a + 3a^2)d1^169d2^186 + (3 + 3a + 2a^2)d1^170d2^186 + (2 + 0a + 1a^2)d1^171d2^186 + (4 + 1a + 1a^2)d1^172d2^186 + (2 + 1a + 0a^2)d1^173d2^186 + (0 + 1a + 3a^2)d1^174d2^186 + (2 + 3a + 4a^2)d1^175d2^186 + (1 + 0a + 2a^2)d1^176d2^186 + (4 + 2a + 1a^2)d1^177d2^186 + (4 + 2a + 0a^2)d1^178d2^186 + (2 + 4a + 0a^2)d1^179d2^186 + (3 + 1a + 3a^2)d1^180d2^186 + (2 + 4a + 1a^2)d1^181d2^186 + (4 + 0a + 0a^2)d1^182d2^186 + (0 + 2a + 1a^2)d1^183d2^186 + (1 + 4a + 3a^2)d1^184d2^186 + (0 + 1a + 1a^2)d1^185d2^186 + (4 + 1a + 2a^2)d1^186d2^186 + (1 + 3a + 3a^2)d1^187d2^186 + (2 + 1a + 4a^2)d1^188d2^186 + (1 + 0a + 4a^2)d1^189d2^186 + (4 + 2a + 3a^2)d1^190d2^186 + (1 + 1a + 2a^2)d1^191d2^186 + (0 + 3a + 1a^2)d1^192d2^186 + (4 + 2a + 2a^2)d1^193d2^186 + (3 + 3a + 0a^2)d1^194d2^186 + (0 + 3a + 1a^2)d1^195d2^186 + (2 + 0a + 4a^2)d1^196d2^186 + (0 + 3a + 1a^2)d1^197d2^186 + (0 + 3a + 2a^2)d1^198d2^186 + (0 + 4a + 0a^2)d1^199d2^186 + (0 + 2a + 1a^2)d1^200d2^186 + (2 + 1a + 2a^2)d1^201d2^186 + (3 + 3a + 3a^2)d1^202d2^186 + (3 + 0a + 2a^2)d1^203d2^186 + (2 + 2a + 3a^2)d1^204d2^186 + (3 + 0a + 0a^2)d1^205d2^186 + (0 + 4a + 0a^2)d1^206d2^186 + (0 + 4a + 1a^2)d1^207d2^186 + (0 + 3a + 2a^2)d1^208d2^186 + (4 + 0a + 0a^2)d1^209d2^186 + (2 + 3a + 2a^2)d1^210d2^186 + (3 + 4a + 3a^2)d1^211d2^186 + (2 + 2a + 3a^2)d1^212d2^186 + (1 + 2a + 2a^2)d1^213d2^186 + (2 + 0a + 2a^2)d1^214d2^186 + (3 + 1a + 0a^2)d1^215d2^186 + (2 + 2a + 1a^2)d1^216d2^186 + (2 + 4a + 0a^2)d1^217d2^186 + (2 + 1a + 4a^2)d1^218d2^186 + (4 + 2a + 4a^2)d1^219d2^186 + (0 + 2a + 0a^2)d1^220d2^186 + (3 + 0a + 1a^2)d1^221d2^186 + (1 + 2a + 2a^2)d1^222d2^186 + (3 + 0a + 2a^2)d1^223d2^186 + (2 + 2a + 0a^2)d1^224d2^186 + (1 + 3a + 3a^2)d1^225d2^186 + (4 + 0a + 2a^2)d1^226d2^186 + (0 + 1a + 2a^2)d1^227d2^186 + (1 + 0a + 2a^2)d1^228d2^186 + (1 + 4a + 0a^2)d1^229d2^186 + (2 + 0a + 0a^2)d1^230d2^186 + (2 + 2a + 1a^2)d1^231d2^186 + (2 + 0a + 0a^2)d1^232d2^186 + (0 + 4a + 4a^2)d1^233d2^186 + (4 + 4a + 1a^2)d1^234d2^186 + (2 + 1a + 2a^2)d1^235d2^186 + (4 + 2a + 3a^2)d1^236d2^186 + (3 + 2a + 1a^2)d1^237d2^186 + (0 + 2a + 1a^2)d1^238d2^186 + (2 + 3a + 1a^2)d1^239d2^186 + (3 + 4a + 1a^2)d1^240d2^186 + (4 + 3a + 0a^2)d1^241d2^186 + (0 + 0a + 3a^2)d1^242d2^186 + (2 + 0a + 4a^2)d1^243d2^186 + (0 + 2a + 3a^2)d1^244d2^186 + (4 + 1a + 3a^2)d1^245d2^186 + (1 + 0a + 4a^2)d1^246d2^186 + (1 + 2a + 2a^2)d1^247d2^186 + (1 + 1a + 3a^2)d1^248d2^186 + (1 + 0a + 1a^2)d1^249d2^186 + (2 + 0a + 4a^2)d1^250d2^186 + (3 + 4a + 0a^2)d1^251d2^186 + (3 + 0a + 3a^2)d1^252d2^186 + (3 + 3a + 1a^2)d1^253d2^186 + (0 + 0a + 2a^2)d1^254d2^186 + (2 + 0a + 2a^2)d1^255d2^186 + (0 + 3a + 3a^2)d1^256d2^186 + (3 + 0a + 1a^2)d1^257d2^186 + (1 + 3a + 2a^2)d1^258d2^186 + (3 + 3a + 2a^2)d1^259d2^186 + (4 + 4a + 0a^2)d1^260d2^186 + (4 + 4a + 0a^2)d1^261d2^186 + (0 + 0a + 4a^2)d1^262d2^186 + (2 + 2a + 4a^2)d1^263d2^186 + (4 + 2a + 4a^2)d1^264d2^186 + (0 + 4a + 1a^2)d1^265d2^186 + (3 + 2a + 3a^2)d1^266d2^186 + (4 + 2a + 4a^2)d1^267d2^186 + (0 + 2a + 2a^2)d1^268d2^186 + (1 + 3a + 2a^2)d1^269d2^186 + (2 + 2a + 4a^2)d1^270d2^186 + (4 + 3a + 3a^2)d1^271d2^186 + (4 + 4a + 3a^2)d1^272d2^186 + (2 + 4a + 4a^2)d1^273d2^186 + (0 + 2a + 4a^2)d1^274d2^186 + (4 + 1a + 1a^2)d1^275d2^186 + (4 + 1a + 4a^2)d1^276d2^186 + (0 + 2a + 4a^2)d1^277d2^186 + (0 + 4a + 2a^2)d1^278d2^186 + (0 + 4a + 3a^2)d1^279d2^186 + (4 + 3a + 3a^2)d1^280d2^186 + (4 + 3a + 0a^2)d1^281d2^186 + (4 + 1a + 2a^2)d1^282d2^186 + (1 + 1a + 4a^2)d1^283d2^186 + (0 + 1a + 3a^2)d1^284d2^186 + (1 + 4a + 0a^2)d1^285d2^186 + (1 + 1a + 1a^2)d1^286d2^186 + (0 + 4a + 4a^2)d1^287d2^186 + (0 + 4a + 0a^2)d1^288d2^186 + (0 + 1a + 2a^2)d1^289d2^186 + (3 + 3a + 3a^2)d1^290d2^186 + (0 + 2a + 4a^2)d1^291d2^186 + (1 + 3a + 0a^2)d1^292d2^186 + (1 + 0a + 1a^2)d1^293d2^186 + (4 + 1a + 1a^2)d2^187 + (3 + 1a + 3a^2)d1^1d2^187 + (3 + 1a + 3a^2)d1^2d2^187 + (0 + 3a + 0a^2)d1^3d2^187 + (3 + 1a + 2a^2)d1^4d2^187 + (3 + 2a + 1a^2)d1^5d2^187 + (1 + 1a + 0a^2)d1^6d2^187 + (2 + 2a + 1a^2)d1^7d2^187 + (3 + 0a + 3a^2)d1^8d2^187 + (3 + 2a + 4a^2)d1^9d2^187 + (3 + 1a + 2a^2)d1^10d2^187 + (0 + 1a + 2a^2)d1^11d2^187 + (1 + 2a + 4a^2)d1^12d2^187 + (4 + 2a + 1a^2)d1^13d2^187 + (0 + 1a + 3a^2)d1^14d2^187 + (0 + 1a + 3a^2)d1^15d2^187 + (0 + 4a + 3a^2)d1^16d2^187 + (0 + 2a + 2a^2)d1^17d2^187 + (2 + 0a + 4a^2)d1^18d2^187 + (0 + 4a + 3a^2)d1^19d2^187 + (0 + 2a + 4a^2)d1^20d2^187 + (4 + 3a + 0a^2)d1^21d2^187 + (0 + 3a + 3a^2)d1^22d2^187 + (2 + 0a + 1a^2)d1^23d2^187 + (2 + 2a + 1a^2)d1^24d2^187 + (2 + 4a + 3a^2)d1^25d2^187 + (0 + 3a + 2a^2)d1^26d2^187 + (3 + 0a + 1a^2)d1^27d2^187 + (0 + 3a + 0a^2)d1^28d2^187 + (4 + 3a + 3a^2)d1^29d2^187 + (4 + 3a + 3a^2)d1^30d2^187 + (0 + 2a + 2a^2)d1^31d2^187 + (3 + 3a + 1a^2)d1^32d2^187 + (0 + 4a + 0a^2)d1^33d2^187 + (0 + 4a + 0a^2)d1^34d2^187 + (4 + 1a + 4a^2)d1^35d2^187 + (0 + 4a + 1a^2)d1^36d2^187 + (0 + 4a + 3a^2)d1^37d2^187 + (0 + 4a + 1a^2)d1^38d2^187 + (0 + 2a + 0a^2)d1^39d2^187 + (4 + 0a + 2a^2)d1^40d2^187 + (1 + 4a + 0a^2)d1^41d2^187 + (1 + 3a + 2a^2)d1^42d2^187 + (1 + 0a + 4a^2)d1^43d2^187 + (2 + 0a + 3a^2)d1^44d2^187 + (1 + 4a + 2a^2)d1^45d2^187 + (3 + 2a + 3a^2)d1^46d2^187 + (3 + 3a + 3a^2)d1^47d2^187 + (3 + 3a + 0a^2)d1^48d2^187 + (4 + 1a + 2a^2)d1^49d2^187 + (3 + 2a + 2a^2)d1^50d2^187 + (0 + 4a + 4a^2)d1^51d2^187 + (2 + 0a + 1a^2)d1^52d2^187 + (4 + 3a + 3a^2)d1^53d2^187 + (2 + 1a + 4a^2)d1^54d2^187 + (1 + 0a + 0a^2)d1^55d2^187 + (4 + 4a + 0a^2)d1^56d2^187 + (4 + 2a + 4a^2)d1^57d2^187 + (0 + 1a + 2a^2)d1^58d2^187 + (2 + 1a + 4a^2)d1^59d2^187 + (0 + 3a + 4a^2)d1^60d2^187 + (2 + 2a + 1a^2)d1^61d2^187 + (0 + 1a + 3a^2)d1^62d2^187 + (1 + 3a + 2a^2)d1^63d2^187 + (4 + 4a + 0a^2)d1^64d2^187 + (2 + 2a + 0a^2)d1^65d2^187 + (1 + 1a + 2a^2)d1^66d2^187 + (1 + 3a + 0a^2)d1^67d2^187 + (0 + 2a + 4a^2)d1^68d2^187 + (3 + 4a + 4a^2)d1^69d2^187 + (4 + 1a + 0a^2)d1^70d2^187 + (2 + 4a + 0a^2)d1^71d2^187 + (4 + 1a + 1a^2)d1^72d2^187 + (3 + 3a + 0a^2)d1^73d2^187 + (2 + 4a + 2a^2)d1^74d2^187 + (1 + 3a + 1a^2)d1^75d2^187 + (4 + 0a + 3a^2)d1^76d2^187 + (3 + 4a + 4a^2)d1^77d2^187 + (4 + 4a + 3a^2)d1^78d2^187 + (1 + 4a + 4a^2)d1^79d2^187 + (0 + 4a + 2a^2)d1^80d2^187 + (4 + 4a + 3a^2)d1^81d2^187 + (2 + 4a + 2a^2)d1^82d2^187 + (2 + 2a + 3a^2)d1^83d2^187 + (4 + 4a + 2a^2)d1^84d2^187 + (3 + 2a + 0a^2)d1^85d2^187 + (3 + 1a + 0a^2)d1^86d2^187 + (3 + 1a + 2a^2)d1^87d2^187 + (0 + 0a + 4a^2)d1^88d2^187 + (2 + 3a + 2a^2)d1^89d2^187 + (3 + 4a + 3a^2)d1^90d2^187 + (4 + 0a + 4a^2)d1^91d2^187 + (4 + 3a + 0a^2)d1^92d2^187 + (2 + 0a + 3a^2)d1^93d2^187 + (1 + 2a + 2a^2)d1^94d2^187 + (3 + 1a + 4a^2)d1^95d2^187 + (4 + 1a + 3a^2)d1^96d2^187 + (2 + 3a + 3a^2)d1^97d2^187 + (2 + 0a + 2a^2)d1^98d2^187 + (0 + 4a + 2a^2)d1^99d2^187 + (2 + 1a + 0a^2)d1^100d2^187 + (0 + 1a + 4a^2)d1^101d2^187 + (1 + 3a + 4a^2)d1^102d2^187 + (0 + 4a + 2a^2)d1^103d2^187 + (4 + 3a + 1a^2)d1^104d2^187 + (2 + 2a + 3a^2)d1^106d2^187 + (0 + 1a + 2a^2)d1^107d2^187 + (4 + 3a + 2a^2)d1^108d2^187 + (0 + 4a + 4a^2)d1^109d2^187 + (2 + 2a + 3a^2)d1^110d2^187 + (1 + 0a + 0a^2)d1^111d2^187 + (3 + 0a + 4a^2)d1^112d2^187 + (2 + 4a + 4a^2)d1^113d2^187 + (0 + 3a + 0a^2)d1^114d2^187 + (2 + 4a + 1a^2)d1^115d2^187 + (0 + 1a + 4a^2)d1^116d2^187 + (0 + 4a + 4a^2)d1^117d2^187 + (1 + 3a + 3a^2)d1^118d2^187 + (4 + 0a + 3a^2)d1^119d2^187 + (3 + 1a + 4a^2)d1^120d2^187 + (4 + 0a + 0a^2)d1^121d2^187 + (1 + 4a + 1a^2)d1^122d2^187 + (1 + 3a + 4a^2)d1^123d2^187 + (2 + 1a + 2a^2)d1^124d2^187 + (2 + 3a + 0a^2)d1^125d2^187 + (0 + 4a + 1a^2)d1^126d2^187 + (1 + 2a + 4a^2)d1^127d2^187 + (1 + 3a + 3a^2)d1^128d2^187 + (0 + 2a + 0a^2)d1^129d2^187 + (3 + 4a + 4a^2)d1^130d2^187 + (4 + 0a + 1a^2)d1^131d2^187 + (4 + 1a + 3a^2)d1^132d2^187 + (0 + 0a + 1a^2)d1^133d2^187 + (4 + 0a + 4a^2)d1^134d2^187 + (2 + 2a + 0a^2)d1^135d2^187 + (4 + 3a + 0a^2)d1^136d2^187 + (0 + 1a + 1a^2)d1^137d2^187 + (3 + 4a + 1a^2)d1^138d2^187 + (3 + 3a + 0a^2)d1^139d2^187 + (3 + 0a + 2a^2)d1^140d2^187 + (1 + 4a + 3a^2)d1^142d2^187 + (1 + 0a + 1a^2)d1^143d2^187 + (4 + 4a + 4a^2)d1^144d2^187 + (0 + 1a + 3a^2)d1^145d2^187 + (2 + 0a + 2a^2)d1^146d2^187 + (2 + 3a + 2a^2)d1^147d2^187 + (3 + 0a + 2a^2)d1^148d2^187 + (1 + 3a + 3a^2)d1^149d2^187 + (1 + 0a + 3a^2)d1^150d2^187 + (1 + 4a + 2a^2)d1^151d2^187 + (3 + 4a + 0a^2)d1^152d2^187 + (2 + 4a + 0a^2)d1^153d2^187 + (3 + 1a + 3a^2)d1^154d2^187 + (1 + 0a + 1a^2)d1^155d2^187 + (2 + 2a + 0a^2)d1^156d2^187 + (2 + 3a + 1a^2)d1^157d2^187 + (4 + 3a + 0a^2)d1^158d2^187 + (2 + 0a + 4a^2)d1^159d2^187 + (2 + 4a + 1a^2)d1^160d2^187 + (4 + 2a + 1a^2)d1^161d2^187 + (1 + 3a + 0a^2)d1^162d2^187 + (1 + 0a + 0a^2)d1^163d2^187 + (4 + 1a + 1a^2)d1^164d2^187 + (1 + 3a + 1a^2)d1^165d2^187 + (3 + 2a + 1a^2)d1^166d2^187 + (2 + 2a + 4a^2)d1^167d2^187 + (0 + 0a + 1a^2)d1^168d2^187 + (0 + 1a + 1a^2)d1^169d2^187 + (1 + 0a + 0a^2)d1^170d2^187 + (4 + 0a + 1a^2)d1^171d2^187 + (4 + 2a + 0a^2)d1^172d2^187 + (1 + 3a + 2a^2)d1^174d2^187 + (1 + 2a + 4a^2)d1^175d2^187 + (0 + 1a + 2a^2)d1^176d2^187 + (1 + 2a + 1a^2)d1^177d2^187 + (3 + 0a + 0a^2)d1^178d2^187 + (3 + 1a + 0a^2)d1^179d2^187 + (2 + 4a + 2a^2)d1^180d2^187 + (1 + 3a + 0a^2)d1^181d2^187 + (2 + 0a + 4a^2)d1^182d2^187 + (3 + 0a + 1a^2)d1^183d2^187 + (3 + 3a + 3a^2)d1^184d2^187 + (1 + 0a + 2a^2)d1^185d2^187 + (4 + 0a + 4a^2)d1^186d2^187 + (3 + 2a + 3a^2)d1^187d2^187 + (2 + 2a + 1a^2)d1^188d2^187 + (3 + 1a + 1a^2)d1^189d2^187 + (2 + 1a + 1a^2)d1^190d2^187 + (4 + 0a + 0a^2)d1^191d2^187 + (4 + 4a + 3a^2)d1^192d2^187 + (3 + 3a + 2a^2)d1^193d2^187 + (1 + 1a + 4a^2)d1^194d2^187 + (4 + 0a + 3a^2)d1^195d2^187 + (4 + 2a + 2a^2)d1^196d2^187 + (4 + 4a + 2a^2)d1^197d2^187 + (0 + 2a + 3a^2)d1^198d2^187 + (0 + 3a + 0a^2)d1^199d2^187 + (4 + 4a + 0a^2)d1^200d2^187 + (3 + 2a + 2a^2)d1^201d2^187 + (2 + 1a + 0a^2)d1^202d2^187 + (4 + 2a + 3a^2)d1^203d2^187 + (3 + 3a + 2a^2)d1^204d2^187 + (4 + 3a + 0a^2)d1^205d2^187 + (3 + 1a + 4a^2)d1^206d2^187 + (1 + 0a + 3a^2)d1^207d2^187 + (3 + 1a + 3a^2)d1^208d2^187 + (1 + 3a + 4a^2)d1^209d2^187 + (4 + 2a + 2a^2)d1^210d2^187 + (2 + 2a + 0a^2)d1^211d2^187 + (4 + 1a + 4a^2)d1^212d2^187 + (1 + 0a + 2a^2)d1^213d2^187 + (2 + 4a + 1a^2)d1^214d2^187 + (0 + 4a + 2a^2)d1^215d2^187 + (1 + 2a + 2a^2)d1^216d2^187 + (4 + 3a + 0a^2)d1^217d2^187 + (0 + 0a + 3a^2)d1^218d2^187 + (1 + 4a + 4a^2)d1^219d2^187 + (0 + 2a + 1a^2)d1^220d2^187 + (3 + 3a + 3a^2)d1^221d2^187 + (4 + 0a + 1a^2)d1^222d2^187 + (2 + 4a + 3a^2)d1^223d2^187 + (1 + 2a + 3a^2)d1^224d2^187 + (2 + 0a + 4a^2)d1^225d2^187 + (2 + 0a + 0a^2)d1^226d2^187 + (4 + 1a + 0a^2)d1^227d2^187 + (3 + 4a + 4a^2)d1^228d2^187 + (3 + 1a + 2a^2)d1^229d2^187 + (3 + 1a + 0a^2)d1^230d2^187 + (0 + 0a + 4a^2)d1^231d2^187 + (2 + 1a + 4a^2)d1^232d2^187 + (3 + 3a + 0a^2)d1^233d2^187 + (4 + 1a + 3a^2)d1^234d2^187 + (0 + 2a + 1a^2)d1^235d2^187 + (2 + 4a + 1a^2)d1^236d2^187 + (4 + 4a + 3a^2)d1^237d2^187 + (3 + 2a + 0a^2)d1^238d2^187 + (4 + 4a + 0a^2)d1^239d2^187 + (2 + 0a + 1a^2)d1^240d2^187 + (1 + 3a + 4a^2)d1^241d2^187 + (4 + 2a + 2a^2)d1^242d2^187 + (3 + 2a + 3a^2)d1^243d2^187 + (3 + 2a + 4a^2)d1^244d2^187 + (0 + 3a + 0a^2)d1^245d2^187 + (4 + 4a + 1a^2)d1^246d2^187 + (3 + 1a + 1a^2)d1^247d2^187 + (4 + 3a + 4a^2)d1^248d2^187 + (3 + 2a + 0a^2)d1^249d2^187 + (1 + 2a + 2a^2)d1^250d2^187 + (4 + 0a + 3a^2)d1^251d2^187 + (1 + 1a + 1a^2)d1^252d2^187 + (0 + 0a + 3a^2)d1^253d2^187 + (3 + 3a + 2a^2)d1^254d2^187 + (4 + 1a + 1a^2)d1^255d2^187 + (1 + 1a + 1a^2)d1^256d2^187 + (1 + 1a + 4a^2)d1^257d2^187 + (2 + 1a + 1a^2)d1^258d2^187 + (2 + 0a + 2a^2)d1^259d2^187 + (1 + 2a + 2a^2)d1^260d2^187 + (0 + 3a + 3a^2)d1^261d2^187 + (1 + 0a + 2a^2)d1^262d2^187 + (4 + 3a + 0a^2)d1^263d2^187 + (4 + 1a + 1a^2)d1^264d2^187 + (0 + 4a + 0a^2)d1^265d2^187 + (1 + 1a + 3a^2)d1^266d2^187 + (0 + 4a + 1a^2)d1^267d2^187 + (1 + 2a + 3a^2)d1^268d2^187 + (0 + 2a + 1a^2)d1^270d2^187 + (1 + 0a + 0a^2)d1^271d2^187 + (2 + 1a + 1a^2)d1^272d2^187 + (2 + 2a + 3a^2)d1^273d2^187 + (3 + 1a + 1a^2)d1^274d2^187 + (3 + 1a + 0a^2)d1^275d2^187 + (2 + 4a + 4a^2)d1^276d2^187 + (0 + 3a + 2a^2)d1^277d2^187 + (4 + 4a + 0a^2)d1^278d2^187 + (2 + 1a + 3a^2)d1^279d2^187 + (4 + 0a + 0a^2)d1^280d2^187 + (3 + 4a + 3a^2)d1^281d2^187 + (1 + 3a + 4a^2)d1^282d2^187 + (1 + 1a + 0a^2)d1^283d2^187 + (0 + 3a + 0a^2)d1^284d2^187 + (1 + 3a + 4a^2)d1^285d2^187 + (1 + 0a + 3a^2)d1^286d2^187 + (1 + 3a + 2a^2)d1^287d2^187 + (3 + 1a + 4a^2)d1^288d2^187 + (3 + 0a + 2a^2)d1^289d2^187 + (3 + 1a + 4a^2)d1^290d2^187 + (3 + 2a + 2a^2)d1^291d2^187 + (1 + 0a + 0a^2)d1^292d2^187 + (4 + 4a + 2a^2)d1^293d2^187 + (3 + 0a + 4a^2)d2^188 + (3 + 1a + 0a^2)d1^1d2^188 + (4 + 1a + 0a^2)d1^2d2^188 + (0 + 4a + 3a^2)d1^3d2^188 + (0 + 2a + 2a^2)d1^4d2^188 + (0 + 1a + 4a^2)d1^5d2^188 + (1 + 0a + 1a^2)d1^6d2^188 + (3 + 3a + 1a^2)d1^7d2^188 + (0 + 2a + 2a^2)d1^8d2^188 + (1 + 3a + 1a^2)d1^9d2^188 + (4 + 4a + 0a^2)d1^10d2^188 + (0 + 0a + 3a^2)d1^11d2^188 + (1 + 0a + 3a^2)d1^12d2^188 + (1 + 4a + 1a^2)d1^13d2^188 + (1 + 0a + 4a^2)d1^14d2^188 + (3 + 4a + 4a^2)d1^15d2^188 + (3 + 0a + 3a^2)d1^16d2^188 + (0 + 3a + 3a^2)d1^17d2^188 + (3 + 1a + 1a^2)d1^18d2^188 + (3 + 0a + 4a^2)d1^19d2^188 + (2 + 1a + 2a^2)d1^20d2^188 + (4 + 0a + 1a^2)d1^21d2^188 + (3 + 0a + 1a^2)d1^22d2^188 + (3 + 3a + 3a^2)d1^24d2^188 + (4 + 2a + 3a^2)d1^25d2^188 + (2 + 2a + 2a^2)d1^26d2^188 + (2 + 1a + 2a^2)d1^27d2^188 + (4 + 2a + 3a^2)d1^28d2^188 + (2 + 3a + 0a^2)d1^29d2^188 + (3 + 4a + 2a^2)d1^30d2^188 + (1 + 2a + 4a^2)d1^31d2^188 + (1 + 1a + 0a^2)d1^32d2^188 + (1 + 1a + 1a^2)d1^34d2^188 + (0 + 2a + 2a^2)d1^35d2^188 + (2 + 0a + 1a^2)d1^36d2^188 + (1 + 2a + 4a^2)d1^37d2^188 + (3 + 2a + 4a^2)d1^38d2^188 + (2 + 2a + 4a^2)d1^39d2^188 + (4 + 0a + 2a^2)d1^40d2^188 + (4 + 1a + 0a^2)d1^41d2^188 + (4 + 0a + 1a^2)d1^42d2^188 + (1 + 0a + 2a^2)d1^43d2^188 + (0 + 3a + 4a^2)d1^44d2^188 + (1 + 0a + 1a^2)d1^45d2^188 + (3 + 2a + 0a^2)d1^46d2^188 + (1 + 4a + 1a^2)d1^47d2^188 + (4 + 0a + 4a^2)d1^48d2^188 + (2 + 0a + 4a^2)d1^49d2^188 + (3 + 4a + 0a^2)d1^50d2^188 + (3 + 4a + 3a^2)d1^51d2^188 + (0 + 4a + 1a^2)d1^52d2^188 + (4 + 3a + 0a^2)d1^53d2^188 + (1 + 2a + 0a^2)d1^54d2^188 + (2 + 3a + 4a^2)d1^55d2^188 + (2 + 2a + 4a^2)d1^56d2^188 + (2 + 2a + 3a^2)d1^57d2^188 + (3 + 4a + 0a^2)d1^58d2^188 + (3 + 2a + 2a^2)d1^59d2^188 + (2 + 2a + 1a^2)d1^60d2^188 + (1 + 0a + 2a^2)d1^61d2^188 + (2 + 4a + 4a^2)d1^62d2^188 + (1 + 1a + 1a^2)d1^63d2^188 + (4 + 2a + 3a^2)d1^64d2^188 + (0 + 1a + 0a^2)d1^65d2^188 + (2 + 3a + 1a^2)d1^66d2^188 + (0 + 2a + 2a^2)d1^67d2^188 + (2 + 0a + 4a^2)d1^68d2^188 + (3 + 1a + 1a^2)d1^69d2^188 + (0 + 4a + 4a^2)d1^70d2^188 + (1 + 0a + 2a^2)d1^71d2^188 + (4 + 2a + 3a^2)d1^72d2^188 + (1 + 0a + 2a^2)d1^73d2^188 + (4 + 1a + 1a^2)d1^74d2^188 + (0 + 4a + 1a^2)d1^75d2^188 + (2 + 0a + 3a^2)d1^76d2^188 + (0 + 0a + 1a^2)d1^77d2^188 + (1 + 0a + 0a^2)d1^78d2^188 + (2 + 3a + 2a^2)d1^79d2^188 + (2 + 3a + 3a^2)d1^80d2^188 + (2 + 3a + 0a^2)d1^81d2^188 + (1 + 1a + 2a^2)d1^82d2^188 + (1 + 3a + 4a^2)d1^83d2^188 + (0 + 4a + 1a^2)d1^84d2^188 + (1 + 2a + 3a^2)d1^85d2^188 + (1 + 0a + 1a^2)d1^86d2^188 + (1 + 4a + 3a^2)d1^87d2^188 + (4 + 0a + 1a^2)d1^88d2^188 + (1 + 3a + 4a^2)d1^89d2^188 + (3 + 1a + 3a^2)d1^90d2^188 + (2 + 3a + 1a^2)d1^91d2^188 + (0 + 1a + 3a^2)d1^92d2^188 + (2 + 1a + 1a^2)d1^93d2^188 + (4 + 0a + 4a^2)d1^94d2^188 + (3 + 1a + 1a^2)d1^95d2^188 + (1 + 3a + 1a^2)d1^96d2^188 + (1 + 4a + 2a^2)d1^97d2^188 + (2 + 1a + 1a^2)d1^98d2^188 + (0 + 2a + 2a^2)d1^99d2^188 + (4 + 3a + 0a^2)d1^100d2^188 + (1 + 3a + 2a^2)d1^101d2^188 + (0 + 2a + 1a^2)d1^102d2^188 + (0 + 1a + 3a^2)d1^103d2^188 + (4 + 2a + 4a^2)d1^104d2^188 + (1 + 2a + 2a^2)d1^105d2^188 + (4 + 3a + 4a^2)d1^106d2^188 + (2 + 0a + 0a^2)d1^107d2^188 + (3 + 1a + 4a^2)d1^108d2^188 + (2 + 2a + 3a^2)d1^109d2^188 + (2 + 0a + 3a^2)d1^110d2^188 + (2 + 3a + 2a^2)d1^111d2^188 + (2 + 0a + 1a^2)d1^112d2^188 + (4 + 1a + 2a^2)d1^113d2^188 + (3 + 3a + 3a^2)d1^114d2^188 + (4 + 0a + 4a^2)d1^115d2^188 + (1 + 3a + 0a^2)d1^116d2^188 + (3 + 2a + 2a^2)d1^117d2^188 + (1 + 3a + 3a^2)d1^118d2^188 + (2 + 2a + 3a^2)d1^119d2^188 + (0 + 2a + 2a^2)d1^120d2^188 + (1 + 4a + 3a^2)d1^121d2^188 + (1 + 3a + 2a^2)d1^122d2^188 + (1 + 2a + 4a^2)d1^123d2^188 + (2 + 1a + 2a^2)d1^124d2^188 + (0 + 2a + 4a^2)d1^125d2^188 + (1 + 3a + 1a^2)d1^126d2^188 + (1 + 2a + 2a^2)d1^127d2^188 + (1 + 2a + 1a^2)d1^128d2^188 + (4 + 2a + 2a^2)d1^129d2^188 + (2 + 0a + 3a^2)d1^130d2^188 + (0 + 4a + 2a^2)d1^131d2^188 + (3 + 4a + 1a^2)d1^132d2^188 + (4 + 1a + 1a^2)d1^133d2^188 + (2 + 1a + 2a^2)d1^134d2^188 + (3 + 4a + 3a^2)d1^135d2^188 + (1 + 3a + 3a^2)d1^136d2^188 + (2 + 1a + 2a^2)d1^137d2^188 + (4 + 0a + 2a^2)d1^138d2^188 + (4 + 3a + 2a^2)d1^139d2^188 + (1 + 4a + 4a^2)d1^140d2^188 + (1 + 0a + 2a^2)d1^141d2^188 + (2 + 1a + 3a^2)d1^142d2^188 + (0 + 2a + 0a^2)d1^143d2^188 + (3 + 4a + 2a^2)d1^144d2^188 + (3 + 2a + 4a^2)d1^145d2^188 + (1 + 4a + 1a^2)d1^146d2^188 + (0 + 3a + 3a^2)d1^147d2^188 + (2 + 0a + 3a^2)d1^148d2^188 + (2 + 3a + 0a^2)d1^149d2^188 + (0 + 0a + 2a^2)d1^150d2^188 + (2 + 4a + 3a^2)d1^151d2^188 + (3 + 1a + 4a^2)d1^152d2^188 + (1 + 1a + 0a^2)d1^153d2^188 + (0 + 0a + 2a^2)d1^154d2^188 + (1 + 4a + 1a^2)d1^155d2^188 + (0 + 4a + 3a^2)d1^156d2^188 + (2 + 1a + 1a^2)d1^157d2^188 + (4 + 3a + 2a^2)d1^158d2^188 + (2 + 4a + 1a^2)d1^159d2^188 + (3 + 4a + 0a^2)d1^160d2^188 + (3 + 4a + 0a^2)d1^161d2^188 + (2 + 3a + 2a^2)d1^162d2^188 + (1 + 1a + 3a^2)d1^163d2^188 + (1 + 0a + 1a^2)d1^164d2^188 + (4 + 3a + 2a^2)d1^165d2^188 + (3 + 2a + 1a^2)d1^166d2^188 + (4 + 0a + 0a^2)d1^167d2^188 + (1 + 2a + 4a^2)d1^168d2^188 + (4 + 0a + 3a^2)d1^169d2^188 + (1 + 2a + 0a^2)d1^170d2^188 + (2 + 0a + 1a^2)d1^171d2^188 + (0 + 2a + 3a^2)d1^172d2^188 + (3 + 0a + 1a^2)d1^173d2^188 + (3 + 0a + 4a^2)d1^174d2^188 + (1 + 3a + 0a^2)d1^175d2^188 + (1 + 4a + 0a^2)d1^176d2^188 + (0 + 4a + 0a^2)d1^177d2^188 + (3 + 1a + 2a^2)d1^179d2^188 + (0 + 0a + 4a^2)d1^180d2^188 + (1 + 3a + 2a^2)d1^181d2^188 + (4 + 3a + 4a^2)d1^182d2^188 + (1 + 4a + 3a^2)d1^183d2^188 + (2 + 0a + 0a^2)d1^184d2^188 + (4 + 0a + 0a^2)d1^185d2^188 + (3 + 0a + 0a^2)d1^186d2^188 + (0 + 2a + 1a^2)d1^187d2^188 + (1 + 2a + 1a^2)d1^188d2^188 + (2 + 2a + 1a^2)d1^189d2^188 + (3 + 1a + 4a^2)d1^190d2^188 + (3 + 4a + 2a^2)d1^191d2^188 + (3 + 0a + 1a^2)d1^192d2^188 + (2 + 4a + 4a^2)d1^193d2^188 + (4 + 2a + 3a^2)d1^194d2^188 + (4 + 0a + 3a^2)d1^195d2^188 + (3 + 2a + 2a^2)d1^196d2^188 + (4 + 2a + 1a^2)d1^197d2^188 + (0 + 2a + 1a^2)d1^198d2^188 + (0 + 0a + 3a^2)d1^199d2^188 + (1 + 4a + 4a^2)d1^200d2^188 + (1 + 2a + 0a^2)d1^201d2^188 + (4 + 4a + 3a^2)d1^202d2^188 + (2 + 4a + 1a^2)d1^203d2^188 + (2 + 3a + 2a^2)d1^204d2^188 + (1 + 2a + 1a^2)d1^205d2^188 + (1 + 1a + 0a^2)d1^206d2^188 + (3 + 2a + 4a^2)d1^207d2^188 + (3 + 2a + 2a^2)d1^208d2^188 + (4 + 1a + 1a^2)d1^209d2^188 + (0 + 1a + 3a^2)d1^210d2^188 + (0 + 0a + 2a^2)d1^211d2^188 + (1 + 2a + 0a^2)d1^212d2^188 + (2 + 0a + 4a^2)d1^213d2^188 + (3 + 3a + 3a^2)d1^214d2^188 + (4 + 3a + 3a^2)d1^215d2^188 + (2 + 1a + 1a^2)d1^216d2^188 + (3 + 3a + 1a^2)d1^217d2^188 + (4 + 3a + 3a^2)d1^218d2^188 + (3 + 4a + 1a^2)d1^219d2^188 + (4 + 3a + 0a^2)d1^220d2^188 + (4 + 1a + 1a^2)d1^221d2^188 + (3 + 2a + 0a^2)d1^222d2^188 + (4 + 0a + 0a^2)d1^223d2^188 + (3 + 0a + 0a^2)d1^224d2^188 + (1 + 4a + 0a^2)d1^225d2^188 + (4 + 4a + 0a^2)d1^226d2^188 + (1 + 4a + 0a^2)d1^227d2^188 + (1 + 3a + 3a^2)d1^228d2^188 + (0 + 4a + 1a^2)d1^229d2^188 + (3 + 0a + 0a^2)d1^230d2^188 + (0 + 2a + 4a^2)d1^231d2^188 + (4 + 2a + 0a^2)d1^232d2^188 + (3 + 2a + 3a^2)d1^233d2^188 + (4 + 1a + 1a^2)d1^234d2^188 + (3 + 3a + 3a^2)d1^235d2^188 + (4 + 2a + 3a^2)d1^236d2^188 + (2 + 0a + 0a^2)d1^237d2^188 + (2 + 3a + 2a^2)d1^238d2^188 + (0 + 2a + 2a^2)d1^239d2^188 + (3 + 1a + 1a^2)d1^240d2^188 + (4 + 1a + 0a^2)d1^241d2^188 + (1 + 0a + 0a^2)d1^242d2^188 + (0 + 4a + 0a^2)d1^243d2^188 + (4 + 4a + 1a^2)d1^244d2^188 + (0 + 0a + 1a^2)d1^245d2^188 + (3 + 1a + 3a^2)d1^246d2^188 + (1 + 2a + 3a^2)d1^247d2^188 + (2 + 2a + 4a^2)d1^248d2^188 + (4 + 0a + 2a^2)d1^249d2^188 + (1 + 0a + 2a^2)d1^250d2^188 + (3 + 1a + 2a^2)d1^251d2^188 + (0 + 4a + 3a^2)d1^252d2^188 + (2 + 3a + 4a^2)d1^253d2^188 + (1 + 0a + 4a^2)d1^254d2^188 + (4 + 3a + 4a^2)d1^255d2^188 + (3 + 1a + 3a^2)d1^256d2^188 + (3 + 0a + 4a^2)d1^257d2^188 + (1 + 3a + 4a^2)d1^258d2^188 + (1 + 3a + 2a^2)d1^259d2^188 + (1 + 1a + 3a^2)d1^260d2^188 + (4 + 3a + 3a^2)d1^261d2^188 + (2 + 3a + 4a^2)d1^262d2^188 + (1 + 3a + 0a^2)d1^263d2^188 + (3 + 2a + 4a^2)d1^264d2^188 + (0 + 1a + 0a^2)d1^265d2^188 + (0 + 4a + 0a^2)d1^266d2^188 + (4 + 0a + 4a^2)d1^267d2^188 + (0 + 2a + 2a^2)d1^268d2^188 + (2 + 3a + 0a^2)d1^269d2^188 + (0 + 4a + 0a^2)d1^270d2^188 + (2 + 2a + 4a^2)d1^271d2^188 + (4 + 3a + 4a^2)d1^272d2^188 + (1 + 4a + 4a^2)d1^273d2^188 + (0 + 0a + 1a^2)d1^274d2^188 + (2 + 1a + 0a^2)d1^275d2^188 + (0 + 1a + 4a^2)d1^276d2^188 + (3 + 2a + 1a^2)d1^277d2^188 + (2 + 4a + 3a^2)d1^278d2^188 + (4 + 1a + 2a^2)d1^279d2^188 + (4 + 2a + 2a^2)d1^280d2^188 + (1 + 4a + 4a^2)d1^281d2^188 + (0 + 4a + 1a^2)d1^282d2^188 + (0 + 1a + 0a^2)d1^283d2^188 + (0 + 1a + 3a^2)d1^284d2^188 + (2 + 0a + 3a^2)d1^285d2^188 + (0 + 2a + 3a^2)d1^286d2^188 + (3 + 0a + 1a^2)d1^287d2^188 + (1 + 0a + 2a^2)d1^288d2^188 + (2 + 4a + 4a^2)d1^289d2^188 + (0 + 0a + 1a^2)d1^290d2^188 + (0 + 3a + 3a^2)d1^291d2^188 + (0 + 0a + 4a^2)d1^292d2^188 + (3 + 0a + 4a^2)d1^293d2^188 + (4 + 0a + 3a^2)d2^189 + (3 + 4a + 4a^2)d1^1d2^189 + (3 + 3a + 4a^2)d1^2d2^189 + (2 + 0a + 3a^2)d1^3d2^189 + (4 + 4a + 0a^2)d1^4d2^189 + (3 + 2a + 3a^2)d1^5d2^189 + (3 + 0a + 3a^2)d1^6d2^189 + (3 + 0a + 2a^2)d1^7d2^189 + (4 + 1a + 3a^2)d1^8d2^189 + (4 + 1a + 4a^2)d1^9d2^189 + (0 + 2a + 3a^2)d1^10d2^189 + (0 + 3a + 2a^2)d1^11d2^189 + (0 + 3a + 4a^2)d1^12d2^189 + (1 + 3a + 2a^2)d1^13d2^189 + (1 + 0a + 2a^2)d1^14d2^189 + (1 + 0a + 3a^2)d1^15d2^189 + (4 + 2a + 3a^2)d1^16d2^189 + (1 + 4a + 0a^2)d1^17d2^189 + (4 + 4a + 0a^2)d1^18d2^189 + (3 + 4a + 3a^2)d1^19d2^189 + (4 + 2a + 3a^2)d1^20d2^189 + (2 + 4a + 3a^2)d1^21d2^189 + (1 + 1a + 4a^2)d1^22d2^189 + (2 + 0a + 4a^2)d1^23d2^189 + (3 + 2a + 1a^2)d1^24d2^189 + (3 + 2a + 2a^2)d1^25d2^189 + (3 + 4a + 0a^2)d1^26d2^189 + (1 + 0a + 3a^2)d1^27d2^189 + (3 + 2a + 0a^2)d1^28d2^189 + (2 + 0a + 3a^2)d1^29d2^189 + (1 + 2a + 0a^2)d1^30d2^189 + (0 + 2a + 4a^2)d1^31d2^189 + (4 + 1a + 2a^2)d1^32d2^189 + (2 + 0a + 2a^2)d1^33d2^189 + (3 + 1a + 2a^2)d1^34d2^189 + (3 + 4a + 0a^2)d1^35d2^189 + (2 + 1a + 4a^2)d1^36d2^189 + (2 + 0a + 2a^2)d1^37d2^189 + (1 + 4a + 4a^2)d1^38d2^189 + (1 + 0a + 4a^2)d1^39d2^189 + (2 + 1a + 2a^2)d1^40d2^189 + (3 + 0a + 2a^2)d1^41d2^189 + (4 + 2a + 1a^2)d1^42d2^189 + (2 + 1a + 4a^2)d1^43d2^189 + (4 + 2a + 4a^2)d1^44d2^189 + (2 + 4a + 4a^2)d1^45d2^189 + (0 + 0a + 3a^2)d1^46d2^189 + (0 + 2a + 3a^2)d1^47d2^189 + (4 + 1a + 2a^2)d1^48d2^189 + (4 + 1a + 3a^2)d1^49d2^189 + (3 + 1a + 4a^2)d1^50d2^189 + (4 + 3a + 0a^2)d1^51d2^189 + (1 + 4a + 1a^2)d1^52d2^189 + (4 + 2a + 1a^2)d1^53d2^189 + (4 + 1a + 0a^2)d1^54d2^189 + (0 + 3a + 2a^2)d1^55d2^189 + (1 + 0a + 3a^2)d1^56d2^189 + (0 + 4a + 4a^2)d1^57d2^189 + (2 + 0a + 2a^2)d1^58d2^189 + (1 + 1a + 3a^2)d1^59d2^189 + (0 + 0a + 4a^2)d1^60d2^189 + (4 + 4a + 0a^2)d1^61d2^189 + (2 + 0a + 2a^2)d1^62d2^189 + (0 + 1a + 0a^2)d1^63d2^189 + (1 + 2a + 3a^2)d1^64d2^189 + (4 + 4a + 1a^2)d1^65d2^189 + (0 + 0a + 3a^2)d1^66d2^189 + (4 + 3a + 3a^2)d1^67d2^189 + (4 + 3a + 2a^2)d1^68d2^189 + (0 + 3a + 0a^2)d1^69d2^189 + (2 + 1a + 1a^2)d1^70d2^189 + (3 + 4a + 2a^2)d1^71d2^189 + (2 + 2a + 1a^2)d1^72d2^189 + (3 + 0a + 2a^2)d1^73d2^189 + (1 + 0a + 0a^2)d1^74d2^189 + (2 + 2a + 2a^2)d1^75d2^189 + (0 + 3a + 1a^2)d1^76d2^189 + (0 + 2a + 3a^2)d1^77d2^189 + (1 + 4a + 2a^2)d1^78d2^189 + (2 + 4a + 3a^2)d1^79d2^189 + (1 + 2a + 2a^2)d1^80d2^189 + (0 + 2a + 1a^2)d1^81d2^189 + (4 + 2a + 0a^2)d1^82d2^189 + (3 + 3a + 1a^2)d1^83d2^189 + (1 + 0a + 1a^2)d1^84d2^189 + (3 + 4a + 1a^2)d1^85d2^189 + (0 + 4a + 2a^2)d1^86d2^189 + (4 + 4a + 1a^2)d1^87d2^189 + (4 + 0a + 1a^2)d1^88d2^189 + (3 + 1a + 2a^2)d1^89d2^189 + (1 + 3a + 3a^2)d1^90d2^189 + (3 + 0a + 2a^2)d1^91d2^189 + (1 + 1a + 3a^2)d1^92d2^189 + (4 + 3a + 1a^2)d1^93d2^189 + (4 + 4a + 0a^2)d1^94d2^189 + (3 + 2a + 4a^2)d1^95d2^189 + (2 + 2a + 1a^2)d1^96d2^189 + (2 + 2a + 2a^2)d1^97d2^189 + (4 + 0a + 2a^2)d1^98d2^189 + (1 + 4a + 0a^2)d1^99d2^189 + (2 + 4a + 3a^2)d1^100d2^189 + (2 + 2a + 4a^2)d1^101d2^189 + (1 + 2a + 2a^2)d1^102d2^189 + (0 + 0a + 2a^2)d1^103d2^189 + (1 + 2a + 0a^2)d1^104d2^189 + (3 + 3a + 1a^2)d1^105d2^189 + (1 + 1a + 1a^2)d1^106d2^189 + (2 + 1a + 4a^2)d1^107d2^189 + (1 + 3a + 0a^2)d1^108d2^189 + (4 + 1a + 4a^2)d1^109d2^189 + (0 + 1a + 2a^2)d1^110d2^189 + (1 + 0a + 4a^2)d1^111d2^189 + (3 + 4a + 2a^2)d1^112d2^189 + (2 + 3a + 4a^2)d1^113d2^189 + (0 + 2a + 1a^2)d1^114d2^189 + (2 + 0a + 3a^2)d1^115d2^189 + (4 + 3a + 3a^2)d1^116d2^189 + (0 + 3a + 1a^2)d1^117d2^189 + (0 + 4a + 3a^2)d1^118d2^189 + (1 + 3a + 2a^2)d1^119d2^189 + (0 + 2a + 0a^2)d1^120d2^189 + (4 + 2a + 4a^2)d1^121d2^189 + (2 + 1a + 1a^2)d1^122d2^189 + (2 + 0a + 4a^2)d1^123d2^189 + (2 + 3a + 3a^2)d1^124d2^189 + (4 + 3a + 2a^2)d1^125d2^189 + (4 + 1a + 0a^2)d1^126d2^189 + (4 + 4a + 3a^2)d1^127d2^189 + (1 + 4a + 1a^2)d1^128d2^189 + (4 + 1a + 3a^2)d1^129d2^189 + (1 + 0a + 1a^2)d1^130d2^189 + (2 + 3a + 4a^2)d1^131d2^189 + (3 + 4a + 3a^2)d1^132d2^189 + (2 + 2a + 3a^2)d1^133d2^189 + (3 + 3a + 0a^2)d1^134d2^189 + (4 + 2a + 1a^2)d1^135d2^189 + (3 + 2a + 1a^2)d1^136d2^189 + (0 + 4a + 0a^2)d1^137d2^189 + (4 + 0a + 0a^2)d1^138d2^189 + (4 + 2a + 4a^2)d1^139d2^189 + (2 + 0a + 1a^2)d1^140d2^189 + (3 + 1a + 2a^2)d1^141d2^189 + (2 + 0a + 0a^2)d1^142d2^189 + (4 + 1a + 4a^2)d1^143d2^189 + (1 + 0a + 4a^2)d1^144d2^189 + (4 + 2a + 1a^2)d1^145d2^189 + (4 + 4a + 1a^2)d1^146d2^189 + (1 + 3a + 0a^2)d1^147d2^189 + (4 + 2a + 4a^2)d1^148d2^189 + (1 + 1a + 3a^2)d1^149d2^189 + (1 + 1a + 2a^2)d1^150d2^189 + (3 + 1a + 2a^2)d1^151d2^189 + (3 + 3a + 4a^2)d1^152d2^189 + (0 + 2a + 4a^2)d1^153d2^189 + (2 + 1a + 1a^2)d1^154d2^189 + (1 + 3a + 3a^2)d1^155d2^189 + (4 + 0a + 1a^2)d1^156d2^189 + (0 + 0a + 4a^2)d1^157d2^189 + (3 + 0a + 4a^2)d1^158d2^189 + (2 + 3a + 4a^2)d1^160d2^189 + (2 + 4a + 1a^2)d1^161d2^189 + (4 + 3a + 3a^2)d1^162d2^189 + (1 + 3a + 2a^2)d1^163d2^189 + (2 + 2a + 4a^2)d1^164d2^189 + (4 + 1a + 3a^2)d1^165d2^189 + (0 + 4a + 4a^2)d1^166d2^189 + (4 + 0a + 0a^2)d1^167d2^189 + (3 + 1a + 3a^2)d1^168d2^189 + (4 + 0a + 2a^2)d1^169d2^189 + (1 + 3a + 2a^2)d1^170d2^189 + (4 + 1a + 4a^2)d1^171d2^189 + (1 + 0a + 0a^2)d1^172d2^189 + (0 + 0a + 2a^2)d1^173d2^189 + (0 + 4a + 1a^2)d1^174d2^189 + (0 + 4a + 4a^2)d1^175d2^189 + (4 + 1a + 1a^2)d1^176d2^189 + (4 + 1a + 4a^2)d1^177d2^189 + (1 + 3a + 0a^2)d1^178d2^189 + (4 + 2a + 4a^2)d1^179d2^189 + (1 + 0a + 2a^2)d1^180d2^189 + (2 + 1a + 4a^2)d1^181d2^189 + (3 + 1a + 2a^2)d1^182d2^189 + (3 + 4a + 2a^2)d1^183d2^189 + (3 + 4a + 3a^2)d1^184d2^189 + (2 + 3a + 2a^2)d1^185d2^189 + (0 + 2a + 2a^2)d1^186d2^189 + (4 + 3a + 4a^2)d1^187d2^189 + (4 + 1a + 1a^2)d1^188d2^189 + (2 + 0a + 2a^2)d1^189d2^189 + (4 + 1a + 1a^2)d1^190d2^189 + (1 + 4a + 4a^2)d1^191d2^189 + (0 + 2a + 2a^2)d1^192d2^189 + (0 + 1a + 3a^2)d1^193d2^189 + (2 + 2a + 4a^2)d1^194d2^189 + (0 + 0a + 4a^2)d1^195d2^189 + (1 + 4a + 2a^2)d1^197d2^189 + (3 + 2a + 4a^2)d1^198d2^189 + (3 + 1a + 1a^2)d1^199d2^189 + (2 + 4a + 4a^2)d1^200d2^189 + (3 + 1a + 3a^2)d1^201d2^189 + (1 + 1a + 1a^2)d1^202d2^189 + (3 + 2a + 3a^2)d1^203d2^189 + (2 + 1a + 2a^2)d1^204d2^189 + (1 + 1a + 3a^2)d1^205d2^189 + (3 + 1a + 2a^2)d1^206d2^189 + (1 + 2a + 1a^2)d1^207d2^189 + (2 + 3a + 2a^2)d1^208d2^189 + (4 + 0a + 0a^2)d1^209d2^189 + (1 + 0a + 3a^2)d1^210d2^189 + (4 + 2a + 2a^2)d1^211d2^189 + (0 + 3a + 4a^2)d1^212d2^189 + (2 + 2a + 4a^2)d1^213d2^189 + (3 + 3a + 2a^2)d1^214d2^189 + (0 + 1a + 2a^2)d1^216d2^189 + (3 + 4a + 2a^2)d1^217d2^189 + (2 + 0a + 4a^2)d1^218d2^189 + (3 + 3a + 1a^2)d1^219d2^189 + (0 + 0a + 1a^2)d1^220d2^189 + (0 + 3a + 2a^2)d1^221d2^189 + (1 + 1a + 4a^2)d1^222d2^189 + (1 + 3a + 4a^2)d1^223d2^189 + (0 + 0a + 2a^2)d1^224d2^189 + (4 + 4a + 2a^2)d1^225d2^189 + (3 + 2a + 4a^2)d1^226d2^189 + (4 + 3a + 2a^2)d1^227d2^189 + (0 + 3a + 0a^2)d1^228d2^189 + (1 + 4a + 0a^2)d1^229d2^189 + (1 + 2a + 3a^2)d1^230d2^189 + (4 + 2a + 0a^2)d1^231d2^189 + (3 + 1a + 2a^2)d1^232d2^189 + (1 + 4a + 2a^2)d1^233d2^189 + (3 + 4a + 4a^2)d1^234d2^189 + (0 + 0a + 2a^2)d1^235d2^189 + (4 + 0a + 0a^2)d1^236d2^189 + (4 + 3a + 4a^2)d1^237d2^189 + (1 + 1a + 2a^2)d1^238d2^189 + (1 + 4a + 4a^2)d1^239d2^189 + (2 + 2a + 4a^2)d1^240d2^189 + (3 + 1a + 4a^2)d1^241d2^189 + (3 + 3a + 2a^2)d1^242d2^189 + (4 + 3a + 4a^2)d1^243d2^189 + (4 + 4a + 4a^2)d1^244d2^189 + (1 + 4a + 1a^2)d1^245d2^189 + (4 + 1a + 3a^2)d1^246d2^189 + (1 + 3a + 4a^2)d1^247d2^189 + (3 + 1a + 4a^2)d1^248d2^189 + (2 + 0a + 0a^2)d1^249d2^189 + (3 + 0a + 2a^2)d1^250d2^189 + (2 + 2a + 2a^2)d1^251d2^189 + (4 + 3a + 0a^2)d1^252d2^189 + (1 + 1a + 4a^2)d1^253d2^189 + (0 + 1a + 1a^2)d1^254d2^189 + (2 + 0a + 2a^2)d1^255d2^189 + (4 + 3a + 2a^2)d1^256d2^189 + (2 + 4a + 4a^2)d1^257d2^189 + (3 + 0a + 0a^2)d1^258d2^189 + (2 + 2a + 1a^2)d1^259d2^189 + (4 + 4a + 0a^2)d1^260d2^189 + (4 + 4a + 1a^2)d1^261d2^189 + (3 + 2a + 2a^2)d1^262d2^189 + (1 + 4a + 1a^2)d1^263d2^189 + (3 + 3a + 4a^2)d1^264d2^189 + (1 + 2a + 3a^2)d1^265d2^189 + (1 + 1a + 4a^2)d1^266d2^189 + (4 + 3a + 4a^2)d1^267d2^189 + (2 + 4a + 1a^2)d1^268d2^189 + (3 + 1a + 1a^2)d1^269d2^189 + (4 + 2a + 3a^2)d1^270d2^189 + (4 + 1a + 4a^2)d1^271d2^189 + (3 + 2a + 0a^2)d1^272d2^189 + (1 + 3a + 0a^2)d1^273d2^189 + (0 + 1a + 3a^2)d1^274d2^189 + (4 + 1a + 3a^2)d1^275d2^189 + (4 + 2a + 3a^2)d1^276d2^189 + (1 + 4a + 0a^2)d1^277d2^189 + (4 + 0a + 4a^2)d1^278d2^189 + (1 + 2a + 1a^2)d1^279d2^189 + (0 + 2a + 0a^2)d1^280d2^189 + (4 + 3a + 3a^2)d1^281d2^189 + (2 + 0a + 1a^2)d1^282d2^189 + (0 + 1a + 2a^2)d1^283d2^189 + (2 + 1a + 3a^2)d1^284d2^189 + (1 + 3a + 1a^2)d1^285d2^189 + (2 + 0a + 3a^2)d1^286d2^189 + (4 + 0a + 4a^2)d1^287d2^189 + (2 + 0a + 2a^2)d1^288d2^189 + (0 + 0a + 4a^2)d1^289d2^189 + (4 + 2a + 3a^2)d1^290d2^189 + (0 + 1a + 3a^2)d1^291d2^189 + (1 + 0a + 4a^2)d1^292d2^189 + (1 + 1a + 4a^2)d1^293d2^189 + (3 + 0a + 2a^2)d2^190 + (3 + 0a + 2a^2)d1^1d2^190 + (4 + 2a + 0a^2)d1^2d2^190 + (1 + 2a + 0a^2)d1^3d2^190 + (0 + 4a + 4a^2)d1^4d2^190 + (1 + 1a + 4a^2)d1^5d2^190 + (3 + 3a + 3a^2)d1^6d2^190 + (3 + 2a + 4a^2)d1^7d2^190 + (1 + 1a + 3a^2)d1^8d2^190 + (2 + 4a + 1a^2)d1^9d2^190 + (0 + 1a + 2a^2)d1^10d2^190 + (3 + 1a + 1a^2)d1^11d2^190 + (0 + 1a + 3a^2)d1^12d2^190 + (0 + 0a + 2a^2)d1^13d2^190 + (3 + 2a + 3a^2)d1^14d2^190 + (0 + 2a + 4a^2)d1^15d2^190 + (4 + 3a + 3a^2)d1^16d2^190 + (0 + 1a + 0a^2)d1^17d2^190 + (1 + 3a + 4a^2)d1^18d2^190 + (2 + 2a + 0a^2)d1^19d2^190 + (3 + 1a + 2a^2)d1^20d2^190 + (1 + 2a + 3a^2)d1^21d2^190 + (2 + 0a + 4a^2)d1^22d2^190 + (0 + 4a + 4a^2)d1^23d2^190 + (3 + 0a + 3a^2)d1^24d2^190 + (1 + 3a + 0a^2)d1^25d2^190 + (1 + 2a + 0a^2)d1^26d2^190 + (2 + 4a + 4a^2)d1^27d2^190 + (2 + 0a + 0a^2)d1^28d2^190 + (4 + 4a + 4a^2)d1^29d2^190 + (0 + 1a + 3a^2)d1^30d2^190 + (4 + 1a + 4a^2)d1^31d2^190 + (1 + 0a + 3a^2)d1^32d2^190 + (3 + 1a + 1a^2)d1^33d2^190 + (1 + 4a + 2a^2)d1^34d2^190 + (1 + 2a + 1a^2)d1^35d2^190 + (4 + 4a + 0a^2)d1^36d2^190 + (4 + 2a + 4a^2)d1^37d2^190 + (0 + 3a + 0a^2)d1^38d2^190 + (1 + 0a + 3a^2)d1^39d2^190 + (0 + 2a + 3a^2)d1^40d2^190 + (1 + 4a + 2a^2)d1^41d2^190 + (2 + 0a + 4a^2)d1^42d2^190 + (4 + 4a + 0a^2)d1^43d2^190 + (0 + 1a + 1a^2)d1^44d2^190 + (0 + 3a + 1a^2)d1^45d2^190 + (1 + 2a + 2a^2)d1^46d2^190 + (0 + 1a + 1a^2)d1^47d2^190 + (0 + 4a + 1a^2)d1^48d2^190 + (3 + 4a + 1a^2)d1^49d2^190 + (1 + 3a + 0a^2)d1^50d2^190 + (3 + 1a + 3a^2)d1^51d2^190 + (1 + 2a + 2a^2)d1^52d2^190 + (1 + 0a + 0a^2)d1^53d2^190 + (4 + 2a + 4a^2)d1^54d2^190 + (2 + 2a + 0a^2)d1^55d2^190 + (0 + 4a + 0a^2)d1^56d2^190 + (4 + 2a + 2a^2)d1^57d2^190 + (3 + 4a + 2a^2)d1^58d2^190 + (0 + 2a + 2a^2)d1^59d2^190 + (3 + 3a + 4a^2)d1^60d2^190 + (1 + 3a + 4a^2)d1^61d2^190 + (1 + 0a + 1a^2)d1^62d2^190 + (0 + 1a + 1a^2)d1^63d2^190 + (2 + 4a + 1a^2)d1^64d2^190 + (4 + 1a + 4a^2)d1^65d2^190 + (3 + 1a + 1a^2)d1^66d2^190 + (1 + 2a + 3a^2)d1^67d2^190 + (3 + 0a + 2a^2)d1^68d2^190 + (4 + 4a + 3a^2)d1^69d2^190 + (0 + 2a + 0a^2)d1^70d2^190 + (3 + 1a + 4a^2)d1^71d2^190 + (0 + 3a + 4a^2)d1^72d2^190 + (0 + 0a + 4a^2)d1^73d2^190 + (2 + 4a + 4a^2)d1^74d2^190 + (1 + 3a + 2a^2)d1^75d2^190 + (2 + 3a + 1a^2)d1^76d2^190 + (1 + 1a + 0a^2)d1^77d2^190 + (0 + 2a + 3a^2)d1^78d2^190 + (4 + 0a + 1a^2)d1^79d2^190 + (0 + 4a + 3a^2)d1^80d2^190 + (2 + 0a + 2a^2)d1^81d2^190 + (1 + 4a + 0a^2)d1^82d2^190 + (0 + 0a + 1a^2)d1^83d2^190 + (3 + 1a + 0a^2)d1^84d2^190 + (1 + 2a + 3a^2)d1^85d2^190 + (4 + 0a + 0a^2)d1^86d2^190 + (2 + 2a + 2a^2)d1^87d2^190 + (1 + 0a + 0a^2)d1^88d2^190 + (1 + 4a + 2a^2)d1^89d2^190 + (4 + 3a + 0a^2)d1^90d2^190 + (3 + 3a + 2a^2)d1^91d2^190 + (4 + 2a + 2a^2)d1^92d2^190 + (1 + 2a + 2a^2)d1^93d2^190 + (0 + 0a + 2a^2)d1^94d2^190 + (2 + 0a + 3a^2)d1^95d2^190 + (4 + 2a + 3a^2)d1^96d2^190 + (4 + 1a + 4a^2)d1^97d2^190 + (0 + 1a + 4a^2)d1^98d2^190 + (1 + 2a + 4a^2)d1^99d2^190 + (1 + 1a + 0a^2)d1^100d2^190 + (0 + 1a + 4a^2)d1^101d2^190 + (1 + 3a + 0a^2)d1^102d2^190 + (0 + 0a + 3a^2)d1^103d2^190 + (4 + 2a + 1a^2)d1^104d2^190 + (3 + 3a + 1a^2)d1^105d2^190 + (1 + 4a + 3a^2)d1^106d2^190 + (1 + 4a + 3a^2)d1^107d2^190 + (3 + 2a + 3a^2)d1^108d2^190 + (4 + 0a + 0a^2)d1^109d2^190 + (4 + 2a + 4a^2)d1^110d2^190 + (1 + 0a + 1a^2)d1^111d2^190 + (1 + 0a + 1a^2)d1^112d2^190 + (4 + 3a + 2a^2)d1^113d2^190 + (1 + 1a + 0a^2)d1^114d2^190 + (1 + 2a + 4a^2)d1^115d2^190 + (3 + 2a + 0a^2)d1^116d2^190 + (2 + 3a + 0a^2)d1^117d2^190 + (2 + 3a + 3a^2)d1^118d2^190 + (4 + 4a + 2a^2)d1^119d2^190 + (3 + 1a + 4a^2)d1^120d2^190 + (2 + 2a + 4a^2)d1^121d2^190 + (2 + 0a + 2a^2)d1^122d2^190 + (1 + 4a + 4a^2)d1^123d2^190 + (0 + 3a + 3a^2)d1^124d2^190 + (1 + 2a + 2a^2)d1^125d2^190 + (2 + 0a + 3a^2)d1^126d2^190 + (0 + 3a + 0a^2)d1^127d2^190 + (0 + 4a + 4a^2)d1^128d2^190 + (1 + 0a + 0a^2)d1^129d2^190 + (2 + 1a + 4a^2)d1^130d2^190 + (4 + 0a + 1a^2)d1^131d2^190 + (2 + 0a + 2a^2)d1^132d2^190 + (2 + 4a + 3a^2)d1^133d2^190 + (2 + 3a + 3a^2)d1^134d2^190 + (2 + 4a + 4a^2)d1^135d2^190 + (1 + 0a + 4a^2)d1^136d2^190 + (3 + 4a + 3a^2)d1^137d2^190 + (4 + 4a + 4a^2)d1^138d2^190 + (1 + 1a + 3a^2)d1^139d2^190 + (4 + 2a + 1a^2)d1^140d2^190 + (2 + 0a + 2a^2)d1^141d2^190 + (4 + 2a + 2a^2)d1^142d2^190 + (0 + 1a + 0a^2)d1^143d2^190 + (0 + 4a + 0a^2)d1^144d2^190 + (1 + 3a + 2a^2)d1^145d2^190 + (0 + 0a + 2a^2)d1^146d2^190 + (4 + 2a + 1a^2)d1^147d2^190 + (4 + 4a + 1a^2)d1^148d2^190 + (4 + 4a + 3a^2)d1^149d2^190 + (3 + 3a + 0a^2)d1^150d2^190 + (0 + 2a + 0a^2)d1^151d2^190 + (0 + 3a + 1a^2)d1^152d2^190 + (0 + 2a + 0a^2)d1^153d2^190 + (2 + 2a + 3a^2)d1^154d2^190 + (4 + 1a + 4a^2)d1^155d2^190 + (4 + 0a + 0a^2)d1^156d2^190 + (0 + 2a + 4a^2)d1^157d2^190 + (1 + 1a + 2a^2)d1^158d2^190 + (2 + 2a + 0a^2)d1^159d2^190 + (1 + 0a + 4a^2)d1^160d2^190 + (3 + 1a + 4a^2)d1^161d2^190 + (3 + 0a + 1a^2)d1^162d2^190 + (0 + 2a + 1a^2)d1^163d2^190 + (3 + 4a + 3a^2)d1^164d2^190 + (2 + 2a + 1a^2)d1^165d2^190 + (3 + 3a + 1a^2)d1^166d2^190 + (1 + 0a + 2a^2)d1^167d2^190 + (1 + 4a + 2a^2)d1^168d2^190 + (0 + 1a + 3a^2)d1^169d2^190 + (4 + 1a + 0a^2)d1^170d2^190 + (2 + 0a + 2a^2)d1^171d2^190 + (1 + 1a + 0a^2)d1^172d2^190 + (2 + 4a + 1a^2)d1^173d2^190 + (1 + 2a + 1a^2)d1^174d2^190 + (0 + 1a + 3a^2)d1^175d2^190 + (4 + 0a + 2a^2)d1^176d2^190 + (4 + 1a + 4a^2)d1^177d2^190 + (3 + 1a + 4a^2)d1^178d2^190 + (3 + 0a + 4a^2)d1^179d2^190 + (4 + 1a + 1a^2)d1^180d2^190 + (1 + 4a + 1a^2)d1^181d2^190 + (1 + 4a + 4a^2)d1^182d2^190 + (1 + 3a + 2a^2)d1^183d2^190 + (1 + 4a + 1a^2)d1^184d2^190 + (1 + 3a + 4a^2)d1^185d2^190 + (2 + 2a + 2a^2)d1^186d2^190 + (4 + 0a + 4a^2)d1^187d2^190 + (3 + 0a + 2a^2)d1^188d2^190 + (0 + 0a + 4a^2)d1^189d2^190 + (4 + 2a + 1a^2)d1^190d2^190 + (2 + 1a + 3a^2)d1^191d2^190 + (4 + 4a + 4a^2)d1^192d2^190 + (3 + 1a + 3a^2)d1^193d2^190 + (0 + 4a + 4a^2)d1^194d2^190 + (3 + 3a + 3a^2)d1^195d2^190 + (4 + 0a + 2a^2)d1^196d2^190 + (4 + 1a + 2a^2)d1^197d2^190 + (0 + 3a + 0a^2)d1^198d2^190 + (1 + 1a + 1a^2)d1^199d2^190 + (1 + 4a + 0a^2)d1^200d2^190 + (4 + 2a + 3a^2)d1^201d2^190 + (1 + 4a + 0a^2)d1^202d2^190 + (1 + 4a + 2a^2)d1^203d2^190 + (4 + 0a + 0a^2)d1^204d2^190 + (0 + 3a + 0a^2)d1^205d2^190 + (4 + 0a + 2a^2)d1^206d2^190 + (0 + 2a + 1a^2)d1^207d2^190 + (2 + 3a + 4a^2)d1^208d2^190 + (4 + 1a + 2a^2)d1^209d2^190 + (1 + 1a + 3a^2)d1^210d2^190 + (0 + 4a + 1a^2)d1^211d2^190 + (1 + 4a + 1a^2)d1^212d2^190 + (2 + 4a + 1a^2)d1^213d2^190 + (4 + 1a + 2a^2)d1^214d2^190 + (1 + 2a + 1a^2)d1^215d2^190 + (3 + 0a + 0a^2)d1^216d2^190 + (2 + 1a + 4a^2)d1^217d2^190 + (2 + 3a + 0a^2)d1^218d2^190 + (4 + 4a + 4a^2)d1^219d2^190 + (0 + 0a + 3a^2)d1^220d2^190 + (4 + 4a + 2a^2)d1^221d2^190 + (0 + 3a + 0a^2)d1^222d2^190 + (2 + 1a + 2a^2)d1^223d2^190 + (3 + 4a + 2a^2)d1^224d2^190 + (1 + 0a + 0a^2)d1^225d2^190 + (3 + 3a + 4a^2)d1^226d2^190 + (0 + 0a + 1a^2)d1^227d2^190 + (4 + 3a + 1a^2)d1^228d2^190 + (1 + 4a + 0a^2)d1^229d2^190 + (2 + 4a + 0a^2)d1^230d2^190 + (3 + 3a + 0a^2)d1^231d2^190 + (2 + 4a + 1a^2)d1^232d2^190 + (1 + 0a + 1a^2)d1^233d2^190 + (4 + 2a + 3a^2)d1^234d2^190 + (4 + 1a + 1a^2)d1^235d2^190 + (3 + 3a + 0a^2)d1^236d2^190 + (4 + 1a + 0a^2)d1^237d2^190 + (1 + 0a + 2a^2)d1^238d2^190 + (2 + 4a + 2a^2)d1^239d2^190 + (0 + 4a + 3a^2)d1^240d2^190 + (4 + 2a + 4a^2)d1^241d2^190 + (4 + 3a + 0a^2)d1^242d2^190 + (3 + 3a + 2a^2)d1^243d2^190 + (1 + 0a + 1a^2)d1^244d2^190 + (1 + 1a + 3a^2)d1^245d2^190 + (3 + 2a + 2a^2)d1^246d2^190 + (0 + 2a + 3a^2)d1^247d2^190 + (1 + 4a + 4a^2)d1^248d2^190 + (1 + 0a + 3a^2)d1^249d2^190 + (4 + 0a + 0a^2)d1^250d2^190 + (0 + 0a + 1a^2)d1^251d2^190 + (2 + 4a + 4a^2)d1^252d2^190 + (4 + 1a + 2a^2)d1^253d2^190 + (2 + 3a + 4a^2)d1^254d2^190 + (4 + 1a + 3a^2)d1^255d2^190 + (2 + 2a + 2a^2)d1^256d2^190 + (2 + 4a + 1a^2)d1^257d2^190 + (2 + 4a + 2a^2)d1^259d2^190 + (1 + 3a + 4a^2)d1^260d2^190 + (4 + 0a + 4a^2)d1^261d2^190 + (4 + 1a + 0a^2)d1^262d2^190 + (4 + 0a + 4a^2)d1^263d2^190 + (1 + 1a + 0a^2)d1^264d2^190 + (0 + 4a + 1a^2)d1^265d2^190 + (3 + 4a + 0a^2)d1^266d2^190 + (4 + 4a + 4a^2)d1^268d2^190 + (0 + 3a + 1a^2)d1^269d2^190 + (0 + 0a + 1a^2)d1^270d2^190 + (2 + 1a + 2a^2)d1^271d2^190 + (2 + 0a + 2a^2)d1^272d2^190 + (3 + 3a + 4a^2)d1^273d2^190 + (3 + 0a + 3a^2)d1^274d2^190 + (1 + 3a + 2a^2)d1^275d2^190 + (4 + 0a + 2a^2)d1^276d2^190 + (1 + 4a + 1a^2)d1^277d2^190 + (1 + 4a + 0a^2)d1^278d2^190 + (0 + 1a + 0a^2)d1^279d2^190 + (1 + 2a + 2a^2)d1^280d2^190 + (4 + 2a + 4a^2)d1^281d2^190 + (1 + 2a + 2a^2)d1^282d2^190 + (0 + 4a + 0a^2)d1^283d2^190 + (2 + 1a + 3a^2)d1^284d2^190 + (2 + 2a + 4a^2)d1^285d2^190 + (2 + 2a + 4a^2)d1^286d2^190 + (3 + 4a + 4a^2)d1^287d2^190 + (2 + 2a + 1a^2)d1^288d2^190 + (4 + 2a + 2a^2)d1^289d2^190 + (1 + 1a + 1a^2)d1^290d2^190 + (4 + 3a + 4a^2)d1^291d2^190 + (4 + 0a + 0a^2)d1^292d2^190 + (4 + 1a + 4a^2)d1^293d2^190 + (3 + 1a + 0a^2)d2^191 + (1 + 2a + 3a^2)d1^1d2^191 + (3 + 3a + 4a^2)d1^2d2^191 + (4 + 3a + 3a^2)d1^3d2^191 + (2 + 0a + 2a^2)d1^4d2^191 + (0 + 1a + 0a^2)d1^5d2^191 + (0 + 1a + 4a^2)d1^6d2^191 + (4 + 0a + 1a^2)d1^7d2^191 + (4 + 4a + 2a^2)d1^8d2^191 + (0 + 0a + 2a^2)d1^9d2^191 + (0 + 4a + 4a^2)d1^10d2^191 + (0 + 1a + 4a^2)d1^11d2^191 + (3 + 4a + 4a^2)d1^12d2^191 + (4 + 2a + 1a^2)d1^13d2^191 + (2 + 3a + 2a^2)d1^14d2^191 + (0 + 4a + 0a^2)d1^15d2^191 + (1 + 1a + 0a^2)d1^16d2^191 + (1 + 1a + 2a^2)d1^17d2^191 + (2 + 1a + 3a^2)d1^18d2^191 + (4 + 0a + 1a^2)d1^19d2^191 + (4 + 1a + 2a^2)d1^20d2^191 + (4 + 3a + 0a^2)d1^21d2^191 + (1 + 2a + 2a^2)d1^22d2^191 + (4 + 0a + 2a^2)d1^23d2^191 + (3 + 2a + 3a^2)d1^24d2^191 + (0 + 3a + 1a^2)d1^25d2^191 + (3 + 0a + 1a^2)d1^26d2^191 + (3 + 2a + 3a^2)d1^27d2^191 + (0 + 0a + 3a^2)d1^28d2^191 + (1 + 4a + 0a^2)d1^29d2^191 + (0 + 3a + 1a^2)d1^30d2^191 + (3 + 1a + 0a^2)d1^31d2^191 + (4 + 1a + 0a^2)d1^32d2^191 + (0 + 1a + 2a^2)d1^33d2^191 + (2 + 2a + 3a^2)d1^34d2^191 + (4 + 4a + 4a^2)d1^35d2^191 + (0 + 0a + 2a^2)d1^36d2^191 + (0 + 2a + 2a^2)d1^37d2^191 + (1 + 1a + 3a^2)d1^38d2^191 + (3 + 3a + 4a^2)d1^39d2^191 + (0 + 3a + 3a^2)d1^40d2^191 + (0 + 4a + 4a^2)d1^41d2^191 + (2 + 1a + 3a^2)d1^42d2^191 + (2 + 0a + 4a^2)d1^43d2^191 + (1 + 0a + 3a^2)d1^44d2^191 + (2 + 3a + 3a^2)d1^45d2^191 + (3 + 4a + 3a^2)d1^46d2^191 + (3 + 1a + 4a^2)d1^47d2^191 + (3 + 4a + 4a^2)d1^48d2^191 + (0 + 1a + 1a^2)d1^49d2^191 + (2 + 1a + 1a^2)d1^50d2^191 + (0 + 4a + 2a^2)d1^51d2^191 + (0 + 2a + 1a^2)d1^52d2^191 + (1 + 1a + 3a^2)d1^53d2^191 + (4 + 3a + 0a^2)d1^54d2^191 + (2 + 1a + 4a^2)d1^55d2^191 + (4 + 3a + 1a^2)d1^56d2^191 + (2 + 2a + 4a^2)d1^57d2^191 + (3 + 1a + 3a^2)d1^58d2^191 + (3 + 0a + 2a^2)d1^59d2^191 + (1 + 4a + 4a^2)d1^60d2^191 + (2 + 4a + 0a^2)d1^61d2^191 + (2 + 2a + 3a^2)d1^62d2^191 + (1 + 3a + 3a^2)d1^63d2^191 + (1 + 3a + 2a^2)d1^64d2^191 + (2 + 1a + 2a^2)d1^65d2^191 + (3 + 3a + 4a^2)d1^66d2^191 + (4 + 4a + 1a^2)d1^67d2^191 + (0 + 0a + 1a^2)d1^68d2^191 + (4 + 1a + 4a^2)d1^69d2^191 + (1 + 1a + 3a^2)d1^71d2^191 + (1 + 2a + 2a^2)d1^72d2^191 + (3 + 4a + 3a^2)d1^73d2^191 + (2 + 2a + 3a^2)d1^74d2^191 + (3 + 1a + 1a^2)d1^75d2^191 + (4 + 2a + 1a^2)d1^76d2^191 + (1 + 3a + 0a^2)d1^77d2^191 + (3 + 1a + 4a^2)d1^78d2^191 + (1 + 2a + 4a^2)d1^79d2^191 + (0 + 0a + 4a^2)d1^80d2^191 + (3 + 4a + 1a^2)d1^81d2^191 + (4 + 4a + 1a^2)d1^82d2^191 + (4 + 4a + 3a^2)d1^83d2^191 + (1 + 3a + 0a^2)d1^84d2^191 + (2 + 0a + 0a^2)d1^85d2^191 + (4 + 2a + 2a^2)d1^86d2^191 + (3 + 0a + 4a^2)d1^87d2^191 + (4 + 1a + 1a^2)d1^88d2^191 + (1 + 4a + 3a^2)d1^89d2^191 + (3 + 0a + 3a^2)d1^90d2^191 + (3 + 1a + 4a^2)d1^91d2^191 + (3 + 3a + 2a^2)d1^92d2^191 + (4 + 3a + 3a^2)d1^93d2^191 + (0 + 4a + 1a^2)d1^94d2^191 + (0 + 0a + 4a^2)d1^95d2^191 + (1 + 1a + 1a^2)d1^96d2^191 + (2 + 2a + 3a^2)d1^97d2^191 + (1 + 4a + 4a^2)d1^98d2^191 + (3 + 2a + 1a^2)d1^99d2^191 + (3 + 1a + 2a^2)d1^100d2^191 + (0 + 0a + 3a^2)d1^101d2^191 + (4 + 0a + 2a^2)d1^102d2^191 + (0 + 2a + 1a^2)d1^103d2^191 + (3 + 0a + 4a^2)d1^104d2^191 + (0 + 4a + 2a^2)d1^105d2^191 + (2 + 3a + 3a^2)d1^106d2^191 + (0 + 1a + 1a^2)d1^107d2^191 + (4 + 0a + 1a^2)d1^108d2^191 + (4 + 2a + 2a^2)d1^109d2^191 + (2 + 1a + 2a^2)d1^110d2^191 + (4 + 0a + 2a^2)d1^111d2^191 + (2 + 3a + 3a^2)d1^112d2^191 + (2 + 1a + 2a^2)d1^113d2^191 + (2 + 0a + 3a^2)d1^114d2^191 + (4 + 3a + 2a^2)d1^115d2^191 + (3 + 3a + 0a^2)d1^116d2^191 + (2 + 0a + 4a^2)d1^117d2^191 + (3 + 2a + 4a^2)d1^118d2^191 + (1 + 3a + 4a^2)d1^119d2^191 + (1 + 1a + 4a^2)d1^120d2^191 + (3 + 4a + 3a^2)d1^121d2^191 + (0 + 2a + 3a^2)d1^122d2^191 + (4 + 3a + 2a^2)d1^123d2^191 + (1 + 4a + 3a^2)d1^124d2^191 + (2 + 2a + 0a^2)d1^125d2^191 + (3 + 4a + 2a^2)d1^126d2^191 + (4 + 1a + 0a^2)d1^127d2^191 + (2 + 2a + 3a^2)d1^128d2^191 + (3 + 4a + 1a^2)d1^129d2^191 + (4 + 2a + 1a^2)d1^130d2^191 + (4 + 2a + 2a^2)d1^131d2^191 + (2 + 0a + 1a^2)d1^132d2^191 + (3 + 0a + 0a^2)d1^133d2^191 + (4 + 2a + 2a^2)d1^134d2^191 + (2 + 1a + 0a^2)d1^135d2^191 + (0 + 2a + 0a^2)d1^136d2^191 + (4 + 0a + 4a^2)d1^137d2^191 + (0 + 0a + 2a^2)d1^138d2^191 + (0 + 1a + 0a^2)d1^139d2^191 + (4 + 1a + 2a^2)d1^140d2^191 + (0 + 3a + 3a^2)d1^141d2^191 + (1 + 2a + 1a^2)d1^142d2^191 + (1 + 0a + 0a^2)d1^143d2^191 + (3 + 2a + 1a^2)d1^144d2^191 + (3 + 4a + 1a^2)d1^145d2^191 + (2 + 4a + 4a^2)d1^146d2^191 + (1 + 4a + 2a^2)d1^147d2^191 + (3 + 2a + 2a^2)d1^148d2^191 + (1 + 4a + 1a^2)d1^149d2^191 + (4 + 4a + 2a^2)d1^150d2^191 + (3 + 0a + 0a^2)d1^151d2^191 + (2 + 3a + 2a^2)d1^152d2^191 + (3 + 1a + 1a^2)d1^153d2^191 + (3 + 4a + 0a^2)d1^154d2^191 + (4 + 3a + 1a^2)d1^155d2^191 + (4 + 2a + 2a^2)d1^156d2^191 + (3 + 1a + 4a^2)d1^157d2^191 + (2 + 4a + 4a^2)d1^158d2^191 + (2 + 0a + 1a^2)d1^159d2^191 + (4 + 4a + 0a^2)d1^160d2^191 + (3 + 3a + 0a^2)d1^161d2^191 + (4 + 0a + 4a^2)d1^162d2^191 + (1 + 0a + 2a^2)d1^163d2^191 + (0 + 0a + 4a^2)d1^164d2^191 + (3 + 1a + 1a^2)d1^165d2^191 + (0 + 0a + 2a^2)d1^166d2^191 + (3 + 1a + 4a^2)d1^167d2^191 + (3 + 0a + 2a^2)d1^168d2^191 + (2 + 3a + 2a^2)d1^169d2^191 + (0 + 2a + 0a^2)d1^170d2^191 + (1 + 2a + 0a^2)d1^171d2^191 + (2 + 1a + 3a^2)d1^172d2^191 + (0 + 2a + 0a^2)d1^173d2^191 + (0 + 2a + 2a^2)d1^174d2^191 + (2 + 2a + 2a^2)d1^175d2^191 + (4 + 2a + 1a^2)d1^176d2^191 + (1 + 0a + 3a^2)d1^177d2^191 + (0 + 1a + 0a^2)d1^178d2^191 + (4 + 3a + 0a^2)d1^179d2^191 + (1 + 1a + 2a^2)d1^180d2^191 + (3 + 4a + 2a^2)d1^181d2^191 + (4 + 3a + 0a^2)d1^182d2^191 + (1 + 1a + 4a^2)d1^183d2^191 + (1 + 4a + 1a^2)d1^184d2^191 + (3 + 3a + 2a^2)d1^185d2^191 + (4 + 0a + 2a^2)d1^186d2^191 + (4 + 0a + 3a^2)d1^187d2^191 + (1 + 4a + 2a^2)d1^188d2^191 + (3 + 0a + 0a^2)d1^189d2^191 + (0 + 3a + 3a^2)d1^190d2^191 + (0 + 2a + 1a^2)d1^191d2^191 + (4 + 2a + 3a^2)d1^192d2^191 + (4 + 0a + 1a^2)d1^193d2^191 + (2 + 2a + 3a^2)d1^194d2^191 + (1 + 2a + 2a^2)d1^195d2^191 + (1 + 0a + 1a^2)d1^196d2^191 + (4 + 2a + 0a^2)d1^197d2^191 + (1 + 0a + 4a^2)d1^198d2^191 + (3 + 0a + 3a^2)d1^199d2^191 + (0 + 3a + 3a^2)d1^200d2^191 + (4 + 0a + 3a^2)d1^201d2^191 + (0 + 2a + 0a^2)d1^202d2^191 + (2 + 1a + 1a^2)d1^203d2^191 + (3 + 1a + 2a^2)d1^204d2^191 + (4 + 4a + 1a^2)d1^205d2^191 + (3 + 2a + 0a^2)d1^206d2^191 + (3 + 3a + 1a^2)d1^207d2^191 + (1 + 4a + 3a^2)d1^208d2^191 + (1 + 1a + 4a^2)d1^209d2^191 + (2 + 2a + 3a^2)d1^210d2^191 + (2 + 3a + 4a^2)d1^211d2^191 + (3 + 1a + 4a^2)d1^212d2^191 + (2 + 1a + 2a^2)d1^213d2^191 + (3 + 3a + 1a^2)d1^214d2^191 + (2 + 2a + 3a^2)d1^215d2^191 + (4 + 2a + 2a^2)d1^216d2^191 + (4 + 0a + 0a^2)d1^217d2^191 + (3 + 2a + 1a^2)d1^218d2^191 + (4 + 2a + 0a^2)d1^219d2^191 + (2 + 1a + 2a^2)d1^220d2^191 + (0 + 2a + 4a^2)d1^221d2^191 + (4 + 0a + 4a^2)d1^222d2^191 + (4 + 0a + 2a^2)d1^223d2^191 + (3 + 1a + 0a^2)d1^224d2^191 + (1 + 0a + 4a^2)d1^225d2^191 + (4 + 1a + 0a^2)d1^226d2^191 + (3 + 2a + 0a^2)d1^227d2^191 + (2 + 2a + 0a^2)d1^228d2^191 + (2 + 3a + 0a^2)d1^229d2^191 + (4 + 4a + 3a^2)d1^230d2^191 + (4 + 3a + 0a^2)d1^231d2^191 + (4 + 2a + 4a^2)d1^232d2^191 + (0 + 3a + 4a^2)d1^233d2^191 + (2 + 0a + 0a^2)d1^234d2^191 + (4 + 4a + 3a^2)d1^235d2^191 + (0 + 0a + 3a^2)d1^236d2^191 + (4 + 2a + 0a^2)d1^237d2^191 + (4 + 4a + 1a^2)d1^238d2^191 + (4 + 0a + 2a^2)d1^239d2^191 + (2 + 1a + 3a^2)d1^240d2^191 + (4 + 1a + 0a^2)d1^241d2^191 + (0 + 1a + 0a^2)d1^242d2^191 + (4 + 0a + 3a^2)d1^243d2^191 + (0 + 4a + 3a^2)d1^244d2^191 + (3 + 0a + 3a^2)d1^245d2^191 + (2 + 0a + 1a^2)d1^246d2^191 + (2 + 3a + 2a^2)d1^247d2^191 + (3 + 3a + 4a^2)d1^248d2^191 + (0 + 0a + 3a^2)d1^249d2^191 + (4 + 1a + 2a^2)d1^250d2^191 + (4 + 1a + 0a^2)d1^251d2^191 + (1 + 4a + 3a^2)d1^252d2^191 + (0 + 4a + 2a^2)d1^253d2^191 + (0 + 1a + 0a^2)d1^254d2^191 + (0 + 4a + 3a^2)d1^255d2^191 + (4 + 2a + 4a^2)d1^256d2^191 + (0 + 2a + 2a^2)d1^257d2^191 + (1 + 4a + 0a^2)d1^258d2^191 + (1 + 1a + 3a^2)d1^259d2^191 + (2 + 3a + 1a^2)d1^260d2^191 + (1 + 3a + 0a^2)d1^261d2^191 + (0 + 2a + 0a^2)d1^262d2^191 + (2 + 1a + 2a^2)d1^263d2^191 + (1 + 0a + 2a^2)d1^264d2^191 + (0 + 0a + 4a^2)d1^265d2^191 + (2 + 3a + 3a^2)d1^266d2^191 + (1 + 1a + 2a^2)d1^267d2^191 + (3 + 1a + 4a^2)d1^268d2^191 + (0 + 1a + 2a^2)d1^269d2^191 + (4 + 4a + 1a^2)d1^270d2^191 + (3 + 4a + 2a^2)d1^271d2^191 + (2 + 3a + 0a^2)d1^272d2^191 + (2 + 3a + 4a^2)d1^273d2^191 + (0 + 3a + 4a^2)d1^274d2^191 + (0 + 1a + 3a^2)d1^275d2^191 + (2 + 1a + 3a^2)d1^276d2^191 + (3 + 1a + 0a^2)d1^277d2^191 + (1 + 2a + 2a^2)d1^278d2^191 + (4 + 2a + 4a^2)d1^279d2^191 + (1 + 1a + 1a^2)d1^280d2^191 + (1 + 4a + 1a^2)d1^281d2^191 + (2 + 0a + 2a^2)d1^282d2^191 + (3 + 2a + 0a^2)d1^283d2^191 + (3 + 4a + 4a^2)d1^284d2^191 + (2 + 1a + 2a^2)d1^285d2^191 + (2 + 3a + 3a^2)d1^286d2^191 + (2 + 2a + 1a^2)d1^287d2^191 + (2 + 4a + 3a^2)d1^288d2^191 + (4 + 2a + 1a^2)d1^289d2^191 + (2 + 2a + 1a^2)d1^290d2^191 + (0 + 2a + 4a^2)d1^291d2^191 + (4 + 3a + 1a^2)d1^292d2^191 + (0 + 2a + 2a^2)d1^293d2^191 + (0 + 2a + 2a^2)d2^192 + (0 + 4a + 0a^2)d1^1d2^192 + (0 + 0a + 1a^2)d1^2d2^192 + (0 + 4a + 0a^2)d1^3d2^192 + (4 + 2a + 2a^2)d1^4d2^192 + (1 + 1a + 0a^2)d1^5d2^192 + (0 + 1a + 0a^2)d1^6d2^192 + (1 + 1a + 1a^2)d1^8d2^192 + (1 + 2a + 2a^2)d1^9d2^192 + (3 + 3a + 0a^2)d1^10d2^192 + (3 + 2a + 3a^2)d1^11d2^192 + (3 + 1a + 4a^2)d1^12d2^192 + (0 + 2a + 1a^2)d1^13d2^192 + (0 + 3a + 0a^2)d1^14d2^192 + (4 + 4a + 2a^2)d1^15d2^192 + (2 + 4a + 3a^2)d1^16d2^192 + (3 + 0a + 4a^2)d1^17d2^192 + (3 + 3a + 3a^2)d1^18d2^192 + (4 + 4a + 3a^2)d1^19d2^192 + (0 + 0a + 2a^2)d1^20d2^192 + (4 + 0a + 0a^2)d1^21d2^192 + (3 + 0a + 2a^2)d1^23d2^192 + (1 + 3a + 4a^2)d1^24d2^192 + (4 + 3a + 0a^2)d1^25d2^192 + (0 + 0a + 2a^2)d1^26d2^192 + (1 + 0a + 0a^2)d1^27d2^192 + (2 + 0a + 0a^2)d1^28d2^192 + (2 + 0a + 0a^2)d1^29d2^192 + (4 + 3a + 2a^2)d1^30d2^192 + (3 + 3a + 1a^2)d1^31d2^192 + (2 + 4a + 3a^2)d1^32d2^192 + (2 + 4a + 1a^2)d1^33d2^192 + (3 + 3a + 2a^2)d1^34d2^192 + (4 + 2a + 0a^2)d1^35d2^192 + (2 + 2a + 4a^2)d1^36d2^192 + (4 + 1a + 2a^2)d1^37d2^192 + (3 + 4a + 0a^2)d1^38d2^192 + (2 + 4a + 0a^2)d1^39d2^192 + (0 + 3a + 0a^2)d1^40d2^192 + (0 + 1a + 2a^2)d1^41d2^192 + (0 + 4a + 1a^2)d1^42d2^192 + (1 + 1a + 3a^2)d1^43d2^192 + (0 + 4a + 2a^2)d1^44d2^192 + (2 + 3a + 4a^2)d1^45d2^192 + (4 + 4a + 1a^2)d1^46d2^192 + (4 + 2a + 4a^2)d1^47d2^192 + (0 + 3a + 1a^2)d1^48d2^192 + (4 + 0a + 1a^2)d1^49d2^192 + (2 + 0a + 0a^2)d1^50d2^192 + (0 + 4a + 1a^2)d1^51d2^192 + (2 + 3a + 1a^2)d1^52d2^192 + (3 + 2a + 2a^2)d1^53d2^192 + (4 + 3a + 4a^2)d1^54d2^192 + (4 + 0a + 2a^2)d1^55d2^192 + (3 + 1a + 4a^2)d1^56d2^192 + (3 + 4a + 0a^2)d1^57d2^192 + (1 + 3a + 0a^2)d1^58d2^192 + (4 + 0a + 2a^2)d1^59d2^192 + (3 + 3a + 2a^2)d1^60d2^192 + (3 + 3a + 2a^2)d1^61d2^192 + (1 + 1a + 1a^2)d1^62d2^192 + (2 + 3a + 3a^2)d1^63d2^192 + (3 + 3a + 4a^2)d1^64d2^192 + (1 + 3a + 1a^2)d1^65d2^192 + (2 + 3a + 4a^2)d1^66d2^192 + (0 + 0a + 1a^2)d1^67d2^192 + (4 + 0a + 3a^2)d1^68d2^192 + (2 + 4a + 3a^2)d1^69d2^192 + (4 + 4a + 1a^2)d1^71d2^192 + (2 + 2a + 4a^2)d1^72d2^192 + (4 + 3a + 1a^2)d1^73d2^192 + (3 + 3a + 4a^2)d1^74d2^192 + (0 + 1a + 4a^2)d1^75d2^192 + (3 + 0a + 4a^2)d1^77d2^192 + (1 + 4a + 0a^2)d1^78d2^192 + (1 + 4a + 1a^2)d1^79d2^192 + (1 + 2a + 0a^2)d1^80d2^192 + (1 + 4a + 4a^2)d1^81d2^192 + (0 + 3a + 1a^2)d1^82d2^192 + (1 + 3a + 0a^2)d1^83d2^192 + (2 + 4a + 0a^2)d1^84d2^192 + (3 + 3a + 1a^2)d1^85d2^192 + (2 + 3a + 1a^2)d1^86d2^192 + (3 + 3a + 0a^2)d1^87d2^192 + (4 + 1a + 2a^2)d1^88d2^192 + (0 + 2a + 0a^2)d1^89d2^192 + (2 + 2a + 0a^2)d1^90d2^192 + (3 + 2a + 0a^2)d1^91d2^192 + (4 + 2a + 0a^2)d1^92d2^192 + (1 + 3a + 3a^2)d1^93d2^192 + (0 + 1a + 1a^2)d1^94d2^192 + (3 + 4a + 4a^2)d1^95d2^192 + (2 + 1a + 2a^2)d1^96d2^192 + (2 + 0a + 2a^2)d1^97d2^192 + (1 + 3a + 1a^2)d1^98d2^192 + (0 + 1a + 0a^2)d1^99d2^192 + (1 + 0a + 4a^2)d1^100d2^192 + (4 + 1a + 2a^2)d1^101d2^192 + (3 + 2a + 2a^2)d1^102d2^192 + (3 + 3a + 3a^2)d1^103d2^192 + (2 + 4a + 3a^2)d1^104d2^192 + (0 + 1a + 4a^2)d1^105d2^192 + (3 + 3a + 2a^2)d1^106d2^192 + (3 + 3a + 2a^2)d1^107d2^192 + (1 + 2a + 4a^2)d1^108d2^192 + (1 + 3a + 1a^2)d1^109d2^192 + (1 + 4a + 3a^2)d1^110d2^192 + (0 + 1a + 0a^2)d1^111d2^192 + (4 + 2a + 1a^2)d1^112d2^192 + (0 + 0a + 2a^2)d1^113d2^192 + (3 + 4a + 1a^2)d1^114d2^192 + (1 + 3a + 2a^2)d1^115d2^192 + (2 + 1a + 0a^2)d1^116d2^192 + (0 + 3a + 0a^2)d1^117d2^192 + (2 + 4a + 1a^2)d1^118d2^192 + (4 + 4a + 0a^2)d1^119d2^192 + (2 + 1a + 3a^2)d1^120d2^192 + (0 + 1a + 0a^2)d1^121d2^192 + (1 + 0a + 2a^2)d1^122d2^192 + (0 + 2a + 4a^2)d1^123d2^192 + (2 + 3a + 2a^2)d1^124d2^192 + (3 + 2a + 3a^2)d1^125d2^192 + (4 + 4a + 4a^2)d1^126d2^192 + (0 + 4a + 1a^2)d1^127d2^192 + (4 + 2a + 2a^2)d1^128d2^192 + (0 + 0a + 2a^2)d1^129d2^192 + (0 + 4a + 2a^2)d1^130d2^192 + (0 + 2a + 0a^2)d1^131d2^192 + (3 + 1a + 4a^2)d1^132d2^192 + (0 + 4a + 1a^2)d1^133d2^192 + (1 + 3a + 0a^2)d1^134d2^192 + (3 + 0a + 3a^2)d1^135d2^192 + (4 + 4a + 1a^2)d1^136d2^192 + (4 + 3a + 2a^2)d1^137d2^192 + (3 + 1a + 4a^2)d1^138d2^192 + (3 + 4a + 3a^2)d1^139d2^192 + (1 + 2a + 0a^2)d1^140d2^192 + (4 + 4a + 0a^2)d1^141d2^192 + (3 + 3a + 3a^2)d1^142d2^192 + (4 + 2a + 3a^2)d1^143d2^192 + (3 + 0a + 0a^2)d1^144d2^192 + (2 + 4a + 4a^2)d1^145d2^192 + (1 + 1a + 3a^2)d1^146d2^192 + (3 + 4a + 1a^2)d1^147d2^192 + (4 + 3a + 2a^2)d1^148d2^192 + (0 + 1a + 4a^2)d1^149d2^192 + (2 + 4a + 1a^2)d1^150d2^192 + (1 + 4a + 3a^2)d1^151d2^192 + (1 + 0a + 0a^2)d1^152d2^192 + (2 + 2a + 2a^2)d1^153d2^192 + (2 + 3a + 3a^2)d1^154d2^192 + (0 + 0a + 1a^2)d1^155d2^192 + (3 + 2a + 3a^2)d1^156d2^192 + (4 + 3a + 0a^2)d1^157d2^192 + (2 + 2a + 1a^2)d1^158d2^192 + (0 + 3a + 2a^2)d1^159d2^192 + (2 + 1a + 0a^2)d1^160d2^192 + (2 + 1a + 4a^2)d1^161d2^192 + (3 + 3a + 1a^2)d1^162d2^192 + (1 + 3a + 2a^2)d1^163d2^192 + (1 + 0a + 0a^2)d1^164d2^192 + (1 + 4a + 1a^2)d1^165d2^192 + (4 + 3a + 4a^2)d1^166d2^192 + (1 + 1a + 2a^2)d1^167d2^192 + (2 + 0a + 2a^2)d1^168d2^192 + (1 + 0a + 1a^2)d1^169d2^192 + (3 + 0a + 0a^2)d1^170d2^192 + (3 + 1a + 0a^2)d1^171d2^192 + (2 + 0a + 2a^2)d1^172d2^192 + (4 + 1a + 4a^2)d1^173d2^192 + (2 + 1a + 1a^2)d1^174d2^192 + (2 + 4a + 4a^2)d1^175d2^192 + (0 + 4a + 4a^2)d1^176d2^192 + (4 + 1a + 4a^2)d1^177d2^192 + (1 + 4a + 2a^2)d1^178d2^192 + (1 + 4a + 2a^2)d1^179d2^192 + (4 + 0a + 3a^2)d1^180d2^192 + (4 + 1a + 0a^2)d1^181d2^192 + (0 + 4a + 2a^2)d1^182d2^192 + (1 + 3a + 4a^2)d1^183d2^192 + (4 + 2a + 0a^2)d1^184d2^192 + (3 + 2a + 2a^2)d1^185d2^192 + (3 + 2a + 0a^2)d1^186d2^192 + (2 + 4a + 4a^2)d1^187d2^192 + (4 + 3a + 0a^2)d1^188d2^192 + (3 + 1a + 2a^2)d1^189d2^192 + (2 + 1a + 1a^2)d1^190d2^192 + (0 + 3a + 3a^2)d1^191d2^192 + (0 + 2a + 2a^2)d1^192d2^192 + (1 + 4a + 2a^2)d1^193d2^192 + (3 + 4a + 4a^2)d1^194d2^192 + (1 + 3a + 4a^2)d1^195d2^192 + (2 + 0a + 1a^2)d1^196d2^192 + (0 + 2a + 0a^2)d1^197d2^192 + (0 + 2a + 0a^2)d1^198d2^192 + (3 + 1a + 4a^2)d1^199d2^192 + (3 + 4a + 4a^2)d1^200d2^192 + (4 + 0a + 2a^2)d1^201d2^192 + (2 + 0a + 4a^2)d1^202d2^192 + (3 + 3a + 4a^2)d1^203d2^192 + (0 + 4a + 2a^2)d1^204d2^192 + (1 + 3a + 1a^2)d1^205d2^192 + (2 + 4a + 4a^2)d1^206d2^192 + (0 + 2a + 3a^2)d1^207d2^192 + (1 + 0a + 4a^2)d1^208d2^192 + (0 + 4a + 4a^2)d1^209d2^192 + (3 + 2a + 1a^2)d1^210d2^192 + (0 + 1a + 3a^2)d1^211d2^192 + (2 + 3a + 4a^2)d1^212d2^192 + (2 + 1a + 4a^2)d1^213d2^192 + (3 + 0a + 0a^2)d1^214d2^192 + (1 + 3a + 4a^2)d1^215d2^192 + (4 + 0a + 3a^2)d1^216d2^192 + (1 + 0a + 2a^2)d1^217d2^192 + (0 + 0a + 3a^2)d1^218d2^192 + (0 + 3a + 2a^2)d1^219d2^192 + (1 + 4a + 3a^2)d1^220d2^192 + (3 + 1a + 1a^2)d1^221d2^192 + (1 + 4a + 1a^2)d1^222d2^192 + (0 + 1a + 4a^2)d1^223d2^192 + (2 + 0a + 2a^2)d1^224d2^192 + (1 + 3a + 1a^2)d1^225d2^192 + (3 + 3a + 4a^2)d1^226d2^192 + (1 + 4a + 2a^2)d1^227d2^192 + (4 + 1a + 0a^2)d1^228d2^192 + (4 + 4a + 0a^2)d1^229d2^192 + (2 + 0a + 2a^2)d1^230d2^192 + (0 + 1a + 0a^2)d1^231d2^192 + (1 + 4a + 4a^2)d1^232d2^192 + (1 + 2a + 0a^2)d1^233d2^192 + (1 + 3a + 2a^2)d1^234d2^192 + (1 + 2a + 0a^2)d1^235d2^192 + (1 + 2a + 4a^2)d1^236d2^192 + (2 + 1a + 4a^2)d1^237d2^192 + (1 + 0a + 0a^2)d1^238d2^192 + (4 + 0a + 3a^2)d1^239d2^192 + (1 + 4a + 3a^2)d1^240d2^192 + (0 + 1a + 0a^2)d1^241d2^192 + (3 + 0a + 3a^2)d1^242d2^192 + (1 + 4a + 3a^2)d1^243d2^192 + (0 + 1a + 0a^2)d1^244d2^192 + (4 + 3a + 0a^2)d1^245d2^192 + (0 + 0a + 2a^2)d1^246d2^192 + (0 + 3a + 1a^2)d1^247d2^192 + (2 + 2a + 1a^2)d1^248d2^192 + (1 + 2a + 0a^2)d1^249d2^192 + (4 + 1a + 4a^2)d1^250d2^192 + (1 + 2a + 1a^2)d1^251d2^192 + (2 + 4a + 3a^2)d1^252d2^192 + (2 + 4a + 1a^2)d1^253d2^192 + (1 + 4a + 1a^2)d1^254d2^192 + (2 + 1a + 1a^2)d1^255d2^192 + (2 + 2a + 1a^2)d1^256d2^192 + (0 + 3a + 2a^2)d1^257d2^192 + (0 + 2a + 0a^2)d1^258d2^192 + (3 + 1a + 0a^2)d1^259d2^192 + (2 + 0a + 2a^2)d1^260d2^192 + (2 + 4a + 2a^2)d1^261d2^192 + (0 + 2a + 4a^2)d1^262d2^192 + (1 + 4a + 1a^2)d1^263d2^192 + (1 + 2a + 0a^2)d1^264d2^192 + (3 + 4a + 4a^2)d1^265d2^192 + (2 + 2a + 1a^2)d1^266d2^192 + (1 + 4a + 4a^2)d1^267d2^192 + (0 + 1a + 1a^2)d1^268d2^192 + (2 + 1a + 3a^2)d1^269d2^192 + (2 + 0a + 4a^2)d1^270d2^192 + (1 + 2a + 1a^2)d1^271d2^192 + (0 + 0a + 4a^2)d1^272d2^192 + (2 + 2a + 2a^2)d1^273d2^192 + (0 + 1a + 4a^2)d1^274d2^192 + (2 + 3a + 3a^2)d1^275d2^192 + (4 + 1a + 2a^2)d1^276d2^192 + (2 + 3a + 1a^2)d1^277d2^192 + (3 + 2a + 2a^2)d1^278d2^192 + (0 + 0a + 4a^2)d1^279d2^192 + (2 + 0a + 0a^2)d1^280d2^192 + (1 + 3a + 3a^2)d1^281d2^192 + (1 + 2a + 3a^2)d1^282d2^192 + (3 + 2a + 0a^2)d1^283d2^192 + (4 + 0a + 1a^2)d1^284d2^192 + (4 + 0a + 3a^2)d1^285d2^192 + (3 + 3a + 3a^2)d1^286d2^192 + (3 + 4a + 4a^2)d1^287d2^192 + (4 + 3a + 0a^2)d1^288d2^192 + (2 + 3a + 2a^2)d1^289d2^192 + (1 + 4a + 3a^2)d1^290d2^192 + (1 + 4a + 0a^2)d1^291d2^192 + (0 + 0a + 3a^2)d1^292d2^192 + (0 + 1a + 1a^2)d1^293d2^192 + (4 + 4a + 2a^2)d2^193 + (0 + 1a + 4a^2)d1^1d2^193 + (4 + 1a + 3a^2)d1^2d2^193 + (1 + 3a + 1a^2)d1^3d2^193 + (3 + 1a + 2a^2)d1^4d2^193 + (4 + 4a + 1a^2)d1^5d2^193 + (3 + 1a + 3a^2)d1^6d2^193 + (0 + 4a + 2a^2)d1^7d2^193 + (1 + 4a + 4a^2)d1^8d2^193 + (1 + 0a + 3a^2)d1^9d2^193 + (4 + 0a + 2a^2)d1^10d2^193 + (4 + 4a + 0a^2)d1^11d2^193 + (2 + 3a + 4a^2)d1^12d2^193 + (0 + 4a + 4a^2)d1^13d2^193 + (4 + 0a + 4a^2)d1^14d2^193 + (4 + 1a + 4a^2)d1^15d2^193 + (1 + 1a + 0a^2)d1^16d2^193 + (0 + 4a + 2a^2)d1^17d2^193 + (2 + 4a + 4a^2)d1^18d2^193 + (3 + 3a + 3a^2)d1^19d2^193 + (1 + 2a + 2a^2)d1^20d2^193 + (0 + 0a + 4a^2)d1^21d2^193 + (1 + 3a + 0a^2)d1^22d2^193 + (3 + 1a + 2a^2)d1^23d2^193 + (0 + 0a + 3a^2)d1^24d2^193 + (2 + 2a + 4a^2)d1^25d2^193 + (2 + 2a + 1a^2)d1^26d2^193 + (2 + 3a + 4a^2)d1^27d2^193 + (0 + 2a + 4a^2)d1^28d2^193 + (3 + 4a + 1a^2)d1^29d2^193 + (2 + 4a + 3a^2)d1^30d2^193 + (0 + 3a + 0a^2)d1^31d2^193 + (0 + 3a + 2a^2)d1^32d2^193 + (0 + 2a + 1a^2)d1^33d2^193 + (3 + 2a + 3a^2)d1^34d2^193 + (3 + 1a + 2a^2)d1^35d2^193 + (0 + 3a + 0a^2)d1^36d2^193 + (0 + 4a + 0a^2)d1^37d2^193 + (3 + 4a + 1a^2)d1^38d2^193 + (4 + 3a + 2a^2)d1^39d2^193 + (4 + 0a + 3a^2)d1^40d2^193 + (4 + 3a + 1a^2)d1^41d2^193 + (0 + 4a + 2a^2)d1^42d2^193 + (2 + 2a + 0a^2)d1^43d2^193 + (3 + 4a + 2a^2)d1^44d2^193 + (0 + 2a + 1a^2)d1^45d2^193 + (3 + 3a + 3a^2)d1^46d2^193 + (0 + 3a + 1a^2)d1^47d2^193 + (3 + 2a + 1a^2)d1^48d2^193 + (1 + 0a + 3a^2)d1^49d2^193 + (2 + 0a + 1a^2)d1^50d2^193 + (2 + 1a + 1a^2)d1^51d2^193 + (1 + 3a + 4a^2)d1^52d2^193 + (1 + 4a + 2a^2)d1^53d2^193 + (0 + 0a + 1a^2)d1^54d2^193 + (1 + 4a + 4a^2)d1^55d2^193 + (0 + 1a + 3a^2)d1^56d2^193 + (4 + 3a + 4a^2)d1^57d2^193 + (2 + 3a + 3a^2)d1^58d2^193 + (2 + 4a + 3a^2)d1^59d2^193 + (0 + 0a + 3a^2)d1^60d2^193 + (3 + 3a + 1a^2)d1^61d2^193 + (2 + 1a + 0a^2)d1^62d2^193 + (4 + 0a + 4a^2)d1^63d2^193 + (0 + 0a + 1a^2)d1^64d2^193 + (1 + 0a + 2a^2)d1^65d2^193 + (2 + 4a + 3a^2)d1^66d2^193 + (2 + 4a + 4a^2)d1^67d2^193 + (2 + 4a + 4a^2)d1^68d2^193 + (4 + 0a + 2a^2)d1^69d2^193 + (4 + 1a + 1a^2)d1^70d2^193 + (2 + 4a + 3a^2)d1^71d2^193 + (3 + 2a + 2a^2)d1^72d2^193 + (4 + 2a + 0a^2)d1^73d2^193 + (0 + 2a + 4a^2)d1^74d2^193 + (1 + 3a + 3a^2)d1^75d2^193 + (3 + 1a + 1a^2)d1^76d2^193 + (3 + 2a + 2a^2)d1^77d2^193 + (2 + 4a + 1a^2)d1^78d2^193 + (0 + 1a + 3a^2)d1^79d2^193 + (3 + 1a + 0a^2)d1^80d2^193 + (1 + 0a + 1a^2)d1^81d2^193 + (1 + 2a + 2a^2)d1^82d2^193 + (2 + 2a + 1a^2)d1^83d2^193 + (3 + 2a + 0a^2)d1^84d2^193 + (0 + 0a + 2a^2)d1^85d2^193 + (1 + 3a + 4a^2)d1^86d2^193 + (3 + 1a + 0a^2)d1^87d2^193 + (1 + 2a + 3a^2)d1^88d2^193 + (2 + 0a + 0a^2)d1^89d2^193 + (0 + 1a + 3a^2)d1^90d2^193 + (1 + 4a + 1a^2)d1^91d2^193 + (4 + 4a + 1a^2)d1^92d2^193 + (3 + 0a + 1a^2)d1^93d2^193 + (3 + 0a + 0a^2)d1^94d2^193 + (1 + 1a + 4a^2)d1^95d2^193 + (2 + 1a + 4a^2)d1^96d2^193 + (0 + 3a + 1a^2)d1^97d2^193 + (1 + 1a + 2a^2)d1^98d2^193 + (3 + 3a + 0a^2)d1^99d2^193 + (3 + 1a + 4a^2)d1^100d2^193 + (1 + 1a + 3a^2)d1^101d2^193 + (4 + 0a + 1a^2)d1^102d2^193 + (3 + 0a + 0a^2)d1^103d2^193 + (0 + 2a + 0a^2)d1^104d2^193 + (2 + 2a + 0a^2)d1^105d2^193 + (1 + 4a + 3a^2)d1^106d2^193 + (2 + 0a + 3a^2)d1^107d2^193 + (3 + 4a + 4a^2)d1^108d2^193 + (0 + 4a + 3a^2)d1^109d2^193 + (1 + 0a + 0a^2)d1^110d2^193 + (3 + 2a + 1a^2)d1^111d2^193 + (2 + 1a + 0a^2)d1^112d2^193 + (1 + 2a + 0a^2)d1^113d2^193 + (2 + 0a + 0a^2)d1^114d2^193 + (2 + 2a + 1a^2)d1^115d2^193 + (1 + 1a + 1a^2)d1^116d2^193 + (3 + 4a + 1a^2)d1^117d2^193 + (1 + 4a + 2a^2)d1^118d2^193 + (3 + 1a + 3a^2)d1^119d2^193 + (1 + 0a + 0a^2)d1^120d2^193 + (2 + 4a + 2a^2)d1^121d2^193 + (4 + 2a + 0a^2)d1^122d2^193 + (4 + 4a + 3a^2)d1^123d2^193 + (0 + 2a + 2a^2)d1^124d2^193 + (3 + 2a + 4a^2)d1^125d2^193 + (0 + 0a + 4a^2)d1^126d2^193 + (3 + 2a + 1a^2)d1^127d2^193 + (1 + 0a + 0a^2)d1^128d2^193 + (2 + 3a + 3a^2)d1^129d2^193 + (3 + 2a + 1a^2)d1^130d2^193 + (0 + 0a + 2a^2)d1^131d2^193 + (2 + 3a + 2a^2)d1^132d2^193 + (1 + 4a + 4a^2)d1^133d2^193 + (1 + 2a + 3a^2)d1^134d2^193 + (4 + 2a + 0a^2)d1^135d2^193 + (3 + 3a + 2a^2)d1^136d2^193 + (3 + 1a + 3a^2)d1^137d2^193 + (1 + 1a + 4a^2)d1^138d2^193 + (0 + 3a + 1a^2)d1^139d2^193 + (0 + 1a + 0a^2)d1^140d2^193 + (1 + 0a + 0a^2)d1^141d2^193 + (2 + 0a + 2a^2)d1^142d2^193 + (1 + 3a + 0a^2)d1^143d2^193 + (4 + 4a + 4a^2)d1^144d2^193 + (4 + 2a + 4a^2)d1^145d2^193 + (0 + 2a + 1a^2)d1^146d2^193 + (3 + 0a + 3a^2)d1^147d2^193 + (2 + 4a + 3a^2)d1^148d2^193 + (4 + 3a + 3a^2)d1^149d2^193 + (2 + 4a + 0a^2)d1^150d2^193 + (4 + 3a + 1a^2)d1^151d2^193 + (4 + 1a + 0a^2)d1^152d2^193 + (4 + 3a + 2a^2)d1^153d2^193 + (1 + 1a + 0a^2)d1^154d2^193 + (3 + 4a + 2a^2)d1^155d2^193 + (0 + 1a + 4a^2)d1^156d2^193 + (4 + 4a + 4a^2)d1^157d2^193 + (4 + 0a + 2a^2)d1^158d2^193 + (4 + 0a + 4a^2)d1^159d2^193 + (3 + 1a + 3a^2)d1^160d2^193 + (0 + 4a + 1a^2)d1^161d2^193 + (3 + 4a + 0a^2)d1^162d2^193 + (4 + 1a + 1a^2)d1^163d2^193 + (1 + 2a + 1a^2)d1^164d2^193 + (3 + 4a + 3a^2)d1^165d2^193 + (2 + 1a + 4a^2)d1^166d2^193 + (0 + 1a + 3a^2)d1^167d2^193 + (2 + 2a + 3a^2)d1^168d2^193 + (0 + 0a + 4a^2)d1^169d2^193 + (3 + 0a + 3a^2)d1^170d2^193 + (0 + 1a + 1a^2)d1^171d2^193 + (0 + 4a + 1a^2)d1^172d2^193 + (1 + 3a + 3a^2)d1^173d2^193 + (1 + 1a + 3a^2)d1^174d2^193 + (4 + 3a + 1a^2)d1^175d2^193 + (4 + 0a + 2a^2)d1^176d2^193 + (4 + 4a + 2a^2)d1^177d2^193 + (2 + 2a + 1a^2)d1^178d2^193 + (0 + 0a + 3a^2)d1^179d2^193 + (4 + 1a + 0a^2)d1^180d2^193 + (3 + 0a + 4a^2)d1^181d2^193 + (2 + 2a + 0a^2)d1^182d2^193 + (3 + 2a + 4a^2)d1^183d2^193 + (3 + 4a + 3a^2)d1^184d2^193 + (0 + 2a + 3a^2)d1^185d2^193 + (0 + 4a + 0a^2)d1^186d2^193 + (1 + 2a + 3a^2)d1^187d2^193 + (4 + 3a + 2a^2)d1^188d2^193 + (2 + 0a + 3a^2)d1^189d2^193 + (0 + 3a + 4a^2)d1^190d2^193 + (1 + 4a + 1a^2)d1^191d2^193 + (3 + 4a + 3a^2)d1^192d2^193 + (0 + 4a + 4a^2)d1^193d2^193 + (3 + 3a + 3a^2)d1^194d2^193 + (1 + 1a + 2a^2)d1^195d2^193 + (1 + 0a + 4a^2)d1^196d2^193 + (1 + 2a + 2a^2)d1^197d2^193 + (1 + 0a + 4a^2)d1^198d2^193 + (4 + 0a + 3a^2)d1^199d2^193 + (2 + 2a + 0a^2)d1^202d2^193 + (3 + 3a + 0a^2)d1^203d2^193 + (2 + 1a + 1a^2)d1^204d2^193 + (2 + 2a + 0a^2)d1^205d2^193 + (0 + 3a + 1a^2)d1^206d2^193 + (1 + 0a + 4a^2)d1^207d2^193 + (1 + 2a + 0a^2)d1^208d2^193 + (1 + 0a + 1a^2)d1^209d2^193 + (0 + 0a + 2a^2)d1^210d2^193 + (4 + 2a + 1a^2)d1^211d2^193 + (3 + 1a + 0a^2)d1^212d2^193 + (1 + 2a + 1a^2)d1^213d2^193 + (4 + 0a + 3a^2)d1^214d2^193 + (3 + 0a + 4a^2)d1^215d2^193 + (1 + 2a + 3a^2)d1^216d2^193 + (2 + 0a + 4a^2)d1^217d2^193 + (3 + 4a + 0a^2)d1^218d2^193 + (1 + 2a + 0a^2)d1^219d2^193 + (2 + 2a + 1a^2)d1^220d2^193 + (1 + 0a + 2a^2)d1^221d2^193 + (2 + 2a + 3a^2)d1^222d2^193 + (3 + 4a + 3a^2)d1^223d2^193 + (1 + 1a + 4a^2)d1^224d2^193 + (0 + 0a + 1a^2)d1^225d2^193 + (0 + 4a + 1a^2)d1^226d2^193 + (3 + 3a + 2a^2)d1^227d2^193 + (1 + 0a + 3a^2)d1^228d2^193 + (1 + 4a + 2a^2)d1^229d2^193 + (3 + 2a + 0a^2)d1^230d2^193 + (3 + 4a + 0a^2)d1^231d2^193 + (3 + 3a + 1a^2)d1^232d2^193 + (4 + 1a + 1a^2)d1^233d2^193 + (1 + 0a + 2a^2)d1^234d2^193 + (3 + 1a + 0a^2)d1^235d2^193 + (1 + 1a + 2a^2)d1^236d2^193 + (3 + 4a + 4a^2)d1^237d2^193 + (3 + 4a + 1a^2)d1^238d2^193 + (4 + 0a + 2a^2)d1^239d2^193 + (2 + 0a + 4a^2)d1^240d2^193 + (2 + 0a + 1a^2)d1^241d2^193 + (3 + 4a + 2a^2)d1^242d2^193 + (2 + 0a + 4a^2)d1^243d2^193 + (2 + 0a + 2a^2)d1^244d2^193 + (2 + 4a + 4a^2)d1^245d2^193 + (2 + 3a + 1a^2)d1^246d2^193 + (4 + 1a + 0a^2)d1^247d2^193 + (1 + 1a + 3a^2)d1^248d2^193 + (2 + 0a + 3a^2)d1^249d2^193 + (1 + 3a + 0a^2)d1^250d2^193 + (2 + 0a + 1a^2)d1^251d2^193 + (3 + 0a + 3a^2)d1^252d2^193 + (1 + 3a + 0a^2)d1^253d2^193 + (4 + 1a + 3a^2)d1^254d2^193 + (4 + 1a + 1a^2)d1^255d2^193 + (2 + 4a + 1a^2)d1^256d2^193 + (1 + 1a + 0a^2)d1^257d2^193 + (2 + 2a + 0a^2)d1^258d2^193 + (0 + 4a + 2a^2)d1^259d2^193 + (2 + 3a + 1a^2)d1^260d2^193 + (1 + 4a + 4a^2)d1^261d2^193 + (2 + 1a + 0a^2)d1^262d2^193 + (3 + 1a + 0a^2)d1^263d2^193 + (0 + 2a + 2a^2)d1^264d2^193 + (0 + 1a + 4a^2)d1^265d2^193 + (2 + 0a + 4a^2)d1^266d2^193 + (2 + 3a + 2a^2)d1^267d2^193 + (3 + 3a + 4a^2)d1^268d2^193 + (1 + 1a + 2a^2)d1^269d2^193 + (1 + 3a + 3a^2)d1^270d2^193 + (0 + 4a + 3a^2)d1^271d2^193 + (2 + 1a + 1a^2)d1^272d2^193 + (1 + 3a + 3a^2)d1^273d2^193 + (1 + 3a + 1a^2)d1^274d2^193 + (0 + 4a + 4a^2)d1^275d2^193 + (0 + 3a + 3a^2)d1^276d2^193 + (3 + 4a + 3a^2)d1^277d2^193 + (2 + 3a + 4a^2)d1^278d2^193 + (3 + 1a + 2a^2)d1^279d2^193 + (1 + 2a + 2a^2)d1^280d2^193 + (1 + 4a + 0a^2)d1^281d2^193 + (0 + 3a + 0a^2)d1^282d2^193 + (4 + 0a + 4a^2)d1^283d2^193 + (0 + 4a + 0a^2)d1^284d2^193 + (3 + 1a + 0a^2)d1^285d2^193 + (1 + 4a + 1a^2)d1^286d2^193 + (2 + 0a + 2a^2)d1^287d2^193 + (3 + 3a + 3a^2)d1^288d2^193 + (4 + 3a + 1a^2)d1^289d2^193 + (1 + 1a + 4a^2)d1^290d2^193 + (1 + 1a + 1a^2)d1^291d2^193 + (2 + 0a + 3a^2)d1^292d2^193 + (3 + 3a + 3a^2)d1^293d2^193 + (0 + 0a + 2a^2)d2^194 + (3 + 0a + 0a^2)d1^1d2^194 + (4 + 4a + 1a^2)d1^2d2^194 + (2 + 0a + 1a^2)d1^3d2^194 + (3 + 4a + 4a^2)d1^4d2^194 + (2 + 3a + 0a^2)d1^5d2^194 + (2 + 3a + 4a^2)d1^6d2^194 + (4 + 4a + 0a^2)d1^7d2^194 + (2 + 3a + 3a^2)d1^8d2^194 + (1 + 2a + 4a^2)d1^9d2^194 + (1 + 4a + 2a^2)d1^10d2^194 + (1 + 3a + 3a^2)d1^11d2^194 + (2 + 1a + 3a^2)d1^12d2^194 + (3 + 3a + 0a^2)d1^13d2^194 + (0 + 0a + 3a^2)d1^14d2^194 + (3 + 3a + 2a^2)d1^15d2^194 + (3 + 1a + 1a^2)d1^16d2^194 + (1 + 0a + 3a^2)d1^17d2^194 + (3 + 0a + 0a^2)d1^18d2^194 + (4 + 0a + 2a^2)d1^19d2^194 + (3 + 4a + 2a^2)d1^20d2^194 + (1 + 4a + 3a^2)d1^21d2^194 + (4 + 3a + 0a^2)d1^22d2^194 + (3 + 4a + 4a^2)d1^23d2^194 + (0 + 1a + 0a^2)d1^24d2^194 + (0 + 1a + 2a^2)d1^25d2^194 + (3 + 3a + 1a^2)d1^26d2^194 + (0 + 3a + 0a^2)d1^27d2^194 + (3 + 0a + 4a^2)d1^28d2^194 + (4 + 3a + 2a^2)d1^29d2^194 + (0 + 4a + 0a^2)d1^30d2^194 + (2 + 1a + 1a^2)d1^31d2^194 + (0 + 4a + 0a^2)d1^32d2^194 + (0 + 4a + 2a^2)d1^33d2^194 + (4 + 3a + 2a^2)d1^34d2^194 + (1 + 1a + 3a^2)d1^35d2^194 + (3 + 2a + 0a^2)d1^36d2^194 + (4 + 1a + 2a^2)d1^37d2^194 + (4 + 4a + 4a^2)d1^38d2^194 + (0 + 3a + 3a^2)d1^39d2^194 + (4 + 2a + 4a^2)d1^40d2^194 + (4 + 3a + 3a^2)d1^41d2^194 + (4 + 4a + 4a^2)d1^42d2^194 + (1 + 0a + 3a^2)d1^43d2^194 + (1 + 0a + 1a^2)d1^44d2^194 + (4 + 4a + 1a^2)d1^45d2^194 + (1 + 2a + 4a^2)d1^46d2^194 + (3 + 0a + 2a^2)d1^47d2^194 + (3 + 4a + 3a^2)d1^48d2^194 + (3 + 0a + 3a^2)d1^49d2^194 + (0 + 3a + 0a^2)d1^50d2^194 + (1 + 3a + 3a^2)d1^51d2^194 + (1 + 3a + 2a^2)d1^52d2^194 + (4 + 2a + 0a^2)d1^53d2^194 + (0 + 2a + 2a^2)d1^54d2^194 + (2 + 4a + 1a^2)d1^55d2^194 + (1 + 4a + 2a^2)d1^56d2^194 + (3 + 4a + 3a^2)d1^57d2^194 + (3 + 3a + 1a^2)d1^58d2^194 + (2 + 4a + 4a^2)d1^59d2^194 + (3 + 3a + 2a^2)d1^60d2^194 + (2 + 3a + 2a^2)d1^61d2^194 + (1 + 1a + 4a^2)d1^62d2^194 + (0 + 4a + 0a^2)d1^63d2^194 + (4 + 1a + 3a^2)d1^64d2^194 + (0 + 0a + 1a^2)d1^65d2^194 + (0 + 0a + 4a^2)d1^66d2^194 + (0 + 0a + 3a^2)d1^67d2^194 + (3 + 1a + 2a^2)d1^68d2^194 + (3 + 4a + 1a^2)d1^69d2^194 + (1 + 4a + 4a^2)d1^70d2^194 + (1 + 3a + 0a^2)d1^71d2^194 + (2 + 1a + 2a^2)d1^72d2^194 + (2 + 0a + 4a^2)d1^73d2^194 + (1 + 3a + 4a^2)d1^74d2^194 + (2 + 2a + 4a^2)d1^75d2^194 + (4 + 2a + 1a^2)d1^76d2^194 + (0 + 4a + 0a^2)d1^77d2^194 + (4 + 2a + 3a^2)d1^78d2^194 + (1 + 1a + 1a^2)d1^79d2^194 + (1 + 4a + 1a^2)d1^80d2^194 + (0 + 1a + 3a^2)d1^81d2^194 + (3 + 4a + 1a^2)d1^82d2^194 + (4 + 1a + 4a^2)d1^83d2^194 + (0 + 3a + 1a^2)d1^84d2^194 + (3 + 1a + 1a^2)d1^85d2^194 + (1 + 1a + 0a^2)d1^86d2^194 + (2 + 4a + 0a^2)d1^88d2^194 + (0 + 1a + 0a^2)d1^89d2^194 + (0 + 1a + 0a^2)d1^90d2^194 + (0 + 2a + 1a^2)d1^91d2^194 + (3 + 0a + 0a^2)d1^92d2^194 + (1 + 0a + 4a^2)d1^93d2^194 + (4 + 3a + 0a^2)d1^94d2^194 + (1 + 0a + 0a^2)d1^95d2^194 + (3 + 1a + 0a^2)d1^96d2^194 + (3 + 3a + 1a^2)d1^97d2^194 + (3 + 4a + 1a^2)d1^98d2^194 + (4 + 4a + 3a^2)d1^99d2^194 + (4 + 2a + 3a^2)d1^100d2^194 + (3 + 0a + 4a^2)d1^101d2^194 + (1 + 2a + 3a^2)d1^102d2^194 + (1 + 1a + 3a^2)d1^103d2^194 + (0 + 1a + 3a^2)d1^104d2^194 + (1 + 1a + 1a^2)d1^105d2^194 + (2 + 3a + 1a^2)d1^106d2^194 + (4 + 2a + 4a^2)d1^107d2^194 + (0 + 3a + 1a^2)d1^108d2^194 + (1 + 4a + 0a^2)d1^109d2^194 + (1 + 1a + 2a^2)d1^110d2^194 + (4 + 1a + 2a^2)d1^111d2^194 + (4 + 4a + 1a^2)d1^112d2^194 + (2 + 1a + 0a^2)d1^113d2^194 + (1 + 3a + 0a^2)d1^114d2^194 + (0 + 3a + 1a^2)d1^116d2^194 + (1 + 2a + 2a^2)d1^117d2^194 + (4 + 1a + 2a^2)d1^118d2^194 + (1 + 3a + 4a^2)d1^119d2^194 + (2 + 4a + 2a^2)d1^120d2^194 + (4 + 2a + 1a^2)d1^121d2^194 + (0 + 4a + 3a^2)d1^122d2^194 + (4 + 2a + 4a^2)d1^123d2^194 + (3 + 2a + 3a^2)d1^124d2^194 + (3 + 4a + 2a^2)d1^125d2^194 + (1 + 1a + 4a^2)d1^126d2^194 + (2 + 3a + 2a^2)d1^127d2^194 + (1 + 4a + 0a^2)d1^128d2^194 + (3 + 3a + 0a^2)d1^129d2^194 + (3 + 4a + 1a^2)d1^130d2^194 + (0 + 4a + 3a^2)d1^131d2^194 + (1 + 2a + 2a^2)d1^132d2^194 + (2 + 4a + 0a^2)d1^133d2^194 + (3 + 2a + 4a^2)d1^134d2^194 + (2 + 3a + 0a^2)d1^135d2^194 + (0 + 4a + 2a^2)d1^136d2^194 + (1 + 0a + 2a^2)d1^137d2^194 + (0 + 0a + 3a^2)d1^138d2^194 + (3 + 2a + 2a^2)d1^139d2^194 + (2 + 3a + 4a^2)d1^140d2^194 + (0 + 2a + 2a^2)d1^141d2^194 + (4 + 2a + 2a^2)d1^142d2^194 + (4 + 3a + 3a^2)d1^143d2^194 + (3 + 3a + 1a^2)d1^144d2^194 + (1 + 3a + 2a^2)d1^145d2^194 + (1 + 4a + 0a^2)d1^146d2^194 + (3 + 0a + 2a^2)d1^147d2^194 + (1 + 2a + 0a^2)d1^148d2^194 + (2 + 0a + 1a^2)d1^149d2^194 + (3 + 2a + 4a^2)d1^150d2^194 + (1 + 3a + 2a^2)d1^151d2^194 + (0 + 1a + 4a^2)d1^152d2^194 + (4 + 0a + 2a^2)d1^153d2^194 + (4 + 3a + 2a^2)d1^154d2^194 + (2 + 2a + 0a^2)d1^155d2^194 + (0 + 3a + 1a^2)d1^156d2^194 + (0 + 2a + 1a^2)d1^157d2^194 + (0 + 3a + 0a^2)d1^158d2^194 + (3 + 1a + 4a^2)d1^159d2^194 + (4 + 0a + 1a^2)d1^160d2^194 + (2 + 0a + 3a^2)d1^161d2^194 + (4 + 3a + 3a^2)d1^162d2^194 + (0 + 4a + 4a^2)d1^163d2^194 + (3 + 0a + 1a^2)d1^164d2^194 + (3 + 0a + 4a^2)d1^165d2^194 + (4 + 1a + 2a^2)d1^166d2^194 + (2 + 2a + 2a^2)d1^167d2^194 + (1 + 1a + 1a^2)d1^168d2^194 + (2 + 4a + 2a^2)d1^169d2^194 + (0 + 4a + 4a^2)d1^170d2^194 + (4 + 4a + 2a^2)d1^171d2^194 + (2 + 4a + 0a^2)d1^172d2^194 + (4 + 3a + 4a^2)d1^173d2^194 + (4 + 2a + 2a^2)d1^174d2^194 + (1 + 1a + 4a^2)d1^175d2^194 + (2 + 0a + 2a^2)d1^176d2^194 + (4 + 3a + 0a^2)d1^177d2^194 + (0 + 2a + 4a^2)d1^178d2^194 + (1 + 2a + 2a^2)d1^179d2^194 + (1 + 0a + 2a^2)d1^180d2^194 + (4 + 0a + 1a^2)d1^181d2^194 + (3 + 1a + 3a^2)d1^182d2^194 + (2 + 3a + 3a^2)d1^183d2^194 + (3 + 1a + 0a^2)d1^184d2^194 + (1 + 4a + 3a^2)d1^185d2^194 + (0 + 1a + 2a^2)d1^186d2^194 + (3 + 1a + 1a^2)d1^187d2^194 + (3 + 2a + 1a^2)d1^188d2^194 + (2 + 3a + 4a^2)d1^189d2^194 + (0 + 4a + 3a^2)d1^190d2^194 + (4 + 2a + 0a^2)d1^191d2^194 + (2 + 2a + 1a^2)d1^192d2^194 + (0 + 1a + 1a^2)d1^193d2^194 + (4 + 3a + 2a^2)d1^194d2^194 + (1 + 4a + 3a^2)d1^195d2^194 + (1 + 0a + 2a^2)d1^196d2^194 + (4 + 0a + 0a^2)d1^197d2^194 + (1 + 3a + 2a^2)d1^198d2^194 + (4 + 0a + 1a^2)d1^199d2^194 + (4 + 2a + 0a^2)d1^200d2^194 + (1 + 2a + 4a^2)d1^201d2^194 + (4 + 3a + 4a^2)d1^202d2^194 + (0 + 1a + 0a^2)d1^203d2^194 + (1 + 0a + 0a^2)d1^204d2^194 + (2 + 4a + 0a^2)d1^205d2^194 + (2 + 2a + 3a^2)d1^206d2^194 + (3 + 0a + 3a^2)d1^207d2^194 + (0 + 1a + 3a^2)d1^208d2^194 + (3 + 1a + 0a^2)d1^209d2^194 + (4 + 2a + 2a^2)d1^210d2^194 + (0 + 3a + 3a^2)d1^211d2^194 + (1 + 4a + 2a^2)d1^212d2^194 + (2 + 1a + 0a^2)d1^213d2^194 + (2 + 4a + 4a^2)d1^214d2^194 + (3 + 2a + 4a^2)d1^215d2^194 + (3 + 0a + 2a^2)d1^216d2^194 + (2 + 0a + 2a^2)d1^217d2^194 + (3 + 0a + 2a^2)d1^218d2^194 + (1 + 4a + 0a^2)d1^219d2^194 + (2 + 0a + 1a^2)d1^220d2^194 + (3 + 4a + 2a^2)d1^221d2^194 + (3 + 3a + 2a^2)d1^222d2^194 + (1 + 2a + 4a^2)d1^223d2^194 + (2 + 1a + 1a^2)d1^224d2^194 + (1 + 2a + 2a^2)d1^225d2^194 + (1 + 0a + 2a^2)d1^226d2^194 + (1 + 2a + 1a^2)d1^227d2^194 + (4 + 2a + 4a^2)d1^228d2^194 + (2 + 0a + 3a^2)d1^229d2^194 + (0 + 1a + 3a^2)d1^230d2^194 + (2 + 3a + 4a^2)d1^231d2^194 + (0 + 0a + 4a^2)d1^232d2^194 + (0 + 1a + 4a^2)d1^233d2^194 + (3 + 3a + 4a^2)d1^234d2^194 + (4 + 1a + 2a^2)d1^235d2^194 + (3 + 0a + 1a^2)d1^236d2^194 + (1 + 3a + 4a^2)d1^237d2^194 + (1 + 2a + 1a^2)d1^238d2^194 + (3 + 4a + 2a^2)d1^239d2^194 + (1 + 0a + 4a^2)d1^240d2^194 + (4 + 0a + 3a^2)d1^241d2^194 + (3 + 2a + 1a^2)d1^242d2^194 + (4 + 0a + 0a^2)d1^243d2^194 + (1 + 0a + 4a^2)d1^244d2^194 + (0 + 1a + 1a^2)d1^245d2^194 + (2 + 1a + 3a^2)d1^246d2^194 + (4 + 2a + 4a^2)d1^247d2^194 + (1 + 3a + 3a^2)d1^248d2^194 + (2 + 0a + 1a^2)d1^249d2^194 + (4 + 0a + 0a^2)d1^250d2^194 + (4 + 2a + 4a^2)d1^251d2^194 + (2 + 4a + 1a^2)d1^252d2^194 + (2 + 2a + 4a^2)d1^253d2^194 + (1 + 1a + 2a^2)d1^254d2^194 + (4 + 1a + 1a^2)d1^255d2^194 + (1 + 3a + 3a^2)d1^256d2^194 + (2 + 1a + 0a^2)d1^257d2^194 + (0 + 3a + 3a^2)d1^258d2^194 + (2 + 4a + 3a^2)d1^259d2^194 + (2 + 4a + 3a^2)d1^260d2^194 + (0 + 2a + 0a^2)d1^261d2^194 + (2 + 4a + 1a^2)d1^262d2^194 + (0 + 4a + 0a^2)d1^263d2^194 + (4 + 2a + 0a^2)d1^264d2^194 + (1 + 2a + 2a^2)d1^265d2^194 + (0 + 3a + 2a^2)d1^266d2^194 + (1 + 0a + 1a^2)d1^267d2^194 + (1 + 1a + 2a^2)d1^268d2^194 + (4 + 4a + 4a^2)d1^269d2^194 + (1 + 4a + 2a^2)d1^270d2^194 + (0 + 3a + 1a^2)d1^271d2^194 + (1 + 3a + 2a^2)d1^272d2^194 + (3 + 2a + 4a^2)d1^273d2^194 + (2 + 2a + 1a^2)d1^274d2^194 + (2 + 4a + 3a^2)d1^275d2^194 + (1 + 1a + 3a^2)d1^276d2^194 + (4 + 1a + 1a^2)d1^277d2^194 + (3 + 4a + 3a^2)d1^278d2^194 + (3 + 0a + 3a^2)d1^279d2^194 + (3 + 0a + 4a^2)d1^280d2^194 + (4 + 1a + 4a^2)d1^281d2^194 + (1 + 2a + 0a^2)d1^282d2^194 + (1 + 1a + 0a^2)d1^283d2^194 + (3 + 3a + 2a^2)d1^284d2^194 + (2 + 0a + 4a^2)d1^285d2^194 + (2 + 1a + 2a^2)d1^286d2^194 + (0 + 1a + 2a^2)d1^287d2^194 + (2 + 1a + 2a^2)d1^288d2^194 + (1 + 1a + 4a^2)d1^289d2^194 + (2 + 3a + 3a^2)d1^290d2^194 + (2 + 3a + 0a^2)d1^291d2^194 + (3 + 1a + 3a^2)d1^292d2^194 + (2 + 2a + 4a^2)d1^293d2^194 + (0 + 4a + 0a^2)d2^195 + (4 + 2a + 3a^2)d1^1d2^195 + (3 + 3a + 0a^2)d1^2d2^195 + (4 + 4a + 1a^2)d1^3d2^195 + (1 + 0a + 0a^2)d1^4d2^195 + (3 + 0a + 1a^2)d1^5d2^195 + (3 + 4a + 3a^2)d1^6d2^195 + (4 + 0a + 1a^2)d1^7d2^195 + (1 + 4a + 2a^2)d1^8d2^195 + (2 + 4a + 4a^2)d1^9d2^195 + (3 + 4a + 2a^2)d1^10d2^195 + (1 + 1a + 0a^2)d1^11d2^195 + (3 + 3a + 0a^2)d1^12d2^195 + (0 + 4a + 1a^2)d1^13d2^195 + (4 + 0a + 4a^2)d1^14d2^195 + (1 + 0a + 2a^2)d1^15d2^195 + (3 + 3a + 1a^2)d1^16d2^195 + (2 + 0a + 1a^2)d1^17d2^195 + (4 + 0a + 4a^2)d1^18d2^195 + (2 + 1a + 4a^2)d1^19d2^195 + (3 + 4a + 3a^2)d1^20d2^195 + (1 + 0a + 2a^2)d1^21d2^195 + (4 + 1a + 0a^2)d1^22d2^195 + (0 + 3a + 2a^2)d1^23d2^195 + (1 + 3a + 0a^2)d1^24d2^195 + (4 + 3a + 2a^2)d1^25d2^195 + (0 + 1a + 4a^2)d1^26d2^195 + (1 + 2a + 2a^2)d1^27d2^195 + (4 + 0a + 1a^2)d1^28d2^195 + (4 + 0a + 4a^2)d1^29d2^195 + (3 + 3a + 4a^2)d1^30d2^195 + (0 + 0a + 1a^2)d1^31d2^195 + (0 + 2a + 3a^2)d1^32d2^195 + (2 + 0a + 4a^2)d1^33d2^195 + (4 + 3a + 3a^2)d1^34d2^195 + (2 + 0a + 0a^2)d1^35d2^195 + (3 + 4a + 3a^2)d1^36d2^195 + (2 + 2a + 1a^2)d1^37d2^195 + (3 + 0a + 2a^2)d1^39d2^195 + (3 + 1a + 0a^2)d1^40d2^195 + (3 + 4a + 1a^2)d1^41d2^195 + (2 + 3a + 0a^2)d1^42d2^195 + (2 + 1a + 0a^2)d1^43d2^195 + (4 + 1a + 1a^2)d1^44d2^195 + (4 + 1a + 2a^2)d1^45d2^195 + (4 + 0a + 2a^2)d1^46d2^195 + (0 + 2a + 1a^2)d1^47d2^195 + (3 + 4a + 0a^2)d1^48d2^195 + (0 + 1a + 2a^2)d1^49d2^195 + (4 + 1a + 1a^2)d1^50d2^195 + (4 + 4a + 4a^2)d1^51d2^195 + (0 + 0a + 3a^2)d1^52d2^195 + (1 + 0a + 4a^2)d1^53d2^195 + (3 + 2a + 1a^2)d1^54d2^195 + (1 + 2a + 1a^2)d1^55d2^195 + (1 + 2a + 1a^2)d1^56d2^195 + (4 + 0a + 3a^2)d1^57d2^195 + (2 + 0a + 1a^2)d1^58d2^195 + (1 + 2a + 1a^2)d1^59d2^195 + (3 + 3a + 1a^2)d1^60d2^195 + (4 + 2a + 3a^2)d1^61d2^195 + (4 + 3a + 3a^2)d1^62d2^195 + (4 + 3a + 3a^2)d1^63d2^195 + (1 + 2a + 2a^2)d1^64d2^195 + (3 + 4a + 2a^2)d1^65d2^195 + (2 + 1a + 2a^2)d1^66d2^195 + (4 + 2a + 4a^2)d1^67d2^195 + (4 + 0a + 0a^2)d1^68d2^195 + (0 + 1a + 2a^2)d1^69d2^195 + (1 + 2a + 4a^2)d1^70d2^195 + (2 + 2a + 1a^2)d1^71d2^195 + (1 + 0a + 0a^2)d1^72d2^195 + (3 + 0a + 4a^2)d1^74d2^195 + (3 + 3a + 3a^2)d1^75d2^195 + (4 + 2a + 3a^2)d1^76d2^195 + (4 + 2a + 1a^2)d1^77d2^195 + (2 + 4a + 3a^2)d1^78d2^195 + (2 + 4a + 3a^2)d1^79d2^195 + (2 + 0a + 4a^2)d1^80d2^195 + (4 + 3a + 2a^2)d1^81d2^195 + (4 + 0a + 2a^2)d1^82d2^195 + (3 + 4a + 4a^2)d1^83d2^195 + (2 + 2a + 3a^2)d1^84d2^195 + (1 + 0a + 2a^2)d1^85d2^195 + (0 + 1a + 0a^2)d1^86d2^195 + (1 + 3a + 2a^2)d1^87d2^195 + (3 + 2a + 3a^2)d1^88d2^195 + (2 + 4a + 2a^2)d1^89d2^195 + (2 + 2a + 3a^2)d1^90d2^195 + (4 + 3a + 3a^2)d1^91d2^195 + (0 + 2a + 4a^2)d1^92d2^195 + (3 + 1a + 0a^2)d1^93d2^195 + (2 + 3a + 1a^2)d1^94d2^195 + (4 + 0a + 2a^2)d1^95d2^195 + (4 + 1a + 1a^2)d1^96d2^195 + (0 + 0a + 3a^2)d1^97d2^195 + (0 + 1a + 1a^2)d1^98d2^195 + (4 + 3a + 0a^2)d1^99d2^195 + (2 + 0a + 2a^2)d1^100d2^195 + (3 + 3a + 1a^2)d1^101d2^195 + (1 + 3a + 2a^2)d1^102d2^195 + (1 + 0a + 3a^2)d1^103d2^195 + (2 + 3a + 4a^2)d1^104d2^195 + (0 + 4a + 4a^2)d1^105d2^195 + (1 + 2a + 4a^2)d1^106d2^195 + (0 + 3a + 1a^2)d1^107d2^195 + (3 + 0a + 3a^2)d1^108d2^195 + (3 + 4a + 2a^2)d1^109d2^195 + (0 + 4a + 1a^2)d1^110d2^195 + (4 + 4a + 3a^2)d1^112d2^195 + (4 + 2a + 1a^2)d1^113d2^195 + (3 + 0a + 1a^2)d1^114d2^195 + (4 + 0a + 3a^2)d1^115d2^195 + (3 + 3a + 3a^2)d1^116d2^195 + (1 + 1a + 0a^2)d1^117d2^195 + (4 + 4a + 2a^2)d1^118d2^195 + (0 + 1a + 4a^2)d1^119d2^195 + (2 + 3a + 1a^2)d1^120d2^195 + (4 + 0a + 1a^2)d1^121d2^195 + (2 + 4a + 0a^2)d1^122d2^195 + (2 + 4a + 3a^2)d1^123d2^195 + (0 + 2a + 0a^2)d1^124d2^195 + (4 + 4a + 1a^2)d1^125d2^195 + (0 + 0a + 1a^2)d1^126d2^195 + (2 + 0a + 4a^2)d1^127d2^195 + (4 + 1a + 3a^2)d1^128d2^195 + (4 + 2a + 4a^2)d1^129d2^195 + (4 + 1a + 4a^2)d1^130d2^195 + (3 + 4a + 1a^2)d1^131d2^195 + (2 + 4a + 1a^2)d1^132d2^195 + (3 + 2a + 2a^2)d1^133d2^195 + (4 + 0a + 2a^2)d1^134d2^195 + (2 + 1a + 4a^2)d1^135d2^195 + (2 + 2a + 4a^2)d1^136d2^195 + (0 + 4a + 2a^2)d1^137d2^195 + (2 + 3a + 4a^2)d1^138d2^195 + (1 + 3a + 3a^2)d1^139d2^195 + (1 + 0a + 4a^2)d1^140d2^195 + (3 + 4a + 4a^2)d1^141d2^195 + (1 + 1a + 0a^2)d1^142d2^195 + (1 + 2a + 3a^2)d1^143d2^195 + (3 + 1a + 2a^2)d1^144d2^195 + (4 + 1a + 2a^2)d1^145d2^195 + (4 + 0a + 3a^2)d1^146d2^195 + (4 + 4a + 2a^2)d1^148d2^195 + (4 + 3a + 0a^2)d1^149d2^195 + (1 + 1a + 4a^2)d1^150d2^195 + (0 + 1a + 0a^2)d1^151d2^195 + (3 + 4a + 4a^2)d1^152d2^195 + (2 + 0a + 0a^2)d1^153d2^195 + (3 + 2a + 3a^2)d1^154d2^195 + (1 + 2a + 3a^2)d1^155d2^195 + (4 + 2a + 3a^2)d1^156d2^195 + (3 + 0a + 2a^2)d1^157d2^195 + (2 + 0a + 4a^2)d1^158d2^195 + (0 + 2a + 1a^2)d1^159d2^195 + (0 + 1a + 1a^2)d1^160d2^195 + (2 + 1a + 0a^2)d1^161d2^195 + (0 + 0a + 2a^2)d1^162d2^195 + (0 + 0a + 4a^2)d1^163d2^195 + (1 + 0a + 2a^2)d1^164d2^195 + (0 + 3a + 2a^2)d1^165d2^195 + (0 + 0a + 2a^2)d1^166d2^195 + (0 + 3a + 1a^2)d1^167d2^195 + (1 + 0a + 1a^2)d1^168d2^195 + (3 + 0a + 4a^2)d1^169d2^195 + (3 + 3a + 0a^2)d1^170d2^195 + (0 + 1a + 3a^2)d1^171d2^195 + (3 + 1a + 0a^2)d1^172d2^195 + (4 + 0a + 2a^2)d1^173d2^195 + (0 + 1a + 2a^2)d1^174d2^195 + (0 + 0a + 3a^2)d1^175d2^195 + (2 + 4a + 2a^2)d1^176d2^195 + (1 + 1a + 3a^2)d1^177d2^195 + (0 + 3a + 2a^2)d1^178d2^195 + (1 + 4a + 1a^2)d1^179d2^195 + (3 + 2a + 1a^2)d1^180d2^195 + (1 + 2a + 4a^2)d1^181d2^195 + (4 + 0a + 3a^2)d1^182d2^195 + (4 + 2a + 2a^2)d1^183d2^195 + (1 + 3a + 1a^2)d1^184d2^195 + (3 + 4a + 4a^2)d1^185d2^195 + (4 + 1a + 2a^2)d1^186d2^195 + (2 + 2a + 2a^2)d1^187d2^195 + (0 + 4a + 1a^2)d1^188d2^195 + (4 + 3a + 3a^2)d1^189d2^195 + (3 + 2a + 3a^2)d1^190d2^195 + (1 + 3a + 3a^2)d1^191d2^195 + (1 + 1a + 3a^2)d1^192d2^195 + (2 + 4a + 2a^2)d1^193d2^195 + (4 + 1a + 0a^2)d1^194d2^195 + (2 + 0a + 0a^2)d1^195d2^195 + (3 + 1a + 1a^2)d1^196d2^195 + (3 + 4a + 0a^2)d1^197d2^195 + (4 + 0a + 4a^2)d1^198d2^195 + (3 + 2a + 3a^2)d1^199d2^195 + (3 + 1a + 4a^2)d1^200d2^195 + (4 + 3a + 1a^2)d1^201d2^195 + (2 + 1a + 1a^2)d1^202d2^195 + (4 + 2a + 0a^2)d1^203d2^195 + (2 + 2a + 3a^2)d1^204d2^195 + (2 + 1a + 4a^2)d1^205d2^195 + (3 + 2a + 0a^2)d1^206d2^195 + (2 + 4a + 4a^2)d1^207d2^195 + (2 + 4a + 2a^2)d1^208d2^195 + (2 + 3a + 1a^2)d1^209d2^195 + (1 + 0a + 2a^2)d1^210d2^195 + (3 + 4a + 0a^2)d1^212d2^195 + (2 + 3a + 1a^2)d1^213d2^195 + (1 + 0a + 0a^2)d1^214d2^195 + (1 + 1a + 2a^2)d1^215d2^195 + (1 + 3a + 4a^2)d1^216d2^195 + (0 + 4a + 0a^2)d1^217d2^195 + (1 + 4a + 2a^2)d1^218d2^195 + (3 + 1a + 2a^2)d1^219d2^195 + (0 + 4a + 3a^2)d1^220d2^195 + (3 + 2a + 4a^2)d1^221d2^195 + (0 + 4a + 2a^2)d1^222d2^195 + (3 + 1a + 2a^2)d1^223d2^195 + (4 + 3a + 3a^2)d1^224d2^195 + (4 + 2a + 1a^2)d1^225d2^195 + (0 + 1a + 3a^2)d1^226d2^195 + (0 + 3a + 1a^2)d1^227d2^195 + (0 + 0a + 3a^2)d1^228d2^195 + (4 + 3a + 0a^2)d1^229d2^195 + (3 + 1a + 4a^2)d1^230d2^195 + (4 + 0a + 2a^2)d1^231d2^195 + (0 + 2a + 4a^2)d1^232d2^195 + (4 + 1a + 1a^2)d1^233d2^195 + (4 + 3a + 3a^2)d1^234d2^195 + (1 + 4a + 1a^2)d1^235d2^195 + (1 + 4a + 4a^2)d1^236d2^195 + (4 + 0a + 1a^2)d1^238d2^195 + (1 + 4a + 3a^2)d1^239d2^195 + (0 + 3a + 3a^2)d1^240d2^195 + (0 + 3a + 2a^2)d1^241d2^195 + (2 + 4a + 2a^2)d1^242d2^195 + (1 + 3a + 4a^2)d1^243d2^195 + (2 + 1a + 0a^2)d1^244d2^195 + (1 + 1a + 2a^2)d1^245d2^195 + (2 + 2a + 3a^2)d1^246d2^195 + (3 + 4a + 0a^2)d1^247d2^195 + (0 + 0a + 4a^2)d1^248d2^195 + (4 + 0a + 0a^2)d1^249d2^195 + (0 + 4a + 3a^2)d1^250d2^195 + (4 + 2a + 2a^2)d1^251d2^195 + (0 + 1a + 0a^2)d1^252d2^195 + (1 + 1a + 4a^2)d1^253d2^195 + (3 + 1a + 0a^2)d1^254d2^195 + (1 + 3a + 4a^2)d1^255d2^195 + (0 + 4a + 2a^2)d1^256d2^195 + (0 + 0a + 1a^2)d1^257d2^195 + (1 + 3a + 4a^2)d1^258d2^195 + (2 + 3a + 4a^2)d1^259d2^195 + (3 + 4a + 1a^2)d1^260d2^195 + (2 + 2a + 1a^2)d1^261d2^195 + (0 + 4a + 0a^2)d1^262d2^195 + (2 + 0a + 2a^2)d1^263d2^195 + (3 + 2a + 1a^2)d1^264d2^195 + (2 + 3a + 2a^2)d1^265d2^195 + (1 + 1a + 3a^2)d1^266d2^195 + (1 + 1a + 0a^2)d1^267d2^195 + (0 + 1a + 2a^2)d1^268d2^195 + (0 + 2a + 3a^2)d1^269d2^195 + (4 + 3a + 2a^2)d1^270d2^195 + (2 + 2a + 2a^2)d1^271d2^195 + (4 + 1a + 2a^2)d1^272d2^195 + (4 + 3a + 1a^2)d1^273d2^195 + (2 + 4a + 2a^2)d1^274d2^195 + (0 + 1a + 4a^2)d1^275d2^195 + (2 + 0a + 0a^2)d1^276d2^195 + (2 + 4a + 1a^2)d1^277d2^195 + (3 + 3a + 1a^2)d1^278d2^195 + (2 + 3a + 3a^2)d1^279d2^195 + (2 + 2a + 1a^2)d1^280d2^195 + (3 + 3a + 3a^2)d1^281d2^195 + (4 + 3a + 1a^2)d1^282d2^195 + (0 + 3a + 0a^2)d1^283d2^195 + (4 + 3a + 3a^2)d1^284d2^195 + (4 + 4a + 4a^2)d1^285d2^195 + (3 + 0a + 0a^2)d1^286d2^195 + (0 + 3a + 1a^2)d1^287d2^195 + (0 + 3a + 0a^2)d1^288d2^195 + (3 + 4a + 4a^2)d1^289d2^195 + (0 + 1a + 0a^2)d1^290d2^195 + (3 + 3a + 4a^2)d1^291d2^195 + (0 + 1a + 4a^2)d1^292d2^195 + (4 + 4a + 2a^2)d1^293d2^195 + (1 + 1a + 4a^2)d2^196 + (1 + 2a + 4a^2)d1^1d2^196 + (3 + 4a + 0a^2)d1^2d2^196 + (2 + 2a + 0a^2)d1^3d2^196 + (1 + 4a + 2a^2)d1^5d2^196 + (3 + 0a + 3a^2)d1^6d2^196 + (1 + 1a + 4a^2)d1^8d2^196 + (0 + 4a + 0a^2)d1^9d2^196 + (4 + 2a + 4a^2)d1^10d2^196 + (0 + 4a + 3a^2)d1^11d2^196 + (3 + 1a + 4a^2)d1^12d2^196 + (0 + 1a + 2a^2)d1^13d2^196 + (2 + 2a + 0a^2)d1^14d2^196 + (0 + 0a + 3a^2)d1^15d2^196 + (2 + 1a + 2a^2)d1^16d2^196 + (1 + 2a + 1a^2)d1^17d2^196 + (0 + 4a + 3a^2)d1^18d2^196 + (2 + 3a + 1a^2)d1^19d2^196 + (2 + 0a + 0a^2)d1^20d2^196 + (1 + 4a + 4a^2)d1^21d2^196 + (3 + 0a + 1a^2)d1^22d2^196 + (2 + 0a + 4a^2)d1^23d2^196 + (0 + 4a + 3a^2)d1^24d2^196 + (4 + 4a + 0a^2)d1^25d2^196 + (2 + 4a + 2a^2)d1^26d2^196 + (0 + 1a + 4a^2)d1^27d2^196 + (3 + 0a + 0a^2)d1^28d2^196 + (0 + 4a + 4a^2)d1^29d2^196 + (1 + 1a + 2a^2)d1^30d2^196 + (2 + 2a + 0a^2)d1^31d2^196 + (1 + 0a + 0a^2)d1^32d2^196 + (0 + 1a + 1a^2)d1^33d2^196 + (3 + 1a + 2a^2)d1^34d2^196 + (0 + 3a + 0a^2)d1^35d2^196 + (2 + 3a + 1a^2)d1^36d2^196 + (3 + 3a + 1a^2)d1^37d2^196 + (1 + 1a + 0a^2)d1^38d2^196 + (1 + 1a + 2a^2)d1^39d2^196 + (2 + 1a + 4a^2)d1^40d2^196 + (3 + 1a + 2a^2)d1^41d2^196 + (0 + 2a + 3a^2)d1^42d2^196 + (3 + 0a + 1a^2)d1^43d2^196 + (3 + 2a + 2a^2)d1^44d2^196 + (2 + 1a + 4a^2)d1^45d2^196 + (0 + 3a + 4a^2)d1^46d2^196 + (2 + 1a + 1a^2)d1^47d2^196 + (0 + 1a + 4a^2)d1^48d2^196 + (2 + 3a + 4a^2)d1^49d2^196 + (0 + 4a + 1a^2)d1^50d2^196 + (0 + 1a + 0a^2)d1^51d2^196 + (1 + 4a + 1a^2)d1^52d2^196 + (0 + 4a + 4a^2)d1^54d2^196 + (3 + 1a + 0a^2)d1^55d2^196 + (3 + 3a + 2a^2)d1^56d2^196 + (3 + 3a + 2a^2)d1^57d2^196 + (3 + 0a + 4a^2)d1^58d2^196 + (3 + 3a + 0a^2)d1^59d2^196 + (2 + 3a + 3a^2)d1^60d2^196 + (4 + 2a + 1a^2)d1^61d2^196 + (4 + 0a + 3a^2)d1^62d2^196 + (2 + 2a + 0a^2)d1^63d2^196 + (0 + 1a + 3a^2)d1^64d2^196 + (4 + 3a + 0a^2)d1^65d2^196 + (0 + 0a + 4a^2)d1^66d2^196 + (0 + 3a + 4a^2)d1^67d2^196 + (3 + 0a + 0a^2)d1^68d2^196 + (2 + 0a + 3a^2)d1^69d2^196 + (3 + 4a + 1a^2)d1^70d2^196 + (3 + 0a + 3a^2)d1^71d2^196 + (1 + 3a + 0a^2)d1^72d2^196 + (3 + 4a + 2a^2)d1^73d2^196 + (3 + 1a + 0a^2)d1^74d2^196 + (3 + 0a + 2a^2)d1^75d2^196 + (2 + 1a + 0a^2)d1^76d2^196 + (2 + 4a + 2a^2)d1^77d2^196 + (2 + 0a + 0a^2)d1^78d2^196 + (2 + 1a + 0a^2)d1^79d2^196 + (4 + 3a + 4a^2)d1^80d2^196 + (3 + 4a + 4a^2)d1^81d2^196 + (0 + 0a + 2a^2)d1^82d2^196 + (0 + 4a + 0a^2)d1^83d2^196 + (1 + 0a + 4a^2)d1^84d2^196 + (1 + 2a + 0a^2)d1^85d2^196 + (3 + 1a + 0a^2)d1^86d2^196 + (3 + 2a + 4a^2)d1^87d2^196 + (0 + 2a + 0a^2)d1^88d2^196 + (3 + 2a + 1a^2)d1^89d2^196 + (1 + 3a + 2a^2)d1^90d2^196 + (4 + 4a + 1a^2)d1^91d2^196 + (0 + 4a + 2a^2)d1^92d2^196 + (4 + 2a + 2a^2)d1^93d2^196 + (1 + 1a + 3a^2)d1^94d2^196 + (4 + 1a + 4a^2)d1^95d2^196 + (4 + 0a + 0a^2)d1^96d2^196 + (2 + 0a + 0a^2)d1^97d2^196 + (2 + 4a + 1a^2)d1^98d2^196 + (2 + 2a + 4a^2)d1^99d2^196 + (2 + 1a + 0a^2)d1^100d2^196 + (2 + 4a + 1a^2)d1^101d2^196 + (3 + 2a + 3a^2)d1^102d2^196 + (1 + 4a + 1a^2)d1^103d2^196 + (0 + 4a + 3a^2)d1^104d2^196 + (4 + 1a + 3a^2)d1^105d2^196 + (2 + 2a + 1a^2)d1^106d2^196 + (0 + 4a + 2a^2)d1^107d2^196 + (0 + 2a + 3a^2)d1^108d2^196 + (3 + 3a + 3a^2)d1^109d2^196 + (1 + 0a + 1a^2)d1^110d2^196 + (1 + 1a + 4a^2)d1^111d2^196 + (4 + 3a + 0a^2)d1^112d2^196 + (0 + 3a + 3a^2)d1^113d2^196 + (1 + 0a + 4a^2)d1^114d2^196 + (3 + 0a + 1a^2)d1^115d2^196 + (3 + 0a + 2a^2)d1^116d2^196 + (2 + 3a + 1a^2)d1^117d2^196 + (4 + 4a + 4a^2)d1^118d2^196 + (3 + 3a + 1a^2)d1^119d2^196 + (2 + 2a + 1a^2)d1^120d2^196 + (2 + 2a + 4a^2)d1^121d2^196 + (2 + 4a + 1a^2)d1^122d2^196 + (2 + 0a + 1a^2)d1^123d2^196 + (2 + 3a + 3a^2)d1^124d2^196 + (1 + 3a + 4a^2)d1^125d2^196 + (0 + 2a + 2a^2)d1^126d2^196 + (2 + 3a + 2a^2)d1^127d2^196 + (4 + 3a + 2a^2)d1^128d2^196 + (1 + 3a + 1a^2)d1^129d2^196 + (3 + 0a + 4a^2)d1^131d2^196 + (3 + 1a + 3a^2)d1^132d2^196 + (3 + 3a + 1a^2)d1^133d2^196 + (1 + 1a + 4a^2)d1^134d2^196 + (2 + 0a + 2a^2)d1^135d2^196 + (1 + 2a + 4a^2)d1^136d2^196 + (3 + 4a + 1a^2)d1^137d2^196 + (0 + 3a + 4a^2)d1^138d2^196 + (2 + 2a + 2a^2)d1^139d2^196 + (2 + 2a + 1a^2)d1^140d2^196 + (4 + 3a + 4a^2)d1^141d2^196 + (3 + 3a + 2a^2)d1^142d2^196 + (3 + 3a + 3a^2)d1^143d2^196 + (0 + 4a + 2a^2)d1^144d2^196 + (4 + 2a + 3a^2)d1^145d2^196 + (2 + 0a + 0a^2)d1^146d2^196 + (4 + 3a + 0a^2)d1^147d2^196 + (0 + 4a + 0a^2)d1^148d2^196 + (3 + 3a + 4a^2)d1^149d2^196 + (3 + 2a + 2a^2)d1^150d2^196 + (3 + 2a + 4a^2)d1^151d2^196 + (0 + 3a + 2a^2)d1^152d2^196 + (0 + 3a + 1a^2)d1^153d2^196 + (3 + 3a + 4a^2)d1^154d2^196 + (4 + 2a + 1a^2)d1^155d2^196 + (4 + 4a + 4a^2)d1^156d2^196 + (2 + 1a + 3a^2)d1^157d2^196 + (4 + 4a + 1a^2)d1^158d2^196 + (1 + 2a + 0a^2)d1^159d2^196 + (1 + 2a + 2a^2)d1^160d2^196 + (3 + 2a + 0a^2)d1^161d2^196 + (0 + 0a + 1a^2)d1^162d2^196 + (1 + 3a + 0a^2)d1^163d2^196 + (0 + 3a + 2a^2)d1^164d2^196 + (3 + 0a + 4a^2)d1^165d2^196 + (2 + 2a + 0a^2)d1^166d2^196 + (2 + 1a + 0a^2)d1^167d2^196 + (0 + 2a + 4a^2)d1^168d2^196 + (1 + 0a + 3a^2)d1^169d2^196 + (1 + 0a + 2a^2)d1^170d2^196 + (3 + 3a + 3a^2)d1^171d2^196 + (3 + 2a + 4a^2)d1^172d2^196 + (3 + 2a + 2a^2)d1^173d2^196 + (0 + 0a + 2a^2)d1^174d2^196 + (2 + 1a + 2a^2)d1^175d2^196 + (3 + 0a + 1a^2)d1^176d2^196 + (0 + 0a + 2a^2)d1^177d2^196 + (2 + 2a + 4a^2)d1^178d2^196 + (4 + 1a + 2a^2)d1^179d2^196 + (1 + 4a + 2a^2)d1^180d2^196 + (0 + 1a + 0a^2)d1^181d2^196 + (4 + 4a + 0a^2)d1^182d2^196 + (2 + 1a + 2a^2)d1^183d2^196 + (3 + 1a + 4a^2)d1^184d2^196 + (0 + 1a + 4a^2)d1^185d2^196 + (0 + 0a + 3a^2)d1^186d2^196 + (2 + 4a + 0a^2)d1^187d2^196 + (4 + 2a + 3a^2)d1^188d2^196 + (2 + 4a + 0a^2)d1^189d2^196 + (0 + 2a + 4a^2)d1^190d2^196 + (0 + 0a + 1a^2)d1^191d2^196 + (2 + 2a + 3a^2)d1^192d2^196 + (2 + 0a + 0a^2)d1^193d2^196 + (2 + 2a + 4a^2)d1^194d2^196 + (0 + 2a + 1a^2)d1^195d2^196 + (4 + 1a + 1a^2)d1^196d2^196 + (0 + 3a + 3a^2)d1^197d2^196 + (3 + 0a + 4a^2)d1^198d2^196 + (1 + 0a + 3a^2)d1^199d2^196 + (0 + 4a + 4a^2)d1^200d2^196 + (4 + 1a + 2a^2)d1^201d2^196 + (0 + 1a + 3a^2)d1^202d2^196 + (2 + 1a + 0a^2)d1^203d2^196 + (4 + 3a + 1a^2)d1^204d2^196 + (3 + 3a + 1a^2)d1^205d2^196 + (4 + 4a + 3a^2)d1^206d2^196 + (1 + 2a + 3a^2)d1^207d2^196 + (2 + 4a + 3a^2)d1^208d2^196 + (0 + 2a + 0a^2)d1^209d2^196 + (0 + 2a + 1a^2)d1^210d2^196 + (0 + 0a + 1a^2)d1^211d2^196 + (0 + 4a + 0a^2)d1^212d2^196 + (1 + 2a + 4a^2)d1^213d2^196 + (3 + 3a + 2a^2)d1^214d2^196 + (3 + 0a + 1a^2)d1^215d2^196 + (3 + 4a + 4a^2)d1^216d2^196 + (2 + 4a + 4a^2)d1^217d2^196 + (1 + 1a + 0a^2)d1^218d2^196 + (1 + 0a + 1a^2)d1^219d2^196 + (4 + 0a + 4a^2)d1^220d2^196 + (4 + 3a + 4a^2)d1^221d2^196 + (0 + 4a + 0a^2)d1^222d2^196 + (1 + 0a + 3a^2)d1^223d2^196 + (3 + 3a + 1a^2)d1^224d2^196 + (3 + 3a + 4a^2)d1^225d2^196 + (4 + 0a + 0a^2)d1^226d2^196 + (3 + 0a + 4a^2)d1^227d2^196 + (4 + 1a + 3a^2)d1^228d2^196 + (1 + 2a + 0a^2)d1^229d2^196 + (0 + 0a + 2a^2)d1^230d2^196 + (2 + 4a + 0a^2)d1^231d2^196 + (3 + 1a + 4a^2)d1^232d2^196 + (0 + 3a + 1a^2)d1^233d2^196 + (0 + 0a + 3a^2)d1^234d2^196 + (4 + 3a + 4a^2)d1^235d2^196 + (2 + 1a + 2a^2)d1^236d2^196 + (2 + 1a + 0a^2)d1^237d2^196 + (0 + 1a + 0a^2)d1^238d2^196 + (0 + 1a + 2a^2)d1^239d2^196 + (2 + 4a + 3a^2)d1^240d2^196 + (0 + 4a + 4a^2)d1^241d2^196 + (1 + 2a + 1a^2)d1^242d2^196 + (2 + 0a + 1a^2)d1^243d2^196 + (4 + 0a + 0a^2)d1^244d2^196 + (4 + 4a + 4a^2)d1^245d2^196 + (2 + 1a + 4a^2)d1^246d2^196 + (1 + 0a + 3a^2)d1^247d2^196 + (2 + 0a + 1a^2)d1^248d2^196 + (1 + 1a + 1a^2)d1^249d2^196 + (1 + 1a + 4a^2)d1^250d2^196 + (3 + 0a + 0a^2)d1^251d2^196 + (1 + 0a + 1a^2)d1^252d2^196 + (2 + 3a + 0a^2)d1^253d2^196 + (3 + 0a + 4a^2)d1^254d2^196 + (0 + 0a + 2a^2)d1^255d2^196 + (3 + 3a + 4a^2)d1^256d2^196 + (4 + 3a + 2a^2)d1^257d2^196 + (2 + 3a + 1a^2)d1^258d2^196 + (1 + 1a + 3a^2)d1^259d2^196 + (2 + 0a + 4a^2)d1^260d2^196 + (3 + 4a + 3a^2)d1^261d2^196 + (0 + 1a + 3a^2)d1^262d2^196 + (4 + 3a + 0a^2)d1^263d2^196 + (1 + 3a + 1a^2)d1^264d2^196 + (2 + 0a + 4a^2)d1^265d2^196 + (4 + 3a + 4a^2)d1^266d2^196 + (3 + 0a + 4a^2)d1^267d2^196 + (0 + 3a + 0a^2)d1^268d2^196 + (0 + 1a + 0a^2)d1^269d2^196 + (2 + 2a + 2a^2)d1^270d2^196 + (4 + 1a + 3a^2)d1^271d2^196 + (4 + 0a + 2a^2)d1^272d2^196 + (0 + 3a + 3a^2)d1^273d2^196 + (2 + 2a + 3a^2)d1^274d2^196 + (2 + 3a + 0a^2)d1^275d2^196 + (1 + 0a + 4a^2)d1^276d2^196 + (1 + 2a + 4a^2)d1^277d2^196 + (2 + 3a + 1a^2)d1^278d2^196 + (3 + 0a + 3a^2)d1^279d2^196 + (1 + 0a + 3a^2)d1^280d2^196 + (2 + 1a + 1a^2)d1^281d2^196 + (3 + 0a + 2a^2)d1^282d2^196 + (4 + 3a + 4a^2)d1^283d2^196 + (2 + 2a + 4a^2)d1^284d2^196 + (2 + 1a + 0a^2)d1^285d2^196 + (3 + 4a + 2a^2)d1^286d2^196 + (0 + 4a + 1a^2)d1^287d2^196 + (1 + 2a + 3a^2)d1^288d2^196 + (2 + 0a + 1a^2)d1^289d2^196 + (1 + 2a + 4a^2)d1^290d2^196 + (2 + 4a + 2a^2)d1^291d2^196 + (0 + 1a + 0a^2)d1^292d2^196 + (4 + 1a + 3a^2)d1^293d2^196 + (0 + 4a + 4a^2)d2^197 + (2 + 3a + 1a^2)d1^1d2^197 + (3 + 4a + 2a^2)d1^2d2^197 + (2 + 3a + 1a^2)d1^3d2^197 + (1 + 2a + 4a^2)d1^4d2^197 + (1 + 2a + 3a^2)d1^5d2^197 + (2 + 2a + 1a^2)d1^6d2^197 + (1 + 3a + 0a^2)d1^7d2^197 + (1 + 0a + 2a^2)d1^8d2^197 + (3 + 3a + 4a^2)d1^9d2^197 + (3 + 1a + 4a^2)d1^10d2^197 + (2 + 2a + 1a^2)d1^11d2^197 + (3 + 0a + 3a^2)d1^12d2^197 + (1 + 4a + 1a^2)d1^13d2^197 + (3 + 1a + 3a^2)d1^14d2^197 + (0 + 0a + 1a^2)d1^15d2^197 + (3 + 3a + 4a^2)d1^16d2^197 + (1 + 4a + 2a^2)d1^17d2^197 + (1 + 0a + 0a^2)d1^18d2^197 + (1 + 4a + 0a^2)d1^19d2^197 + (3 + 1a + 0a^2)d1^20d2^197 + (0 + 1a + 4a^2)d1^21d2^197 + (3 + 4a + 1a^2)d1^22d2^197 + (4 + 1a + 4a^2)d1^23d2^197 + (4 + 3a + 0a^2)d1^24d2^197 + (2 + 1a + 1a^2)d1^25d2^197 + (0 + 4a + 2a^2)d1^26d2^197 + (2 + 3a + 4a^2)d1^27d2^197 + (0 + 1a + 2a^2)d1^28d2^197 + (0 + 4a + 0a^2)d1^29d2^197 + (4 + 1a + 3a^2)d1^30d2^197 + (2 + 0a + 4a^2)d1^31d2^197 + (4 + 4a + 2a^2)d1^32d2^197 + (4 + 4a + 2a^2)d1^33d2^197 + (2 + 2a + 1a^2)d1^34d2^197 + (3 + 0a + 2a^2)d1^35d2^197 + (4 + 1a + 2a^2)d1^36d2^197 + (2 + 2a + 0a^2)d1^37d2^197 + (4 + 0a + 2a^2)d1^38d2^197 + (0 + 3a + 4a^2)d1^39d2^197 + (2 + 0a + 3a^2)d1^40d2^197 + (0 + 3a + 4a^2)d1^41d2^197 + (3 + 4a + 0a^2)d1^42d2^197 + (2 + 3a + 3a^2)d1^43d2^197 + (2 + 4a + 4a^2)d1^44d2^197 + (0 + 4a + 0a^2)d1^45d2^197 + (2 + 0a + 2a^2)d1^46d2^197 + (3 + 3a + 4a^2)d1^47d2^197 + (3 + 3a + 4a^2)d1^48d2^197 + (2 + 0a + 0a^2)d1^49d2^197 + (4 + 2a + 0a^2)d1^50d2^197 + (2 + 3a + 2a^2)d1^51d2^197 + (4 + 2a + 3a^2)d1^52d2^197 + (3 + 2a + 4a^2)d1^53d2^197 + (1 + 1a + 4a^2)d1^54d2^197 + (0 + 1a + 1a^2)d1^55d2^197 + (4 + 2a + 3a^2)d1^56d2^197 + (4 + 2a + 1a^2)d1^57d2^197 + (0 + 2a + 0a^2)d1^58d2^197 + (3 + 0a + 2a^2)d1^59d2^197 + (3 + 4a + 0a^2)d1^60d2^197 + (4 + 3a + 2a^2)d1^61d2^197 + (4 + 1a + 4a^2)d1^62d2^197 + (0 + 4a + 1a^2)d1^63d2^197 + (2 + 4a + 3a^2)d1^64d2^197 + (3 + 0a + 3a^2)d1^65d2^197 + (3 + 1a + 2a^2)d1^66d2^197 + (4 + 3a + 3a^2)d1^67d2^197 + (1 + 2a + 3a^2)d1^68d2^197 + (0 + 2a + 0a^2)d1^69d2^197 + (1 + 1a + 2a^2)d1^70d2^197 + (1 + 3a + 3a^2)d1^71d2^197 + (2 + 1a + 1a^2)d1^72d2^197 + (0 + 2a + 4a^2)d1^73d2^197 + (2 + 2a + 1a^2)d1^74d2^197 + (2 + 1a + 2a^2)d1^75d2^197 + (1 + 4a + 0a^2)d1^76d2^197 + (2 + 4a + 4a^2)d1^77d2^197 + (1 + 2a + 4a^2)d1^78d2^197 + (3 + 2a + 1a^2)d1^79d2^197 + (0 + 0a + 3a^2)d1^80d2^197 + (0 + 0a + 3a^2)d1^81d2^197 + (0 + 2a + 2a^2)d1^82d2^197 + (2 + 0a + 0a^2)d1^83d2^197 + (1 + 2a + 0a^2)d1^84d2^197 + (3 + 0a + 3a^2)d1^85d2^197 + (1 + 1a + 2a^2)d1^86d2^197 + (3 + 3a + 1a^2)d1^87d2^197 + (0 + 2a + 3a^2)d1^88d2^197 + (2 + 4a + 0a^2)d1^89d2^197 + (2 + 0a + 1a^2)d1^90d2^197 + (0 + 3a + 0a^2)d1^91d2^197 + (2 + 1a + 1a^2)d1^92d2^197 + (4 + 3a + 3a^2)d1^93d2^197 + (2 + 4a + 1a^2)d1^94d2^197 + (1 + 2a + 3a^2)d1^95d2^197 + (4 + 0a + 2a^2)d1^96d2^197 + (2 + 2a + 4a^2)d1^97d2^197 + (1 + 0a + 3a^2)d1^98d2^197 + (0 + 1a + 1a^2)d1^99d2^197 + (0 + 2a + 1a^2)d1^100d2^197 + (0 + 4a + 1a^2)d1^101d2^197 + (2 + 1a + 0a^2)d1^102d2^197 + (1 + 3a + 3a^2)d1^103d2^197 + (4 + 4a + 0a^2)d1^104d2^197 + (3 + 3a + 4a^2)d1^105d2^197 + (2 + 1a + 3a^2)d1^106d2^197 + (3 + 3a + 1a^2)d1^107d2^197 + (1 + 4a + 3a^2)d1^108d2^197 + (0 + 3a + 2a^2)d1^110d2^197 + (4 + 3a + 0a^2)d1^111d2^197 + (4 + 3a + 1a^2)d1^112d2^197 + (4 + 3a + 0a^2)d1^113d2^197 + (0 + 4a + 2a^2)d1^114d2^197 + (0 + 0a + 2a^2)d1^115d2^197 + (2 + 1a + 0a^2)d1^116d2^197 + (1 + 0a + 1a^2)d1^117d2^197 + (1 + 1a + 4a^2)d1^118d2^197 + (2 + 0a + 2a^2)d1^119d2^197 + (2 + 4a + 1a^2)d1^120d2^197 + (1 + 3a + 2a^2)d1^121d2^197 + (2 + 1a + 1a^2)d1^122d2^197 + (0 + 2a + 0a^2)d1^123d2^197 + (0 + 1a + 4a^2)d1^124d2^197 + (1 + 1a + 0a^2)d1^125d2^197 + (2 + 2a + 4a^2)d1^126d2^197 + (0 + 0a + 1a^2)d1^127d2^197 + (1 + 3a + 3a^2)d1^128d2^197 + (4 + 4a + 0a^2)d1^129d2^197 + (0 + 1a + 2a^2)d1^130d2^197 + (4 + 1a + 4a^2)d1^131d2^197 + (2 + 1a + 3a^2)d1^132d2^197 + (4 + 2a + 4a^2)d1^133d2^197 + (0 + 0a + 3a^2)d1^134d2^197 + (3 + 3a + 0a^2)d1^135d2^197 + (0 + 1a + 1a^2)d1^136d2^197 + (3 + 0a + 4a^2)d1^137d2^197 + (1 + 1a + 2a^2)d1^138d2^197 + (3 + 3a + 4a^2)d1^139d2^197 + (3 + 2a + 3a^2)d1^140d2^197 + (3 + 1a + 3a^2)d1^141d2^197 + (3 + 3a + 3a^2)d1^142d2^197 + (3 + 4a + 1a^2)d1^143d2^197 + (0 + 3a + 0a^2)d1^144d2^197 + (1 + 4a + 2a^2)d1^145d2^197 + (3 + 3a + 3a^2)d1^146d2^197 + (2 + 2a + 0a^2)d1^147d2^197 + (4 + 3a + 0a^2)d1^148d2^197 + (1 + 4a + 0a^2)d1^149d2^197 + (4 + 2a + 0a^2)d1^150d2^197 + (2 + 4a + 2a^2)d1^151d2^197 + (1 + 0a + 1a^2)d1^152d2^197 + (4 + 2a + 0a^2)d1^153d2^197 + (3 + 4a + 4a^2)d1^154d2^197 + (0 + 0a + 4a^2)d1^155d2^197 + (2 + 0a + 1a^2)d1^156d2^197 + (4 + 4a + 3a^2)d1^157d2^197 + (1 + 1a + 0a^2)d1^158d2^197 + (3 + 2a + 0a^2)d1^159d2^197 + (3 + 0a + 3a^2)d1^160d2^197 + (2 + 2a + 4a^2)d1^161d2^197 + (0 + 4a + 3a^2)d1^162d2^197 + (0 + 1a + 2a^2)d1^163d2^197 + (3 + 4a + 4a^2)d1^164d2^197 + (2 + 0a + 2a^2)d1^165d2^197 + (0 + 2a + 1a^2)d1^166d2^197 + (3 + 1a + 1a^2)d1^167d2^197 + (3 + 4a + 2a^2)d1^168d2^197 + (0 + 2a + 2a^2)d1^169d2^197 + (0 + 2a + 2a^2)d1^170d2^197 + (3 + 3a + 4a^2)d1^171d2^197 + (2 + 4a + 1a^2)d1^172d2^197 + (3 + 3a + 3a^2)d1^173d2^197 + (3 + 3a + 2a^2)d1^174d2^197 + (3 + 2a + 2a^2)d1^175d2^197 + (1 + 4a + 0a^2)d1^176d2^197 + (1 + 2a + 2a^2)d1^177d2^197 + (1 + 1a + 3a^2)d1^178d2^197 + (3 + 4a + 2a^2)d1^179d2^197 + (4 + 4a + 1a^2)d1^181d2^197 + (3 + 2a + 1a^2)d1^182d2^197 + (2 + 4a + 4a^2)d1^183d2^197 + (2 + 0a + 1a^2)d1^184d2^197 + (3 + 4a + 1a^2)d1^185d2^197 + (3 + 3a + 0a^2)d1^186d2^197 + (2 + 2a + 1a^2)d1^187d2^197 + (1 + 3a + 4a^2)d1^188d2^197 + (0 + 4a + 3a^2)d1^189d2^197 + (0 + 3a + 4a^2)d1^190d2^197 + (1 + 0a + 1a^2)d1^191d2^197 + (3 + 4a + 1a^2)d1^192d2^197 + (4 + 1a + 4a^2)d1^193d2^197 + (3 + 2a + 1a^2)d1^194d2^197 + (3 + 1a + 0a^2)d1^195d2^197 + (2 + 2a + 2a^2)d1^196d2^197 + (1 + 3a + 4a^2)d1^197d2^197 + (2 + 1a + 0a^2)d1^198d2^197 + (3 + 1a + 2a^2)d1^199d2^197 + (1 + 1a + 3a^2)d1^200d2^197 + (4 + 2a + 1a^2)d1^201d2^197 + (4 + 0a + 3a^2)d1^202d2^197 + (2 + 2a + 1a^2)d1^203d2^197 + (1 + 2a + 0a^2)d1^204d2^197 + (2 + 0a + 2a^2)d1^205d2^197 + (0 + 1a + 0a^2)d1^206d2^197 + (0 + 4a + 0a^2)d1^207d2^197 + (4 + 3a + 3a^2)d1^208d2^197 + (1 + 4a + 3a^2)d1^209d2^197 + (2 + 0a + 3a^2)d1^210d2^197 + (2 + 4a + 4a^2)d1^211d2^197 + (0 + 1a + 4a^2)d1^212d2^197 + (3 + 2a + 2a^2)d1^213d2^197 + (1 + 4a + 1a^2)d1^214d2^197 + (3 + 1a + 1a^2)d1^215d2^197 + (3 + 2a + 2a^2)d1^216d2^197 + (2 + 0a + 1a^2)d1^217d2^197 + (0 + 1a + 3a^2)d1^218d2^197 + (0 + 1a + 3a^2)d1^219d2^197 + (0 + 3a + 3a^2)d1^220d2^197 + (4 + 4a + 4a^2)d1^221d2^197 + (4 + 3a + 4a^2)d1^222d2^197 + (2 + 0a + 1a^2)d1^223d2^197 + (0 + 1a + 4a^2)d1^224d2^197 + (4 + 4a + 1a^2)d1^225d2^197 + (1 + 3a + 4a^2)d1^226d2^197 + (3 + 3a + 0a^2)d1^227d2^197 + (4 + 2a + 1a^2)d1^228d2^197 + (4 + 4a + 2a^2)d1^229d2^197 + (2 + 4a + 1a^2)d1^230d2^197 + (0 + 1a + 3a^2)d1^231d2^197 + (4 + 3a + 4a^2)d1^232d2^197 + (4 + 2a + 1a^2)d1^233d2^197 + (1 + 2a + 1a^2)d1^234d2^197 + (4 + 4a + 0a^2)d1^235d2^197 + (3 + 2a + 2a^2)d1^236d2^197 + (2 + 0a + 0a^2)d1^237d2^197 + (3 + 3a + 1a^2)d1^238d2^197 + (1 + 4a + 2a^2)d1^239d2^197 + (2 + 1a + 0a^2)d1^240d2^197 + (3 + 2a + 0a^2)d1^241d2^197 + (1 + 3a + 3a^2)d1^242d2^197 + (2 + 0a + 4a^2)d1^243d2^197 + (2 + 2a + 4a^2)d1^244d2^197 + (2 + 4a + 4a^2)d1^245d2^197 + (1 + 1a + 3a^2)d1^246d2^197 + (4 + 2a + 1a^2)d1^247d2^197 + (2 + 0a + 2a^2)d1^248d2^197 + (3 + 4a + 4a^2)d1^249d2^197 + (0 + 3a + 1a^2)d1^250d2^197 + (4 + 0a + 1a^2)d1^251d2^197 + (2 + 4a + 0a^2)d1^252d2^197 + (2 + 1a + 3a^2)d1^253d2^197 + (1 + 2a + 0a^2)d1^254d2^197 + (4 + 2a + 2a^2)d1^255d2^197 + (0 + 3a + 3a^2)d1^256d2^197 + (2 + 0a + 3a^2)d1^257d2^197 + (3 + 3a + 3a^2)d1^258d2^197 + (3 + 3a + 0a^2)d1^259d2^197 + (2 + 2a + 1a^2)d1^260d2^197 + (0 + 2a + 4a^2)d1^261d2^197 + (1 + 2a + 2a^2)d1^262d2^197 + (1 + 3a + 4a^2)d1^263d2^197 + (0 + 2a + 2a^2)d1^264d2^197 + (4 + 3a + 1a^2)d1^265d2^197 + (2 + 3a + 3a^2)d1^266d2^197 + (0 + 0a + 3a^2)d1^267d2^197 + (3 + 3a + 0a^2)d1^268d2^197 + (2 + 3a + 0a^2)d1^269d2^197 + (2 + 3a + 2a^2)d1^270d2^197 + (0 + 1a + 0a^2)d1^271d2^197 + (2 + 0a + 4a^2)d1^272d2^197 + (4 + 0a + 2a^2)d1^273d2^197 + (2 + 4a + 1a^2)d1^274d2^197 + (2 + 0a + 0a^2)d1^275d2^197 + (0 + 1a + 0a^2)d1^276d2^197 + (3 + 1a + 0a^2)d1^277d2^197 + (1 + 2a + 0a^2)d1^278d2^197 + (1 + 4a + 0a^2)d1^279d2^197 + (2 + 3a + 4a^2)d1^280d2^197 + (1 + 1a + 4a^2)d1^281d2^197 + (1 + 3a + 1a^2)d1^282d2^197 + (0 + 4a + 2a^2)d1^283d2^197 + (2 + 4a + 4a^2)d1^284d2^197 + (4 + 3a + 4a^2)d1^285d2^197 + (4 + 0a + 4a^2)d1^286d2^197 + (0 + 1a + 3a^2)d1^287d2^197 + (1 + 1a + 3a^2)d1^288d2^197 + (2 + 1a + 0a^2)d1^289d2^197 + (1 + 0a + 0a^2)d1^290d2^197 + (3 + 1a + 3a^2)d1^291d2^197 + (1 + 3a + 4a^2)d1^292d2^197 + (0 + 0a + 1a^2)d1^293d2^197 + (4 + 1a + 0a^2)d2^198 + (2 + 0a + 4a^2)d1^1d2^198 + (3 + 1a + 4a^2)d1^2d2^198 + (2 + 2a + 1a^2)d1^3d2^198 + (3 + 2a + 0a^2)d1^4d2^198 + (4 + 0a + 0a^2)d1^5d2^198 + (4 + 1a + 0a^2)d1^6d2^198 + (4 + 1a + 3a^2)d1^7d2^198 + (0 + 0a + 2a^2)d1^8d2^198 + (1 + 4a + 4a^2)d1^9d2^198 + (2 + 4a + 2a^2)d1^10d2^198 + (2 + 0a + 3a^2)d1^11d2^198 + (2 + 0a + 4a^2)d1^12d2^198 + (1 + 4a + 0a^2)d1^13d2^198 + (3 + 4a + 3a^2)d1^14d2^198 + (0 + 4a + 1a^2)d1^15d2^198 + (3 + 3a + 4a^2)d1^16d2^198 + (2 + 4a + 0a^2)d1^17d2^198 + (1 + 1a + 0a^2)d1^18d2^198 + (4 + 2a + 4a^2)d1^19d2^198 + (4 + 0a + 2a^2)d1^20d2^198 + (2 + 4a + 0a^2)d1^21d2^198 + (1 + 1a + 0a^2)d1^22d2^198 + (1 + 4a + 1a^2)d1^23d2^198 + (2 + 1a + 4a^2)d1^24d2^198 + (3 + 4a + 4a^2)d1^25d2^198 + (4 + 4a + 4a^2)d1^26d2^198 + (1 + 3a + 3a^2)d1^27d2^198 + (0 + 2a + 1a^2)d1^28d2^198 + (2 + 0a + 3a^2)d1^29d2^198 + (2 + 1a + 1a^2)d1^30d2^198 + (4 + 3a + 2a^2)d1^31d2^198 + (4 + 0a + 0a^2)d1^32d2^198 + (2 + 2a + 1a^2)d1^33d2^198 + (4 + 0a + 3a^2)d1^34d2^198 + (3 + 2a + 1a^2)d1^35d2^198 + (1 + 4a + 2a^2)d1^36d2^198 + (0 + 3a + 4a^2)d1^37d2^198 + (3 + 3a + 4a^2)d1^38d2^198 + (2 + 0a + 4a^2)d1^39d2^198 + (4 + 4a + 4a^2)d1^40d2^198 + (4 + 1a + 0a^2)d1^41d2^198 + (2 + 4a + 2a^2)d1^42d2^198 + (3 + 0a + 3a^2)d1^43d2^198 + (2 + 2a + 0a^2)d1^44d2^198 + (3 + 1a + 3a^2)d1^45d2^198 + (1 + 1a + 4a^2)d1^46d2^198 + (4 + 4a + 0a^2)d1^47d2^198 + (1 + 0a + 1a^2)d1^48d2^198 + (4 + 4a + 4a^2)d1^49d2^198 + (0 + 1a + 4a^2)d1^50d2^198 + (4 + 2a + 0a^2)d1^51d2^198 + (2 + 1a + 2a^2)d1^52d2^198 + (1 + 1a + 2a^2)d1^53d2^198 + (2 + 0a + 0a^2)d1^54d2^198 + (2 + 0a + 3a^2)d1^55d2^198 + (3 + 2a + 0a^2)d1^56d2^198 + (2 + 1a + 4a^2)d1^57d2^198 + (4 + 2a + 0a^2)d1^58d2^198 + (2 + 0a + 3a^2)d1^59d2^198 + (0 + 1a + 4a^2)d1^60d2^198 + (4 + 4a + 0a^2)d1^61d2^198 + (4 + 1a + 1a^2)d1^62d2^198 + (4 + 0a + 1a^2)d1^63d2^198 + (4 + 1a + 3a^2)d1^64d2^198 + (4 + 1a + 1a^2)d1^65d2^198 + (1 + 4a + 1a^2)d1^66d2^198 + (3 + 3a + 4a^2)d1^67d2^198 + (3 + 2a + 2a^2)d1^68d2^198 + (3 + 1a + 1a^2)d1^69d2^198 + (0 + 2a + 4a^2)d1^70d2^198 + (4 + 1a + 3a^2)d1^71d2^198 + (3 + 2a + 0a^2)d1^72d2^198 + (4 + 0a + 3a^2)d1^73d2^198 + (0 + 1a + 1a^2)d1^74d2^198 + (4 + 2a + 2a^2)d1^75d2^198 + (3 + 3a + 2a^2)d1^76d2^198 + (1 + 4a + 3a^2)d1^77d2^198 + (3 + 1a + 3a^2)d1^78d2^198 + (0 + 2a + 1a^2)d1^79d2^198 + (2 + 1a + 0a^2)d1^80d2^198 + (0 + 4a + 1a^2)d1^81d2^198 + (0 + 1a + 1a^2)d1^82d2^198 + (4 + 2a + 4a^2)d1^83d2^198 + (1 + 1a + 0a^2)d1^84d2^198 + (1 + 0a + 0a^2)d1^85d2^198 + (3 + 3a + 4a^2)d1^86d2^198 + (0 + 4a + 3a^2)d1^87d2^198 + (1 + 4a + 2a^2)d1^88d2^198 + (1 + 3a + 3a^2)d1^89d2^198 + (4 + 1a + 3a^2)d1^90d2^198 + (1 + 2a + 2a^2)d1^91d2^198 + (2 + 1a + 4a^2)d1^92d2^198 + (1 + 1a + 0a^2)d1^93d2^198 + (4 + 3a + 3a^2)d1^94d2^198 + (0 + 4a + 1a^2)d1^95d2^198 + (2 + 1a + 3a^2)d1^96d2^198 + (4 + 4a + 4a^2)d1^97d2^198 + (4 + 0a + 1a^2)d1^98d2^198 + (1 + 4a + 1a^2)d1^99d2^198 + (4 + 4a + 3a^2)d1^100d2^198 + (4 + 3a + 4a^2)d1^101d2^198 + (0 + 0a + 4a^2)d1^102d2^198 + (0 + 2a + 3a^2)d1^103d2^198 + (2 + 4a + 0a^2)d1^104d2^198 + (0 + 1a + 0a^2)d1^105d2^198 + (1 + 2a + 0a^2)d1^106d2^198 + (3 + 4a + 4a^2)d1^107d2^198 + (3 + 3a + 3a^2)d1^108d2^198 + (1 + 4a + 4a^2)d1^109d2^198 + (4 + 3a + 0a^2)d1^110d2^198 + (0 + 2a + 4a^2)d1^111d2^198 + (1 + 3a + 3a^2)d1^112d2^198 + (1 + 1a + 0a^2)d1^113d2^198 + (0 + 1a + 2a^2)d1^114d2^198 + (2 + 2a + 3a^2)d1^115d2^198 + (2 + 2a + 3a^2)d1^116d2^198 + (0 + 2a + 2a^2)d1^117d2^198 + (3 + 2a + 0a^2)d1^118d2^198 + (2 + 3a + 2a^2)d1^119d2^198 + (3 + 3a + 0a^2)d1^120d2^198 + (3 + 1a + 2a^2)d1^121d2^198 + (0 + 4a + 4a^2)d1^122d2^198 + (1 + 1a + 2a^2)d1^123d2^198 + (4 + 1a + 1a^2)d1^124d2^198 + (0 + 3a + 2a^2)d1^125d2^198 + (1 + 2a + 1a^2)d1^126d2^198 + (4 + 3a + 1a^2)d1^127d2^198 + (2 + 0a + 4a^2)d1^128d2^198 + (3 + 3a + 4a^2)d1^129d2^198 + (0 + 1a + 3a^2)d1^130d2^198 + (1 + 4a + 0a^2)d1^131d2^198 + (0 + 1a + 0a^2)d1^132d2^198 + (3 + 0a + 2a^2)d1^133d2^198 + (1 + 1a + 3a^2)d1^134d2^198 + (1 + 3a + 0a^2)d1^135d2^198 + (2 + 0a + 3a^2)d1^136d2^198 + (1 + 1a + 3a^2)d1^137d2^198 + (3 + 2a + 1a^2)d1^138d2^198 + (2 + 2a + 2a^2)d1^139d2^198 + (1 + 1a + 3a^2)d1^140d2^198 + (4 + 0a + 4a^2)d1^141d2^198 + (1 + 0a + 2a^2)d1^142d2^198 + (3 + 3a + 2a^2)d1^143d2^198 + (1 + 3a + 2a^2)d1^144d2^198 + (0 + 2a + 0a^2)d1^145d2^198 + (1 + 4a + 0a^2)d1^146d2^198 + (0 + 0a + 3a^2)d1^147d2^198 + (2 + 0a + 4a^2)d1^148d2^198 + (1 + 0a + 3a^2)d1^149d2^198 + (2 + 2a + 2a^2)d1^150d2^198 + (1 + 0a + 3a^2)d1^151d2^198 + (4 + 3a + 0a^2)d1^152d2^198 + (2 + 1a + 1a^2)d1^153d2^198 + (0 + 0a + 1a^2)d1^154d2^198 + (0 + 4a + 4a^2)d1^155d2^198 + (0 + 3a + 4a^2)d1^156d2^198 + (2 + 1a + 1a^2)d1^157d2^198 + (1 + 2a + 1a^2)d1^158d2^198 + (0 + 1a + 2a^2)d1^159d2^198 + (3 + 2a + 1a^2)d1^160d2^198 + (2 + 0a + 0a^2)d1^161d2^198 + (4 + 3a + 3a^2)d1^162d2^198 + (2 + 2a + 3a^2)d1^163d2^198 + (0 + 4a + 0a^2)d1^164d2^198 + (0 + 3a + 1a^2)d1^165d2^198 + (4 + 0a + 0a^2)d1^166d2^198 + (1 + 4a + 2a^2)d1^167d2^198 + (4 + 0a + 1a^2)d1^168d2^198 + (1 + 0a + 0a^2)d1^169d2^198 + (0 + 4a + 2a^2)d1^170d2^198 + (4 + 1a + 1a^2)d1^171d2^198 + (1 + 0a + 1a^2)d1^172d2^198 + (1 + 2a + 4a^2)d1^173d2^198 + (0 + 3a + 0a^2)d1^174d2^198 + (1 + 3a + 2a^2)d1^175d2^198 + (3 + 1a + 3a^2)d1^176d2^198 + (1 + 1a + 3a^2)d1^177d2^198 + (4 + 2a + 1a^2)d1^178d2^198 + (2 + 4a + 1a^2)d1^179d2^198 + (1 + 4a + 4a^2)d1^180d2^198 + (1 + 2a + 3a^2)d1^181d2^198 + (1 + 2a + 2a^2)d1^182d2^198 + (4 + 4a + 3a^2)d1^183d2^198 + (0 + 3a + 0a^2)d1^184d2^198 + (0 + 0a + 4a^2)d1^185d2^198 + (0 + 4a + 4a^2)d1^186d2^198 + (2 + 1a + 0a^2)d1^187d2^198 + (1 + 0a + 1a^2)d1^188d2^198 + (4 + 2a + 2a^2)d1^189d2^198 + (0 + 4a + 1a^2)d1^190d2^198 + (0 + 1a + 2a^2)d1^191d2^198 + (0 + 0a + 3a^2)d1^192d2^198 + (3 + 2a + 0a^2)d1^193d2^198 + (1 + 3a + 0a^2)d1^194d2^198 + (2 + 1a + 2a^2)d1^195d2^198 + (3 + 3a + 0a^2)d1^196d2^198 + (1 + 0a + 0a^2)d1^197d2^198 + (4 + 2a + 0a^2)d1^198d2^198 + (2 + 1a + 3a^2)d1^199d2^198 + (4 + 4a + 0a^2)d1^200d2^198 + (3 + 0a + 4a^2)d1^201d2^198 + (4 + 4a + 0a^2)d1^202d2^198 + (3 + 4a + 4a^2)d1^203d2^198 + (0 + 2a + 1a^2)d1^204d2^198 + (3 + 1a + 0a^2)d1^205d2^198 + (4 + 1a + 1a^2)d1^206d2^198 + (4 + 2a + 0a^2)d1^207d2^198 + (4 + 2a + 4a^2)d1^208d2^198 + (0 + 1a + 0a^2)d1^209d2^198 + (0 + 4a + 2a^2)d1^210d2^198 + (3 + 2a + 3a^2)d1^211d2^198 + (2 + 0a + 4a^2)d1^212d2^198 + (3 + 1a + 4a^2)d1^213d2^198 + (4 + 4a + 3a^2)d1^214d2^198 + (0 + 4a + 3a^2)d1^215d2^198 + (2 + 4a + 1a^2)d1^216d2^198 + (2 + 1a + 4a^2)d1^217d2^198 + (4 + 0a + 2a^2)d1^218d2^198 + (1 + 1a + 1a^2)d1^219d2^198 + (4 + 0a + 0a^2)d1^220d2^198 + (1 + 1a + 4a^2)d1^221d2^198 + (4 + 4a + 4a^2)d1^222d2^198 + (2 + 0a + 4a^2)d1^223d2^198 + (3 + 2a + 2a^2)d1^224d2^198 + (4 + 2a + 2a^2)d1^225d2^198 + (1 + 1a + 4a^2)d1^226d2^198 + (2 + 1a + 1a^2)d1^227d2^198 + (4 + 1a + 3a^2)d1^229d2^198 + (2 + 4a + 0a^2)d1^230d2^198 + (1 + 3a + 2a^2)d1^231d2^198 + (1 + 3a + 2a^2)d1^232d2^198 + (0 + 3a + 2a^2)d1^233d2^198 + (2 + 0a + 4a^2)d1^234d2^198 + (3 + 2a + 4a^2)d1^235d2^198 + (0 + 2a + 2a^2)d1^236d2^198 + (3 + 2a + 0a^2)d1^237d2^198 + (1 + 3a + 2a^2)d1^238d2^198 + (3 + 4a + 1a^2)d1^239d2^198 + (3 + 4a + 0a^2)d1^240d2^198 + (2 + 1a + 0a^2)d1^241d2^198 + (3 + 4a + 3a^2)d1^242d2^198 + (3 + 2a + 1a^2)d1^243d2^198 + (4 + 4a + 2a^2)d1^244d2^198 + (0 + 1a + 0a^2)d1^245d2^198 + (4 + 3a + 0a^2)d1^246d2^198 + (2 + 1a + 0a^2)d1^247d2^198 + (0 + 2a + 3a^2)d1^248d2^198 + (1 + 2a + 0a^2)d1^249d2^198 + (3 + 1a + 1a^2)d1^250d2^198 + (0 + 3a + 1a^2)d1^251d2^198 + (2 + 2a + 0a^2)d1^252d2^198 + (4 + 3a + 2a^2)d1^253d2^198 + (2 + 3a + 2a^2)d1^254d2^198 + (0 + 0a + 1a^2)d1^255d2^198 + (2 + 2a + 2a^2)d1^256d2^198 + (2 + 0a + 3a^2)d1^257d2^198 + (0 + 2a + 3a^2)d1^258d2^198 + (3 + 4a + 0a^2)d1^259d2^198 + (4 + 2a + 1a^2)d1^260d2^198 + (1 + 4a + 3a^2)d1^261d2^198 + (1 + 2a + 4a^2)d1^262d2^198 + (1 + 3a + 4a^2)d1^263d2^198 + (0 + 4a + 4a^2)d1^264d2^198 + (0 + 3a + 4a^2)d1^265d2^198 + (0 + 2a + 3a^2)d1^266d2^198 + (1 + 4a + 4a^2)d1^267d2^198 + (0 + 4a + 2a^2)d1^268d2^198 + (0 + 3a + 3a^2)d1^269d2^198 + (2 + 0a + 1a^2)d1^270d2^198 + (4 + 4a + 1a^2)d1^271d2^198 + (4 + 0a + 2a^2)d1^272d2^198 + (3 + 2a + 0a^2)d1^273d2^198 + (2 + 1a + 4a^2)d1^274d2^198 + (4 + 3a + 0a^2)d1^275d2^198 + (4 + 4a + 2a^2)d1^276d2^198 + (4 + 2a + 0a^2)d1^277d2^198 + (4 + 0a + 1a^2)d1^278d2^198 + (4 + 0a + 2a^2)d1^279d2^198 + (1 + 1a + 0a^2)d1^280d2^198 + (0 + 4a + 0a^2)d1^281d2^198 + (3 + 0a + 3a^2)d1^282d2^198 + (2 + 3a + 1a^2)d1^283d2^198 + (1 + 2a + 4a^2)d1^284d2^198 + (1 + 1a + 4a^2)d1^285d2^198 + (4 + 2a + 4a^2)d1^286d2^198 + (1 + 4a + 0a^2)d1^287d2^198 + (0 + 3a + 1a^2)d1^288d2^198 + (0 + 4a + 0a^2)d1^289d2^198 + (1 + 1a + 0a^2)d1^290d2^198 + (4 + 1a + 2a^2)d1^291d2^198 + (1 + 2a + 0a^2)d1^292d2^198 + (0 + 1a + 1a^2)d1^293d2^198 + (2 + 4a + 3a^2)d2^199 + (0 + 0a + 4a^2)d1^1d2^199 + (4 + 0a + 2a^2)d1^2d2^199 + (3 + 4a + 4a^2)d1^3d2^199 + (0 + 2a + 1a^2)d1^4d2^199 + (1 + 2a + 0a^2)d1^5d2^199 + (1 + 2a + 4a^2)d1^6d2^199 + (4 + 0a + 2a^2)d1^7d2^199 + (1 + 1a + 0a^2)d1^8d2^199 + (4 + 1a + 2a^2)d1^9d2^199 + (1 + 1a + 4a^2)d1^10d2^199 + (1 + 2a + 0a^2)d1^11d2^199 + (3 + 3a + 2a^2)d1^13d2^199 + (2 + 3a + 1a^2)d1^14d2^199 + (2 + 1a + 2a^2)d1^15d2^199 + (3 + 3a + 0a^2)d1^17d2^199 + (2 + 0a + 2a^2)d1^18d2^199 + (3 + 4a + 1a^2)d1^19d2^199 + (4 + 4a + 3a^2)d1^20d2^199 + (3 + 4a + 4a^2)d1^21d2^199 + (4 + 2a + 0a^2)d1^22d2^199 + (3 + 4a + 4a^2)d1^23d2^199 + (4 + 4a + 0a^2)d1^24d2^199 + (4 + 0a + 4a^2)d1^25d2^199 + (4 + 3a + 2a^2)d1^26d2^199 + (2 + 4a + 2a^2)d1^27d2^199 + (0 + 1a + 0a^2)d1^28d2^199 + (3 + 2a + 1a^2)d1^29d2^199 + (1 + 0a + 1a^2)d1^30d2^199 + (0 + 4a + 1a^2)d1^31d2^199 + (0 + 2a + 0a^2)d1^32d2^199 + (2 + 4a + 2a^2)d1^33d2^199 + (3 + 4a + 2a^2)d1^34d2^199 + (2 + 0a + 0a^2)d1^35d2^199 + (1 + 2a + 0a^2)d1^36d2^199 + (2 + 0a + 2a^2)d1^37d2^199 + (1 + 4a + 2a^2)d1^38d2^199 + (3 + 1a + 3a^2)d1^39d2^199 + (1 + 3a + 3a^2)d1^40d2^199 + (3 + 1a + 3a^2)d1^41d2^199 + (2 + 2a + 4a^2)d1^42d2^199 + (0 + 0a + 3a^2)d1^43d2^199 + (3 + 1a + 2a^2)d1^44d2^199 + (0 + 4a + 3a^2)d1^45d2^199 + (4 + 1a + 3a^2)d1^46d2^199 + (0 + 3a + 3a^2)d1^47d2^199 + (1 + 3a + 3a^2)d1^48d2^199 + (4 + 1a + 4a^2)d1^49d2^199 + (4 + 4a + 0a^2)d1^50d2^199 + (2 + 4a + 1a^2)d1^51d2^199 + (2 + 0a + 1a^2)d1^52d2^199 + (2 + 3a + 1a^2)d1^53d2^199 + (0 + 1a + 0a^2)d1^54d2^199 + (4 + 4a + 2a^2)d1^55d2^199 + (3 + 3a + 4a^2)d1^56d2^199 + (0 + 0a + 2a^2)d1^57d2^199 + (2 + 0a + 2a^2)d1^58d2^199 + (1 + 4a + 2a^2)d1^59d2^199 + (1 + 1a + 4a^2)d1^60d2^199 + (1 + 3a + 3a^2)d1^61d2^199 + (0 + 0a + 1a^2)d1^62d2^199 + (4 + 3a + 0a^2)d1^63d2^199 + (1 + 0a + 4a^2)d1^64d2^199 + (0 + 0a + 4a^2)d1^65d2^199 + (3 + 0a + 2a^2)d1^66d2^199 + (0 + 2a + 4a^2)d1^67d2^199 + (0 + 0a + 3a^2)d1^68d2^199 + (3 + 2a + 3a^2)d1^69d2^199 + (3 + 1a + 3a^2)d1^70d2^199 + (2 + 2a + 3a^2)d1^71d2^199 + (1 + 3a + 2a^2)d1^72d2^199 + (3 + 2a + 1a^2)d1^73d2^199 + (2 + 3a + 3a^2)d1^74d2^199 + (2 + 4a + 2a^2)d1^75d2^199 + (0 + 1a + 3a^2)d1^76d2^199 + (3 + 2a + 4a^2)d1^77d2^199 + (2 + 1a + 0a^2)d1^78d2^199 + (0 + 0a + 3a^2)d1^79d2^199 + (3 + 3a + 3a^2)d1^80d2^199 + (1 + 3a + 3a^2)d1^81d2^199 + (4 + 0a + 1a^2)d1^82d2^199 + (4 + 3a + 1a^2)d1^83d2^199 + (2 + 2a + 4a^2)d1^84d2^199 + (3 + 3a + 0a^2)d1^85d2^199 + (3 + 2a + 2a^2)d1^86d2^199 + (2 + 3a + 1a^2)d1^87d2^199 + (0 + 3a + 4a^2)d1^88d2^199 + (0 + 3a + 3a^2)d1^89d2^199 + (1 + 2a + 0a^2)d1^90d2^199 + (1 + 1a + 4a^2)d1^91d2^199 + (4 + 0a + 3a^2)d1^92d2^199 + (2 + 3a + 0a^2)d1^93d2^199 + (0 + 3a + 0a^2)d1^94d2^199 + (2 + 3a + 0a^2)d1^95d2^199 + (1 + 3a + 2a^2)d1^96d2^199 + (3 + 4a + 4a^2)d1^97d2^199 + (0 + 4a + 1a^2)d1^98d2^199 + (3 + 2a + 0a^2)d1^99d2^199 + (3 + 1a + 0a^2)d1^100d2^199 + (2 + 1a + 2a^2)d1^102d2^199 + (3 + 0a + 4a^2)d1^103d2^199 + (2 + 2a + 0a^2)d1^104d2^199 + (4 + 2a + 4a^2)d1^105d2^199 + (1 + 0a + 1a^2)d1^106d2^199 + (1 + 4a + 2a^2)d1^107d2^199 + (4 + 3a + 0a^2)d1^108d2^199 + (2 + 2a + 4a^2)d1^109d2^199 + (1 + 4a + 2a^2)d1^110d2^199 + (3 + 0a + 3a^2)d1^111d2^199 + (2 + 0a + 1a^2)d1^112d2^199 + (1 + 1a + 2a^2)d1^113d2^199 + (0 + 1a + 3a^2)d1^114d2^199 + (0 + 0a + 1a^2)d1^115d2^199 + (3 + 2a + 3a^2)d1^116d2^199 + (1 + 1a + 0a^2)d1^117d2^199 + (0 + 3a + 4a^2)d1^118d2^199 + (2 + 1a + 0a^2)d1^119d2^199 + (3 + 1a + 1a^2)d1^120d2^199 + (2 + 0a + 3a^2)d1^121d2^199 + (2 + 3a + 2a^2)d1^122d2^199 + (2 + 3a + 4a^2)d1^123d2^199 + (1 + 0a + 3a^2)d1^124d2^199 + (3 + 4a + 1a^2)d1^125d2^199 + (3 + 3a + 0a^2)d1^126d2^199 + (0 + 3a + 0a^2)d1^127d2^199 + (1 + 0a + 4a^2)d1^128d2^199 + (1 + 2a + 3a^2)d1^129d2^199 + (2 + 2a + 2a^2)d1^130d2^199 + (2 + 3a + 3a^2)d1^131d2^199 + (3 + 1a + 1a^2)d1^132d2^199 + (0 + 1a + 1a^2)d1^133d2^199 + (4 + 1a + 2a^2)d1^134d2^199 + (0 + 3a + 3a^2)d1^136d2^199 + (1 + 0a + 1a^2)d1^137d2^199 + (4 + 3a + 1a^2)d1^138d2^199 + (2 + 0a + 0a^2)d1^139d2^199 + (4 + 2a + 3a^2)d1^140d2^199 + (4 + 4a + 0a^2)d1^141d2^199 + (1 + 4a + 2a^2)d1^142d2^199 + (1 + 4a + 4a^2)d1^143d2^199 + (4 + 0a + 0a^2)d1^144d2^199 + (2 + 4a + 1a^2)d1^145d2^199 + (0 + 2a + 2a^2)d1^146d2^199 + (1 + 4a + 0a^2)d1^147d2^199 + (3 + 0a + 3a^2)d1^148d2^199 + (0 + 2a + 0a^2)d1^149d2^199 + (3 + 0a + 0a^2)d1^150d2^199 + (4 + 3a + 3a^2)d1^151d2^199 + (1 + 1a + 0a^2)d1^152d2^199 + (4 + 3a + 0a^2)d1^153d2^199 + (1 + 4a + 3a^2)d1^154d2^199 + (2 + 4a + 2a^2)d1^155d2^199 + (4 + 2a + 0a^2)d1^156d2^199 + (3 + 3a + 4a^2)d1^157d2^199 + (1 + 1a + 2a^2)d1^158d2^199 + (0 + 4a + 3a^2)d1^159d2^199 + (1 + 1a + 0a^2)d1^160d2^199 + (2 + 2a + 1a^2)d1^161d2^199 + (1 + 0a + 3a^2)d1^162d2^199 + (1 + 1a + 0a^2)d1^163d2^199 + (0 + 4a + 1a^2)d1^164d2^199 + (3 + 2a + 2a^2)d1^165d2^199 + (2 + 0a + 4a^2)d1^166d2^199 + (1 + 0a + 3a^2)d1^167d2^199 + (2 + 0a + 0a^2)d1^168d2^199 + (4 + 2a + 2a^2)d1^169d2^199 + (1 + 3a + 3a^2)d1^170d2^199 + (1 + 3a + 0a^2)d1^171d2^199 + (1 + 2a + 1a^2)d1^172d2^199 + (4 + 1a + 0a^2)d1^173d2^199 + (2 + 4a + 2a^2)d1^174d2^199 + (0 + 4a + 2a^2)d1^175d2^199 + (2 + 2a + 4a^2)d1^176d2^199 + (0 + 0a + 2a^2)d1^177d2^199 + (2 + 1a + 1a^2)d1^178d2^199 + (0 + 0a + 1a^2)d1^179d2^199 + (0 + 3a + 3a^2)d1^180d2^199 + (4 + 2a + 1a^2)d1^181d2^199 + (1 + 0a + 4a^2)d1^182d2^199 + (3 + 4a + 0a^2)d1^183d2^199 + (0 + 3a + 4a^2)d1^184d2^199 + (2 + 1a + 4a^2)d1^185d2^199 + (0 + 1a + 0a^2)d1^186d2^199 + (1 + 3a + 3a^2)d1^187d2^199 + (2 + 3a + 4a^2)d1^188d2^199 + (3 + 0a + 2a^2)d1^189d2^199 + (4 + 4a + 1a^2)d1^190d2^199 + (2 + 3a + 3a^2)d1^191d2^199 + (4 + 3a + 0a^2)d1^192d2^199 + (2 + 1a + 2a^2)d1^193d2^199 + (2 + 3a + 2a^2)d1^194d2^199 + (0 + 1a + 1a^2)d1^195d2^199 + (4 + 4a + 2a^2)d1^196d2^199 + (1 + 4a + 3a^2)d1^197d2^199 + (0 + 3a + 1a^2)d1^198d2^199 + (3 + 0a + 0a^2)d1^199d2^199 + (1 + 3a + 3a^2)d1^200d2^199 + (4 + 3a + 3a^2)d1^201d2^199 + (1 + 3a + 3a^2)d1^202d2^199 + (4 + 2a + 2a^2)d1^203d2^199 + (3 + 4a + 1a^2)d1^205d2^199 + (1 + 1a + 0a^2)d1^206d2^199 + (3 + 3a + 3a^2)d1^207d2^199 + (0 + 0a + 2a^2)d1^208d2^199 + (4 + 2a + 1a^2)d1^209d2^199 + (4 + 1a + 4a^2)d1^210d2^199 + (0 + 0a + 3a^2)d1^211d2^199 + (2 + 3a + 0a^2)d1^212d2^199 + (4 + 3a + 2a^2)d1^213d2^199 + (3 + 1a + 3a^2)d1^214d2^199 + (4 + 4a + 4a^2)d1^215d2^199 + (0 + 4a + 1a^2)d1^216d2^199 + (3 + 3a + 0a^2)d1^217d2^199 + (4 + 0a + 3a^2)d1^218d2^199 + (0 + 1a + 4a^2)d1^219d2^199 + (0 + 3a + 1a^2)d1^220d2^199 + (0 + 4a + 4a^2)d1^221d2^199 + (4 + 2a + 1a^2)d1^222d2^199 + (1 + 3a + 3a^2)d1^223d2^199 + (1 + 0a + 3a^2)d1^224d2^199 + (4 + 0a + 4a^2)d1^225d2^199 + (0 + 1a + 0a^2)d1^226d2^199 + (1 + 2a + 0a^2)d1^227d2^199 + (0 + 0a + 2a^2)d1^228d2^199 + (0 + 2a + 4a^2)d1^229d2^199 + (0 + 1a + 0a^2)d1^230d2^199 + (2 + 1a + 0a^2)d1^231d2^199 + (3 + 4a + 4a^2)d1^232d2^199 + (3 + 4a + 2a^2)d1^233d2^199 + (3 + 2a + 2a^2)d1^234d2^199 + (4 + 2a + 2a^2)d1^235d2^199 + (3 + 4a + 0a^2)d1^236d2^199 + (4 + 0a + 4a^2)d1^237d2^199 + (3 + 0a + 2a^2)d1^238d2^199 + (4 + 3a + 3a^2)d1^239d2^199 + (4 + 4a + 1a^2)d1^240d2^199 + (4 + 1a + 4a^2)d1^241d2^199 + (0 + 1a + 4a^2)d1^242d2^199 + (4 + 3a + 4a^2)d1^243d2^199 + (2 + 3a + 4a^2)d1^244d2^199 + (0 + 0a + 2a^2)d1^245d2^199 + (4 + 2a + 3a^2)d1^246d2^199 + (1 + 0a + 3a^2)d1^247d2^199 + (4 + 0a + 4a^2)d1^248d2^199 + (2 + 0a + 1a^2)d1^249d2^199 + (2 + 0a + 4a^2)d1^250d2^199 + (1 + 1a + 4a^2)d1^251d2^199 + (4 + 1a + 3a^2)d1^252d2^199 + (4 + 4a + 0a^2)d1^253d2^199 + (3 + 3a + 2a^2)d1^254d2^199 + (2 + 0a + 2a^2)d1^255d2^199 + (2 + 2a + 2a^2)d1^256d2^199 + (2 + 3a + 0a^2)d1^257d2^199 + (3 + 2a + 4a^2)d1^258d2^199 + (4 + 0a + 1a^2)d1^259d2^199 + (4 + 2a + 4a^2)d1^260d2^199 + (3 + 3a + 0a^2)d1^261d2^199 + (2 + 4a + 4a^2)d1^262d2^199 + (2 + 3a + 1a^2)d1^263d2^199 + (3 + 0a + 0a^2)d1^264d2^199 + (0 + 0a + 1a^2)d1^265d2^199 + (1 + 4a + 3a^2)d1^266d2^199 + (4 + 2a + 1a^2)d1^267d2^199 + (3 + 4a + 0a^2)d1^268d2^199 + (2 + 1a + 0a^2)d1^269d2^199 + (3 + 4a + 4a^2)d1^270d2^199 + (3 + 2a + 4a^2)d1^271d2^199 + (2 + 2a + 3a^2)d1^272d2^199 + (2 + 1a + 0a^2)d1^273d2^199 + (3 + 2a + 2a^2)d1^274d2^199 + (2 + 0a + 4a^2)d1^275d2^199 + (3 + 1a + 0a^2)d1^276d2^199 + (2 + 4a + 2a^2)d1^277d2^199 + (2 + 0a + 1a^2)d1^278d2^199 + (0 + 1a + 4a^2)d1^279d2^199 + (0 + 2a + 2a^2)d1^280d2^199 + (3 + 2a + 4a^2)d1^281d2^199 + (2 + 0a + 0a^2)d1^282d2^199 + (0 + 2a + 1a^2)d1^283d2^199 + (0 + 1a + 4a^2)d1^284d2^199 + (0 + 0a + 3a^2)d1^285d2^199 + (2 + 1a + 2a^2)d1^286d2^199 + (0 + 3a + 3a^2)d1^287d2^199 + (2 + 1a + 3a^2)d1^288d2^199 + (1 + 1a + 3a^2)d1^289d2^199 + (4 + 2a + 4a^2)d1^290d2^199 + (4 + 4a + 2a^2)d1^291d2^199 + (3 + 1a + 0a^2)d1^292d2^199 + (4 + 3a + 0a^2)d1^293d2^199 + (0 + 3a + 2a^2)d2^200 + (4 + 4a + 2a^2)d1^1d2^200 + (2 + 2a + 1a^2)d1^3d2^200 + (3 + 1a + 3a^2)d1^4d2^200 + (0 + 2a + 3a^2)d1^5d2^200 + (2 + 1a + 1a^2)d1^6d2^200 + (4 + 0a + 3a^2)d1^7d2^200 + (4 + 4a + 4a^2)d1^8d2^200 + (1 + 2a + 4a^2)d1^9d2^200 + (1 + 0a + 3a^2)d1^10d2^200 + (1 + 3a + 0a^2)d1^11d2^200 + (4 + 2a + 1a^2)d1^12d2^200 + (1 + 0a + 3a^2)d1^13d2^200 + (0 + 1a + 4a^2)d1^14d2^200 + (1 + 0a + 4a^2)d1^15d2^200 + (1 + 2a + 2a^2)d1^16d2^200 + (0 + 1a + 1a^2)d1^17d2^200 + (1 + 4a + 3a^2)d1^18d2^200 + (3 + 4a + 0a^2)d1^19d2^200 + (3 + 3a + 2a^2)d1^20d2^200 + (0 + 1a + 2a^2)d1^21d2^200 + (4 + 1a + 3a^2)d1^22d2^200 + (0 + 3a + 0a^2)d1^23d2^200 + (0 + 1a + 3a^2)d1^24d2^200 + (1 + 3a + 3a^2)d1^25d2^200 + (4 + 1a + 1a^2)d1^26d2^200 + (2 + 2a + 2a^2)d1^27d2^200 + (1 + 0a + 2a^2)d1^28d2^200 + (2 + 4a + 4a^2)d1^29d2^200 + (2 + 4a + 2a^2)d1^30d2^200 + (4 + 2a + 1a^2)d1^31d2^200 + (1 + 3a + 3a^2)d1^32d2^200 + (2 + 0a + 0a^2)d1^33d2^200 + (2 + 0a + 0a^2)d1^34d2^200 + (3 + 1a + 4a^2)d1^35d2^200 + (3 + 2a + 3a^2)d1^36d2^200 + (1 + 1a + 4a^2)d1^37d2^200 + (4 + 2a + 1a^2)d1^38d2^200 + (1 + 0a + 2a^2)d1^39d2^200 + (4 + 0a + 4a^2)d1^40d2^200 + (3 + 2a + 1a^2)d1^41d2^200 + (2 + 0a + 4a^2)d1^42d2^200 + (0 + 2a + 2a^2)d1^43d2^200 + (0 + 0a + 4a^2)d1^44d2^200 + (4 + 3a + 0a^2)d1^45d2^200 + (2 + 3a + 0a^2)d1^46d2^200 + (3 + 3a + 1a^2)d1^47d2^200 + (2 + 0a + 0a^2)d1^48d2^200 + (3 + 2a + 1a^2)d1^49d2^200 + (0 + 4a + 2a^2)d1^50d2^200 + (2 + 1a + 0a^2)d1^51d2^200 + (1 + 1a + 2a^2)d1^52d2^200 + (0 + 0a + 4a^2)d1^53d2^200 + (4 + 0a + 0a^2)d1^54d2^200 + (1 + 1a + 3a^2)d1^55d2^200 + (2 + 0a + 1a^2)d1^56d2^200 + (1 + 3a + 2a^2)d1^57d2^200 + (0 + 2a + 2a^2)d1^58d2^200 + (0 + 4a + 3a^2)d1^59d2^200 + (1 + 1a + 1a^2)d1^60d2^200 + (3 + 2a + 0a^2)d1^61d2^200 + (2 + 3a + 3a^2)d1^62d2^200 + (1 + 2a + 4a^2)d1^63d2^200 + (2 + 2a + 1a^2)d1^64d2^200 + (1 + 0a + 1a^2)d1^65d2^200 + (3 + 4a + 1a^2)d1^66d2^200 + (4 + 2a + 2a^2)d1^67d2^200 + (1 + 0a + 0a^2)d1^68d2^200 + (2 + 4a + 4a^2)d1^69d2^200 + (3 + 0a + 3a^2)d1^70d2^200 + (2 + 3a + 4a^2)d1^71d2^200 + (1 + 0a + 1a^2)d1^72d2^200 + (2 + 1a + 4a^2)d1^73d2^200 + (1 + 4a + 3a^2)d1^74d2^200 + (4 + 3a + 1a^2)d1^75d2^200 + (2 + 0a + 2a^2)d1^76d2^200 + (4 + 3a + 1a^2)d1^77d2^200 + (1 + 3a + 0a^2)d1^78d2^200 + (4 + 4a + 3a^2)d1^79d2^200 + (4 + 3a + 3a^2)d1^80d2^200 + (4 + 3a + 3a^2)d1^81d2^200 + (2 + 0a + 2a^2)d1^82d2^200 + (3 + 0a + 1a^2)d1^83d2^200 + (3 + 0a + 0a^2)d1^84d2^200 + (3 + 0a + 3a^2)d1^85d2^200 + (0 + 3a + 0a^2)d1^86d2^200 + (4 + 4a + 1a^2)d1^87d2^200 + (2 + 0a + 2a^2)d1^88d2^200 + (4 + 1a + 3a^2)d1^89d2^200 + (0 + 3a + 0a^2)d1^90d2^200 + (4 + 2a + 2a^2)d1^91d2^200 + (4 + 1a + 4a^2)d1^92d2^200 + (3 + 3a + 0a^2)d1^93d2^200 + (2 + 2a + 3a^2)d1^94d2^200 + (2 + 1a + 4a^2)d1^95d2^200 + (0 + 2a + 2a^2)d1^96d2^200 + (3 + 3a + 2a^2)d1^97d2^200 + (3 + 4a + 2a^2)d1^98d2^200 + (1 + 1a + 1a^2)d1^99d2^200 + (2 + 1a + 4a^2)d1^100d2^200 + (4 + 1a + 2a^2)d1^101d2^200 + (2 + 1a + 3a^2)d1^102d2^200 + (1 + 0a + 3a^2)d1^103d2^200 + (4 + 3a + 2a^2)d1^104d2^200 + (2 + 3a + 3a^2)d1^105d2^200 + (4 + 3a + 2a^2)d1^106d2^200 + (4 + 4a + 3a^2)d1^107d2^200 + (2 + 4a + 2a^2)d1^108d2^200 + (4 + 2a + 3a^2)d1^109d2^200 + (2 + 2a + 0a^2)d1^110d2^200 + (0 + 2a + 0a^2)d1^111d2^200 + (3 + 3a + 4a^2)d1^112d2^200 + (2 + 0a + 1a^2)d1^113d2^200 + (2 + 3a + 3a^2)d1^114d2^200 + (3 + 4a + 4a^2)d1^115d2^200 + (0 + 3a + 4a^2)d1^116d2^200 + (3 + 2a + 0a^2)d1^117d2^200 + (1 + 1a + 2a^2)d1^118d2^200 + (1 + 2a + 1a^2)d1^119d2^200 + (3 + 3a + 3a^2)d1^120d2^200 + (3 + 2a + 4a^2)d1^121d2^200 + (4 + 2a + 0a^2)d1^122d2^200 + (0 + 4a + 0a^2)d1^123d2^200 + (2 + 2a + 2a^2)d1^124d2^200 + (1 + 0a + 4a^2)d1^125d2^200 + (0 + 2a + 4a^2)d1^126d2^200 + (1 + 3a + 2a^2)d1^127d2^200 + (1 + 2a + 4a^2)d1^128d2^200 + (3 + 2a + 4a^2)d1^129d2^200 + (0 + 1a + 2a^2)d1^130d2^200 + (3 + 0a + 1a^2)d1^131d2^200 + (2 + 3a + 1a^2)d1^132d2^200 + (0 + 4a + 4a^2)d1^133d2^200 + (0 + 0a + 1a^2)d1^134d2^200 + (2 + 2a + 1a^2)d1^135d2^200 + (3 + 0a + 1a^2)d1^136d2^200 + (2 + 0a + 3a^2)d1^137d2^200 + (0 + 0a + 3a^2)d1^138d2^200 + (1 + 0a + 4a^2)d1^139d2^200 + (0 + 3a + 4a^2)d1^140d2^200 + (1 + 3a + 3a^2)d1^141d2^200 + (2 + 3a + 3a^2)d1^142d2^200 + (4 + 1a + 4a^2)d1^143d2^200 + (3 + 0a + 0a^2)d1^144d2^200 + (1 + 4a + 1a^2)d1^145d2^200 + (2 + 4a + 2a^2)d1^146d2^200 + (1 + 0a + 1a^2)d1^147d2^200 + (4 + 2a + 1a^2)d1^148d2^200 + (3 + 0a + 3a^2)d1^149d2^200 + (2 + 2a + 2a^2)d1^150d2^200 + (2 + 0a + 1a^2)d1^151d2^200 + (0 + 3a + 2a^2)d1^152d2^200 + (3 + 0a + 2a^2)d1^153d2^200 + (1 + 1a + 1a^2)d1^154d2^200 + (0 + 1a + 2a^2)d1^155d2^200 + (3 + 0a + 2a^2)d1^156d2^200 + (3 + 4a + 4a^2)d1^157d2^200 + (4 + 0a + 3a^2)d1^158d2^200 + (1 + 1a + 3a^2)d1^159d2^200 + (0 + 4a + 2a^2)d1^160d2^200 + (4 + 2a + 3a^2)d1^161d2^200 + (2 + 0a + 4a^2)d1^162d2^200 + (0 + 1a + 3a^2)d1^163d2^200 + (0 + 2a + 4a^2)d1^164d2^200 + (3 + 0a + 4a^2)d1^165d2^200 + (4 + 1a + 2a^2)d1^166d2^200 + (3 + 3a + 4a^2)d1^167d2^200 + (1 + 4a + 2a^2)d1^168d2^200 + (2 + 4a + 2a^2)d1^169d2^200 + (0 + 2a + 0a^2)d1^170d2^200 + (4 + 1a + 4a^2)d1^171d2^200 + (0 + 4a + 2a^2)d1^172d2^200 + (0 + 4a + 0a^2)d1^173d2^200 + (3 + 0a + 1a^2)d1^174d2^200 + (2 + 3a + 0a^2)d1^175d2^200 + (3 + 0a + 3a^2)d1^176d2^200 + (3 + 4a + 2a^2)d1^177d2^200 + (3 + 0a + 0a^2)d1^178d2^200 + (1 + 1a + 1a^2)d1^179d2^200 + (4 + 2a + 1a^2)d1^180d2^200 + (1 + 2a + 1a^2)d1^181d2^200 + (2 + 2a + 4a^2)d1^182d2^200 + (2 + 3a + 3a^2)d1^183d2^200 + (1 + 0a + 4a^2)d1^184d2^200 + (2 + 2a + 4a^2)d1^185d2^200 + (4 + 2a + 3a^2)d1^186d2^200 + (2 + 1a + 4a^2)d1^187d2^200 + (1 + 4a + 4a^2)d1^188d2^200 + (3 + 2a + 2a^2)d1^189d2^200 + (1 + 2a + 0a^2)d1^190d2^200 + (1 + 4a + 3a^2)d1^191d2^200 + (1 + 3a + 4a^2)d1^192d2^200 + (1 + 1a + 4a^2)d1^193d2^200 + (3 + 3a + 1a^2)d1^194d2^200 + (3 + 1a + 0a^2)d1^195d2^200 + (3 + 2a + 2a^2)d1^196d2^200 + (0 + 2a + 4a^2)d1^197d2^200 + (4 + 2a + 3a^2)d1^198d2^200 + (4 + 4a + 2a^2)d1^199d2^200 + (0 + 2a + 0a^2)d1^200d2^200 + (3 + 2a + 4a^2)d1^201d2^200 + (4 + 4a + 3a^2)d1^203d2^200 + (2 + 1a + 2a^2)d1^204d2^200 + (2 + 4a + 0a^2)d1^205d2^200 + (2 + 4a + 1a^2)d1^206d2^200 + (1 + 3a + 4a^2)d1^207d2^200 + (3 + 3a + 4a^2)d1^208d2^200 + (2 + 0a + 3a^2)d1^209d2^200 + (4 + 2a + 4a^2)d1^210d2^200 + (3 + 4a + 3a^2)d1^211d2^200 + (0 + 2a + 1a^2)d1^212d2^200 + (0 + 3a + 0a^2)d1^213d2^200 + (2 + 0a + 2a^2)d1^214d2^200 + (3 + 0a + 0a^2)d1^215d2^200 + (4 + 1a + 3a^2)d1^216d2^200 + (3 + 1a + 2a^2)d1^217d2^200 + (1 + 0a + 3a^2)d1^218d2^200 + (4 + 4a + 2a^2)d1^219d2^200 + (2 + 2a + 0a^2)d1^220d2^200 + (0 + 1a + 3a^2)d1^221d2^200 + (0 + 2a + 1a^2)d1^222d2^200 + (2 + 0a + 0a^2)d1^223d2^200 + (1 + 0a + 2a^2)d1^224d2^200 + (4 + 0a + 4a^2)d1^225d2^200 + (2 + 2a + 3a^2)d1^226d2^200 + (1 + 2a + 0a^2)d1^227d2^200 + (0 + 2a + 3a^2)d1^228d2^200 + (4 + 0a + 1a^2)d1^229d2^200 + (0 + 3a + 2a^2)d1^230d2^200 + (0 + 4a + 2a^2)d1^231d2^200 + (3 + 1a + 4a^2)d1^232d2^200 + (4 + 4a + 4a^2)d1^233d2^200 + (3 + 2a + 3a^2)d1^234d2^200 + (4 + 1a + 3a^2)d1^235d2^200 + (4 + 1a + 1a^2)d1^236d2^200 + (0 + 0a + 2a^2)d1^237d2^200 + (4 + 4a + 1a^2)d1^238d2^200 + (2 + 0a + 3a^2)d1^239d2^200 + (4 + 0a + 4a^2)d1^240d2^200 + (1 + 4a + 1a^2)d1^241d2^200 + (4 + 0a + 1a^2)d1^242d2^200 + (4 + 3a + 2a^2)d1^243d2^200 + (4 + 2a + 4a^2)d1^244d2^200 + (3 + 1a + 0a^2)d1^245d2^200 + (2 + 2a + 0a^2)d1^246d2^200 + (2 + 0a + 1a^2)d1^247d2^200 + (4 + 2a + 2a^2)d1^248d2^200 + (4 + 0a + 3a^2)d1^249d2^200 + (4 + 3a + 2a^2)d1^250d2^200 + (1 + 1a + 0a^2)d1^251d2^200 + (0 + 2a + 4a^2)d1^252d2^200 + (0 + 4a + 2a^2)d1^253d2^200 + (2 + 3a + 3a^2)d1^254d2^200 + (0 + 2a + 2a^2)d1^255d2^200 + (4 + 2a + 2a^2)d1^256d2^200 + (0 + 4a + 2a^2)d1^257d2^200 + (3 + 3a + 3a^2)d1^258d2^200 + (0 + 1a + 0a^2)d1^259d2^200 + (0 + 2a + 4a^2)d1^260d2^200 + (2 + 2a + 0a^2)d1^261d2^200 + (0 + 0a + 4a^2)d1^262d2^200 + (1 + 0a + 3a^2)d1^263d2^200 + (2 + 1a + 3a^2)d1^264d2^200 + (2 + 0a + 2a^2)d1^265d2^200 + (4 + 3a + 1a^2)d1^266d2^200 + (4 + 0a + 1a^2)d1^267d2^200 + (4 + 2a + 3a^2)d1^268d2^200 + (1 + 4a + 2a^2)d1^269d2^200 + (4 + 3a + 2a^2)d1^270d2^200 + (0 + 3a + 2a^2)d1^271d2^200 + (1 + 0a + 4a^2)d1^272d2^200 + (4 + 4a + 2a^2)d1^273d2^200 + (0 + 4a + 1a^2)d1^274d2^200 + (1 + 1a + 0a^2)d1^275d2^200 + (3 + 2a + 3a^2)d1^276d2^200 + (1 + 4a + 2a^2)d1^277d2^200 + (4 + 4a + 2a^2)d1^278d2^200 + (1 + 1a + 3a^2)d1^279d2^200 + (0 + 3a + 0a^2)d1^280d2^200 + (2 + 2a + 0a^2)d1^281d2^200 + (4 + 3a + 2a^2)d1^282d2^200 + (1 + 1a + 3a^2)d1^283d2^200 + (0 + 0a + 1a^2)d1^284d2^200 + (4 + 2a + 4a^2)d1^285d2^200 + (1 + 4a + 4a^2)d1^286d2^200 + (0 + 2a + 4a^2)d1^287d2^200 + (0 + 0a + 1a^2)d1^288d2^200 + (2 + 3a + 4a^2)d1^289d2^200 + (3 + 0a + 1a^2)d1^290d2^200 + (0 + 1a + 2a^2)d1^291d2^200 + (1 + 2a + 0a^2)d1^292d2^200 + (3 + 4a + 2a^2)d1^293d2^200 + (3 + 1a + 3a^2)d2^201 + (2 + 4a + 4a^2)d1^1d2^201 + (0 + 1a + 3a^2)d1^2d2^201 + (2 + 0a + 3a^2)d1^3d2^201 + (1 + 4a + 3a^2)d1^4d2^201 + (1 + 3a + 2a^2)d1^5d2^201 + (0 + 0a + 4a^2)d1^6d2^201 + (3 + 4a + 0a^2)d1^7d2^201 + (0 + 3a + 4a^2)d1^8d2^201 + (0 + 2a + 4a^2)d1^9d2^201 + (4 + 1a + 0a^2)d1^10d2^201 + (0 + 2a + 0a^2)d1^11d2^201 + (3 + 0a + 4a^2)d1^12d2^201 + (2 + 1a + 2a^2)d1^13d2^201 + (2 + 0a + 1a^2)d1^14d2^201 + (3 + 1a + 0a^2)d1^15d2^201 + (4 + 2a + 1a^2)d1^16d2^201 + (4 + 2a + 0a^2)d1^17d2^201 + (0 + 1a + 2a^2)d1^18d2^201 + (4 + 0a + 2a^2)d1^19d2^201 + (3 + 0a + 4a^2)d1^20d2^201 + (2 + 2a + 2a^2)d1^21d2^201 + (0 + 0a + 3a^2)d1^22d2^201 + (2 + 0a + 0a^2)d1^23d2^201 + (3 + 4a + 3a^2)d1^24d2^201 + (3 + 3a + 2a^2)d1^25d2^201 + (4 + 3a + 4a^2)d1^26d2^201 + (1 + 0a + 4a^2)d1^27d2^201 + (3 + 0a + 3a^2)d1^28d2^201 + (1 + 4a + 0a^2)d1^29d2^201 + (2 + 4a + 1a^2)d1^30d2^201 + (2 + 2a + 1a^2)d1^31d2^201 + (4 + 1a + 3a^2)d1^32d2^201 + (3 + 0a + 4a^2)d1^33d2^201 + (3 + 3a + 1a^2)d1^34d2^201 + (4 + 0a + 2a^2)d1^35d2^201 + (4 + 0a + 3a^2)d1^36d2^201 + (1 + 2a + 1a^2)d1^37d2^201 + (0 + 2a + 3a^2)d1^38d2^201 + (0 + 1a + 2a^2)d1^39d2^201 + (0 + 3a + 3a^2)d1^40d2^201 + (3 + 4a + 0a^2)d1^41d2^201 + (1 + 2a + 1a^2)d1^42d2^201 + (1 + 4a + 3a^2)d1^43d2^201 + (2 + 3a + 3a^2)d1^44d2^201 + (2 + 1a + 3a^2)d1^45d2^201 + (4 + 4a + 1a^2)d1^46d2^201 + (2 + 0a + 0a^2)d1^47d2^201 + (1 + 3a + 2a^2)d1^48d2^201 + (1 + 3a + 4a^2)d1^49d2^201 + (2 + 0a + 1a^2)d1^50d2^201 + (3 + 3a + 1a^2)d1^51d2^201 + (2 + 4a + 2a^2)d1^52d2^201 + (3 + 3a + 2a^2)d1^53d2^201 + (0 + 3a + 4a^2)d1^54d2^201 + (2 + 1a + 4a^2)d1^55d2^201 + (3 + 2a + 3a^2)d1^56d2^201 + (1 + 2a + 4a^2)d1^57d2^201 + (1 + 0a + 2a^2)d1^58d2^201 + (0 + 1a + 4a^2)d1^59d2^201 + (1 + 3a + 3a^2)d1^61d2^201 + (3 + 1a + 3a^2)d1^62d2^201 + (3 + 1a + 1a^2)d1^63d2^201 + (3 + 0a + 1a^2)d1^64d2^201 + (4 + 2a + 4a^2)d1^65d2^201 + (0 + 2a + 2a^2)d1^66d2^201 + (1 + 2a + 3a^2)d1^67d2^201 + (1 + 2a + 2a^2)d1^68d2^201 + (3 + 2a + 4a^2)d1^69d2^201 + (4 + 4a + 2a^2)d1^70d2^201 + (0 + 0a + 4a^2)d1^71d2^201 + (2 + 2a + 2a^2)d1^72d2^201 + (1 + 4a + 3a^2)d1^73d2^201 + (4 + 0a + 4a^2)d1^74d2^201 + (4 + 4a + 2a^2)d1^75d2^201 + (4 + 4a + 4a^2)d1^76d2^201 + (3 + 0a + 2a^2)d1^77d2^201 + (2 + 4a + 4a^2)d1^78d2^201 + (0 + 0a + 1a^2)d1^79d2^201 + (3 + 0a + 0a^2)d1^80d2^201 + (1 + 1a + 3a^2)d1^81d2^201 + (1 + 3a + 0a^2)d1^82d2^201 + (4 + 3a + 3a^2)d1^83d2^201 + (2 + 2a + 2a^2)d1^84d2^201 + (3 + 2a + 4a^2)d1^85d2^201 + (1 + 0a + 3a^2)d1^86d2^201 + (1 + 1a + 4a^2)d1^87d2^201 + (0 + 2a + 0a^2)d1^88d2^201 + (4 + 4a + 0a^2)d1^89d2^201 + (1 + 1a + 1a^2)d1^90d2^201 + (0 + 4a + 0a^2)d1^91d2^201 + (1 + 1a + 0a^2)d1^92d2^201 + (4 + 4a + 0a^2)d1^93d2^201 + (4 + 3a + 2a^2)d1^94d2^201 + (4 + 1a + 0a^2)d1^95d2^201 + (2 + 4a + 4a^2)d1^96d2^201 + (2 + 1a + 0a^2)d1^97d2^201 + (1 + 2a + 2a^2)d1^98d2^201 + (2 + 2a + 2a^2)d1^99d2^201 + (3 + 4a + 4a^2)d1^100d2^201 + (2 + 3a + 2a^2)d1^101d2^201 + (4 + 1a + 3a^2)d1^102d2^201 + (2 + 4a + 1a^2)d1^103d2^201 + (4 + 2a + 0a^2)d1^104d2^201 + (2 + 0a + 1a^2)d1^105d2^201 + (2 + 2a + 1a^2)d1^106d2^201 + (4 + 3a + 4a^2)d1^107d2^201 + (1 + 4a + 3a^2)d1^108d2^201 + (3 + 1a + 3a^2)d1^109d2^201 + (2 + 2a + 2a^2)d1^110d2^201 + (3 + 3a + 4a^2)d1^111d2^201 + (2 + 3a + 2a^2)d1^112d2^201 + (3 + 2a + 2a^2)d1^113d2^201 + (0 + 2a + 4a^2)d1^114d2^201 + (0 + 2a + 4a^2)d1^115d2^201 + (1 + 4a + 3a^2)d1^116d2^201 + (4 + 1a + 2a^2)d1^117d2^201 + (3 + 2a + 0a^2)d1^118d2^201 + (3 + 3a + 2a^2)d1^119d2^201 + (0 + 4a + 1a^2)d1^120d2^201 + (4 + 3a + 1a^2)d1^121d2^201 + (4 + 2a + 4a^2)d1^122d2^201 + (3 + 4a + 4a^2)d1^123d2^201 + (0 + 0a + 4a^2)d1^124d2^201 + (0 + 1a + 3a^2)d1^125d2^201 + (2 + 4a + 1a^2)d1^126d2^201 + (3 + 2a + 4a^2)d1^127d2^201 + (3 + 3a + 3a^2)d1^128d2^201 + (4 + 4a + 1a^2)d1^130d2^201 + (2 + 1a + 2a^2)d1^131d2^201 + (4 + 1a + 2a^2)d1^132d2^201 + (1 + 1a + 3a^2)d1^133d2^201 + (4 + 0a + 4a^2)d1^134d2^201 + (1 + 2a + 0a^2)d1^135d2^201 + (2 + 3a + 3a^2)d1^136d2^201 + (4 + 1a + 2a^2)d1^137d2^201 + (4 + 4a + 2a^2)d1^138d2^201 + (1 + 1a + 4a^2)d1^139d2^201 + (1 + 0a + 3a^2)d1^140d2^201 + (1 + 0a + 3a^2)d1^141d2^201 + (1 + 0a + 2a^2)d1^142d2^201 + (2 + 3a + 0a^2)d1^143d2^201 + (3 + 4a + 1a^2)d1^144d2^201 + (0 + 4a + 3a^2)d1^145d2^201 + (4 + 3a + 4a^2)d1^146d2^201 + (0 + 4a + 1a^2)d1^147d2^201 + (4 + 0a + 2a^2)d1^148d2^201 + (3 + 4a + 1a^2)d1^149d2^201 + (4 + 2a + 4a^2)d1^150d2^201 + (0 + 1a + 3a^2)d1^151d2^201 + (0 + 0a + 2a^2)d1^152d2^201 + (2 + 1a + 1a^2)d1^153d2^201 + (1 + 3a + 2a^2)d1^154d2^201 + (4 + 2a + 3a^2)d1^155d2^201 + (1 + 0a + 0a^2)d1^156d2^201 + (4 + 4a + 3a^2)d1^157d2^201 + (1 + 1a + 2a^2)d1^158d2^201 + (1 + 0a + 1a^2)d1^159d2^201 + (0 + 3a + 4a^2)d1^160d2^201 + (0 + 2a + 1a^2)d1^161d2^201 + (1 + 4a + 4a^2)d1^162d2^201 + (0 + 3a + 4a^2)d1^163d2^201 + (4 + 0a + 2a^2)d1^164d2^201 + (0 + 3a + 2a^2)d1^165d2^201 + (1 + 4a + 3a^2)d1^166d2^201 + (4 + 2a + 1a^2)d1^167d2^201 + (4 + 1a + 2a^2)d1^168d2^201 + (4 + 3a + 4a^2)d1^169d2^201 + (0 + 4a + 2a^2)d1^170d2^201 + (4 + 2a + 2a^2)d1^171d2^201 + (2 + 1a + 4a^2)d1^172d2^201 + (0 + 4a + 1a^2)d1^173d2^201 + (3 + 1a + 0a^2)d1^174d2^201 + (2 + 2a + 4a^2)d1^175d2^201 + (4 + 2a + 1a^2)d1^176d2^201 + (3 + 1a + 0a^2)d1^177d2^201 + (3 + 0a + 1a^2)d1^178d2^201 + (2 + 1a + 4a^2)d1^179d2^201 + (1 + 0a + 2a^2)d1^180d2^201 + (1 + 1a + 1a^2)d1^181d2^201 + (0 + 1a + 1a^2)d1^182d2^201 + (4 + 3a + 3a^2)d1^183d2^201 + (1 + 4a + 0a^2)d1^184d2^201 + (4 + 1a + 4a^2)d1^185d2^201 + (2 + 1a + 2a^2)d1^186d2^201 + (4 + 2a + 0a^2)d1^187d2^201 + (2 + 4a + 4a^2)d1^188d2^201 + (1 + 0a + 2a^2)d1^189d2^201 + (2 + 2a + 3a^2)d1^190d2^201 + (4 + 3a + 2a^2)d1^191d2^201 + (4 + 4a + 4a^2)d1^192d2^201 + (0 + 1a + 2a^2)d1^193d2^201 + (0 + 2a + 0a^2)d1^194d2^201 + (4 + 0a + 1a^2)d1^195d2^201 + (0 + 2a + 3a^2)d1^196d2^201 + (1 + 2a + 0a^2)d1^197d2^201 + (4 + 4a + 0a^2)d1^198d2^201 + (1 + 3a + 4a^2)d1^199d2^201 + (2 + 2a + 0a^2)d1^200d2^201 + (1 + 3a + 4a^2)d1^201d2^201 + (2 + 4a + 3a^2)d1^202d2^201 + (4 + 1a + 3a^2)d1^203d2^201 + (3 + 0a + 4a^2)d1^204d2^201 + (1 + 2a + 1a^2)d1^205d2^201 + (4 + 2a + 3a^2)d1^206d2^201 + (0 + 1a + 4a^2)d1^207d2^201 + (2 + 3a + 4a^2)d1^208d2^201 + (2 + 1a + 4a^2)d1^209d2^201 + (4 + 2a + 1a^2)d1^210d2^201 + (0 + 2a + 3a^2)d1^211d2^201 + (0 + 1a + 0a^2)d1^212d2^201 + (0 + 0a + 3a^2)d1^213d2^201 + (3 + 2a + 1a^2)d1^214d2^201 + (0 + 0a + 3a^2)d1^215d2^201 + (4 + 0a + 3a^2)d1^216d2^201 + (3 + 3a + 2a^2)d1^217d2^201 + (3 + 2a + 3a^2)d1^218d2^201 + (4 + 3a + 1a^2)d1^219d2^201 + (2 + 2a + 1a^2)d1^220d2^201 + (2 + 0a + 1a^2)d1^221d2^201 + (1 + 3a + 0a^2)d1^222d2^201 + (0 + 0a + 2a^2)d1^223d2^201 + (2 + 2a + 3a^2)d1^224d2^201 + (1 + 4a + 4a^2)d1^225d2^201 + (3 + 0a + 1a^2)d1^226d2^201 + (3 + 2a + 4a^2)d1^227d2^201 + (4 + 1a + 1a^2)d1^228d2^201 + (0 + 1a + 4a^2)d1^229d2^201 + (3 + 2a + 3a^2)d1^230d2^201 + (1 + 3a + 4a^2)d1^231d2^201 + (1 + 2a + 0a^2)d1^232d2^201 + (0 + 3a + 0a^2)d1^233d2^201 + (2 + 4a + 2a^2)d1^234d2^201 + (1 + 2a + 0a^2)d1^235d2^201 + (2 + 0a + 4a^2)d1^236d2^201 + (1 + 1a + 4a^2)d1^237d2^201 + (0 + 1a + 2a^2)d1^238d2^201 + (4 + 2a + 2a^2)d1^239d2^201 + (4 + 0a + 2a^2)d1^240d2^201 + (0 + 1a + 0a^2)d1^241d2^201 + (1 + 0a + 3a^2)d1^242d2^201 + (0 + 4a + 1a^2)d1^243d2^201 + (3 + 1a + 1a^2)d1^244d2^201 + (0 + 2a + 2a^2)d1^245d2^201 + (3 + 0a + 2a^2)d1^246d2^201 + (2 + 3a + 1a^2)d1^247d2^201 + (4 + 0a + 1a^2)d1^248d2^201 + (1 + 1a + 3a^2)d1^249d2^201 + (1 + 2a + 4a^2)d1^250d2^201 + (4 + 2a + 2a^2)d1^251d2^201 + (0 + 2a + 0a^2)d1^252d2^201 + (1 + 2a + 3a^2)d1^253d2^201 + (0 + 4a + 0a^2)d1^254d2^201 + (2 + 4a + 1a^2)d1^255d2^201 + (2 + 4a + 2a^2)d1^256d2^201 + (2 + 1a + 4a^2)d1^257d2^201 + (4 + 3a + 1a^2)d1^258d2^201 + (1 + 3a + 3a^2)d1^259d2^201 + (0 + 1a + 2a^2)d1^260d2^201 + (2 + 4a + 2a^2)d1^261d2^201 + (4 + 1a + 0a^2)d1^262d2^201 + (1 + 2a + 2a^2)d1^263d2^201 + (0 + 4a + 1a^2)d1^264d2^201 + (3 + 3a + 4a^2)d1^265d2^201 + (3 + 2a + 2a^2)d1^266d2^201 + (4 + 2a + 0a^2)d1^267d2^201 + (0 + 1a + 4a^2)d1^268d2^201 + (4 + 1a + 1a^2)d1^269d2^201 + (4 + 2a + 1a^2)d1^270d2^201 + (0 + 1a + 1a^2)d1^271d2^201 + (2 + 1a + 0a^2)d1^272d2^201 + (0 + 4a + 1a^2)d1^273d2^201 + (3 + 3a + 1a^2)d1^274d2^201 + (1 + 0a + 4a^2)d1^275d2^201 + (2 + 1a + 3a^2)d1^276d2^201 + (1 + 0a + 3a^2)d1^277d2^201 + (3 + 2a + 4a^2)d1^278d2^201 + (1 + 0a + 2a^2)d1^279d2^201 + (4 + 2a + 2a^2)d1^280d2^201 + (3 + 2a + 2a^2)d1^281d2^201 + (4 + 2a + 3a^2)d1^282d2^201 + (2 + 0a + 4a^2)d1^283d2^201 + (1 + 4a + 1a^2)d1^284d2^201 + (0 + 2a + 2a^2)d1^286d2^201 + (3 + 1a + 4a^2)d1^287d2^201 + (2 + 2a + 1a^2)d1^288d2^201 + (1 + 1a + 4a^2)d1^289d2^201 + (4 + 4a + 2a^2)d1^290d2^201 + (4 + 4a + 2a^2)d1^291d2^201 + (3 + 4a + 2a^2)d1^292d2^201 + (4 + 1a + 0a^2)d1^293d2^201 + (2 + 0a + 2a^2)d2^202 + (3 + 4a + 0a^2)d1^1d2^202 + (3 + 3a + 2a^2)d1^2d2^202 + (3 + 4a + 2a^2)d1^3d2^202 + (4 + 1a + 0a^2)d1^4d2^202 + (2 + 2a + 4a^2)d1^5d2^202 + (3 + 0a + 4a^2)d1^6d2^202 + (4 + 4a + 2a^2)d1^7d2^202 + (4 + 1a + 1a^2)d1^8d2^202 + (4 + 0a + 0a^2)d1^9d2^202 + (4 + 3a + 2a^2)d1^10d2^202 + (3 + 2a + 3a^2)d1^11d2^202 + (1 + 4a + 3a^2)d1^12d2^202 + (2 + 1a + 4a^2)d1^13d2^202 + (1 + 0a + 3a^2)d1^14d2^202 + (1 + 4a + 4a^2)d1^15d2^202 + (4 + 0a + 3a^2)d1^16d2^202 + (4 + 4a + 4a^2)d1^17d2^202 + (3 + 4a + 3a^2)d1^18d2^202 + (4 + 3a + 2a^2)d1^19d2^202 + (4 + 1a + 3a^2)d1^20d2^202 + (3 + 4a + 1a^2)d1^21d2^202 + (4 + 1a + 4a^2)d1^22d2^202 + (2 + 3a + 1a^2)d1^23d2^202 + (4 + 4a + 3a^2)d1^24d2^202 + (4 + 4a + 2a^2)d1^25d2^202 + (1 + 2a + 0a^2)d1^26d2^202 + (0 + 1a + 4a^2)d1^27d2^202 + (0 + 1a + 3a^2)d1^28d2^202 + (2 + 2a + 1a^2)d1^29d2^202 + (4 + 4a + 2a^2)d1^30d2^202 + (4 + 2a + 4a^2)d1^31d2^202 + (4 + 0a + 4a^2)d1^32d2^202 + (4 + 3a + 2a^2)d1^33d2^202 + (4 + 4a + 4a^2)d1^34d2^202 + (2 + 4a + 0a^2)d1^35d2^202 + (0 + 1a + 0a^2)d1^36d2^202 + (0 + 3a + 3a^2)d1^37d2^202 + (4 + 2a + 2a^2)d1^38d2^202 + (3 + 2a + 2a^2)d1^39d2^202 + (3 + 1a + 0a^2)d1^40d2^202 + (2 + 0a + 0a^2)d1^41d2^202 + (0 + 4a + 0a^2)d1^42d2^202 + (2 + 3a + 2a^2)d1^43d2^202 + (4 + 1a + 0a^2)d1^44d2^202 + (3 + 0a + 1a^2)d1^45d2^202 + (1 + 0a + 1a^2)d1^46d2^202 + (2 + 3a + 3a^2)d1^47d2^202 + (2 + 0a + 2a^2)d1^48d2^202 + (0 + 3a + 1a^2)d1^49d2^202 + (3 + 2a + 2a^2)d1^50d2^202 + (2 + 2a + 3a^2)d1^51d2^202 + (4 + 2a + 1a^2)d1^52d2^202 + (1 + 4a + 1a^2)d1^53d2^202 + (2 + 2a + 4a^2)d1^54d2^202 + (3 + 0a + 1a^2)d1^55d2^202 + (1 + 0a + 4a^2)d1^56d2^202 + (1 + 3a + 4a^2)d1^57d2^202 + (1 + 1a + 1a^2)d1^58d2^202 + (4 + 2a + 2a^2)d1^59d2^202 + (0 + 1a + 2a^2)d1^60d2^202 + (4 + 1a + 3a^2)d1^61d2^202 + (4 + 0a + 1a^2)d1^62d2^202 + (3 + 3a + 4a^2)d1^63d2^202 + (0 + 0a + 4a^2)d1^64d2^202 + (0 + 1a + 2a^2)d1^65d2^202 + (2 + 1a + 4a^2)d1^66d2^202 + (4 + 3a + 4a^2)d1^67d2^202 + (1 + 1a + 3a^2)d1^68d2^202 + (3 + 0a + 4a^2)d1^69d2^202 + (3 + 0a + 4a^2)d1^70d2^202 + (1 + 2a + 3a^2)d1^71d2^202 + (2 + 4a + 4a^2)d1^72d2^202 + (3 + 0a + 1a^2)d1^73d2^202 + (3 + 2a + 1a^2)d1^74d2^202 + (3 + 0a + 3a^2)d1^76d2^202 + (4 + 2a + 3a^2)d1^77d2^202 + (4 + 3a + 2a^2)d1^78d2^202 + (3 + 3a + 4a^2)d1^79d2^202 + (4 + 3a + 2a^2)d1^80d2^202 + (1 + 2a + 3a^2)d1^81d2^202 + (1 + 0a + 0a^2)d1^82d2^202 + (3 + 2a + 4a^2)d1^83d2^202 + (0 + 3a + 1a^2)d1^84d2^202 + (1 + 2a + 0a^2)d1^85d2^202 + (4 + 1a + 3a^2)d1^86d2^202 + (2 + 1a + 0a^2)d1^87d2^202 + (0 + 2a + 4a^2)d1^88d2^202 + (4 + 4a + 3a^2)d1^89d2^202 + (0 + 2a + 3a^2)d1^90d2^202 + (4 + 2a + 0a^2)d1^91d2^202 + (2 + 4a + 3a^2)d1^92d2^202 + (4 + 1a + 2a^2)d1^93d2^202 + (4 + 2a + 4a^2)d1^94d2^202 + (2 + 0a + 1a^2)d1^95d2^202 + (1 + 0a + 4a^2)d1^96d2^202 + (1 + 3a + 3a^2)d1^97d2^202 + (4 + 1a + 3a^2)d1^98d2^202 + (1 + 4a + 0a^2)d1^99d2^202 + (0 + 3a + 2a^2)d1^100d2^202 + (4 + 2a + 2a^2)d1^101d2^202 + (3 + 3a + 2a^2)d1^102d2^202 + (4 + 0a + 4a^2)d1^103d2^202 + (4 + 2a + 1a^2)d1^104d2^202 + (4 + 3a + 2a^2)d1^105d2^202 + (4 + 4a + 1a^2)d1^106d2^202 + (0 + 0a + 3a^2)d1^107d2^202 + (1 + 1a + 1a^2)d1^108d2^202 + (3 + 0a + 1a^2)d1^109d2^202 + (4 + 1a + 4a^2)d1^110d2^202 + (3 + 0a + 4a^2)d1^111d2^202 + (0 + 2a + 0a^2)d1^112d2^202 + (0 + 0a + 1a^2)d1^113d2^202 + (3 + 1a + 3a^2)d1^114d2^202 + (3 + 4a + 3a^2)d1^115d2^202 + (3 + 0a + 2a^2)d1^116d2^202 + (4 + 4a + 4a^2)d1^117d2^202 + (0 + 1a + 3a^2)d1^118d2^202 + (1 + 3a + 4a^2)d1^119d2^202 + (3 + 0a + 0a^2)d1^120d2^202 + (2 + 0a + 0a^2)d1^121d2^202 + (0 + 0a + 3a^2)d1^122d2^202 + (2 + 3a + 3a^2)d1^123d2^202 + (1 + 4a + 3a^2)d1^124d2^202 + (4 + 3a + 2a^2)d1^125d2^202 + (0 + 4a + 0a^2)d1^126d2^202 + (0 + 3a + 1a^2)d1^127d2^202 + (4 + 3a + 4a^2)d1^128d2^202 + (3 + 2a + 1a^2)d1^129d2^202 + (1 + 4a + 4a^2)d1^130d2^202 + (3 + 2a + 1a^2)d1^131d2^202 + (0 + 0a + 2a^2)d1^132d2^202 + (3 + 0a + 2a^2)d1^133d2^202 + (2 + 2a + 4a^2)d1^134d2^202 + (2 + 0a + 1a^2)d1^135d2^202 + (4 + 4a + 2a^2)d1^136d2^202 + (3 + 2a + 4a^2)d1^137d2^202 + (3 + 1a + 0a^2)d1^138d2^202 + (1 + 1a + 2a^2)d1^139d2^202 + (4 + 1a + 2a^2)d1^140d2^202 + (1 + 1a + 4a^2)d1^141d2^202 + (2 + 3a + 0a^2)d1^142d2^202 + (2 + 1a + 3a^2)d1^143d2^202 + (2 + 0a + 3a^2)d1^144d2^202 + (4 + 1a + 2a^2)d1^145d2^202 + (2 + 0a + 4a^2)d1^146d2^202 + (1 + 1a + 3a^2)d1^147d2^202 + (1 + 4a + 1a^2)d1^148d2^202 + (2 + 2a + 4a^2)d1^149d2^202 + (0 + 2a + 0a^2)d1^150d2^202 + (4 + 1a + 4a^2)d1^151d2^202 + (3 + 1a + 0a^2)d1^152d2^202 + (4 + 1a + 2a^2)d1^153d2^202 + (1 + 1a + 0a^2)d1^154d2^202 + (0 + 3a + 4a^2)d1^155d2^202 + (2 + 1a + 1a^2)d1^156d2^202 + (4 + 1a + 0a^2)d1^157d2^202 + (0 + 1a + 2a^2)d1^158d2^202 + (3 + 2a + 3a^2)d1^159d2^202 + (0 + 4a + 3a^2)d1^160d2^202 + (4 + 1a + 4a^2)d1^161d2^202 + (2 + 2a + 3a^2)d1^162d2^202 + (1 + 4a + 1a^2)d1^163d2^202 + (0 + 3a + 1a^2)d1^164d2^202 + (3 + 1a + 2a^2)d1^165d2^202 + (0 + 4a + 4a^2)d1^166d2^202 + (1 + 1a + 0a^2)d1^167d2^202 + (1 + 0a + 2a^2)d1^168d2^202 + (1 + 2a + 0a^2)d1^169d2^202 + (4 + 0a + 0a^2)d1^170d2^202 + (3 + 2a + 0a^2)d1^171d2^202 + (0 + 3a + 3a^2)d1^172d2^202 + (0 + 2a + 1a^2)d1^173d2^202 + (1 + 4a + 3a^2)d1^174d2^202 + (0 + 1a + 1a^2)d1^175d2^202 + (2 + 4a + 3a^2)d1^176d2^202 + (3 + 3a + 1a^2)d1^178d2^202 + (1 + 0a + 4a^2)d1^179d2^202 + (1 + 4a + 3a^2)d1^180d2^202 + (1 + 3a + 3a^2)d1^181d2^202 + (2 + 3a + 4a^2)d1^182d2^202 + (4 + 3a + 2a^2)d1^183d2^202 + (1 + 0a + 1a^2)d1^184d2^202 + (0 + 3a + 2a^2)d1^185d2^202 + (0 + 4a + 4a^2)d1^186d2^202 + (1 + 0a + 0a^2)d1^187d2^202 + (0 + 4a + 2a^2)d1^188d2^202 + (1 + 0a + 1a^2)d1^189d2^202 + (1 + 2a + 4a^2)d1^190d2^202 + (2 + 4a + 1a^2)d1^191d2^202 + (3 + 3a + 2a^2)d1^192d2^202 + (2 + 1a + 4a^2)d1^193d2^202 + (2 + 4a + 4a^2)d1^194d2^202 + (0 + 4a + 2a^2)d1^195d2^202 + (0 + 4a + 0a^2)d1^196d2^202 + (0 + 3a + 3a^2)d1^197d2^202 + (4 + 2a + 2a^2)d1^198d2^202 + (2 + 4a + 1a^2)d1^199d2^202 + (1 + 3a + 0a^2)d1^200d2^202 + (4 + 1a + 2a^2)d1^201d2^202 + (3 + 0a + 4a^2)d1^202d2^202 + (1 + 1a + 3a^2)d1^203d2^202 + (3 + 4a + 0a^2)d1^204d2^202 + (2 + 4a + 3a^2)d1^205d2^202 + (0 + 2a + 1a^2)d1^206d2^202 + (0 + 4a + 1a^2)d1^207d2^202 + (4 + 4a + 4a^2)d1^208d2^202 + (4 + 3a + 0a^2)d1^209d2^202 + (4 + 1a + 0a^2)d1^210d2^202 + (4 + 3a + 1a^2)d1^211d2^202 + (0 + 3a + 0a^2)d1^212d2^202 + (4 + 4a + 0a^2)d1^213d2^202 + (1 + 3a + 0a^2)d1^214d2^202 + (3 + 1a + 2a^2)d1^215d2^202 + (2 + 2a + 4a^2)d1^216d2^202 + (3 + 2a + 2a^2)d1^217d2^202 + (2 + 0a + 2a^2)d1^218d2^202 + (3 + 1a + 2a^2)d1^219d2^202 + (0 + 4a + 2a^2)d1^220d2^202 + (1 + 1a + 0a^2)d1^221d2^202 + (1 + 1a + 4a^2)d1^222d2^202 + (3 + 2a + 1a^2)d1^223d2^202 + (0 + 1a + 1a^2)d1^224d2^202 + (0 + 1a + 4a^2)d1^225d2^202 + (1 + 3a + 1a^2)d1^226d2^202 + (1 + 1a + 2a^2)d1^227d2^202 + (3 + 3a + 3a^2)d1^228d2^202 + (3 + 2a + 3a^2)d1^229d2^202 + (2 + 1a + 4a^2)d1^230d2^202 + (4 + 0a + 3a^2)d1^231d2^202 + (1 + 4a + 1a^2)d1^232d2^202 + (2 + 3a + 4a^2)d1^233d2^202 + (1 + 1a + 3a^2)d1^234d2^202 + (4 + 1a + 4a^2)d1^235d2^202 + (0 + 2a + 2a^2)d1^236d2^202 + (4 + 1a + 2a^2)d1^237d2^202 + (0 + 4a + 3a^2)d1^238d2^202 + (2 + 1a + 2a^2)d1^239d2^202 + (3 + 2a + 4a^2)d1^240d2^202 + (3 + 3a + 0a^2)d1^241d2^202 + (3 + 2a + 0a^2)d1^242d2^202 + (0 + 1a + 1a^2)d1^243d2^202 + (1 + 3a + 4a^2)d1^244d2^202 + (2 + 4a + 0a^2)d1^245d2^202 + (4 + 2a + 1a^2)d1^246d2^202 + (2 + 3a + 4a^2)d1^247d2^202 + (3 + 3a + 0a^2)d1^248d2^202 + (4 + 4a + 1a^2)d1^249d2^202 + (0 + 0a + 2a^2)d1^250d2^202 + (1 + 1a + 0a^2)d1^251d2^202 + (0 + 1a + 1a^2)d1^252d2^202 + (0 + 3a + 0a^2)d1^253d2^202 + (0 + 3a + 4a^2)d1^254d2^202 + (4 + 0a + 2a^2)d1^255d2^202 + (1 + 4a + 2a^2)d1^256d2^202 + (4 + 2a + 1a^2)d1^257d2^202 + (2 + 1a + 3a^2)d1^258d2^202 + (0 + 0a + 3a^2)d1^259d2^202 + (2 + 3a + 4a^2)d1^260d2^202 + (0 + 3a + 3a^2)d1^261d2^202 + (3 + 3a + 1a^2)d1^262d2^202 + (1 + 4a + 0a^2)d1^263d2^202 + (3 + 1a + 1a^2)d1^264d2^202 + (0 + 1a + 1a^2)d1^265d2^202 + (3 + 1a + 0a^2)d1^266d2^202 + (2 + 4a + 2a^2)d1^267d2^202 + (0 + 0a + 3a^2)d1^268d2^202 + (0 + 2a + 3a^2)d1^269d2^202 + (4 + 2a + 0a^2)d1^270d2^202 + (0 + 1a + 1a^2)d1^271d2^202 + (2 + 3a + 4a^2)d1^272d2^202 + (2 + 1a + 0a^2)d1^273d2^202 + (2 + 3a + 3a^2)d1^274d2^202 + (0 + 3a + 2a^2)d1^275d2^202 + (0 + 4a + 1a^2)d1^276d2^202 + (2 + 2a + 3a^2)d1^277d2^202 + (2 + 3a + 0a^2)d1^278d2^202 + (0 + 2a + 1a^2)d1^279d2^202 + (3 + 0a + 4a^2)d1^280d2^202 + (3 + 0a + 0a^2)d1^281d2^202 + (0 + 4a + 0a^2)d1^282d2^202 + (2 + 0a + 2a^2)d1^283d2^202 + (1 + 2a + 0a^2)d1^284d2^202 + (0 + 1a + 1a^2)d1^285d2^202 + (4 + 0a + 0a^2)d1^286d2^202 + (4 + 1a + 1a^2)d1^287d2^202 + (3 + 1a + 3a^2)d1^288d2^202 + (2 + 3a + 1a^2)d1^289d2^202 + (3 + 0a + 3a^2)d1^290d2^202 + (3 + 3a + 2a^2)d1^291d2^202 + (2 + 1a + 3a^2)d1^292d2^202 + (4 + 3a + 0a^2)d1^293d2^202 + (3 + 1a + 4a^2)d2^203 + (2 + 1a + 4a^2)d1^1d2^203 + (3 + 2a + 4a^2)d1^2d2^203 + (4 + 3a + 4a^2)d1^3d2^203 + (1 + 4a + 0a^2)d1^4d2^203 + (4 + 1a + 1a^2)d1^5d2^203 + (2 + 3a + 3a^2)d1^6d2^203 + (4 + 3a + 1a^2)d1^7d2^203 + (1 + 4a + 2a^2)d1^8d2^203 + (0 + 0a + 1a^2)d1^9d2^203 + (0 + 1a + 0a^2)d1^10d2^203 + (0 + 4a + 1a^2)d1^11d2^203 + (4 + 3a + 3a^2)d1^12d2^203 + (0 + 2a + 3a^2)d1^13d2^203 + (1 + 1a + 0a^2)d1^14d2^203 + (2 + 0a + 3a^2)d1^15d2^203 + (0 + 3a + 2a^2)d1^16d2^203 + (2 + 2a + 1a^2)d1^17d2^203 + (4 + 0a + 1a^2)d1^18d2^203 + (0 + 4a + 3a^2)d1^19d2^203 + (2 + 4a + 1a^2)d1^20d2^203 + (1 + 0a + 2a^2)d1^21d2^203 + (1 + 2a + 1a^2)d1^22d2^203 + (0 + 2a + 2a^2)d1^23d2^203 + (2 + 0a + 4a^2)d1^24d2^203 + (4 + 2a + 1a^2)d1^25d2^203 + (2 + 1a + 1a^2)d1^26d2^203 + (2 + 0a + 3a^2)d1^27d2^203 + (4 + 3a + 1a^2)d1^28d2^203 + (4 + 3a + 2a^2)d1^29d2^203 + (0 + 2a + 0a^2)d1^30d2^203 + (2 + 4a + 0a^2)d1^31d2^203 + (3 + 1a + 4a^2)d1^32d2^203 + (4 + 0a + 2a^2)d1^33d2^203 + (2 + 3a + 0a^2)d1^34d2^203 + (1 + 3a + 1a^2)d1^35d2^203 + (4 + 3a + 1a^2)d1^36d2^203 + (4 + 2a + 1a^2)d1^37d2^203 + (2 + 2a + 4a^2)d1^38d2^203 + (1 + 3a + 4a^2)d1^39d2^203 + (3 + 4a + 1a^2)d1^40d2^203 + (1 + 3a + 0a^2)d1^41d2^203 + (4 + 0a + 3a^2)d1^42d2^203 + (3 + 1a + 3a^2)d1^43d2^203 + (4 + 2a + 4a^2)d1^44d2^203 + (4 + 4a + 3a^2)d1^45d2^203 + (1 + 4a + 2a^2)d1^46d2^203 + (0 + 1a + 1a^2)d1^47d2^203 + (3 + 2a + 2a^2)d1^48d2^203 + (1 + 0a + 0a^2)d1^49d2^203 + (0 + 0a + 3a^2)d1^50d2^203 + (4 + 1a + 3a^2)d1^51d2^203 + (1 + 3a + 1a^2)d1^52d2^203 + (1 + 4a + 0a^2)d1^53d2^203 + (2 + 1a + 0a^2)d1^54d2^203 + (0 + 3a + 4a^2)d1^55d2^203 + (1 + 3a + 1a^2)d1^56d2^203 + (1 + 4a + 3a^2)d1^57d2^203 + (1 + 2a + 0a^2)d1^58d2^203 + (3 + 0a + 2a^2)d1^59d2^203 + (0 + 2a + 2a^2)d1^60d2^203 + (0 + 1a + 3a^2)d1^61d2^203 + (0 + 3a + 3a^2)d1^62d2^203 + (4 + 2a + 1a^2)d1^63d2^203 + (3 + 4a + 1a^2)d1^64d2^203 + (0 + 2a + 1a^2)d1^65d2^203 + (1 + 1a + 4a^2)d1^66d2^203 + (1 + 0a + 2a^2)d1^67d2^203 + (2 + 4a + 3a^2)d1^68d2^203 + (3 + 4a + 1a^2)d1^69d2^203 + (3 + 0a + 2a^2)d1^70d2^203 + (1 + 2a + 0a^2)d1^71d2^203 + (4 + 0a + 1a^2)d1^72d2^203 + (2 + 1a + 0a^2)d1^73d2^203 + (3 + 4a + 2a^2)d1^74d2^203 + (3 + 1a + 4a^2)d1^75d2^203 + (4 + 3a + 3a^2)d1^76d2^203 + (1 + 1a + 4a^2)d1^77d2^203 + (0 + 2a + 2a^2)d1^78d2^203 + (3 + 3a + 3a^2)d1^79d2^203 + (4 + 0a + 3a^2)d1^80d2^203 + (3 + 2a + 3a^2)d1^81d2^203 + (1 + 0a + 1a^2)d1^82d2^203 + (1 + 4a + 2a^2)d1^83d2^203 + (3 + 4a + 0a^2)d1^84d2^203 + (3 + 2a + 2a^2)d1^85d2^203 + (3 + 3a + 4a^2)d1^86d2^203 + (1 + 2a + 3a^2)d1^87d2^203 + (4 + 4a + 3a^2)d1^88d2^203 + (3 + 2a + 3a^2)d1^89d2^203 + (4 + 1a + 3a^2)d1^90d2^203 + (1 + 2a + 3a^2)d1^91d2^203 + (2 + 1a + 2a^2)d1^92d2^203 + (2 + 4a + 3a^2)d1^93d2^203 + (1 + 3a + 2a^2)d1^94d2^203 + (2 + 0a + 4a^2)d1^95d2^203 + (0 + 4a + 2a^2)d1^96d2^203 + (4 + 0a + 0a^2)d1^97d2^203 + (4 + 2a + 4a^2)d1^98d2^203 + (3 + 3a + 1a^2)d1^99d2^203 + (0 + 2a + 0a^2)d1^100d2^203 + (4 + 0a + 2a^2)d1^101d2^203 + (3 + 3a + 2a^2)d1^102d2^203 + (1 + 4a + 4a^2)d1^103d2^203 + (4 + 1a + 1a^2)d1^104d2^203 + (2 + 4a + 0a^2)d1^105d2^203 + (4 + 0a + 1a^2)d1^106d2^203 + (4 + 0a + 0a^2)d1^107d2^203 + (3 + 2a + 4a^2)d1^108d2^203 + (1 + 2a + 0a^2)d1^109d2^203 + (2 + 2a + 3a^2)d1^110d2^203 + (1 + 4a + 0a^2)d1^111d2^203 + (0 + 4a + 1a^2)d1^112d2^203 + (2 + 1a + 4a^2)d1^113d2^203 + (4 + 4a + 0a^2)d1^114d2^203 + (4 + 0a + 1a^2)d1^115d2^203 + (2 + 2a + 1a^2)d1^116d2^203 + (0 + 3a + 3a^2)d1^117d2^203 + (2 + 4a + 1a^2)d1^118d2^203 + (2 + 4a + 2a^2)d1^119d2^203 + (1 + 0a + 4a^2)d1^120d2^203 + (4 + 4a + 1a^2)d1^121d2^203 + (0 + 2a + 4a^2)d1^122d2^203 + (2 + 3a + 0a^2)d1^123d2^203 + (1 + 4a + 2a^2)d1^124d2^203 + (2 + 0a + 0a^2)d1^125d2^203 + (0 + 2a + 2a^2)d1^126d2^203 + (2 + 3a + 3a^2)d1^127d2^203 + (4 + 3a + 3a^2)d1^128d2^203 + (2 + 0a + 4a^2)d1^129d2^203 + (3 + 3a + 1a^2)d1^130d2^203 + (3 + 4a + 4a^2)d1^131d2^203 + (2 + 4a + 4a^2)d1^132d2^203 + (0 + 0a + 1a^2)d1^133d2^203 + (0 + 4a + 3a^2)d1^134d2^203 + (0 + 4a + 4a^2)d1^135d2^203 + (3 + 0a + 0a^2)d1^136d2^203 + (4 + 1a + 0a^2)d1^137d2^203 + (2 + 3a + 0a^2)d1^138d2^203 + (4 + 2a + 3a^2)d1^139d2^203 + (3 + 4a + 1a^2)d1^140d2^203 + (1 + 0a + 4a^2)d1^141d2^203 + (3 + 4a + 2a^2)d1^142d2^203 + (1 + 4a + 1a^2)d1^143d2^203 + (2 + 1a + 4a^2)d1^144d2^203 + (0 + 1a + 2a^2)d1^145d2^203 + (3 + 4a + 4a^2)d1^146d2^203 + (4 + 3a + 0a^2)d1^147d2^203 + (1 + 4a + 3a^2)d1^148d2^203 + (3 + 4a + 3a^2)d1^149d2^203 + (0 + 2a + 2a^2)d1^150d2^203 + (0 + 0a + 2a^2)d1^151d2^203 + (0 + 1a + 1a^2)d1^152d2^203 + (3 + 1a + 2a^2)d1^153d2^203 + (3 + 2a + 1a^2)d1^154d2^203 + (4 + 1a + 0a^2)d1^155d2^203 + (4 + 4a + 2a^2)d1^156d2^203 + (3 + 3a + 0a^2)d1^157d2^203 + (1 + 0a + 4a^2)d1^158d2^203 + (1 + 2a + 0a^2)d1^159d2^203 + (1 + 1a + 4a^2)d1^160d2^203 + (2 + 3a + 0a^2)d1^161d2^203 + (3 + 1a + 3a^2)d1^162d2^203 + (4 + 2a + 0a^2)d1^163d2^203 + (2 + 0a + 3a^2)d1^164d2^203 + (4 + 4a + 2a^2)d1^165d2^203 + (3 + 3a + 3a^2)d1^166d2^203 + (1 + 3a + 2a^2)d1^167d2^203 + (3 + 4a + 3a^2)d1^168d2^203 + (3 + 3a + 4a^2)d1^169d2^203 + (3 + 3a + 3a^2)d1^170d2^203 + (1 + 0a + 4a^2)d1^171d2^203 + (0 + 2a + 1a^2)d1^172d2^203 + (0 + 2a + 2a^2)d1^173d2^203 + (0 + 1a + 3a^2)d1^174d2^203 + (2 + 3a + 3a^2)d1^175d2^203 + (2 + 3a + 3a^2)d1^176d2^203 + (1 + 1a + 2a^2)d1^177d2^203 + (1 + 3a + 2a^2)d1^178d2^203 + (3 + 3a + 1a^2)d1^179d2^203 + (4 + 2a + 3a^2)d1^180d2^203 + (1 + 4a + 4a^2)d1^181d2^203 + (4 + 2a + 0a^2)d1^182d2^203 + (4 + 0a + 1a^2)d1^183d2^203 + (2 + 4a + 3a^2)d1^184d2^203 + (0 + 0a + 1a^2)d1^185d2^203 + (3 + 4a + 4a^2)d1^186d2^203 + (1 + 2a + 3a^2)d1^187d2^203 + (1 + 2a + 1a^2)d1^188d2^203 + (4 + 2a + 3a^2)d1^189d2^203 + (4 + 4a + 3a^2)d1^190d2^203 + (3 + 3a + 1a^2)d1^191d2^203 + (2 + 2a + 3a^2)d1^192d2^203 + (3 + 2a + 4a^2)d1^193d2^203 + (2 + 2a + 2a^2)d1^194d2^203 + (1 + 0a + 3a^2)d1^195d2^203 + (0 + 2a + 0a^2)d1^196d2^203 + (1 + 1a + 2a^2)d1^197d2^203 + (0 + 1a + 1a^2)d1^198d2^203 + (2 + 1a + 3a^2)d1^199d2^203 + (1 + 0a + 0a^2)d1^200d2^203 + (2 + 3a + 4a^2)d1^201d2^203 + (3 + 3a + 0a^2)d1^202d2^203 + (0 + 1a + 2a^2)d1^203d2^203 + (1 + 3a + 0a^2)d1^204d2^203 + (1 + 4a + 0a^2)d1^205d2^203 + (0 + 2a + 2a^2)d1^206d2^203 + (2 + 2a + 2a^2)d1^207d2^203 + (1 + 4a + 0a^2)d1^208d2^203 + (3 + 3a + 2a^2)d1^209d2^203 + (4 + 3a + 2a^2)d1^210d2^203 + (0 + 0a + 2a^2)d1^211d2^203 + (0 + 1a + 2a^2)d1^212d2^203 + (2 + 2a + 2a^2)d1^213d2^203 + (4 + 2a + 4a^2)d1^214d2^203 + (0 + 1a + 3a^2)d1^215d2^203 + (2 + 3a + 4a^2)d1^216d2^203 + (2 + 4a + 0a^2)d1^217d2^203 + (2 + 4a + 0a^2)d1^218d2^203 + (1 + 4a + 4a^2)d1^219d2^203 + (1 + 2a + 3a^2)d1^220d2^203 + (2 + 1a + 0a^2)d1^221d2^203 + (0 + 3a + 4a^2)d1^222d2^203 + (4 + 0a + 2a^2)d1^223d2^203 + (2 + 3a + 0a^2)d1^224d2^203 + (3 + 0a + 0a^2)d1^225d2^203 + (3 + 4a + 2a^2)d1^226d2^203 + (3 + 4a + 3a^2)d1^227d2^203 + (1 + 2a + 2a^2)d1^228d2^203 + (0 + 1a + 3a^2)d1^229d2^203 + (0 + 3a + 2a^2)d1^230d2^203 + (2 + 0a + 3a^2)d1^231d2^203 + (3 + 1a + 1a^2)d1^232d2^203 + (2 + 2a + 4a^2)d1^233d2^203 + (2 + 3a + 1a^2)d1^234d2^203 + (3 + 3a + 4a^2)d1^235d2^203 + (0 + 4a + 0a^2)d1^236d2^203 + (1 + 0a + 0a^2)d1^237d2^203 + (3 + 3a + 0a^2)d1^238d2^203 + (3 + 3a + 2a^2)d1^239d2^203 + (3 + 3a + 3a^2)d1^240d2^203 + (3 + 1a + 1a^2)d1^241d2^203 + (4 + 3a + 2a^2)d1^242d2^203 + (2 + 2a + 1a^2)d1^243d2^203 + (1 + 1a + 3a^2)d1^244d2^203 + (2 + 4a + 4a^2)d1^245d2^203 + (0 + 2a + 4a^2)d1^246d2^203 + (4 + 2a + 4a^2)d1^247d2^203 + (0 + 0a + 1a^2)d1^248d2^203 + (1 + 0a + 0a^2)d1^249d2^203 + (4 + 0a + 3a^2)d1^250d2^203 + (3 + 0a + 2a^2)d1^251d2^203 + (2 + 0a + 4a^2)d1^252d2^203 + (3 + 2a + 0a^2)d1^253d2^203 + (1 + 2a + 2a^2)d1^254d2^203 + (2 + 2a + 3a^2)d1^255d2^203 + (1 + 4a + 0a^2)d1^256d2^203 + (4 + 1a + 0a^2)d1^257d2^203 + (2 + 1a + 4a^2)d1^258d2^203 + (4 + 2a + 3a^2)d1^259d2^203 + (3 + 2a + 0a^2)d1^260d2^203 + (3 + 2a + 0a^2)d1^261d2^203 + (1 + 3a + 1a^2)d1^262d2^203 + (0 + 3a + 4a^2)d1^264d2^203 + (1 + 0a + 2a^2)d1^265d2^203 + (0 + 2a + 4a^2)d1^266d2^203 + (1 + 4a + 0a^2)d1^267d2^203 + (3 + 3a + 0a^2)d1^268d2^203 + (0 + 4a + 0a^2)d1^269d2^203 + (1 + 2a + 2a^2)d1^270d2^203 + (2 + 2a + 2a^2)d1^271d2^203 + (1 + 1a + 0a^2)d1^272d2^203 + (0 + 4a + 4a^2)d1^273d2^203 + (2 + 3a + 2a^2)d1^274d2^203 + (2 + 2a + 4a^2)d1^275d2^203 + (3 + 3a + 3a^2)d1^276d2^203 + (2 + 1a + 1a^2)d1^277d2^203 + (2 + 3a + 4a^2)d1^278d2^203 + (4 + 0a + 0a^2)d1^279d2^203 + (1 + 2a + 0a^2)d1^280d2^203 + (0 + 0a + 4a^2)d1^281d2^203 + (1 + 4a + 2a^2)d1^282d2^203 + (3 + 1a + 3a^2)d1^283d2^203 + (3 + 2a + 2a^2)d1^284d2^203 + (3 + 2a + 3a^2)d1^285d2^203 + (2 + 4a + 3a^2)d1^286d2^203 + (3 + 4a + 0a^2)d1^287d2^203 + (3 + 1a + 1a^2)d1^288d2^203 + (3 + 0a + 2a^2)d1^289d2^203 + (0 + 2a + 1a^2)d1^290d2^203 + (3 + 1a + 4a^2)d1^291d2^203 + (0 + 0a + 1a^2)d1^292d2^203 + (3 + 2a + 2a^2)d1^293d2^203 + (2 + 4a + 0a^2)d2^204 + (0 + 2a + 0a^2)d1^1d2^204 + (2 + 3a + 1a^2)d1^2d2^204 + (0 + 2a + 1a^2)d1^3d2^204 + (3 + 4a + 0a^2)d1^4d2^204 + (1 + 4a + 0a^2)d1^5d2^204 + (2 + 0a + 1a^2)d1^6d2^204 + (2 + 1a + 1a^2)d1^7d2^204 + (0 + 1a + 3a^2)d1^8d2^204 + (1 + 2a + 4a^2)d1^9d2^204 + (2 + 0a + 4a^2)d1^10d2^204 + (3 + 2a + 3a^2)d1^12d2^204 + (1 + 3a + 3a^2)d1^13d2^204 + (0 + 0a + 4a^2)d1^14d2^204 + (4 + 4a + 1a^2)d1^15d2^204 + (4 + 0a + 1a^2)d1^16d2^204 + (2 + 0a + 4a^2)d1^17d2^204 + (1 + 2a + 1a^2)d1^18d2^204 + (1 + 4a + 2a^2)d1^19d2^204 + (0 + 1a + 3a^2)d1^20d2^204 + (2 + 3a + 1a^2)d1^21d2^204 + (0 + 2a + 0a^2)d1^22d2^204 + (2 + 0a + 3a^2)d1^23d2^204 + (4 + 1a + 3a^2)d1^24d2^204 + (1 + 1a + 1a^2)d1^25d2^204 + (3 + 3a + 4a^2)d1^26d2^204 + (0 + 3a + 4a^2)d1^27d2^204 + (4 + 4a + 2a^2)d1^28d2^204 + (4 + 4a + 3a^2)d1^29d2^204 + (3 + 4a + 1a^2)d1^30d2^204 + (1 + 2a + 0a^2)d1^31d2^204 + (4 + 1a + 0a^2)d1^32d2^204 + (1 + 1a + 3a^2)d1^33d2^204 + (2 + 3a + 0a^2)d1^34d2^204 + (1 + 3a + 4a^2)d1^35d2^204 + (3 + 0a + 4a^2)d1^36d2^204 + (0 + 0a + 4a^2)d1^37d2^204 + (0 + 1a + 2a^2)d1^38d2^204 + (0 + 4a + 4a^2)d1^39d2^204 + (4 + 1a + 3a^2)d1^40d2^204 + (2 + 3a + 1a^2)d1^41d2^204 + (2 + 0a + 2a^2)d1^42d2^204 + (1 + 1a + 0a^2)d1^43d2^204 + (0 + 2a + 4a^2)d1^44d2^204 + (0 + 3a + 1a^2)d1^45d2^204 + (0 + 0a + 3a^2)d1^46d2^204 + (4 + 3a + 0a^2)d1^47d2^204 + (3 + 1a + 2a^2)d1^49d2^204 + (2 + 3a + 3a^2)d1^50d2^204 + (2 + 3a + 2a^2)d1^51d2^204 + (2 + 3a + 0a^2)d1^52d2^204 + (2 + 3a + 3a^2)d1^53d2^204 + (3 + 4a + 0a^2)d1^54d2^204 + (1 + 0a + 4a^2)d1^55d2^204 + (1 + 3a + 3a^2)d1^56d2^204 + (1 + 3a + 4a^2)d1^57d2^204 + (4 + 1a + 3a^2)d1^58d2^204 + (3 + 4a + 4a^2)d1^59d2^204 + (2 + 3a + 4a^2)d1^60d2^204 + (1 + 3a + 2a^2)d1^61d2^204 + (0 + 3a + 4a^2)d1^62d2^204 + (0 + 2a + 1a^2)d1^63d2^204 + (3 + 0a + 2a^2)d1^64d2^204 + (1 + 0a + 0a^2)d1^65d2^204 + (2 + 0a + 4a^2)d1^66d2^204 + (1 + 0a + 3a^2)d1^67d2^204 + (0 + 4a + 0a^2)d1^68d2^204 + (1 + 0a + 2a^2)d1^69d2^204 + (2 + 0a + 4a^2)d1^70d2^204 + (1 + 1a + 3a^2)d1^71d2^204 + (4 + 4a + 3a^2)d1^72d2^204 + (0 + 3a + 1a^2)d1^73d2^204 + (4 + 2a + 3a^2)d1^74d2^204 + (0 + 1a + 4a^2)d1^75d2^204 + (2 + 4a + 2a^2)d1^76d2^204 + (3 + 0a + 2a^2)d1^77d2^204 + (1 + 3a + 0a^2)d1^78d2^204 + (2 + 1a + 3a^2)d1^79d2^204 + (1 + 0a + 2a^2)d1^80d2^204 + (1 + 2a + 1a^2)d1^81d2^204 + (0 + 2a + 1a^2)d1^82d2^204 + (1 + 0a + 3a^2)d1^83d2^204 + (2 + 1a + 1a^2)d1^85d2^204 + (2 + 0a + 3a^2)d1^87d2^204 + (3 + 0a + 3a^2)d1^88d2^204 + (2 + 1a + 2a^2)d1^89d2^204 + (1 + 1a + 3a^2)d1^90d2^204 + (1 + 2a + 2a^2)d1^91d2^204 + (2 + 3a + 2a^2)d1^92d2^204 + (2 + 2a + 4a^2)d1^93d2^204 + (3 + 4a + 2a^2)d1^94d2^204 + (2 + 2a + 3a^2)d1^95d2^204 + (1 + 4a + 3a^2)d1^96d2^204 + (2 + 4a + 1a^2)d1^97d2^204 + (2 + 1a + 0a^2)d1^98d2^204 + (1 + 1a + 3a^2)d1^99d2^204 + (3 + 0a + 4a^2)d1^100d2^204 + (4 + 3a + 3a^2)d1^101d2^204 + (1 + 2a + 4a^2)d1^102d2^204 + (2 + 2a + 2a^2)d1^103d2^204 + (1 + 0a + 0a^2)d1^104d2^204 + (1 + 0a + 1a^2)d1^105d2^204 + (0 + 1a + 1a^2)d1^106d2^204 + (3 + 4a + 2a^2)d1^107d2^204 + (4 + 3a + 0a^2)d1^108d2^204 + (0 + 2a + 2a^2)d1^109d2^204 + (4 + 0a + 3a^2)d1^110d2^204 + (4 + 3a + 1a^2)d1^111d2^204 + (3 + 0a + 3a^2)d1^112d2^204 + (2 + 3a + 2a^2)d1^113d2^204 + (4 + 0a + 3a^2)d1^114d2^204 + (4 + 3a + 2a^2)d1^115d2^204 + (3 + 2a + 0a^2)d1^116d2^204 + (1 + 3a + 1a^2)d1^117d2^204 + (2 + 2a + 3a^2)d1^118d2^204 + (3 + 1a + 3a^2)d1^119d2^204 + (0 + 4a + 0a^2)d1^120d2^204 + (2 + 1a + 1a^2)d1^121d2^204 + (1 + 2a + 3a^2)d1^122d2^204 + (1 + 3a + 1a^2)d1^123d2^204 + (4 + 2a + 3a^2)d1^124d2^204 + (3 + 1a + 2a^2)d1^125d2^204 + (4 + 0a + 0a^2)d1^126d2^204 + (2 + 3a + 3a^2)d1^127d2^204 + (1 + 0a + 3a^2)d1^128d2^204 + (3 + 4a + 4a^2)d1^129d2^204 + (3 + 3a + 1a^2)d1^130d2^204 + (1 + 0a + 0a^2)d1^131d2^204 + (3 + 1a + 3a^2)d1^132d2^204 + (1 + 1a + 1a^2)d1^133d2^204 + (3 + 4a + 4a^2)d1^134d2^204 + (0 + 3a + 1a^2)d1^135d2^204 + (2 + 2a + 4a^2)d1^136d2^204 + (2 + 2a + 3a^2)d1^137d2^204 + (3 + 2a + 1a^2)d1^138d2^204 + (3 + 1a + 3a^2)d1^139d2^204 + (4 + 3a + 4a^2)d1^140d2^204 + (1 + 0a + 0a^2)d1^141d2^204 + (1 + 2a + 3a^2)d1^142d2^204 + (2 + 0a + 3a^2)d1^143d2^204 + (3 + 2a + 1a^2)d1^144d2^204 + (2 + 2a + 4a^2)d1^145d2^204 + (3 + 0a + 4a^2)d1^146d2^204 + (1 + 3a + 0a^2)d1^147d2^204 + (0 + 3a + 3a^2)d1^148d2^204 + (1 + 4a + 4a^2)d1^149d2^204 + (2 + 0a + 1a^2)d1^150d2^204 + (0 + 2a + 1a^2)d1^151d2^204 + (4 + 2a + 3a^2)d1^152d2^204 + (3 + 3a + 0a^2)d1^153d2^204 + (2 + 1a + 4a^2)d1^154d2^204 + (0 + 0a + 3a^2)d1^155d2^204 + (1 + 1a + 3a^2)d1^156d2^204 + (1 + 2a + 4a^2)d1^157d2^204 + (3 + 0a + 4a^2)d1^158d2^204 + (3 + 2a + 0a^2)d1^159d2^204 + (2 + 1a + 0a^2)d1^160d2^204 + (0 + 3a + 3a^2)d1^161d2^204 + (3 + 2a + 1a^2)d1^162d2^204 + (0 + 3a + 0a^2)d1^163d2^204 + (2 + 2a + 1a^2)d1^164d2^204 + (3 + 2a + 2a^2)d1^165d2^204 + (4 + 1a + 0a^2)d1^166d2^204 + (0 + 2a + 3a^2)d1^167d2^204 + (3 + 1a + 1a^2)d1^168d2^204 + (3 + 2a + 4a^2)d1^169d2^204 + (0 + 1a + 1a^2)d1^170d2^204 + (2 + 3a + 2a^2)d1^171d2^204 + (1 + 2a + 3a^2)d1^172d2^204 + (0 + 3a + 0a^2)d1^173d2^204 + (4 + 4a + 2a^2)d1^174d2^204 + (2 + 0a + 0a^2)d1^175d2^204 + (4 + 3a + 4a^2)d1^176d2^204 + (3 + 2a + 2a^2)d1^177d2^204 + (0 + 2a + 0a^2)d1^178d2^204 + (0 + 4a + 4a^2)d1^179d2^204 + (3 + 3a + 1a^2)d1^180d2^204 + (3 + 1a + 2a^2)d1^181d2^204 + (1 + 4a + 3a^2)d1^182d2^204 + (0 + 3a + 4a^2)d1^183d2^204 + (0 + 4a + 1a^2)d1^184d2^204 + (3 + 2a + 4a^2)d1^185d2^204 + (0 + 1a + 4a^2)d1^186d2^204 + (3 + 4a + 4a^2)d1^187d2^204 + (1 + 3a + 4a^2)d1^188d2^204 + (4 + 3a + 3a^2)d1^189d2^204 + (4 + 2a + 1a^2)d1^190d2^204 + (0 + 3a + 1a^2)d1^191d2^204 + (0 + 0a + 3a^2)d1^192d2^204 + (2 + 2a + 2a^2)d1^193d2^204 + (0 + 4a + 3a^2)d1^194d2^204 + (0 + 0a + 1a^2)d1^195d2^204 + (0 + 3a + 0a^2)d1^196d2^204 + (0 + 3a + 1a^2)d1^197d2^204 + (3 + 0a + 4a^2)d1^198d2^204 + (3 + 3a + 4a^2)d1^199d2^204 + (1 + 4a + 3a^2)d1^200d2^204 + (3 + 0a + 0a^2)d1^201d2^204 + (1 + 0a + 0a^2)d1^202d2^204 + (4 + 0a + 3a^2)d1^203d2^204 + (0 + 1a + 0a^2)d1^204d2^204 + (1 + 2a + 1a^2)d1^205d2^204 + (3 + 4a + 2a^2)d1^206d2^204 + (1 + 0a + 4a^2)d1^207d2^204 + (2 + 0a + 3a^2)d1^208d2^204 + (0 + 2a + 4a^2)d1^209d2^204 + (4 + 0a + 3a^2)d1^210d2^204 + (3 + 1a + 2a^2)d1^211d2^204 + (2 + 4a + 0a^2)d1^212d2^204 + (2 + 0a + 0a^2)d1^213d2^204 + (4 + 0a + 3a^2)d1^214d2^204 + (3 + 4a + 0a^2)d1^215d2^204 + (0 + 2a + 1a^2)d1^216d2^204 + (4 + 4a + 4a^2)d1^217d2^204 + (2 + 1a + 3a^2)d1^218d2^204 + (0 + 1a + 0a^2)d1^219d2^204 + (3 + 3a + 4a^2)d1^220d2^204 + (0 + 0a + 2a^2)d1^221d2^204 + (1 + 1a + 4a^2)d1^222d2^204 + (3 + 3a + 1a^2)d1^223d2^204 + (1 + 2a + 2a^2)d1^224d2^204 + (0 + 3a + 1a^2)d1^225d2^204 + (1 + 4a + 3a^2)d1^226d2^204 + (2 + 1a + 0a^2)d1^227d2^204 + (2 + 2a + 0a^2)d1^228d2^204 + (1 + 3a + 4a^2)d1^229d2^204 + (4 + 4a + 3a^2)d1^230d2^204 + (2 + 1a + 0a^2)d1^231d2^204 + (2 + 4a + 2a^2)d1^232d2^204 + (0 + 4a + 4a^2)d1^233d2^204 + (1 + 2a + 4a^2)d1^234d2^204 + (4 + 4a + 0a^2)d1^235d2^204 + (3 + 0a + 0a^2)d1^236d2^204 + (4 + 1a + 0a^2)d1^237d2^204 + (2 + 4a + 2a^2)d1^238d2^204 + (4 + 2a + 2a^2)d1^239d2^204 + (4 + 2a + 4a^2)d1^240d2^204 + (2 + 3a + 4a^2)d1^241d2^204 + (2 + 0a + 3a^2)d1^242d2^204 + (4 + 2a + 1a^2)d1^243d2^204 + (3 + 3a + 1a^2)d1^244d2^204 + (0 + 0a + 4a^2)d1^245d2^204 + (4 + 4a + 2a^2)d1^246d2^204 + (3 + 2a + 4a^2)d1^247d2^204 + (3 + 2a + 2a^2)d1^248d2^204 + (3 + 2a + 3a^2)d1^249d2^204 + (1 + 1a + 2a^2)d1^250d2^204 + (2 + 4a + 1a^2)d1^251d2^204 + (3 + 4a + 4a^2)d1^252d2^204 + (3 + 4a + 2a^2)d1^253d2^204 + (1 + 4a + 4a^2)d1^254d2^204 + (1 + 2a + 3a^2)d1^255d2^204 + (0 + 2a + 3a^2)d1^256d2^204 + (4 + 0a + 2a^2)d1^257d2^204 + (4 + 4a + 2a^2)d1^258d2^204 + (4 + 2a + 4a^2)d1^259d2^204 + (3 + 4a + 0a^2)d1^260d2^204 + (0 + 0a + 2a^2)d1^261d2^204 + (0 + 0a + 2a^2)d1^262d2^204 + (3 + 1a + 3a^2)d1^263d2^204 + (0 + 4a + 0a^2)d1^264d2^204 + (1 + 1a + 2a^2)d1^265d2^204 + (3 + 0a + 0a^2)d1^266d2^204 + (2 + 1a + 4a^2)d1^267d2^204 + (2 + 1a + 4a^2)d1^268d2^204 + (2 + 2a + 4a^2)d1^269d2^204 + (3 + 4a + 4a^2)d1^270d2^204 + (1 + 2a + 3a^2)d1^271d2^204 + (1 + 2a + 2a^2)d1^272d2^204 + (1 + 1a + 0a^2)d1^273d2^204 + (1 + 1a + 1a^2)d1^274d2^204 + (0 + 3a + 0a^2)d1^275d2^204 + (4 + 2a + 0a^2)d1^276d2^204 + (1 + 1a + 3a^2)d1^277d2^204 + (0 + 0a + 4a^2)d1^278d2^204 + (3 + 2a + 4a^2)d1^279d2^204 + (4 + 0a + 3a^2)d1^280d2^204 + (0 + 0a + 4a^2)d1^281d2^204 + (0 + 0a + 1a^2)d1^282d2^204 + (2 + 0a + 4a^2)d1^283d2^204 + (3 + 0a + 3a^2)d1^284d2^204 + (3 + 3a + 3a^2)d1^285d2^204 + (0 + 2a + 1a^2)d1^286d2^204 + (0 + 4a + 2a^2)d1^287d2^204 + (0 + 2a + 1a^2)d1^288d2^204 + (2 + 1a + 2a^2)d1^289d2^204 + (1 + 2a + 2a^2)d1^290d2^204 + (4 + 2a + 2a^2)d1^291d2^204 + (1 + 0a + 0a^2)d1^292d2^204 + (3 + 0a + 3a^2)d1^293d2^204 + (2 + 2a + 3a^2)d2^205 + (1 + 0a + 1a^2)d1^1d2^205 + (2 + 4a + 0a^2)d1^2d2^205 + (0 + 3a + 4a^2)d1^3d2^205 + (2 + 0a + 1a^2)d1^4d2^205 + (0 + 0a + 3a^2)d1^5d2^205 + (2 + 0a + 3a^2)d1^6d2^205 + (4 + 2a + 0a^2)d1^7d2^205 + (0 + 1a + 2a^2)d1^8d2^205 + (0 + 2a + 2a^2)d1^9d2^205 + (2 + 4a + 1a^2)d1^10d2^205 + (2 + 1a + 2a^2)d1^11d2^205 + (0 + 1a + 4a^2)d1^12d2^205 + (2 + 4a + 3a^2)d1^13d2^205 + (3 + 0a + 1a^2)d1^14d2^205 + (3 + 4a + 1a^2)d1^15d2^205 + (0 + 3a + 2a^2)d1^16d2^205 + (2 + 0a + 1a^2)d1^17d2^205 + (0 + 1a + 1a^2)d1^18d2^205 + (0 + 4a + 4a^2)d1^19d2^205 + (1 + 4a + 1a^2)d1^20d2^205 + (0 + 0a + 2a^2)d1^21d2^205 + (0 + 2a + 3a^2)d1^22d2^205 + (4 + 3a + 0a^2)d1^23d2^205 + (2 + 1a + 0a^2)d1^24d2^205 + (4 + 4a + 3a^2)d1^25d2^205 + (3 + 2a + 2a^2)d1^26d2^205 + (4 + 3a + 3a^2)d1^27d2^205 + (0 + 4a + 0a^2)d1^28d2^205 + (3 + 0a + 4a^2)d1^29d2^205 + (3 + 4a + 0a^2)d1^30d2^205 + (2 + 1a + 3a^2)d1^31d2^205 + (2 + 3a + 3a^2)d1^32d2^205 + (2 + 1a + 4a^2)d1^33d2^205 + (0 + 4a + 1a^2)d1^34d2^205 + (0 + 0a + 2a^2)d1^35d2^205 + (0 + 3a + 2a^2)d1^36d2^205 + (3 + 2a + 3a^2)d1^37d2^205 + (2 + 2a + 4a^2)d1^38d2^205 + (4 + 2a + 4a^2)d1^39d2^205 + (0 + 1a + 2a^2)d1^40d2^205 + (3 + 0a + 4a^2)d1^41d2^205 + (3 + 1a + 4a^2)d1^42d2^205 + (0 + 3a + 2a^2)d1^43d2^205 + (3 + 1a + 1a^2)d1^44d2^205 + (4 + 1a + 3a^2)d1^45d2^205 + (4 + 2a + 4a^2)d1^46d2^205 + (3 + 2a + 2a^2)d1^47d2^205 + (1 + 1a + 0a^2)d1^48d2^205 + (2 + 1a + 1a^2)d1^49d2^205 + (1 + 2a + 2a^2)d1^50d2^205 + (1 + 3a + 3a^2)d1^51d2^205 + (2 + 2a + 2a^2)d1^52d2^205 + (2 + 0a + 4a^2)d1^53d2^205 + (0 + 1a + 3a^2)d1^54d2^205 + (2 + 0a + 4a^2)d1^55d2^205 + (3 + 4a + 0a^2)d1^56d2^205 + (2 + 1a + 4a^2)d1^57d2^205 + (3 + 1a + 4a^2)d1^58d2^205 + (0 + 0a + 2a^2)d1^59d2^205 + (1 + 3a + 0a^2)d1^60d2^205 + (1 + 3a + 4a^2)d1^61d2^205 + (3 + 0a + 4a^2)d1^62d2^205 + (4 + 2a + 4a^2)d1^63d2^205 + (0 + 2a + 3a^2)d1^64d2^205 + (4 + 4a + 1a^2)d1^65d2^205 + (0 + 0a + 3a^2)d1^66d2^205 + (4 + 1a + 1a^2)d1^67d2^205 + (1 + 4a + 0a^2)d1^68d2^205 + (3 + 1a + 2a^2)d1^69d2^205 + (0 + 2a + 3a^2)d1^70d2^205 + (2 + 3a + 2a^2)d1^71d2^205 + (2 + 4a + 2a^2)d1^72d2^205 + (2 + 3a + 3a^2)d1^73d2^205 + (1 + 1a + 3a^2)d1^74d2^205 + (1 + 3a + 3a^2)d1^75d2^205 + (0 + 2a + 4a^2)d1^76d2^205 + (4 + 4a + 4a^2)d1^77d2^205 + (4 + 3a + 4a^2)d1^78d2^205 + (4 + 4a + 0a^2)d1^79d2^205 + (4 + 2a + 4a^2)d1^80d2^205 + (1 + 1a + 0a^2)d1^81d2^205 + (3 + 4a + 0a^2)d1^82d2^205 + (1 + 0a + 0a^2)d1^83d2^205 + (2 + 1a + 1a^2)d1^84d2^205 + (0 + 0a + 4a^2)d1^85d2^205 + (4 + 3a + 4a^2)d1^86d2^205 + (1 + 2a + 1a^2)d1^87d2^205 + (1 + 2a + 1a^2)d1^88d2^205 + (2 + 1a + 4a^2)d1^89d2^205 + (2 + 1a + 1a^2)d1^90d2^205 + (0 + 4a + 3a^2)d1^91d2^205 + (1 + 3a + 4a^2)d1^92d2^205 + (2 + 0a + 3a^2)d1^93d2^205 + (2 + 4a + 0a^2)d1^94d2^205 + (1 + 1a + 1a^2)d1^95d2^205 + (1 + 2a + 4a^2)d1^96d2^205 + (2 + 2a + 3a^2)d1^97d2^205 + (1 + 1a + 3a^2)d1^98d2^205 + (0 + 3a + 0a^2)d1^100d2^205 + (3 + 1a + 4a^2)d1^101d2^205 + (2 + 3a + 4a^2)d1^102d2^205 + (2 + 2a + 2a^2)d1^103d2^205 + (0 + 4a + 3a^2)d1^104d2^205 + (4 + 0a + 0a^2)d1^105d2^205 + (2 + 4a + 0a^2)d1^106d2^205 + (3 + 3a + 2a^2)d1^107d2^205 + (0 + 2a + 0a^2)d1^108d2^205 + (3 + 1a + 3a^2)d1^109d2^205 + (2 + 0a + 0a^2)d1^110d2^205 + (1 + 2a + 1a^2)d1^111d2^205 + (0 + 3a + 0a^2)d1^112d2^205 + (0 + 3a + 3a^2)d1^113d2^205 + (4 + 2a + 4a^2)d1^114d2^205 + (1 + 4a + 3a^2)d1^115d2^205 + (4 + 3a + 1a^2)d1^116d2^205 + (2 + 2a + 4a^2)d1^117d2^205 + (4 + 4a + 2a^2)d1^118d2^205 + (4 + 1a + 0a^2)d1^119d2^205 + (3 + 4a + 2a^2)d1^120d2^205 + (0 + 1a + 0a^2)d1^121d2^205 + (0 + 4a + 3a^2)d1^122d2^205 + (3 + 0a + 2a^2)d1^123d2^205 + (3 + 0a + 1a^2)d1^124d2^205 + (4 + 3a + 0a^2)d1^125d2^205 + (0 + 4a + 1a^2)d1^126d2^205 + (2 + 3a + 1a^2)d1^127d2^205 + (0 + 3a + 4a^2)d1^129d2^205 + (2 + 4a + 4a^2)d1^130d2^205 + (3 + 3a + 1a^2)d1^131d2^205 + (0 + 2a + 3a^2)d1^132d2^205 + (1 + 2a + 1a^2)d1^133d2^205 + (3 + 1a + 1a^2)d1^134d2^205 + (0 + 1a + 1a^2)d1^135d2^205 + (1 + 1a + 2a^2)d1^136d2^205 + (3 + 4a + 1a^2)d1^137d2^205 + (2 + 0a + 4a^2)d1^138d2^205 + (0 + 1a + 0a^2)d1^139d2^205 + (3 + 1a + 2a^2)d1^140d2^205 + (2 + 3a + 4a^2)d1^141d2^205 + (1 + 0a + 4a^2)d1^142d2^205 + (0 + 3a + 4a^2)d1^143d2^205 + (4 + 3a + 1a^2)d1^144d2^205 + (2 + 0a + 0a^2)d1^145d2^205 + (4 + 3a + 2a^2)d1^146d2^205 + (3 + 0a + 2a^2)d1^147d2^205 + (4 + 2a + 2a^2)d1^148d2^205 + (1 + 4a + 0a^2)d1^149d2^205 + (3 + 1a + 3a^2)d1^150d2^205 + (2 + 0a + 3a^2)d1^151d2^205 + (3 + 0a + 0a^2)d1^152d2^205 + (0 + 3a + 2a^2)d1^153d2^205 + (1 + 3a + 3a^2)d1^154d2^205 + (4 + 0a + 0a^2)d1^155d2^205 + (3 + 1a + 4a^2)d1^156d2^205 + (2 + 3a + 1a^2)d1^157d2^205 + (2 + 4a + 2a^2)d1^159d2^205 + (3 + 1a + 4a^2)d1^160d2^205 + (2 + 3a + 0a^2)d1^161d2^205 + (3 + 4a + 3a^2)d1^162d2^205 + (2 + 4a + 3a^2)d1^163d2^205 + (2 + 3a + 1a^2)d1^164d2^205 + (3 + 3a + 4a^2)d1^165d2^205 + (1 + 4a + 3a^2)d1^166d2^205 + (2 + 2a + 0a^2)d1^167d2^205 + (0 + 4a + 2a^2)d1^168d2^205 + (3 + 3a + 2a^2)d1^169d2^205 + (0 + 1a + 4a^2)d1^170d2^205 + (4 + 3a + 4a^2)d1^171d2^205 + (4 + 2a + 4a^2)d1^172d2^205 + (0 + 4a + 1a^2)d1^173d2^205 + (4 + 3a + 3a^2)d1^174d2^205 + (3 + 1a + 2a^2)d1^175d2^205 + (3 + 0a + 2a^2)d1^176d2^205 + (1 + 1a + 1a^2)d1^177d2^205 + (0 + 2a + 0a^2)d1^178d2^205 + (3 + 3a + 4a^2)d1^179d2^205 + (2 + 4a + 0a^2)d1^180d2^205 + (2 + 3a + 2a^2)d1^181d2^205 + (0 + 1a + 3a^2)d1^182d2^205 + (3 + 3a + 0a^2)d1^183d2^205 + (4 + 3a + 4a^2)d1^184d2^205 + (1 + 2a + 2a^2)d1^185d2^205 + (1 + 3a + 0a^2)d1^186d2^205 + (3 + 3a + 2a^2)d1^187d2^205 + (3 + 4a + 0a^2)d1^188d2^205 + (1 + 1a + 4a^2)d1^189d2^205 + (3 + 0a + 3a^2)d1^190d2^205 + (2 + 4a + 1a^2)d1^191d2^205 + (3 + 3a + 1a^2)d1^192d2^205 + (4 + 0a + 3a^2)d1^193d2^205 + (2 + 4a + 2a^2)d1^194d2^205 + (3 + 3a + 0a^2)d1^195d2^205 + (4 + 2a + 1a^2)d1^196d2^205 + (1 + 3a + 1a^2)d1^197d2^205 + (3 + 0a + 0a^2)d1^198d2^205 + (3 + 0a + 3a^2)d1^199d2^205 + (1 + 4a + 0a^2)d1^200d2^205 + (2 + 1a + 3a^2)d1^201d2^205 + (3 + 1a + 0a^2)d1^202d2^205 + (0 + 0a + 2a^2)d1^203d2^205 + (4 + 0a + 3a^2)d1^204d2^205 + (0 + 0a + 2a^2)d1^205d2^205 + (0 + 3a + 3a^2)d1^206d2^205 + (0 + 2a + 4a^2)d1^207d2^205 + (0 + 4a + 4a^2)d1^208d2^205 + (2 + 3a + 3a^2)d1^209d2^205 + (3 + 0a + 0a^2)d1^210d2^205 + (2 + 0a + 1a^2)d1^211d2^205 + (3 + 4a + 4a^2)d1^212d2^205 + (3 + 4a + 0a^2)d1^213d2^205 + (0 + 0a + 1a^2)d1^214d2^205 + (2 + 3a + 2a^2)d1^215d2^205 + (2 + 0a + 4a^2)d1^216d2^205 + (0 + 4a + 4a^2)d1^217d2^205 + (3 + 0a + 4a^2)d1^218d2^205 + (0 + 3a + 2a^2)d1^219d2^205 + (3 + 0a + 2a^2)d1^220d2^205 + (1 + 0a + 1a^2)d1^221d2^205 + (2 + 2a + 0a^2)d1^222d2^205 + (4 + 1a + 0a^2)d1^223d2^205 + (1 + 2a + 2a^2)d1^224d2^205 + (4 + 4a + 0a^2)d1^225d2^205 + (3 + 1a + 0a^2)d1^226d2^205 + (2 + 2a + 1a^2)d1^227d2^205 + (3 + 1a + 4a^2)d1^228d2^205 + (2 + 4a + 1a^2)d1^229d2^205 + (4 + 4a + 1a^2)d1^230d2^205 + (0 + 4a + 0a^2)d1^231d2^205 + (2 + 3a + 0a^2)d1^232d2^205 + (0 + 4a + 4a^2)d1^233d2^205 + (1 + 1a + 1a^2)d1^234d2^205 + (3 + 1a + 0a^2)d1^235d2^205 + (0 + 0a + 4a^2)d1^236d2^205 + (4 + 2a + 0a^2)d1^237d2^205 + (0 + 0a + 4a^2)d1^238d2^205 + (1 + 2a + 2a^2)d1^239d2^205 + (4 + 2a + 2a^2)d1^240d2^205 + (2 + 3a + 4a^2)d1^241d2^205 + (1 + 0a + 1a^2)d1^242d2^205 + (3 + 2a + 0a^2)d1^243d2^205 + (0 + 2a + 1a^2)d1^244d2^205 + (0 + 3a + 3a^2)d1^245d2^205 + (1 + 4a + 0a^2)d1^246d2^205 + (4 + 0a + 0a^2)d1^247d2^205 + (0 + 1a + 2a^2)d1^248d2^205 + (3 + 2a + 0a^2)d1^249d2^205 + (2 + 3a + 3a^2)d1^250d2^205 + (1 + 1a + 4a^2)d1^251d2^205 + (2 + 0a + 0a^2)d1^252d2^205 + (3 + 4a + 3a^2)d1^253d2^205 + (2 + 4a + 4a^2)d1^254d2^205 + (3 + 2a + 4a^2)d1^255d2^205 + (4 + 2a + 3a^2)d1^256d2^205 + (2 + 4a + 4a^2)d1^257d2^205 + (2 + 2a + 0a^2)d1^258d2^205 + (0 + 3a + 1a^2)d1^259d2^205 + (1 + 0a + 1a^2)d1^260d2^205 + (4 + 0a + 3a^2)d1^261d2^205 + (3 + 1a + 2a^2)d1^262d2^205 + (1 + 1a + 1a^2)d1^263d2^205 + (3 + 4a + 1a^2)d1^264d2^205 + (4 + 4a + 0a^2)d1^265d2^205 + (3 + 3a + 3a^2)d1^266d2^205 + (4 + 2a + 4a^2)d1^267d2^205 + (0 + 4a + 4a^2)d1^268d2^205 + (4 + 4a + 2a^2)d1^269d2^205 + (1 + 2a + 2a^2)d1^270d2^205 + (1 + 0a + 0a^2)d1^271d2^205 + (1 + 1a + 2a^2)d1^272d2^205 + (0 + 4a + 1a^2)d1^273d2^205 + (4 + 4a + 4a^2)d1^274d2^205 + (0 + 2a + 1a^2)d1^275d2^205 + (1 + 1a + 1a^2)d1^276d2^205 + (3 + 1a + 1a^2)d1^277d2^205 + (0 + 0a + 3a^2)d1^278d2^205 + (0 + 4a + 2a^2)d1^279d2^205 + (1 + 4a + 4a^2)d1^280d2^205 + (2 + 3a + 0a^2)d1^281d2^205 + (1 + 4a + 4a^2)d1^282d2^205 + (1 + 2a + 1a^2)d1^283d2^205 + (2 + 0a + 0a^2)d1^284d2^205 + (3 + 0a + 2a^2)d1^285d2^205 + (1 + 0a + 3a^2)d1^286d2^205 + (4 + 4a + 3a^2)d1^287d2^205 + (2 + 0a + 4a^2)d1^288d2^205 + (4 + 1a + 3a^2)d1^289d2^205 + (1 + 1a + 4a^2)d1^290d2^205 + (2 + 2a + 2a^2)d1^291d2^205 + (4 + 2a + 2a^2)d1^292d2^205 + (3 + 3a + 0a^2)d1^293d2^205 + (4 + 2a + 4a^2)d2^206 + (0 + 0a + 2a^2)d1^1d2^206 + (3 + 0a + 3a^2)d1^2d2^206 + (2 + 4a + 3a^2)d1^3d2^206 + (0 + 2a + 4a^2)d1^4d2^206 + (1 + 0a + 3a^2)d1^5d2^206 + (4 + 0a + 3a^2)d1^6d2^206 + (2 + 1a + 1a^2)d1^7d2^206 + (4 + 1a + 4a^2)d1^8d2^206 + (1 + 3a + 0a^2)d1^9d2^206 + (2 + 2a + 1a^2)d1^10d2^206 + (3 + 0a + 4a^2)d1^11d2^206 + (2 + 0a + 3a^2)d1^12d2^206 + (2 + 0a + 0a^2)d1^13d2^206 + (0 + 1a + 4a^2)d1^14d2^206 + (0 + 4a + 3a^2)d1^15d2^206 + (2 + 2a + 1a^2)d1^16d2^206 + (1 + 1a + 2a^2)d1^17d2^206 + (4 + 3a + 3a^2)d1^18d2^206 + (4 + 4a + 3a^2)d1^19d2^206 + (0 + 3a + 3a^2)d1^20d2^206 + (1 + 2a + 1a^2)d1^21d2^206 + (1 + 3a + 3a^2)d1^22d2^206 + (3 + 4a + 4a^2)d1^23d2^206 + (2 + 0a + 2a^2)d1^24d2^206 + (0 + 3a + 2a^2)d1^25d2^206 + (2 + 3a + 4a^2)d1^26d2^206 + (4 + 3a + 3a^2)d1^27d2^206 + (2 + 0a + 4a^2)d1^28d2^206 + (3 + 0a + 2a^2)d1^29d2^206 + (4 + 0a + 1a^2)d1^30d2^206 + (4 + 2a + 0a^2)d1^31d2^206 + (1 + 1a + 3a^2)d1^32d2^206 + (1 + 0a + 0a^2)d1^33d2^206 + (2 + 3a + 4a^2)d1^34d2^206 + (1 + 0a + 0a^2)d1^35d2^206 + (2 + 4a + 4a^2)d1^37d2^206 + (3 + 4a + 3a^2)d1^38d2^206 + (4 + 0a + 4a^2)d1^39d2^206 + (2 + 0a + 1a^2)d1^40d2^206 + (0 + 2a + 0a^2)d1^41d2^206 + (1 + 1a + 2a^2)d1^42d2^206 + (1 + 0a + 2a^2)d1^43d2^206 + (4 + 2a + 3a^2)d1^44d2^206 + (1 + 0a + 3a^2)d1^45d2^206 + (2 + 4a + 1a^2)d1^46d2^206 + (4 + 3a + 4a^2)d1^47d2^206 + (3 + 1a + 4a^2)d1^48d2^206 + (3 + 4a + 4a^2)d1^49d2^206 + (0 + 3a + 3a^2)d1^50d2^206 + (1 + 2a + 3a^2)d1^51d2^206 + (3 + 3a + 3a^2)d1^53d2^206 + (2 + 2a + 4a^2)d1^54d2^206 + (2 + 0a + 0a^2)d1^55d2^206 + (3 + 0a + 2a^2)d1^56d2^206 + (4 + 2a + 2a^2)d1^57d2^206 + (0 + 0a + 2a^2)d1^58d2^206 + (4 + 0a + 1a^2)d1^59d2^206 + (0 + 3a + 1a^2)d1^60d2^206 + (1 + 0a + 1a^2)d1^61d2^206 + (3 + 0a + 3a^2)d1^62d2^206 + (4 + 1a + 0a^2)d1^63d2^206 + (3 + 2a + 0a^2)d1^64d2^206 + (2 + 4a + 1a^2)d1^65d2^206 + (0 + 4a + 3a^2)d1^66d2^206 + (3 + 1a + 0a^2)d1^67d2^206 + (4 + 2a + 3a^2)d1^68d2^206 + (3 + 2a + 1a^2)d1^69d2^206 + (1 + 2a + 4a^2)d1^70d2^206 + (0 + 3a + 3a^2)d1^71d2^206 + (4 + 4a + 2a^2)d1^72d2^206 + (1 + 0a + 0a^2)d1^73d2^206 + (3 + 0a + 2a^2)d1^74d2^206 + (1 + 4a + 1a^2)d1^75d2^206 + (0 + 3a + 2a^2)d1^76d2^206 + (1 + 3a + 2a^2)d1^77d2^206 + (2 + 3a + 1a^2)d1^78d2^206 + (1 + 0a + 1a^2)d1^79d2^206 + (2 + 0a + 3a^2)d1^80d2^206 + (2 + 0a + 4a^2)d1^81d2^206 + (4 + 1a + 1a^2)d1^82d2^206 + (0 + 3a + 3a^2)d1^83d2^206 + (0 + 1a + 0a^2)d1^84d2^206 + (0 + 1a + 0a^2)d1^85d2^206 + (0 + 3a + 4a^2)d1^86d2^206 + (3 + 4a + 1a^2)d1^87d2^206 + (3 + 4a + 4a^2)d1^88d2^206 + (4 + 2a + 3a^2)d1^89d2^206 + (4 + 4a + 3a^2)d1^90d2^206 + (0 + 1a + 0a^2)d1^91d2^206 + (1 + 3a + 1a^2)d1^92d2^206 + (3 + 4a + 0a^2)d1^93d2^206 + (0 + 4a + 4a^2)d1^94d2^206 + (2 + 4a + 0a^2)d1^95d2^206 + (2 + 1a + 0a^2)d1^96d2^206 + (2 + 4a + 0a^2)d1^97d2^206 + (0 + 2a + 2a^2)d1^98d2^206 + (3 + 1a + 4a^2)d1^99d2^206 + (1 + 1a + 4a^2)d1^100d2^206 + (1 + 2a + 1a^2)d1^101d2^206 + (4 + 4a + 4a^2)d1^102d2^206 + (0 + 3a + 1a^2)d1^103d2^206 + (3 + 2a + 3a^2)d1^104d2^206 + (0 + 1a + 2a^2)d1^105d2^206 + (3 + 4a + 4a^2)d1^106d2^206 + (2 + 0a + 2a^2)d1^107d2^206 + (2 + 2a + 1a^2)d1^108d2^206 + (3 + 0a + 4a^2)d1^109d2^206 + (0 + 4a + 1a^2)d1^110d2^206 + (2 + 3a + 3a^2)d1^111d2^206 + (0 + 1a + 2a^2)d1^112d2^206 + (1 + 3a + 4a^2)d1^113d2^206 + (4 + 4a + 4a^2)d1^114d2^206 + (3 + 3a + 1a^2)d1^115d2^206 + (0 + 3a + 4a^2)d1^116d2^206 + (0 + 4a + 3a^2)d1^117d2^206 + (0 + 1a + 3a^2)d1^118d2^206 + (3 + 0a + 1a^2)d1^119d2^206 + (3 + 0a + 3a^2)d1^120d2^206 + (4 + 0a + 4a^2)d1^121d2^206 + (4 + 1a + 3a^2)d1^122d2^206 + (0 + 1a + 3a^2)d1^123d2^206 + (3 + 2a + 0a^2)d1^124d2^206 + (1 + 3a + 0a^2)d1^125d2^206 + (0 + 2a + 4a^2)d1^126d2^206 + (0 + 4a + 0a^2)d1^127d2^206 + (3 + 0a + 4a^2)d1^128d2^206 + (3 + 4a + 2a^2)d1^129d2^206 + (4 + 3a + 0a^2)d1^130d2^206 + (2 + 4a + 4a^2)d1^131d2^206 + (4 + 3a + 3a^2)d1^132d2^206 + (3 + 3a + 0a^2)d1^133d2^206 + (4 + 2a + 3a^2)d1^134d2^206 + (2 + 3a + 3a^2)d1^135d2^206 + (1 + 0a + 0a^2)d1^136d2^206 + (3 + 4a + 4a^2)d1^137d2^206 + (2 + 1a + 0a^2)d1^138d2^206 + (4 + 3a + 1a^2)d1^139d2^206 + (2 + 1a + 2a^2)d1^140d2^206 + (4 + 2a + 3a^2)d1^141d2^206 + (2 + 0a + 1a^2)d1^142d2^206 + (0 + 0a + 4a^2)d1^143d2^206 + (2 + 1a + 0a^2)d1^144d2^206 + (0 + 4a + 1a^2)d1^145d2^206 + (0 + 0a + 4a^2)d1^146d2^206 + (0 + 0a + 4a^2)d1^147d2^206 + (0 + 2a + 1a^2)d1^148d2^206 + (4 + 0a + 1a^2)d1^149d2^206 + (0 + 2a + 3a^2)d1^150d2^206 + (0 + 4a + 2a^2)d1^151d2^206 + (1 + 1a + 2a^2)d1^152d2^206 + (2 + 4a + 1a^2)d1^153d2^206 + (1 + 1a + 4a^2)d1^154d2^206 + (4 + 4a + 2a^2)d1^155d2^206 + (0 + 0a + 3a^2)d1^156d2^206 + (0 + 2a + 3a^2)d1^157d2^206 + (3 + 3a + 1a^2)d1^158d2^206 + (3 + 4a + 1a^2)d1^159d2^206 + (1 + 2a + 0a^2)d1^160d2^206 + (0 + 1a + 0a^2)d1^161d2^206 + (3 + 2a + 0a^2)d1^162d2^206 + (1 + 1a + 0a^2)d1^163d2^206 + (0 + 1a + 4a^2)d1^164d2^206 + (1 + 1a + 3a^2)d1^165d2^206 + (3 + 2a + 2a^2)d1^166d2^206 + (0 + 1a + 2a^2)d1^167d2^206 + (1 + 4a + 2a^2)d1^168d2^206 + (3 + 4a + 3a^2)d1^169d2^206 + (3 + 3a + 1a^2)d1^170d2^206 + (1 + 3a + 4a^2)d1^171d2^206 + (1 + 4a + 2a^2)d1^172d2^206 + (3 + 0a + 0a^2)d1^173d2^206 + (4 + 0a + 2a^2)d1^174d2^206 + (3 + 3a + 0a^2)d1^175d2^206 + (1 + 4a + 0a^2)d1^176d2^206 + (1 + 3a + 2a^2)d1^177d2^206 + (2 + 3a + 2a^2)d1^178d2^206 + (4 + 2a + 1a^2)d1^179d2^206 + (0 + 2a + 2a^2)d1^180d2^206 + (3 + 2a + 2a^2)d1^181d2^206 + (0 + 4a + 3a^2)d1^182d2^206 + (2 + 1a + 4a^2)d1^183d2^206 + (2 + 2a + 4a^2)d1^184d2^206 + (0 + 3a + 3a^2)d1^185d2^206 + (2 + 2a + 2a^2)d1^186d2^206 + (4 + 2a + 2a^2)d1^187d2^206 + (1 + 4a + 3a^2)d1^188d2^206 + (4 + 2a + 1a^2)d1^189d2^206 + (0 + 3a + 3a^2)d1^190d2^206 + (4 + 0a + 3a^2)d1^191d2^206 + (1 + 3a + 4a^2)d1^192d2^206 + (0 + 0a + 1a^2)d1^193d2^206 + (1 + 1a + 0a^2)d1^194d2^206 + (1 + 4a + 1a^2)d1^195d2^206 + (1 + 2a + 4a^2)d1^196d2^206 + (0 + 2a + 0a^2)d1^197d2^206 + (3 + 3a + 2a^2)d1^198d2^206 + (2 + 1a + 3a^2)d1^199d2^206 + (4 + 4a + 4a^2)d1^200d2^206 + (3 + 4a + 0a^2)d1^201d2^206 + (3 + 3a + 3a^2)d1^202d2^206 + (4 + 1a + 2a^2)d1^203d2^206 + (1 + 1a + 2a^2)d1^204d2^206 + (4 + 0a + 0a^2)d1^205d2^206 + (0 + 1a + 0a^2)d1^206d2^206 + (4 + 2a + 1a^2)d1^207d2^206 + (2 + 0a + 2a^2)d1^208d2^206 + (2 + 1a + 2a^2)d1^209d2^206 + (3 + 1a + 1a^2)d1^210d2^206 + (0 + 4a + 4a^2)d1^211d2^206 + (2 + 0a + 3a^2)d1^212d2^206 + (4 + 1a + 3a^2)d1^213d2^206 + (3 + 0a + 0a^2)d1^214d2^206 + (2 + 2a + 3a^2)d1^215d2^206 + (3 + 0a + 1a^2)d1^216d2^206 + (3 + 2a + 2a^2)d1^217d2^206 + (4 + 0a + 0a^2)d1^218d2^206 + (0 + 1a + 4a^2)d1^219d2^206 + (1 + 1a + 4a^2)d1^220d2^206 + (2 + 3a + 0a^2)d1^221d2^206 + (1 + 4a + 1a^2)d1^222d2^206 + (2 + 1a + 1a^2)d1^223d2^206 + (0 + 3a + 1a^2)d1^224d2^206 + (2 + 4a + 0a^2)d1^225d2^206 + (3 + 1a + 4a^2)d1^226d2^206 + (4 + 0a + 1a^2)d1^227d2^206 + (0 + 0a + 3a^2)d1^228d2^206 + (4 + 1a + 2a^2)d1^229d2^206 + (2 + 1a + 4a^2)d1^230d2^206 + (3 + 4a + 0a^2)d1^231d2^206 + (1 + 3a + 4a^2)d1^232d2^206 + (3 + 0a + 2a^2)d1^233d2^206 + (1 + 2a + 3a^2)d1^234d2^206 + (0 + 4a + 4a^2)d1^235d2^206 + (1 + 0a + 1a^2)d1^236d2^206 + (2 + 1a + 2a^2)d1^237d2^206 + (0 + 4a + 3a^2)d1^238d2^206 + (3 + 2a + 1a^2)d1^239d2^206 + (0 + 0a + 1a^2)d1^240d2^206 + (3 + 3a + 1a^2)d1^242d2^206 + (1 + 3a + 3a^2)d1^243d2^206 + (1 + 3a + 1a^2)d1^244d2^206 + (3 + 1a + 4a^2)d1^245d2^206 + (1 + 4a + 3a^2)d1^246d2^206 + (2 + 2a + 4a^2)d1^247d2^206 + (2 + 4a + 0a^2)d1^248d2^206 + (3 + 2a + 2a^2)d1^249d2^206 + (4 + 4a + 2a^2)d1^250d2^206 + (0 + 3a + 1a^2)d1^251d2^206 + (0 + 2a + 3a^2)d1^252d2^206 + (4 + 3a + 2a^2)d1^253d2^206 + (1 + 3a + 1a^2)d1^254d2^206 + (2 + 2a + 0a^2)d1^255d2^206 + (4 + 0a + 1a^2)d1^256d2^206 + (4 + 0a + 3a^2)d1^257d2^206 + (4 + 0a + 3a^2)d1^258d2^206 + (4 + 4a + 1a^2)d1^259d2^206 + (3 + 0a + 3a^2)d1^260d2^206 + (4 + 4a + 0a^2)d1^261d2^206 + (0 + 1a + 3a^2)d1^262d2^206 + (2 + 3a + 2a^2)d1^263d2^206 + (0 + 1a + 0a^2)d1^264d2^206 + (0 + 1a + 1a^2)d1^265d2^206 + (0 + 4a + 1a^2)d1^266d2^206 + (3 + 2a + 2a^2)d1^267d2^206 + (1 + 0a + 4a^2)d1^268d2^206 + (1 + 4a + 2a^2)d1^269d2^206 + (1 + 0a + 0a^2)d1^270d2^206 + (0 + 4a + 2a^2)d1^271d2^206 + (3 + 0a + 2a^2)d1^272d2^206 + (4 + 1a + 0a^2)d1^273d2^206 + (1 + 1a + 0a^2)d1^274d2^206 + (0 + 2a + 0a^2)d1^275d2^206 + (2 + 1a + 3a^2)d1^276d2^206 + (4 + 4a + 2a^2)d1^277d2^206 + (3 + 2a + 4a^2)d1^278d2^206 + (4 + 4a + 1a^2)d1^279d2^206 + (2 + 4a + 1a^2)d1^280d2^206 + (1 + 1a + 2a^2)d1^281d2^206 + (1 + 3a + 1a^2)d1^282d2^206 + (2 + 1a + 0a^2)d1^283d2^206 + (2 + 0a + 4a^2)d1^284d2^206 + (0 + 2a + 4a^2)d1^285d2^206 + (0 + 3a + 3a^2)d1^286d2^206 + (2 + 2a + 1a^2)d1^287d2^206 + (3 + 1a + 0a^2)d1^288d2^206 + (4 + 4a + 0a^2)d1^289d2^206 + (4 + 2a + 3a^2)d1^290d2^206 + (1 + 1a + 1a^2)d1^291d2^206 + (4 + 1a + 0a^2)d1^292d2^206 + (3 + 3a + 3a^2)d1^293d2^206 + (4 + 0a + 2a^2)d2^207 + (1 + 2a + 2a^2)d1^1d2^207 + (1 + 0a + 3a^2)d1^2d2^207 + (1 + 0a + 0a^2)d1^3d2^207 + (0 + 1a + 1a^2)d1^4d2^207 + (2 + 4a + 0a^2)d1^5d2^207 + (2 + 0a + 1a^2)d1^6d2^207 + (2 + 3a + 3a^2)d1^7d2^207 + (0 + 0a + 2a^2)d1^8d2^207 + (4 + 0a + 3a^2)d1^9d2^207 + (2 + 4a + 1a^2)d1^10d2^207 + (3 + 3a + 4a^2)d1^11d2^207 + (1 + 4a + 2a^2)d1^12d2^207 + (2 + 2a + 4a^2)d1^13d2^207 + (1 + 3a + 2a^2)d1^14d2^207 + (4 + 3a + 0a^2)d1^15d2^207 + (0 + 0a + 1a^2)d1^17d2^207 + (0 + 3a + 1a^2)d1^18d2^207 + (0 + 1a + 0a^2)d1^19d2^207 + (1 + 3a + 4a^2)d1^20d2^207 + (1 + 0a + 3a^2)d1^21d2^207 + (3 + 2a + 2a^2)d1^22d2^207 + (4 + 2a + 1a^2)d1^23d2^207 + (3 + 0a + 0a^2)d1^24d2^207 + (0 + 4a + 1a^2)d1^25d2^207 + (3 + 2a + 4a^2)d1^26d2^207 + (3 + 1a + 4a^2)d1^27d2^207 + (4 + 1a + 0a^2)d1^28d2^207 + (3 + 2a + 3a^2)d1^29d2^207 + (0 + 2a + 0a^2)d1^30d2^207 + (2 + 1a + 0a^2)d1^31d2^207 + (4 + 2a + 4a^2)d1^32d2^207 + (0 + 2a + 1a^2)d1^33d2^207 + (0 + 3a + 0a^2)d1^34d2^207 + (4 + 1a + 4a^2)d1^35d2^207 + (4 + 3a + 2a^2)d1^36d2^207 + (2 + 0a + 4a^2)d1^37d2^207 + (2 + 0a + 3a^2)d1^38d2^207 + (3 + 2a + 2a^2)d1^39d2^207 + (0 + 3a + 4a^2)d1^40d2^207 + (3 + 0a + 2a^2)d1^41d2^207 + (3 + 0a + 3a^2)d1^42d2^207 + (3 + 1a + 4a^2)d1^43d2^207 + (0 + 0a + 1a^2)d1^44d2^207 + (0 + 2a + 1a^2)d1^45d2^207 + (2 + 2a + 1a^2)d1^46d2^207 + (0 + 4a + 4a^2)d1^47d2^207 + (3 + 3a + 3a^2)d1^48d2^207 + (0 + 1a + 1a^2)d1^49d2^207 + (1 + 3a + 1a^2)d1^50d2^207 + (2 + 3a + 1a^2)d1^51d2^207 + (4 + 3a + 1a^2)d1^52d2^207 + (0 + 3a + 1a^2)d1^53d2^207 + (3 + 4a + 4a^2)d1^54d2^207 + (3 + 2a + 4a^2)d1^55d2^207 + (1 + 0a + 0a^2)d1^56d2^207 + (1 + 2a + 2a^2)d1^57d2^207 + (1 + 3a + 1a^2)d1^58d2^207 + (1 + 0a + 2a^2)d1^59d2^207 + (3 + 1a + 1a^2)d1^60d2^207 + (4 + 2a + 1a^2)d1^61d2^207 + (1 + 2a + 4a^2)d1^62d2^207 + (3 + 2a + 3a^2)d1^63d2^207 + (2 + 0a + 1a^2)d1^64d2^207 + (1 + 4a + 1a^2)d1^65d2^207 + (4 + 1a + 2a^2)d1^66d2^207 + (4 + 3a + 2a^2)d1^67d2^207 + (1 + 1a + 2a^2)d1^68d2^207 + (4 + 4a + 3a^2)d1^69d2^207 + (3 + 3a + 4a^2)d1^70d2^207 + (0 + 0a + 4a^2)d1^71d2^207 + (2 + 1a + 3a^2)d1^72d2^207 + (0 + 4a + 1a^2)d1^73d2^207 + (2 + 1a + 3a^2)d1^74d2^207 + (3 + 2a + 0a^2)d1^75d2^207 + (0 + 0a + 3a^2)d1^76d2^207 + (2 + 3a + 4a^2)d1^77d2^207 + (3 + 3a + 3a^2)d1^78d2^207 + (1 + 0a + 1a^2)d1^79d2^207 + (4 + 3a + 3a^2)d1^80d2^207 + (1 + 2a + 1a^2)d1^81d2^207 + (2 + 1a + 4a^2)d1^82d2^207 + (1 + 1a + 1a^2)d1^83d2^207 + (3 + 0a + 1a^2)d1^84d2^207 + (0 + 2a + 1a^2)d1^85d2^207 + (0 + 1a + 2a^2)d1^86d2^207 + (4 + 1a + 3a^2)d1^87d2^207 + (4 + 3a + 0a^2)d1^88d2^207 + (1 + 2a + 3a^2)d1^89d2^207 + (3 + 4a + 1a^2)d1^90d2^207 + (4 + 0a + 0a^2)d1^91d2^207 + (0 + 2a + 0a^2)d1^92d2^207 + (1 + 2a + 3a^2)d1^93d2^207 + (4 + 3a + 0a^2)d1^94d2^207 + (3 + 0a + 1a^2)d1^95d2^207 + (4 + 3a + 3a^2)d1^96d2^207 + (0 + 1a + 2a^2)d1^97d2^207 + (2 + 2a + 0a^2)d1^98d2^207 + (4 + 0a + 1a^2)d1^99d2^207 + (4 + 2a + 4a^2)d1^100d2^207 + (0 + 0a + 2a^2)d1^101d2^207 + (0 + 4a + 2a^2)d1^102d2^207 + (2 + 2a + 3a^2)d1^103d2^207 + (1 + 0a + 1a^2)d1^104d2^207 + (0 + 1a + 3a^2)d1^105d2^207 + (0 + 3a + 3a^2)d1^106d2^207 + (3 + 4a + 4a^2)d1^107d2^207 + (1 + 0a + 0a^2)d1^108d2^207 + (1 + 4a + 3a^2)d1^109d2^207 + (2 + 2a + 0a^2)d1^110d2^207 + (3 + 3a + 4a^2)d1^111d2^207 + (4 + 1a + 2a^2)d1^112d2^207 + (1 + 0a + 0a^2)d1^113d2^207 + (4 + 0a + 3a^2)d1^114d2^207 + (0 + 1a + 3a^2)d1^115d2^207 + (2 + 2a + 4a^2)d1^116d2^207 + (4 + 4a + 4a^2)d1^117d2^207 + (3 + 3a + 0a^2)d1^118d2^207 + (3 + 4a + 0a^2)d1^119d2^207 + (4 + 3a + 2a^2)d1^120d2^207 + (4 + 0a + 0a^2)d1^121d2^207 + (0 + 0a + 3a^2)d1^122d2^207 + (0 + 0a + 4a^2)d1^123d2^207 + (1 + 0a + 2a^2)d1^124d2^207 + (1 + 0a + 1a^2)d1^125d2^207 + (4 + 2a + 2a^2)d1^126d2^207 + (2 + 2a + 1a^2)d1^127d2^207 + (3 + 0a + 1a^2)d1^128d2^207 + (0 + 2a + 0a^2)d1^129d2^207 + (4 + 2a + 2a^2)d1^130d2^207 + (1 + 2a + 0a^2)d1^131d2^207 + (3 + 3a + 3a^2)d1^132d2^207 + (4 + 4a + 1a^2)d1^133d2^207 + (0 + 4a + 2a^2)d1^134d2^207 + (0 + 2a + 4a^2)d1^135d2^207 + (2 + 1a + 0a^2)d1^136d2^207 + (2 + 3a + 3a^2)d1^137d2^207 + (0 + 0a + 3a^2)d1^138d2^207 + (0 + 2a + 2a^2)d1^139d2^207 + (0 + 1a + 4a^2)d1^140d2^207 + (2 + 4a + 4a^2)d1^141d2^207 + (1 + 4a + 2a^2)d1^142d2^207 + (3 + 0a + 3a^2)d1^143d2^207 + (4 + 4a + 0a^2)d1^144d2^207 + (4 + 0a + 3a^2)d1^145d2^207 + (3 + 4a + 1a^2)d1^146d2^207 + (0 + 3a + 4a^2)d1^147d2^207 + (0 + 4a + 0a^2)d1^148d2^207 + (0 + 2a + 4a^2)d1^149d2^207 + (4 + 3a + 2a^2)d1^150d2^207 + (0 + 3a + 1a^2)d1^151d2^207 + (4 + 3a + 1a^2)d1^152d2^207 + (1 + 3a + 0a^2)d1^153d2^207 + (1 + 0a + 0a^2)d1^154d2^207 + (2 + 4a + 4a^2)d1^155d2^207 + (1 + 4a + 2a^2)d1^156d2^207 + (0 + 4a + 3a^2)d1^157d2^207 + (1 + 0a + 2a^2)d1^158d2^207 + (1 + 2a + 0a^2)d1^159d2^207 + (1 + 0a + 0a^2)d1^160d2^207 + (0 + 2a + 2a^2)d1^161d2^207 + (4 + 4a + 4a^2)d1^162d2^207 + (4 + 2a + 3a^2)d1^163d2^207 + (2 + 0a + 4a^2)d1^164d2^207 + (2 + 2a + 4a^2)d1^165d2^207 + (3 + 2a + 2a^2)d1^166d2^207 + (0 + 1a + 3a^2)d1^167d2^207 + (0 + 2a + 3a^2)d1^168d2^207 + (3 + 1a + 3a^2)d1^169d2^207 + (2 + 2a + 3a^2)d1^170d2^207 + (1 + 1a + 0a^2)d1^171d2^207 + (2 + 3a + 3a^2)d1^172d2^207 + (1 + 4a + 2a^2)d1^173d2^207 + (1 + 3a + 3a^2)d1^174d2^207 + (3 + 0a + 3a^2)d1^175d2^207 + (0 + 3a + 3a^2)d1^176d2^207 + (0 + 1a + 2a^2)d1^177d2^207 + (1 + 1a + 4a^2)d1^178d2^207 + (0 + 3a + 2a^2)d1^179d2^207 + (2 + 0a + 1a^2)d1^180d2^207 + (4 + 2a + 1a^2)d1^181d2^207 + (0 + 4a + 0a^2)d1^182d2^207 + (3 + 0a + 1a^2)d1^183d2^207 + (1 + 3a + 3a^2)d1^184d2^207 + (2 + 3a + 1a^2)d1^185d2^207 + (4 + 3a + 0a^2)d1^186d2^207 + (2 + 2a + 3a^2)d1^187d2^207 + (0 + 3a + 0a^2)d1^188d2^207 + (1 + 3a + 1a^2)d1^189d2^207 + (3 + 1a + 1a^2)d1^190d2^207 + (3 + 0a + 3a^2)d1^191d2^207 + (0 + 2a + 2a^2)d1^192d2^207 + (2 + 0a + 2a^2)d1^193d2^207 + (2 + 4a + 2a^2)d1^194d2^207 + (4 + 0a + 3a^2)d1^195d2^207 + (1 + 2a + 1a^2)d1^196d2^207 + (3 + 0a + 0a^2)d1^197d2^207 + (4 + 2a + 2a^2)d1^198d2^207 + (1 + 2a + 1a^2)d1^199d2^207 + (4 + 0a + 1a^2)d1^200d2^207 + (1 + 4a + 1a^2)d1^201d2^207 + (3 + 0a + 4a^2)d1^202d2^207 + (3 + 3a + 1a^2)d1^203d2^207 + (2 + 3a + 3a^2)d1^204d2^207 + (2 + 2a + 1a^2)d1^205d2^207 + (0 + 1a + 4a^2)d1^206d2^207 + (3 + 2a + 3a^2)d1^207d2^207 + (2 + 4a + 3a^2)d1^208d2^207 + (1 + 4a + 0a^2)d1^209d2^207 + (4 + 2a + 2a^2)d1^210d2^207 + (2 + 2a + 0a^2)d1^211d2^207 + (3 + 1a + 3a^2)d1^212d2^207 + (0 + 2a + 1a^2)d1^213d2^207 + (3 + 0a + 0a^2)d1^214d2^207 + (4 + 1a + 2a^2)d1^215d2^207 + (0 + 2a + 1a^2)d1^216d2^207 + (0 + 1a + 2a^2)d1^217d2^207 + (3 + 1a + 0a^2)d1^218d2^207 + (4 + 2a + 1a^2)d1^219d2^207 + (1 + 2a + 1a^2)d1^220d2^207 + (2 + 1a + 1a^2)d1^221d2^207 + (0 + 4a + 1a^2)d1^222d2^207 + (4 + 0a + 3a^2)d1^223d2^207 + (4 + 0a + 3a^2)d1^224d2^207 + (0 + 3a + 2a^2)d1^225d2^207 + (2 + 0a + 1a^2)d1^226d2^207 + (3 + 2a + 4a^2)d1^227d2^207 + (2 + 4a + 0a^2)d1^228d2^207 + (2 + 2a + 3a^2)d1^229d2^207 + (0 + 1a + 3a^2)d1^230d2^207 + (4 + 2a + 1a^2)d1^231d2^207 + (0 + 0a + 3a^2)d1^232d2^207 + (4 + 1a + 0a^2)d1^233d2^207 + (3 + 2a + 0a^2)d1^234d2^207 + (4 + 2a + 3a^2)d1^235d2^207 + (2 + 2a + 2a^2)d1^236d2^207 + (4 + 1a + 1a^2)d1^237d2^207 + (0 + 0a + 4a^2)d1^238d2^207 + (2 + 4a + 3a^2)d1^239d2^207 + (3 + 1a + 4a^2)d1^240d2^207 + (4 + 3a + 4a^2)d1^241d2^207 + (3 + 0a + 4a^2)d1^243d2^207 + (2 + 0a + 0a^2)d1^244d2^207 + (3 + 1a + 2a^2)d1^245d2^207 + (4 + 4a + 3a^2)d1^246d2^207 + (2 + 1a + 1a^2)d1^247d2^207 + (3 + 3a + 3a^2)d1^248d2^207 + (4 + 0a + 0a^2)d1^249d2^207 + (4 + 3a + 0a^2)d1^250d2^207 + (3 + 4a + 3a^2)d1^251d2^207 + (4 + 4a + 2a^2)d1^252d2^207 + (2 + 3a + 3a^2)d1^253d2^207 + (3 + 1a + 1a^2)d1^254d2^207 + (4 + 4a + 3a^2)d1^255d2^207 + (0 + 3a + 2a^2)d1^256d2^207 + (1 + 1a + 4a^2)d1^257d2^207 + (0 + 2a + 1a^2)d1^258d2^207 + (2 + 1a + 3a^2)d1^259d2^207 + (0 + 2a + 2a^2)d1^260d2^207 + (2 + 1a + 1a^2)d1^261d2^207 + (1 + 4a + 4a^2)d1^262d2^207 + (1 + 3a + 3a^2)d1^263d2^207 + (2 + 2a + 0a^2)d1^264d2^207 + (1 + 0a + 4a^2)d1^265d2^207 + (3 + 4a + 3a^2)d1^266d2^207 + (1 + 1a + 0a^2)d1^267d2^207 + (0 + 2a + 4a^2)d1^268d2^207 + (1 + 4a + 1a^2)d1^269d2^207 + (1 + 2a + 0a^2)d1^270d2^207 + (1 + 3a + 0a^2)d1^271d2^207 + (4 + 3a + 0a^2)d1^272d2^207 + (0 + 3a + 3a^2)d1^273d2^207 + (1 + 2a + 0a^2)d1^274d2^207 + (2 + 2a + 1a^2)d1^275d2^207 + (4 + 0a + 4a^2)d1^276d2^207 + (4 + 1a + 0a^2)d1^277d2^207 + (4 + 3a + 0a^2)d1^278d2^207 + (1 + 3a + 3a^2)d1^279d2^207 + (2 + 1a + 1a^2)d1^280d2^207 + (0 + 4a + 2a^2)d1^281d2^207 + (1 + 3a + 2a^2)d1^282d2^207 + (4 + 2a + 2a^2)d1^283d2^207 + (4 + 2a + 2a^2)d1^284d2^207 + (0 + 0a + 1a^2)d1^285d2^207 + (4 + 2a + 0a^2)d1^286d2^207 + (3 + 2a + 4a^2)d1^287d2^207 + (4 + 1a + 1a^2)d1^288d2^207 + (3 + 1a + 0a^2)d1^289d2^207 + (1 + 0a + 4a^2)d1^290d2^207 + (3 + 2a + 4a^2)d1^291d2^207 + (0 + 4a + 0a^2)d1^292d2^207 + (0 + 1a + 4a^2)d1^293d2^207 + (0 + 1a + 1a^2)d2^208 + (0 + 2a + 2a^2)d1^1d2^208 + (4 + 0a + 2a^2)d1^2d2^208 + (4 + 1a + 2a^2)d1^3d2^208 + (3 + 1a + 0a^2)d1^4d2^208 + (1 + 0a + 3a^2)d1^5d2^208 + (0 + 4a + 2a^2)d1^6d2^208 + (1 + 0a + 4a^2)d1^7d2^208 + (3 + 0a + 1a^2)d1^8d2^208 + (4 + 1a + 0a^2)d1^9d2^208 + (0 + 0a + 4a^2)d1^10d2^208 + (2 + 1a + 3a^2)d1^11d2^208 + (2 + 0a + 2a^2)d1^12d2^208 + (3 + 4a + 0a^2)d1^13d2^208 + (2 + 0a + 1a^2)d1^14d2^208 + (3 + 2a + 4a^2)d1^15d2^208 + (2 + 0a + 0a^2)d1^16d2^208 + (2 + 4a + 3a^2)d1^17d2^208 + (0 + 4a + 0a^2)d1^18d2^208 + (1 + 0a + 4a^2)d1^19d2^208 + (2 + 0a + 1a^2)d1^20d2^208 + (2 + 2a + 2a^2)d1^21d2^208 + (3 + 3a + 3a^2)d1^22d2^208 + (2 + 3a + 1a^2)d1^23d2^208 + (0 + 3a + 3a^2)d1^24d2^208 + (3 + 3a + 0a^2)d1^25d2^208 + (1 + 2a + 2a^2)d1^26d2^208 + (4 + 4a + 0a^2)d1^27d2^208 + (0 + 0a + 2a^2)d1^29d2^208 + (3 + 0a + 2a^2)d1^30d2^208 + (3 + 1a + 3a^2)d1^31d2^208 + (4 + 2a + 3a^2)d1^32d2^208 + (1 + 4a + 2a^2)d1^33d2^208 + (2 + 1a + 4a^2)d1^34d2^208 + (2 + 1a + 4a^2)d1^35d2^208 + (1 + 4a + 2a^2)d1^36d2^208 + (4 + 0a + 2a^2)d1^37d2^208 + (3 + 3a + 3a^2)d1^39d2^208 + (2 + 2a + 2a^2)d1^40d2^208 + (0 + 4a + 4a^2)d1^41d2^208 + (4 + 2a + 1a^2)d1^42d2^208 + (3 + 4a + 4a^2)d1^43d2^208 + (3 + 2a + 3a^2)d1^44d2^208 + (4 + 3a + 2a^2)d1^45d2^208 + (2 + 3a + 0a^2)d1^46d2^208 + (4 + 4a + 0a^2)d1^47d2^208 + (2 + 3a + 2a^2)d1^48d2^208 + (0 + 1a + 0a^2)d1^49d2^208 + (1 + 4a + 3a^2)d1^50d2^208 + (1 + 0a + 2a^2)d1^51d2^208 + (3 + 4a + 0a^2)d1^52d2^208 + (3 + 1a + 2a^2)d1^53d2^208 + (0 + 2a + 3a^2)d1^54d2^208 + (4 + 1a + 0a^2)d1^55d2^208 + (2 + 2a + 1a^2)d1^56d2^208 + (3 + 3a + 4a^2)d1^57d2^208 + (3 + 4a + 3a^2)d1^58d2^208 + (1 + 2a + 4a^2)d1^59d2^208 + (0 + 2a + 0a^2)d1^60d2^208 + (0 + 2a + 0a^2)d1^61d2^208 + (2 + 2a + 4a^2)d1^62d2^208 + (4 + 1a + 4a^2)d1^63d2^208 + (2 + 1a + 3a^2)d1^64d2^208 + (2 + 4a + 2a^2)d1^65d2^208 + (4 + 2a + 1a^2)d1^66d2^208 + (3 + 0a + 4a^2)d1^67d2^208 + (4 + 2a + 1a^2)d1^68d2^208 + (3 + 2a + 3a^2)d1^69d2^208 + (3 + 4a + 2a^2)d1^70d2^208 + (0 + 4a + 0a^2)d1^71d2^208 + (1 + 3a + 1a^2)d1^72d2^208 + (3 + 2a + 2a^2)d1^73d2^208 + (0 + 3a + 1a^2)d1^74d2^208 + (3 + 2a + 3a^2)d1^75d2^208 + (2 + 4a + 1a^2)d1^76d2^208 + (3 + 2a + 0a^2)d1^77d2^208 + (3 + 2a + 1a^2)d1^78d2^208 + (1 + 4a + 4a^2)d1^79d2^208 + (4 + 3a + 4a^2)d1^80d2^208 + (4 + 3a + 4a^2)d1^81d2^208 + (1 + 0a + 1a^2)d1^82d2^208 + (2 + 2a + 0a^2)d1^83d2^208 + (4 + 3a + 2a^2)d1^84d2^208 + (1 + 0a + 2a^2)d1^85d2^208 + (4 + 3a + 3a^2)d1^86d2^208 + (1 + 0a + 3a^2)d1^87d2^208 + (0 + 1a + 2a^2)d1^88d2^208 + (1 + 1a + 4a^2)d1^89d2^208 + (3 + 4a + 2a^2)d1^90d2^208 + (4 + 4a + 1a^2)d1^91d2^208 + (4 + 4a + 3a^2)d1^92d2^208 + (3 + 0a + 3a^2)d1^93d2^208 + (0 + 0a + 1a^2)d1^94d2^208 + (1 + 2a + 1a^2)d1^95d2^208 + (2 + 4a + 4a^2)d1^96d2^208 + (1 + 4a + 3a^2)d1^97d2^208 + (1 + 2a + 3a^2)d1^98d2^208 + (0 + 1a + 2a^2)d1^99d2^208 + (2 + 3a + 1a^2)d1^100d2^208 + (2 + 3a + 4a^2)d1^101d2^208 + (0 + 3a + 2a^2)d1^102d2^208 + (2 + 1a + 4a^2)d1^103d2^208 + (3 + 1a + 2a^2)d1^104d2^208 + (2 + 4a + 2a^2)d1^105d2^208 + (2 + 3a + 2a^2)d1^106d2^208 + (3 + 0a + 0a^2)d1^107d2^208 + (2 + 0a + 4a^2)d1^108d2^208 + (0 + 4a + 2a^2)d1^109d2^208 + (1 + 2a + 4a^2)d1^110d2^208 + (0 + 4a + 2a^2)d1^111d2^208 + (1 + 0a + 3a^2)d1^113d2^208 + (4 + 3a + 3a^2)d1^114d2^208 + (3 + 3a + 0a^2)d1^115d2^208 + (0 + 2a + 1a^2)d1^116d2^208 + (4 + 0a + 4a^2)d1^117d2^208 + (3 + 2a + 0a^2)d1^118d2^208 + (1 + 1a + 1a^2)d1^119d2^208 + (1 + 0a + 1a^2)d1^120d2^208 + (4 + 0a + 1a^2)d1^121d2^208 + (2 + 0a + 3a^2)d1^122d2^208 + (3 + 3a + 3a^2)d1^123d2^208 + (1 + 4a + 2a^2)d1^124d2^208 + (3 + 2a + 3a^2)d1^125d2^208 + (1 + 1a + 0a^2)d1^126d2^208 + (1 + 2a + 3a^2)d1^128d2^208 + (3 + 3a + 1a^2)d1^129d2^208 + (0 + 2a + 0a^2)d1^130d2^208 + (4 + 1a + 3a^2)d1^131d2^208 + (4 + 2a + 1a^2)d1^132d2^208 + (1 + 4a + 4a^2)d1^133d2^208 + (4 + 3a + 0a^2)d1^134d2^208 + (2 + 2a + 4a^2)d1^135d2^208 + (2 + 2a + 1a^2)d1^136d2^208 + (1 + 4a + 4a^2)d1^137d2^208 + (2 + 3a + 3a^2)d1^138d2^208 + (2 + 1a + 4a^2)d1^139d2^208 + (0 + 3a + 3a^2)d1^140d2^208 + (2 + 2a + 4a^2)d1^141d2^208 + (4 + 3a + 2a^2)d1^143d2^208 + (3 + 1a + 4a^2)d1^144d2^208 + (3 + 0a + 4a^2)d1^145d2^208 + (4 + 1a + 3a^2)d1^146d2^208 + (0 + 1a + 1a^2)d1^147d2^208 + (1 + 2a + 3a^2)d1^148d2^208 + (2 + 3a + 0a^2)d1^149d2^208 + (0 + 4a + 0a^2)d1^150d2^208 + (4 + 2a + 4a^2)d1^151d2^208 + (2 + 4a + 2a^2)d1^152d2^208 + (1 + 3a + 2a^2)d1^153d2^208 + (3 + 2a + 2a^2)d1^154d2^208 + (2 + 0a + 0a^2)d1^155d2^208 + (4 + 0a + 3a^2)d1^156d2^208 + (2 + 1a + 0a^2)d1^157d2^208 + (2 + 1a + 1a^2)d1^158d2^208 + (0 + 0a + 3a^2)d1^159d2^208 + (0 + 2a + 4a^2)d1^160d2^208 + (1 + 3a + 0a^2)d1^161d2^208 + (1 + 1a + 0a^2)d1^162d2^208 + (4 + 4a + 4a^2)d1^163d2^208 + (4 + 2a + 2a^2)d1^164d2^208 + (4 + 0a + 3a^2)d1^165d2^208 + (2 + 4a + 2a^2)d1^166d2^208 + (3 + 0a + 4a^2)d1^167d2^208 + (4 + 1a + 4a^2)d1^168d2^208 + (2 + 1a + 3a^2)d1^169d2^208 + (2 + 4a + 4a^2)d1^170d2^208 + (1 + 3a + 2a^2)d1^171d2^208 + (3 + 1a + 1a^2)d1^172d2^208 + (0 + 2a + 3a^2)d1^173d2^208 + (1 + 1a + 4a^2)d1^174d2^208 + (2 + 4a + 4a^2)d1^175d2^208 + (3 + 2a + 0a^2)d1^176d2^208 + (4 + 1a + 1a^2)d1^177d2^208 + (2 + 0a + 0a^2)d1^178d2^208 + (2 + 3a + 4a^2)d1^179d2^208 + (4 + 4a + 4a^2)d1^180d2^208 + (3 + 1a + 2a^2)d1^181d2^208 + (1 + 1a + 4a^2)d1^182d2^208 + (3 + 1a + 3a^2)d1^183d2^208 + (0 + 4a + 1a^2)d1^184d2^208 + (1 + 1a + 2a^2)d1^185d2^208 + (4 + 2a + 0a^2)d1^186d2^208 + (1 + 2a + 3a^2)d1^187d2^208 + (1 + 3a + 1a^2)d1^188d2^208 + (3 + 1a + 3a^2)d1^189d2^208 + (4 + 3a + 0a^2)d1^190d2^208 + (0 + 3a + 3a^2)d1^191d2^208 + (3 + 1a + 0a^2)d1^192d2^208 + (2 + 3a + 4a^2)d1^193d2^208 + (2 + 3a + 3a^2)d1^194d2^208 + (1 + 1a + 2a^2)d1^195d2^208 + (0 + 1a + 4a^2)d1^196d2^208 + (0 + 1a + 2a^2)d1^197d2^208 + (0 + 1a + 2a^2)d1^198d2^208 + (4 + 4a + 3a^2)d1^199d2^208 + (3 + 0a + 1a^2)d1^200d2^208 + (2 + 3a + 2a^2)d1^201d2^208 + (0 + 2a + 0a^2)d1^202d2^208 + (0 + 2a + 4a^2)d1^203d2^208 + (2 + 1a + 4a^2)d1^204d2^208 + (4 + 2a + 4a^2)d1^205d2^208 + (1 + 0a + 1a^2)d1^206d2^208 + (3 + 4a + 4a^2)d1^207d2^208 + (2 + 3a + 0a^2)d1^208d2^208 + (2 + 4a + 2a^2)d1^209d2^208 + (0 + 2a + 4a^2)d1^210d2^208 + (3 + 3a + 3a^2)d1^211d2^208 + (4 + 2a + 2a^2)d1^212d2^208 + (1 + 0a + 3a^2)d1^213d2^208 + (4 + 3a + 4a^2)d1^214d2^208 + (1 + 2a + 3a^2)d1^215d2^208 + (2 + 4a + 2a^2)d1^216d2^208 + (2 + 4a + 2a^2)d1^217d2^208 + (3 + 2a + 2a^2)d1^218d2^208 + (3 + 3a + 0a^2)d1^219d2^208 + (0 + 3a + 2a^2)d1^220d2^208 + (2 + 2a + 3a^2)d1^221d2^208 + (1 + 2a + 2a^2)d1^222d2^208 + (4 + 0a + 3a^2)d1^223d2^208 + (3 + 4a + 1a^2)d1^224d2^208 + (4 + 3a + 4a^2)d1^225d2^208 + (3 + 1a + 0a^2)d1^226d2^208 + (1 + 0a + 1a^2)d1^227d2^208 + (3 + 3a + 2a^2)d1^228d2^208 + (0 + 3a + 2a^2)d1^229d2^208 + (4 + 4a + 4a^2)d1^230d2^208 + (3 + 0a + 3a^2)d1^231d2^208 + (1 + 4a + 2a^2)d1^232d2^208 + (3 + 3a + 0a^2)d1^233d2^208 + (3 + 3a + 4a^2)d1^234d2^208 + (3 + 1a + 4a^2)d1^235d2^208 + (1 + 3a + 4a^2)d1^236d2^208 + (4 + 2a + 4a^2)d1^237d2^208 + (1 + 2a + 1a^2)d1^238d2^208 + (4 + 2a + 2a^2)d1^240d2^208 + (1 + 1a + 2a^2)d1^241d2^208 + (1 + 4a + 4a^2)d1^242d2^208 + (4 + 3a + 3a^2)d1^243d2^208 + (4 + 3a + 1a^2)d1^244d2^208 + (4 + 1a + 2a^2)d1^245d2^208 + (4 + 1a + 3a^2)d1^246d2^208 + (0 + 2a + 1a^2)d1^247d2^208 + (1 + 2a + 1a^2)d1^248d2^208 + (1 + 3a + 2a^2)d1^249d2^208 + (0 + 4a + 0a^2)d1^250d2^208 + (1 + 1a + 1a^2)d1^251d2^208 + (3 + 4a + 1a^2)d1^252d2^208 + (3 + 4a + 1a^2)d1^253d2^208 + (4 + 1a + 4a^2)d1^254d2^208 + (4 + 4a + 3a^2)d1^255d2^208 + (1 + 4a + 1a^2)d1^256d2^208 + (4 + 3a + 2a^2)d1^257d2^208 + (4 + 3a + 2a^2)d1^258d2^208 + (4 + 1a + 3a^2)d1^259d2^208 + (2 + 1a + 1a^2)d1^260d2^208 + (4 + 4a + 1a^2)d1^261d2^208 + (4 + 2a + 1a^2)d1^262d2^208 + (4 + 3a + 4a^2)d1^263d2^208 + (3 + 4a + 0a^2)d1^264d2^208 + (0 + 3a + 2a^2)d1^265d2^208 + (0 + 0a + 1a^2)d1^266d2^208 + (3 + 1a + 3a^2)d1^267d2^208 + (1 + 4a + 2a^2)d1^268d2^208 + (3 + 1a + 4a^2)d1^269d2^208 + (1 + 2a + 0a^2)d1^270d2^208 + (0 + 1a + 3a^2)d1^271d2^208 + (3 + 2a + 0a^2)d1^272d2^208 + (1 + 1a + 2a^2)d1^273d2^208 + (4 + 1a + 2a^2)d1^274d2^208 + (2 + 3a + 2a^2)d1^275d2^208 + (0 + 2a + 1a^2)d1^276d2^208 + (2 + 2a + 4a^2)d1^277d2^208 + (3 + 0a + 3a^2)d1^278d2^208 + (4 + 3a + 0a^2)d1^279d2^208 + (3 + 2a + 1a^2)d1^280d2^208 + (0 + 4a + 3a^2)d1^281d2^208 + (0 + 2a + 3a^2)d1^282d2^208 + (1 + 4a + 1a^2)d1^283d2^208 + (4 + 1a + 1a^2)d1^284d2^208 + (0 + 1a + 0a^2)d1^285d2^208 + (0 + 3a + 3a^2)d1^286d2^208 + (2 + 2a + 1a^2)d1^287d2^208 + (4 + 0a + 4a^2)d1^288d2^208 + (0 + 0a + 3a^2)d1^289d2^208 + (0 + 0a + 4a^2)d1^290d2^208 + (4 + 0a + 0a^2)d1^291d2^208 + (1 + 4a + 2a^2)d1^292d2^208 + (3 + 1a + 1a^2)d1^293d2^208 + (3 + 1a + 0a^2)d2^209 + (4 + 0a + 0a^2)d1^1d2^209 + (1 + 2a + 0a^2)d1^2d2^209 + (3 + 0a + 2a^2)d1^3d2^209 + (1 + 4a + 0a^2)d1^4d2^209 + (4 + 0a + 3a^2)d1^5d2^209 + (0 + 2a + 3a^2)d1^6d2^209 + (4 + 3a + 3a^2)d1^7d2^209 + (2 + 0a + 2a^2)d1^8d2^209 + (2 + 1a + 2a^2)d1^9d2^209 + (4 + 3a + 3a^2)d1^10d2^209 + (4 + 0a + 1a^2)d1^11d2^209 + (4 + 1a + 2a^2)d1^12d2^209 + (0 + 0a + 1a^2)d1^13d2^209 + (2 + 2a + 4a^2)d1^14d2^209 + (4 + 2a + 3a^2)d1^15d2^209 + (0 + 3a + 2a^2)d1^16d2^209 + (4 + 3a + 4a^2)d1^17d2^209 + (3 + 3a + 4a^2)d1^18d2^209 + (2 + 0a + 3a^2)d1^19d2^209 + (1 + 1a + 0a^2)d1^20d2^209 + (3 + 0a + 0a^2)d1^21d2^209 + (0 + 4a + 1a^2)d1^22d2^209 + (1 + 4a + 4a^2)d1^23d2^209 + (0 + 1a + 4a^2)d1^24d2^209 + (1 + 4a + 2a^2)d1^25d2^209 + (2 + 0a + 2a^2)d1^26d2^209 + (0 + 2a + 1a^2)d1^27d2^209 + (3 + 1a + 0a^2)d1^28d2^209 + (0 + 1a + 0a^2)d1^29d2^209 + (1 + 2a + 3a^2)d1^30d2^209 + (3 + 2a + 4a^2)d1^31d2^209 + (3 + 0a + 4a^2)d1^32d2^209 + (2 + 3a + 1a^2)d1^33d2^209 + (4 + 3a + 2a^2)d1^34d2^209 + (2 + 4a + 0a^2)d1^35d2^209 + (0 + 0a + 1a^2)d1^36d2^209 + (2 + 4a + 1a^2)d1^37d2^209 + (0 + 1a + 4a^2)d1^38d2^209 + (1 + 0a + 2a^2)d1^39d2^209 + (1 + 3a + 2a^2)d1^40d2^209 + (1 + 1a + 0a^2)d1^41d2^209 + (0 + 3a + 4a^2)d1^42d2^209 + (4 + 3a + 2a^2)d1^43d2^209 + (4 + 4a + 3a^2)d1^44d2^209 + (4 + 2a + 2a^2)d1^45d2^209 + (1 + 0a + 1a^2)d1^46d2^209 + (2 + 2a + 2a^2)d1^47d2^209 + (0 + 4a + 0a^2)d1^48d2^209 + (4 + 1a + 1a^2)d1^49d2^209 + (2 + 1a + 0a^2)d1^50d2^209 + (2 + 1a + 3a^2)d1^51d2^209 + (4 + 3a + 1a^2)d1^52d2^209 + (4 + 2a + 4a^2)d1^53d2^209 + (3 + 4a + 2a^2)d1^54d2^209 + (4 + 0a + 4a^2)d1^55d2^209 + (1 + 0a + 2a^2)d1^56d2^209 + (0 + 4a + 0a^2)d1^57d2^209 + (1 + 1a + 3a^2)d1^58d2^209 + (0 + 3a + 1a^2)d1^59d2^209 + (4 + 1a + 2a^2)d1^60d2^209 + (4 + 3a + 1a^2)d1^61d2^209 + (3 + 2a + 3a^2)d1^62d2^209 + (2 + 1a + 1a^2)d1^63d2^209 + (0 + 0a + 2a^2)d1^64d2^209 + (1 + 0a + 2a^2)d1^65d2^209 + (1 + 0a + 4a^2)d1^66d2^209 + (4 + 3a + 1a^2)d1^67d2^209 + (4 + 3a + 1a^2)d1^68d2^209 + (2 + 4a + 0a^2)d1^69d2^209 + (1 + 3a + 0a^2)d1^70d2^209 + (3 + 4a + 1a^2)d1^71d2^209 + (2 + 3a + 0a^2)d1^72d2^209 + (0 + 4a + 3a^2)d1^73d2^209 + (3 + 0a + 2a^2)d1^74d2^209 + (1 + 1a + 3a^2)d1^75d2^209 + (4 + 2a + 1a^2)d1^76d2^209 + (0 + 4a + 3a^2)d1^77d2^209 + (2 + 0a + 3a^2)d1^78d2^209 + (2 + 1a + 3a^2)d1^79d2^209 + (2 + 1a + 0a^2)d1^80d2^209 + (1 + 2a + 1a^2)d1^81d2^209 + (3 + 4a + 2a^2)d1^82d2^209 + (3 + 0a + 1a^2)d1^83d2^209 + (0 + 1a + 3a^2)d1^84d2^209 + (4 + 0a + 1a^2)d1^85d2^209 + (0 + 1a + 1a^2)d1^86d2^209 + (0 + 3a + 4a^2)d1^87d2^209 + (2 + 3a + 1a^2)d1^88d2^209 + (1 + 0a + 2a^2)d1^89d2^209 + (0 + 2a + 1a^2)d1^90d2^209 + (4 + 3a + 1a^2)d1^91d2^209 + (2 + 2a + 0a^2)d1^92d2^209 + (1 + 0a + 0a^2)d1^93d2^209 + (2 + 4a + 4a^2)d1^94d2^209 + (0 + 2a + 0a^2)d1^95d2^209 + (0 + 0a + 4a^2)d1^96d2^209 + (4 + 0a + 4a^2)d1^97d2^209 + (1 + 2a + 0a^2)d1^98d2^209 + (1 + 1a + 3a^2)d1^99d2^209 + (3 + 0a + 3a^2)d1^100d2^209 + (1 + 4a + 2a^2)d1^101d2^209 + (3 + 3a + 3a^2)d1^102d2^209 + (1 + 3a + 2a^2)d1^103d2^209 + (3 + 4a + 3a^2)d1^104d2^209 + (3 + 2a + 1a^2)d1^105d2^209 + (2 + 0a + 1a^2)d1^106d2^209 + (2 + 3a + 0a^2)d1^107d2^209 + (1 + 3a + 2a^2)d1^108d2^209 + (4 + 1a + 1a^2)d1^109d2^209 + (2 + 1a + 0a^2)d1^110d2^209 + (0 + 2a + 3a^2)d1^111d2^209 + (0 + 3a + 1a^2)d1^112d2^209 + (4 + 1a + 2a^2)d1^113d2^209 + (2 + 0a + 3a^2)d1^114d2^209 + (1 + 0a + 4a^2)d1^115d2^209 + (0 + 4a + 1a^2)d1^116d2^209 + (4 + 4a + 3a^2)d1^117d2^209 + (1 + 1a + 2a^2)d1^118d2^209 + (0 + 1a + 1a^2)d1^119d2^209 + (3 + 0a + 1a^2)d1^120d2^209 + (0 + 4a + 4a^2)d1^121d2^209 + (0 + 3a + 3a^2)d1^122d2^209 + (3 + 0a + 2a^2)d1^123d2^209 + (2 + 3a + 0a^2)d1^124d2^209 + (2 + 3a + 1a^2)d1^125d2^209 + (0 + 2a + 0a^2)d1^126d2^209 + (0 + 4a + 4a^2)d1^127d2^209 + (4 + 0a + 3a^2)d1^128d2^209 + (0 + 4a + 1a^2)d1^129d2^209 + (2 + 2a + 2a^2)d1^130d2^209 + (1 + 1a + 4a^2)d1^131d2^209 + (0 + 2a + 3a^2)d1^132d2^209 + (3 + 1a + 4a^2)d1^133d2^209 + (3 + 3a + 3a^2)d1^134d2^209 + (4 + 0a + 0a^2)d1^135d2^209 + (3 + 3a + 3a^2)d1^136d2^209 + (1 + 3a + 4a^2)d1^137d2^209 + (3 + 1a + 2a^2)d1^138d2^209 + (1 + 3a + 3a^2)d1^139d2^209 + (4 + 2a + 4a^2)d1^140d2^209 + (0 + 2a + 0a^2)d1^141d2^209 + (3 + 0a + 2a^2)d1^142d2^209 + (4 + 1a + 3a^2)d1^143d2^209 + (2 + 2a + 3a^2)d1^144d2^209 + (4 + 4a + 4a^2)d1^145d2^209 + (4 + 0a + 4a^2)d1^146d2^209 + (0 + 4a + 2a^2)d1^147d2^209 + (4 + 3a + 0a^2)d1^148d2^209 + (3 + 0a + 2a^2)d1^149d2^209 + (0 + 0a + 1a^2)d1^150d2^209 + (1 + 0a + 4a^2)d1^151d2^209 + (1 + 1a + 0a^2)d1^152d2^209 + (4 + 0a + 4a^2)d1^153d2^209 + (3 + 4a + 3a^2)d1^154d2^209 + (0 + 1a + 0a^2)d1^155d2^209 + (1 + 4a + 1a^2)d1^156d2^209 + (2 + 0a + 4a^2)d1^157d2^209 + (3 + 1a + 3a^2)d1^158d2^209 + (1 + 1a + 2a^2)d1^159d2^209 + (0 + 4a + 1a^2)d1^160d2^209 + (3 + 2a + 0a^2)d1^161d2^209 + (0 + 4a + 0a^2)d1^162d2^209 + (2 + 1a + 1a^2)d1^163d2^209 + (3 + 2a + 4a^2)d1^164d2^209 + (1 + 4a + 2a^2)d1^165d2^209 + (3 + 1a + 3a^2)d1^166d2^209 + (1 + 3a + 3a^2)d1^167d2^209 + (1 + 2a + 3a^2)d1^168d2^209 + (3 + 2a + 1a^2)d1^169d2^209 + (2 + 4a + 0a^2)d1^170d2^209 + (3 + 1a + 1a^2)d1^171d2^209 + (1 + 1a + 0a^2)d1^172d2^209 + (4 + 3a + 1a^2)d1^173d2^209 + (0 + 2a + 3a^2)d1^174d2^209 + (3 + 3a + 1a^2)d1^175d2^209 + (0 + 2a + 0a^2)d1^176d2^209 + (0 + 2a + 4a^2)d1^177d2^209 + (3 + 0a + 3a^2)d1^178d2^209 + (3 + 4a + 2a^2)d1^179d2^209 + (3 + 4a + 4a^2)d1^180d2^209 + (3 + 0a + 1a^2)d1^181d2^209 + (2 + 1a + 2a^2)d1^182d2^209 + (1 + 1a + 2a^2)d1^184d2^209 + (1 + 3a + 1a^2)d1^185d2^209 + (1 + 3a + 1a^2)d1^186d2^209 + (1 + 0a + 0a^2)d1^187d2^209 + (1 + 3a + 2a^2)d1^188d2^209 + (2 + 3a + 1a^2)d1^189d2^209 + (1 + 1a + 0a^2)d1^190d2^209 + (3 + 1a + 3a^2)d1^191d2^209 + (2 + 0a + 3a^2)d1^192d2^209 + (4 + 3a + 1a^2)d1^193d2^209 + (0 + 3a + 3a^2)d1^194d2^209 + (0 + 3a + 1a^2)d1^195d2^209 + (0 + 0a + 4a^2)d1^196d2^209 + (0 + 4a + 0a^2)d1^197d2^209 + (1 + 1a + 2a^2)d1^198d2^209 + (0 + 3a + 3a^2)d1^199d2^209 + (1 + 1a + 4a^2)d1^200d2^209 + (3 + 3a + 3a^2)d1^201d2^209 + (3 + 0a + 3a^2)d1^202d2^209 + (0 + 4a + 1a^2)d1^203d2^209 + (0 + 4a + 0a^2)d1^204d2^209 + (4 + 2a + 0a^2)d1^205d2^209 + (3 + 4a + 2a^2)d1^206d2^209 + (1 + 1a + 1a^2)d1^207d2^209 + (1 + 4a + 0a^2)d1^208d2^209 + (1 + 2a + 0a^2)d1^209d2^209 + (4 + 1a + 0a^2)d1^210d2^209 + (3 + 4a + 1a^2)d1^211d2^209 + (2 + 3a + 0a^2)d1^212d2^209 + (0 + 3a + 4a^2)d1^213d2^209 + (3 + 0a + 3a^2)d1^214d2^209 + (3 + 0a + 3a^2)d1^215d2^209 + (1 + 4a + 1a^2)d1^216d2^209 + (2 + 1a + 3a^2)d1^217d2^209 + (0 + 3a + 3a^2)d1^218d2^209 + (4 + 0a + 2a^2)d1^219d2^209 + (0 + 4a + 2a^2)d1^220d2^209 + (2 + 0a + 1a^2)d1^221d2^209 + (1 + 1a + 3a^2)d1^222d2^209 + (0 + 2a + 1a^2)d1^223d2^209 + (2 + 1a + 2a^2)d1^224d2^209 + (3 + 0a + 2a^2)d1^225d2^209 + (4 + 4a + 3a^2)d1^226d2^209 + (4 + 0a + 2a^2)d1^227d2^209 + (3 + 2a + 1a^2)d1^228d2^209 + (4 + 2a + 2a^2)d1^229d2^209 + (2 + 2a + 1a^2)d1^230d2^209 + (0 + 4a + 2a^2)d1^231d2^209 + (2 + 3a + 0a^2)d1^232d2^209 + (4 + 1a + 4a^2)d1^233d2^209 + (3 + 1a + 2a^2)d1^234d2^209 + (2 + 4a + 4a^2)d1^235d2^209 + (2 + 4a + 0a^2)d1^236d2^209 + (2 + 1a + 3a^2)d1^237d2^209 + (0 + 0a + 3a^2)d1^238d2^209 + (3 + 1a + 0a^2)d1^239d2^209 + (0 + 1a + 4a^2)d1^240d2^209 + (3 + 4a + 2a^2)d1^241d2^209 + (2 + 1a + 4a^2)d1^242d2^209 + (3 + 1a + 1a^2)d1^243d2^209 + (4 + 1a + 1a^2)d1^244d2^209 + (0 + 0a + 4a^2)d1^245d2^209 + (0 + 4a + 3a^2)d1^246d2^209 + (3 + 0a + 2a^2)d1^247d2^209 + (0 + 3a + 4a^2)d1^248d2^209 + (0 + 3a + 2a^2)d1^249d2^209 + (3 + 3a + 1a^2)d1^250d2^209 + (4 + 3a + 1a^2)d1^251d2^209 + (0 + 0a + 2a^2)d1^252d2^209 + (3 + 2a + 2a^2)d1^253d2^209 + (1 + 0a + 2a^2)d1^254d2^209 + (3 + 3a + 4a^2)d1^255d2^209 + (0 + 3a + 2a^2)d1^256d2^209 + (3 + 3a + 0a^2)d1^257d2^209 + (0 + 2a + 2a^2)d1^258d2^209 + (3 + 2a + 0a^2)d1^259d2^209 + (1 + 1a + 0a^2)d1^260d2^209 + (0 + 2a + 0a^2)d1^261d2^209 + (3 + 4a + 1a^2)d1^262d2^209 + (2 + 4a + 1a^2)d1^263d2^209 + (3 + 2a + 1a^2)d1^264d2^209 + (0 + 1a + 1a^2)d1^265d2^209 + (3 + 3a + 0a^2)d1^266d2^209 + (1 + 1a + 3a^2)d1^267d2^209 + (0 + 1a + 0a^2)d1^268d2^209 + (4 + 4a + 2a^2)d1^269d2^209 + (1 + 1a + 1a^2)d1^270d2^209 + (1 + 4a + 1a^2)d1^271d2^209 + (4 + 3a + 1a^2)d1^272d2^209 + (1 + 3a + 0a^2)d1^273d2^209 + (4 + 1a + 0a^2)d1^274d2^209 + (4 + 4a + 3a^2)d1^275d2^209 + (4 + 3a + 0a^2)d1^276d2^209 + (1 + 1a + 3a^2)d1^277d2^209 + (2 + 4a + 2a^2)d1^279d2^209 + (1 + 0a + 1a^2)d1^280d2^209 + (0 + 1a + 3a^2)d1^281d2^209 + (3 + 3a + 0a^2)d1^282d2^209 + (1 + 2a + 3a^2)d1^283d2^209 + (0 + 0a + 4a^2)d1^284d2^209 + (0 + 2a + 1a^2)d1^285d2^209 + (4 + 3a + 1a^2)d1^286d2^209 + (2 + 2a + 1a^2)d1^287d2^209 + (1 + 2a + 0a^2)d1^288d2^209 + (0 + 3a + 4a^2)d1^289d2^209 + (3 + 2a + 3a^2)d1^290d2^209 + (4 + 4a + 3a^2)d1^291d2^209 + (1 + 3a + 3a^2)d1^292d2^209 + (1 + 3a + 3a^2)d1^293d2^209 + (3 + 2a + 0a^2)d2^210 + (0 + 2a + 1a^2)d1^1d2^210 + (1 + 1a + 1a^2)d1^2d2^210 + (4 + 1a + 4a^2)d1^3d2^210 + (1 + 0a + 4a^2)d1^4d2^210 + (2 + 1a + 1a^2)d1^5d2^210 + (1 + 2a + 1a^2)d1^6d2^210 + (2 + 1a + 1a^2)d1^7d2^210 + (3 + 4a + 1a^2)d1^8d2^210 + (0 + 1a + 0a^2)d1^9d2^210 + (1 + 2a + 0a^2)d1^10d2^210 + (2 + 0a + 0a^2)d1^11d2^210 + (4 + 0a + 2a^2)d1^12d2^210 + (2 + 3a + 2a^2)d1^13d2^210 + (4 + 3a + 4a^2)d1^14d2^210 + (0 + 0a + 1a^2)d1^15d2^210 + (2 + 1a + 4a^2)d1^16d2^210 + (1 + 4a + 0a^2)d1^17d2^210 + (3 + 2a + 4a^2)d1^18d2^210 + (1 + 3a + 0a^2)d1^20d2^210 + (2 + 3a + 1a^2)d1^21d2^210 + (1 + 3a + 2a^2)d1^22d2^210 + (3 + 3a + 1a^2)d1^23d2^210 + (0 + 2a + 2a^2)d1^24d2^210 + (2 + 3a + 1a^2)d1^25d2^210 + (0 + 1a + 3a^2)d1^26d2^210 + (0 + 2a + 1a^2)d1^27d2^210 + (1 + 0a + 2a^2)d1^28d2^210 + (1 + 0a + 0a^2)d1^29d2^210 + (0 + 2a + 1a^2)d1^30d2^210 + (2 + 1a + 2a^2)d1^31d2^210 + (4 + 4a + 2a^2)d1^32d2^210 + (1 + 3a + 0a^2)d1^33d2^210 + (3 + 1a + 1a^2)d1^34d2^210 + (2 + 1a + 0a^2)d1^35d2^210 + (1 + 4a + 4a^2)d1^36d2^210 + (3 + 1a + 3a^2)d1^37d2^210 + (1 + 3a + 0a^2)d1^38d2^210 + (0 + 2a + 1a^2)d1^39d2^210 + (2 + 4a + 1a^2)d1^40d2^210 + (3 + 4a + 3a^2)d1^41d2^210 + (1 + 3a + 1a^2)d1^42d2^210 + (2 + 4a + 2a^2)d1^43d2^210 + (0 + 1a + 3a^2)d1^44d2^210 + (1 + 0a + 2a^2)d1^45d2^210 + (0 + 1a + 0a^2)d1^46d2^210 + (0 + 0a + 2a^2)d1^47d2^210 + (4 + 4a + 2a^2)d1^48d2^210 + (0 + 4a + 1a^2)d1^49d2^210 + (2 + 3a + 2a^2)d1^50d2^210 + (2 + 1a + 4a^2)d1^51d2^210 + (4 + 1a + 0a^2)d1^52d2^210 + (0 + 4a + 3a^2)d1^53d2^210 + (4 + 3a + 4a^2)d1^54d2^210 + (2 + 4a + 4a^2)d1^55d2^210 + (3 + 3a + 3a^2)d1^56d2^210 + (0 + 1a + 3a^2)d1^57d2^210 + (3 + 0a + 4a^2)d1^58d2^210 + (1 + 3a + 1a^2)d1^59d2^210 + (0 + 4a + 3a^2)d1^60d2^210 + (2 + 4a + 2a^2)d1^61d2^210 + (3 + 1a + 4a^2)d1^62d2^210 + (3 + 2a + 1a^2)d1^63d2^210 + (2 + 2a + 0a^2)d1^64d2^210 + (0 + 3a + 1a^2)d1^65d2^210 + (2 + 2a + 3a^2)d1^66d2^210 + (3 + 4a + 4a^2)d1^67d2^210 + (2 + 1a + 3a^2)d1^68d2^210 + (0 + 3a + 4a^2)d1^69d2^210 + (4 + 4a + 1a^2)d1^70d2^210 + (2 + 0a + 1a^2)d1^71d2^210 + (0 + 0a + 1a^2)d1^72d2^210 + (1 + 2a + 1a^2)d1^73d2^210 + (1 + 4a + 3a^2)d1^74d2^210 + (0 + 4a + 4a^2)d1^75d2^210 + (4 + 1a + 2a^2)d1^76d2^210 + (0 + 3a + 1a^2)d1^77d2^210 + (4 + 0a + 0a^2)d1^78d2^210 + (2 + 0a + 1a^2)d1^79d2^210 + (2 + 1a + 3a^2)d1^80d2^210 + (2 + 3a + 1a^2)d1^81d2^210 + (4 + 0a + 4a^2)d1^82d2^210 + (1 + 0a + 3a^2)d1^83d2^210 + (2 + 2a + 0a^2)d1^84d2^210 + (4 + 0a + 3a^2)d1^85d2^210 + (0 + 2a + 3a^2)d1^86d2^210 + (3 + 0a + 0a^2)d1^87d2^210 + (4 + 1a + 0a^2)d1^88d2^210 + (0 + 3a + 2a^2)d1^89d2^210 + (0 + 1a + 3a^2)d1^90d2^210 + (4 + 3a + 3a^2)d1^91d2^210 + (1 + 1a + 1a^2)d1^92d2^210 + (4 + 4a + 2a^2)d1^93d2^210 + (0 + 1a + 1a^2)d1^94d2^210 + (4 + 2a + 3a^2)d1^95d2^210 + (4 + 0a + 0a^2)d1^96d2^210 + (1 + 0a + 3a^2)d1^97d2^210 + (0 + 3a + 2a^2)d1^98d2^210 + (4 + 2a + 3a^2)d1^99d2^210 + (0 + 2a + 1a^2)d1^100d2^210 + (2 + 4a + 1a^2)d1^101d2^210 + (2 + 2a + 2a^2)d1^102d2^210 + (1 + 1a + 0a^2)d1^103d2^210 + (2 + 2a + 0a^2)d1^104d2^210 + (2 + 4a + 3a^2)d1^105d2^210 + (3 + 3a + 2a^2)d1^106d2^210 + (4 + 3a + 1a^2)d1^107d2^210 + (4 + 0a + 3a^2)d1^108d2^210 + (3 + 1a + 0a^2)d1^109d2^210 + (0 + 1a + 4a^2)d1^110d2^210 + (2 + 4a + 4a^2)d1^111d2^210 + (2 + 1a + 1a^2)d1^112d2^210 + (4 + 2a + 0a^2)d1^113d2^210 + (0 + 1a + 2a^2)d1^114d2^210 + (4 + 0a + 2a^2)d1^115d2^210 + (0 + 0a + 1a^2)d1^116d2^210 + (0 + 1a + 0a^2)d1^117d2^210 + (3 + 0a + 3a^2)d1^118d2^210 + (0 + 2a + 0a^2)d1^119d2^210 + (4 + 4a + 2a^2)d1^120d2^210 + (4 + 1a + 4a^2)d1^121d2^210 + (3 + 0a + 0a^2)d1^122d2^210 + (0 + 0a + 3a^2)d1^123d2^210 + (4 + 1a + 3a^2)d1^124d2^210 + (2 + 4a + 0a^2)d1^125d2^210 + (2 + 2a + 1a^2)d1^126d2^210 + (3 + 4a + 0a^2)d1^127d2^210 + (1 + 0a + 0a^2)d1^128d2^210 + (0 + 0a + 1a^2)d1^129d2^210 + (3 + 0a + 1a^2)d1^130d2^210 + (4 + 0a + 2a^2)d1^131d2^210 + (3 + 0a + 3a^2)d1^132d2^210 + (3 + 1a + 1a^2)d1^133d2^210 + (1 + 3a + 4a^2)d1^134d2^210 + (4 + 0a + 4a^2)d1^135d2^210 + (4 + 4a + 3a^2)d1^136d2^210 + (1 + 1a + 2a^2)d1^137d2^210 + (4 + 4a + 1a^2)d1^138d2^210 + (3 + 0a + 1a^2)d1^139d2^210 + (1 + 0a + 0a^2)d1^140d2^210 + (1 + 2a + 4a^2)d1^141d2^210 + (2 + 2a + 4a^2)d1^142d2^210 + (3 + 1a + 4a^2)d1^143d2^210 + (4 + 4a + 1a^2)d1^144d2^210 + (2 + 2a + 1a^2)d1^145d2^210 + (3 + 0a + 3a^2)d1^146d2^210 + (0 + 4a + 4a^2)d1^147d2^210 + (1 + 2a + 2a^2)d1^148d2^210 + (1 + 0a + 1a^2)d1^149d2^210 + (0 + 3a + 2a^2)d1^150d2^210 + (2 + 0a + 1a^2)d1^151d2^210 + (2 + 2a + 1a^2)d1^152d2^210 + (1 + 2a + 1a^2)d1^153d2^210 + (4 + 3a + 3a^2)d1^154d2^210 + (4 + 3a + 0a^2)d1^155d2^210 + (1 + 3a + 1a^2)d1^156d2^210 + (2 + 4a + 4a^2)d1^157d2^210 + (0 + 4a + 1a^2)d1^158d2^210 + (0 + 1a + 0a^2)d1^159d2^210 + (2 + 2a + 2a^2)d1^160d2^210 + (3 + 3a + 3a^2)d1^161d2^210 + (1 + 4a + 4a^2)d1^162d2^210 + (2 + 2a + 1a^2)d1^163d2^210 + (1 + 1a + 4a^2)d1^164d2^210 + (4 + 2a + 0a^2)d1^165d2^210 + (2 + 4a + 1a^2)d1^166d2^210 + (0 + 4a + 1a^2)d1^167d2^210 + (1 + 3a + 0a^2)d1^168d2^210 + (3 + 1a + 0a^2)d1^169d2^210 + (4 + 1a + 3a^2)d1^170d2^210 + (2 + 2a + 2a^2)d1^171d2^210 + (0 + 2a + 2a^2)d1^172d2^210 + (3 + 4a + 1a^2)d1^173d2^210 + (0 + 0a + 1a^2)d1^174d2^210 + (4 + 4a + 2a^2)d1^175d2^210 + (1 + 4a + 4a^2)d1^176d2^210 + (1 + 1a + 4a^2)d1^177d2^210 + (0 + 0a + 2a^2)d1^178d2^210 + (0 + 3a + 0a^2)d1^179d2^210 + (3 + 3a + 0a^2)d1^180d2^210 + (2 + 1a + 0a^2)d1^181d2^210 + (0 + 0a + 1a^2)d1^182d2^210 + (0 + 4a + 2a^2)d1^183d2^210 + (2 + 3a + 2a^2)d1^184d2^210 + (4 + 3a + 4a^2)d1^185d2^210 + (2 + 4a + 4a^2)d1^186d2^210 + (1 + 3a + 4a^2)d1^187d2^210 + (1 + 0a + 3a^2)d1^188d2^210 + (1 + 1a + 2a^2)d1^189d2^210 + (2 + 0a + 1a^2)d1^190d2^210 + (0 + 2a + 4a^2)d1^191d2^210 + (1 + 2a + 1a^2)d1^192d2^210 + (2 + 3a + 3a^2)d1^193d2^210 + (0 + 4a + 4a^2)d1^194d2^210 + (1 + 0a + 2a^2)d1^195d2^210 + (3 + 4a + 4a^2)d1^196d2^210 + (4 + 4a + 0a^2)d1^197d2^210 + (3 + 2a + 3a^2)d1^198d2^210 + (2 + 4a + 4a^2)d1^199d2^210 + (2 + 3a + 1a^2)d1^200d2^210 + (1 + 1a + 3a^2)d1^201d2^210 + (4 + 0a + 1a^2)d1^202d2^210 + (0 + 0a + 4a^2)d1^203d2^210 + (3 + 1a + 1a^2)d1^204d2^210 + (1 + 1a + 0a^2)d1^205d2^210 + (0 + 3a + 2a^2)d1^206d2^210 + (2 + 3a + 0a^2)d1^207d2^210 + (3 + 2a + 4a^2)d1^208d2^210 + (3 + 4a + 2a^2)d1^209d2^210 + (1 + 0a + 4a^2)d1^210d2^210 + (0 + 2a + 0a^2)d1^211d2^210 + (4 + 4a + 1a^2)d1^212d2^210 + (2 + 2a + 3a^2)d1^213d2^210 + (2 + 3a + 2a^2)d1^214d2^210 + (0 + 2a + 4a^2)d1^215d2^210 + (4 + 2a + 2a^2)d1^216d2^210 + (1 + 1a + 1a^2)d1^217d2^210 + (2 + 2a + 2a^2)d1^218d2^210 + (4 + 0a + 4a^2)d1^219d2^210 + (4 + 0a + 1a^2)d1^220d2^210 + (0 + 3a + 0a^2)d1^221d2^210 + (1 + 4a + 4a^2)d1^222d2^210 + (0 + 3a + 2a^2)d1^223d2^210 + (4 + 1a + 3a^2)d1^224d2^210 + (3 + 2a + 1a^2)d1^225d2^210 + (1 + 0a + 1a^2)d1^226d2^210 + (0 + 3a + 1a^2)d1^227d2^210 + (4 + 4a + 3a^2)d1^228d2^210 + (3 + 1a + 0a^2)d1^229d2^210 + (0 + 4a + 1a^2)d1^230d2^210 + (4 + 0a + 1a^2)d1^231d2^210 + (0 + 3a + 0a^2)d1^232d2^210 + (3 + 4a + 1a^2)d1^233d2^210 + (0 + 0a + 1a^2)d1^234d2^210 + (1 + 0a + 4a^2)d1^235d2^210 + (4 + 2a + 3a^2)d1^236d2^210 + (4 + 2a + 4a^2)d1^237d2^210 + (0 + 4a + 3a^2)d1^238d2^210 + (1 + 0a + 3a^2)d1^239d2^210 + (1 + 4a + 3a^2)d1^240d2^210 + (4 + 4a + 2a^2)d1^241d2^210 + (1 + 4a + 1a^2)d1^242d2^210 + (0 + 2a + 2a^2)d1^243d2^210 + (4 + 2a + 0a^2)d1^244d2^210 + (3 + 1a + 0a^2)d1^245d2^210 + (3 + 1a + 0a^2)d1^246d2^210 + (4 + 1a + 3a^2)d1^247d2^210 + (3 + 0a + 0a^2)d1^248d2^210 + (1 + 2a + 1a^2)d1^249d2^210 + (1 + 1a + 4a^2)d1^250d2^210 + (3 + 2a + 1a^2)d1^251d2^210 + (1 + 2a + 0a^2)d1^252d2^210 + (4 + 0a + 3a^2)d1^253d2^210 + (4 + 3a + 0a^2)d1^254d2^210 + (3 + 2a + 4a^2)d1^255d2^210 + (1 + 2a + 2a^2)d1^256d2^210 + (2 + 1a + 2a^2)d1^257d2^210 + (4 + 2a + 1a^2)d1^258d2^210 + (2 + 3a + 0a^2)d1^259d2^210 + (1 + 4a + 4a^2)d1^260d2^210 + (3 + 0a + 2a^2)d1^261d2^210 + (1 + 1a + 4a^2)d1^262d2^210 + (0 + 4a + 4a^2)d1^263d2^210 + (4 + 1a + 0a^2)d1^264d2^210 + (1 + 2a + 1a^2)d1^265d2^210 + (3 + 2a + 3a^2)d1^266d2^210 + (2 + 3a + 1a^2)d1^267d2^210 + (2 + 0a + 1a^2)d1^268d2^210 + (1 + 4a + 1a^2)d1^269d2^210 + (0 + 4a + 3a^2)d1^270d2^210 + (4 + 2a + 2a^2)d1^271d2^210 + (4 + 2a + 4a^2)d1^272d2^210 + (2 + 0a + 4a^2)d1^273d2^210 + (1 + 1a + 2a^2)d1^274d2^210 + (2 + 2a + 2a^2)d1^275d2^210 + (4 + 4a + 4a^2)d1^276d2^210 + (1 + 0a + 1a^2)d1^277d2^210 + (2 + 1a + 0a^2)d1^278d2^210 + (1 + 4a + 1a^2)d1^279d2^210 + (2 + 0a + 4a^2)d1^280d2^210 + (4 + 2a + 3a^2)d1^281d2^210 + (4 + 0a + 0a^2)d1^282d2^210 + (0 + 2a + 0a^2)d1^283d2^210 + (3 + 4a + 1a^2)d1^284d2^210 + (4 + 3a + 2a^2)d1^285d2^210 + (0 + 4a + 0a^2)d1^286d2^210 + (0 + 2a + 0a^2)d1^287d2^210 + (3 + 1a + 2a^2)d1^288d2^210 + (4 + 2a + 1a^2)d1^289d2^210 + (4 + 0a + 4a^2)d1^290d2^210 + (3 + 3a + 1a^2)d1^291d2^210 + (4 + 4a + 3a^2)d1^292d2^210 + (3 + 3a + 2a^2)d1^293d2^210 + (4 + 4a + 0a^2)d2^211 + (0 + 1a + 1a^2)d1^1d2^211 + (1 + 1a + 4a^2)d1^2d2^211 + (1 + 1a + 1a^2)d1^3d2^211 + (4 + 3a + 4a^2)d1^4d2^211 + (2 + 0a + 2a^2)d1^5d2^211 + (4 + 4a + 4a^2)d1^6d2^211 + (4 + 2a + 3a^2)d1^7d2^211 + (4 + 0a + 2a^2)d1^8d2^211 + (2 + 2a + 4a^2)d1^9d2^211 + (2 + 3a + 2a^2)d1^10d2^211 + (2 + 4a + 1a^2)d1^11d2^211 + (3 + 0a + 0a^2)d1^12d2^211 + (0 + 0a + 4a^2)d1^13d2^211 + (3 + 1a + 0a^2)d1^14d2^211 + (3 + 1a + 4a^2)d1^15d2^211 + (3 + 0a + 0a^2)d1^16d2^211 + (0 + 4a + 1a^2)d1^17d2^211 + (1 + 3a + 0a^2)d1^18d2^211 + (4 + 1a + 1a^2)d1^19d2^211 + (2 + 0a + 0a^2)d1^20d2^211 + (1 + 4a + 0a^2)d1^21d2^211 + (0 + 1a + 1a^2)d1^22d2^211 + (1 + 0a + 1a^2)d1^23d2^211 + (0 + 2a + 3a^2)d1^24d2^211 + (3 + 1a + 1a^2)d1^25d2^211 + (4 + 4a + 3a^2)d1^26d2^211 + (3 + 1a + 4a^2)d1^27d2^211 + (0 + 3a + 1a^2)d1^28d2^211 + (0 + 3a + 4a^2)d1^29d2^211 + (1 + 1a + 1a^2)d1^30d2^211 + (4 + 0a + 0a^2)d1^31d2^211 + (2 + 2a + 1a^2)d1^32d2^211 + (4 + 1a + 1a^2)d1^33d2^211 + (4 + 0a + 2a^2)d1^34d2^211 + (4 + 0a + 2a^2)d1^35d2^211 + (1 + 4a + 3a^2)d1^36d2^211 + (0 + 4a + 4a^2)d1^37d2^211 + (2 + 2a + 1a^2)d1^38d2^211 + (3 + 0a + 1a^2)d1^39d2^211 + (2 + 4a + 4a^2)d1^40d2^211 + (0 + 1a + 1a^2)d1^41d2^211 + (4 + 1a + 2a^2)d1^42d2^211 + (2 + 1a + 1a^2)d1^43d2^211 + (2 + 2a + 3a^2)d1^44d2^211 + (3 + 3a + 3a^2)d1^45d2^211 + (4 + 4a + 4a^2)d1^46d2^211 + (0 + 2a + 3a^2)d1^47d2^211 + (0 + 3a + 4a^2)d1^48d2^211 + (4 + 0a + 0a^2)d1^49d2^211 + (2 + 1a + 3a^2)d1^50d2^211 + (4 + 1a + 4a^2)d1^51d2^211 + (4 + 1a + 1a^2)d1^52d2^211 + (1 + 3a + 2a^2)d1^53d2^211 + (1 + 0a + 2a^2)d1^54d2^211 + (0 + 3a + 2a^2)d1^55d2^211 + (4 + 1a + 1a^2)d1^56d2^211 + (3 + 4a + 2a^2)d1^57d2^211 + (4 + 2a + 2a^2)d1^58d2^211 + (0 + 4a + 2a^2)d1^59d2^211 + (4 + 1a + 4a^2)d1^60d2^211 + (0 + 0a + 4a^2)d1^61d2^211 + (3 + 1a + 3a^2)d1^62d2^211 + (1 + 4a + 0a^2)d1^63d2^211 + (2 + 4a + 1a^2)d1^64d2^211 + (0 + 1a + 1a^2)d1^65d2^211 + (3 + 2a + 1a^2)d1^66d2^211 + (2 + 2a + 2a^2)d1^67d2^211 + (4 + 3a + 0a^2)d1^68d2^211 + (3 + 1a + 0a^2)d1^69d2^211 + (4 + 2a + 2a^2)d1^70d2^211 + (2 + 0a + 2a^2)d1^71d2^211 + (3 + 2a + 2a^2)d1^72d2^211 + (4 + 0a + 0a^2)d1^73d2^211 + (3 + 4a + 0a^2)d1^74d2^211 + (1 + 3a + 3a^2)d1^75d2^211 + (1 + 0a + 2a^2)d1^76d2^211 + (3 + 3a + 2a^2)d1^77d2^211 + (1 + 1a + 4a^2)d1^78d2^211 + (2 + 3a + 3a^2)d1^79d2^211 + (3 + 2a + 1a^2)d1^80d2^211 + (4 + 0a + 4a^2)d1^81d2^211 + (0 + 4a + 4a^2)d1^82d2^211 + (3 + 4a + 4a^2)d1^83d2^211 + (3 + 2a + 1a^2)d1^84d2^211 + (0 + 1a + 1a^2)d1^85d2^211 + (2 + 3a + 4a^2)d1^86d2^211 + (0 + 0a + 1a^2)d1^87d2^211 + (2 + 2a + 1a^2)d1^88d2^211 + (2 + 2a + 0a^2)d1^89d2^211 + (3 + 1a + 3a^2)d1^90d2^211 + (0 + 4a + 0a^2)d1^91d2^211 + (4 + 3a + 3a^2)d1^92d2^211 + (2 + 0a + 1a^2)d1^93d2^211 + (4 + 1a + 2a^2)d1^94d2^211 + (3 + 4a + 1a^2)d1^95d2^211 + (4 + 0a + 0a^2)d1^96d2^211 + (3 + 2a + 2a^2)d1^97d2^211 + (4 + 4a + 1a^2)d1^98d2^211 + (3 + 3a + 0a^2)d1^99d2^211 + (0 + 1a + 3a^2)d1^100d2^211 + (1 + 0a + 0a^2)d1^101d2^211 + (4 + 0a + 1a^2)d1^102d2^211 + (1 + 3a + 1a^2)d1^103d2^211 + (3 + 0a + 2a^2)d1^104d2^211 + (0 + 4a + 0a^2)d1^105d2^211 + (4 + 1a + 3a^2)d1^106d2^211 + (3 + 4a + 3a^2)d1^107d2^211 + (1 + 0a + 1a^2)d1^108d2^211 + (1 + 1a + 3a^2)d1^109d2^211 + (0 + 4a + 3a^2)d1^110d2^211 + (1 + 3a + 1a^2)d1^111d2^211 + (1 + 1a + 4a^2)d1^112d2^211 + (3 + 4a + 1a^2)d1^113d2^211 + (4 + 1a + 1a^2)d1^114d2^211 + (4 + 2a + 2a^2)d1^115d2^211 + (0 + 4a + 1a^2)d1^116d2^211 + (3 + 3a + 2a^2)d1^117d2^211 + (2 + 0a + 3a^2)d1^118d2^211 + (3 + 0a + 1a^2)d1^119d2^211 + (0 + 4a + 0a^2)d1^120d2^211 + (0 + 2a + 2a^2)d1^121d2^211 + (3 + 4a + 1a^2)d1^122d2^211 + (2 + 3a + 1a^2)d1^123d2^211 + (2 + 0a + 1a^2)d1^124d2^211 + (4 + 1a + 4a^2)d1^125d2^211 + (0 + 0a + 2a^2)d1^126d2^211 + (3 + 3a + 0a^2)d1^127d2^211 + (4 + 0a + 3a^2)d1^128d2^211 + (4 + 2a + 1a^2)d1^129d2^211 + (1 + 4a + 2a^2)d1^130d2^211 + (4 + 2a + 0a^2)d1^131d2^211 + (1 + 3a + 1a^2)d1^132d2^211 + (4 + 4a + 0a^2)d1^133d2^211 + (1 + 0a + 2a^2)d1^134d2^211 + (2 + 4a + 3a^2)d1^135d2^211 + (4 + 4a + 1a^2)d1^136d2^211 + (4 + 2a + 0a^2)d1^137d2^211 + (2 + 1a + 3a^2)d1^138d2^211 + (1 + 1a + 2a^2)d1^139d2^211 + (3 + 2a + 3a^2)d1^140d2^211 + (0 + 3a + 3a^2)d1^141d2^211 + (4 + 1a + 4a^2)d1^142d2^211 + (4 + 4a + 0a^2)d1^143d2^211 + (4 + 0a + 0a^2)d1^144d2^211 + (4 + 4a + 1a^2)d1^145d2^211 + (2 + 1a + 2a^2)d1^146d2^211 + (1 + 1a + 2a^2)d1^147d2^211 + (2 + 1a + 0a^2)d1^148d2^211 + (4 + 2a + 2a^2)d1^149d2^211 + (2 + 0a + 0a^2)d1^150d2^211 + (1 + 0a + 3a^2)d1^151d2^211 + (1 + 1a + 4a^2)d1^152d2^211 + (4 + 0a + 2a^2)d1^153d2^211 + (4 + 3a + 0a^2)d1^154d2^211 + (2 + 1a + 0a^2)d1^155d2^211 + (0 + 0a + 3a^2)d1^156d2^211 + (2 + 1a + 1a^2)d1^157d2^211 + (1 + 0a + 0a^2)d1^158d2^211 + (3 + 3a + 2a^2)d1^159d2^211 + (4 + 2a + 3a^2)d1^160d2^211 + (3 + 3a + 0a^2)d1^161d2^211 + (2 + 2a + 2a^2)d1^162d2^211 + (0 + 2a + 1a^2)d1^163d2^211 + (4 + 3a + 4a^2)d1^164d2^211 + (2 + 2a + 0a^2)d1^165d2^211 + (1 + 1a + 4a^2)d1^166d2^211 + (4 + 2a + 4a^2)d1^167d2^211 + (2 + 0a + 1a^2)d1^168d2^211 + (2 + 0a + 3a^2)d1^169d2^211 + (4 + 1a + 2a^2)d1^170d2^211 + (1 + 3a + 1a^2)d1^171d2^211 + (3 + 0a + 2a^2)d1^172d2^211 + (0 + 4a + 2a^2)d1^173d2^211 + (3 + 3a + 2a^2)d1^174d2^211 + (4 + 1a + 3a^2)d1^175d2^211 + (2 + 3a + 1a^2)d1^177d2^211 + (1 + 3a + 2a^2)d1^178d2^211 + (0 + 4a + 1a^2)d1^179d2^211 + (2 + 2a + 1a^2)d1^180d2^211 + (2 + 4a + 0a^2)d1^181d2^211 + (2 + 4a + 1a^2)d1^182d2^211 + (0 + 2a + 2a^2)d1^183d2^211 + (4 + 3a + 4a^2)d1^184d2^211 + (3 + 2a + 1a^2)d1^185d2^211 + (2 + 1a + 2a^2)d1^186d2^211 + (3 + 2a + 0a^2)d1^187d2^211 + (3 + 1a + 3a^2)d1^188d2^211 + (3 + 3a + 2a^2)d1^189d2^211 + (2 + 0a + 4a^2)d1^190d2^211 + (4 + 1a + 4a^2)d1^191d2^211 + (0 + 1a + 4a^2)d1^192d2^211 + (2 + 0a + 2a^2)d1^193d2^211 + (4 + 0a + 0a^2)d1^194d2^211 + (4 + 0a + 1a^2)d1^195d2^211 + (3 + 4a + 0a^2)d1^196d2^211 + (0 + 1a + 1a^2)d1^197d2^211 + (2 + 2a + 4a^2)d1^198d2^211 + (1 + 3a + 3a^2)d1^199d2^211 + (3 + 2a + 3a^2)d1^200d2^211 + (1 + 0a + 4a^2)d1^201d2^211 + (1 + 2a + 3a^2)d1^202d2^211 + (3 + 2a + 4a^2)d1^203d2^211 + (1 + 3a + 4a^2)d1^204d2^211 + (3 + 4a + 1a^2)d1^205d2^211 + (4 + 0a + 2a^2)d1^206d2^211 + (4 + 3a + 1a^2)d1^207d2^211 + (4 + 1a + 0a^2)d1^208d2^211 + (4 + 0a + 1a^2)d1^209d2^211 + (4 + 1a + 0a^2)d1^210d2^211 + (2 + 3a + 3a^2)d1^211d2^211 + (3 + 4a + 0a^2)d1^212d2^211 + (2 + 4a + 0a^2)d1^213d2^211 + (2 + 2a + 2a^2)d1^214d2^211 + (1 + 2a + 3a^2)d1^215d2^211 + (2 + 4a + 2a^2)d1^216d2^211 + (0 + 1a + 2a^2)d1^217d2^211 + (3 + 3a + 4a^2)d1^218d2^211 + (0 + 0a + 4a^2)d1^219d2^211 + (0 + 4a + 0a^2)d1^220d2^211 + (4 + 2a + 0a^2)d1^221d2^211 + (1 + 2a + 4a^2)d1^222d2^211 + (4 + 3a + 0a^2)d1^223d2^211 + (1 + 3a + 4a^2)d1^224d2^211 + (0 + 2a + 1a^2)d1^225d2^211 + (4 + 0a + 3a^2)d1^226d2^211 + (3 + 3a + 2a^2)d1^227d2^211 + (4 + 4a + 1a^2)d1^228d2^211 + (0 + 2a + 3a^2)d1^230d2^211 + (4 + 3a + 3a^2)d1^231d2^211 + (1 + 3a + 2a^2)d1^232d2^211 + (3 + 0a + 4a^2)d1^233d2^211 + (3 + 3a + 1a^2)d1^234d2^211 + (3 + 0a + 4a^2)d1^235d2^211 + (2 + 0a + 0a^2)d1^236d2^211 + (3 + 2a + 4a^2)d1^237d2^211 + (3 + 0a + 4a^2)d1^238d2^211 + (0 + 0a + 1a^2)d1^239d2^211 + (1 + 4a + 3a^2)d1^240d2^211 + (4 + 3a + 1a^2)d1^241d2^211 + (4 + 1a + 3a^2)d1^242d2^211 + (0 + 3a + 1a^2)d1^243d2^211 + (3 + 2a + 1a^2)d1^244d2^211 + (1 + 4a + 3a^2)d1^245d2^211 + (1 + 2a + 2a^2)d1^246d2^211 + (0 + 3a + 3a^2)d1^247d2^211 + (3 + 1a + 0a^2)d1^248d2^211 + (0 + 1a + 1a^2)d1^249d2^211 + (0 + 0a + 4a^2)d1^250d2^211 + (0 + 1a + 3a^2)d1^251d2^211 + (0 + 0a + 3a^2)d1^252d2^211 + (3 + 2a + 4a^2)d1^253d2^211 + (0 + 1a + 3a^2)d1^254d2^211 + (0 + 2a + 1a^2)d1^255d2^211 + (1 + 1a + 2a^2)d1^256d2^211 + (3 + 4a + 3a^2)d1^257d2^211 + (4 + 1a + 3a^2)d1^258d2^211 + (1 + 2a + 2a^2)d1^259d2^211 + (3 + 4a + 0a^2)d1^260d2^211 + (0 + 1a + 0a^2)d1^261d2^211 + (2 + 4a + 3a^2)d1^262d2^211 + (2 + 3a + 4a^2)d1^263d2^211 + (2 + 0a + 4a^2)d1^264d2^211 + (4 + 2a + 2a^2)d1^265d2^211 + (4 + 1a + 1a^2)d1^266d2^211 + (4 + 0a + 2a^2)d1^267d2^211 + (3 + 4a + 1a^2)d1^268d2^211 + (4 + 1a + 3a^2)d1^269d2^211 + (3 + 0a + 1a^2)d1^270d2^211 + (0 + 3a + 3a^2)d1^271d2^211 + (3 + 1a + 1a^2)d1^272d2^211 + (3 + 1a + 2a^2)d1^273d2^211 + (2 + 2a + 2a^2)d1^274d2^211 + (0 + 1a + 1a^2)d1^275d2^211 + (0 + 0a + 4a^2)d1^276d2^211 + (1 + 0a + 4a^2)d1^277d2^211 + (3 + 1a + 2a^2)d1^278d2^211 + (4 + 3a + 4a^2)d1^279d2^211 + (4 + 2a + 2a^2)d1^280d2^211 + (0 + 3a + 0a^2)d1^281d2^211 + (4 + 1a + 2a^2)d1^282d2^211 + (3 + 4a + 1a^2)d1^283d2^211 + (3 + 0a + 3a^2)d1^284d2^211 + (4 + 1a + 2a^2)d1^285d2^211 + (2 + 1a + 1a^2)d1^286d2^211 + (3 + 4a + 1a^2)d1^287d2^211 + (3 + 4a + 0a^2)d1^288d2^211 + (3 + 4a + 4a^2)d1^289d2^211 + (2 + 0a + 4a^2)d1^290d2^211 + (4 + 0a + 4a^2)d1^291d2^211 + (3 + 2a + 2a^2)d1^292d2^211 + (0 + 0a + 3a^2)d1^293d2^211 + (3 + 1a + 2a^2)d2^212 + (3 + 3a + 0a^2)d1^1d2^212 + (2 + 1a + 4a^2)d1^2d2^212 + (0 + 0a + 3a^2)d1^3d2^212 + (3 + 0a + 2a^2)d1^4d2^212 + (1 + 1a + 3a^2)d1^5d2^212 + (1 + 0a + 3a^2)d1^6d2^212 + (4 + 0a + 3a^2)d1^7d2^212 + (2 + 2a + 3a^2)d1^8d2^212 + (2 + 0a + 1a^2)d1^9d2^212 + (2 + 2a + 2a^2)d1^10d2^212 + (4 + 0a + 0a^2)d1^11d2^212 + (0 + 1a + 2a^2)d1^12d2^212 + (4 + 0a + 3a^2)d1^13d2^212 + (2 + 4a + 0a^2)d1^14d2^212 + (1 + 2a + 3a^2)d1^15d2^212 + (4 + 2a + 3a^2)d1^16d2^212 + (1 + 0a + 4a^2)d1^17d2^212 + (4 + 2a + 1a^2)d1^18d2^212 + (0 + 4a + 4a^2)d1^19d2^212 + (0 + 1a + 4a^2)d1^20d2^212 + (3 + 4a + 1a^2)d1^21d2^212 + (1 + 1a + 3a^2)d1^22d2^212 + (0 + 3a + 1a^2)d1^23d2^212 + (4 + 2a + 1a^2)d1^24d2^212 + (0 + 3a + 3a^2)d1^25d2^212 + (2 + 3a + 4a^2)d1^26d2^212 + (0 + 3a + 2a^2)d1^27d2^212 + (3 + 2a + 0a^2)d1^28d2^212 + (4 + 2a + 0a^2)d1^29d2^212 + (2 + 1a + 3a^2)d1^30d2^212 + (0 + 1a + 1a^2)d1^31d2^212 + (1 + 3a + 2a^2)d1^32d2^212 + (0 + 0a + 4a^2)d1^33d2^212 + (1 + 3a + 2a^2)d1^34d2^212 + (0 + 2a + 3a^2)d1^35d2^212 + (1 + 3a + 1a^2)d1^36d2^212 + (3 + 3a + 4a^2)d1^37d2^212 + (4 + 3a + 1a^2)d1^38d2^212 + (1 + 2a + 3a^2)d1^39d2^212 + (1 + 4a + 0a^2)d1^40d2^212 + (0 + 3a + 2a^2)d1^41d2^212 + (4 + 3a + 1a^2)d1^42d2^212 + (3 + 0a + 2a^2)d1^43d2^212 + (4 + 0a + 1a^2)d1^44d2^212 + (3 + 0a + 2a^2)d1^45d2^212 + (4 + 1a + 1a^2)d1^46d2^212 + (0 + 3a + 3a^2)d1^47d2^212 + (3 + 0a + 4a^2)d1^48d2^212 + (1 + 4a + 0a^2)d1^49d2^212 + (0 + 4a + 0a^2)d1^50d2^212 + (0 + 1a + 3a^2)d1^51d2^212 + (4 + 2a + 0a^2)d1^52d2^212 + (0 + 1a + 2a^2)d1^53d2^212 + (4 + 4a + 3a^2)d1^54d2^212 + (0 + 2a + 3a^2)d1^55d2^212 + (2 + 2a + 4a^2)d1^56d2^212 + (4 + 2a + 2a^2)d1^57d2^212 + (3 + 3a + 4a^2)d1^58d2^212 + (3 + 3a + 3a^2)d1^59d2^212 + (3 + 0a + 3a^2)d1^60d2^212 + (3 + 0a + 1a^2)d1^61d2^212 + (1 + 1a + 2a^2)d1^62d2^212 + (3 + 3a + 1a^2)d1^63d2^212 + (1 + 3a + 1a^2)d1^64d2^212 + (1 + 2a + 0a^2)d1^65d2^212 + (2 + 2a + 2a^2)d1^66d2^212 + (4 + 3a + 3a^2)d1^67d2^212 + (3 + 4a + 0a^2)d1^68d2^212 + (0 + 4a + 3a^2)d1^69d2^212 + (4 + 0a + 2a^2)d1^70d2^212 + (3 + 3a + 3a^2)d1^71d2^212 + (2 + 0a + 2a^2)d1^72d2^212 + (4 + 0a + 3a^2)d1^73d2^212 + (4 + 0a + 2a^2)d1^74d2^212 + (4 + 0a + 2a^2)d1^75d2^212 + (2 + 4a + 3a^2)d1^76d2^212 + (2 + 4a + 0a^2)d1^77d2^212 + (3 + 0a + 3a^2)d1^78d2^212 + (1 + 2a + 2a^2)d1^79d2^212 + (4 + 2a + 3a^2)d1^80d2^212 + (0 + 0a + 4a^2)d1^81d2^212 + (4 + 0a + 4a^2)d1^82d2^212 + (0 + 1a + 3a^2)d1^83d2^212 + (3 + 0a + 3a^2)d1^84d2^212 + (1 + 2a + 0a^2)d1^85d2^212 + (1 + 2a + 4a^2)d1^86d2^212 + (2 + 1a + 2a^2)d1^87d2^212 + (4 + 4a + 1a^2)d1^88d2^212 + (0 + 0a + 4a^2)d1^89d2^212 + (2 + 0a + 3a^2)d1^90d2^212 + (2 + 3a + 1a^2)d1^91d2^212 + (0 + 1a + 1a^2)d1^92d2^212 + (2 + 3a + 4a^2)d1^93d2^212 + (1 + 4a + 2a^2)d1^95d2^212 + (1 + 4a + 0a^2)d1^96d2^212 + (0 + 1a + 0a^2)d1^97d2^212 + (0 + 1a + 2a^2)d1^98d2^212 + (1 + 2a + 1a^2)d1^99d2^212 + (2 + 0a + 2a^2)d1^100d2^212 + (4 + 4a + 3a^2)d1^101d2^212 + (4 + 2a + 2a^2)d1^102d2^212 + (0 + 4a + 3a^2)d1^103d2^212 + (4 + 1a + 1a^2)d1^104d2^212 + (4 + 3a + 2a^2)d1^105d2^212 + (4 + 2a + 3a^2)d1^106d2^212 + (2 + 0a + 1a^2)d1^107d2^212 + (2 + 0a + 3a^2)d1^108d2^212 + (3 + 3a + 1a^2)d1^109d2^212 + (4 + 1a + 2a^2)d1^110d2^212 + (4 + 4a + 2a^2)d1^111d2^212 + (0 + 3a + 1a^2)d1^112d2^212 + (3 + 0a + 4a^2)d1^113d2^212 + (0 + 1a + 1a^2)d1^114d2^212 + (0 + 4a + 2a^2)d1^115d2^212 + (3 + 4a + 3a^2)d1^116d2^212 + (2 + 0a + 1a^2)d1^117d2^212 + (3 + 0a + 4a^2)d1^118d2^212 + (4 + 2a + 2a^2)d1^119d2^212 + (3 + 2a + 4a^2)d1^120d2^212 + (0 + 1a + 0a^2)d1^121d2^212 + (3 + 2a + 4a^2)d1^122d2^212 + (4 + 1a + 2a^2)d1^123d2^212 + (3 + 0a + 3a^2)d1^124d2^212 + (4 + 3a + 2a^2)d1^125d2^212 + (4 + 3a + 2a^2)d1^126d2^212 + (2 + 1a + 4a^2)d1^127d2^212 + (0 + 1a + 1a^2)d1^128d2^212 + (2 + 3a + 4a^2)d1^129d2^212 + (0 + 2a + 1a^2)d1^130d2^212 + (1 + 2a + 3a^2)d1^131d2^212 + (0 + 2a + 3a^2)d1^132d2^212 + (3 + 3a + 2a^2)d1^133d2^212 + (2 + 1a + 0a^2)d1^134d2^212 + (0 + 1a + 1a^2)d1^135d2^212 + (0 + 4a + 0a^2)d1^136d2^212 + (0 + 4a + 1a^2)d1^137d2^212 + (3 + 3a + 4a^2)d1^138d2^212 + (4 + 1a + 1a^2)d1^139d2^212 + (2 + 3a + 2a^2)d1^140d2^212 + (3 + 4a + 0a^2)d1^141d2^212 + (3 + 1a + 1a^2)d1^142d2^212 + (3 + 1a + 3a^2)d1^143d2^212 + (3 + 3a + 0a^2)d1^144d2^212 + (1 + 4a + 4a^2)d1^145d2^212 + (0 + 4a + 2a^2)d1^146d2^212 + (1 + 4a + 3a^2)d1^147d2^212 + (3 + 3a + 0a^2)d1^148d2^212 + (1 + 0a + 1a^2)d1^149d2^212 + (0 + 4a + 4a^2)d1^150d2^212 + (0 + 2a + 2a^2)d1^151d2^212 + (0 + 0a + 1a^2)d1^152d2^212 + (3 + 2a + 3a^2)d1^153d2^212 + (3 + 2a + 0a^2)d1^154d2^212 + (0 + 0a + 4a^2)d1^155d2^212 + (3 + 3a + 4a^2)d1^156d2^212 + (1 + 4a + 3a^2)d1^157d2^212 + (2 + 3a + 0a^2)d1^158d2^212 + (4 + 3a + 4a^2)d1^159d2^212 + (0 + 1a + 4a^2)d1^160d2^212 + (4 + 1a + 3a^2)d1^161d2^212 + (2 + 4a + 0a^2)d1^162d2^212 + (3 + 0a + 1a^2)d1^163d2^212 + (4 + 3a + 2a^2)d1^164d2^212 + (4 + 3a + 4a^2)d1^165d2^212 + (2 + 0a + 1a^2)d1^166d2^212 + (1 + 3a + 1a^2)d1^167d2^212 + (3 + 0a + 2a^2)d1^168d2^212 + (4 + 3a + 0a^2)d1^169d2^212 + (3 + 4a + 1a^2)d1^170d2^212 + (1 + 4a + 4a^2)d1^171d2^212 + (3 + 4a + 4a^2)d1^172d2^212 + (1 + 2a + 4a^2)d1^173d2^212 + (4 + 3a + 3a^2)d1^174d2^212 + (0 + 2a + 4a^2)d1^175d2^212 + (0 + 4a + 1a^2)d1^176d2^212 + (0 + 2a + 2a^2)d1^177d2^212 + (0 + 3a + 0a^2)d1^178d2^212 + (3 + 2a + 2a^2)d1^179d2^212 + (2 + 3a + 0a^2)d1^180d2^212 + (0 + 2a + 1a^2)d1^181d2^212 + (2 + 1a + 3a^2)d1^182d2^212 + (4 + 0a + 3a^2)d1^183d2^212 + (1 + 4a + 3a^2)d1^184d2^212 + (2 + 1a + 4a^2)d1^185d2^212 + (0 + 3a + 0a^2)d1^186d2^212 + (3 + 1a + 0a^2)d1^187d2^212 + (3 + 1a + 2a^2)d1^188d2^212 + (1 + 1a + 2a^2)d1^189d2^212 + (3 + 4a + 2a^2)d1^190d2^212 + (3 + 2a + 0a^2)d1^191d2^212 + (3 + 2a + 3a^2)d1^192d2^212 + (4 + 3a + 1a^2)d1^193d2^212 + (2 + 0a + 2a^2)d1^194d2^212 + (4 + 3a + 0a^2)d1^195d2^212 + (0 + 2a + 1a^2)d1^196d2^212 + (3 + 2a + 3a^2)d1^197d2^212 + (1 + 2a + 0a^2)d1^198d2^212 + (4 + 1a + 1a^2)d1^200d2^212 + (1 + 3a + 4a^2)d1^201d2^212 + (0 + 2a + 2a^2)d1^202d2^212 + (2 + 1a + 0a^2)d1^203d2^212 + (0 + 2a + 2a^2)d1^204d2^212 + (1 + 4a + 4a^2)d1^205d2^212 + (3 + 2a + 1a^2)d1^206d2^212 + (3 + 2a + 4a^2)d1^207d2^212 + (2 + 0a + 3a^2)d1^208d2^212 + (3 + 2a + 3a^2)d1^209d2^212 + (1 + 2a + 3a^2)d1^210d2^212 + (4 + 4a + 1a^2)d1^211d2^212 + (4 + 0a + 3a^2)d1^212d2^212 + (2 + 0a + 2a^2)d1^213d2^212 + (3 + 4a + 4a^2)d1^214d2^212 + (0 + 1a + 2a^2)d1^215d2^212 + (0 + 3a + 1a^2)d1^216d2^212 + (0 + 2a + 0a^2)d1^217d2^212 + (2 + 3a + 0a^2)d1^218d2^212 + (4 + 2a + 1a^2)d1^219d2^212 + (2 + 0a + 1a^2)d1^220d2^212 + (2 + 4a + 3a^2)d1^221d2^212 + (3 + 1a + 1a^2)d1^222d2^212 + (0 + 3a + 1a^2)d1^223d2^212 + (0 + 1a + 4a^2)d1^224d2^212 + (0 + 3a + 3a^2)d1^225d2^212 + (4 + 2a + 4a^2)d1^226d2^212 + (1 + 4a + 1a^2)d1^227d2^212 + (2 + 2a + 1a^2)d1^228d2^212 + (2 + 2a + 1a^2)d1^229d2^212 + (2 + 1a + 2a^2)d1^230d2^212 + (0 + 0a + 1a^2)d1^231d2^212 + (2 + 2a + 4a^2)d1^232d2^212 + (1 + 3a + 0a^2)d1^233d2^212 + (3 + 4a + 0a^2)d1^234d2^212 + (0 + 4a + 0a^2)d1^235d2^212 + (0 + 2a + 3a^2)d1^236d2^212 + (1 + 2a + 3a^2)d1^237d2^212 + (4 + 3a + 3a^2)d1^238d2^212 + (2 + 0a + 1a^2)d1^239d2^212 + (2 + 0a + 3a^2)d1^240d2^212 + (1 + 3a + 1a^2)d1^241d2^212 + (3 + 4a + 2a^2)d1^242d2^212 + (3 + 3a + 0a^2)d1^243d2^212 + (4 + 2a + 2a^2)d1^244d2^212 + (3 + 4a + 1a^2)d1^245d2^212 + (3 + 1a + 0a^2)d1^246d2^212 + (1 + 0a + 2a^2)d1^247d2^212 + (0 + 4a + 0a^2)d1^248d2^212 + (3 + 4a + 1a^2)d1^249d2^212 + (3 + 0a + 4a^2)d1^250d2^212 + (0 + 0a + 4a^2)d1^251d2^212 + (4 + 3a + 0a^2)d1^252d2^212 + (1 + 1a + 4a^2)d1^253d2^212 + (3 + 4a + 0a^2)d1^254d2^212 + (3 + 1a + 1a^2)d1^255d2^212 + (1 + 0a + 2a^2)d1^256d2^212 + (2 + 0a + 2a^2)d1^257d2^212 + (3 + 2a + 1a^2)d1^258d2^212 + (0 + 4a + 3a^2)d1^259d2^212 + (1 + 3a + 2a^2)d1^260d2^212 + (0 + 2a + 4a^2)d1^261d2^212 + (2 + 1a + 3a^2)d1^262d2^212 + (1 + 3a + 3a^2)d1^263d2^212 + (3 + 3a + 4a^2)d1^264d2^212 + (1 + 4a + 3a^2)d1^265d2^212 + (3 + 0a + 2a^2)d1^266d2^212 + (3 + 1a + 4a^2)d1^267d2^212 + (2 + 4a + 1a^2)d1^268d2^212 + (2 + 4a + 3a^2)d1^269d2^212 + (4 + 3a + 2a^2)d1^270d2^212 + (0 + 4a + 4a^2)d1^271d2^212 + (3 + 3a + 2a^2)d1^272d2^212 + (2 + 3a + 4a^2)d1^273d2^212 + (4 + 4a + 0a^2)d1^275d2^212 + (3 + 0a + 0a^2)d1^276d2^212 + (3 + 3a + 4a^2)d1^277d2^212 + (4 + 1a + 1a^2)d1^278d2^212 + (2 + 4a + 2a^2)d1^279d2^212 + (0 + 3a + 1a^2)d1^280d2^212 + (0 + 2a + 1a^2)d1^281d2^212 + (2 + 4a + 3a^2)d1^282d2^212 + (3 + 4a + 0a^2)d1^283d2^212 + (2 + 3a + 1a^2)d1^285d2^212 + (1 + 1a + 1a^2)d1^286d2^212 + (2 + 4a + 0a^2)d1^287d2^212 + (1 + 4a + 4a^2)d1^288d2^212 + (0 + 2a + 0a^2)d1^289d2^212 + (2 + 0a + 0a^2)d1^290d2^212 + (4 + 2a + 0a^2)d1^291d2^212 + (4 + 2a + 0a^2)d1^292d2^212 + (4 + 1a + 0a^2)d1^293d2^212 + (0 + 4a + 4a^2)d2^213 + (0 + 2a + 0a^2)d1^1d2^213 + (3 + 3a + 1a^2)d1^2d2^213 + (1 + 1a + 0a^2)d1^3d2^213 + (4 + 1a + 1a^2)d1^4d2^213 + (2 + 4a + 1a^2)d1^5d2^213 + (1 + 1a + 0a^2)d1^6d2^213 + (0 + 1a + 3a^2)d1^7d2^213 + (3 + 3a + 2a^2)d1^8d2^213 + (0 + 1a + 0a^2)d1^9d2^213 + (0 + 3a + 2a^2)d1^10d2^213 + (2 + 3a + 3a^2)d1^11d2^213 + (3 + 0a + 1a^2)d1^12d2^213 + (1 + 1a + 0a^2)d1^13d2^213 + (4 + 0a + 1a^2)d1^14d2^213 + (0 + 0a + 1a^2)d1^15d2^213 + (3 + 4a + 2a^2)d1^16d2^213 + (0 + 2a + 2a^2)d1^17d2^213 + (1 + 1a + 0a^2)d1^18d2^213 + (3 + 2a + 1a^2)d1^19d2^213 + (1 + 1a + 1a^2)d1^20d2^213 + (3 + 3a + 1a^2)d1^21d2^213 + (3 + 0a + 2a^2)d1^22d2^213 + (1 + 2a + 1a^2)d1^23d2^213 + (1 + 4a + 4a^2)d1^24d2^213 + (0 + 2a + 1a^2)d1^25d2^213 + (1 + 1a + 0a^2)d1^26d2^213 + (4 + 1a + 4a^2)d1^27d2^213 + (3 + 1a + 1a^2)d1^28d2^213 + (1 + 0a + 3a^2)d1^29d2^213 + (3 + 3a + 1a^2)d1^30d2^213 + (2 + 3a + 3a^2)d1^31d2^213 + (1 + 1a + 2a^2)d1^32d2^213 + (4 + 3a + 2a^2)d1^33d2^213 + (4 + 1a + 2a^2)d1^34d2^213 + (2 + 2a + 0a^2)d1^35d2^213 + (1 + 1a + 3a^2)d1^36d2^213 + (4 + 4a + 0a^2)d1^37d2^213 + (2 + 0a + 3a^2)d1^38d2^213 + (1 + 2a + 0a^2)d1^39d2^213 + (1 + 2a + 0a^2)d1^40d2^213 + (1 + 4a + 4a^2)d1^41d2^213 + (1 + 3a + 3a^2)d1^42d2^213 + (2 + 1a + 0a^2)d1^43d2^213 + (2 + 0a + 0a^2)d1^44d2^213 + (2 + 3a + 3a^2)d1^45d2^213 + (4 + 3a + 0a^2)d1^46d2^213 + (3 + 0a + 2a^2)d1^47d2^213 + (4 + 3a + 4a^2)d1^48d2^213 + (4 + 1a + 1a^2)d1^49d2^213 + (2 + 1a + 0a^2)d1^50d2^213 + (3 + 2a + 4a^2)d1^51d2^213 + (2 + 1a + 4a^2)d1^52d2^213 + (0 + 4a + 2a^2)d1^53d2^213 + (4 + 2a + 1a^2)d1^54d2^213 + (1 + 1a + 1a^2)d1^55d2^213 + (3 + 3a + 4a^2)d1^56d2^213 + (0 + 3a + 0a^2)d1^57d2^213 + (3 + 1a + 0a^2)d1^58d2^213 + (3 + 2a + 4a^2)d1^59d2^213 + (2 + 3a + 4a^2)d1^60d2^213 + (2 + 0a + 1a^2)d1^61d2^213 + (2 + 2a + 4a^2)d1^62d2^213 + (4 + 2a + 4a^2)d1^63d2^213 + (1 + 1a + 0a^2)d1^64d2^213 + (2 + 4a + 3a^2)d1^65d2^213 + (2 + 4a + 3a^2)d1^66d2^213 + (4 + 1a + 2a^2)d1^67d2^213 + (4 + 3a + 4a^2)d1^68d2^213 + (0 + 2a + 0a^2)d1^69d2^213 + (1 + 3a + 1a^2)d1^70d2^213 + (2 + 2a + 2a^2)d1^71d2^213 + (2 + 1a + 4a^2)d1^72d2^213 + (3 + 0a + 1a^2)d1^73d2^213 + (4 + 0a + 4a^2)d1^74d2^213 + (2 + 1a + 2a^2)d1^75d2^213 + (2 + 0a + 3a^2)d1^76d2^213 + (1 + 1a + 3a^2)d1^77d2^213 + (4 + 1a + 4a^2)d1^78d2^213 + (0 + 2a + 3a^2)d1^79d2^213 + (3 + 4a + 3a^2)d1^80d2^213 + (2 + 2a + 1a^2)d1^81d2^213 + (3 + 2a + 0a^2)d1^82d2^213 + (3 + 3a + 1a^2)d1^83d2^213 + (1 + 4a + 1a^2)d1^84d2^213 + (4 + 1a + 0a^2)d1^85d2^213 + (4 + 2a + 2a^2)d1^86d2^213 + (0 + 3a + 3a^2)d1^87d2^213 + (1 + 2a + 3a^2)d1^88d2^213 + (2 + 0a + 1a^2)d1^89d2^213 + (2 + 1a + 1a^2)d1^90d2^213 + (1 + 3a + 4a^2)d1^91d2^213 + (4 + 4a + 1a^2)d1^92d2^213 + (1 + 4a + 4a^2)d1^93d2^213 + (1 + 0a + 1a^2)d1^94d2^213 + (2 + 2a + 1a^2)d1^95d2^213 + (2 + 1a + 1a^2)d1^96d2^213 + (3 + 3a + 1a^2)d1^97d2^213 + (2 + 3a + 3a^2)d1^98d2^213 + (4 + 1a + 2a^2)d1^99d2^213 + (1 + 0a + 2a^2)d1^100d2^213 + (1 + 3a + 1a^2)d1^101d2^213 + (4 + 3a + 2a^2)d1^102d2^213 + (2 + 0a + 4a^2)d1^103d2^213 + (3 + 0a + 1a^2)d1^104d2^213 + (1 + 4a + 1a^2)d1^105d2^213 + (2 + 3a + 4a^2)d1^106d2^213 + (1 + 1a + 4a^2)d1^107d2^213 + (0 + 0a + 2a^2)d1^108d2^213 + (1 + 2a + 3a^2)d1^109d2^213 + (3 + 4a + 1a^2)d1^110d2^213 + (3 + 3a + 3a^2)d1^111d2^213 + (2 + 0a + 2a^2)d1^112d2^213 + (1 + 4a + 4a^2)d1^113d2^213 + (2 + 0a + 2a^2)d1^114d2^213 + (4 + 3a + 1a^2)d1^115d2^213 + (0 + 1a + 1a^2)d1^116d2^213 + (3 + 3a + 0a^2)d1^117d2^213 + (1 + 3a + 1a^2)d1^118d2^213 + (1 + 1a + 0a^2)d1^119d2^213 + (2 + 1a + 3a^2)d1^120d2^213 + (2 + 4a + 3a^2)d1^121d2^213 + (3 + 3a + 3a^2)d1^122d2^213 + (0 + 4a + 2a^2)d1^123d2^213 + (2 + 2a + 1a^2)d1^124d2^213 + (0 + 4a + 0a^2)d1^125d2^213 + (1 + 2a + 1a^2)d1^126d2^213 + (0 + 2a + 2a^2)d1^127d2^213 + (1 + 1a + 0a^2)d1^128d2^213 + (4 + 4a + 3a^2)d1^129d2^213 + (0 + 4a + 2a^2)d1^130d2^213 + (4 + 4a + 3a^2)d1^131d2^213 + (3 + 4a + 4a^2)d1^132d2^213 + (0 + 1a + 4a^2)d1^133d2^213 + (0 + 2a + 2a^2)d1^134d2^213 + (1 + 3a + 3a^2)d1^135d2^213 + (1 + 2a + 0a^2)d1^136d2^213 + (1 + 4a + 0a^2)d1^137d2^213 + (3 + 1a + 2a^2)d1^138d2^213 + (3 + 1a + 2a^2)d1^139d2^213 + (1 + 3a + 0a^2)d1^140d2^213 + (4 + 2a + 3a^2)d1^141d2^213 + (1 + 1a + 1a^2)d1^142d2^213 + (1 + 4a + 3a^2)d1^143d2^213 + (4 + 3a + 1a^2)d1^144d2^213 + (4 + 3a + 1a^2)d1^145d2^213 + (4 + 4a + 2a^2)d1^146d2^213 + (2 + 4a + 1a^2)d1^147d2^213 + (3 + 1a + 0a^2)d1^148d2^213 + (0 + 0a + 2a^2)d1^149d2^213 + (3 + 1a + 3a^2)d1^150d2^213 + (3 + 4a + 0a^2)d1^151d2^213 + (1 + 1a + 4a^2)d1^152d2^213 + (3 + 4a + 2a^2)d1^153d2^213 + (3 + 2a + 3a^2)d1^154d2^213 + (2 + 4a + 4a^2)d1^155d2^213 + (2 + 3a + 1a^2)d1^156d2^213 + (2 + 1a + 3a^2)d1^157d2^213 + (0 + 1a + 3a^2)d1^158d2^213 + (1 + 2a + 0a^2)d1^159d2^213 + (3 + 4a + 4a^2)d1^160d2^213 + (2 + 0a + 2a^2)d1^161d2^213 + (1 + 2a + 2a^2)d1^162d2^213 + (4 + 3a + 4a^2)d1^163d2^213 + (1 + 2a + 0a^2)d1^164d2^213 + (2 + 0a + 1a^2)d1^165d2^213 + (0 + 2a + 4a^2)d1^166d2^213 + (0 + 1a + 2a^2)d1^167d2^213 + (3 + 1a + 1a^2)d1^168d2^213 + (4 + 0a + 4a^2)d1^169d2^213 + (4 + 0a + 1a^2)d1^170d2^213 + (1 + 3a + 3a^2)d1^171d2^213 + (4 + 4a + 1a^2)d1^172d2^213 + (2 + 4a + 2a^2)d1^173d2^213 + (3 + 4a + 1a^2)d1^174d2^213 + (2 + 0a + 3a^2)d1^175d2^213 + (4 + 0a + 3a^2)d1^176d2^213 + (4 + 2a + 2a^2)d1^177d2^213 + (4 + 2a + 3a^2)d1^178d2^213 + (1 + 0a + 2a^2)d1^179d2^213 + (0 + 4a + 1a^2)d1^180d2^213 + (4 + 1a + 3a^2)d1^181d2^213 + (1 + 3a + 0a^2)d1^182d2^213 + (2 + 2a + 1a^2)d1^183d2^213 + (3 + 1a + 1a^2)d1^184d2^213 + (4 + 1a + 1a^2)d1^185d2^213 + (3 + 0a + 1a^2)d1^186d2^213 + (4 + 1a + 2a^2)d1^187d2^213 + (0 + 0a + 1a^2)d1^188d2^213 + (0 + 2a + 2a^2)d1^189d2^213 + (2 + 3a + 3a^2)d1^190d2^213 + (4 + 0a + 4a^2)d1^191d2^213 + (1 + 2a + 0a^2)d1^192d2^213 + (4 + 0a + 1a^2)d1^193d2^213 + (0 + 0a + 4a^2)d1^194d2^213 + (2 + 0a + 0a^2)d1^195d2^213 + (1 + 2a + 1a^2)d1^196d2^213 + (1 + 0a + 2a^2)d1^197d2^213 + (3 + 3a + 0a^2)d1^198d2^213 + (3 + 0a + 0a^2)d1^199d2^213 + (1 + 2a + 3a^2)d1^200d2^213 + (2 + 2a + 3a^2)d1^201d2^213 + (3 + 4a + 3a^2)d1^202d2^213 + (3 + 2a + 4a^2)d1^203d2^213 + (3 + 2a + 2a^2)d1^204d2^213 + (1 + 4a + 1a^2)d1^205d2^213 + (0 + 1a + 4a^2)d1^206d2^213 + (1 + 3a + 3a^2)d1^207d2^213 + (2 + 2a + 2a^2)d1^208d2^213 + (4 + 1a + 4a^2)d1^209d2^213 + (4 + 2a + 1a^2)d1^210d2^213 + (0 + 4a + 0a^2)d1^211d2^213 + (4 + 1a + 0a^2)d1^212d2^213 + (1 + 2a + 4a^2)d1^213d2^213 + (0 + 3a + 0a^2)d1^214d2^213 + (4 + 4a + 3a^2)d1^215d2^213 + (1 + 4a + 3a^2)d1^216d2^213 + (1 + 2a + 4a^2)d1^217d2^213 + (0 + 2a + 2a^2)d1^218d2^213 + (4 + 4a + 3a^2)d1^219d2^213 + (3 + 0a + 2a^2)d1^220d2^213 + (1 + 1a + 0a^2)d1^221d2^213 + (1 + 3a + 1a^2)d1^222d2^213 + (4 + 3a + 2a^2)d1^223d2^213 + (4 + 2a + 2a^2)d1^224d2^213 + (1 + 4a + 3a^2)d1^225d2^213 + (2 + 1a + 3a^2)d1^226d2^213 + (3 + 4a + 1a^2)d1^227d2^213 + (4 + 3a + 4a^2)d1^228d2^213 + (2 + 0a + 2a^2)d1^229d2^213 + (3 + 2a + 3a^2)d1^230d2^213 + (3 + 4a + 3a^2)d1^231d2^213 + (4 + 3a + 2a^2)d1^232d2^213 + (4 + 2a + 4a^2)d1^233d2^213 + (0 + 0a + 4a^2)d1^234d2^213 + (2 + 2a + 3a^2)d1^235d2^213 + (3 + 4a + 2a^2)d1^236d2^213 + (2 + 2a + 1a^2)d1^237d2^213 + (2 + 4a + 1a^2)d1^238d2^213 + (2 + 3a + 0a^2)d1^239d2^213 + (2 + 1a + 4a^2)d1^240d2^213 + (3 + 1a + 1a^2)d1^241d2^213 + (1 + 4a + 0a^2)d1^242d2^213 + (3 + 4a + 0a^2)d1^243d2^213 + (3 + 2a + 1a^2)d1^244d2^213 + (4 + 2a + 4a^2)d1^245d2^213 + (1 + 4a + 2a^2)d1^246d2^213 + (1 + 0a + 4a^2)d1^247d2^213 + (1 + 4a + 0a^2)d1^248d2^213 + (1 + 0a + 2a^2)d1^249d2^213 + (4 + 1a + 0a^2)d1^250d2^213 + (4 + 0a + 1a^2)d1^251d2^213 + (3 + 0a + 4a^2)d1^252d2^213 + (2 + 0a + 1a^2)d1^253d2^213 + (4 + 1a + 2a^2)d1^254d2^213 + (4 + 0a + 1a^2)d1^255d2^213 + (1 + 0a + 3a^2)d1^256d2^213 + (2 + 3a + 2a^2)d1^257d2^213 + (4 + 4a + 1a^2)d1^258d2^213 + (4 + 3a + 0a^2)d1^259d2^213 + (3 + 4a + 4a^2)d1^260d2^213 + (4 + 2a + 2a^2)d1^261d2^213 + (2 + 3a + 2a^2)d1^262d2^213 + (3 + 1a + 4a^2)d1^263d2^213 + (0 + 0a + 2a^2)d1^264d2^213 + (2 + 3a + 1a^2)d1^265d2^213 + (0 + 2a + 1a^2)d1^266d2^213 + (1 + 0a + 3a^2)d1^267d2^213 + (4 + 0a + 2a^2)d1^268d2^213 + (1 + 4a + 4a^2)d1^269d2^213 + (2 + 3a + 3a^2)d1^270d2^213 + (0 + 3a + 4a^2)d1^271d2^213 + (1 + 4a + 2a^2)d1^272d2^213 + (1 + 4a + 4a^2)d1^273d2^213 + (3 + 3a + 3a^2)d1^274d2^213 + (2 + 2a + 3a^2)d1^275d2^213 + (3 + 0a + 3a^2)d1^276d2^213 + (0 + 1a + 3a^2)d1^277d2^213 + (2 + 0a + 1a^2)d1^278d2^213 + (3 + 2a + 2a^2)d1^279d2^213 + (2 + 3a + 4a^2)d1^280d2^213 + (2 + 2a + 4a^2)d1^281d2^213 + (3 + 1a + 4a^2)d1^282d2^213 + (0 + 4a + 1a^2)d1^283d2^213 + (0 + 3a + 1a^2)d1^284d2^213 + (4 + 0a + 4a^2)d1^285d2^213 + (3 + 3a + 2a^2)d1^286d2^213 + (3 + 2a + 4a^2)d1^287d2^213 + (1 + 1a + 0a^2)d1^288d2^213 + (3 + 4a + 1a^2)d1^289d2^213 + (4 + 3a + 4a^2)d1^290d2^213 + (0 + 2a + 2a^2)d1^291d2^213 + (2 + 2a + 3a^2)d1^292d2^213 + (1 + 0a + 2a^2)d1^293d2^213 + (0 + 3a + 2a^2)d2^214 + (2 + 2a + 0a^2)d1^1d2^214 + (1 + 4a + 2a^2)d1^2d2^214 + (3 + 0a + 1a^2)d1^3d2^214 + (2 + 3a + 1a^2)d1^4d2^214 + (2 + 3a + 1a^2)d1^5d2^214 + (0 + 2a + 1a^2)d1^6d2^214 + (3 + 3a + 4a^2)d1^7d2^214 + (3 + 1a + 1a^2)d1^8d2^214 + (3 + 3a + 1a^2)d1^9d2^214 + (1 + 2a + 4a^2)d1^11d2^214 + (1 + 0a + 1a^2)d1^12d2^214 + (0 + 3a + 2a^2)d1^13d2^214 + (3 + 3a + 1a^2)d1^14d2^214 + (4 + 2a + 2a^2)d1^15d2^214 + (0 + 4a + 3a^2)d1^16d2^214 + (2 + 4a + 4a^2)d1^17d2^214 + (0 + 1a + 0a^2)d1^18d2^214 + (1 + 0a + 2a^2)d1^19d2^214 + (0 + 3a + 4a^2)d1^20d2^214 + (2 + 4a + 4a^2)d1^21d2^214 + (0 + 1a + 0a^2)d1^22d2^214 + (1 + 2a + 1a^2)d1^23d2^214 + (4 + 1a + 0a^2)d1^24d2^214 + (1 + 4a + 3a^2)d1^25d2^214 + (4 + 0a + 0a^2)d1^26d2^214 + (2 + 4a + 1a^2)d1^27d2^214 + (2 + 2a + 4a^2)d1^28d2^214 + (2 + 2a + 4a^2)d1^29d2^214 + (0 + 0a + 3a^2)d1^30d2^214 + (0 + 1a + 2a^2)d1^31d2^214 + (2 + 1a + 3a^2)d1^32d2^214 + (0 + 0a + 3a^2)d1^33d2^214 + (3 + 4a + 4a^2)d1^34d2^214 + (4 + 2a + 3a^2)d1^35d2^214 + (1 + 3a + 4a^2)d1^36d2^214 + (3 + 1a + 4a^2)d1^37d2^214 + (0 + 4a + 0a^2)d1^38d2^214 + (4 + 1a + 3a^2)d1^39d2^214 + (2 + 3a + 3a^2)d1^40d2^214 + (0 + 2a + 4a^2)d1^41d2^214 + (3 + 3a + 0a^2)d1^42d2^214 + (1 + 3a + 3a^2)d1^43d2^214 + (1 + 3a + 3a^2)d1^44d2^214 + (1 + 1a + 2a^2)d1^45d2^214 + (4 + 0a + 0a^2)d1^46d2^214 + (0 + 4a + 2a^2)d1^47d2^214 + (2 + 3a + 1a^2)d1^48d2^214 + (3 + 1a + 4a^2)d1^49d2^214 + (3 + 2a + 0a^2)d1^50d2^214 + (1 + 0a + 3a^2)d1^51d2^214 + (1 + 4a + 2a^2)d1^52d2^214 + (3 + 2a + 3a^2)d1^53d2^214 + (3 + 0a + 1a^2)d1^54d2^214 + (1 + 3a + 4a^2)d1^55d2^214 + (4 + 1a + 2a^2)d1^56d2^214 + (0 + 1a + 0a^2)d1^57d2^214 + (0 + 0a + 2a^2)d1^58d2^214 + (1 + 0a + 1a^2)d1^59d2^214 + (0 + 0a + 3a^2)d1^60d2^214 + (1 + 4a + 3a^2)d1^61d2^214 + (2 + 0a + 3a^2)d1^62d2^214 + (3 + 1a + 3a^2)d1^63d2^214 + (1 + 0a + 3a^2)d1^64d2^214 + (0 + 0a + 3a^2)d1^65d2^214 + (3 + 0a + 0a^2)d1^66d2^214 + (2 + 1a + 1a^2)d1^67d2^214 + (1 + 2a + 2a^2)d1^68d2^214 + (1 + 4a + 1a^2)d1^69d2^214 + (3 + 3a + 0a^2)d1^70d2^214 + (1 + 3a + 1a^2)d1^71d2^214 + (1 + 1a + 3a^2)d1^72d2^214 + (0 + 4a + 4a^2)d1^73d2^214 + (0 + 1a + 3a^2)d1^74d2^214 + (0 + 4a + 2a^2)d1^75d2^214 + (2 + 4a + 0a^2)d1^76d2^214 + (2 + 1a + 0a^2)d1^77d2^214 + (4 + 2a + 0a^2)d1^78d2^214 + (0 + 2a + 4a^2)d1^79d2^214 + (1 + 2a + 1a^2)d1^80d2^214 + (2 + 1a + 0a^2)d1^81d2^214 + (2 + 1a + 3a^2)d1^82d2^214 + (0 + 2a + 2a^2)d1^83d2^214 + (0 + 0a + 3a^2)d1^84d2^214 + (3 + 1a + 3a^2)d1^85d2^214 + (1 + 0a + 4a^2)d1^86d2^214 + (1 + 2a + 0a^2)d1^87d2^214 + (3 + 0a + 3a^2)d1^88d2^214 + (0 + 1a + 0a^2)d1^89d2^214 + (0 + 4a + 2a^2)d1^90d2^214 + (4 + 2a + 2a^2)d1^91d2^214 + (3 + 4a + 2a^2)d1^92d2^214 + (1 + 1a + 4a^2)d1^93d2^214 + (3 + 3a + 4a^2)d1^94d2^214 + (4 + 0a + 1a^2)d1^95d2^214 + (1 + 0a + 3a^2)d1^96d2^214 + (2 + 0a + 3a^2)d1^97d2^214 + (2 + 3a + 3a^2)d1^98d2^214 + (3 + 4a + 3a^2)d1^99d2^214 + (4 + 4a + 0a^2)d1^100d2^214 + (4 + 3a + 0a^2)d1^101d2^214 + (0 + 3a + 0a^2)d1^102d2^214 + (4 + 0a + 2a^2)d1^103d2^214 + (0 + 1a + 2a^2)d1^104d2^214 + (4 + 0a + 2a^2)d1^106d2^214 + (3 + 3a + 0a^2)d1^107d2^214 + (1 + 1a + 4a^2)d1^108d2^214 + (1 + 4a + 2a^2)d1^109d2^214 + (0 + 0a + 1a^2)d1^110d2^214 + (4 + 0a + 3a^2)d1^111d2^214 + (4 + 3a + 2a^2)d1^112d2^214 + (1 + 3a + 4a^2)d1^113d2^214 + (4 + 2a + 1a^2)d1^114d2^214 + (1 + 2a + 2a^2)d1^115d2^214 + (4 + 1a + 4a^2)d1^116d2^214 + (1 + 3a + 4a^2)d1^117d2^214 + (1 + 3a + 3a^2)d1^118d2^214 + (4 + 2a + 2a^2)d1^119d2^214 + (2 + 4a + 3a^2)d1^120d2^214 + (0 + 3a + 3a^2)d1^121d2^214 + (0 + 0a + 1a^2)d1^122d2^214 + (4 + 3a + 4a^2)d1^123d2^214 + (2 + 1a + 2a^2)d1^124d2^214 + (0 + 2a + 1a^2)d1^125d2^214 + (2 + 4a + 1a^2)d1^126d2^214 + (1 + 4a + 4a^2)d1^127d2^214 + (1 + 4a + 1a^2)d1^128d2^214 + (2 + 0a + 0a^2)d1^129d2^214 + (0 + 4a + 1a^2)d1^130d2^214 + (0 + 1a + 0a^2)d1^131d2^214 + (2 + 4a + 4a^2)d1^132d2^214 + (2 + 2a + 4a^2)d1^133d2^214 + (1 + 3a + 3a^2)d1^135d2^214 + (1 + 1a + 4a^2)d1^136d2^214 + (0 + 3a + 3a^2)d1^137d2^214 + (4 + 1a + 1a^2)d1^138d2^214 + (1 + 4a + 4a^2)d1^139d2^214 + (4 + 1a + 0a^2)d1^140d2^214 + (2 + 4a + 4a^2)d1^141d2^214 + (3 + 1a + 0a^2)d1^142d2^214 + (1 + 2a + 2a^2)d1^143d2^214 + (4 + 4a + 2a^2)d1^144d2^214 + (3 + 3a + 4a^2)d1^145d2^214 + (2 + 1a + 0a^2)d1^146d2^214 + (0 + 0a + 2a^2)d1^147d2^214 + (3 + 2a + 0a^2)d1^148d2^214 + (3 + 2a + 1a^2)d1^149d2^214 + (0 + 1a + 4a^2)d1^150d2^214 + (0 + 2a + 1a^2)d1^151d2^214 + (0 + 2a + 0a^2)d1^152d2^214 + (2 + 4a + 2a^2)d1^153d2^214 + (2 + 1a + 3a^2)d1^154d2^214 + (1 + 0a + 1a^2)d1^155d2^214 + (1 + 1a + 3a^2)d1^156d2^214 + (2 + 0a + 2a^2)d1^157d2^214 + (1 + 0a + 3a^2)d1^158d2^214 + (3 + 1a + 2a^2)d1^159d2^214 + (4 + 2a + 3a^2)d1^160d2^214 + (4 + 3a + 4a^2)d1^161d2^214 + (0 + 3a + 4a^2)d1^162d2^214 + (1 + 1a + 1a^2)d1^163d2^214 + (2 + 4a + 2a^2)d1^164d2^214 + (4 + 1a + 4a^2)d1^165d2^214 + (4 + 0a + 0a^2)d1^166d2^214 + (1 + 4a + 4a^2)d1^167d2^214 + (3 + 0a + 4a^2)d1^168d2^214 + (0 + 4a + 0a^2)d1^169d2^214 + (3 + 0a + 1a^2)d1^170d2^214 + (0 + 0a + 2a^2)d1^171d2^214 + (4 + 4a + 4a^2)d1^172d2^214 + (4 + 0a + 1a^2)d1^173d2^214 + (1 + 0a + 0a^2)d1^174d2^214 + (2 + 1a + 0a^2)d1^175d2^214 + (1 + 0a + 2a^2)d1^176d2^214 + (1 + 1a + 0a^2)d1^177d2^214 + (0 + 3a + 0a^2)d1^178d2^214 + (0 + 1a + 2a^2)d1^179d2^214 + (2 + 2a + 0a^2)d1^180d2^214 + (4 + 2a + 1a^2)d1^181d2^214 + (3 + 1a + 3a^2)d1^182d2^214 + (2 + 0a + 2a^2)d1^183d2^214 + (4 + 0a + 3a^2)d1^184d2^214 + (1 + 3a + 4a^2)d1^185d2^214 + (4 + 2a + 2a^2)d1^186d2^214 + (1 + 2a + 3a^2)d1^187d2^214 + (3 + 4a + 0a^2)d1^188d2^214 + (4 + 0a + 2a^2)d1^189d2^214 + (4 + 4a + 4a^2)d1^190d2^214 + (1 + 0a + 0a^2)d1^191d2^214 + (1 + 3a + 0a^2)d1^192d2^214 + (3 + 4a + 0a^2)d1^193d2^214 + (3 + 1a + 4a^2)d1^194d2^214 + (3 + 2a + 1a^2)d1^195d2^214 + (1 + 4a + 1a^2)d1^196d2^214 + (4 + 3a + 4a^2)d1^197d2^214 + (0 + 2a + 2a^2)d1^198d2^214 + (1 + 2a + 2a^2)d1^199d2^214 + (3 + 0a + 4a^2)d1^200d2^214 + (2 + 1a + 4a^2)d1^201d2^214 + (4 + 3a + 2a^2)d1^202d2^214 + (2 + 3a + 0a^2)d1^203d2^214 + (4 + 1a + 0a^2)d1^204d2^214 + (0 + 4a + 2a^2)d1^205d2^214 + (4 + 3a + 3a^2)d1^206d2^214 + (2 + 4a + 0a^2)d1^207d2^214 + (3 + 3a + 2a^2)d1^208d2^214 + (2 + 2a + 4a^2)d1^209d2^214 + (4 + 3a + 1a^2)d1^210d2^214 + (4 + 1a + 1a^2)d1^211d2^214 + (0 + 1a + 4a^2)d1^212d2^214 + (3 + 2a + 1a^2)d1^213d2^214 + (2 + 3a + 1a^2)d1^214d2^214 + (0 + 0a + 4a^2)d1^215d2^214 + (1 + 3a + 2a^2)d1^216d2^214 + (2 + 3a + 2a^2)d1^217d2^214 + (2 + 2a + 4a^2)d1^218d2^214 + (1 + 4a + 2a^2)d1^219d2^214 + (1 + 4a + 2a^2)d1^220d2^214 + (4 + 2a + 1a^2)d1^221d2^214 + (3 + 2a + 0a^2)d1^222d2^214 + (1 + 3a + 0a^2)d1^223d2^214 + (4 + 0a + 4a^2)d1^224d2^214 + (0 + 1a + 0a^2)d1^225d2^214 + (3 + 2a + 2a^2)d1^226d2^214 + (0 + 4a + 1a^2)d1^227d2^214 + (3 + 2a + 0a^2)d1^228d2^214 + (2 + 3a + 2a^2)d1^229d2^214 + (4 + 0a + 3a^2)d1^230d2^214 + (2 + 2a + 4a^2)d1^231d2^214 + (1 + 4a + 0a^2)d1^232d2^214 + (4 + 4a + 1a^2)d1^233d2^214 + (1 + 4a + 2a^2)d1^234d2^214 + (4 + 4a + 0a^2)d1^235d2^214 + (3 + 1a + 2a^2)d1^236d2^214 + (0 + 0a + 1a^2)d1^237d2^214 + (3 + 2a + 0a^2)d1^238d2^214 + (3 + 2a + 4a^2)d1^239d2^214 + (1 + 3a + 0a^2)d1^240d2^214 + (2 + 3a + 3a^2)d1^241d2^214 + (0 + 0a + 1a^2)d1^242d2^214 + (0 + 1a + 2a^2)d1^243d2^214 + (1 + 4a + 4a^2)d1^244d2^214 + (3 + 4a + 4a^2)d1^245d2^214 + (4 + 0a + 0a^2)d1^246d2^214 + (1 + 2a + 4a^2)d1^247d2^214 + (3 + 0a + 2a^2)d1^248d2^214 + (2 + 3a + 2a^2)d1^249d2^214 + (0 + 4a + 3a^2)d1^250d2^214 + (4 + 1a + 0a^2)d1^251d2^214 + (4 + 4a + 0a^2)d1^252d2^214 + (2 + 0a + 1a^2)d1^253d2^214 + (3 + 1a + 0a^2)d1^254d2^214 + (3 + 1a + 3a^2)d1^255d2^214 + (4 + 2a + 3a^2)d1^256d2^214 + (0 + 1a + 4a^2)d1^257d2^214 + (2 + 4a + 2a^2)d1^258d2^214 + (0 + 1a + 4a^2)d1^259d2^214 + (3 + 4a + 0a^2)d1^260d2^214 + (1 + 2a + 1a^2)d1^261d2^214 + (4 + 0a + 1a^2)d1^262d2^214 + (4 + 3a + 3a^2)d1^263d2^214 + (2 + 0a + 4a^2)d1^264d2^214 + (2 + 0a + 4a^2)d1^265d2^214 + (1 + 3a + 2a^2)d1^266d2^214 + (1 + 4a + 3a^2)d1^267d2^214 + (4 + 3a + 0a^2)d1^268d2^214 + (1 + 2a + 3a^2)d1^269d2^214 + (1 + 1a + 1a^2)d1^270d2^214 + (3 + 0a + 4a^2)d1^271d2^214 + (3 + 1a + 0a^2)d1^272d2^214 + (0 + 3a + 4a^2)d1^273d2^214 + (4 + 0a + 0a^2)d1^274d2^214 + (3 + 3a + 3a^2)d1^275d2^214 + (0 + 4a + 2a^2)d1^276d2^214 + (3 + 0a + 1a^2)d1^277d2^214 + (0 + 4a + 1a^2)d1^278d2^214 + (0 + 3a + 1a^2)d1^279d2^214 + (1 + 0a + 2a^2)d1^280d2^214 + (4 + 1a + 0a^2)d1^281d2^214 + (1 + 3a + 0a^2)d1^282d2^214 + (4 + 3a + 2a^2)d1^284d2^214 + (1 + 3a + 1a^2)d1^285d2^214 + (0 + 0a + 3a^2)d1^286d2^214 + (4 + 3a + 3a^2)d1^287d2^214 + (0 + 0a + 2a^2)d1^288d2^214 + (4 + 4a + 0a^2)d1^289d2^214 + (0 + 4a + 1a^2)d1^290d2^214 + (2 + 1a + 0a^2)d1^291d2^214 + (3 + 0a + 2a^2)d1^292d2^214 + (0 + 3a + 4a^2)d1^293d2^214 + (4 + 4a + 4a^2)d2^215 + (1 + 2a + 1a^2)d1^1d2^215 + (4 + 2a + 1a^2)d1^2d2^215 + (4 + 1a + 3a^2)d1^3d2^215 + (3 + 1a + 2a^2)d1^4d2^215 + (0 + 2a + 3a^2)d1^5d2^215 + (3 + 0a + 0a^2)d1^6d2^215 + (3 + 4a + 1a^2)d1^7d2^215 + (2 + 1a + 4a^2)d1^8d2^215 + (3 + 4a + 0a^2)d1^9d2^215 + (2 + 4a + 0a^2)d1^10d2^215 + (1 + 3a + 0a^2)d1^11d2^215 + (2 + 4a + 0a^2)d1^12d2^215 + (1 + 1a + 0a^2)d1^13d2^215 + (0 + 4a + 2a^2)d1^14d2^215 + (0 + 1a + 2a^2)d1^15d2^215 + (4 + 3a + 0a^2)d1^16d2^215 + (2 + 0a + 0a^2)d1^17d2^215 + (4 + 4a + 1a^2)d1^18d2^215 + (2 + 4a + 3a^2)d1^19d2^215 + (2 + 4a + 0a^2)d1^20d2^215 + (0 + 4a + 4a^2)d1^21d2^215 + (0 + 1a + 4a^2)d1^22d2^215 + (3 + 4a + 0a^2)d1^23d2^215 + (4 + 3a + 1a^2)d1^24d2^215 + (0 + 2a + 3a^2)d1^25d2^215 + (0 + 0a + 3a^2)d1^26d2^215 + (1 + 4a + 2a^2)d1^27d2^215 + (3 + 0a + 4a^2)d1^28d2^215 + (4 + 4a + 3a^2)d1^29d2^215 + (1 + 2a + 2a^2)d1^30d2^215 + (3 + 1a + 0a^2)d1^31d2^215 + (4 + 1a + 2a^2)d1^32d2^215 + (3 + 4a + 3a^2)d1^33d2^215 + (3 + 0a + 0a^2)d1^34d2^215 + (0 + 0a + 2a^2)d1^35d2^215 + (1 + 3a + 0a^2)d1^36d2^215 + (1 + 4a + 1a^2)d1^37d2^215 + (1 + 0a + 3a^2)d1^38d2^215 + (3 + 1a + 4a^2)d1^39d2^215 + (4 + 4a + 2a^2)d1^40d2^215 + (1 + 0a + 4a^2)d1^41d2^215 + (1 + 0a + 4a^2)d1^42d2^215 + (3 + 0a + 3a^2)d1^43d2^215 + (3 + 0a + 3a^2)d1^44d2^215 + (2 + 0a + 0a^2)d1^45d2^215 + (2 + 1a + 0a^2)d1^46d2^215 + (0 + 2a + 2a^2)d1^47d2^215 + (3 + 0a + 0a^2)d1^48d2^215 + (2 + 0a + 0a^2)d1^49d2^215 + (0 + 0a + 2a^2)d1^50d2^215 + (1 + 3a + 3a^2)d1^51d2^215 + (3 + 1a + 3a^2)d1^52d2^215 + (0 + 1a + 1a^2)d1^53d2^215 + (3 + 4a + 2a^2)d1^54d2^215 + (0 + 3a + 4a^2)d1^55d2^215 + (1 + 2a + 0a^2)d1^56d2^215 + (0 + 0a + 4a^2)d1^57d2^215 + (1 + 1a + 0a^2)d1^58d2^215 + (1 + 0a + 1a^2)d1^59d2^215 + (1 + 3a + 2a^2)d1^60d2^215 + (0 + 4a + 3a^2)d1^61d2^215 + (4 + 2a + 3a^2)d1^62d2^215 + (1 + 0a + 4a^2)d1^63d2^215 + (4 + 1a + 3a^2)d1^64d2^215 + (0 + 4a + 0a^2)d1^65d2^215 + (3 + 2a + 2a^2)d1^66d2^215 + (0 + 4a + 2a^2)d1^67d2^215 + (0 + 0a + 3a^2)d1^68d2^215 + (3 + 3a + 3a^2)d1^69d2^215 + (4 + 4a + 3a^2)d1^70d2^215 + (0 + 2a + 3a^2)d1^71d2^215 + (1 + 1a + 2a^2)d1^72d2^215 + (2 + 0a + 2a^2)d1^73d2^215 + (3 + 0a + 0a^2)d1^74d2^215 + (3 + 4a + 3a^2)d1^75d2^215 + (3 + 2a + 2a^2)d1^76d2^215 + (2 + 4a + 2a^2)d1^77d2^215 + (1 + 0a + 2a^2)d1^78d2^215 + (0 + 3a + 4a^2)d1^79d2^215 + (0 + 3a + 0a^2)d1^80d2^215 + (3 + 3a + 1a^2)d1^81d2^215 + (0 + 2a + 0a^2)d1^82d2^215 + (3 + 2a + 3a^2)d1^83d2^215 + (1 + 3a + 2a^2)d1^84d2^215 + (3 + 2a + 4a^2)d1^85d2^215 + (3 + 0a + 4a^2)d1^86d2^215 + (2 + 3a + 1a^2)d1^87d2^215 + (0 + 2a + 3a^2)d1^88d2^215 + (3 + 4a + 1a^2)d1^89d2^215 + (4 + 0a + 2a^2)d1^90d2^215 + (0 + 0a + 3a^2)d1^91d2^215 + (3 + 3a + 2a^2)d1^92d2^215 + (1 + 0a + 4a^2)d1^93d2^215 + (4 + 0a + 0a^2)d1^94d2^215 + (2 + 4a + 4a^2)d1^95d2^215 + (3 + 0a + 3a^2)d1^96d2^215 + (4 + 0a + 2a^2)d1^97d2^215 + (4 + 3a + 1a^2)d1^98d2^215 + (3 + 4a + 3a^2)d1^99d2^215 + (3 + 1a + 0a^2)d1^100d2^215 + (2 + 4a + 2a^2)d1^101d2^215 + (1 + 3a + 0a^2)d1^102d2^215 + (3 + 3a + 2a^2)d1^103d2^215 + (0 + 0a + 2a^2)d1^104d2^215 + (0 + 0a + 2a^2)d1^105d2^215 + (0 + 4a + 3a^2)d1^106d2^215 + (2 + 1a + 2a^2)d1^107d2^215 + (4 + 3a + 1a^2)d1^108d2^215 + (2 + 3a + 4a^2)d1^109d2^215 + (1 + 1a + 0a^2)d1^110d2^215 + (4 + 3a + 2a^2)d1^111d2^215 + (1 + 0a + 0a^2)d1^112d2^215 + (1 + 4a + 2a^2)d1^113d2^215 + (3 + 1a + 0a^2)d1^114d2^215 + (0 + 4a + 1a^2)d1^115d2^215 + (4 + 4a + 3a^2)d1^116d2^215 + (4 + 3a + 3a^2)d1^117d2^215 + (3 + 3a + 3a^2)d1^118d2^215 + (3 + 1a + 1a^2)d1^119d2^215 + (0 + 2a + 3a^2)d1^120d2^215 + (3 + 2a + 4a^2)d1^121d2^215 + (3 + 4a + 2a^2)d1^122d2^215 + (2 + 4a + 1a^2)d1^123d2^215 + (3 + 0a + 2a^2)d1^124d2^215 + (3 + 1a + 1a^2)d1^125d2^215 + (3 + 4a + 2a^2)d1^126d2^215 + (3 + 4a + 3a^2)d1^127d2^215 + (2 + 2a + 1a^2)d1^128d2^215 + (2 + 2a + 0a^2)d1^129d2^215 + (0 + 0a + 4a^2)d1^130d2^215 + (1 + 2a + 4a^2)d1^131d2^215 + (4 + 4a + 1a^2)d1^132d2^215 + (3 + 0a + 3a^2)d1^133d2^215 + (2 + 1a + 4a^2)d1^134d2^215 + (4 + 0a + 0a^2)d1^135d2^215 + (2 + 3a + 2a^2)d1^136d2^215 + (4 + 2a + 3a^2)d1^137d2^215 + (2 + 0a + 1a^2)d1^138d2^215 + (3 + 3a + 4a^2)d1^139d2^215 + (4 + 0a + 2a^2)d1^140d2^215 + (0 + 1a + 2a^2)d1^141d2^215 + (3 + 1a + 1a^2)d1^142d2^215 + (3 + 0a + 3a^2)d1^143d2^215 + (2 + 3a + 0a^2)d1^144d2^215 + (0 + 3a + 4a^2)d1^145d2^215 + (2 + 1a + 0a^2)d1^146d2^215 + (4 + 2a + 0a^2)d1^147d2^215 + (0 + 2a + 0a^2)d1^148d2^215 + (1 + 4a + 2a^2)d1^149d2^215 + (2 + 4a + 3a^2)d1^150d2^215 + (2 + 2a + 1a^2)d1^151d2^215 + (4 + 3a + 4a^2)d1^152d2^215 + (4 + 3a + 0a^2)d1^153d2^215 + (2 + 1a + 1a^2)d1^154d2^215 + (2 + 0a + 0a^2)d1^155d2^215 + (1 + 4a + 1a^2)d1^156d2^215 + (2 + 4a + 3a^2)d1^157d2^215 + (3 + 1a + 2a^2)d1^158d2^215 + (0 + 2a + 0a^2)d1^159d2^215 + (1 + 4a + 3a^2)d1^160d2^215 + (1 + 0a + 2a^2)d1^161d2^215 + (1 + 4a + 2a^2)d1^162d2^215 + (4 + 0a + 1a^2)d1^163d2^215 + (0 + 2a + 1a^2)d1^164d2^215 + (0 + 3a + 4a^2)d1^165d2^215 + (1 + 1a + 0a^2)d1^166d2^215 + (3 + 4a + 1a^2)d1^167d2^215 + (0 + 4a + 3a^2)d1^168d2^215 + (4 + 2a + 0a^2)d1^169d2^215 + (1 + 4a + 4a^2)d1^170d2^215 + (4 + 2a + 3a^2)d1^171d2^215 + (0 + 3a + 3a^2)d1^172d2^215 + (2 + 3a + 1a^2)d1^173d2^215 + (1 + 0a + 4a^2)d1^174d2^215 + (0 + 4a + 3a^2)d1^175d2^215 + (3 + 3a + 4a^2)d1^176d2^215 + (2 + 4a + 1a^2)d1^177d2^215 + (3 + 1a + 0a^2)d1^178d2^215 + (3 + 3a + 1a^2)d1^179d2^215 + (3 + 1a + 0a^2)d1^180d2^215 + (0 + 1a + 1a^2)d1^181d2^215 + (2 + 2a + 2a^2)d1^182d2^215 + (3 + 3a + 3a^2)d1^183d2^215 + (4 + 2a + 3a^2)d1^184d2^215 + (3 + 1a + 0a^2)d1^185d2^215 + (1 + 1a + 4a^2)d1^186d2^215 + (2 + 4a + 3a^2)d1^187d2^215 + (2 + 2a + 4a^2)d1^188d2^215 + (0 + 3a + 2a^2)d1^189d2^215 + (2 + 3a + 1a^2)d1^190d2^215 + (1 + 2a + 4a^2)d1^191d2^215 + (4 + 1a + 4a^2)d1^192d2^215 + (0 + 1a + 1a^2)d1^193d2^215 + (1 + 2a + 2a^2)d1^194d2^215 + (0 + 2a + 1a^2)d1^195d2^215 + (0 + 1a + 3a^2)d1^196d2^215 + (3 + 0a + 4a^2)d1^197d2^215 + (3 + 3a + 3a^2)d1^198d2^215 + (3 + 2a + 3a^2)d1^199d2^215 + (4 + 2a + 0a^2)d1^200d2^215 + (2 + 1a + 0a^2)d1^201d2^215 + (4 + 3a + 2a^2)d1^202d2^215 + (3 + 3a + 0a^2)d1^203d2^215 + (4 + 4a + 2a^2)d1^204d2^215 + (2 + 1a + 4a^2)d1^205d2^215 + (4 + 2a + 1a^2)d1^207d2^215 + (3 + 1a + 2a^2)d1^208d2^215 + (4 + 1a + 2a^2)d1^209d2^215 + (4 + 3a + 4a^2)d1^210d2^215 + (2 + 2a + 4a^2)d1^211d2^215 + (1 + 4a + 0a^2)d1^213d2^215 + (1 + 0a + 1a^2)d1^214d2^215 + (3 + 4a + 1a^2)d1^215d2^215 + (0 + 4a + 1a^2)d1^216d2^215 + (2 + 2a + 2a^2)d1^217d2^215 + (3 + 2a + 2a^2)d1^218d2^215 + (4 + 4a + 2a^2)d1^219d2^215 + (1 + 1a + 3a^2)d1^220d2^215 + (2 + 3a + 1a^2)d1^221d2^215 + (4 + 0a + 4a^2)d1^222d2^215 + (4 + 0a + 3a^2)d1^223d2^215 + (0 + 4a + 1a^2)d1^224d2^215 + (3 + 4a + 0a^2)d1^225d2^215 + (2 + 2a + 2a^2)d1^226d2^215 + (2 + 3a + 2a^2)d1^227d2^215 + (0 + 4a + 1a^2)d1^228d2^215 + (2 + 3a + 1a^2)d1^229d2^215 + (0 + 1a + 4a^2)d1^230d2^215 + (0 + 1a + 0a^2)d1^231d2^215 + (1 + 0a + 4a^2)d1^232d2^215 + (2 + 0a + 0a^2)d1^233d2^215 + (3 + 4a + 3a^2)d1^234d2^215 + (4 + 0a + 2a^2)d1^235d2^215 + (4 + 3a + 2a^2)d1^236d2^215 + (2 + 4a + 2a^2)d1^237d2^215 + (0 + 0a + 3a^2)d1^238d2^215 + (1 + 3a + 3a^2)d1^239d2^215 + (2 + 3a + 4a^2)d1^240d2^215 + (3 + 1a + 0a^2)d1^241d2^215 + (2 + 2a + 4a^2)d1^242d2^215 + (0 + 0a + 4a^2)d1^243d2^215 + (1 + 4a + 3a^2)d1^244d2^215 + (0 + 2a + 4a^2)d1^245d2^215 + (1 + 0a + 2a^2)d1^246d2^215 + (2 + 4a + 4a^2)d1^247d2^215 + (0 + 1a + 3a^2)d1^248d2^215 + (1 + 4a + 3a^2)d1^249d2^215 + (4 + 0a + 1a^2)d1^250d2^215 + (3 + 1a + 3a^2)d1^251d2^215 + (3 + 1a + 4a^2)d1^252d2^215 + (4 + 3a + 0a^2)d1^253d2^215 + (4 + 1a + 3a^2)d1^254d2^215 + (4 + 2a + 4a^2)d1^255d2^215 + (4 + 1a + 0a^2)d1^256d2^215 + (1 + 2a + 0a^2)d1^257d2^215 + (1 + 2a + 2a^2)d1^258d2^215 + (4 + 1a + 2a^2)d1^259d2^215 + (2 + 4a + 4a^2)d1^260d2^215 + (2 + 4a + 1a^2)d1^261d2^215 + (4 + 0a + 1a^2)d1^262d2^215 + (4 + 3a + 3a^2)d1^263d2^215 + (2 + 4a + 4a^2)d1^264d2^215 + (1 + 1a + 0a^2)d1^265d2^215 + (2 + 3a + 4a^2)d1^266d2^215 + (4 + 3a + 4a^2)d1^267d2^215 + (1 + 0a + 0a^2)d1^268d2^215 + (1 + 1a + 4a^2)d1^269d2^215 + (2 + 1a + 4a^2)d1^270d2^215 + (1 + 1a + 1a^2)d1^271d2^215 + (4 + 2a + 1a^2)d1^272d2^215 + (1 + 1a + 0a^2)d1^273d2^215 + (1 + 0a + 4a^2)d1^274d2^215 + (2 + 2a + 0a^2)d1^275d2^215 + (2 + 2a + 0a^2)d1^276d2^215 + (1 + 2a + 3a^2)d1^277d2^215 + (1 + 1a + 3a^2)d1^278d2^215 + (1 + 1a + 4a^2)d1^279d2^215 + (2 + 0a + 1a^2)d1^280d2^215 + (1 + 1a + 3a^2)d1^281d2^215 + (1 + 2a + 0a^2)d1^282d2^215 + (1 + 1a + 0a^2)d1^283d2^215 + (4 + 3a + 2a^2)d1^284d2^215 + (2 + 3a + 4a^2)d1^285d2^215 + (4 + 3a + 0a^2)d1^286d2^215 + (4 + 1a + 1a^2)d1^287d2^215 + (1 + 0a + 2a^2)d1^288d2^215 + (2 + 4a + 3a^2)d1^289d2^215 + (1 + 0a + 2a^2)d1^290d2^215 + (2 + 2a + 1a^2)d1^291d2^215 + (3 + 4a + 3a^2)d1^292d2^215 + (3 + 1a + 3a^2)d1^293d2^215 + (2 + 0a + 4a^2)d2^216 + (3 + 1a + 0a^2)d1^1d2^216 + (3 + 0a + 0a^2)d1^2d2^216 + (4 + 0a + 4a^2)d1^3d2^216 + (1 + 0a + 2a^2)d1^4d2^216 + (0 + 2a + 0a^2)d1^5d2^216 + (1 + 0a + 0a^2)d1^6d2^216 + (1 + 4a + 0a^2)d1^7d2^216 + (0 + 3a + 3a^2)d1^8d2^216 + (1 + 1a + 4a^2)d1^9d2^216 + (2 + 1a + 4a^2)d1^10d2^216 + (2 + 0a + 4a^2)d1^11d2^216 + (4 + 2a + 4a^2)d1^12d2^216 + (4 + 4a + 0a^2)d1^13d2^216 + (1 + 1a + 4a^2)d1^14d2^216 + (1 + 4a + 2a^2)d1^15d2^216 + (2 + 4a + 2a^2)d1^16d2^216 + (2 + 0a + 3a^2)d1^17d2^216 + (1 + 3a + 0a^2)d1^18d2^216 + (3 + 0a + 4a^2)d1^19d2^216 + (4 + 4a + 2a^2)d1^20d2^216 + (3 + 4a + 2a^2)d1^21d2^216 + (3 + 1a + 4a^2)d1^22d2^216 + (2 + 0a + 1a^2)d1^23d2^216 + (3 + 4a + 4a^2)d1^24d2^216 + (2 + 4a + 1a^2)d1^25d2^216 + (0 + 1a + 1a^2)d1^26d2^216 + (1 + 3a + 2a^2)d1^27d2^216 + (2 + 2a + 1a^2)d1^28d2^216 + (2 + 3a + 1a^2)d1^29d2^216 + (1 + 4a + 0a^2)d1^30d2^216 + (0 + 1a + 0a^2)d1^31d2^216 + (0 + 0a + 2a^2)d1^32d2^216 + (1 + 4a + 0a^2)d1^33d2^216 + (3 + 2a + 3a^2)d1^34d2^216 + (2 + 4a + 2a^2)d1^35d2^216 + (4 + 2a + 0a^2)d1^36d2^216 + (0 + 3a + 0a^2)d1^37d2^216 + (4 + 2a + 4a^2)d1^38d2^216 + (2 + 0a + 3a^2)d1^39d2^216 + (0 + 2a + 2a^2)d1^40d2^216 + (1 + 2a + 1a^2)d1^41d2^216 + (2 + 3a + 4a^2)d1^42d2^216 + (1 + 3a + 3a^2)d1^43d2^216 + (4 + 4a + 4a^2)d1^44d2^216 + (3 + 1a + 4a^2)d1^45d2^216 + (4 + 1a + 4a^2)d1^46d2^216 + (0 + 0a + 1a^2)d1^47d2^216 + (3 + 4a + 2a^2)d1^48d2^216 + (4 + 1a + 0a^2)d1^49d2^216 + (4 + 3a + 0a^2)d1^50d2^216 + (2 + 2a + 1a^2)d1^51d2^216 + (0 + 3a + 3a^2)d1^52d2^216 + (3 + 3a + 3a^2)d1^53d2^216 + (2 + 4a + 3a^2)d1^54d2^216 + (4 + 3a + 0a^2)d1^55d2^216 + (3 + 2a + 3a^2)d1^56d2^216 + (3 + 0a + 2a^2)d1^57d2^216 + (1 + 0a + 4a^2)d1^58d2^216 + (4 + 1a + 1a^2)d1^59d2^216 + (1 + 2a + 1a^2)d1^60d2^216 + (3 + 4a + 3a^2)d1^61d2^216 + (2 + 3a + 1a^2)d1^62d2^216 + (0 + 4a + 3a^2)d1^63d2^216 + (2 + 4a + 0a^2)d1^64d2^216 + (1 + 0a + 0a^2)d1^65d2^216 + (0 + 2a + 2a^2)d1^66d2^216 + (1 + 3a + 1a^2)d1^67d2^216 + (0 + 3a + 3a^2)d1^68d2^216 + (3 + 0a + 2a^2)d1^69d2^216 + (1 + 2a + 4a^2)d1^70d2^216 + (2 + 3a + 0a^2)d1^71d2^216 + (3 + 0a + 3a^2)d1^72d2^216 + (2 + 1a + 1a^2)d1^73d2^216 + (4 + 0a + 2a^2)d1^74d2^216 + (2 + 2a + 2a^2)d1^75d2^216 + (1 + 1a + 4a^2)d1^76d2^216 + (2 + 3a + 1a^2)d1^77d2^216 + (1 + 2a + 1a^2)d1^78d2^216 + (1 + 1a + 3a^2)d1^79d2^216 + (1 + 0a + 3a^2)d1^80d2^216 + (0 + 3a + 3a^2)d1^81d2^216 + (2 + 1a + 1a^2)d1^82d2^216 + (1 + 1a + 4a^2)d1^83d2^216 + (0 + 0a + 2a^2)d1^84d2^216 + (2 + 4a + 0a^2)d1^85d2^216 + (0 + 3a + 0a^2)d1^86d2^216 + (4 + 1a + 1a^2)d1^87d2^216 + (2 + 1a + 0a^2)d1^88d2^216 + (1 + 1a + 4a^2)d1^89d2^216 + (0 + 4a + 1a^2)d1^90d2^216 + (3 + 4a + 2a^2)d1^91d2^216 + (3 + 4a + 2a^2)d1^92d2^216 + (1 + 4a + 2a^2)d1^93d2^216 + (2 + 3a + 3a^2)d1^94d2^216 + (4 + 2a + 1a^2)d1^95d2^216 + (4 + 2a + 4a^2)d1^96d2^216 + (2 + 0a + 3a^2)d1^97d2^216 + (0 + 4a + 1a^2)d1^98d2^216 + (3 + 2a + 3a^2)d1^99d2^216 + (3 + 0a + 3a^2)d1^100d2^216 + (4 + 3a + 1a^2)d1^101d2^216 + (4 + 1a + 2a^2)d1^102d2^216 + (3 + 2a + 0a^2)d1^103d2^216 + (0 + 3a + 1a^2)d1^104d2^216 + (1 + 3a + 4a^2)d1^105d2^216 + (4 + 4a + 0a^2)d1^106d2^216 + (1 + 0a + 0a^2)d1^107d2^216 + (2 + 0a + 2a^2)d1^108d2^216 + (1 + 3a + 4a^2)d1^109d2^216 + (2 + 4a + 1a^2)d1^110d2^216 + (4 + 3a + 0a^2)d1^111d2^216 + (1 + 1a + 3a^2)d1^112d2^216 + (0 + 4a + 4a^2)d1^113d2^216 + (0 + 3a + 1a^2)d1^114d2^216 + (3 + 3a + 1a^2)d1^115d2^216 + (4 + 1a + 0a^2)d1^116d2^216 + (3 + 2a + 0a^2)d1^117d2^216 + (1 + 4a + 4a^2)d1^118d2^216 + (4 + 0a + 1a^2)d1^119d2^216 + (1 + 4a + 4a^2)d1^120d2^216 + (0 + 1a + 4a^2)d1^121d2^216 + (2 + 2a + 3a^2)d1^122d2^216 + (0 + 4a + 2a^2)d1^123d2^216 + (3 + 0a + 3a^2)d1^124d2^216 + (0 + 1a + 2a^2)d1^125d2^216 + (0 + 4a + 4a^2)d1^126d2^216 + (3 + 3a + 2a^2)d1^127d2^216 + (4 + 2a + 4a^2)d1^128d2^216 + (3 + 2a + 4a^2)d1^129d2^216 + (1 + 3a + 4a^2)d1^130d2^216 + (3 + 2a + 1a^2)d1^131d2^216 + (3 + 2a + 1a^2)d1^132d2^216 + (1 + 4a + 3a^2)d1^133d2^216 + (3 + 3a + 3a^2)d1^134d2^216 + (4 + 4a + 1a^2)d1^135d2^216 + (2 + 4a + 1a^2)d1^136d2^216 + (4 + 0a + 3a^2)d1^137d2^216 + (0 + 2a + 3a^2)d1^138d2^216 + (4 + 1a + 0a^2)d1^139d2^216 + (2 + 4a + 4a^2)d1^140d2^216 + (4 + 2a + 0a^2)d1^141d2^216 + (4 + 4a + 2a^2)d1^142d2^216 + (1 + 3a + 2a^2)d1^143d2^216 + (4 + 3a + 4a^2)d1^144d2^216 + (1 + 2a + 3a^2)d1^145d2^216 + (2 + 0a + 4a^2)d1^146d2^216 + (0 + 4a + 3a^2)d1^147d2^216 + (3 + 3a + 3a^2)d1^148d2^216 + (2 + 0a + 4a^2)d1^149d2^216 + (0 + 0a + 1a^2)d1^150d2^216 + (4 + 4a + 1a^2)d1^151d2^216 + (2 + 0a + 3a^2)d1^152d2^216 + (0 + 2a + 1a^2)d1^153d2^216 + (1 + 4a + 0a^2)d1^154d2^216 + (0 + 2a + 2a^2)d1^155d2^216 + (4 + 0a + 0a^2)d1^156d2^216 + (1 + 2a + 4a^2)d1^157d2^216 + (0 + 2a + 1a^2)d1^158d2^216 + (0 + 4a + 1a^2)d1^159d2^216 + (0 + 0a + 3a^2)d1^160d2^216 + (1 + 1a + 0a^2)d1^161d2^216 + (0 + 0a + 1a^2)d1^162d2^216 + (3 + 0a + 1a^2)d1^163d2^216 + (2 + 0a + 3a^2)d1^164d2^216 + (0 + 0a + 4a^2)d1^165d2^216 + (2 + 1a + 4a^2)d1^166d2^216 + (4 + 2a + 4a^2)d1^167d2^216 + (3 + 1a + 2a^2)d1^168d2^216 + (4 + 0a + 4a^2)d1^169d2^216 + (4 + 3a + 0a^2)d1^170d2^216 + (0 + 4a + 1a^2)d1^171d2^216 + (0 + 4a + 2a^2)d1^172d2^216 + (1 + 0a + 3a^2)d1^173d2^216 + (1 + 0a + 4a^2)d1^174d2^216 + (3 + 1a + 2a^2)d1^175d2^216 + (3 + 1a + 4a^2)d1^176d2^216 + (3 + 0a + 0a^2)d1^177d2^216 + (1 + 4a + 2a^2)d1^178d2^216 + (3 + 3a + 2a^2)d1^179d2^216 + (1 + 3a + 3a^2)d1^180d2^216 + (3 + 2a + 3a^2)d1^181d2^216 + (4 + 1a + 0a^2)d1^182d2^216 + (2 + 2a + 1a^2)d1^183d2^216 + (0 + 2a + 0a^2)d1^184d2^216 + (4 + 4a + 4a^2)d1^185d2^216 + (3 + 0a + 0a^2)d1^186d2^216 + (3 + 2a + 0a^2)d1^187d2^216 + (3 + 1a + 4a^2)d1^188d2^216 + (4 + 1a + 0a^2)d1^189d2^216 + (0 + 2a + 0a^2)d1^190d2^216 + (3 + 3a + 2a^2)d1^191d2^216 + (2 + 4a + 4a^2)d1^192d2^216 + (0 + 3a + 1a^2)d1^193d2^216 + (1 + 0a + 1a^2)d1^194d2^216 + (0 + 1a + 4a^2)d1^195d2^216 + (3 + 2a + 3a^2)d1^196d2^216 + (1 + 1a + 0a^2)d1^197d2^216 + (2 + 1a + 1a^2)d1^198d2^216 + (2 + 2a + 1a^2)d1^199d2^216 + (4 + 1a + 3a^2)d1^200d2^216 + (0 + 3a + 1a^2)d1^201d2^216 + (2 + 1a + 3a^2)d1^202d2^216 + (3 + 1a + 3a^2)d1^203d2^216 + (4 + 3a + 4a^2)d1^204d2^216 + (3 + 1a + 4a^2)d1^205d2^216 + (2 + 0a + 3a^2)d1^206d2^216 + (0 + 1a + 3a^2)d1^207d2^216 + (0 + 3a + 0a^2)d1^208d2^216 + (0 + 2a + 4a^2)d1^209d2^216 + (2 + 0a + 0a^2)d1^210d2^216 + (0 + 2a + 4a^2)d1^211d2^216 + (1 + 1a + 0a^2)d1^212d2^216 + (2 + 0a + 0a^2)d1^213d2^216 + (4 + 0a + 2a^2)d1^214d2^216 + (4 + 2a + 0a^2)d1^215d2^216 + (2 + 3a + 4a^2)d1^216d2^216 + (0 + 0a + 3a^2)d1^217d2^216 + (1 + 4a + 1a^2)d1^218d2^216 + (4 + 4a + 2a^2)d1^219d2^216 + (2 + 0a + 3a^2)d1^220d2^216 + (2 + 3a + 1a^2)d1^221d2^216 + (4 + 2a + 0a^2)d1^222d2^216 + (4 + 2a + 0a^2)d1^223d2^216 + (4 + 3a + 2a^2)d1^224d2^216 + (2 + 3a + 1a^2)d1^225d2^216 + (1 + 4a + 2a^2)d1^226d2^216 + (0 + 1a + 3a^2)d1^227d2^216 + (1 + 1a + 3a^2)d1^228d2^216 + (0 + 4a + 3a^2)d1^229d2^216 + (3 + 3a + 1a^2)d1^230d2^216 + (0 + 0a + 1a^2)d1^231d2^216 + (4 + 2a + 2a^2)d1^232d2^216 + (4 + 4a + 0a^2)d1^233d2^216 + (0 + 2a + 2a^2)d1^234d2^216 + (4 + 3a + 1a^2)d1^235d2^216 + (2 + 2a + 3a^2)d1^236d2^216 + (4 + 1a + 1a^2)d1^237d2^216 + (4 + 2a + 3a^2)d1^238d2^216 + (3 + 1a + 4a^2)d1^239d2^216 + (1 + 3a + 0a^2)d1^240d2^216 + (2 + 4a + 1a^2)d1^241d2^216 + (0 + 2a + 1a^2)d1^242d2^216 + (4 + 4a + 4a^2)d1^243d2^216 + (3 + 2a + 1a^2)d1^244d2^216 + (2 + 3a + 4a^2)d1^245d2^216 + (3 + 4a + 1a^2)d1^246d2^216 + (0 + 1a + 1a^2)d1^247d2^216 + (4 + 2a + 1a^2)d1^248d2^216 + (3 + 2a + 3a^2)d1^249d2^216 + (2 + 1a + 0a^2)d1^250d2^216 + (3 + 2a + 4a^2)d1^251d2^216 + (2 + 0a + 3a^2)d1^252d2^216 + (4 + 3a + 3a^2)d1^253d2^216 + (2 + 3a + 4a^2)d1^254d2^216 + (4 + 0a + 4a^2)d1^255d2^216 + (4 + 3a + 2a^2)d1^256d2^216 + (3 + 3a + 4a^2)d1^257d2^216 + (4 + 1a + 4a^2)d1^258d2^216 + (2 + 0a + 2a^2)d1^259d2^216 + (0 + 2a + 1a^2)d1^260d2^216 + (1 + 2a + 2a^2)d1^261d2^216 + (0 + 0a + 4a^2)d1^262d2^216 + (2 + 3a + 0a^2)d1^263d2^216 + (0 + 1a + 3a^2)d1^264d2^216 + (4 + 3a + 3a^2)d1^265d2^216 + (3 + 2a + 2a^2)d1^266d2^216 + (3 + 3a + 1a^2)d1^267d2^216 + (3 + 0a + 1a^2)d1^268d2^216 + (0 + 4a + 0a^2)d1^269d2^216 + (3 + 4a + 1a^2)d1^270d2^216 + (0 + 3a + 4a^2)d1^271d2^216 + (4 + 2a + 3a^2)d1^272d2^216 + (4 + 0a + 0a^2)d1^273d2^216 + (0 + 2a + 1a^2)d1^274d2^216 + (2 + 4a + 2a^2)d1^275d2^216 + (3 + 0a + 1a^2)d1^276d2^216 + (2 + 0a + 0a^2)d1^277d2^216 + (2 + 1a + 4a^2)d1^278d2^216 + (4 + 1a + 1a^2)d1^279d2^216 + (0 + 2a + 1a^2)d1^280d2^216 + (0 + 2a + 2a^2)d1^281d2^216 + (0 + 1a + 1a^2)d1^282d2^216 + (3 + 4a + 0a^2)d1^283d2^216 + (0 + 3a + 4a^2)d1^284d2^216 + (0 + 1a + 2a^2)d1^285d2^216 + (3 + 4a + 0a^2)d1^286d2^216 + (2 + 4a + 0a^2)d1^287d2^216 + (4 + 2a + 3a^2)d1^288d2^216 + (2 + 1a + 3a^2)d1^289d2^216 + (3 + 4a + 2a^2)d1^290d2^216 + (1 + 1a + 3a^2)d1^291d2^216 + (3 + 4a + 4a^2)d1^292d2^216 + (2 + 4a + 3a^2)d1^293d2^216 + (4 + 4a + 4a^2)d2^217 + (2 + 2a + 4a^2)d1^1d2^217 + (0 + 4a + 2a^2)d1^2d2^217 + (1 + 4a + 4a^2)d1^3d2^217 + (0 + 3a + 4a^2)d1^4d2^217 + (1 + 4a + 1a^2)d1^5d2^217 + (0 + 0a + 2a^2)d1^6d2^217 + (3 + 2a + 4a^2)d1^7d2^217 + (1 + 4a + 2a^2)d1^8d2^217 + (1 + 0a + 4a^2)d1^9d2^217 + (2 + 0a + 4a^2)d1^10d2^217 + (3 + 0a + 1a^2)d1^11d2^217 + (4 + 4a + 4a^2)d1^12d2^217 + (1 + 3a + 1a^2)d1^13d2^217 + (4 + 4a + 0a^2)d1^14d2^217 + (0 + 2a + 1a^2)d1^15d2^217 + (4 + 0a + 3a^2)d1^16d2^217 + (4 + 2a + 0a^2)d1^17d2^217 + (2 + 0a + 0a^2)d1^18d2^217 + (0 + 4a + 1a^2)d1^19d2^217 + (2 + 4a + 0a^2)d1^20d2^217 + (2 + 3a + 4a^2)d1^21d2^217 + (2 + 2a + 1a^2)d1^22d2^217 + (2 + 0a + 1a^2)d1^23d2^217 + (3 + 1a + 0a^2)d1^24d2^217 + (3 + 4a + 4a^2)d1^25d2^217 + (2 + 2a + 1a^2)d1^26d2^217 + (4 + 3a + 4a^2)d1^27d2^217 + (4 + 4a + 4a^2)d1^28d2^217 + (3 + 4a + 4a^2)d1^29d2^217 + (2 + 4a + 3a^2)d1^30d2^217 + (4 + 2a + 1a^2)d1^31d2^217 + (4 + 1a + 0a^2)d1^32d2^217 + (0 + 0a + 3a^2)d1^33d2^217 + (2 + 2a + 4a^2)d1^34d2^217 + (3 + 3a + 2a^2)d1^35d2^217 + (0 + 4a + 4a^2)d1^36d2^217 + (4 + 3a + 0a^2)d1^37d2^217 + (0 + 0a + 4a^2)d1^38d2^217 + (1 + 0a + 3a^2)d1^39d2^217 + (4 + 3a + 4a^2)d1^40d2^217 + (2 + 0a + 0a^2)d1^41d2^217 + (1 + 1a + 1a^2)d1^42d2^217 + (4 + 0a + 1a^2)d1^43d2^217 + (2 + 2a + 2a^2)d1^45d2^217 + (3 + 2a + 0a^2)d1^46d2^217 + (2 + 1a + 3a^2)d1^47d2^217 + (2 + 3a + 1a^2)d1^48d2^217 + (2 + 1a + 3a^2)d1^49d2^217 + (3 + 3a + 1a^2)d1^50d2^217 + (4 + 0a + 1a^2)d1^51d2^217 + (3 + 1a + 2a^2)d1^52d2^217 + (4 + 3a + 0a^2)d1^53d2^217 + (2 + 1a + 0a^2)d1^54d2^217 + (2 + 0a + 0a^2)d1^55d2^217 + (0 + 2a + 3a^2)d1^56d2^217 + (0 + 2a + 4a^2)d1^57d2^217 + (1 + 4a + 0a^2)d1^58d2^217 + (0 + 2a + 2a^2)d1^59d2^217 + (2 + 2a + 1a^2)d1^60d2^217 + (2 + 0a + 3a^2)d1^61d2^217 + (3 + 4a + 3a^2)d1^62d2^217 + (4 + 3a + 3a^2)d1^63d2^217 + (4 + 1a + 3a^2)d1^64d2^217 + (3 + 3a + 4a^2)d1^65d2^217 + (4 + 4a + 1a^2)d1^66d2^217 + (2 + 4a + 2a^2)d1^67d2^217 + (0 + 2a + 2a^2)d1^68d2^217 + (0 + 3a + 3a^2)d1^69d2^217 + (4 + 1a + 2a^2)d1^70d2^217 + (1 + 3a + 4a^2)d1^71d2^217 + (4 + 2a + 2a^2)d1^72d2^217 + (2 + 4a + 3a^2)d1^73d2^217 + (3 + 0a + 0a^2)d1^74d2^217 + (4 + 0a + 4a^2)d1^75d2^217 + (2 + 4a + 3a^2)d1^76d2^217 + (1 + 0a + 2a^2)d1^77d2^217 + (2 + 0a + 3a^2)d1^78d2^217 + (0 + 4a + 0a^2)d1^79d2^217 + (3 + 4a + 0a^2)d1^80d2^217 + (2 + 0a + 2a^2)d1^81d2^217 + (1 + 2a + 4a^2)d1^82d2^217 + (2 + 1a + 3a^2)d1^83d2^217 + (0 + 2a + 3a^2)d1^84d2^217 + (1 + 2a + 1a^2)d1^85d2^217 + (3 + 1a + 3a^2)d1^86d2^217 + (0 + 1a + 0a^2)d1^87d2^217 + (1 + 2a + 3a^2)d1^88d2^217 + (1 + 3a + 0a^2)d1^89d2^217 + (3 + 3a + 4a^2)d1^90d2^217 + (3 + 0a + 4a^2)d1^91d2^217 + (3 + 1a + 0a^2)d1^92d2^217 + (1 + 1a + 1a^2)d1^93d2^217 + (3 + 3a + 0a^2)d1^94d2^217 + (2 + 2a + 3a^2)d1^95d2^217 + (3 + 3a + 3a^2)d1^96d2^217 + (3 + 2a + 0a^2)d1^97d2^217 + (2 + 3a + 1a^2)d1^98d2^217 + (3 + 4a + 1a^2)d1^99d2^217 + (2 + 1a + 0a^2)d1^100d2^217 + (4 + 0a + 2a^2)d1^101d2^217 + (4 + 4a + 4a^2)d1^102d2^217 + (3 + 3a + 2a^2)d1^103d2^217 + (2 + 0a + 2a^2)d1^104d2^217 + (4 + 1a + 4a^2)d1^105d2^217 + (2 + 3a + 2a^2)d1^106d2^217 + (4 + 3a + 1a^2)d1^107d2^217 + (2 + 0a + 3a^2)d1^108d2^217 + (3 + 0a + 1a^2)d1^109d2^217 + (2 + 3a + 1a^2)d1^110d2^217 + (4 + 1a + 2a^2)d1^111d2^217 + (1 + 1a + 2a^2)d1^112d2^217 + (4 + 0a + 4a^2)d1^113d2^217 + (1 + 1a + 2a^2)d1^114d2^217 + (3 + 4a + 4a^2)d1^115d2^217 + (0 + 1a + 4a^2)d1^116d2^217 + (0 + 3a + 3a^2)d1^117d2^217 + (0 + 2a + 0a^2)d1^118d2^217 + (0 + 2a + 4a^2)d1^119d2^217 + (3 + 4a + 1a^2)d1^120d2^217 + (0 + 0a + 4a^2)d1^121d2^217 + (0 + 4a + 0a^2)d1^122d2^217 + (2 + 1a + 2a^2)d1^123d2^217 + (3 + 4a + 3a^2)d1^124d2^217 + (4 + 3a + 4a^2)d1^125d2^217 + (1 + 3a + 1a^2)d1^126d2^217 + (4 + 4a + 0a^2)d1^127d2^217 + (3 + 0a + 1a^2)d1^128d2^217 + (3 + 2a + 3a^2)d1^129d2^217 + (4 + 4a + 1a^2)d1^130d2^217 + (1 + 3a + 2a^2)d1^131d2^217 + (1 + 2a + 2a^2)d1^132d2^217 + (1 + 2a + 1a^2)d1^133d2^217 + (4 + 0a + 2a^2)d1^134d2^217 + (0 + 3a + 2a^2)d1^135d2^217 + (2 + 0a + 1a^2)d1^136d2^217 + (3 + 3a + 4a^2)d1^137d2^217 + (2 + 4a + 3a^2)d1^138d2^217 + (2 + 4a + 1a^2)d1^139d2^217 + (1 + 3a + 4a^2)d1^140d2^217 + (3 + 1a + 3a^2)d1^141d2^217 + (1 + 4a + 3a^2)d1^142d2^217 + (2 + 0a + 1a^2)d1^143d2^217 + (2 + 0a + 1a^2)d1^144d2^217 + (2 + 4a + 0a^2)d1^145d2^217 + (2 + 4a + 0a^2)d1^146d2^217 + (4 + 4a + 3a^2)d1^147d2^217 + (1 + 3a + 3a^2)d1^148d2^217 + (1 + 2a + 4a^2)d1^149d2^217 + (2 + 0a + 2a^2)d1^150d2^217 + (4 + 0a + 3a^2)d1^151d2^217 + (0 + 0a + 4a^2)d1^152d2^217 + (0 + 2a + 0a^2)d1^153d2^217 + (4 + 3a + 4a^2)d1^154d2^217 + (0 + 1a + 3a^2)d1^155d2^217 + (0 + 3a + 2a^2)d1^156d2^217 + (4 + 4a + 2a^2)d1^157d2^217 + (4 + 4a + 4a^2)d1^158d2^217 + (3 + 3a + 4a^2)d1^159d2^217 + (4 + 1a + 1a^2)d1^160d2^217 + (3 + 4a + 3a^2)d1^161d2^217 + (4 + 2a + 1a^2)d1^162d2^217 + (4 + 4a + 0a^2)d1^163d2^217 + (1 + 2a + 4a^2)d1^164d2^217 + (2 + 0a + 0a^2)d1^165d2^217 + (2 + 3a + 4a^2)d1^166d2^217 + (4 + 2a + 3a^2)d1^167d2^217 + (1 + 2a + 0a^2)d1^168d2^217 + (2 + 2a + 0a^2)d1^169d2^217 + (2 + 4a + 0a^2)d1^170d2^217 + (3 + 1a + 4a^2)d1^171d2^217 + (2 + 2a + 1a^2)d1^172d2^217 + (2 + 0a + 0a^2)d1^173d2^217 + (2 + 0a + 1a^2)d1^174d2^217 + (4 + 0a + 3a^2)d1^175d2^217 + (4 + 3a + 0a^2)d1^176d2^217 + (3 + 1a + 0a^2)d1^177d2^217 + (2 + 0a + 3a^2)d1^178d2^217 + (4 + 4a + 3a^2)d1^179d2^217 + (4 + 1a + 4a^2)d1^180d2^217 + (4 + 3a + 3a^2)d1^181d2^217 + (1 + 2a + 1a^2)d1^182d2^217 + (0 + 1a + 3a^2)d1^183d2^217 + (4 + 0a + 3a^2)d1^184d2^217 + (3 + 4a + 2a^2)d1^185d2^217 + (3 + 1a + 4a^2)d1^186d2^217 + (4 + 4a + 2a^2)d1^187d2^217 + (0 + 0a + 4a^2)d1^188d2^217 + (0 + 4a + 4a^2)d1^189d2^217 + (3 + 2a + 2a^2)d1^190d2^217 + (4 + 2a + 0a^2)d1^191d2^217 + (1 + 2a + 0a^2)d1^192d2^217 + (3 + 1a + 2a^2)d1^193d2^217 + (4 + 0a + 0a^2)d1^194d2^217 + (2 + 1a + 4a^2)d1^195d2^217 + (4 + 3a + 2a^2)d1^196d2^217 + (2 + 2a + 0a^2)d1^197d2^217 + (2 + 4a + 2a^2)d1^198d2^217 + (1 + 4a + 1a^2)d1^199d2^217 + (3 + 1a + 2a^2)d1^200d2^217 + (1 + 2a + 0a^2)d1^201d2^217 + (0 + 2a + 2a^2)d1^202d2^217 + (4 + 3a + 2a^2)d1^203d2^217 + (1 + 1a + 0a^2)d1^204d2^217 + (4 + 3a + 2a^2)d1^205d2^217 + (0 + 4a + 1a^2)d1^206d2^217 + (2 + 4a + 2a^2)d1^207d2^217 + (2 + 0a + 1a^2)d1^208d2^217 + (2 + 3a + 1a^2)d1^209d2^217 + (3 + 3a + 1a^2)d1^210d2^217 + (3 + 1a + 4a^2)d1^211d2^217 + (4 + 0a + 3a^2)d1^212d2^217 + (0 + 1a + 4a^2)d1^213d2^217 + (3 + 0a + 4a^2)d1^214d2^217 + (0 + 0a + 2a^2)d1^215d2^217 + (2 + 2a + 3a^2)d1^216d2^217 + (4 + 4a + 3a^2)d1^217d2^217 + (1 + 1a + 3a^2)d1^218d2^217 + (2 + 4a + 3a^2)d1^219d2^217 + (0 + 1a + 0a^2)d1^220d2^217 + (1 + 2a + 3a^2)d1^221d2^217 + (2 + 0a + 3a^2)d1^222d2^217 + (3 + 1a + 0a^2)d1^223d2^217 + (2 + 1a + 4a^2)d1^224d2^217 + (4 + 2a + 1a^2)d1^225d2^217 + (3 + 2a + 2a^2)d1^226d2^217 + (1 + 2a + 4a^2)d1^227d2^217 + (3 + 4a + 3a^2)d1^228d2^217 + (0 + 0a + 2a^2)d1^229d2^217 + (4 + 4a + 2a^2)d1^230d2^217 + (1 + 3a + 2a^2)d1^231d2^217 + (3 + 0a + 4a^2)d1^232d2^217 + (3 + 4a + 3a^2)d1^233d2^217 + (1 + 4a + 3a^2)d1^234d2^217 + (3 + 0a + 2a^2)d1^235d2^217 + (4 + 2a + 4a^2)d1^236d2^217 + (4 + 4a + 0a^2)d1^237d2^217 + (0 + 4a + 1a^2)d1^238d2^217 + (2 + 4a + 0a^2)d1^239d2^217 + (3 + 2a + 3a^2)d1^240d2^217 + (4 + 0a + 4a^2)d1^241d2^217 + (3 + 0a + 0a^2)d1^242d2^217 + (2 + 1a + 1a^2)d1^243d2^217 + (0 + 4a + 1a^2)d1^244d2^217 + (0 + 3a + 3a^2)d1^245d2^217 + (4 + 2a + 1a^2)d1^246d2^217 + (1 + 2a + 2a^2)d1^247d2^217 + (2 + 4a + 4a^2)d1^248d2^217 + (4 + 2a + 3a^2)d1^249d2^217 + (3 + 3a + 0a^2)d1^250d2^217 + (1 + 3a + 3a^2)d1^251d2^217 + (0 + 3a + 4a^2)d1^252d2^217 + (0 + 0a + 3a^2)d1^253d2^217 + (4 + 4a + 2a^2)d1^254d2^217 + (1 + 3a + 2a^2)d1^255d2^217 + (2 + 4a + 0a^2)d1^256d2^217 + (3 + 0a + 4a^2)d1^257d2^217 + (3 + 2a + 1a^2)d1^258d2^217 + (0 + 2a + 4a^2)d1^259d2^217 + (3 + 4a + 3a^2)d1^260d2^217 + (1 + 4a + 2a^2)d1^261d2^217 + (2 + 3a + 0a^2)d1^262d2^217 + (3 + 3a + 1a^2)d1^263d2^217 + (1 + 4a + 4a^2)d1^264d2^217 + (0 + 1a + 0a^2)d1^265d2^217 + (1 + 3a + 2a^2)d1^266d2^217 + (1 + 4a + 4a^2)d1^267d2^217 + (4 + 4a + 2a^2)d1^268d2^217 + (3 + 4a + 4a^2)d1^269d2^217 + (0 + 4a + 0a^2)d1^270d2^217 + (4 + 4a + 4a^2)d1^271d2^217 + (4 + 3a + 4a^2)d1^272d2^217 + (3 + 3a + 0a^2)d1^273d2^217 + (4 + 4a + 0a^2)d1^274d2^217 + (0 + 3a + 0a^2)d1^275d2^217 + (4 + 3a + 3a^2)d1^276d2^217 + (3 + 2a + 1a^2)d1^277d2^217 + (4 + 0a + 0a^2)d1^278d2^217 + (3 + 2a + 1a^2)d1^279d2^217 + (3 + 1a + 0a^2)d1^280d2^217 + (0 + 3a + 2a^2)d1^281d2^217 + (1 + 0a + 4a^2)d1^282d2^217 + (0 + 2a + 0a^2)d1^283d2^217 + (0 + 4a + 1a^2)d1^284d2^217 + (1 + 4a + 1a^2)d1^285d2^217 + (0 + 3a + 1a^2)d1^286d2^217 + (1 + 2a + 4a^2)d1^287d2^217 + (3 + 4a + 3a^2)d1^288d2^217 + (4 + 1a + 0a^2)d1^289d2^217 + (2 + 1a + 0a^2)d1^290d2^217 + (2 + 4a + 4a^2)d1^291d2^217 + (3 + 3a + 4a^2)d1^292d2^217 + (3 + 0a + 3a^2)d1^293d2^217 + (1 + 3a + 4a^2)d2^218 + (4 + 1a + 1a^2)d1^1d2^218 + (4 + 0a + 2a^2)d1^2d2^218 + (2 + 3a + 1a^2)d1^3d2^218 + (4 + 4a + 4a^2)d1^4d2^218 + (1 + 4a + 3a^2)d1^5d2^218 + (0 + 2a + 3a^2)d1^6d2^218 + (2 + 3a + 0a^2)d1^7d2^218 + (2 + 0a + 1a^2)d1^8d2^218 + (4 + 1a + 2a^2)d1^9d2^218 + (1 + 2a + 3a^2)d1^10d2^218 + (2 + 1a + 3a^2)d1^11d2^218 + (4 + 2a + 4a^2)d1^12d2^218 + (3 + 4a + 2a^2)d1^13d2^218 + (0 + 3a + 2a^2)d1^14d2^218 + (4 + 0a + 0a^2)d1^15d2^218 + (3 + 1a + 0a^2)d1^16d2^218 + (3 + 0a + 4a^2)d1^17d2^218 + (3 + 4a + 0a^2)d1^18d2^218 + (3 + 3a + 4a^2)d1^19d2^218 + (2 + 1a + 1a^2)d1^20d2^218 + (3 + 0a + 4a^2)d1^21d2^218 + (4 + 1a + 1a^2)d1^22d2^218 + (1 + 2a + 0a^2)d1^23d2^218 + (4 + 3a + 3a^2)d1^24d2^218 + (1 + 0a + 0a^2)d1^25d2^218 + (3 + 0a + 4a^2)d1^26d2^218 + (1 + 4a + 1a^2)d1^27d2^218 + (2 + 0a + 2a^2)d1^28d2^218 + (2 + 1a + 4a^2)d1^29d2^218 + (3 + 2a + 0a^2)d1^30d2^218 + (4 + 0a + 2a^2)d1^31d2^218 + (1 + 4a + 3a^2)d1^32d2^218 + (2 + 4a + 0a^2)d1^33d2^218 + (1 + 3a + 0a^2)d1^34d2^218 + (2 + 1a + 4a^2)d1^35d2^218 + (4 + 2a + 0a^2)d1^36d2^218 + (0 + 0a + 1a^2)d1^37d2^218 + (2 + 0a + 0a^2)d1^38d2^218 + (3 + 4a + 1a^2)d1^39d2^218 + (4 + 1a + 4a^2)d1^40d2^218 + (2 + 2a + 1a^2)d1^41d2^218 + (4 + 2a + 2a^2)d1^42d2^218 + (3 + 0a + 4a^2)d1^43d2^218 + (4 + 3a + 4a^2)d1^44d2^218 + (1 + 1a + 2a^2)d1^45d2^218 + (4 + 4a + 1a^2)d1^46d2^218 + (2 + 4a + 4a^2)d1^47d2^218 + (1 + 4a + 4a^2)d1^48d2^218 + (0 + 3a + 3a^2)d1^49d2^218 + (1 + 3a + 3a^2)d1^50d2^218 + (1 + 1a + 0a^2)d1^51d2^218 + (1 + 4a + 1a^2)d1^52d2^218 + (4 + 0a + 2a^2)d1^53d2^218 + (1 + 4a + 3a^2)d1^54d2^218 + (2 + 4a + 2a^2)d1^55d2^218 + (3 + 0a + 2a^2)d1^56d2^218 + (4 + 3a + 3a^2)d1^57d2^218 + (0 + 4a + 0a^2)d1^58d2^218 + (1 + 4a + 0a^2)d1^59d2^218 + (2 + 1a + 0a^2)d1^60d2^218 + (0 + 3a + 3a^2)d1^61d2^218 + (2 + 1a + 0a^2)d1^62d2^218 + (3 + 3a + 4a^2)d1^63d2^218 + (4 + 0a + 1a^2)d1^64d2^218 + (4 + 1a + 1a^2)d1^65d2^218 + (2 + 2a + 4a^2)d1^66d2^218 + (0 + 4a + 4a^2)d1^67d2^218 + (0 + 3a + 1a^2)d1^68d2^218 + (4 + 2a + 2a^2)d1^69d2^218 + (2 + 0a + 1a^2)d1^70d2^218 + (4 + 4a + 3a^2)d1^71d2^218 + (4 + 4a + 0a^2)d1^72d2^218 + (3 + 3a + 1a^2)d1^73d2^218 + (1 + 4a + 1a^2)d1^74d2^218 + (0 + 3a + 2a^2)d1^75d2^218 + (3 + 1a + 2a^2)d1^76d2^218 + (1 + 3a + 0a^2)d1^77d2^218 + (3 + 4a + 3a^2)d1^78d2^218 + (3 + 4a + 2a^2)d1^79d2^218 + (3 + 3a + 2a^2)d1^80d2^218 + (1 + 4a + 4a^2)d1^81d2^218 + (3 + 4a + 2a^2)d1^82d2^218 + (1 + 4a + 4a^2)d1^83d2^218 + (3 + 4a + 1a^2)d1^84d2^218 + (3 + 0a + 2a^2)d1^85d2^218 + (2 + 4a + 1a^2)d1^86d2^218 + (2 + 0a + 2a^2)d1^87d2^218 + (1 + 4a + 4a^2)d1^88d2^218 + (1 + 0a + 3a^2)d1^89d2^218 + (3 + 4a + 0a^2)d1^90d2^218 + (3 + 2a + 1a^2)d1^91d2^218 + (4 + 1a + 2a^2)d1^92d2^218 + (2 + 3a + 2a^2)d1^93d2^218 + (0 + 0a + 2a^2)d1^94d2^218 + (4 + 2a + 4a^2)d1^95d2^218 + (3 + 1a + 2a^2)d1^96d2^218 + (4 + 0a + 4a^2)d1^97d2^218 + (3 + 1a + 2a^2)d1^98d2^218 + (3 + 2a + 2a^2)d1^99d2^218 + (3 + 1a + 2a^2)d1^100d2^218 + (3 + 2a + 3a^2)d1^101d2^218 + (1 + 4a + 1a^2)d1^102d2^218 + (2 + 3a + 2a^2)d1^103d2^218 + (4 + 0a + 2a^2)d1^104d2^218 + (1 + 2a + 2a^2)d1^105d2^218 + (2 + 1a + 4a^2)d1^106d2^218 + (3 + 4a + 1a^2)d1^107d2^218 + (0 + 3a + 0a^2)d1^108d2^218 + (0 + 3a + 3a^2)d1^109d2^218 + (4 + 0a + 1a^2)d1^110d2^218 + (1 + 0a + 1a^2)d1^111d2^218 + (1 + 1a + 2a^2)d1^112d2^218 + (0 + 0a + 2a^2)d1^113d2^218 + (2 + 0a + 3a^2)d1^114d2^218 + (3 + 2a + 0a^2)d1^115d2^218 + (1 + 1a + 3a^2)d1^116d2^218 + (3 + 2a + 4a^2)d1^117d2^218 + (0 + 3a + 4a^2)d1^118d2^218 + (1 + 0a + 2a^2)d1^119d2^218 + (2 + 0a + 0a^2)d1^120d2^218 + (4 + 0a + 0a^2)d1^121d2^218 + (1 + 2a + 0a^2)d1^122d2^218 + (3 + 3a + 3a^2)d1^123d2^218 + (2 + 1a + 1a^2)d1^124d2^218 + (4 + 3a + 2a^2)d1^125d2^218 + (0 + 0a + 4a^2)d1^126d2^218 + (3 + 2a + 0a^2)d1^127d2^218 + (0 + 2a + 4a^2)d1^128d2^218 + (3 + 2a + 0a^2)d1^129d2^218 + (3 + 0a + 0a^2)d1^130d2^218 + (4 + 3a + 2a^2)d1^131d2^218 + (0 + 4a + 1a^2)d1^132d2^218 + (0 + 2a + 1a^2)d1^133d2^218 + (1 + 1a + 0a^2)d1^134d2^218 + (2 + 4a + 1a^2)d1^135d2^218 + (1 + 1a + 4a^2)d1^136d2^218 + (4 + 4a + 0a^2)d1^137d2^218 + (4 + 3a + 4a^2)d1^138d2^218 + (1 + 3a + 2a^2)d1^139d2^218 + (0 + 2a + 4a^2)d1^140d2^218 + (1 + 1a + 3a^2)d1^141d2^218 + (0 + 2a + 3a^2)d1^143d2^218 + (3 + 4a + 0a^2)d1^144d2^218 + (0 + 1a + 1a^2)d1^145d2^218 + (0 + 0a + 4a^2)d1^146d2^218 + (2 + 0a + 1a^2)d1^147d2^218 + (2 + 4a + 2a^2)d1^148d2^218 + (2 + 0a + 0a^2)d1^149d2^218 + (2 + 0a + 3a^2)d1^150d2^218 + (4 + 2a + 2a^2)d1^151d2^218 + (4 + 4a + 1a^2)d1^152d2^218 + (3 + 1a + 0a^2)d1^153d2^218 + (2 + 2a + 3a^2)d1^154d2^218 + (0 + 0a + 3a^2)d1^155d2^218 + (2 + 0a + 4a^2)d1^156d2^218 + (3 + 2a + 2a^2)d1^157d2^218 + (4 + 0a + 2a^2)d1^159d2^218 + (4 + 0a + 4a^2)d1^160d2^218 + (4 + 2a + 0a^2)d1^161d2^218 + (1 + 4a + 4a^2)d1^162d2^218 + (3 + 2a + 2a^2)d1^163d2^218 + (4 + 3a + 1a^2)d1^164d2^218 + (2 + 4a + 2a^2)d1^165d2^218 + (2 + 4a + 0a^2)d1^166d2^218 + (2 + 3a + 2a^2)d1^167d2^218 + (4 + 1a + 0a^2)d1^168d2^218 + (3 + 3a + 1a^2)d1^169d2^218 + (0 + 4a + 2a^2)d1^170d2^218 + (3 + 4a + 3a^2)d1^171d2^218 + (4 + 4a + 1a^2)d1^172d2^218 + (0 + 2a + 0a^2)d1^173d2^218 + (3 + 3a + 2a^2)d1^174d2^218 + (1 + 2a + 3a^2)d1^175d2^218 + (1 + 1a + 2a^2)d1^176d2^218 + (1 + 1a + 0a^2)d1^177d2^218 + (0 + 4a + 3a^2)d1^178d2^218 + (2 + 4a + 3a^2)d1^179d2^218 + (3 + 4a + 3a^2)d1^180d2^218 + (4 + 1a + 4a^2)d1^181d2^218 + (0 + 0a + 2a^2)d1^182d2^218 + (4 + 1a + 1a^2)d1^183d2^218 + (3 + 0a + 2a^2)d1^184d2^218 + (2 + 1a + 0a^2)d1^185d2^218 + (2 + 0a + 3a^2)d1^186d2^218 + (4 + 3a + 3a^2)d1^187d2^218 + (0 + 2a + 1a^2)d1^188d2^218 + (1 + 3a + 3a^2)d1^189d2^218 + (4 + 3a + 3a^2)d1^190d2^218 + (0 + 4a + 2a^2)d1^191d2^218 + (0 + 4a + 4a^2)d1^192d2^218 + (1 + 2a + 4a^2)d1^193d2^218 + (1 + 0a + 3a^2)d1^194d2^218 + (0 + 3a + 4a^2)d1^195d2^218 + (4 + 2a + 0a^2)d1^197d2^218 + (1 + 0a + 3a^2)d1^198d2^218 + (0 + 1a + 3a^2)d1^199d2^218 + (2 + 1a + 4a^2)d1^200d2^218 + (3 + 3a + 2a^2)d1^201d2^218 + (1 + 1a + 3a^2)d1^202d2^218 + (4 + 0a + 2a^2)d1^203d2^218 + (4 + 0a + 0a^2)d1^204d2^218 + (1 + 2a + 3a^2)d1^205d2^218 + (3 + 3a + 4a^2)d1^206d2^218 + (1 + 4a + 1a^2)d1^207d2^218 + (2 + 4a + 1a^2)d1^208d2^218 + (0 + 4a + 2a^2)d1^209d2^218 + (4 + 2a + 3a^2)d1^210d2^218 + (3 + 3a + 1a^2)d1^211d2^218 + (3 + 4a + 4a^2)d1^212d2^218 + (0 + 2a + 4a^2)d1^213d2^218 + (2 + 3a + 0a^2)d1^214d2^218 + (0 + 1a + 1a^2)d1^215d2^218 + (0 + 2a + 4a^2)d1^216d2^218 + (2 + 0a + 1a^2)d1^217d2^218 + (4 + 3a + 3a^2)d1^218d2^218 + (3 + 3a + 4a^2)d1^219d2^218 + (0 + 1a + 1a^2)d1^220d2^218 + (3 + 2a + 3a^2)d1^221d2^218 + (4 + 0a + 3a^2)d1^222d2^218 + (0 + 4a + 4a^2)d1^223d2^218 + (4 + 2a + 0a^2)d1^224d2^218 + (3 + 1a + 0a^2)d1^225d2^218 + (1 + 0a + 4a^2)d1^226d2^218 + (1 + 3a + 4a^2)d1^227d2^218 + (3 + 2a + 3a^2)d1^228d2^218 + (2 + 0a + 4a^2)d1^229d2^218 + (0 + 1a + 2a^2)d1^230d2^218 + (0 + 1a + 3a^2)d1^231d2^218 + (4 + 0a + 0a^2)d1^232d2^218 + (0 + 2a + 2a^2)d1^233d2^218 + (3 + 0a + 2a^2)d1^234d2^218 + (2 + 3a + 0a^2)d1^235d2^218 + (1 + 1a + 2a^2)d1^236d2^218 + (4 + 1a + 3a^2)d1^237d2^218 + (3 + 2a + 4a^2)d1^238d2^218 + (0 + 2a + 4a^2)d1^239d2^218 + (2 + 0a + 4a^2)d1^240d2^218 + (4 + 4a + 3a^2)d1^241d2^218 + (0 + 0a + 4a^2)d1^242d2^218 + (1 + 4a + 2a^2)d1^243d2^218 + (0 + 1a + 1a^2)d1^244d2^218 + (2 + 3a + 2a^2)d1^245d2^218 + (4 + 0a + 3a^2)d1^246d2^218 + (1 + 1a + 1a^2)d1^247d2^218 + (4 + 2a + 0a^2)d1^248d2^218 + (4 + 4a + 3a^2)d1^249d2^218 + (3 + 3a + 3a^2)d1^250d2^218 + (3 + 3a + 3a^2)d1^251d2^218 + (1 + 4a + 1a^2)d1^252d2^218 + (2 + 3a + 0a^2)d1^253d2^218 + (4 + 2a + 0a^2)d1^254d2^218 + (2 + 0a + 0a^2)d1^255d2^218 + (4 + 0a + 0a^2)d1^256d2^218 + (0 + 3a + 3a^2)d1^257d2^218 + (1 + 1a + 2a^2)d1^258d2^218 + (4 + 1a + 4a^2)d1^259d2^218 + (4 + 2a + 4a^2)d1^260d2^218 + (1 + 0a + 3a^2)d1^261d2^218 + (4 + 3a + 2a^2)d1^262d2^218 + (3 + 2a + 0a^2)d1^263d2^218 + (4 + 3a + 0a^2)d1^264d2^218 + (4 + 1a + 3a^2)d1^265d2^218 + (1 + 4a + 3a^2)d1^266d2^218 + (0 + 1a + 3a^2)d1^267d2^218 + (4 + 2a + 0a^2)d1^268d2^218 + (1 + 4a + 2a^2)d1^269d2^218 + (4 + 4a + 1a^2)d1^270d2^218 + (0 + 0a + 3a^2)d1^271d2^218 + (4 + 0a + 4a^2)d1^272d2^218 + (4 + 2a + 3a^2)d1^273d2^218 + (4 + 4a + 2a^2)d1^274d2^218 + (2 + 0a + 4a^2)d1^275d2^218 + (1 + 1a + 1a^2)d1^276d2^218 + (0 + 4a + 3a^2)d1^277d2^218 + (0 + 2a + 3a^2)d1^278d2^218 + (0 + 4a + 0a^2)d1^279d2^218 + (2 + 3a + 2a^2)d1^280d2^218 + (3 + 0a + 1a^2)d1^281d2^218 + (4 + 0a + 4a^2)d1^282d2^218 + (2 + 2a + 4a^2)d1^283d2^218 + (4 + 2a + 2a^2)d1^284d2^218 + (0 + 1a + 0a^2)d1^285d2^218 + (2 + 1a + 1a^2)d1^286d2^218 + (0 + 3a + 2a^2)d1^287d2^218 + (3 + 0a + 3a^2)d1^288d2^218 + (0 + 4a + 1a^2)d1^289d2^218 + (1 + 4a + 2a^2)d1^290d2^218 + (3 + 4a + 3a^2)d1^291d2^218 + (1 + 0a + 2a^2)d1^292d2^218 + (0 + 2a + 1a^2)d1^293d2^218 + (1 + 2a + 0a^2)d2^219 + (4 + 1a + 1a^2)d1^1d2^219 + (4 + 1a + 4a^2)d1^2d2^219 + (4 + 2a + 3a^2)d1^3d2^219 + (2 + 1a + 1a^2)d1^4d2^219 + (2 + 4a + 4a^2)d1^5d2^219 + (4 + 1a + 2a^2)d1^6d2^219 + (2 + 3a + 0a^2)d1^7d2^219 + (3 + 4a + 3a^2)d1^8d2^219 + (1 + 0a + 1a^2)d1^9d2^219 + (1 + 0a + 1a^2)d1^10d2^219 + (3 + 0a + 0a^2)d1^11d2^219 + (3 + 2a + 2a^2)d1^12d2^219 + (4 + 1a + 2a^2)d1^13d2^219 + (2 + 0a + 0a^2)d1^14d2^219 + (4 + 3a + 0a^2)d1^15d2^219 + (0 + 0a + 4a^2)d1^16d2^219 + (3 + 0a + 4a^2)d1^17d2^219 + (2 + 3a + 3a^2)d1^18d2^219 + (3 + 1a + 0a^2)d1^19d2^219 + (4 + 3a + 2a^2)d1^20d2^219 + (0 + 4a + 4a^2)d1^21d2^219 + (3 + 1a + 4a^2)d1^22d2^219 + (1 + 4a + 3a^2)d1^23d2^219 + (4 + 3a + 2a^2)d1^24d2^219 + (2 + 4a + 4a^2)d1^25d2^219 + (4 + 2a + 2a^2)d1^26d2^219 + (4 + 4a + 2a^2)d1^27d2^219 + (4 + 1a + 1a^2)d1^28d2^219 + (1 + 1a + 4a^2)d1^29d2^219 + (3 + 0a + 4a^2)d1^30d2^219 + (3 + 2a + 3a^2)d1^31d2^219 + (1 + 0a + 0a^2)d1^32d2^219 + (4 + 4a + 1a^2)d1^33d2^219 + (2 + 4a + 4a^2)d1^34d2^219 + (4 + 1a + 1a^2)d1^35d2^219 + (2 + 0a + 2a^2)d1^36d2^219 + (2 + 1a + 1a^2)d1^37d2^219 + (0 + 0a + 3a^2)d1^38d2^219 + (1 + 1a + 0a^2)d1^39d2^219 + (2 + 4a + 1a^2)d1^40d2^219 + (0 + 0a + 1a^2)d1^41d2^219 + (3 + 3a + 3a^2)d1^42d2^219 + (4 + 3a + 3a^2)d1^43d2^219 + (3 + 3a + 2a^2)d1^44d2^219 + (4 + 4a + 0a^2)d1^45d2^219 + (0 + 1a + 1a^2)d1^46d2^219 + (1 + 2a + 1a^2)d1^47d2^219 + (3 + 3a + 1a^2)d1^48d2^219 + (1 + 2a + 1a^2)d1^49d2^219 + (3 + 3a + 2a^2)d1^50d2^219 + (2 + 2a + 1a^2)d1^51d2^219 + (4 + 1a + 3a^2)d1^52d2^219 + (1 + 2a + 0a^2)d1^53d2^219 + (3 + 1a + 3a^2)d1^54d2^219 + (0 + 2a + 0a^2)d1^55d2^219 + (3 + 0a + 4a^2)d1^56d2^219 + (3 + 3a + 1a^2)d1^57d2^219 + (4 + 3a + 2a^2)d1^58d2^219 + (0 + 0a + 3a^2)d1^59d2^219 + (2 + 3a + 2a^2)d1^60d2^219 + (2 + 0a + 2a^2)d1^61d2^219 + (0 + 2a + 1a^2)d1^62d2^219 + (1 + 4a + 0a^2)d1^63d2^219 + (1 + 1a + 2a^2)d1^64d2^219 + (4 + 2a + 1a^2)d1^65d2^219 + (1 + 4a + 1a^2)d1^66d2^219 + (4 + 0a + 2a^2)d1^67d2^219 + (4 + 0a + 4a^2)d1^68d2^219 + (3 + 0a + 1a^2)d1^69d2^219 + (2 + 1a + 1a^2)d1^70d2^219 + (4 + 4a + 2a^2)d1^71d2^219 + (4 + 2a + 4a^2)d1^72d2^219 + (4 + 1a + 2a^2)d1^73d2^219 + (2 + 4a + 4a^2)d1^74d2^219 + (2 + 1a + 0a^2)d1^75d2^219 + (2 + 1a + 4a^2)d1^76d2^219 + (4 + 1a + 4a^2)d1^77d2^219 + (4 + 1a + 4a^2)d1^78d2^219 + (2 + 2a + 4a^2)d1^79d2^219 + (3 + 4a + 2a^2)d1^80d2^219 + (1 + 1a + 1a^2)d1^81d2^219 + (0 + 2a + 2a^2)d1^82d2^219 + (3 + 2a + 1a^2)d1^83d2^219 + (2 + 0a + 2a^2)d1^84d2^219 + (1 + 3a + 4a^2)d1^85d2^219 + (1 + 1a + 3a^2)d1^86d2^219 + (4 + 4a + 4a^2)d1^87d2^219 + (0 + 0a + 1a^2)d1^88d2^219 + (1 + 4a + 2a^2)d1^89d2^219 + (2 + 1a + 0a^2)d1^90d2^219 + (3 + 0a + 1a^2)d1^91d2^219 + (4 + 0a + 4a^2)d1^92d2^219 + (1 + 3a + 3a^2)d1^93d2^219 + (1 + 1a + 3a^2)d1^94d2^219 + (0 + 1a + 2a^2)d1^95d2^219 + (0 + 0a + 2a^2)d1^96d2^219 + (1 + 4a + 0a^2)d1^97d2^219 + (1 + 3a + 3a^2)d1^98d2^219 + (1 + 0a + 0a^2)d1^99d2^219 + (2 + 2a + 4a^2)d1^100d2^219 + (4 + 3a + 0a^2)d1^101d2^219 + (4 + 4a + 1a^2)d1^102d2^219 + (0 + 3a + 2a^2)d1^103d2^219 + (1 + 0a + 2a^2)d1^105d2^219 + (3 + 2a + 0a^2)d1^106d2^219 + (3 + 4a + 2a^2)d1^107d2^219 + (2 + 3a + 1a^2)d1^108d2^219 + (2 + 4a + 3a^2)d1^109d2^219 + (4 + 0a + 4a^2)d1^110d2^219 + (1 + 0a + 0a^2)d1^111d2^219 + (3 + 4a + 4a^2)d1^112d2^219 + (3 + 3a + 3a^2)d1^113d2^219 + (3 + 0a + 4a^2)d1^114d2^219 + (0 + 1a + 0a^2)d1^115d2^219 + (4 + 2a + 2a^2)d1^116d2^219 + (4 + 0a + 0a^2)d1^117d2^219 + (1 + 4a + 1a^2)d1^118d2^219 + (1 + 0a + 2a^2)d1^119d2^219 + (1 + 2a + 4a^2)d1^120d2^219 + (0 + 0a + 4a^2)d1^121d2^219 + (4 + 1a + 3a^2)d1^122d2^219 + (4 + 1a + 4a^2)d1^123d2^219 + (1 + 2a + 4a^2)d1^124d2^219 + (1 + 0a + 4a^2)d1^125d2^219 + (1 + 1a + 4a^2)d1^126d2^219 + (0 + 2a + 1a^2)d1^127d2^219 + (1 + 2a + 4a^2)d1^128d2^219 + (1 + 0a + 2a^2)d1^129d2^219 + (3 + 0a + 4a^2)d1^130d2^219 + (3 + 4a + 3a^2)d1^131d2^219 + (1 + 1a + 0a^2)d1^132d2^219 + (3 + 1a + 2a^2)d1^133d2^219 + (2 + 3a + 4a^2)d1^134d2^219 + (0 + 1a + 0a^2)d1^135d2^219 + (2 + 1a + 1a^2)d1^136d2^219 + (1 + 4a + 1a^2)d1^137d2^219 + (0 + 1a + 2a^2)d1^138d2^219 + (3 + 1a + 4a^2)d1^139d2^219 + (1 + 2a + 1a^2)d1^140d2^219 + (0 + 2a + 3a^2)d1^141d2^219 + (2 + 1a + 2a^2)d1^142d2^219 + (2 + 2a + 3a^2)d1^143d2^219 + (4 + 4a + 3a^2)d1^144d2^219 + (0 + 2a + 2a^2)d1^145d2^219 + (3 + 2a + 4a^2)d1^146d2^219 + (0 + 1a + 2a^2)d1^147d2^219 + (2 + 2a + 1a^2)d1^148d2^219 + (1 + 2a + 0a^2)d1^149d2^219 + (1 + 3a + 2a^2)d1^150d2^219 + (1 + 0a + 2a^2)d1^151d2^219 + (3 + 3a + 2a^2)d1^152d2^219 + (4 + 3a + 0a^2)d1^153d2^219 + (1 + 4a + 4a^2)d1^154d2^219 + (4 + 4a + 0a^2)d1^155d2^219 + (3 + 3a + 4a^2)d1^156d2^219 + (1 + 1a + 0a^2)d1^157d2^219 + (0 + 2a + 2a^2)d1^158d2^219 + (1 + 2a + 4a^2)d1^159d2^219 + (3 + 4a + 3a^2)d1^160d2^219 + (2 + 4a + 2a^2)d1^161d2^219 + (2 + 3a + 3a^2)d1^162d2^219 + (3 + 1a + 4a^2)d1^163d2^219 + (4 + 1a + 3a^2)d1^164d2^219 + (3 + 2a + 0a^2)d1^165d2^219 + (1 + 0a + 3a^2)d1^166d2^219 + (4 + 4a + 3a^2)d1^167d2^219 + (2 + 0a + 3a^2)d1^168d2^219 + (3 + 3a + 4a^2)d1^169d2^219 + (3 + 1a + 3a^2)d1^170d2^219 + (0 + 4a + 0a^2)d1^171d2^219 + (3 + 1a + 2a^2)d1^172d2^219 + (2 + 3a + 4a^2)d1^173d2^219 + (4 + 0a + 1a^2)d1^174d2^219 + (3 + 3a + 0a^2)d1^175d2^219 + (4 + 4a + 2a^2)d1^176d2^219 + (3 + 4a + 2a^2)d1^177d2^219 + (3 + 1a + 2a^2)d1^178d2^219 + (1 + 2a + 4a^2)d1^179d2^219 + (0 + 3a + 3a^2)d1^180d2^219 + (1 + 1a + 0a^2)d1^181d2^219 + (4 + 3a + 3a^2)d1^182d2^219 + (3 + 0a + 1a^2)d1^183d2^219 + (3 + 3a + 4a^2)d1^184d2^219 + (2 + 4a + 2a^2)d1^185d2^219 + (1 + 1a + 3a^2)d1^186d2^219 + (1 + 3a + 0a^2)d1^187d2^219 + (3 + 3a + 3a^2)d1^188d2^219 + (0 + 3a + 0a^2)d1^189d2^219 + (0 + 0a + 4a^2)d1^190d2^219 + (3 + 1a + 4a^2)d1^191d2^219 + (3 + 0a + 2a^2)d1^192d2^219 + (3 + 3a + 3a^2)d1^193d2^219 + (0 + 3a + 0a^2)d1^194d2^219 + (3 + 1a + 0a^2)d1^195d2^219 + (4 + 0a + 3a^2)d1^196d2^219 + (3 + 1a + 2a^2)d1^197d2^219 + (2 + 1a + 4a^2)d1^198d2^219 + (2 + 4a + 1a^2)d1^199d2^219 + (4 + 1a + 4a^2)d1^200d2^219 + (4 + 1a + 2a^2)d1^201d2^219 + (1 + 3a + 2a^2)d1^202d2^219 + (3 + 0a + 2a^2)d1^203d2^219 + (3 + 0a + 2a^2)d1^204d2^219 + (2 + 4a + 1a^2)d1^205d2^219 + (2 + 1a + 3a^2)d1^206d2^219 + (4 + 4a + 3a^2)d1^207d2^219 + (0 + 0a + 1a^2)d1^208d2^219 + (3 + 1a + 0a^2)d1^209d2^219 + (1 + 1a + 1a^2)d1^210d2^219 + (0 + 2a + 2a^2)d1^211d2^219 + (4 + 0a + 0a^2)d1^212d2^219 + (2 + 1a + 0a^2)d1^213d2^219 + (3 + 4a + 1a^2)d1^214d2^219 + (2 + 4a + 2a^2)d1^215d2^219 + (4 + 0a + 4a^2)d1^216d2^219 + (1 + 1a + 2a^2)d1^217d2^219 + (2 + 2a + 2a^2)d1^218d2^219 + (0 + 0a + 1a^2)d1^219d2^219 + (4 + 1a + 2a^2)d1^220d2^219 + (1 + 4a + 1a^2)d1^221d2^219 + (3 + 2a + 3a^2)d1^222d2^219 + (0 + 2a + 4a^2)d1^223d2^219 + (0 + 1a + 2a^2)d1^224d2^219 + (0 + 0a + 4a^2)d1^225d2^219 + (4 + 2a + 4a^2)d1^226d2^219 + (2 + 2a + 1a^2)d1^227d2^219 + (0 + 4a + 0a^2)d1^228d2^219 + (4 + 3a + 3a^2)d1^229d2^219 + (4 + 3a + 3a^2)d1^230d2^219 + (2 + 3a + 0a^2)d1^231d2^219 + (1 + 1a + 4a^2)d1^232d2^219 + (4 + 2a + 3a^2)d1^233d2^219 + (0 + 2a + 0a^2)d1^234d2^219 + (3 + 0a + 3a^2)d1^235d2^219 + (2 + 0a + 0a^2)d1^236d2^219 + (0 + 3a + 0a^2)d1^237d2^219 + (4 + 1a + 3a^2)d1^238d2^219 + (3 + 4a + 2a^2)d1^239d2^219 + (4 + 0a + 3a^2)d1^240d2^219 + (1 + 4a + 0a^2)d1^241d2^219 + (2 + 1a + 2a^2)d1^242d2^219 + (3 + 1a + 2a^2)d1^243d2^219 + (3 + 1a + 0a^2)d1^244d2^219 + (4 + 4a + 2a^2)d1^245d2^219 + (2 + 1a + 4a^2)d1^246d2^219 + (2 + 1a + 2a^2)d1^247d2^219 + (3 + 4a + 1a^2)d1^248d2^219 + (2 + 1a + 1a^2)d1^249d2^219 + (3 + 3a + 1a^2)d1^250d2^219 + (1 + 1a + 3a^2)d1^251d2^219 + (0 + 1a + 0a^2)d1^252d2^219 + (4 + 0a + 0a^2)d1^253d2^219 + (2 + 1a + 3a^2)d1^254d2^219 + (1 + 1a + 4a^2)d1^255d2^219 + (1 + 2a + 2a^2)d1^256d2^219 + (4 + 1a + 2a^2)d1^257d2^219 + (1 + 3a + 0a^2)d1^258d2^219 + (1 + 0a + 0a^2)d1^259d2^219 + (1 + 3a + 2a^2)d1^260d2^219 + (4 + 4a + 3a^2)d1^261d2^219 + (0 + 4a + 3a^2)d1^262d2^219 + (2 + 4a + 1a^2)d1^263d2^219 + (2 + 4a + 2a^2)d1^264d2^219 + (4 + 3a + 0a^2)d1^265d2^219 + (3 + 3a + 0a^2)d1^266d2^219 + (1 + 0a + 2a^2)d1^267d2^219 + (4 + 0a + 4a^2)d1^268d2^219 + (3 + 2a + 2a^2)d1^269d2^219 + (3 + 2a + 3a^2)d1^270d2^219 + (1 + 2a + 0a^2)d1^271d2^219 + (3 + 3a + 2a^2)d1^272d2^219 + (1 + 4a + 3a^2)d1^273d2^219 + (4 + 1a + 1a^2)d1^274d2^219 + (4 + 4a + 0a^2)d1^275d2^219 + (2 + 3a + 2a^2)d1^276d2^219 + (0 + 4a + 0a^2)d1^277d2^219 + (4 + 1a + 1a^2)d1^278d2^219 + (0 + 4a + 3a^2)d1^279d2^219 + (2 + 4a + 4a^2)d1^280d2^219 + (0 + 3a + 0a^2)d1^281d2^219 + (3 + 0a + 3a^2)d1^282d2^219 + (3 + 2a + 4a^2)d1^283d2^219 + (1 + 2a + 3a^2)d1^284d2^219 + (3 + 3a + 4a^2)d1^285d2^219 + (4 + 4a + 1a^2)d1^286d2^219 + (0 + 4a + 2a^2)d1^287d2^219 + (2 + 1a + 4a^2)d1^288d2^219 + (4 + 3a + 3a^2)d1^289d2^219 + (3 + 2a + 2a^2)d1^290d2^219 + (0 + 4a + 3a^2)d1^291d2^219 + (4 + 4a + 2a^2)d1^292d2^219 + (4 + 2a + 0a^2)d1^293d2^219 + (0 + 0a + 4a^2)d2^220 + (3 + 4a + 4a^2)d1^1d2^220 + (4 + 3a + 4a^2)d1^2d2^220 + (4 + 3a + 0a^2)d1^3d2^220 + (3 + 0a + 0a^2)d1^4d2^220 + (3 + 0a + 3a^2)d1^5d2^220 + (4 + 2a + 3a^2)d1^6d2^220 + (1 + 1a + 0a^2)d1^7d2^220 + (4 + 3a + 4a^2)d1^8d2^220 + (0 + 4a + 4a^2)d1^9d2^220 + (0 + 3a + 4a^2)d1^10d2^220 + (4 + 1a + 1a^2)d1^11d2^220 + (4 + 4a + 2a^2)d1^12d2^220 + (4 + 4a + 4a^2)d1^13d2^220 + (2 + 4a + 3a^2)d1^14d2^220 + (3 + 1a + 1a^2)d1^15d2^220 + (0 + 1a + 3a^2)d1^16d2^220 + (0 + 3a + 0a^2)d1^17d2^220 + (3 + 1a + 2a^2)d1^18d2^220 + (4 + 1a + 4a^2)d1^19d2^220 + (0 + 1a + 4a^2)d1^20d2^220 + (0 + 3a + 1a^2)d1^21d2^220 + (2 + 0a + 1a^2)d1^22d2^220 + (4 + 0a + 3a^2)d1^23d2^220 + (1 + 2a + 0a^2)d1^24d2^220 + (2 + 2a + 0a^2)d1^25d2^220 + (3 + 4a + 1a^2)d1^26d2^220 + (3 + 0a + 3a^2)d1^27d2^220 + (3 + 1a + 3a^2)d1^28d2^220 + (2 + 2a + 1a^2)d1^29d2^220 + (2 + 4a + 4a^2)d1^30d2^220 + (2 + 0a + 3a^2)d1^32d2^220 + (3 + 1a + 2a^2)d1^33d2^220 + (3 + 4a + 4a^2)d1^34d2^220 + (1 + 3a + 4a^2)d1^35d2^220 + (4 + 3a + 3a^2)d1^36d2^220 + (0 + 3a + 0a^2)d1^37d2^220 + (0 + 3a + 4a^2)d1^38d2^220 + (1 + 3a + 4a^2)d1^39d2^220 + (2 + 1a + 4a^2)d1^40d2^220 + (0 + 3a + 4a^2)d1^41d2^220 + (3 + 2a + 0a^2)d1^42d2^220 + (2 + 1a + 1a^2)d1^43d2^220 + (0 + 1a + 1a^2)d1^44d2^220 + (3 + 2a + 3a^2)d1^45d2^220 + (0 + 3a + 4a^2)d1^46d2^220 + (0 + 0a + 1a^2)d1^47d2^220 + (2 + 0a + 2a^2)d1^48d2^220 + (1 + 3a + 2a^2)d1^49d2^220 + (1 + 4a + 3a^2)d1^50d2^220 + (2 + 3a + 4a^2)d1^51d2^220 + (3 + 1a + 4a^2)d1^52d2^220 + (4 + 4a + 2a^2)d1^53d2^220 + (0 + 2a + 1a^2)d1^54d2^220 + (4 + 0a + 0a^2)d1^55d2^220 + (1 + 2a + 1a^2)d1^56d2^220 + (0 + 0a + 3a^2)d1^57d2^220 + (4 + 0a + 2a^2)d1^58d2^220 + (2 + 3a + 3a^2)d1^59d2^220 + (4 + 2a + 2a^2)d1^60d2^220 + (4 + 4a + 3a^2)d1^61d2^220 + (0 + 1a + 1a^2)d1^62d2^220 + (1 + 1a + 1a^2)d1^63d2^220 + (3 + 4a + 3a^2)d1^64d2^220 + (1 + 2a + 2a^2)d1^65d2^220 + (2 + 1a + 1a^2)d1^66d2^220 + (3 + 0a + 2a^2)d1^67d2^220 + (3 + 0a + 2a^2)d1^68d2^220 + (0 + 1a + 2a^2)d1^69d2^220 + (2 + 0a + 4a^2)d1^70d2^220 + (0 + 3a + 1a^2)d1^71d2^220 + (0 + 3a + 2a^2)d1^72d2^220 + (3 + 3a + 2a^2)d1^73d2^220 + (1 + 2a + 3a^2)d1^74d2^220 + (0 + 3a + 4a^2)d1^75d2^220 + (0 + 3a + 0a^2)d1^76d2^220 + (0 + 1a + 4a^2)d1^77d2^220 + (2 + 2a + 0a^2)d1^78d2^220 + (2 + 4a + 0a^2)d1^79d2^220 + (3 + 1a + 0a^2)d1^80d2^220 + (1 + 4a + 4a^2)d1^81d2^220 + (0 + 3a + 4a^2)d1^82d2^220 + (2 + 1a + 0a^2)d1^83d2^220 + (4 + 2a + 1a^2)d1^84d2^220 + (0 + 3a + 1a^2)d1^85d2^220 + (3 + 3a + 3a^2)d1^86d2^220 + (0 + 0a + 1a^2)d1^87d2^220 + (1 + 1a + 3a^2)d1^88d2^220 + (0 + 4a + 4a^2)d1^89d2^220 + (2 + 0a + 3a^2)d1^90d2^220 + (3 + 2a + 1a^2)d1^91d2^220 + (1 + 4a + 0a^2)d1^92d2^220 + (1 + 1a + 3a^2)d1^93d2^220 + (3 + 0a + 0a^2)d1^94d2^220 + (0 + 3a + 3a^2)d1^95d2^220 + (1 + 0a + 0a^2)d1^96d2^220 + (4 + 4a + 4a^2)d1^97d2^220 + (2 + 2a + 0a^2)d1^98d2^220 + (0 + 4a + 1a^2)d1^99d2^220 + (1 + 4a + 1a^2)d1^100d2^220 + (2 + 3a + 0a^2)d1^101d2^220 + (2 + 2a + 0a^2)d1^102d2^220 + (3 + 0a + 2a^2)d1^103d2^220 + (4 + 0a + 2a^2)d1^104d2^220 + (2 + 2a + 4a^2)d1^105d2^220 + (2 + 1a + 2a^2)d1^106d2^220 + (2 + 3a + 4a^2)d1^107d2^220 + (0 + 1a + 0a^2)d1^108d2^220 + (2 + 0a + 4a^2)d1^109d2^220 + (2 + 0a + 1a^2)d1^110d2^220 + (1 + 0a + 0a^2)d1^111d2^220 + (4 + 3a + 0a^2)d1^112d2^220 + (1 + 2a + 4a^2)d1^113d2^220 + (0 + 4a + 0a^2)d1^114d2^220 + (2 + 1a + 4a^2)d1^115d2^220 + (3 + 2a + 0a^2)d1^116d2^220 + (1 + 1a + 3a^2)d1^117d2^220 + (0 + 3a + 4a^2)d1^118d2^220 + (3 + 1a + 3a^2)d1^119d2^220 + (3 + 2a + 0a^2)d1^120d2^220 + (0 + 3a + 1a^2)d1^121d2^220 + (2 + 3a + 3a^2)d1^122d2^220 + (0 + 3a + 3a^2)d1^123d2^220 + (3 + 3a + 4a^2)d1^124d2^220 + (3 + 2a + 1a^2)d1^125d2^220 + (1 + 4a + 1a^2)d1^126d2^220 + (1 + 4a + 2a^2)d1^127d2^220 + (0 + 3a + 3a^2)d1^128d2^220 + (1 + 1a + 4a^2)d1^129d2^220 + (0 + 0a + 2a^2)d1^130d2^220 + (1 + 0a + 2a^2)d1^131d2^220 + (1 + 4a + 4a^2)d1^132d2^220 + (1 + 0a + 1a^2)d1^133d2^220 + (2 + 4a + 0a^2)d1^134d2^220 + (4 + 0a + 0a^2)d1^135d2^220 + (0 + 3a + 2a^2)d1^136d2^220 + (4 + 4a + 2a^2)d1^137d2^220 + (0 + 2a + 4a^2)d1^138d2^220 + (1 + 2a + 4a^2)d1^139d2^220 + (3 + 2a + 4a^2)d1^140d2^220 + (1 + 4a + 0a^2)d1^141d2^220 + (1 + 2a + 2a^2)d1^142d2^220 + (2 + 2a + 3a^2)d1^143d2^220 + (2 + 4a + 2a^2)d1^144d2^220 + (2 + 1a + 1a^2)d1^145d2^220 + (3 + 4a + 0a^2)d1^146d2^220 + (4 + 0a + 3a^2)d1^147d2^220 + (3 + 3a + 4a^2)d1^148d2^220 + (4 + 0a + 4a^2)d1^149d2^220 + (4 + 4a + 3a^2)d1^150d2^220 + (4 + 2a + 0a^2)d1^151d2^220 + (4 + 2a + 2a^2)d1^152d2^220 + (4 + 0a + 0a^2)d1^153d2^220 + (1 + 3a + 2a^2)d1^154d2^220 + (4 + 0a + 0a^2)d1^155d2^220 + (1 + 4a + 0a^2)d1^156d2^220 + (1 + 3a + 0a^2)d1^157d2^220 + (0 + 2a + 0a^2)d1^158d2^220 + (4 + 1a + 2a^2)d1^159d2^220 + (3 + 2a + 2a^2)d1^160d2^220 + (4 + 0a + 0a^2)d1^161d2^220 + (1 + 2a + 1a^2)d1^162d2^220 + (3 + 2a + 4a^2)d1^163d2^220 + (2 + 3a + 4a^2)d1^164d2^220 + (1 + 2a + 1a^2)d1^165d2^220 + (2 + 3a + 4a^2)d1^166d2^220 + (1 + 3a + 2a^2)d1^167d2^220 + (4 + 4a + 2a^2)d1^168d2^220 + (3 + 2a + 0a^2)d1^169d2^220 + (2 + 1a + 2a^2)d1^170d2^220 + (0 + 4a + 3a^2)d1^171d2^220 + (2 + 3a + 2a^2)d1^172d2^220 + (0 + 0a + 3a^2)d1^173d2^220 + (3 + 1a + 2a^2)d1^174d2^220 + (3 + 4a + 2a^2)d1^175d2^220 + (4 + 0a + 3a^2)d1^176d2^220 + (1 + 2a + 1a^2)d1^177d2^220 + (3 + 3a + 3a^2)d1^178d2^220 + (3 + 1a + 0a^2)d1^179d2^220 + (2 + 4a + 3a^2)d1^180d2^220 + (0 + 1a + 0a^2)d1^181d2^220 + (0 + 3a + 2a^2)d1^182d2^220 + (1 + 4a + 0a^2)d1^183d2^220 + (4 + 3a + 0a^2)d1^184d2^220 + (1 + 2a + 4a^2)d1^185d2^220 + (2 + 0a + 1a^2)d1^186d2^220 + (2 + 0a + 2a^2)d1^187d2^220 + (4 + 3a + 2a^2)d1^188d2^220 + (2 + 4a + 3a^2)d1^189d2^220 + (1 + 3a + 1a^2)d1^190d2^220 + (1 + 4a + 1a^2)d1^191d2^220 + (0 + 0a + 4a^2)d1^192d2^220 + (2 + 0a + 4a^2)d1^193d2^220 + (2 + 1a + 1a^2)d1^194d2^220 + (2 + 4a + 1a^2)d1^195d2^220 + (4 + 4a + 3a^2)d1^196d2^220 + (4 + 2a + 2a^2)d1^197d2^220 + (1 + 2a + 3a^2)d1^198d2^220 + (1 + 3a + 3a^2)d1^199d2^220 + (2 + 3a + 1a^2)d1^200d2^220 + (3 + 1a + 3a^2)d1^201d2^220 + (1 + 0a + 0a^2)d1^202d2^220 + (2 + 0a + 3a^2)d1^203d2^220 + (4 + 4a + 0a^2)d1^204d2^220 + (2 + 1a + 4a^2)d1^205d2^220 + (4 + 2a + 0a^2)d1^206d2^220 + (1 + 1a + 2a^2)d1^207d2^220 + (4 + 4a + 4a^2)d1^208d2^220 + (3 + 4a + 4a^2)d1^209d2^220 + (4 + 1a + 1a^2)d1^210d2^220 + (1 + 1a + 2a^2)d1^211d2^220 + (3 + 0a + 3a^2)d1^212d2^220 + (2 + 0a + 2a^2)d1^213d2^220 + (1 + 0a + 0a^2)d1^214d2^220 + (0 + 1a + 0a^2)d1^215d2^220 + (2 + 4a + 2a^2)d1^216d2^220 + (3 + 4a + 0a^2)d1^217d2^220 + (0 + 4a + 0a^2)d1^218d2^220 + (2 + 0a + 1a^2)d1^220d2^220 + (3 + 4a + 2a^2)d1^221d2^220 + (3 + 3a + 3a^2)d1^222d2^220 + (3 + 2a + 1a^2)d1^223d2^220 + (2 + 1a + 3a^2)d1^224d2^220 + (3 + 1a + 1a^2)d1^225d2^220 + (0 + 0a + 1a^2)d1^226d2^220 + (2 + 2a + 1a^2)d1^227d2^220 + (2 + 1a + 3a^2)d1^228d2^220 + (2 + 4a + 0a^2)d1^229d2^220 + (2 + 4a + 2a^2)d1^230d2^220 + (3 + 1a + 3a^2)d1^231d2^220 + (4 + 3a + 3a^2)d1^232d2^220 + (2 + 0a + 1a^2)d1^233d2^220 + (0 + 2a + 1a^2)d1^234d2^220 + (4 + 1a + 3a^2)d1^235d2^220 + (3 + 4a + 2a^2)d1^236d2^220 + (1 + 0a + 1a^2)d1^237d2^220 + (3 + 0a + 3a^2)d1^238d2^220 + (4 + 3a + 3a^2)d1^239d2^220 + (4 + 2a + 3a^2)d1^240d2^220 + (3 + 2a + 3a^2)d1^241d2^220 + (3 + 1a + 4a^2)d1^242d2^220 + (1 + 1a + 3a^2)d1^243d2^220 + (0 + 2a + 3a^2)d1^244d2^220 + (4 + 2a + 3a^2)d1^245d2^220 + (2 + 3a + 1a^2)d1^246d2^220 + (2 + 0a + 3a^2)d1^247d2^220 + (3 + 1a + 1a^2)d1^248d2^220 + (0 + 1a + 4a^2)d1^249d2^220 + (1 + 1a + 4a^2)d1^250d2^220 + (3 + 4a + 0a^2)d1^251d2^220 + (1 + 2a + 4a^2)d1^252d2^220 + (3 + 0a + 4a^2)d1^253d2^220 + (0 + 1a + 3a^2)d1^254d2^220 + (1 + 2a + 1a^2)d1^255d2^220 + (2 + 3a + 3a^2)d1^256d2^220 + (4 + 4a + 3a^2)d1^257d2^220 + (4 + 2a + 4a^2)d1^258d2^220 + (1 + 2a + 4a^2)d1^259d2^220 + (2 + 2a + 2a^2)d1^260d2^220 + (3 + 3a + 2a^2)d1^261d2^220 + (1 + 1a + 4a^2)d1^262d2^220 + (1 + 3a + 4a^2)d1^263d2^220 + (2 + 2a + 1a^2)d1^265d2^220 + (4 + 1a + 0a^2)d1^266d2^220 + (4 + 3a + 4a^2)d1^267d2^220 + (4 + 3a + 2a^2)d1^268d2^220 + (3 + 4a + 3a^2)d1^269d2^220 + (0 + 2a + 2a^2)d1^270d2^220 + (3 + 2a + 4a^2)d1^271d2^220 + (3 + 2a + 2a^2)d1^272d2^220 + (0 + 2a + 2a^2)d1^273d2^220 + (0 + 0a + 1a^2)d1^274d2^220 + (1 + 4a + 4a^2)d1^275d2^220 + (2 + 3a + 1a^2)d1^276d2^220 + (3 + 2a + 0a^2)d1^277d2^220 + (1 + 4a + 2a^2)d1^278d2^220 + (3 + 3a + 1a^2)d1^279d2^220 + (0 + 3a + 3a^2)d1^280d2^220 + (1 + 1a + 2a^2)d1^281d2^220 + (3 + 3a + 3a^2)d1^282d2^220 + (4 + 4a + 2a^2)d1^283d2^220 + (0 + 3a + 4a^2)d1^284d2^220 + (3 + 4a + 1a^2)d1^285d2^220 + (1 + 0a + 1a^2)d1^286d2^220 + (2 + 1a + 2a^2)d1^287d2^220 + (2 + 2a + 2a^2)d1^288d2^220 + (2 + 0a + 1a^2)d1^289d2^220 + (4 + 2a + 4a^2)d1^290d2^220 + (3 + 3a + 2a^2)d1^291d2^220 + (4 + 4a + 0a^2)d1^292d2^220 + (4 + 3a + 1a^2)d1^293d2^220 + (1 + 1a + 2a^2)d2^221 + (0 + 0a + 1a^2)d1^2d2^221 + (0 + 2a + 0a^2)d1^3d2^221 + (0 + 2a + 1a^2)d1^4d2^221 + (0 + 2a + 0a^2)d1^5d2^221 + (0 + 2a + 4a^2)d1^6d2^221 + (1 + 0a + 1a^2)d1^7d2^221 + (0 + 0a + 4a^2)d1^8d2^221 + (1 + 2a + 4a^2)d1^9d2^221 + (3 + 4a + 4a^2)d1^10d2^221 + (0 + 3a + 0a^2)d1^11d2^221 + (3 + 3a + 4a^2)d1^12d2^221 + (0 + 2a + 0a^2)d1^13d2^221 + (2 + 3a + 3a^2)d1^14d2^221 + (3 + 2a + 1a^2)d1^15d2^221 + (3 + 3a + 0a^2)d1^16d2^221 + (0 + 2a + 0a^2)d1^17d2^221 + (3 + 1a + 2a^2)d1^18d2^221 + (0 + 0a + 3a^2)d1^19d2^221 + (1 + 3a + 1a^2)d1^20d2^221 + (4 + 4a + 4a^2)d1^21d2^221 + (4 + 0a + 1a^2)d1^22d2^221 + (4 + 0a + 1a^2)d1^23d2^221 + (1 + 0a + 2a^2)d1^24d2^221 + (3 + 1a + 3a^2)d1^25d2^221 + (3 + 3a + 0a^2)d1^26d2^221 + (4 + 3a + 2a^2)d1^27d2^221 + (0 + 1a + 1a^2)d1^28d2^221 + (4 + 4a + 4a^2)d1^29d2^221 + (1 + 4a + 0a^2)d1^30d2^221 + (4 + 1a + 1a^2)d1^31d2^221 + (4 + 3a + 1a^2)d1^32d2^221 + (0 + 4a + 0a^2)d1^33d2^221 + (0 + 4a + 4a^2)d1^34d2^221 + (4 + 2a + 0a^2)d1^35d2^221 + (0 + 2a + 4a^2)d1^36d2^221 + (1 + 3a + 1a^2)d1^37d2^221 + (2 + 0a + 1a^2)d1^38d2^221 + (4 + 4a + 2a^2)d1^39d2^221 + (4 + 3a + 1a^2)d1^40d2^221 + (2 + 4a + 1a^2)d1^41d2^221 + (1 + 1a + 3a^2)d1^42d2^221 + (4 + 0a + 1a^2)d1^43d2^221 + (4 + 1a + 1a^2)d1^44d2^221 + (1 + 0a + 3a^2)d1^45d2^221 + (1 + 2a + 3a^2)d1^46d2^221 + (3 + 3a + 1a^2)d1^47d2^221 + (1 + 1a + 0a^2)d1^48d2^221 + (4 + 1a + 0a^2)d1^49d2^221 + (2 + 0a + 2a^2)d1^50d2^221 + (1 + 0a + 0a^2)d1^51d2^221 + (0 + 3a + 1a^2)d1^52d2^221 + (4 + 0a + 3a^2)d1^53d2^221 + (0 + 3a + 3a^2)d1^54d2^221 + (3 + 3a + 1a^2)d1^55d2^221 + (0 + 3a + 1a^2)d1^56d2^221 + (1 + 3a + 0a^2)d1^57d2^221 + (2 + 1a + 1a^2)d1^58d2^221 + (4 + 0a + 2a^2)d1^59d2^221 + (1 + 1a + 4a^2)d1^60d2^221 + (4 + 2a + 4a^2)d1^61d2^221 + (3 + 4a + 3a^2)d1^62d2^221 + (4 + 0a + 4a^2)d1^63d2^221 + (3 + 3a + 4a^2)d1^64d2^221 + (2 + 0a + 2a^2)d1^65d2^221 + (4 + 4a + 1a^2)d1^66d2^221 + (3 + 3a + 4a^2)d1^67d2^221 + (2 + 1a + 0a^2)d1^68d2^221 + (1 + 0a + 4a^2)d1^69d2^221 + (2 + 0a + 0a^2)d1^70d2^221 + (2 + 2a + 3a^2)d1^71d2^221 + (2 + 4a + 3a^2)d1^72d2^221 + (4 + 0a + 2a^2)d1^73d2^221 + (4 + 0a + 0a^2)d1^74d2^221 + (0 + 3a + 1a^2)d1^75d2^221 + (4 + 1a + 3a^2)d1^76d2^221 + (0 + 3a + 3a^2)d1^77d2^221 + (1 + 3a + 4a^2)d1^78d2^221 + (1 + 0a + 4a^2)d1^79d2^221 + (1 + 4a + 1a^2)d1^80d2^221 + (3 + 4a + 2a^2)d1^81d2^221 + (2 + 2a + 3a^2)d1^82d2^221 + (0 + 1a + 0a^2)d1^83d2^221 + (1 + 2a + 3a^2)d1^84d2^221 + (2 + 2a + 3a^2)d1^85d2^221 + (2 + 1a + 1a^2)d1^86d2^221 + (1 + 1a + 2a^2)d1^87d2^221 + (1 + 3a + 0a^2)d1^88d2^221 + (1 + 1a + 1a^2)d1^89d2^221 + (0 + 3a + 0a^2)d1^90d2^221 + (2 + 3a + 4a^2)d1^91d2^221 + (0 + 1a + 1a^2)d1^92d2^221 + (4 + 3a + 4a^2)d1^93d2^221 + (0 + 1a + 0a^2)d1^94d2^221 + (0 + 1a + 4a^2)d1^95d2^221 + (1 + 4a + 0a^2)d1^96d2^221 + (2 + 0a + 0a^2)d1^97d2^221 + (4 + 0a + 0a^2)d1^98d2^221 + (1 + 0a + 2a^2)d1^99d2^221 + (0 + 4a + 2a^2)d1^100d2^221 + (3 + 2a + 4a^2)d1^101d2^221 + (2 + 0a + 0a^2)d1^102d2^221 + (2 + 3a + 1a^2)d1^103d2^221 + (1 + 0a + 1a^2)d1^104d2^221 + (4 + 4a + 1a^2)d1^105d2^221 + (2 + 3a + 0a^2)d1^106d2^221 + (1 + 3a + 1a^2)d1^107d2^221 + (3 + 4a + 4a^2)d1^108d2^221 + (3 + 3a + 2a^2)d1^109d2^221 + (2 + 1a + 4a^2)d1^110d2^221 + (0 + 3a + 1a^2)d1^111d2^221 + (4 + 3a + 2a^2)d1^112d2^221 + (4 + 0a + 0a^2)d1^113d2^221 + (2 + 0a + 4a^2)d1^114d2^221 + (3 + 0a + 2a^2)d1^115d2^221 + (3 + 2a + 4a^2)d1^116d2^221 + (4 + 1a + 3a^2)d1^117d2^221 + (3 + 1a + 1a^2)d1^118d2^221 + (1 + 0a + 2a^2)d1^119d2^221 + (1 + 0a + 4a^2)d1^120d2^221 + (1 + 4a + 0a^2)d1^121d2^221 + (3 + 0a + 2a^2)d1^122d2^221 + (2 + 1a + 1a^2)d1^123d2^221 + (2 + 4a + 2a^2)d1^124d2^221 + (4 + 2a + 3a^2)d1^125d2^221 + (3 + 0a + 4a^2)d1^126d2^221 + (4 + 4a + 3a^2)d1^127d2^221 + (3 + 1a + 3a^2)d1^128d2^221 + (2 + 4a + 0a^2)d1^129d2^221 + (0 + 4a + 2a^2)d1^130d2^221 + (1 + 1a + 3a^2)d1^131d2^221 + (1 + 3a + 0a^2)d1^132d2^221 + (2 + 1a + 3a^2)d1^133d2^221 + (1 + 2a + 0a^2)d1^134d2^221 + (1 + 2a + 4a^2)d1^135d2^221 + (4 + 4a + 2a^2)d1^136d2^221 + (0 + 4a + 3a^2)d1^137d2^221 + (3 + 1a + 3a^2)d1^138d2^221 + (2 + 3a + 4a^2)d1^139d2^221 + (1 + 2a + 3a^2)d1^140d2^221 + (4 + 1a + 4a^2)d1^141d2^221 + (0 + 3a + 1a^2)d1^142d2^221 + (3 + 3a + 4a^2)d1^143d2^221 + (1 + 3a + 3a^2)d1^144d2^221 + (3 + 1a + 4a^2)d1^145d2^221 + (2 + 0a + 3a^2)d1^146d2^221 + (2 + 3a + 4a^2)d1^148d2^221 + (4 + 3a + 2a^2)d1^149d2^221 + (4 + 0a + 3a^2)d1^150d2^221 + (1 + 4a + 3a^2)d1^151d2^221 + (4 + 0a + 1a^2)d1^152d2^221 + (1 + 3a + 3a^2)d1^153d2^221 + (0 + 3a + 0a^2)d1^154d2^221 + (1 + 3a + 0a^2)d1^155d2^221 + (0 + 3a + 3a^2)d1^156d2^221 + (2 + 2a + 4a^2)d1^157d2^221 + (0 + 0a + 3a^2)d1^158d2^221 + (0 + 4a + 4a^2)d1^159d2^221 + (4 + 0a + 3a^2)d1^160d2^221 + (1 + 4a + 1a^2)d1^161d2^221 + (1 + 3a + 3a^2)d1^162d2^221 + (2 + 2a + 3a^2)d1^163d2^221 + (1 + 1a + 1a^2)d1^164d2^221 + (2 + 1a + 3a^2)d1^165d2^221 + (3 + 0a + 0a^2)d1^166d2^221 + (4 + 1a + 4a^2)d1^167d2^221 + (3 + 2a + 4a^2)d1^168d2^221 + (3 + 0a + 2a^2)d1^169d2^221 + (3 + 2a + 3a^2)d1^170d2^221 + (2 + 3a + 0a^2)d1^171d2^221 + (0 + 3a + 4a^2)d1^172d2^221 + (3 + 1a + 2a^2)d1^173d2^221 + (1 + 1a + 4a^2)d1^174d2^221 + (2 + 1a + 4a^2)d1^175d2^221 + (0 + 0a + 1a^2)d1^176d2^221 + (1 + 2a + 3a^2)d1^177d2^221 + (1 + 2a + 3a^2)d1^178d2^221 + (4 + 2a + 4a^2)d1^179d2^221 + (1 + 4a + 1a^2)d1^180d2^221 + (4 + 2a + 1a^2)d1^181d2^221 + (0 + 0a + 3a^2)d1^182d2^221 + (0 + 2a + 1a^2)d1^183d2^221 + (2 + 0a + 4a^2)d1^184d2^221 + (2 + 4a + 4a^2)d1^185d2^221 + (3 + 1a + 3a^2)d1^186d2^221 + (2 + 3a + 0a^2)d1^187d2^221 + (1 + 2a + 0a^2)d1^188d2^221 + (0 + 4a + 1a^2)d1^189d2^221 + (4 + 2a + 0a^2)d1^190d2^221 + (0 + 1a + 4a^2)d1^191d2^221 + (1 + 4a + 2a^2)d1^192d2^221 + (3 + 1a + 1a^2)d1^193d2^221 + (2 + 3a + 4a^2)d1^194d2^221 + (4 + 2a + 4a^2)d1^195d2^221 + (0 + 3a + 0a^2)d1^196d2^221 + (3 + 3a + 1a^2)d1^197d2^221 + (4 + 0a + 2a^2)d1^198d2^221 + (3 + 4a + 0a^2)d1^199d2^221 + (1 + 1a + 0a^2)d1^200d2^221 + (0 + 3a + 4a^2)d1^201d2^221 + (0 + 2a + 4a^2)d1^202d2^221 + (0 + 2a + 3a^2)d1^203d2^221 + (4 + 3a + 3a^2)d1^204d2^221 + (0 + 4a + 0a^2)d1^205d2^221 + (2 + 4a + 4a^2)d1^206d2^221 + (3 + 1a + 4a^2)d1^207d2^221 + (1 + 1a + 0a^2)d1^208d2^221 + (0 + 2a + 4a^2)d1^209d2^221 + (2 + 4a + 3a^2)d1^210d2^221 + (4 + 4a + 3a^2)d1^211d2^221 + (1 + 2a + 0a^2)d1^212d2^221 + (2 + 3a + 4a^2)d1^213d2^221 + (0 + 3a + 4a^2)d1^215d2^221 + (0 + 0a + 2a^2)d1^216d2^221 + (2 + 1a + 2a^2)d1^217d2^221 + (1 + 0a + 3a^2)d1^218d2^221 + (1 + 1a + 2a^2)d1^219d2^221 + (0 + 2a + 2a^2)d1^220d2^221 + (4 + 3a + 1a^2)d1^221d2^221 + (2 + 2a + 1a^2)d1^222d2^221 + (3 + 3a + 1a^2)d1^223d2^221 + (2 + 3a + 3a^2)d1^224d2^221 + (1 + 3a + 4a^2)d1^225d2^221 + (2 + 4a + 4a^2)d1^226d2^221 + (1 + 3a + 0a^2)d1^227d2^221 + (4 + 1a + 1a^2)d1^228d2^221 + (0 + 3a + 0a^2)d1^229d2^221 + (0 + 1a + 2a^2)d1^230d2^221 + (1 + 0a + 3a^2)d1^231d2^221 + (3 + 4a + 4a^2)d1^232d2^221 + (2 + 0a + 1a^2)d1^233d2^221 + (1 + 3a + 2a^2)d1^234d2^221 + (4 + 3a + 2a^2)d1^235d2^221 + (3 + 3a + 0a^2)d1^236d2^221 + (0 + 0a + 3a^2)d1^237d2^221 + (2 + 1a + 4a^2)d1^238d2^221 + (3 + 1a + 0a^2)d1^239d2^221 + (1 + 2a + 1a^2)d1^240d2^221 + (4 + 3a + 2a^2)d1^241d2^221 + (3 + 0a + 2a^2)d1^242d2^221 + (1 + 3a + 2a^2)d1^243d2^221 + (4 + 2a + 0a^2)d1^244d2^221 + (4 + 1a + 3a^2)d1^245d2^221 + (2 + 3a + 1a^2)d1^246d2^221 + (0 + 4a + 4a^2)d1^247d2^221 + (4 + 0a + 2a^2)d1^248d2^221 + (0 + 2a + 4a^2)d1^249d2^221 + (1 + 0a + 0a^2)d1^250d2^221 + (4 + 3a + 3a^2)d1^251d2^221 + (2 + 1a + 3a^2)d1^252d2^221 + (3 + 4a + 0a^2)d1^253d2^221 + (1 + 0a + 4a^2)d1^254d2^221 + (3 + 0a + 4a^2)d1^255d2^221 + (2 + 4a + 3a^2)d1^256d2^221 + (3 + 2a + 3a^2)d1^257d2^221 + (2 + 4a + 1a^2)d1^258d2^221 + (2 + 2a + 2a^2)d1^259d2^221 + (0 + 1a + 2a^2)d1^260d2^221 + (3 + 2a + 1a^2)d1^261d2^221 + (0 + 3a + 4a^2)d1^262d2^221 + (1 + 0a + 4a^2)d1^263d2^221 + (3 + 4a + 0a^2)d1^264d2^221 + (1 + 3a + 4a^2)d1^265d2^221 + (3 + 4a + 3a^2)d1^266d2^221 + (4 + 4a + 2a^2)d1^267d2^221 + (4 + 2a + 4a^2)d1^268d2^221 + (3 + 3a + 0a^2)d1^269d2^221 + (1 + 1a + 2a^2)d1^271d2^221 + (3 + 4a + 1a^2)d1^272d2^221 + (2 + 3a + 0a^2)d1^273d2^221 + (1 + 4a + 1a^2)d1^274d2^221 + (2 + 2a + 1a^2)d1^275d2^221 + (4 + 0a + 1a^2)d1^276d2^221 + (2 + 1a + 2a^2)d1^277d2^221 + (4 + 4a + 3a^2)d1^278d2^221 + (0 + 2a + 1a^2)d1^279d2^221 + (4 + 0a + 0a^2)d1^280d2^221 + (0 + 1a + 2a^2)d1^281d2^221 + (2 + 3a + 2a^2)d1^282d2^221 + (3 + 1a + 3a^2)d1^283d2^221 + (1 + 0a + 4a^2)d1^284d2^221 + (3 + 1a + 0a^2)d1^285d2^221 + (3 + 4a + 2a^2)d1^286d2^221 + (0 + 0a + 3a^2)d1^287d2^221 + (0 + 4a + 3a^2)d1^288d2^221 + (2 + 4a + 4a^2)d1^289d2^221 + (4 + 1a + 2a^2)d1^290d2^221 + (4 + 4a + 2a^2)d1^291d2^221 + (4 + 3a + 4a^2)d1^292d2^221 + (0 + 3a + 3a^2)d1^293d2^221 + (4 + 4a + 3a^2)d2^222 + (1 + 1a + 0a^2)d1^1d2^222 + (4 + 0a + 4a^2)d1^2d2^222 + (0 + 4a + 2a^2)d1^3d2^222 + (1 + 3a + 4a^2)d1^4d2^222 + (1 + 2a + 3a^2)d1^5d2^222 + (0 + 0a + 2a^2)d1^6d2^222 + (1 + 4a + 2a^2)d1^7d2^222 + (3 + 2a + 0a^2)d1^8d2^222 + (0 + 0a + 3a^2)d1^9d2^222 + (0 + 3a + 1a^2)d1^10d2^222 + (3 + 4a + 4a^2)d1^11d2^222 + (3 + 1a + 1a^2)d1^12d2^222 + (2 + 2a + 2a^2)d1^13d2^222 + (1 + 4a + 0a^2)d1^14d2^222 + (0 + 0a + 1a^2)d1^15d2^222 + (0 + 0a + 2a^2)d1^16d2^222 + (2 + 0a + 2a^2)d1^17d2^222 + (1 + 4a + 0a^2)d1^18d2^222 + (3 + 2a + 4a^2)d1^19d2^222 + (0 + 4a + 1a^2)d1^20d2^222 + (0 + 2a + 4a^2)d1^21d2^222 + (2 + 1a + 4a^2)d1^22d2^222 + (2 + 2a + 0a^2)d1^23d2^222 + (2 + 4a + 1a^2)d1^24d2^222 + (2 + 3a + 3a^2)d1^25d2^222 + (4 + 2a + 3a^2)d1^26d2^222 + (0 + 2a + 4a^2)d1^28d2^222 + (0 + 0a + 4a^2)d1^29d2^222 + (1 + 2a + 4a^2)d1^30d2^222 + (2 + 2a + 3a^2)d1^31d2^222 + (0 + 1a + 3a^2)d1^32d2^222 + (0 + 4a + 3a^2)d1^33d2^222 + (1 + 2a + 1a^2)d1^34d2^222 + (0 + 1a + 2a^2)d1^35d2^222 + (0 + 2a + 3a^2)d1^36d2^222 + (1 + 2a + 3a^2)d1^37d2^222 + (1 + 4a + 0a^2)d1^38d2^222 + (1 + 1a + 2a^2)d1^39d2^222 + (3 + 1a + 4a^2)d1^40d2^222 + (0 + 2a + 4a^2)d1^41d2^222 + (0 + 2a + 4a^2)d1^42d2^222 + (1 + 0a + 0a^2)d1^43d2^222 + (3 + 0a + 4a^2)d1^44d2^222 + (1 + 2a + 1a^2)d1^45d2^222 + (0 + 2a + 4a^2)d1^46d2^222 + (0 + 4a + 1a^2)d1^47d2^222 + (0 + 2a + 0a^2)d1^48d2^222 + (1 + 2a + 1a^2)d1^49d2^222 + (2 + 3a + 2a^2)d1^50d2^222 + (4 + 1a + 1a^2)d1^51d2^222 + (1 + 3a + 1a^2)d1^52d2^222 + (4 + 0a + 0a^2)d1^53d2^222 + (0 + 1a + 3a^2)d1^54d2^222 + (1 + 0a + 4a^2)d1^55d2^222 + (1 + 1a + 3a^2)d1^56d2^222 + (0 + 3a + 3a^2)d1^58d2^222 + (1 + 4a + 2a^2)d1^59d2^222 + (4 + 3a + 4a^2)d1^60d2^222 + (0 + 0a + 4a^2)d1^61d2^222 + (4 + 3a + 2a^2)d1^62d2^222 + (0 + 2a + 3a^2)d1^63d2^222 + (3 + 4a + 1a^2)d1^64d2^222 + (1 + 2a + 2a^2)d1^65d2^222 + (3 + 2a + 2a^2)d1^66d2^222 + (1 + 0a + 4a^2)d1^67d2^222 + (3 + 4a + 3a^2)d1^68d2^222 + (4 + 4a + 0a^2)d1^69d2^222 + (0 + 1a + 0a^2)d1^70d2^222 + (1 + 0a + 1a^2)d1^71d2^222 + (0 + 0a + 2a^2)d1^72d2^222 + (2 + 2a + 0a^2)d1^73d2^222 + (0 + 1a + 2a^2)d1^74d2^222 + (3 + 0a + 0a^2)d1^75d2^222 + (2 + 1a + 4a^2)d1^76d2^222 + (0 + 2a + 0a^2)d1^77d2^222 + (2 + 1a + 3a^2)d1^78d2^222 + (3 + 3a + 2a^2)d1^79d2^222 + (0 + 4a + 2a^2)d1^80d2^222 + (1 + 2a + 0a^2)d1^81d2^222 + (0 + 2a + 1a^2)d1^82d2^222 + (0 + 2a + 4a^2)d1^83d2^222 + (0 + 3a + 3a^2)d1^84d2^222 + (4 + 1a + 2a^2)d1^85d2^222 + (2 + 1a + 0a^2)d1^86d2^222 + (0 + 1a + 1a^2)d1^87d2^222 + (2 + 4a + 2a^2)d1^88d2^222 + (3 + 0a + 3a^2)d1^89d2^222 + (4 + 2a + 3a^2)d1^90d2^222 + (4 + 4a + 3a^2)d1^91d2^222 + (0 + 3a + 2a^2)d1^92d2^222 + (4 + 2a + 2a^2)d1^93d2^222 + (4 + 2a + 3a^2)d1^94d2^222 + (1 + 4a + 0a^2)d1^95d2^222 + (3 + 2a + 0a^2)d1^96d2^222 + (3 + 2a + 3a^2)d1^97d2^222 + (0 + 2a + 3a^2)d1^98d2^222 + (1 + 1a + 3a^2)d1^99d2^222 + (2 + 1a + 1a^2)d1^100d2^222 + (4 + 1a + 3a^2)d1^101d2^222 + (4 + 4a + 1a^2)d1^102d2^222 + (2 + 1a + 1a^2)d1^103d2^222 + (2 + 3a + 2a^2)d1^104d2^222 + (3 + 0a + 1a^2)d1^105d2^222 + (4 + 1a + 1a^2)d1^106d2^222 + (1 + 0a + 4a^2)d1^107d2^222 + (0 + 4a + 2a^2)d1^108d2^222 + (0 + 0a + 4a^2)d1^109d2^222 + (1 + 0a + 2a^2)d1^110d2^222 + (0 + 4a + 2a^2)d1^111d2^222 + (1 + 2a + 0a^2)d1^112d2^222 + (3 + 2a + 4a^2)d1^113d2^222 + (3 + 2a + 4a^2)d1^114d2^222 + (3 + 0a + 0a^2)d1^115d2^222 + (1 + 4a + 2a^2)d1^116d2^222 + (0 + 1a + 3a^2)d1^117d2^222 + (2 + 2a + 1a^2)d1^118d2^222 + (0 + 4a + 3a^2)d1^119d2^222 + (1 + 0a + 2a^2)d1^120d2^222 + (1 + 3a + 0a^2)d1^121d2^222 + (2 + 3a + 1a^2)d1^122d2^222 + (1 + 2a + 4a^2)d1^123d2^222 + (0 + 1a + 1a^2)d1^124d2^222 + (2 + 3a + 2a^2)d1^125d2^222 + (0 + 2a + 4a^2)d1^126d2^222 + (3 + 3a + 3a^2)d1^127d2^222 + (0 + 1a + 3a^2)d1^128d2^222 + (0 + 0a + 4a^2)d1^129d2^222 + (1 + 0a + 2a^2)d1^130d2^222 + (4 + 3a + 0a^2)d1^131d2^222 + (1 + 3a + 4a^2)d1^132d2^222 + (2 + 1a + 4a^2)d1^133d2^222 + (4 + 0a + 1a^2)d1^134d2^222 + (2 + 4a + 1a^2)d1^135d2^222 + (4 + 2a + 3a^2)d1^136d2^222 + (0 + 1a + 3a^2)d1^137d2^222 + (4 + 3a + 2a^2)d1^138d2^222 + (4 + 1a + 3a^2)d1^139d2^222 + (4 + 1a + 2a^2)d1^140d2^222 + (1 + 0a + 0a^2)d1^141d2^222 + (0 + 4a + 2a^2)d1^142d2^222 + (4 + 0a + 4a^2)d1^143d2^222 + (2 + 4a + 0a^2)d1^144d2^222 + (4 + 2a + 0a^2)d1^146d2^222 + (3 + 2a + 4a^2)d1^147d2^222 + (2 + 2a + 2a^2)d1^148d2^222 + (0 + 1a + 1a^2)d1^149d2^222 + (2 + 0a + 3a^2)d1^150d2^222 + (4 + 1a + 4a^2)d1^151d2^222 + (2 + 1a + 2a^2)d1^152d2^222 + (2 + 2a + 0a^2)d1^153d2^222 + (2 + 3a + 2a^2)d1^154d2^222 + (1 + 1a + 0a^2)d1^155d2^222 + (1 + 3a + 1a^2)d1^156d2^222 + (2 + 0a + 1a^2)d1^157d2^222 + (0 + 3a + 3a^2)d1^158d2^222 + (1 + 2a + 0a^2)d1^159d2^222 + (0 + 3a + 3a^2)d1^160d2^222 + (1 + 2a + 2a^2)d1^161d2^222 + (1 + 1a + 4a^2)d1^162d2^222 + (2 + 4a + 1a^2)d1^163d2^222 + (1 + 3a + 2a^2)d1^164d2^222 + (4 + 0a + 2a^2)d1^165d2^222 + (0 + 3a + 3a^2)d1^166d2^222 + (4 + 4a + 2a^2)d1^167d2^222 + (4 + 2a + 1a^2)d1^168d2^222 + (2 + 1a + 1a^2)d1^169d2^222 + (1 + 2a + 4a^2)d1^170d2^222 + (2 + 1a + 2a^2)d1^171d2^222 + (2 + 0a + 0a^2)d1^172d2^222 + (3 + 4a + 2a^2)d1^173d2^222 + (1 + 1a + 3a^2)d1^174d2^222 + (2 + 0a + 4a^2)d1^175d2^222 + (3 + 1a + 1a^2)d1^176d2^222 + (4 + 2a + 4a^2)d1^177d2^222 + (4 + 4a + 0a^2)d1^178d2^222 + (3 + 0a + 0a^2)d1^179d2^222 + (2 + 1a + 1a^2)d1^180d2^222 + (3 + 2a + 1a^2)d1^181d2^222 + (2 + 0a + 1a^2)d1^182d2^222 + (2 + 2a + 2a^2)d1^183d2^222 + (1 + 2a + 2a^2)d1^184d2^222 + (0 + 4a + 0a^2)d1^185d2^222 + (4 + 3a + 1a^2)d1^186d2^222 + (0 + 3a + 3a^2)d1^187d2^222 + (2 + 0a + 4a^2)d1^188d2^222 + (4 + 4a + 1a^2)d1^189d2^222 + (4 + 1a + 0a^2)d1^190d2^222 + (1 + 1a + 3a^2)d1^191d2^222 + (0 + 1a + 2a^2)d1^192d2^222 + (3 + 0a + 3a^2)d1^193d2^222 + (1 + 4a + 0a^2)d1^194d2^222 + (2 + 2a + 2a^2)d1^195d2^222 + (4 + 0a + 4a^2)d1^196d2^222 + (1 + 0a + 4a^2)d1^197d2^222 + (2 + 0a + 1a^2)d1^198d2^222 + (3 + 2a + 0a^2)d1^199d2^222 + (0 + 0a + 2a^2)d1^200d2^222 + (2 + 4a + 0a^2)d1^201d2^222 + (2 + 4a + 0a^2)d1^202d2^222 + (2 + 3a + 4a^2)d1^203d2^222 + (2 + 2a + 4a^2)d1^204d2^222 + (2 + 1a + 0a^2)d1^205d2^222 + (2 + 4a + 1a^2)d1^206d2^222 + (0 + 3a + 0a^2)d1^207d2^222 + (3 + 2a + 4a^2)d1^208d2^222 + (4 + 0a + 0a^2)d1^209d2^222 + (4 + 0a + 2a^2)d1^210d2^222 + (4 + 2a + 0a^2)d1^211d2^222 + (3 + 4a + 0a^2)d1^212d2^222 + (4 + 1a + 1a^2)d1^213d2^222 + (2 + 1a + 0a^2)d1^214d2^222 + (1 + 1a + 1a^2)d1^215d2^222 + (0 + 2a + 0a^2)d1^216d2^222 + (4 + 1a + 4a^2)d1^217d2^222 + (0 + 1a + 3a^2)d1^218d2^222 + (4 + 1a + 0a^2)d1^219d2^222 + (2 + 4a + 1a^2)d1^220d2^222 + (2 + 3a + 0a^2)d1^221d2^222 + (3 + 4a + 1a^2)d1^222d2^222 + (1 + 4a + 2a^2)d1^223d2^222 + (1 + 3a + 4a^2)d1^224d2^222 + (4 + 1a + 1a^2)d1^225d2^222 + (2 + 1a + 1a^2)d1^226d2^222 + (0 + 1a + 4a^2)d1^227d2^222 + (3 + 3a + 4a^2)d1^228d2^222 + (3 + 0a + 4a^2)d1^229d2^222 + (0 + 0a + 4a^2)d1^230d2^222 + (0 + 1a + 0a^2)d1^231d2^222 + (0 + 0a + 2a^2)d1^232d2^222 + (1 + 3a + 4a^2)d1^233d2^222 + (0 + 1a + 3a^2)d1^234d2^222 + (3 + 1a + 0a^2)d1^235d2^222 + (1 + 0a + 4a^2)d1^236d2^222 + (2 + 4a + 1a^2)d1^237d2^222 + (2 + 3a + 2a^2)d1^238d2^222 + (1 + 2a + 4a^2)d1^239d2^222 + (4 + 4a + 3a^2)d1^240d2^222 + (0 + 2a + 4a^2)d1^241d2^222 + (4 + 4a + 0a^2)d1^242d2^222 + (3 + 2a + 2a^2)d1^243d2^222 + (1 + 1a + 3a^2)d1^244d2^222 + (3 + 0a + 2a^2)d1^245d2^222 + (3 + 2a + 2a^2)d1^246d2^222 + (1 + 4a + 2a^2)d1^247d2^222 + (0 + 1a + 4a^2)d1^248d2^222 + (4 + 4a + 2a^2)d1^249d2^222 + (2 + 3a + 2a^2)d1^250d2^222 + (2 + 3a + 4a^2)d1^251d2^222 + (1 + 1a + 1a^2)d1^252d2^222 + (3 + 4a + 2a^2)d1^253d2^222 + (2 + 3a + 4a^2)d1^254d2^222 + (4 + 0a + 1a^2)d1^255d2^222 + (4 + 3a + 4a^2)d1^256d2^222 + (1 + 2a + 4a^2)d1^257d2^222 + (0 + 0a + 1a^2)d1^258d2^222 + (2 + 3a + 4a^2)d1^259d2^222 + (1 + 2a + 1a^2)d1^260d2^222 + (3 + 2a + 0a^2)d1^261d2^222 + (3 + 3a + 2a^2)d1^262d2^222 + (2 + 1a + 3a^2)d1^263d2^222 + (0 + 4a + 4a^2)d1^264d2^222 + (2 + 0a + 3a^2)d1^265d2^222 + (1 + 4a + 4a^2)d1^266d2^222 + (2 + 2a + 4a^2)d1^267d2^222 + (3 + 0a + 4a^2)d1^268d2^222 + (3 + 3a + 3a^2)d1^269d2^222 + (3 + 4a + 2a^2)d1^270d2^222 + (2 + 1a + 1a^2)d1^271d2^222 + (3 + 4a + 0a^2)d1^272d2^222 + (4 + 3a + 4a^2)d1^273d2^222 + (4 + 3a + 1a^2)d1^274d2^222 + (4 + 0a + 4a^2)d1^275d2^222 + (3 + 1a + 3a^2)d1^276d2^222 + (0 + 0a + 3a^2)d1^277d2^222 + (0 + 1a + 0a^2)d1^278d2^222 + (3 + 3a + 2a^2)d1^279d2^222 + (1 + 0a + 1a^2)d1^280d2^222 + (1 + 1a + 1a^2)d1^282d2^222 + (4 + 1a + 1a^2)d1^283d2^222 + (0 + 4a + 2a^2)d1^284d2^222 + (4 + 4a + 1a^2)d1^285d2^222 + (3 + 1a + 3a^2)d1^286d2^222 + (3 + 1a + 2a^2)d1^287d2^222 + (4 + 3a + 0a^2)d1^288d2^222 + (2 + 1a + 0a^2)d1^289d2^222 + (0 + 4a + 4a^2)d1^290d2^222 + (3 + 4a + 2a^2)d1^291d2^222 + (2 + 4a + 4a^2)d1^292d2^222 + (4 + 4a + 0a^2)d1^293d2^222 + (3 + 0a + 3a^2)d2^223 + (3 + 0a + 2a^2)d1^1d2^223 + (1 + 4a + 2a^2)d1^2d2^223 + (2 + 1a + 2a^2)d1^3d2^223 + (1 + 1a + 1a^2)d1^4d2^223 + (0 + 4a + 2a^2)d1^5d2^223 + (0 + 2a + 0a^2)d1^6d2^223 + (4 + 1a + 4a^2)d1^7d2^223 + (0 + 0a + 3a^2)d1^8d2^223 + (4 + 1a + 0a^2)d1^9d2^223 + (4 + 1a + 1a^2)d1^10d2^223 + (2 + 4a + 1a^2)d1^11d2^223 + (2 + 4a + 1a^2)d1^12d2^223 + (3 + 1a + 0a^2)d1^13d2^223 + (1 + 3a + 4a^2)d1^14d2^223 + (3 + 3a + 0a^2)d1^15d2^223 + (0 + 1a + 3a^2)d1^16d2^223 + (1 + 1a + 0a^2)d1^17d2^223 + (2 + 2a + 0a^2)d1^18d2^223 + (1 + 3a + 4a^2)d1^19d2^223 + (2 + 4a + 1a^2)d1^20d2^223 + (4 + 3a + 2a^2)d1^21d2^223 + (1 + 0a + 4a^2)d1^22d2^223 + (0 + 2a + 0a^2)d1^23d2^223 + (2 + 3a + 3a^2)d1^24d2^223 + (4 + 0a + 3a^2)d1^25d2^223 + (4 + 4a + 1a^2)d1^26d2^223 + (3 + 4a + 3a^2)d1^27d2^223 + (4 + 4a + 1a^2)d1^28d2^223 + (2 + 2a + 1a^2)d1^29d2^223 + (3 + 1a + 3a^2)d1^30d2^223 + (4 + 0a + 2a^2)d1^31d2^223 + (0 + 4a + 0a^2)d1^32d2^223 + (1 + 3a + 4a^2)d1^33d2^223 + (2 + 2a + 3a^2)d1^34d2^223 + (3 + 2a + 3a^2)d1^35d2^223 + (1 + 3a + 1a^2)d1^36d2^223 + (1 + 3a + 4a^2)d1^37d2^223 + (0 + 3a + 2a^2)d1^38d2^223 + (1 + 4a + 4a^2)d1^39d2^223 + (3 + 1a + 3a^2)d1^40d2^223 + (0 + 2a + 3a^2)d1^41d2^223 + (4 + 0a + 2a^2)d1^42d2^223 + (0 + 3a + 3a^2)d1^43d2^223 + (3 + 1a + 2a^2)d1^44d2^223 + (4 + 0a + 3a^2)d1^45d2^223 + (2 + 0a + 0a^2)d1^46d2^223 + (2 + 4a + 0a^2)d1^47d2^223 + (1 + 4a + 1a^2)d1^48d2^223 + (3 + 3a + 4a^2)d1^49d2^223 + (0 + 1a + 2a^2)d1^50d2^223 + (3 + 0a + 1a^2)d1^51d2^223 + (0 + 2a + 1a^2)d1^52d2^223 + (2 + 0a + 0a^2)d1^53d2^223 + (2 + 1a + 1a^2)d1^54d2^223 + (2 + 0a + 4a^2)d1^55d2^223 + (1 + 2a + 4a^2)d1^56d2^223 + (4 + 2a + 2a^2)d1^57d2^223 + (3 + 2a + 3a^2)d1^58d2^223 + (2 + 4a + 1a^2)d1^59d2^223 + (3 + 3a + 0a^2)d1^60d2^223 + (2 + 3a + 1a^2)d1^61d2^223 + (4 + 2a + 3a^2)d1^62d2^223 + (2 + 1a + 1a^2)d1^63d2^223 + (0 + 4a + 4a^2)d1^64d2^223 + (2 + 0a + 3a^2)d1^65d2^223 + (2 + 4a + 4a^2)d1^66d2^223 + (1 + 0a + 0a^2)d1^67d2^223 + (1 + 2a + 4a^2)d1^68d2^223 + (1 + 1a + 2a^2)d1^69d2^223 + (3 + 0a + 0a^2)d1^70d2^223 + (3 + 0a + 0a^2)d1^71d2^223 + (1 + 2a + 1a^2)d1^72d2^223 + (2 + 4a + 1a^2)d1^73d2^223 + (2 + 4a + 0a^2)d1^74d2^223 + (0 + 0a + 1a^2)d1^75d2^223 + (2 + 2a + 2a^2)d1^76d2^223 + (2 + 1a + 1a^2)d1^77d2^223 + (1 + 1a + 0a^2)d1^78d2^223 + (1 + 2a + 2a^2)d1^79d2^223 + (2 + 3a + 0a^2)d1^80d2^223 + (3 + 0a + 1a^2)d1^81d2^223 + (1 + 0a + 3a^2)d1^82d2^223 + (3 + 2a + 2a^2)d1^83d2^223 + (1 + 2a + 4a^2)d1^84d2^223 + (2 + 4a + 2a^2)d1^85d2^223 + (0 + 0a + 4a^2)d1^86d2^223 + (0 + 1a + 4a^2)d1^87d2^223 + (4 + 0a + 3a^2)d1^88d2^223 + (4 + 2a + 3a^2)d1^89d2^223 + (0 + 1a + 2a^2)d1^90d2^223 + (1 + 3a + 1a^2)d1^91d2^223 + (2 + 1a + 3a^2)d1^92d2^223 + (2 + 0a + 1a^2)d1^93d2^223 + (3 + 2a + 3a^2)d1^94d2^223 + (1 + 2a + 1a^2)d1^95d2^223 + (4 + 3a + 2a^2)d1^96d2^223 + (1 + 1a + 1a^2)d1^97d2^223 + (0 + 2a + 4a^2)d1^99d2^223 + (0 + 2a + 3a^2)d1^100d2^223 + (0 + 2a + 3a^2)d1^101d2^223 + (1 + 4a + 4a^2)d1^102d2^223 + (2 + 4a + 3a^2)d1^103d2^223 + (1 + 3a + 1a^2)d1^104d2^223 + (2 + 1a + 3a^2)d1^105d2^223 + (4 + 0a + 2a^2)d1^106d2^223 + (4 + 0a + 2a^2)d1^107d2^223 + (2 + 4a + 2a^2)d1^108d2^223 + (0 + 0a + 3a^2)d1^109d2^223 + (3 + 4a + 1a^2)d1^110d2^223 + (3 + 4a + 3a^2)d1^111d2^223 + (2 + 1a + 3a^2)d1^112d2^223 + (4 + 3a + 0a^2)d1^113d2^223 + (0 + 4a + 2a^2)d1^114d2^223 + (0 + 4a + 4a^2)d1^115d2^223 + (1 + 2a + 4a^2)d1^116d2^223 + (0 + 2a + 1a^2)d1^117d2^223 + (2 + 3a + 1a^2)d1^118d2^223 + (2 + 0a + 1a^2)d1^119d2^223 + (0 + 4a + 1a^2)d1^120d2^223 + (2 + 1a + 4a^2)d1^121d2^223 + (3 + 2a + 3a^2)d1^122d2^223 + (1 + 3a + 0a^2)d1^123d2^223 + (1 + 1a + 0a^2)d1^124d2^223 + (4 + 2a + 0a^2)d1^125d2^223 + (2 + 0a + 4a^2)d1^126d2^223 + (3 + 4a + 3a^2)d1^127d2^223 + (3 + 0a + 1a^2)d1^128d2^223 + (0 + 2a + 3a^2)d1^129d2^223 + (1 + 3a + 4a^2)d1^130d2^223 + (1 + 2a + 2a^2)d1^131d2^223 + (2 + 1a + 3a^2)d1^132d2^223 + (1 + 3a + 3a^2)d1^133d2^223 + (1 + 3a + 3a^2)d1^134d2^223 + (2 + 2a + 4a^2)d1^135d2^223 + (0 + 1a + 0a^2)d1^136d2^223 + (4 + 1a + 3a^2)d1^137d2^223 + (1 + 2a + 2a^2)d1^138d2^223 + (2 + 4a + 2a^2)d1^139d2^223 + (3 + 1a + 2a^2)d1^140d2^223 + (1 + 3a + 0a^2)d1^141d2^223 + (1 + 2a + 0a^2)d1^142d2^223 + (1 + 1a + 4a^2)d1^143d2^223 + (1 + 2a + 0a^2)d1^144d2^223 + (2 + 4a + 0a^2)d1^145d2^223 + (1 + 1a + 4a^2)d1^146d2^223 + (0 + 4a + 4a^2)d1^147d2^223 + (0 + 4a + 4a^2)d1^148d2^223 + (3 + 0a + 2a^2)d1^149d2^223 + (2 + 3a + 3a^2)d1^150d2^223 + (1 + 2a + 1a^2)d1^151d2^223 + (1 + 1a + 4a^2)d1^152d2^223 + (2 + 2a + 1a^2)d1^153d2^223 + (4 + 0a + 2a^2)d1^154d2^223 + (0 + 4a + 3a^2)d1^155d2^223 + (3 + 3a + 0a^2)d1^156d2^223 + (3 + 2a + 4a^2)d1^157d2^223 + (0 + 0a + 2a^2)d1^158d2^223 + (4 + 2a + 3a^2)d1^159d2^223 + (4 + 3a + 0a^2)d1^160d2^223 + (2 + 4a + 0a^2)d1^161d2^223 + (2 + 3a + 2a^2)d1^162d2^223 + (4 + 3a + 3a^2)d1^163d2^223 + (4 + 2a + 2a^2)d1^164d2^223 + (3 + 2a + 2a^2)d1^165d2^223 + (3 + 3a + 0a^2)d1^166d2^223 + (0 + 1a + 4a^2)d1^167d2^223 + (3 + 0a + 2a^2)d1^168d2^223 + (3 + 2a + 4a^2)d1^169d2^223 + (4 + 2a + 3a^2)d1^170d2^223 + (1 + 2a + 1a^2)d1^171d2^223 + (2 + 3a + 2a^2)d1^172d2^223 + (1 + 4a + 2a^2)d1^173d2^223 + (4 + 1a + 2a^2)d1^174d2^223 + (2 + 3a + 4a^2)d1^175d2^223 + (0 + 4a + 4a^2)d1^176d2^223 + (0 + 2a + 1a^2)d1^177d2^223 + (4 + 3a + 2a^2)d1^178d2^223 + (0 + 2a + 2a^2)d1^179d2^223 + (3 + 3a + 2a^2)d1^180d2^223 + (3 + 3a + 2a^2)d1^181d2^223 + (4 + 2a + 2a^2)d1^182d2^223 + (4 + 3a + 3a^2)d1^183d2^223 + (4 + 0a + 4a^2)d1^184d2^223 + (1 + 3a + 3a^2)d1^185d2^223 + (4 + 4a + 1a^2)d1^186d2^223 + (0 + 3a + 1a^2)d1^187d2^223 + (2 + 1a + 4a^2)d1^188d2^223 + (3 + 3a + 4a^2)d1^189d2^223 + (2 + 3a + 2a^2)d1^190d2^223 + (2 + 3a + 0a^2)d1^191d2^223 + (1 + 4a + 0a^2)d1^192d2^223 + (4 + 0a + 1a^2)d1^193d2^223 + (3 + 1a + 4a^2)d1^194d2^223 + (4 + 2a + 2a^2)d1^195d2^223 + (1 + 1a + 2a^2)d1^196d2^223 + (3 + 3a + 1a^2)d1^197d2^223 + (0 + 4a + 2a^2)d1^198d2^223 + (3 + 2a + 3a^2)d1^199d2^223 + (1 + 3a + 2a^2)d1^200d2^223 + (2 + 2a + 3a^2)d1^201d2^223 + (1 + 3a + 0a^2)d1^202d2^223 + (1 + 4a + 2a^2)d1^203d2^223 + (0 + 2a + 1a^2)d1^204d2^223 + (0 + 4a + 4a^2)d1^205d2^223 + (4 + 4a + 1a^2)d1^206d2^223 + (0 + 3a + 4a^2)d1^207d2^223 + (1 + 4a + 2a^2)d1^208d2^223 + (0 + 0a + 4a^2)d1^209d2^223 + (3 + 3a + 0a^2)d1^210d2^223 + (2 + 2a + 1a^2)d1^211d2^223 + (3 + 1a + 4a^2)d1^212d2^223 + (0 + 4a + 3a^2)d1^213d2^223 + (3 + 3a + 4a^2)d1^214d2^223 + (4 + 2a + 2a^2)d1^215d2^223 + (0 + 3a + 4a^2)d1^216d2^223 + (1 + 0a + 0a^2)d1^217d2^223 + (4 + 1a + 1a^2)d1^218d2^223 + (0 + 4a + 2a^2)d1^219d2^223 + (2 + 2a + 2a^2)d1^220d2^223 + (3 + 1a + 1a^2)d1^221d2^223 + (0 + 2a + 2a^2)d1^222d2^223 + (2 + 1a + 4a^2)d1^223d2^223 + (3 + 2a + 2a^2)d1^224d2^223 + (4 + 2a + 1a^2)d1^225d2^223 + (0 + 0a + 1a^2)d1^226d2^223 + (4 + 1a + 2a^2)d1^227d2^223 + (3 + 3a + 3a^2)d1^228d2^223 + (2 + 0a + 2a^2)d1^229d2^223 + (3 + 1a + 3a^2)d1^230d2^223 + (0 + 3a + 3a^2)d1^231d2^223 + (1 + 3a + 1a^2)d1^232d2^223 + (3 + 3a + 0a^2)d1^233d2^223 + (0 + 2a + 0a^2)d1^234d2^223 + (1 + 2a + 4a^2)d1^235d2^223 + (3 + 0a + 1a^2)d1^236d2^223 + (0 + 1a + 2a^2)d1^237d2^223 + (3 + 1a + 1a^2)d1^238d2^223 + (4 + 0a + 0a^2)d1^239d2^223 + (1 + 3a + 4a^2)d1^240d2^223 + (1 + 1a + 1a^2)d1^241d2^223 + (4 + 3a + 3a^2)d1^242d2^223 + (1 + 1a + 4a^2)d1^243d2^223 + (1 + 2a + 2a^2)d1^244d2^223 + (1 + 4a + 4a^2)d1^245d2^223 + (1 + 0a + 4a^2)d1^246d2^223 + (3 + 1a + 4a^2)d1^247d2^223 + (0 + 4a + 4a^2)d1^248d2^223 + (2 + 3a + 0a^2)d1^249d2^223 + (2 + 0a + 0a^2)d1^250d2^223 + (1 + 1a + 1a^2)d1^251d2^223 + (2 + 0a + 0a^2)d1^252d2^223 + (3 + 1a + 0a^2)d1^253d2^223 + (1 + 0a + 0a^2)d1^254d2^223 + (3 + 3a + 0a^2)d1^255d2^223 + (4 + 0a + 0a^2)d1^256d2^223 + (4 + 2a + 2a^2)d1^257d2^223 + (0 + 2a + 3a^2)d1^258d2^223 + (0 + 3a + 4a^2)d1^259d2^223 + (3 + 1a + 0a^2)d1^260d2^223 + (3 + 4a + 3a^2)d1^261d2^223 + (1 + 0a + 2a^2)d1^262d2^223 + (3 + 1a + 2a^2)d1^263d2^223 + (4 + 1a + 2a^2)d1^264d2^223 + (4 + 2a + 0a^2)d1^265d2^223 + (0 + 4a + 0a^2)d1^266d2^223 + (3 + 0a + 1a^2)d1^267d2^223 + (0 + 3a + 0a^2)d1^268d2^223 + (0 + 1a + 1a^2)d1^269d2^223 + (0 + 1a + 3a^2)d1^270d2^223 + (1 + 1a + 2a^2)d1^271d2^223 + (0 + 3a + 3a^2)d1^272d2^223 + (1 + 4a + 1a^2)d1^273d2^223 + (0 + 3a + 4a^2)d1^274d2^223 + (4 + 2a + 1a^2)d1^275d2^223 + (2 + 3a + 0a^2)d1^276d2^223 + (3 + 1a + 0a^2)d1^277d2^223 + (0 + 1a + 2a^2)d1^278d2^223 + (2 + 1a + 0a^2)d1^279d2^223 + (2 + 2a + 2a^2)d1^280d2^223 + (4 + 2a + 3a^2)d1^281d2^223 + (4 + 4a + 1a^2)d1^282d2^223 + (0 + 3a + 4a^2)d1^283d2^223 + (4 + 2a + 4a^2)d1^284d2^223 + (1 + 0a + 4a^2)d1^285d2^223 + (1 + 2a + 2a^2)d1^286d2^223 + (1 + 1a + 0a^2)d1^287d2^223 + (4 + 0a + 4a^2)d1^288d2^223 + (4 + 0a + 3a^2)d1^289d2^223 + (2 + 0a + 1a^2)d1^290d2^223 + (4 + 0a + 1a^2)d1^291d2^223 + (3 + 0a + 4a^2)d1^292d2^223 + (2 + 0a + 2a^2)d1^293d2^223 + (1 + 0a + 2a^2)d2^224 + (3 + 1a + 0a^2)d1^1d2^224 + (2 + 3a + 3a^2)d1^2d2^224 + (1 + 4a + 2a^2)d1^3d2^224 + (4 + 0a + 1a^2)d1^4d2^224 + (1 + 1a + 1a^2)d1^5d2^224 + (0 + 2a + 4a^2)d1^6d2^224 + (4 + 0a + 2a^2)d1^7d2^224 + (2 + 1a + 3a^2)d1^8d2^224 + (1 + 0a + 2a^2)d1^9d2^224 + (1 + 1a + 2a^2)d1^10d2^224 + (2 + 0a + 2a^2)d1^11d2^224 + (1 + 1a + 3a^2)d1^12d2^224 + (0 + 2a + 2a^2)d1^13d2^224 + (2 + 1a + 4a^2)d1^14d2^224 + (3 + 4a + 1a^2)d1^15d2^224 + (3 + 3a + 4a^2)d1^16d2^224 + (2 + 0a + 0a^2)d1^17d2^224 + (4 + 0a + 3a^2)d1^18d2^224 + (2 + 4a + 4a^2)d1^19d2^224 + (2 + 4a + 2a^2)d1^20d2^224 + (3 + 4a + 1a^2)d1^21d2^224 + (1 + 0a + 0a^2)d1^22d2^224 + (1 + 0a + 2a^2)d1^23d2^224 + (3 + 4a + 4a^2)d1^24d2^224 + (4 + 4a + 3a^2)d1^25d2^224 + (0 + 3a + 2a^2)d1^26d2^224 + (2 + 3a + 1a^2)d1^28d2^224 + (2 + 0a + 4a^2)d1^29d2^224 + (2 + 3a + 3a^2)d1^30d2^224 + (3 + 0a + 3a^2)d1^31d2^224 + (4 + 1a + 3a^2)d1^32d2^224 + (0 + 2a + 2a^2)d1^33d2^224 + (0 + 1a + 2a^2)d1^34d2^224 + (4 + 0a + 4a^2)d1^35d2^224 + (0 + 3a + 3a^2)d1^36d2^224 + (1 + 1a + 1a^2)d1^37d2^224 + (0 + 4a + 4a^2)d1^38d2^224 + (4 + 0a + 1a^2)d1^39d2^224 + (0 + 4a + 1a^2)d1^40d2^224 + (0 + 2a + 3a^2)d1^41d2^224 + (0 + 0a + 2a^2)d1^42d2^224 + (3 + 4a + 2a^2)d1^43d2^224 + (4 + 1a + 3a^2)d1^44d2^224 + (3 + 4a + 3a^2)d1^45d2^224 + (3 + 3a + 1a^2)d1^46d2^224 + (0 + 0a + 1a^2)d1^47d2^224 + (2 + 4a + 3a^2)d1^48d2^224 + (1 + 4a + 1a^2)d1^49d2^224 + (3 + 1a + 2a^2)d1^50d2^224 + (1 + 4a + 4a^2)d1^51d2^224 + (3 + 2a + 3a^2)d1^52d2^224 + (0 + 2a + 4a^2)d1^53d2^224 + (4 + 4a + 3a^2)d1^55d2^224 + (4 + 4a + 2a^2)d1^56d2^224 + (3 + 0a + 0a^2)d1^57d2^224 + (4 + 0a + 2a^2)d1^58d2^224 + (0 + 4a + 4a^2)d1^59d2^224 + (4 + 3a + 0a^2)d1^60d2^224 + (1 + 1a + 2a^2)d1^61d2^224 + (4 + 4a + 0a^2)d1^62d2^224 + (1 + 3a + 3a^2)d1^63d2^224 + (1 + 1a + 3a^2)d1^64d2^224 + (1 + 4a + 4a^2)d1^65d2^224 + (3 + 4a + 3a^2)d1^66d2^224 + (4 + 2a + 1a^2)d1^67d2^224 + (1 + 1a + 2a^2)d1^68d2^224 + (3 + 3a + 1a^2)d1^69d2^224 + (4 + 4a + 3a^2)d1^70d2^224 + (3 + 3a + 4a^2)d1^71d2^224 + (3 + 1a + 4a^2)d1^72d2^224 + (0 + 1a + 2a^2)d1^73d2^224 + (0 + 0a + 3a^2)d1^74d2^224 + (0 + 4a + 3a^2)d1^75d2^224 + (1 + 0a + 4a^2)d1^76d2^224 + (3 + 4a + 4a^2)d1^77d2^224 + (2 + 1a + 4a^2)d1^78d2^224 + (1 + 0a + 2a^2)d1^79d2^224 + (4 + 3a + 3a^2)d1^80d2^224 + (0 + 0a + 3a^2)d1^81d2^224 + (1 + 3a + 0a^2)d1^82d2^224 + (4 + 0a + 3a^2)d1^83d2^224 + (3 + 2a + 1a^2)d1^84d2^224 + (3 + 0a + 4a^2)d1^85d2^224 + (3 + 4a + 0a^2)d1^86d2^224 + (2 + 0a + 1a^2)d1^87d2^224 + (2 + 0a + 0a^2)d1^88d2^224 + (4 + 4a + 3a^2)d1^89d2^224 + (3 + 2a + 2a^2)d1^90d2^224 + (1 + 1a + 3a^2)d1^91d2^224 + (4 + 4a + 3a^2)d1^92d2^224 + (4 + 1a + 0a^2)d1^93d2^224 + (2 + 1a + 0a^2)d1^94d2^224 + (4 + 4a + 2a^2)d1^95d2^224 + (3 + 0a + 4a^2)d1^96d2^224 + (1 + 1a + 4a^2)d1^97d2^224 + (1 + 2a + 3a^2)d1^98d2^224 + (0 + 0a + 2a^2)d1^99d2^224 + (2 + 1a + 1a^2)d1^100d2^224 + (4 + 1a + 2a^2)d1^101d2^224 + (0 + 3a + 0a^2)d1^102d2^224 + (3 + 4a + 0a^2)d1^103d2^224 + (4 + 3a + 4a^2)d1^104d2^224 + (4 + 2a + 3a^2)d1^105d2^224 + (1 + 2a + 4a^2)d1^106d2^224 + (0 + 1a + 4a^2)d1^107d2^224 + (0 + 2a + 1a^2)d1^108d2^224 + (1 + 0a + 4a^2)d1^109d2^224 + (1 + 1a + 1a^2)d1^110d2^224 + (2 + 0a + 2a^2)d1^111d2^224 + (3 + 1a + 2a^2)d1^112d2^224 + (0 + 0a + 1a^2)d1^113d2^224 + (3 + 3a + 0a^2)d1^114d2^224 + (4 + 1a + 3a^2)d1^115d2^224 + (3 + 2a + 0a^2)d1^116d2^224 + (3 + 2a + 3a^2)d1^117d2^224 + (1 + 4a + 4a^2)d1^118d2^224 + (3 + 0a + 1a^2)d1^119d2^224 + (1 + 4a + 1a^2)d1^120d2^224 + (4 + 4a + 1a^2)d1^121d2^224 + (2 + 4a + 2a^2)d1^122d2^224 + (3 + 3a + 4a^2)d1^123d2^224 + (3 + 0a + 2a^2)d1^124d2^224 + (0 + 0a + 2a^2)d1^125d2^224 + (3 + 2a + 2a^2)d1^126d2^224 + (2 + 0a + 4a^2)d1^127d2^224 + (2 + 0a + 4a^2)d1^128d2^224 + (1 + 2a + 1a^2)d1^129d2^224 + (1 + 0a + 3a^2)d1^130d2^224 + (4 + 0a + 0a^2)d1^131d2^224 + (1 + 4a + 4a^2)d1^132d2^224 + (4 + 1a + 2a^2)d1^133d2^224 + (2 + 3a + 0a^2)d1^134d2^224 + (4 + 4a + 1a^2)d1^135d2^224 + (3 + 3a + 3a^2)d1^136d2^224 + (2 + 0a + 0a^2)d1^137d2^224 + (4 + 1a + 1a^2)d1^138d2^224 + (0 + 4a + 0a^2)d1^139d2^224 + (3 + 3a + 0a^2)d1^140d2^224 + (3 + 2a + 4a^2)d1^141d2^224 + (0 + 1a + 3a^2)d1^142d2^224 + (1 + 0a + 1a^2)d1^143d2^224 + (1 + 2a + 0a^2)d1^144d2^224 + (2 + 2a + 0a^2)d1^145d2^224 + (4 + 3a + 3a^2)d1^146d2^224 + (2 + 1a + 2a^2)d1^147d2^224 + (4 + 0a + 0a^2)d1^148d2^224 + (4 + 0a + 1a^2)d1^149d2^224 + (2 + 1a + 0a^2)d1^150d2^224 + (1 + 3a + 1a^2)d1^151d2^224 + (3 + 1a + 3a^2)d1^152d2^224 + (3 + 3a + 0a^2)d1^153d2^224 + (3 + 4a + 0a^2)d1^154d2^224 + (4 + 0a + 3a^2)d1^155d2^224 + (4 + 4a + 4a^2)d1^156d2^224 + (0 + 4a + 3a^2)d1^157d2^224 + (2 + 0a + 3a^2)d1^158d2^224 + (3 + 1a + 2a^2)d1^159d2^224 + (0 + 0a + 2a^2)d1^160d2^224 + (2 + 1a + 2a^2)d1^161d2^224 + (4 + 2a + 0a^2)d1^162d2^224 + (0 + 4a + 3a^2)d1^163d2^224 + (1 + 2a + 1a^2)d1^164d2^224 + (0 + 1a + 1a^2)d1^165d2^224 + (0 + 3a + 3a^2)d1^166d2^224 + (3 + 3a + 2a^2)d1^167d2^224 + (3 + 1a + 4a^2)d1^168d2^224 + (2 + 3a + 4a^2)d1^169d2^224 + (4 + 1a + 0a^2)d1^170d2^224 + (4 + 1a + 4a^2)d1^171d2^224 + (4 + 0a + 2a^2)d1^172d2^224 + (0 + 4a + 0a^2)d1^173d2^224 + (3 + 0a + 0a^2)d1^174d2^224 + (3 + 0a + 0a^2)d1^175d2^224 + (4 + 2a + 4a^2)d1^176d2^224 + (2 + 4a + 4a^2)d1^177d2^224 + (3 + 0a + 0a^2)d1^178d2^224 + (3 + 3a + 0a^2)d1^179d2^224 + (2 + 4a + 0a^2)d1^180d2^224 + (2 + 2a + 3a^2)d1^181d2^224 + (2 + 1a + 1a^2)d1^182d2^224 + (1 + 2a + 4a^2)d1^183d2^224 + (2 + 2a + 4a^2)d1^184d2^224 + (2 + 2a + 0a^2)d1^185d2^224 + (1 + 0a + 1a^2)d1^186d2^224 + (4 + 0a + 1a^2)d1^187d2^224 + (1 + 3a + 0a^2)d1^188d2^224 + (2 + 3a + 2a^2)d1^189d2^224 + (4 + 0a + 3a^2)d1^190d2^224 + (4 + 1a + 0a^2)d1^191d2^224 + (1 + 3a + 2a^2)d1^192d2^224 + (2 + 3a + 0a^2)d1^193d2^224 + (0 + 2a + 2a^2)d1^194d2^224 + (0 + 4a + 2a^2)d1^195d2^224 + (1 + 4a + 0a^2)d1^196d2^224 + (0 + 2a + 4a^2)d1^197d2^224 + (2 + 1a + 0a^2)d1^198d2^224 + (2 + 1a + 1a^2)d1^199d2^224 + (1 + 3a + 2a^2)d1^200d2^224 + (1 + 4a + 1a^2)d1^201d2^224 + (2 + 0a + 2a^2)d1^202d2^224 + (3 + 4a + 3a^2)d1^203d2^224 + (0 + 1a + 2a^2)d1^204d2^224 + (4 + 3a + 0a^2)d1^205d2^224 + (1 + 4a + 0a^2)d1^206d2^224 + (1 + 2a + 2a^2)d1^207d2^224 + (1 + 3a + 1a^2)d1^208d2^224 + (1 + 1a + 2a^2)d1^209d2^224 + (4 + 4a + 4a^2)d1^210d2^224 + (4 + 0a + 4a^2)d1^211d2^224 + (2 + 2a + 2a^2)d1^212d2^224 + (3 + 4a + 4a^2)d1^213d2^224 + (3 + 2a + 0a^2)d1^214d2^224 + (0 + 1a + 4a^2)d1^215d2^224 + (1 + 0a + 2a^2)d1^216d2^224 + (1 + 1a + 3a^2)d1^217d2^224 + (2 + 4a + 0a^2)d1^218d2^224 + (1 + 0a + 3a^2)d1^219d2^224 + (2 + 4a + 1a^2)d1^220d2^224 + (2 + 0a + 3a^2)d1^221d2^224 + (3 + 4a + 0a^2)d1^222d2^224 + (4 + 4a + 0a^2)d1^223d2^224 + (0 + 2a + 4a^2)d1^224d2^224 + (1 + 3a + 1a^2)d1^225d2^224 + (4 + 4a + 3a^2)d1^226d2^224 + (4 + 0a + 3a^2)d1^227d2^224 + (0 + 0a + 4a^2)d1^228d2^224 + (1 + 3a + 0a^2)d1^229d2^224 + (4 + 4a + 4a^2)d1^230d2^224 + (2 + 0a + 3a^2)d1^231d2^224 + (2 + 4a + 1a^2)d1^232d2^224 + (1 + 3a + 0a^2)d1^233d2^224 + (0 + 1a + 3a^2)d1^234d2^224 + (0 + 4a + 2a^2)d1^235d2^224 + (3 + 3a + 0a^2)d1^236d2^224 + (4 + 3a + 3a^2)d1^237d2^224 + (3 + 2a + 4a^2)d1^238d2^224 + (2 + 3a + 2a^2)d1^239d2^224 + (2 + 2a + 0a^2)d1^240d2^224 + (4 + 1a + 2a^2)d1^241d2^224 + (3 + 0a + 0a^2)d1^242d2^224 + (1 + 2a + 3a^2)d1^243d2^224 + (3 + 4a + 0a^2)d1^244d2^224 + (1 + 4a + 0a^2)d1^245d2^224 + (2 + 4a + 4a^2)d1^246d2^224 + (0 + 1a + 1a^2)d1^247d2^224 + (3 + 1a + 0a^2)d1^248d2^224 + (3 + 3a + 2a^2)d1^249d2^224 + (1 + 4a + 1a^2)d1^250d2^224 + (3 + 0a + 0a^2)d1^251d2^224 + (3 + 0a + 2a^2)d1^252d2^224 + (3 + 0a + 2a^2)d1^253d2^224 + (0 + 0a + 2a^2)d1^254d2^224 + (0 + 1a + 1a^2)d1^255d2^224 + (3 + 2a + 0a^2)d1^256d2^224 + (1 + 3a + 0a^2)d1^257d2^224 + (0 + 0a + 2a^2)d1^258d2^224 + (3 + 4a + 0a^2)d1^259d2^224 + (4 + 3a + 1a^2)d1^260d2^224 + (2 + 1a + 4a^2)d1^261d2^224 + (0 + 2a + 4a^2)d1^262d2^224 + (1 + 0a + 1a^2)d1^263d2^224 + (1 + 2a + 1a^2)d1^264d2^224 + (0 + 2a + 3a^2)d1^265d2^224 + (0 + 3a + 3a^2)d1^266d2^224 + (1 + 1a + 1a^2)d1^267d2^224 + (1 + 1a + 3a^2)d1^268d2^224 + (1 + 4a + 4a^2)d1^269d2^224 + (0 + 0a + 4a^2)d1^270d2^224 + (0 + 4a + 0a^2)d1^271d2^224 + (1 + 3a + 4a^2)d1^272d2^224 + (3 + 2a + 1a^2)d1^273d2^224 + (3 + 2a + 3a^2)d1^274d2^224 + (2 + 0a + 0a^2)d1^275d2^224 + (2 + 0a + 4a^2)d1^276d2^224 + (0 + 1a + 1a^2)d1^277d2^224 + (3 + 1a + 3a^2)d1^278d2^224 + (2 + 1a + 0a^2)d1^279d2^224 + (4 + 3a + 4a^2)d1^280d2^224 + (3 + 3a + 2a^2)d1^281d2^224 + (0 + 4a + 0a^2)d1^282d2^224 + (2 + 2a + 1a^2)d1^283d2^224 + (0 + 2a + 4a^2)d1^284d2^224 + (3 + 0a + 4a^2)d1^285d2^224 + (3 + 1a + 2a^2)d1^286d2^224 + (2 + 4a + 4a^2)d1^287d2^224 + (1 + 0a + 4a^2)d1^288d2^224 + (2 + 1a + 3a^2)d1^289d2^224 + (2 + 4a + 4a^2)d1^290d2^224 + (4 + 3a + 1a^2)d1^291d2^224 + (0 + 4a + 1a^2)d1^292d2^224 + (1 + 0a + 2a^2)d1^293d2^224 + (0 + 4a + 4a^2)d2^225 + (3 + 1a + 0a^2)d1^1d2^225 + (1 + 2a + 1a^2)d1^2d2^225 + (0 + 3a + 1a^2)d1^3d2^225 + (1 + 1a + 2a^2)d1^4d2^225 + (4 + 1a + 4a^2)d1^5d2^225 + (3 + 1a + 4a^2)d1^6d2^225 + (4 + 4a + 3a^2)d1^7d2^225 + (0 + 2a + 1a^2)d1^8d2^225 + (0 + 2a + 0a^2)d1^9d2^225 + (1 + 2a + 3a^2)d1^10d2^225 + (1 + 2a + 4a^2)d1^11d2^225 + (0 + 2a + 2a^2)d1^12d2^225 + (2 + 2a + 3a^2)d1^13d2^225 + (2 + 1a + 0a^2)d1^14d2^225 + (0 + 1a + 2a^2)d1^15d2^225 + (0 + 4a + 3a^2)d1^16d2^225 + (4 + 0a + 0a^2)d1^17d2^225 + (0 + 3a + 0a^2)d1^18d2^225 + (2 + 1a + 0a^2)d1^19d2^225 + (0 + 2a + 4a^2)d1^20d2^225 + (1 + 3a + 4a^2)d1^21d2^225 + (3 + 1a + 1a^2)d1^22d2^225 + (0 + 2a + 1a^2)d1^23d2^225 + (2 + 3a + 0a^2)d1^24d2^225 + (1 + 1a + 3a^2)d1^25d2^225 + (0 + 1a + 0a^2)d1^26d2^225 + (0 + 1a + 4a^2)d1^27d2^225 + (3 + 1a + 1a^2)d1^28d2^225 + (4 + 3a + 4a^2)d1^29d2^225 + (0 + 2a + 1a^2)d1^30d2^225 + (4 + 3a + 1a^2)d1^31d2^225 + (1 + 4a + 4a^2)d1^32d2^225 + (0 + 1a + 1a^2)d1^33d2^225 + (1 + 1a + 1a^2)d1^34d2^225 + (1 + 1a + 1a^2)d1^35d2^225 + (3 + 0a + 2a^2)d1^36d2^225 + (3 + 1a + 2a^2)d1^37d2^225 + (0 + 0a + 1a^2)d1^38d2^225 + (3 + 1a + 3a^2)d1^39d2^225 + (0 + 2a + 3a^2)d1^40d2^225 + (2 + 2a + 3a^2)d1^41d2^225 + (4 + 0a + 0a^2)d1^42d2^225 + (4 + 3a + 4a^2)d1^43d2^225 + (0 + 3a + 1a^2)d1^44d2^225 + (4 + 2a + 4a^2)d1^45d2^225 + (4 + 2a + 2a^2)d1^46d2^225 + (1 + 2a + 0a^2)d1^47d2^225 + (3 + 2a + 0a^2)d1^48d2^225 + (0 + 1a + 4a^2)d1^49d2^225 + (4 + 3a + 3a^2)d1^50d2^225 + (0 + 2a + 2a^2)d1^51d2^225 + (4 + 0a + 2a^2)d1^52d2^225 + (3 + 3a + 1a^2)d1^53d2^225 + (2 + 2a + 3a^2)d1^54d2^225 + (4 + 0a + 3a^2)d1^55d2^225 + (4 + 1a + 2a^2)d1^56d2^225 + (2 + 2a + 4a^2)d1^57d2^225 + (1 + 3a + 3a^2)d1^58d2^225 + (4 + 4a + 4a^2)d1^59d2^225 + (2 + 1a + 1a^2)d1^60d2^225 + (2 + 2a + 0a^2)d1^61d2^225 + (1 + 0a + 3a^2)d1^62d2^225 + (2 + 2a + 4a^2)d1^63d2^225 + (3 + 2a + 3a^2)d1^64d2^225 + (3 + 0a + 3a^2)d1^65d2^225 + (2 + 3a + 1a^2)d1^66d2^225 + (0 + 4a + 3a^2)d1^67d2^225 + (3 + 1a + 2a^2)d1^68d2^225 + (3 + 4a + 4a^2)d1^69d2^225 + (4 + 3a + 4a^2)d1^70d2^225 + (0 + 4a + 2a^2)d1^71d2^225 + (1 + 1a + 4a^2)d1^72d2^225 + (4 + 2a + 1a^2)d1^73d2^225 + (2 + 4a + 1a^2)d1^74d2^225 + (0 + 4a + 3a^2)d1^75d2^225 + (2 + 1a + 1a^2)d1^76d2^225 + (0 + 0a + 1a^2)d1^77d2^225 + (3 + 2a + 2a^2)d1^78d2^225 + (0 + 2a + 2a^2)d1^79d2^225 + (4 + 0a + 3a^2)d1^80d2^225 + (3 + 3a + 0a^2)d1^81d2^225 + (0 + 2a + 2a^2)d1^82d2^225 + (1 + 2a + 3a^2)d1^83d2^225 + (4 + 3a + 4a^2)d1^84d2^225 + (3 + 4a + 1a^2)d1^85d2^225 + (0 + 1a + 2a^2)d1^86d2^225 + (0 + 2a + 1a^2)d1^87d2^225 + (1 + 2a + 0a^2)d1^88d2^225 + (2 + 1a + 3a^2)d1^89d2^225 + (3 + 2a + 3a^2)d1^90d2^225 + (3 + 3a + 2a^2)d1^91d2^225 + (0 + 2a + 3a^2)d1^92d2^225 + (1 + 3a + 2a^2)d1^93d2^225 + (4 + 0a + 2a^2)d1^94d2^225 + (2 + 0a + 3a^2)d1^95d2^225 + (3 + 3a + 3a^2)d1^96d2^225 + (4 + 3a + 0a^2)d1^97d2^225 + (2 + 4a + 0a^2)d1^98d2^225 + (2 + 0a + 1a^2)d1^99d2^225 + (3 + 0a + 3a^2)d1^100d2^225 + (1 + 3a + 3a^2)d1^101d2^225 + (0 + 2a + 0a^2)d1^102d2^225 + (3 + 2a + 3a^2)d1^103d2^225 + (3 + 1a + 3a^2)d1^105d2^225 + (1 + 3a + 2a^2)d1^106d2^225 + (3 + 0a + 2a^2)d1^107d2^225 + (1 + 0a + 3a^2)d1^108d2^225 + (0 + 3a + 4a^2)d1^109d2^225 + (2 + 0a + 0a^2)d1^110d2^225 + (3 + 1a + 2a^2)d1^111d2^225 + (2 + 4a + 1a^2)d1^112d2^225 + (2 + 4a + 2a^2)d1^113d2^225 + (2 + 0a + 3a^2)d1^114d2^225 + (0 + 4a + 1a^2)d1^115d2^225 + (3 + 1a + 1a^2)d1^116d2^225 + (1 + 3a + 3a^2)d1^118d2^225 + (3 + 4a + 4a^2)d1^119d2^225 + (0 + 2a + 3a^2)d1^120d2^225 + (3 + 1a + 3a^2)d1^121d2^225 + (4 + 0a + 2a^2)d1^122d2^225 + (3 + 4a + 0a^2)d1^123d2^225 + (2 + 4a + 2a^2)d1^124d2^225 + (0 + 2a + 0a^2)d1^125d2^225 + (1 + 3a + 2a^2)d1^126d2^225 + (4 + 1a + 1a^2)d1^127d2^225 + (2 + 2a + 4a^2)d1^128d2^225 + (0 + 3a + 0a^2)d1^129d2^225 + (2 + 4a + 2a^2)d1^130d2^225 + (0 + 3a + 4a^2)d1^131d2^225 + (3 + 2a + 3a^2)d1^132d2^225 + (1 + 3a + 3a^2)d1^133d2^225 + (4 + 1a + 2a^2)d1^134d2^225 + (0 + 2a + 2a^2)d1^135d2^225 + (0 + 3a + 0a^2)d1^136d2^225 + (3 + 1a + 0a^2)d1^137d2^225 + (3 + 1a + 1a^2)d1^138d2^225 + (0 + 2a + 2a^2)d1^139d2^225 + (1 + 1a + 1a^2)d1^140d2^225 + (1 + 3a + 0a^2)d1^141d2^225 + (3 + 3a + 4a^2)d1^142d2^225 + (3 + 0a + 1a^2)d1^143d2^225 + (1 + 0a + 0a^2)d1^144d2^225 + (2 + 1a + 0a^2)d1^145d2^225 + (2 + 0a + 4a^2)d1^146d2^225 + (1 + 2a + 3a^2)d1^147d2^225 + (1 + 4a + 2a^2)d1^148d2^225 + (1 + 3a + 4a^2)d1^149d2^225 + (4 + 0a + 0a^2)d1^150d2^225 + (4 + 1a + 4a^2)d1^151d2^225 + (1 + 1a + 2a^2)d1^152d2^225 + (2 + 1a + 3a^2)d1^153d2^225 + (1 + 1a + 0a^2)d1^154d2^225 + (4 + 0a + 2a^2)d1^155d2^225 + (2 + 4a + 1a^2)d1^156d2^225 + (0 + 4a + 3a^2)d1^157d2^225 + (3 + 0a + 1a^2)d1^158d2^225 + (2 + 1a + 2a^2)d1^159d2^225 + (0 + 3a + 2a^2)d1^160d2^225 + (3 + 0a + 1a^2)d1^161d2^225 + (4 + 2a + 0a^2)d1^162d2^225 + (1 + 4a + 4a^2)d1^163d2^225 + (4 + 0a + 0a^2)d1^164d2^225 + (3 + 4a + 1a^2)d1^165d2^225 + (3 + 2a + 1a^2)d1^166d2^225 + (4 + 4a + 3a^2)d1^167d2^225 + (0 + 4a + 3a^2)d1^168d2^225 + (2 + 3a + 3a^2)d1^169d2^225 + (3 + 2a + 4a^2)d1^170d2^225 + (3 + 2a + 1a^2)d1^171d2^225 + (4 + 1a + 4a^2)d1^172d2^225 + (1 + 2a + 1a^2)d1^173d2^225 + (2 + 3a + 0a^2)d1^174d2^225 + (3 + 3a + 0a^2)d1^175d2^225 + (4 + 2a + 0a^2)d1^176d2^225 + (1 + 4a + 0a^2)d1^177d2^225 + (1 + 0a + 2a^2)d1^178d2^225 + (2 + 1a + 2a^2)d1^179d2^225 + (4 + 4a + 2a^2)d1^180d2^225 + (2 + 0a + 4a^2)d1^181d2^225 + (1 + 0a + 4a^2)d1^182d2^225 + (2 + 3a + 1a^2)d1^183d2^225 + (0 + 3a + 1a^2)d1^184d2^225 + (4 + 3a + 0a^2)d1^185d2^225 + (0 + 2a + 1a^2)d1^186d2^225 + (3 + 2a + 1a^2)d1^187d2^225 + (3 + 0a + 2a^2)d1^188d2^225 + (3 + 4a + 2a^2)d1^189d2^225 + (3 + 1a + 4a^2)d1^190d2^225 + (2 + 3a + 0a^2)d1^191d2^225 + (1 + 1a + 0a^2)d1^192d2^225 + (4 + 3a + 3a^2)d1^193d2^225 + (2 + 4a + 4a^2)d1^194d2^225 + (0 + 2a + 2a^2)d1^195d2^225 + (3 + 1a + 1a^2)d1^196d2^225 + (1 + 0a + 2a^2)d1^197d2^225 + (0 + 3a + 1a^2)d1^198d2^225 + (1 + 1a + 4a^2)d1^199d2^225 + (1 + 0a + 1a^2)d1^200d2^225 + (0 + 1a + 0a^2)d1^201d2^225 + (2 + 0a + 0a^2)d1^202d2^225 + (1 + 4a + 1a^2)d1^203d2^225 + (0 + 1a + 0a^2)d1^204d2^225 + (2 + 3a + 1a^2)d1^205d2^225 + (4 + 1a + 3a^2)d1^206d2^225 + (3 + 0a + 3a^2)d1^207d2^225 + (3 + 2a + 0a^2)d1^208d2^225 + (2 + 4a + 1a^2)d1^209d2^225 + (2 + 3a + 1a^2)d1^210d2^225 + (0 + 0a + 2a^2)d1^211d2^225 + (4 + 1a + 2a^2)d1^212d2^225 + (2 + 0a + 3a^2)d1^214d2^225 + (0 + 2a + 1a^2)d1^215d2^225 + (1 + 4a + 2a^2)d1^216d2^225 + (2 + 2a + 1a^2)d1^217d2^225 + (1 + 4a + 0a^2)d1^218d2^225 + (2 + 3a + 3a^2)d1^219d2^225 + (2 + 2a + 2a^2)d1^220d2^225 + (1 + 1a + 3a^2)d1^221d2^225 + (1 + 2a + 4a^2)d1^222d2^225 + (2 + 2a + 4a^2)d1^223d2^225 + (0 + 0a + 1a^2)d1^224d2^225 + (4 + 4a + 2a^2)d1^225d2^225 + (4 + 3a + 3a^2)d1^226d2^225 + (2 + 2a + 3a^2)d1^227d2^225 + (3 + 0a + 1a^2)d1^228d2^225 + (0 + 2a + 1a^2)d1^229d2^225 + (3 + 3a + 4a^2)d1^230d2^225 + (4 + 4a + 0a^2)d1^231d2^225 + (0 + 2a + 2a^2)d1^232d2^225 + (3 + 2a + 1a^2)d1^233d2^225 + (0 + 0a + 3a^2)d1^234d2^225 + (0 + 4a + 0a^2)d1^235d2^225 + (0 + 1a + 4a^2)d1^236d2^225 + (0 + 1a + 1a^2)d1^237d2^225 + (3 + 3a + 0a^2)d1^238d2^225 + (2 + 0a + 1a^2)d1^239d2^225 + (4 + 1a + 3a^2)d1^240d2^225 + (0 + 2a + 4a^2)d1^241d2^225 + (2 + 1a + 3a^2)d1^242d2^225 + (1 + 4a + 2a^2)d1^243d2^225 + (4 + 2a + 1a^2)d1^244d2^225 + (1 + 1a + 2a^2)d1^245d2^225 + (0 + 3a + 4a^2)d1^246d2^225 + (2 + 1a + 0a^2)d1^247d2^225 + (0 + 3a + 1a^2)d1^248d2^225 + (0 + 2a + 3a^2)d1^249d2^225 + (3 + 2a + 3a^2)d1^250d2^225 + (4 + 0a + 3a^2)d1^251d2^225 + (0 + 2a + 4a^2)d1^252d2^225 + (1 + 4a + 3a^2)d1^253d2^225 + (3 + 3a + 1a^2)d1^254d2^225 + (1 + 4a + 0a^2)d1^255d2^225 + (2 + 3a + 0a^2)d1^256d2^225 + (0 + 3a + 4a^2)d1^257d2^225 + (0 + 4a + 3a^2)d1^258d2^225 + (3 + 3a + 2a^2)d1^259d2^225 + (3 + 3a + 0a^2)d1^260d2^225 + (1 + 1a + 0a^2)d1^261d2^225 + (3 + 3a + 1a^2)d1^262d2^225 + (3 + 3a + 3a^2)d1^263d2^225 + (1 + 1a + 0a^2)d1^264d2^225 + (2 + 1a + 4a^2)d1^265d2^225 + (1 + 1a + 0a^2)d1^266d2^225 + (4 + 3a + 2a^2)d1^267d2^225 + (1 + 3a + 1a^2)d1^268d2^225 + (4 + 0a + 3a^2)d1^269d2^225 + (2 + 4a + 3a^2)d1^270d2^225 + (4 + 3a + 2a^2)d1^271d2^225 + (1 + 3a + 1a^2)d1^272d2^225 + (4 + 2a + 4a^2)d1^273d2^225 + (3 + 1a + 2a^2)d1^274d2^225 + (3 + 4a + 2a^2)d1^275d2^225 + (4 + 1a + 0a^2)d1^276d2^225 + (0 + 2a + 3a^2)d1^277d2^225 + (3 + 1a + 3a^2)d1^278d2^225 + (0 + 1a + 3a^2)d1^279d2^225 + (2 + 0a + 4a^2)d1^280d2^225 + (2 + 0a + 1a^2)d1^281d2^225 + (0 + 1a + 0a^2)d1^282d2^225 + (4 + 0a + 4a^2)d1^283d2^225 + (4 + 4a + 3a^2)d1^284d2^225 + (2 + 0a + 0a^2)d1^285d2^225 + (3 + 0a + 4a^2)d1^286d2^225 + (3 + 1a + 4a^2)d1^287d2^225 + (2 + 4a + 0a^2)d1^288d2^225 + (0 + 3a + 0a^2)d1^289d2^225 + (4 + 0a + 3a^2)d1^290d2^225 + (3 + 4a + 4a^2)d1^291d2^225 + (2 + 0a + 4a^2)d1^292d2^225 + (3 + 3a + 2a^2)d1^293d2^225 + (0 + 3a + 2a^2)d2^226 + (2 + 0a + 1a^2)d1^1d2^226 + (1 + 2a + 4a^2)d1^2d2^226 + (4 + 0a + 4a^2)d1^3d2^226 + (2 + 4a + 0a^2)d1^4d2^226 + (3 + 1a + 1a^2)d1^5d2^226 + (1 + 2a + 2a^2)d1^6d2^226 + (1 + 1a + 3a^2)d1^7d2^226 + (1 + 2a + 0a^2)d1^8d2^226 + (0 + 0a + 1a^2)d1^9d2^226 + (4 + 0a + 1a^2)d1^10d2^226 + (3 + 3a + 1a^2)d1^11d2^226 + (0 + 4a + 4a^2)d1^12d2^226 + (4 + 3a + 0a^2)d1^13d2^226 + (4 + 1a + 0a^2)d1^14d2^226 + (0 + 2a + 1a^2)d1^15d2^226 + (0 + 2a + 4a^2)d1^16d2^226 + (4 + 4a + 0a^2)d1^17d2^226 + (1 + 4a + 1a^2)d1^18d2^226 + (3 + 3a + 4a^2)d1^19d2^226 + (3 + 3a + 2a^2)d1^20d2^226 + (1 + 4a + 4a^2)d1^21d2^226 + (2 + 4a + 1a^2)d1^22d2^226 + (4 + 1a + 3a^2)d1^23d2^226 + (3 + 2a + 1a^2)d1^24d2^226 + (3 + 2a + 1a^2)d1^25d2^226 + (2 + 4a + 2a^2)d1^26d2^226 + (3 + 3a + 3a^2)d1^27d2^226 + (4 + 4a + 2a^2)d1^28d2^226 + (2 + 4a + 0a^2)d1^29d2^226 + (1 + 0a + 4a^2)d1^30d2^226 + (4 + 1a + 4a^2)d1^31d2^226 + (3 + 1a + 1a^2)d1^32d2^226 + (3 + 0a + 2a^2)d1^33d2^226 + (4 + 4a + 4a^2)d1^34d2^226 + (4 + 0a + 0a^2)d1^35d2^226 + (4 + 3a + 1a^2)d1^36d2^226 + (2 + 2a + 2a^2)d1^37d2^226 + (3 + 3a + 2a^2)d1^38d2^226 + (0 + 1a + 0a^2)d1^39d2^226 + (3 + 0a + 4a^2)d1^40d2^226 + (4 + 0a + 3a^2)d1^41d2^226 + (1 + 1a + 3a^2)d1^42d2^226 + (2 + 3a + 2a^2)d1^43d2^226 + (4 + 2a + 3a^2)d1^44d2^226 + (1 + 2a + 1a^2)d1^45d2^226 + (4 + 3a + 4a^2)d1^46d2^226 + (2 + 1a + 4a^2)d1^47d2^226 + (0 + 1a + 4a^2)d1^48d2^226 + (1 + 3a + 3a^2)d1^49d2^226 + (4 + 2a + 0a^2)d1^50d2^226 + (1 + 0a + 2a^2)d1^51d2^226 + (1 + 3a + 4a^2)d1^52d2^226 + (2 + 2a + 1a^2)d1^53d2^226 + (1 + 4a + 1a^2)d1^54d2^226 + (0 + 3a + 1a^2)d1^55d2^226 + (4 + 4a + 1a^2)d1^56d2^226 + (2 + 1a + 0a^2)d1^57d2^226 + (1 + 1a + 4a^2)d1^58d2^226 + (1 + 3a + 2a^2)d1^59d2^226 + (1 + 0a + 3a^2)d1^60d2^226 + (3 + 0a + 1a^2)d1^61d2^226 + (1 + 3a + 2a^2)d1^62d2^226 + (3 + 1a + 2a^2)d1^63d2^226 + (2 + 2a + 3a^2)d1^64d2^226 + (0 + 2a + 1a^2)d1^65d2^226 + (0 + 4a + 3a^2)d1^66d2^226 + (1 + 3a + 4a^2)d1^67d2^226 + (4 + 4a + 2a^2)d1^68d2^226 + (1 + 3a + 3a^2)d1^69d2^226 + (0 + 0a + 1a^2)d1^70d2^226 + (1 + 2a + 2a^2)d1^71d2^226 + (3 + 4a + 4a^2)d1^72d2^226 + (1 + 2a + 2a^2)d1^73d2^226 + (1 + 3a + 2a^2)d1^74d2^226 + (2 + 1a + 4a^2)d1^75d2^226 + (1 + 4a + 4a^2)d1^76d2^226 + (0 + 0a + 2a^2)d1^77d2^226 + (2 + 1a + 3a^2)d1^78d2^226 + (0 + 0a + 2a^2)d1^79d2^226 + (0 + 4a + 3a^2)d1^80d2^226 + (0 + 0a + 3a^2)d1^81d2^226 + (3 + 3a + 4a^2)d1^82d2^226 + (4 + 3a + 4a^2)d1^83d2^226 + (2 + 4a + 4a^2)d1^84d2^226 + (1 + 1a + 0a^2)d1^85d2^226 + (3 + 0a + 1a^2)d1^86d2^226 + (1 + 2a + 2a^2)d1^87d2^226 + (2 + 2a + 3a^2)d1^88d2^226 + (3 + 4a + 3a^2)d1^89d2^226 + (3 + 1a + 2a^2)d1^90d2^226 + (2 + 0a + 4a^2)d1^91d2^226 + (4 + 2a + 3a^2)d1^92d2^226 + (1 + 4a + 3a^2)d1^93d2^226 + (1 + 0a + 3a^2)d1^94d2^226 + (2 + 1a + 0a^2)d1^95d2^226 + (4 + 1a + 0a^2)d1^96d2^226 + (1 + 3a + 3a^2)d1^97d2^226 + (1 + 2a + 0a^2)d1^98d2^226 + (0 + 0a + 4a^2)d1^99d2^226 + (1 + 4a + 0a^2)d1^100d2^226 + (0 + 4a + 2a^2)d1^101d2^226 + (0 + 0a + 3a^2)d1^102d2^226 + (0 + 1a + 2a^2)d1^103d2^226 + (0 + 1a + 0a^2)d1^104d2^226 + (1 + 3a + 1a^2)d1^105d2^226 + (0 + 2a + 0a^2)d1^106d2^226 + (1 + 4a + 1a^2)d1^107d2^226 + (2 + 4a + 0a^2)d1^108d2^226 + (4 + 4a + 0a^2)d1^109d2^226 + (0 + 1a + 0a^2)d1^110d2^226 + (1 + 0a + 2a^2)d1^111d2^226 + (1 + 3a + 3a^2)d1^112d2^226 + (1 + 4a + 0a^2)d1^113d2^226 + (3 + 1a + 1a^2)d1^114d2^226 + (0 + 2a + 0a^2)d1^115d2^226 + (4 + 4a + 4a^2)d1^116d2^226 + (1 + 0a + 2a^2)d1^117d2^226 + (4 + 1a + 1a^2)d1^118d2^226 + (4 + 4a + 2a^2)d1^119d2^226 + (1 + 2a + 2a^2)d1^120d2^226 + (4 + 3a + 3a^2)d1^121d2^226 + (4 + 3a + 2a^2)d1^122d2^226 + (3 + 4a + 1a^2)d1^123d2^226 + (1 + 0a + 3a^2)d1^124d2^226 + (1 + 1a + 0a^2)d1^125d2^226 + (3 + 0a + 0a^2)d1^126d2^226 + (0 + 4a + 1a^2)d1^127d2^226 + (0 + 1a + 2a^2)d1^128d2^226 + (0 + 1a + 1a^2)d1^129d2^226 + (0 + 0a + 4a^2)d1^130d2^226 + (1 + 4a + 1a^2)d1^131d2^226 + (2 + 3a + 0a^2)d1^132d2^226 + (3 + 3a + 4a^2)d1^133d2^226 + (2 + 0a + 4a^2)d1^134d2^226 + (4 + 3a + 2a^2)d1^135d2^226 + (3 + 3a + 2a^2)d1^136d2^226 + (1 + 1a + 0a^2)d1^137d2^226 + (3 + 0a + 4a^2)d1^138d2^226 + (2 + 4a + 0a^2)d1^139d2^226 + (3 + 0a + 0a^2)d1^140d2^226 + (2 + 1a + 0a^2)d1^141d2^226 + (2 + 4a + 0a^2)d1^142d2^226 + (3 + 1a + 0a^2)d1^143d2^226 + (4 + 0a + 2a^2)d1^144d2^226 + (3 + 4a + 1a^2)d1^145d2^226 + (3 + 1a + 1a^2)d1^146d2^226 + (3 + 2a + 3a^2)d1^147d2^226 + (4 + 1a + 4a^2)d1^148d2^226 + (1 + 0a + 4a^2)d1^149d2^226 + (2 + 0a + 4a^2)d1^150d2^226 + (2 + 3a + 1a^2)d1^151d2^226 + (4 + 0a + 3a^2)d1^152d2^226 + (0 + 1a + 1a^2)d1^153d2^226 + (2 + 1a + 1a^2)d1^154d2^226 + (4 + 3a + 2a^2)d1^155d2^226 + (3 + 3a + 3a^2)d1^156d2^226 + (3 + 1a + 0a^2)d1^157d2^226 + (1 + 1a + 2a^2)d1^158d2^226 + (1 + 2a + 0a^2)d1^159d2^226 + (1 + 4a + 3a^2)d1^160d2^226 + (3 + 4a + 3a^2)d1^161d2^226 + (4 + 0a + 2a^2)d1^162d2^226 + (2 + 4a + 4a^2)d1^163d2^226 + (0 + 2a + 3a^2)d1^164d2^226 + (0 + 1a + 2a^2)d1^165d2^226 + (3 + 4a + 3a^2)d1^166d2^226 + (0 + 1a + 4a^2)d1^167d2^226 + (4 + 2a + 2a^2)d1^168d2^226 + (1 + 3a + 1a^2)d1^169d2^226 + (2 + 0a + 2a^2)d1^170d2^226 + (4 + 4a + 2a^2)d1^171d2^226 + (0 + 0a + 3a^2)d1^172d2^226 + (0 + 0a + 3a^2)d1^173d2^226 + (2 + 2a + 3a^2)d1^174d2^226 + (3 + 0a + 0a^2)d1^175d2^226 + (2 + 3a + 4a^2)d1^176d2^226 + (0 + 1a + 1a^2)d1^177d2^226 + (4 + 4a + 0a^2)d1^178d2^226 + (2 + 2a + 0a^2)d1^179d2^226 + (1 + 0a + 0a^2)d1^180d2^226 + (4 + 0a + 1a^2)d1^181d2^226 + (4 + 1a + 4a^2)d1^182d2^226 + (1 + 4a + 2a^2)d1^183d2^226 + (0 + 2a + 1a^2)d1^184d2^226 + (0 + 3a + 2a^2)d1^185d2^226 + (1 + 3a + 0a^2)d1^186d2^226 + (0 + 4a + 3a^2)d1^187d2^226 + (4 + 4a + 4a^2)d1^188d2^226 + (0 + 1a + 0a^2)d1^189d2^226 + (1 + 0a + 1a^2)d1^190d2^226 + (2 + 2a + 0a^2)d1^191d2^226 + (4 + 2a + 2a^2)d1^192d2^226 + (0 + 4a + 4a^2)d1^193d2^226 + (3 + 3a + 0a^2)d1^194d2^226 + (4 + 0a + 2a^2)d1^195d2^226 + (2 + 1a + 4a^2)d1^196d2^226 + (4 + 2a + 2a^2)d1^197d2^226 + (4 + 2a + 0a^2)d1^198d2^226 + (1 + 2a + 4a^2)d1^200d2^226 + (1 + 3a + 1a^2)d1^201d2^226 + (0 + 4a + 4a^2)d1^202d2^226 + (1 + 0a + 2a^2)d1^203d2^226 + (1 + 4a + 1a^2)d1^204d2^226 + (4 + 0a + 4a^2)d1^205d2^226 + (1 + 3a + 1a^2)d1^206d2^226 + (0 + 1a + 4a^2)d1^207d2^226 + (4 + 1a + 1a^2)d1^208d2^226 + (1 + 0a + 4a^2)d1^209d2^226 + (0 + 2a + 1a^2)d1^210d2^226 + (2 + 0a + 4a^2)d1^211d2^226 + (3 + 2a + 0a^2)d1^212d2^226 + (4 + 3a + 1a^2)d1^213d2^226 + (1 + 2a + 4a^2)d1^214d2^226 + (2 + 4a + 1a^2)d1^215d2^226 + (1 + 4a + 0a^2)d1^216d2^226 + (2 + 2a + 0a^2)d1^217d2^226 + (0 + 0a + 4a^2)d1^218d2^226 + (3 + 2a + 2a^2)d1^219d2^226 + (0 + 2a + 2a^2)d1^220d2^226 + (1 + 4a + 2a^2)d1^221d2^226 + (3 + 1a + 0a^2)d1^222d2^226 + (0 + 2a + 3a^2)d1^223d2^226 + (3 + 0a + 2a^2)d1^224d2^226 + (3 + 4a + 2a^2)d1^225d2^226 + (2 + 2a + 2a^2)d1^226d2^226 + (3 + 2a + 4a^2)d1^227d2^226 + (2 + 0a + 2a^2)d1^229d2^226 + (2 + 2a + 2a^2)d1^230d2^226 + (2 + 3a + 4a^2)d1^231d2^226 + (4 + 1a + 4a^2)d1^232d2^226 + (1 + 3a + 2a^2)d1^233d2^226 + (2 + 2a + 4a^2)d1^234d2^226 + (2 + 3a + 4a^2)d1^235d2^226 + (1 + 1a + 1a^2)d1^236d2^226 + (2 + 1a + 3a^2)d1^237d2^226 + (4 + 0a + 3a^2)d1^238d2^226 + (1 + 1a + 2a^2)d1^239d2^226 + (4 + 4a + 0a^2)d1^240d2^226 + (2 + 4a + 1a^2)d1^241d2^226 + (1 + 1a + 3a^2)d1^242d2^226 + (2 + 0a + 0a^2)d1^243d2^226 + (2 + 2a + 0a^2)d1^244d2^226 + (4 + 2a + 1a^2)d1^245d2^226 + (4 + 3a + 2a^2)d1^246d2^226 + (1 + 0a + 3a^2)d1^247d2^226 + (0 + 1a + 3a^2)d1^248d2^226 + (4 + 3a + 2a^2)d1^249d2^226 + (1 + 3a + 2a^2)d1^250d2^226 + (1 + 4a + 0a^2)d1^251d2^226 + (0 + 4a + 4a^2)d1^252d2^226 + (4 + 3a + 3a^2)d1^253d2^226 + (2 + 2a + 3a^2)d1^254d2^226 + (0 + 4a + 0a^2)d1^255d2^226 + (1 + 1a + 4a^2)d1^256d2^226 + (4 + 3a + 0a^2)d1^257d2^226 + (3 + 0a + 0a^2)d1^258d2^226 + (3 + 3a + 4a^2)d1^259d2^226 + (4 + 0a + 2a^2)d1^260d2^226 + (4 + 2a + 1a^2)d1^261d2^226 + (3 + 0a + 1a^2)d1^262d2^226 + (0 + 3a + 2a^2)d1^263d2^226 + (4 + 1a + 4a^2)d1^264d2^226 + (3 + 0a + 4a^2)d1^265d2^226 + (1 + 3a + 4a^2)d1^266d2^226 + (0 + 2a + 2a^2)d1^267d2^226 + (4 + 2a + 4a^2)d1^268d2^226 + (4 + 1a + 0a^2)d1^269d2^226 + (2 + 1a + 0a^2)d1^270d2^226 + (1 + 2a + 1a^2)d1^271d2^226 + (4 + 3a + 2a^2)d1^272d2^226 + (4 + 1a + 1a^2)d1^273d2^226 + (2 + 4a + 0a^2)d1^274d2^226 + (2 + 2a + 1a^2)d1^275d2^226 + (2 + 0a + 4a^2)d1^276d2^226 + (0 + 2a + 3a^2)d1^277d2^226 + (2 + 4a + 3a^2)d1^278d2^226 + (2 + 0a + 2a^2)d1^279d2^226 + (1 + 1a + 2a^2)d1^280d2^226 + (2 + 2a + 2a^2)d1^281d2^226 + (2 + 0a + 0a^2)d1^283d2^226 + (1 + 2a + 1a^2)d1^284d2^226 + (3 + 2a + 2a^2)d1^285d2^226 + (0 + 2a + 4a^2)d1^286d2^226 + (0 + 1a + 4a^2)d1^287d2^226 + (3 + 0a + 4a^2)d1^288d2^226 + (1 + 4a + 4a^2)d1^289d2^226 + (3 + 2a + 3a^2)d1^290d2^226 + (3 + 1a + 2a^2)d1^291d2^226 + (1 + 0a + 3a^2)d1^292d2^226 + (3 + 2a + 0a^2)d1^293d2^226 + (3 + 3a + 1a^2)d2^227 + (2 + 3a + 3a^2)d1^1d2^227 + (0 + 2a + 3a^2)d1^2d2^227 + (4 + 3a + 4a^2)d1^3d2^227 + (4 + 1a + 2a^2)d1^4d2^227 + (4 + 4a + 0a^2)d1^5d2^227 + (4 + 1a + 2a^2)d1^6d2^227 + (2 + 4a + 1a^2)d1^7d2^227 + (1 + 2a + 3a^2)d1^8d2^227 + (1 + 1a + 1a^2)d1^9d2^227 + (1 + 2a + 1a^2)d1^10d2^227 + (1 + 1a + 2a^2)d1^11d2^227 + (2 + 1a + 1a^2)d1^12d2^227 + (2 + 2a + 1a^2)d1^13d2^227 + (3 + 0a + 4a^2)d1^14d2^227 + (4 + 3a + 1a^2)d1^15d2^227 + (0 + 0a + 1a^2)d1^16d2^227 + (1 + 2a + 4a^2)d1^17d2^227 + (1 + 1a + 0a^2)d1^18d2^227 + (0 + 4a + 3a^2)d1^19d2^227 + (1 + 4a + 2a^2)d1^20d2^227 + (3 + 1a + 3a^2)d1^21d2^227 + (4 + 2a + 2a^2)d1^22d2^227 + (3 + 1a + 4a^2)d1^23d2^227 + (0 + 2a + 3a^2)d1^24d2^227 + (4 + 2a + 4a^2)d1^25d2^227 + (0 + 1a + 4a^2)d1^26d2^227 + (3 + 4a + 3a^2)d1^27d2^227 + (1 + 4a + 1a^2)d1^28d2^227 + (0 + 1a + 3a^2)d1^29d2^227 + (3 + 3a + 4a^2)d1^30d2^227 + (0 + 4a + 2a^2)d1^31d2^227 + (4 + 1a + 4a^2)d1^32d2^227 + (4 + 3a + 4a^2)d1^33d2^227 + (1 + 3a + 2a^2)d1^34d2^227 + (2 + 2a + 1a^2)d1^35d2^227 + (1 + 2a + 1a^2)d1^36d2^227 + (2 + 1a + 4a^2)d1^37d2^227 + (0 + 4a + 0a^2)d1^38d2^227 + (2 + 2a + 0a^2)d1^39d2^227 + (3 + 2a + 2a^2)d1^40d2^227 + (0 + 2a + 2a^2)d1^41d2^227 + (1 + 4a + 3a^2)d1^42d2^227 + (3 + 0a + 4a^2)d1^43d2^227 + (4 + 2a + 2a^2)d1^44d2^227 + (4 + 0a + 0a^2)d1^45d2^227 + (0 + 4a + 2a^2)d1^46d2^227 + (4 + 3a + 3a^2)d1^47d2^227 + (1 + 4a + 1a^2)d1^48d2^227 + (2 + 1a + 0a^2)d1^49d2^227 + (3 + 4a + 0a^2)d1^50d2^227 + (4 + 2a + 2a^2)d1^51d2^227 + (3 + 0a + 0a^2)d1^52d2^227 + (4 + 0a + 1a^2)d1^53d2^227 + (1 + 3a + 3a^2)d1^54d2^227 + (2 + 3a + 3a^2)d1^55d2^227 + (2 + 4a + 0a^2)d1^56d2^227 + (3 + 2a + 3a^2)d1^57d2^227 + (2 + 0a + 2a^2)d1^58d2^227 + (1 + 2a + 2a^2)d1^59d2^227 + (1 + 2a + 4a^2)d1^60d2^227 + (2 + 4a + 4a^2)d1^61d2^227 + (0 + 2a + 4a^2)d1^62d2^227 + (1 + 1a + 3a^2)d1^63d2^227 + (2 + 1a + 4a^2)d1^65d2^227 + (4 + 4a + 1a^2)d1^66d2^227 + (1 + 0a + 2a^2)d1^67d2^227 + (3 + 0a + 2a^2)d1^68d2^227 + (0 + 1a + 0a^2)d1^69d2^227 + (1 + 4a + 1a^2)d1^70d2^227 + (1 + 4a + 2a^2)d1^71d2^227 + (2 + 2a + 4a^2)d1^72d2^227 + (3 + 0a + 4a^2)d1^73d2^227 + (3 + 1a + 2a^2)d1^74d2^227 + (3 + 2a + 4a^2)d1^75d2^227 + (4 + 3a + 2a^2)d1^76d2^227 + (4 + 0a + 2a^2)d1^77d2^227 + (3 + 1a + 0a^2)d1^78d2^227 + (0 + 2a + 3a^2)d1^79d2^227 + (0 + 4a + 1a^2)d1^80d2^227 + (1 + 3a + 2a^2)d1^81d2^227 + (2 + 1a + 2a^2)d1^82d2^227 + (3 + 0a + 2a^2)d1^83d2^227 + (1 + 3a + 0a^2)d1^84d2^227 + (4 + 2a + 3a^2)d1^85d2^227 + (0 + 2a + 0a^2)d1^86d2^227 + (1 + 3a + 0a^2)d1^87d2^227 + (1 + 2a + 4a^2)d1^88d2^227 + (4 + 2a + 0a^2)d1^89d2^227 + (3 + 0a + 1a^2)d1^90d2^227 + (1 + 1a + 1a^2)d1^91d2^227 + (3 + 3a + 1a^2)d1^92d2^227 + (2 + 2a + 2a^2)d1^93d2^227 + (0 + 2a + 4a^2)d1^94d2^227 + (2 + 0a + 2a^2)d1^95d2^227 + (1 + 0a + 3a^2)d1^96d2^227 + (1 + 0a + 1a^2)d1^97d2^227 + (4 + 0a + 1a^2)d1^98d2^227 + (1 + 4a + 1a^2)d1^99d2^227 + (4 + 2a + 1a^2)d1^100d2^227 + (3 + 2a + 1a^2)d1^101d2^227 + (1 + 1a + 2a^2)d1^102d2^227 + (0 + 1a + 4a^2)d1^103d2^227 + (3 + 4a + 1a^2)d1^104d2^227 + (1 + 4a + 2a^2)d1^105d2^227 + (3 + 4a + 4a^2)d1^106d2^227 + (3 + 2a + 3a^2)d1^107d2^227 + (3 + 3a + 0a^2)d1^108d2^227 + (0 + 1a + 3a^2)d1^109d2^227 + (1 + 3a + 4a^2)d1^110d2^227 + (3 + 1a + 0a^2)d1^111d2^227 + (3 + 2a + 2a^2)d1^112d2^227 + (0 + 4a + 4a^2)d1^113d2^227 + (3 + 1a + 4a^2)d1^114d2^227 + (1 + 1a + 1a^2)d1^115d2^227 + (3 + 3a + 0a^2)d1^116d2^227 + (4 + 0a + 2a^2)d1^117d2^227 + (2 + 4a + 0a^2)d1^118d2^227 + (3 + 0a + 1a^2)d1^119d2^227 + (4 + 3a + 3a^2)d1^120d2^227 + (3 + 3a + 4a^2)d1^121d2^227 + (0 + 2a + 0a^2)d1^122d2^227 + (4 + 0a + 1a^2)d1^123d2^227 + (2 + 3a + 0a^2)d1^124d2^227 + (1 + 2a + 1a^2)d1^125d2^227 + (0 + 1a + 3a^2)d1^126d2^227 + (0 + 0a + 4a^2)d1^127d2^227 + (1 + 4a + 1a^2)d1^128d2^227 + (1 + 4a + 0a^2)d1^129d2^227 + (1 + 2a + 2a^2)d1^130d2^227 + (4 + 2a + 4a^2)d1^131d2^227 + (2 + 4a + 3a^2)d1^132d2^227 + (1 + 4a + 2a^2)d1^133d2^227 + (4 + 1a + 2a^2)d1^134d2^227 + (0 + 2a + 2a^2)d1^135d2^227 + (3 + 1a + 1a^2)d1^136d2^227 + (1 + 3a + 3a^2)d1^137d2^227 + (4 + 0a + 4a^2)d1^138d2^227 + (0 + 0a + 1a^2)d1^139d2^227 + (0 + 0a + 4a^2)d1^140d2^227 + (1 + 0a + 3a^2)d1^141d2^227 + (2 + 4a + 3a^2)d1^142d2^227 + (4 + 3a + 1a^2)d1^143d2^227 + (0 + 3a + 4a^2)d1^144d2^227 + (4 + 1a + 3a^2)d1^145d2^227 + (4 + 2a + 0a^2)d1^146d2^227 + (0 + 3a + 0a^2)d1^147d2^227 + (4 + 0a + 2a^2)d1^148d2^227 + (1 + 4a + 4a^2)d1^149d2^227 + (2 + 3a + 4a^2)d1^150d2^227 + (3 + 3a + 2a^2)d1^151d2^227 + (3 + 2a + 4a^2)d1^152d2^227 + (1 + 2a + 0a^2)d1^153d2^227 + (4 + 1a + 0a^2)d1^154d2^227 + (2 + 3a + 3a^2)d1^155d2^227 + (3 + 4a + 3a^2)d1^156d2^227 + (3 + 4a + 3a^2)d1^157d2^227 + (4 + 4a + 3a^2)d1^158d2^227 + (0 + 1a + 2a^2)d1^159d2^227 + (1 + 1a + 4a^2)d1^160d2^227 + (4 + 2a + 1a^2)d1^161d2^227 + (4 + 0a + 3a^2)d1^162d2^227 + (3 + 3a + 3a^2)d1^163d2^227 + (3 + 1a + 1a^2)d1^164d2^227 + (4 + 2a + 4a^2)d1^165d2^227 + (1 + 0a + 0a^2)d1^166d2^227 + (0 + 3a + 3a^2)d1^167d2^227 + (2 + 2a + 4a^2)d1^168d2^227 + (2 + 4a + 2a^2)d1^169d2^227 + (4 + 1a + 2a^2)d1^170d2^227 + (0 + 1a + 3a^2)d1^171d2^227 + (1 + 4a + 0a^2)d1^172d2^227 + (4 + 2a + 1a^2)d1^173d2^227 + (3 + 1a + 2a^2)d1^174d2^227 + (1 + 4a + 0a^2)d1^175d2^227 + (3 + 4a + 3a^2)d1^176d2^227 + (1 + 4a + 0a^2)d1^177d2^227 + (0 + 1a + 0a^2)d1^178d2^227 + (3 + 1a + 1a^2)d1^179d2^227 + (0 + 3a + 3a^2)d1^180d2^227 + (4 + 1a + 3a^2)d1^181d2^227 + (4 + 4a + 1a^2)d1^182d2^227 + (4 + 2a + 3a^2)d1^183d2^227 + (1 + 0a + 2a^2)d1^184d2^227 + (2 + 1a + 0a^2)d1^185d2^227 + (0 + 2a + 0a^2)d1^186d2^227 + (3 + 2a + 2a^2)d1^187d2^227 + (0 + 4a + 0a^2)d1^188d2^227 + (3 + 3a + 1a^2)d1^189d2^227 + (2 + 0a + 4a^2)d1^190d2^227 + (2 + 1a + 0a^2)d1^191d2^227 + (2 + 1a + 0a^2)d1^192d2^227 + (1 + 0a + 0a^2)d1^193d2^227 + (3 + 2a + 3a^2)d1^194d2^227 + (0 + 3a + 0a^2)d1^195d2^227 + (4 + 4a + 3a^2)d1^196d2^227 + (3 + 1a + 3a^2)d1^197d2^227 + (1 + 2a + 2a^2)d1^198d2^227 + (0 + 3a + 0a^2)d1^199d2^227 + (3 + 3a + 0a^2)d1^200d2^227 + (3 + 0a + 1a^2)d1^201d2^227 + (1 + 4a + 4a^2)d1^202d2^227 + (3 + 4a + 3a^2)d1^203d2^227 + (2 + 3a + 2a^2)d1^204d2^227 + (2 + 4a + 2a^2)d1^205d2^227 + (0 + 3a + 0a^2)d1^206d2^227 + (0 + 0a + 3a^2)d1^207d2^227 + (4 + 4a + 0a^2)d1^208d2^227 + (3 + 1a + 3a^2)d1^209d2^227 + (1 + 3a + 2a^2)d1^210d2^227 + (4 + 0a + 4a^2)d1^211d2^227 + (4 + 3a + 3a^2)d1^212d2^227 + (0 + 4a + 1a^2)d1^213d2^227 + (4 + 1a + 2a^2)d1^214d2^227 + (2 + 0a + 4a^2)d1^215d2^227 + (2 + 2a + 0a^2)d1^216d2^227 + (2 + 1a + 4a^2)d1^217d2^227 + (3 + 4a + 4a^2)d1^218d2^227 + (3 + 0a + 3a^2)d1^219d2^227 + (2 + 0a + 3a^2)d1^220d2^227 + (1 + 4a + 4a^2)d1^221d2^227 + (3 + 3a + 0a^2)d1^222d2^227 + (1 + 2a + 1a^2)d1^223d2^227 + (1 + 3a + 1a^2)d1^224d2^227 + (2 + 3a + 2a^2)d1^225d2^227 + (2 + 0a + 1a^2)d1^226d2^227 + (0 + 0a + 4a^2)d1^227d2^227 + (0 + 4a + 2a^2)d1^228d2^227 + (1 + 3a + 0a^2)d1^229d2^227 + (4 + 0a + 0a^2)d1^230d2^227 + (0 + 0a + 2a^2)d1^231d2^227 + (3 + 0a + 3a^2)d1^232d2^227 + (0 + 0a + 4a^2)d1^233d2^227 + (2 + 4a + 0a^2)d1^234d2^227 + (4 + 1a + 4a^2)d1^235d2^227 + (3 + 0a + 0a^2)d1^236d2^227 + (3 + 0a + 0a^2)d1^237d2^227 + (0 + 0a + 2a^2)d1^238d2^227 + (2 + 3a + 4a^2)d1^239d2^227 + (3 + 0a + 4a^2)d1^240d2^227 + (1 + 1a + 4a^2)d1^241d2^227 + (3 + 3a + 4a^2)d1^242d2^227 + (0 + 3a + 1a^2)d1^243d2^227 + (3 + 3a + 4a^2)d1^244d2^227 + (2 + 4a + 4a^2)d1^245d2^227 + (0 + 4a + 1a^2)d1^246d2^227 + (1 + 2a + 3a^2)d1^247d2^227 + (2 + 3a + 4a^2)d1^248d2^227 + (0 + 4a + 2a^2)d1^249d2^227 + (0 + 2a + 2a^2)d1^250d2^227 + (2 + 3a + 2a^2)d1^251d2^227 + (4 + 0a + 0a^2)d1^252d2^227 + (0 + 3a + 2a^2)d1^253d2^227 + (0 + 3a + 0a^2)d1^254d2^227 + (4 + 3a + 4a^2)d1^255d2^227 + (1 + 3a + 2a^2)d1^256d2^227 + (3 + 3a + 1a^2)d1^257d2^227 + (0 + 3a + 0a^2)d1^258d2^227 + (4 + 3a + 0a^2)d1^259d2^227 + (3 + 2a + 3a^2)d1^260d2^227 + (4 + 4a + 0a^2)d1^261d2^227 + (4 + 3a + 2a^2)d1^262d2^227 + (0 + 0a + 1a^2)d1^263d2^227 + (0 + 2a + 0a^2)d1^264d2^227 + (4 + 3a + 1a^2)d1^265d2^227 + (1 + 2a + 4a^2)d1^266d2^227 + (1 + 4a + 2a^2)d1^267d2^227 + (1 + 2a + 1a^2)d1^268d2^227 + (0 + 4a + 3a^2)d1^269d2^227 + (0 + 2a + 3a^2)d1^270d2^227 + (1 + 1a + 1a^2)d1^271d2^227 + (2 + 4a + 0a^2)d1^272d2^227 + (4 + 0a + 1a^2)d1^273d2^227 + (3 + 0a + 4a^2)d1^274d2^227 + (3 + 1a + 3a^2)d1^275d2^227 + (2 + 0a + 1a^2)d1^276d2^227 + (0 + 0a + 4a^2)d1^277d2^227 + (1 + 1a + 1a^2)d1^278d2^227 + (1 + 2a + 4a^2)d1^279d2^227 + (4 + 1a + 2a^2)d1^280d2^227 + (0 + 3a + 4a^2)d1^281d2^227 + (3 + 2a + 1a^2)d1^282d2^227 + (2 + 2a + 0a^2)d1^283d2^227 + (4 + 0a + 1a^2)d1^284d2^227 + (4 + 3a + 4a^2)d1^285d2^227 + (1 + 1a + 2a^2)d1^286d2^227 + (2 + 4a + 0a^2)d1^287d2^227 + (1 + 1a + 2a^2)d1^288d2^227 + (1 + 0a + 1a^2)d1^289d2^227 + (4 + 4a + 4a^2)d1^290d2^227 + (3 + 0a + 4a^2)d1^291d2^227 + (2 + 0a + 3a^2)d1^292d2^227 + (4 + 0a + 4a^2)d1^293d2^227 + (4 + 4a + 1a^2)d2^228 + (4 + 3a + 4a^2)d1^1d2^228 + (3 + 0a + 3a^2)d1^2d2^228 + (0 + 1a + 4a^2)d1^3d2^228 + (1 + 0a + 2a^2)d1^4d2^228 + (1 + 3a + 4a^2)d1^5d2^228 + (3 + 2a + 1a^2)d1^6d2^228 + (2 + 0a + 0a^2)d1^7d2^228 + (0 + 0a + 2a^2)d1^8d2^228 + (3 + 1a + 3a^2)d1^9d2^228 + (3 + 0a + 2a^2)d1^10d2^228 + (4 + 1a + 4a^2)d1^11d2^228 + (2 + 1a + 0a^2)d1^12d2^228 + (4 + 3a + 2a^2)d1^13d2^228 + (4 + 1a + 0a^2)d1^14d2^228 + (0 + 4a + 1a^2)d1^15d2^228 + (3 + 2a + 1a^2)d1^16d2^228 + (4 + 2a + 2a^2)d1^17d2^228 + (0 + 4a + 4a^2)d1^18d2^228 + (3 + 1a + 2a^2)d1^19d2^228 + (4 + 0a + 4a^2)d1^20d2^228 + (4 + 3a + 2a^2)d1^21d2^228 + (2 + 3a + 1a^2)d1^22d2^228 + (4 + 4a + 1a^2)d1^23d2^228 + (4 + 0a + 0a^2)d1^24d2^228 + (2 + 0a + 4a^2)d1^25d2^228 + (4 + 1a + 1a^2)d1^26d2^228 + (2 + 3a + 0a^2)d1^27d2^228 + (2 + 3a + 2a^2)d1^28d2^228 + (0 + 4a + 4a^2)d1^29d2^228 + (4 + 3a + 1a^2)d1^30d2^228 + (4 + 2a + 2a^2)d1^31d2^228 + (2 + 4a + 3a^2)d1^32d2^228 + (0 + 1a + 0a^2)d1^33d2^228 + (0 + 0a + 4a^2)d1^34d2^228 + (0 + 1a + 2a^2)d1^35d2^228 + (0 + 4a + 1a^2)d1^36d2^228 + (1 + 4a + 1a^2)d1^37d2^228 + (4 + 0a + 1a^2)d1^38d2^228 + (4 + 4a + 2a^2)d1^39d2^228 + (1 + 0a + 1a^2)d1^40d2^228 + (3 + 1a + 4a^2)d1^41d2^228 + (4 + 0a + 2a^2)d1^42d2^228 + (1 + 3a + 3a^2)d1^43d2^228 + (1 + 2a + 0a^2)d1^45d2^228 + (2 + 2a + 2a^2)d1^46d2^228 + (3 + 4a + 3a^2)d1^47d2^228 + (0 + 2a + 3a^2)d1^48d2^228 + (0 + 1a + 4a^2)d1^49d2^228 + (3 + 2a + 4a^2)d1^50d2^228 + (2 + 4a + 2a^2)d1^51d2^228 + (4 + 0a + 0a^2)d1^52d2^228 + (2 + 0a + 0a^2)d1^53d2^228 + (3 + 2a + 4a^2)d1^54d2^228 + (1 + 0a + 3a^2)d1^55d2^228 + (3 + 1a + 3a^2)d1^56d2^228 + (2 + 3a + 4a^2)d1^57d2^228 + (1 + 1a + 0a^2)d1^58d2^228 + (0 + 3a + 2a^2)d1^59d2^228 + (1 + 4a + 1a^2)d1^60d2^228 + (4 + 3a + 4a^2)d1^61d2^228 + (4 + 1a + 4a^2)d1^62d2^228 + (4 + 0a + 1a^2)d1^63d2^228 + (2 + 0a + 1a^2)d1^64d2^228 + (0 + 0a + 4a^2)d1^65d2^228 + (4 + 2a + 3a^2)d1^66d2^228 + (2 + 0a + 0a^2)d1^67d2^228 + (0 + 3a + 4a^2)d1^68d2^228 + (4 + 0a + 4a^2)d1^69d2^228 + (0 + 3a + 4a^2)d1^70d2^228 + (1 + 2a + 0a^2)d1^71d2^228 + (3 + 2a + 1a^2)d1^72d2^228 + (4 + 1a + 3a^2)d1^73d2^228 + (0 + 2a + 2a^2)d1^74d2^228 + (0 + 3a + 2a^2)d1^75d2^228 + (3 + 2a + 1a^2)d1^76d2^228 + (0 + 0a + 1a^2)d1^77d2^228 + (1 + 3a + 0a^2)d1^78d2^228 + (1 + 4a + 1a^2)d1^79d2^228 + (2 + 4a + 4a^2)d1^80d2^228 + (4 + 4a + 4a^2)d1^81d2^228 + (2 + 1a + 2a^2)d1^82d2^228 + (2 + 0a + 0a^2)d1^83d2^228 + (0 + 4a + 1a^2)d1^84d2^228 + (3 + 2a + 1a^2)d1^85d2^228 + (3 + 1a + 0a^2)d1^86d2^228 + (0 + 0a + 2a^2)d1^87d2^228 + (0 + 0a + 3a^2)d1^88d2^228 + (0 + 1a + 1a^2)d1^89d2^228 + (1 + 0a + 0a^2)d1^90d2^228 + (1 + 4a + 3a^2)d1^91d2^228 + (4 + 3a + 2a^2)d1^92d2^228 + (3 + 0a + 1a^2)d1^93d2^228 + (2 + 0a + 4a^2)d1^94d2^228 + (4 + 1a + 1a^2)d1^95d2^228 + (0 + 2a + 3a^2)d1^96d2^228 + (4 + 4a + 1a^2)d1^97d2^228 + (4 + 4a + 0a^2)d1^98d2^228 + (4 + 4a + 2a^2)d1^99d2^228 + (4 + 3a + 4a^2)d1^100d2^228 + (4 + 0a + 4a^2)d1^101d2^228 + (2 + 3a + 0a^2)d1^102d2^228 + (4 + 4a + 2a^2)d1^103d2^228 + (1 + 0a + 2a^2)d1^104d2^228 + (0 + 4a + 3a^2)d1^105d2^228 + (3 + 1a + 1a^2)d1^106d2^228 + (2 + 1a + 4a^2)d1^107d2^228 + (1 + 1a + 4a^2)d1^108d2^228 + (3 + 2a + 1a^2)d1^109d2^228 + (2 + 4a + 1a^2)d1^110d2^228 + (2 + 4a + 2a^2)d1^111d2^228 + (2 + 2a + 2a^2)d1^112d2^228 + (0 + 1a + 1a^2)d1^113d2^228 + (4 + 2a + 0a^2)d1^114d2^228 + (3 + 2a + 3a^2)d1^115d2^228 + (2 + 4a + 3a^2)d1^116d2^228 + (0 + 3a + 4a^2)d1^117d2^228 + (3 + 1a + 2a^2)d1^118d2^228 + (1 + 1a + 0a^2)d1^119d2^228 + (3 + 4a + 4a^2)d1^120d2^228 + (3 + 1a + 0a^2)d1^121d2^228 + (3 + 0a + 3a^2)d1^122d2^228 + (2 + 0a + 2a^2)d1^123d2^228 + (4 + 1a + 4a^2)d1^124d2^228 + (1 + 3a + 3a^2)d1^125d2^228 + (2 + 0a + 2a^2)d1^126d2^228 + (4 + 4a + 3a^2)d1^127d2^228 + (1 + 2a + 1a^2)d1^128d2^228 + (4 + 2a + 0a^2)d1^129d2^228 + (0 + 2a + 4a^2)d1^130d2^228 + (1 + 4a + 1a^2)d1^131d2^228 + (1 + 3a + 1a^2)d1^132d2^228 + (1 + 2a + 3a^2)d1^133d2^228 + (1 + 1a + 2a^2)d1^134d2^228 + (3 + 3a + 3a^2)d1^135d2^228 + (4 + 4a + 1a^2)d1^136d2^228 + (1 + 2a + 0a^2)d1^137d2^228 + (3 + 0a + 3a^2)d1^138d2^228 + (2 + 3a + 0a^2)d1^139d2^228 + (4 + 0a + 4a^2)d1^140d2^228 + (2 + 0a + 0a^2)d1^141d2^228 + (4 + 3a + 2a^2)d1^142d2^228 + (1 + 1a + 4a^2)d1^143d2^228 + (1 + 3a + 3a^2)d1^144d2^228 + (0 + 1a + 3a^2)d1^145d2^228 + (1 + 0a + 3a^2)d1^146d2^228 + (2 + 0a + 3a^2)d1^147d2^228 + (2 + 0a + 3a^2)d1^148d2^228 + (3 + 2a + 0a^2)d1^149d2^228 + (0 + 0a + 3a^2)d1^150d2^228 + (0 + 4a + 2a^2)d1^151d2^228 + (1 + 1a + 2a^2)d1^152d2^228 + (3 + 0a + 1a^2)d1^153d2^228 + (4 + 0a + 1a^2)d1^154d2^228 + (1 + 3a + 1a^2)d1^155d2^228 + (3 + 2a + 1a^2)d1^156d2^228 + (2 + 2a + 2a^2)d1^157d2^228 + (1 + 0a + 3a^2)d1^158d2^228 + (4 + 3a + 3a^2)d1^159d2^228 + (2 + 4a + 2a^2)d1^160d2^228 + (1 + 3a + 0a^2)d1^161d2^228 + (2 + 3a + 2a^2)d1^162d2^228 + (4 + 4a + 4a^2)d1^163d2^228 + (3 + 0a + 1a^2)d1^164d2^228 + (0 + 0a + 3a^2)d1^165d2^228 + (1 + 4a + 1a^2)d1^166d2^228 + (4 + 4a + 1a^2)d1^167d2^228 + (2 + 2a + 4a^2)d1^168d2^228 + (4 + 0a + 2a^2)d1^169d2^228 + (0 + 0a + 3a^2)d1^170d2^228 + (4 + 2a + 4a^2)d1^171d2^228 + (2 + 3a + 1a^2)d1^172d2^228 + (1 + 2a + 3a^2)d1^173d2^228 + (0 + 0a + 1a^2)d1^174d2^228 + (2 + 0a + 4a^2)d1^175d2^228 + (2 + 4a + 2a^2)d1^176d2^228 + (3 + 3a + 4a^2)d1^177d2^228 + (2 + 0a + 4a^2)d1^178d2^228 + (3 + 1a + 4a^2)d1^179d2^228 + (1 + 0a + 1a^2)d1^180d2^228 + (0 + 3a + 2a^2)d1^181d2^228 + (0 + 2a + 3a^2)d1^182d2^228 + (4 + 4a + 2a^2)d1^183d2^228 + (0 + 2a + 0a^2)d1^184d2^228 + (4 + 2a + 3a^2)d1^185d2^228 + (1 + 3a + 4a^2)d1^186d2^228 + (2 + 3a + 3a^2)d1^187d2^228 + (0 + 4a + 3a^2)d1^188d2^228 + (1 + 2a + 4a^2)d1^189d2^228 + (0 + 0a + 1a^2)d1^190d2^228 + (2 + 3a + 4a^2)d1^191d2^228 + (0 + 4a + 0a^2)d1^192d2^228 + (4 + 1a + 3a^2)d1^193d2^228 + (3 + 4a + 0a^2)d1^194d2^228 + (4 + 0a + 0a^2)d1^195d2^228 + (4 + 1a + 2a^2)d1^196d2^228 + (0 + 1a + 4a^2)d1^197d2^228 + (0 + 3a + 3a^2)d1^198d2^228 + (3 + 4a + 3a^2)d1^199d2^228 + (4 + 3a + 1a^2)d1^200d2^228 + (0 + 4a + 3a^2)d1^201d2^228 + (3 + 0a + 1a^2)d1^202d2^228 + (4 + 3a + 0a^2)d1^203d2^228 + (0 + 4a + 4a^2)d1^204d2^228 + (3 + 4a + 3a^2)d1^205d2^228 + (4 + 4a + 0a^2)d1^206d2^228 + (0 + 3a + 2a^2)d1^207d2^228 + (1 + 3a + 4a^2)d1^208d2^228 + (0 + 4a + 2a^2)d1^209d2^228 + (0 + 4a + 2a^2)d1^210d2^228 + (4 + 3a + 0a^2)d1^211d2^228 + (0 + 0a + 2a^2)d1^212d2^228 + (0 + 2a + 1a^2)d1^213d2^228 + (3 + 3a + 3a^2)d1^214d2^228 + (2 + 0a + 4a^2)d1^215d2^228 + (1 + 1a + 1a^2)d1^216d2^228 + (2 + 2a + 2a^2)d1^217d2^228 + (3 + 0a + 4a^2)d1^218d2^228 + (0 + 1a + 4a^2)d1^219d2^228 + (4 + 0a + 2a^2)d1^220d2^228 + (4 + 3a + 0a^2)d1^221d2^228 + (3 + 1a + 4a^2)d1^222d2^228 + (4 + 0a + 2a^2)d1^223d2^228 + (0 + 4a + 4a^2)d1^224d2^228 + (1 + 1a + 0a^2)d1^225d2^228 + (0 + 4a + 1a^2)d1^226d2^228 + (0 + 4a + 0a^2)d1^227d2^228 + (0 + 0a + 2a^2)d1^228d2^228 + (3 + 2a + 3a^2)d1^229d2^228 + (4 + 2a + 3a^2)d1^230d2^228 + (4 + 4a + 0a^2)d1^231d2^228 + (3 + 0a + 4a^2)d1^232d2^228 + (3 + 4a + 0a^2)d1^233d2^228 + (3 + 0a + 1a^2)d1^234d2^228 + (0 + 3a + 4a^2)d1^235d2^228 + (0 + 1a + 1a^2)d1^236d2^228 + (1 + 1a + 3a^2)d1^237d2^228 + (1 + 4a + 2a^2)d1^238d2^228 + (0 + 4a + 1a^2)d1^239d2^228 + (1 + 4a + 1a^2)d1^240d2^228 + (2 + 0a + 1a^2)d1^241d2^228 + (2 + 1a + 1a^2)d1^242d2^228 + (0 + 4a + 0a^2)d1^243d2^228 + (3 + 4a + 4a^2)d1^244d2^228 + (3 + 4a + 1a^2)d1^245d2^228 + (1 + 2a + 4a^2)d1^246d2^228 + (4 + 3a + 3a^2)d1^247d2^228 + (2 + 0a + 3a^2)d1^248d2^228 + (1 + 4a + 1a^2)d1^249d2^228 + (1 + 2a + 3a^2)d1^250d2^228 + (1 + 0a + 4a^2)d1^251d2^228 + (2 + 4a + 0a^2)d1^252d2^228 + (0 + 2a + 0a^2)d1^253d2^228 + (3 + 0a + 2a^2)d1^254d2^228 + (4 + 2a + 4a^2)d1^255d2^228 + (4 + 4a + 2a^2)d1^256d2^228 + (2 + 1a + 4a^2)d1^257d2^228 + (2 + 3a + 3a^2)d1^258d2^228 + (0 + 3a + 1a^2)d1^259d2^228 + (3 + 4a + 0a^2)d1^260d2^228 + (4 + 0a + 1a^2)d1^261d2^228 + (4 + 2a + 0a^2)d1^262d2^228 + (1 + 1a + 3a^2)d1^263d2^228 + (1 + 4a + 1a^2)d1^264d2^228 + (4 + 2a + 4a^2)d1^265d2^228 + (0 + 2a + 0a^2)d1^266d2^228 + (4 + 3a + 0a^2)d1^267d2^228 + (3 + 1a + 2a^2)d1^268d2^228 + (0 + 1a + 4a^2)d1^269d2^228 + (4 + 3a + 4a^2)d1^270d2^228 + (1 + 4a + 1a^2)d1^271d2^228 + (3 + 3a + 0a^2)d1^272d2^228 + (0 + 4a + 0a^2)d1^273d2^228 + (0 + 3a + 3a^2)d1^274d2^228 + (2 + 4a + 4a^2)d1^275d2^228 + (3 + 3a + 0a^2)d1^276d2^228 + (1 + 4a + 4a^2)d1^277d2^228 + (0 + 2a + 2a^2)d1^278d2^228 + (0 + 1a + 0a^2)d1^279d2^228 + (2 + 0a + 4a^2)d1^280d2^228 + (0 + 1a + 2a^2)d1^281d2^228 + (0 + 1a + 3a^2)d1^282d2^228 + (0 + 2a + 2a^2)d1^283d2^228 + (4 + 0a + 4a^2)d1^284d2^228 + (0 + 3a + 3a^2)d1^285d2^228 + (4 + 1a + 1a^2)d1^286d2^228 + (2 + 4a + 1a^2)d1^288d2^228 + (0 + 0a + 1a^2)d1^289d2^228 + (1 + 4a + 3a^2)d1^290d2^228 + (3 + 1a + 3a^2)d1^291d2^228 + (2 + 0a + 3a^2)d1^292d2^228 + (1 + 1a + 2a^2)d1^293d2^228 + (4 + 4a + 2a^2)d2^229 + (3 + 1a + 1a^2)d1^1d2^229 + (3 + 1a + 1a^2)d1^2d2^229 + (2 + 4a + 2a^2)d1^3d2^229 + (3 + 2a + 2a^2)d1^4d2^229 + (0 + 3a + 2a^2)d1^5d2^229 + (1 + 1a + 1a^2)d1^6d2^229 + (3 + 4a + 1a^2)d1^7d2^229 + (0 + 0a + 1a^2)d1^8d2^229 + (1 + 3a + 2a^2)d1^9d2^229 + (1 + 3a + 0a^2)d1^10d2^229 + (0 + 1a + 1a^2)d1^11d2^229 + (3 + 3a + 0a^2)d1^12d2^229 + (3 + 3a + 4a^2)d1^13d2^229 + (1 + 1a + 4a^2)d1^14d2^229 + (2 + 2a + 4a^2)d1^15d2^229 + (0 + 1a + 0a^2)d1^16d2^229 + (4 + 1a + 1a^2)d1^17d2^229 + (1 + 1a + 0a^2)d1^18d2^229 + (4 + 0a + 0a^2)d1^19d2^229 + (0 + 4a + 2a^2)d1^20d2^229 + (3 + 0a + 1a^2)d1^21d2^229 + (0 + 4a + 4a^2)d1^22d2^229 + (4 + 0a + 3a^2)d1^23d2^229 + (4 + 1a + 0a^2)d1^24d2^229 + (4 + 0a + 3a^2)d1^25d2^229 + (2 + 1a + 0a^2)d1^26d2^229 + (1 + 1a + 3a^2)d1^27d2^229 + (4 + 3a + 3a^2)d1^28d2^229 + (4 + 3a + 1a^2)d1^29d2^229 + (1 + 1a + 2a^2)d1^30d2^229 + (3 + 3a + 0a^2)d1^31d2^229 + (1 + 0a + 3a^2)d1^32d2^229 + (1 + 1a + 4a^2)d1^33d2^229 + (4 + 3a + 3a^2)d1^34d2^229 + (3 + 3a + 1a^2)d1^35d2^229 + (0 + 0a + 3a^2)d1^36d2^229 + (2 + 1a + 3a^2)d1^37d2^229 + (3 + 0a + 1a^2)d1^38d2^229 + (3 + 1a + 0a^2)d1^39d2^229 + (2 + 2a + 0a^2)d1^40d2^229 + (4 + 1a + 1a^2)d1^41d2^229 + (1 + 2a + 0a^2)d1^42d2^229 + (3 + 4a + 4a^2)d1^43d2^229 + (3 + 2a + 2a^2)d1^44d2^229 + (0 + 4a + 2a^2)d1^45d2^229 + (1 + 4a + 3a^2)d1^46d2^229 + (4 + 4a + 0a^2)d1^47d2^229 + (0 + 1a + 2a^2)d1^48d2^229 + (4 + 0a + 0a^2)d1^49d2^229 + (2 + 1a + 4a^2)d1^50d2^229 + (0 + 3a + 1a^2)d1^51d2^229 + (0 + 2a + 2a^2)d1^52d2^229 + (1 + 1a + 1a^2)d1^53d2^229 + (1 + 2a + 4a^2)d1^54d2^229 + (0 + 3a + 2a^2)d1^55d2^229 + (3 + 0a + 2a^2)d1^56d2^229 + (3 + 4a + 0a^2)d1^57d2^229 + (0 + 2a + 4a^2)d1^58d2^229 + (0 + 2a + 0a^2)d1^59d2^229 + (1 + 4a + 3a^2)d1^60d2^229 + (1 + 2a + 3a^2)d1^61d2^229 + (2 + 3a + 4a^2)d1^62d2^229 + (3 + 0a + 1a^2)d1^63d2^229 + (4 + 3a + 2a^2)d1^64d2^229 + (4 + 2a + 4a^2)d1^65d2^229 + (2 + 4a + 3a^2)d1^66d2^229 + (4 + 4a + 4a^2)d1^67d2^229 + (3 + 3a + 4a^2)d1^68d2^229 + (3 + 1a + 1a^2)d1^69d2^229 + (4 + 4a + 1a^2)d1^70d2^229 + (0 + 4a + 4a^2)d1^71d2^229 + (4 + 1a + 2a^2)d1^72d2^229 + (4 + 2a + 1a^2)d1^73d2^229 + (0 + 4a + 1a^2)d1^74d2^229 + (4 + 1a + 0a^2)d1^75d2^229 + (2 + 4a + 2a^2)d1^76d2^229 + (3 + 4a + 2a^2)d1^77d2^229 + (1 + 3a + 1a^2)d1^78d2^229 + (2 + 3a + 3a^2)d1^79d2^229 + (3 + 2a + 2a^2)d1^80d2^229 + (4 + 0a + 3a^2)d1^81d2^229 + (4 + 3a + 0a^2)d1^82d2^229 + (2 + 1a + 4a^2)d1^83d2^229 + (2 + 4a + 0a^2)d1^84d2^229 + (1 + 3a + 1a^2)d1^85d2^229 + (4 + 3a + 1a^2)d1^86d2^229 + (0 + 0a + 3a^2)d1^87d2^229 + (1 + 2a + 1a^2)d1^88d2^229 + (2 + 0a + 4a^2)d1^89d2^229 + (0 + 1a + 4a^2)d1^90d2^229 + (4 + 2a + 4a^2)d1^91d2^229 + (4 + 3a + 3a^2)d1^92d2^229 + (1 + 2a + 2a^2)d1^93d2^229 + (2 + 4a + 3a^2)d1^94d2^229 + (1 + 1a + 4a^2)d1^95d2^229 + (3 + 1a + 2a^2)d1^96d2^229 + (2 + 3a + 1a^2)d1^97d2^229 + (4 + 3a + 4a^2)d1^98d2^229 + (4 + 1a + 0a^2)d1^99d2^229 + (3 + 4a + 2a^2)d1^100d2^229 + (2 + 4a + 0a^2)d1^101d2^229 + (1 + 3a + 0a^2)d1^102d2^229 + (3 + 1a + 4a^2)d1^103d2^229 + (3 + 0a + 1a^2)d1^104d2^229 + (3 + 1a + 2a^2)d1^105d2^229 + (0 + 1a + 4a^2)d1^106d2^229 + (2 + 0a + 4a^2)d1^107d2^229 + (3 + 2a + 2a^2)d1^108d2^229 + (1 + 3a + 0a^2)d1^109d2^229 + (1 + 0a + 1a^2)d1^110d2^229 + (0 + 4a + 1a^2)d1^111d2^229 + (4 + 3a + 3a^2)d1^112d2^229 + (0 + 3a + 2a^2)d1^113d2^229 + (3 + 0a + 2a^2)d1^114d2^229 + (4 + 4a + 1a^2)d1^115d2^229 + (0 + 2a + 3a^2)d1^116d2^229 + (3 + 0a + 4a^2)d1^117d2^229 + (4 + 4a + 0a^2)d1^118d2^229 + (2 + 4a + 0a^2)d1^119d2^229 + (3 + 2a + 3a^2)d1^120d2^229 + (4 + 4a + 3a^2)d1^121d2^229 + (3 + 2a + 2a^2)d1^122d2^229 + (4 + 0a + 4a^2)d1^123d2^229 + (3 + 0a + 1a^2)d1^124d2^229 + (2 + 3a + 3a^2)d1^125d2^229 + (1 + 2a + 0a^2)d1^126d2^229 + (3 + 3a + 3a^2)d1^127d2^229 + (3 + 1a + 0a^2)d1^128d2^229 + (1 + 1a + 2a^2)d1^129d2^229 + (1 + 3a + 1a^2)d1^130d2^229 + (3 + 4a + 3a^2)d1^131d2^229 + (2 + 4a + 3a^2)d1^132d2^229 + (0 + 0a + 3a^2)d1^133d2^229 + (0 + 0a + 2a^2)d1^134d2^229 + (4 + 3a + 3a^2)d1^135d2^229 + (4 + 0a + 0a^2)d1^136d2^229 + (3 + 0a + 0a^2)d1^137d2^229 + (4 + 4a + 4a^2)d1^138d2^229 + (3 + 1a + 1a^2)d1^139d2^229 + (1 + 1a + 1a^2)d1^140d2^229 + (1 + 1a + 0a^2)d1^141d2^229 + (1 + 3a + 3a^2)d1^142d2^229 + (1 + 3a + 4a^2)d1^143d2^229 + (3 + 1a + 1a^2)d1^144d2^229 + (4 + 4a + 0a^2)d1^145d2^229 + (1 + 0a + 4a^2)d1^146d2^229 + (1 + 3a + 0a^2)d1^147d2^229 + (1 + 3a + 2a^2)d1^148d2^229 + (4 + 1a + 1a^2)d1^149d2^229 + (4 + 1a + 4a^2)d1^150d2^229 + (1 + 3a + 3a^2)d1^151d2^229 + (2 + 2a + 3a^2)d1^152d2^229 + (0 + 2a + 3a^2)d1^153d2^229 + (4 + 3a + 1a^2)d1^154d2^229 + (4 + 1a + 4a^2)d1^155d2^229 + (3 + 0a + 1a^2)d1^156d2^229 + (1 + 4a + 4a^2)d1^157d2^229 + (0 + 2a + 0a^2)d1^158d2^229 + (2 + 4a + 3a^2)d1^159d2^229 + (3 + 1a + 2a^2)d1^160d2^229 + (3 + 4a + 2a^2)d1^161d2^229 + (2 + 1a + 2a^2)d1^162d2^229 + (2 + 3a + 3a^2)d1^163d2^229 + (1 + 2a + 0a^2)d1^164d2^229 + (3 + 2a + 2a^2)d1^165d2^229 + (0 + 3a + 4a^2)d1^166d2^229 + (2 + 2a + 3a^2)d1^167d2^229 + (3 + 0a + 2a^2)d1^168d2^229 + (1 + 2a + 4a^2)d1^169d2^229 + (0 + 2a + 4a^2)d1^170d2^229 + (3 + 2a + 1a^2)d1^171d2^229 + (2 + 4a + 4a^2)d1^172d2^229 + (0 + 2a + 2a^2)d1^173d2^229 + (3 + 1a + 0a^2)d1^174d2^229 + (1 + 0a + 4a^2)d1^175d2^229 + (1 + 4a + 0a^2)d1^176d2^229 + (4 + 2a + 0a^2)d1^177d2^229 + (2 + 2a + 2a^2)d1^178d2^229 + (1 + 4a + 3a^2)d1^179d2^229 + (0 + 4a + 4a^2)d1^180d2^229 + (3 + 4a + 3a^2)d1^181d2^229 + (3 + 4a + 4a^2)d1^182d2^229 + (4 + 3a + 3a^2)d1^183d2^229 + (2 + 3a + 2a^2)d1^184d2^229 + (3 + 3a + 0a^2)d1^185d2^229 + (0 + 3a + 4a^2)d1^186d2^229 + (2 + 0a + 2a^2)d1^187d2^229 + (4 + 3a + 0a^2)d1^188d2^229 + (4 + 1a + 2a^2)d1^189d2^229 + (1 + 0a + 1a^2)d1^190d2^229 + (3 + 4a + 2a^2)d1^191d2^229 + (2 + 3a + 3a^2)d1^192d2^229 + (2 + 1a + 1a^2)d1^193d2^229 + (1 + 3a + 1a^2)d1^194d2^229 + (4 + 3a + 2a^2)d1^195d2^229 + (2 + 3a + 4a^2)d1^196d2^229 + (1 + 4a + 1a^2)d1^197d2^229 + (0 + 2a + 2a^2)d1^198d2^229 + (4 + 4a + 2a^2)d1^199d2^229 + (2 + 0a + 1a^2)d1^200d2^229 + (1 + 1a + 1a^2)d1^201d2^229 + (3 + 2a + 1a^2)d1^202d2^229 + (0 + 3a + 2a^2)d1^203d2^229 + (4 + 0a + 3a^2)d1^204d2^229 + (2 + 4a + 1a^2)d1^205d2^229 + (3 + 2a + 2a^2)d1^206d2^229 + (3 + 3a + 0a^2)d1^207d2^229 + (3 + 2a + 1a^2)d1^208d2^229 + (0 + 4a + 1a^2)d1^209d2^229 + (4 + 4a + 3a^2)d1^210d2^229 + (2 + 2a + 0a^2)d1^211d2^229 + (2 + 1a + 0a^2)d1^212d2^229 + (1 + 3a + 1a^2)d1^213d2^229 + (2 + 3a + 2a^2)d1^214d2^229 + (2 + 4a + 4a^2)d1^215d2^229 + (3 + 2a + 2a^2)d1^216d2^229 + (0 + 0a + 3a^2)d1^217d2^229 + (2 + 2a + 4a^2)d1^218d2^229 + (2 + 4a + 1a^2)d1^219d2^229 + (1 + 0a + 2a^2)d1^220d2^229 + (4 + 4a + 3a^2)d1^221d2^229 + (4 + 3a + 2a^2)d1^222d2^229 + (1 + 2a + 1a^2)d1^223d2^229 + (3 + 0a + 4a^2)d1^224d2^229 + (3 + 1a + 0a^2)d1^225d2^229 + (2 + 4a + 0a^2)d1^226d2^229 + (1 + 3a + 0a^2)d1^227d2^229 + (1 + 4a + 2a^2)d1^228d2^229 + (1 + 1a + 2a^2)d1^229d2^229 + (3 + 4a + 3a^2)d1^230d2^229 + (2 + 0a + 0a^2)d1^231d2^229 + (0 + 2a + 3a^2)d1^232d2^229 + (4 + 0a + 1a^2)d1^233d2^229 + (1 + 3a + 3a^2)d1^234d2^229 + (4 + 0a + 0a^2)d1^235d2^229 + (4 + 1a + 1a^2)d1^236d2^229 + (3 + 1a + 4a^2)d1^237d2^229 + (2 + 3a + 4a^2)d1^238d2^229 + (4 + 1a + 4a^2)d1^239d2^229 + (3 + 3a + 0a^2)d1^240d2^229 + (3 + 3a + 1a^2)d1^241d2^229 + (3 + 0a + 0a^2)d1^242d2^229 + (3 + 4a + 2a^2)d1^243d2^229 + (0 + 4a + 2a^2)d1^244d2^229 + (1 + 0a + 2a^2)d1^245d2^229 + (3 + 1a + 1a^2)d1^246d2^229 + (3 + 4a + 2a^2)d1^247d2^229 + (1 + 3a + 1a^2)d1^248d2^229 + (1 + 4a + 3a^2)d1^249d2^229 + (1 + 1a + 1a^2)d1^250d2^229 + (1 + 0a + 3a^2)d1^251d2^229 + (1 + 2a + 2a^2)d1^252d2^229 + (0 + 2a + 0a^2)d1^253d2^229 + (0 + 4a + 2a^2)d1^254d2^229 + (2 + 3a + 1a^2)d1^255d2^229 + (1 + 0a + 2a^2)d1^256d2^229 + (4 + 4a + 0a^2)d1^257d2^229 + (3 + 3a + 2a^2)d1^258d2^229 + (1 + 1a + 0a^2)d1^259d2^229 + (0 + 3a + 0a^2)d1^260d2^229 + (1 + 3a + 2a^2)d1^261d2^229 + (3 + 2a + 4a^2)d1^262d2^229 + (3 + 1a + 2a^2)d1^263d2^229 + (2 + 2a + 3a^2)d1^264d2^229 + (3 + 3a + 0a^2)d1^265d2^229 + (1 + 1a + 1a^2)d1^266d2^229 + (0 + 0a + 3a^2)d1^267d2^229 + (1 + 2a + 3a^2)d1^268d2^229 + (3 + 4a + 2a^2)d1^269d2^229 + (2 + 1a + 3a^2)d1^270d2^229 + (0 + 2a + 0a^2)d1^271d2^229 + (2 + 2a + 0a^2)d1^272d2^229 + (0 + 2a + 0a^2)d1^273d2^229 + (0 + 2a + 2a^2)d1^274d2^229 + (1 + 1a + 3a^2)d1^275d2^229 + (2 + 4a + 4a^2)d1^276d2^229 + (4 + 4a + 4a^2)d1^277d2^229 + (4 + 2a + 4a^2)d1^278d2^229 + (0 + 2a + 4a^2)d1^279d2^229 + (0 + 4a + 4a^2)d1^280d2^229 + (3 + 4a + 3a^2)d1^281d2^229 + (0 + 2a + 4a^2)d1^282d2^229 + (2 + 1a + 1a^2)d1^283d2^229 + (0 + 1a + 1a^2)d1^284d2^229 + (3 + 4a + 3a^2)d1^285d2^229 + (4 + 1a + 4a^2)d1^286d2^229 + (0 + 0a + 3a^2)d1^287d2^229 + (3 + 4a + 3a^2)d1^288d2^229 + (2 + 4a + 1a^2)d1^289d2^229 + (4 + 3a + 2a^2)d1^290d2^229 + (2 + 3a + 0a^2)d1^291d2^229 + (3 + 4a + 2a^2)d1^292d2^229 + (2 + 3a + 0a^2)d1^293d2^229 + (0 + 2a + 0a^2)d2^230 + (2 + 3a + 2a^2)d1^1d2^230 + (3 + 1a + 1a^2)d1^2d2^230 + (4 + 3a + 2a^2)d1^3d2^230 + (4 + 3a + 4a^2)d1^4d2^230 + (4 + 1a + 3a^2)d1^5d2^230 + (4 + 1a + 2a^2)d1^6d2^230 + (3 + 1a + 3a^2)d1^7d2^230 + (3 + 2a + 0a^2)d1^8d2^230 + (0 + 1a + 1a^2)d1^9d2^230 + (3 + 4a + 2a^2)d1^10d2^230 + (2 + 4a + 4a^2)d1^11d2^230 + (3 + 2a + 4a^2)d1^12d2^230 + (4 + 3a + 4a^2)d1^13d2^230 + (1 + 2a + 1a^2)d1^14d2^230 + (0 + 2a + 4a^2)d1^15d2^230 + (2 + 2a + 1a^2)d1^16d2^230 + (3 + 4a + 1a^2)d1^17d2^230 + (4 + 0a + 3a^2)d1^18d2^230 + (4 + 0a + 4a^2)d1^19d2^230 + (3 + 3a + 0a^2)d1^20d2^230 + (1 + 0a + 0a^2)d1^21d2^230 + (3 + 4a + 1a^2)d1^22d2^230 + (0 + 0a + 3a^2)d1^23d2^230 + (1 + 4a + 3a^2)d1^24d2^230 + (1 + 0a + 2a^2)d1^25d2^230 + (0 + 2a + 4a^2)d1^26d2^230 + (1 + 1a + 0a^2)d1^27d2^230 + (3 + 0a + 4a^2)d1^28d2^230 + (0 + 4a + 0a^2)d1^29d2^230 + (2 + 3a + 2a^2)d1^30d2^230 + (0 + 2a + 4a^2)d1^31d2^230 + (4 + 2a + 2a^2)d1^32d2^230 + (0 + 2a + 4a^2)d1^33d2^230 + (4 + 4a + 2a^2)d1^34d2^230 + (3 + 1a + 4a^2)d1^35d2^230 + (2 + 3a + 0a^2)d1^36d2^230 + (4 + 3a + 1a^2)d1^37d2^230 + (0 + 0a + 2a^2)d1^38d2^230 + (0 + 3a + 2a^2)d1^39d2^230 + (4 + 0a + 0a^2)d1^40d2^230 + (1 + 4a + 1a^2)d1^41d2^230 + (3 + 4a + 4a^2)d1^42d2^230 + (4 + 1a + 4a^2)d1^43d2^230 + (2 + 2a + 2a^2)d1^44d2^230 + (1 + 0a + 1a^2)d1^45d2^230 + (3 + 2a + 1a^2)d1^46d2^230 + (1 + 1a + 3a^2)d1^47d2^230 + (2 + 1a + 3a^2)d1^48d2^230 + (4 + 2a + 2a^2)d1^49d2^230 + (2 + 2a + 4a^2)d1^50d2^230 + (3 + 0a + 1a^2)d1^51d2^230 + (1 + 1a + 4a^2)d1^52d2^230 + (3 + 4a + 0a^2)d1^53d2^230 + (1 + 1a + 4a^2)d1^54d2^230 + (2 + 2a + 0a^2)d1^55d2^230 + (3 + 3a + 3a^2)d1^56d2^230 + (2 + 4a + 0a^2)d1^57d2^230 + (2 + 3a + 4a^2)d1^58d2^230 + (2 + 4a + 0a^2)d1^59d2^230 + (3 + 0a + 3a^2)d1^60d2^230 + (3 + 3a + 0a^2)d1^61d2^230 + (0 + 3a + 0a^2)d1^62d2^230 + (4 + 1a + 1a^2)d1^63d2^230 + (3 + 3a + 2a^2)d1^64d2^230 + (4 + 2a + 1a^2)d1^65d2^230 + (3 + 3a + 4a^2)d1^66d2^230 + (4 + 0a + 4a^2)d1^67d2^230 + (3 + 4a + 1a^2)d1^68d2^230 + (0 + 2a + 0a^2)d1^69d2^230 + (2 + 0a + 0a^2)d1^70d2^230 + (2 + 3a + 3a^2)d1^71d2^230 + (4 + 0a + 1a^2)d1^72d2^230 + (0 + 4a + 4a^2)d1^73d2^230 + (4 + 4a + 2a^2)d1^74d2^230 + (1 + 0a + 1a^2)d1^75d2^230 + (3 + 2a + 1a^2)d1^76d2^230 + (0 + 1a + 2a^2)d1^77d2^230 + (0 + 1a + 2a^2)d1^78d2^230 + (1 + 0a + 1a^2)d1^79d2^230 + (3 + 3a + 0a^2)d1^80d2^230 + (4 + 3a + 4a^2)d1^81d2^230 + (4 + 1a + 3a^2)d1^82d2^230 + (4 + 4a + 1a^2)d1^83d2^230 + (2 + 0a + 2a^2)d1^84d2^230 + (2 + 0a + 3a^2)d1^85d2^230 + (0 + 4a + 2a^2)d1^86d2^230 + (0 + 3a + 3a^2)d1^87d2^230 + (3 + 1a + 3a^2)d1^88d2^230 + (3 + 1a + 1a^2)d1^89d2^230 + (1 + 0a + 4a^2)d1^90d2^230 + (3 + 3a + 0a^2)d1^91d2^230 + (1 + 3a + 0a^2)d1^92d2^230 + (1 + 3a + 2a^2)d1^93d2^230 + (4 + 4a + 4a^2)d1^94d2^230 + (1 + 0a + 1a^2)d1^95d2^230 + (3 + 2a + 0a^2)d1^96d2^230 + (4 + 2a + 1a^2)d1^97d2^230 + (3 + 4a + 1a^2)d1^98d2^230 + (0 + 2a + 1a^2)d1^99d2^230 + (4 + 3a + 0a^2)d1^100d2^230 + (0 + 3a + 3a^2)d1^101d2^230 + (0 + 4a + 1a^2)d1^102d2^230 + (2 + 2a + 0a^2)d1^103d2^230 + (2 + 2a + 4a^2)d1^104d2^230 + (2 + 0a + 4a^2)d1^105d2^230 + (0 + 0a + 2a^2)d1^106d2^230 + (2 + 3a + 3a^2)d1^107d2^230 + (4 + 2a + 2a^2)d1^108d2^230 + (0 + 3a + 2a^2)d1^109d2^230 + (1 + 0a + 1a^2)d1^110d2^230 + (0 + 2a + 0a^2)d1^111d2^230 + (2 + 1a + 1a^2)d1^112d2^230 + (2 + 4a + 2a^2)d1^113d2^230 + (1 + 4a + 1a^2)d1^114d2^230 + (4 + 2a + 3a^2)d1^115d2^230 + (4 + 4a + 4a^2)d1^116d2^230 + (4 + 3a + 4a^2)d1^117d2^230 + (3 + 3a + 2a^2)d1^118d2^230 + (2 + 1a + 0a^2)d1^119d2^230 + (4 + 0a + 3a^2)d1^120d2^230 + (0 + 1a + 0a^2)d1^121d2^230 + (1 + 3a + 1a^2)d1^122d2^230 + (0 + 1a + 3a^2)d1^123d2^230 + (1 + 2a + 2a^2)d1^124d2^230 + (3 + 4a + 4a^2)d1^125d2^230 + (2 + 4a + 2a^2)d1^126d2^230 + (4 + 2a + 4a^2)d1^127d2^230 + (1 + 4a + 4a^2)d1^128d2^230 + (2 + 0a + 3a^2)d1^129d2^230 + (4 + 3a + 2a^2)d1^131d2^230 + (4 + 2a + 4a^2)d1^132d2^230 + (0 + 0a + 3a^2)d1^133d2^230 + (3 + 4a + 4a^2)d1^134d2^230 + (2 + 2a + 1a^2)d1^135d2^230 + (4 + 2a + 2a^2)d1^136d2^230 + (3 + 1a + 0a^2)d1^137d2^230 + (0 + 1a + 1a^2)d1^138d2^230 + (2 + 1a + 0a^2)d1^139d2^230 + (1 + 3a + 3a^2)d1^140d2^230 + (4 + 0a + 3a^2)d1^141d2^230 + (1 + 0a + 2a^2)d1^142d2^230 + (1 + 0a + 0a^2)d1^143d2^230 + (1 + 3a + 4a^2)d1^144d2^230 + (2 + 2a + 4a^2)d1^145d2^230 + (2 + 2a + 0a^2)d1^146d2^230 + (2 + 4a + 4a^2)d1^147d2^230 + (3 + 0a + 0a^2)d1^148d2^230 + (1 + 1a + 3a^2)d1^149d2^230 + (3 + 3a + 2a^2)d1^150d2^230 + (4 + 3a + 2a^2)d1^151d2^230 + (3 + 2a + 1a^2)d1^152d2^230 + (1 + 0a + 1a^2)d1^153d2^230 + (4 + 1a + 4a^2)d1^154d2^230 + (1 + 1a + 4a^2)d1^155d2^230 + (2 + 3a + 3a^2)d1^156d2^230 + (1 + 2a + 1a^2)d1^157d2^230 + (1 + 3a + 4a^2)d1^158d2^230 + (1 + 3a + 0a^2)d1^159d2^230 + (4 + 3a + 3a^2)d1^160d2^230 + (2 + 2a + 2a^2)d1^161d2^230 + (1 + 0a + 2a^2)d1^162d2^230 + (3 + 2a + 4a^2)d1^163d2^230 + (4 + 2a + 3a^2)d1^164d2^230 + (4 + 2a + 2a^2)d1^165d2^230 + (1 + 0a + 3a^2)d1^166d2^230 + (1 + 3a + 1a^2)d1^167d2^230 + (0 + 3a + 4a^2)d1^168d2^230 + (1 + 1a + 1a^2)d1^169d2^230 + (0 + 2a + 2a^2)d1^170d2^230 + (4 + 2a + 2a^2)d1^171d2^230 + (3 + 0a + 4a^2)d1^172d2^230 + (1 + 4a + 2a^2)d1^173d2^230 + (3 + 4a + 4a^2)d1^174d2^230 + (3 + 1a + 4a^2)d1^175d2^230 + (0 + 0a + 1a^2)d1^176d2^230 + (2 + 0a + 0a^2)d1^177d2^230 + (1 + 4a + 4a^2)d1^178d2^230 + (4 + 2a + 2a^2)d1^179d2^230 + (0 + 3a + 3a^2)d1^180d2^230 + (3 + 1a + 0a^2)d1^181d2^230 + (3 + 0a + 1a^2)d1^182d2^230 + (0 + 4a + 4a^2)d1^183d2^230 + (1 + 1a + 3a^2)d1^184d2^230 + (3 + 0a + 2a^2)d1^185d2^230 + (0 + 3a + 0a^2)d1^186d2^230 + (4 + 0a + 1a^2)d1^187d2^230 + (4 + 0a + 4a^2)d1^188d2^230 + (3 + 0a + 0a^2)d1^189d2^230 + (3 + 4a + 3a^2)d1^190d2^230 + (1 + 1a + 4a^2)d1^191d2^230 + (2 + 1a + 4a^2)d1^192d2^230 + (0 + 2a + 3a^2)d1^193d2^230 + (2 + 0a + 0a^2)d1^194d2^230 + (1 + 2a + 2a^2)d1^195d2^230 + (4 + 4a + 3a^2)d1^196d2^230 + (1 + 1a + 0a^2)d1^197d2^230 + (2 + 4a + 4a^2)d1^198d2^230 + (2 + 1a + 4a^2)d1^199d2^230 + (0 + 0a + 3a^2)d1^200d2^230 + (1 + 0a + 1a^2)d1^201d2^230 + (0 + 2a + 2a^2)d1^202d2^230 + (4 + 2a + 2a^2)d1^203d2^230 + (3 + 2a + 2a^2)d1^204d2^230 + (1 + 4a + 1a^2)d1^205d2^230 + (3 + 4a + 3a^2)d1^206d2^230 + (0 + 0a + 2a^2)d1^207d2^230 + (4 + 1a + 4a^2)d1^208d2^230 + (0 + 1a + 0a^2)d1^209d2^230 + (1 + 0a + 2a^2)d1^210d2^230 + (4 + 4a + 3a^2)d1^211d2^230 + (1 + 4a + 3a^2)d1^212d2^230 + (1 + 0a + 0a^2)d1^213d2^230 + (2 + 0a + 2a^2)d1^214d2^230 + (4 + 0a + 1a^2)d1^215d2^230 + (2 + 1a + 1a^2)d1^216d2^230 + (1 + 2a + 3a^2)d1^217d2^230 + (0 + 4a + 1a^2)d1^218d2^230 + (4 + 1a + 1a^2)d1^219d2^230 + (0 + 4a + 4a^2)d1^220d2^230 + (2 + 1a + 4a^2)d1^221d2^230 + (2 + 0a + 4a^2)d1^222d2^230 + (3 + 1a + 2a^2)d1^223d2^230 + (2 + 4a + 4a^2)d1^224d2^230 + (4 + 3a + 1a^2)d1^225d2^230 + (2 + 1a + 4a^2)d1^226d2^230 + (1 + 2a + 1a^2)d1^227d2^230 + (0 + 3a + 0a^2)d1^228d2^230 + (3 + 1a + 1a^2)d1^229d2^230 + (0 + 1a + 2a^2)d1^230d2^230 + (4 + 4a + 3a^2)d1^231d2^230 + (0 + 3a + 4a^2)d1^232d2^230 + (3 + 2a + 2a^2)d1^233d2^230 + (0 + 1a + 3a^2)d1^234d2^230 + (4 + 0a + 4a^2)d1^235d2^230 + (0 + 4a + 3a^2)d1^236d2^230 + (0 + 2a + 1a^2)d1^237d2^230 + (1 + 2a + 1a^2)d1^238d2^230 + (4 + 4a + 2a^2)d1^239d2^230 + (0 + 3a + 3a^2)d1^240d2^230 + (4 + 4a + 0a^2)d1^241d2^230 + (0 + 1a + 2a^2)d1^242d2^230 + (1 + 3a + 3a^2)d1^243d2^230 + (1 + 1a + 1a^2)d1^244d2^230 + (0 + 4a + 2a^2)d1^245d2^230 + (0 + 0a + 1a^2)d1^246d2^230 + (2 + 3a + 0a^2)d1^247d2^230 + (4 + 0a + 2a^2)d1^248d2^230 + (4 + 0a + 0a^2)d1^249d2^230 + (2 + 2a + 3a^2)d1^250d2^230 + (2 + 0a + 3a^2)d1^251d2^230 + (0 + 3a + 2a^2)d1^252d2^230 + (1 + 1a + 2a^2)d1^253d2^230 + (2 + 3a + 2a^2)d1^254d2^230 + (4 + 2a + 3a^2)d1^255d2^230 + (3 + 1a + 2a^2)d1^256d2^230 + (2 + 1a + 3a^2)d1^257d2^230 + (4 + 3a + 0a^2)d1^258d2^230 + (0 + 2a + 1a^2)d1^259d2^230 + (0 + 4a + 3a^2)d1^260d2^230 + (1 + 2a + 3a^2)d1^261d2^230 + (1 + 0a + 2a^2)d1^262d2^230 + (4 + 4a + 0a^2)d1^263d2^230 + (2 + 1a + 2a^2)d1^264d2^230 + (2 + 0a + 2a^2)d1^265d2^230 + (0 + 4a + 3a^2)d1^266d2^230 + (0 + 2a + 1a^2)d1^267d2^230 + (0 + 0a + 4a^2)d1^268d2^230 + (3 + 0a + 4a^2)d1^269d2^230 + (2 + 2a + 4a^2)d1^270d2^230 + (4 + 3a + 3a^2)d1^271d2^230 + (2 + 0a + 0a^2)d1^272d2^230 + (2 + 4a + 1a^2)d1^273d2^230 + (3 + 3a + 1a^2)d1^275d2^230 + (1 + 2a + 2a^2)d1^276d2^230 + (0 + 3a + 0a^2)d1^278d2^230 + (2 + 4a + 3a^2)d1^279d2^230 + (1 + 1a + 0a^2)d1^280d2^230 + (3 + 0a + 3a^2)d1^281d2^230 + (1 + 2a + 3a^2)d1^282d2^230 + (4 + 4a + 0a^2)d1^283d2^230 + (3 + 2a + 3a^2)d1^284d2^230 + (1 + 1a + 3a^2)d1^285d2^230 + (0 + 3a + 2a^2)d1^286d2^230 + (4 + 3a + 2a^2)d1^287d2^230 + (1 + 2a + 4a^2)d1^288d2^230 + (1 + 0a + 1a^2)d1^289d2^230 + (3 + 1a + 4a^2)d1^290d2^230 + (3 + 1a + 4a^2)d1^292d2^230 + (1 + 4a + 2a^2)d1^293d2^230 + (4 + 2a + 1a^2)d2^231 + (3 + 2a + 4a^2)d1^1d2^231 + (2 + 3a + 1a^2)d1^2d2^231 + (2 + 2a + 0a^2)d1^3d2^231 + (3 + 0a + 2a^2)d1^4d2^231 + (3 + 2a + 4a^2)d1^5d2^231 + (4 + 3a + 1a^2)d1^6d2^231 + (3 + 2a + 1a^2)d1^7d2^231 + (0 + 3a + 1a^2)d1^8d2^231 + (2 + 0a + 2a^2)d1^9d2^231 + (0 + 2a + 4a^2)d1^10d2^231 + (3 + 0a + 0a^2)d1^11d2^231 + (1 + 3a + 2a^2)d1^12d2^231 + (1 + 1a + 2a^2)d1^13d2^231 + (3 + 2a + 4a^2)d1^14d2^231 + (0 + 1a + 2a^2)d1^15d2^231 + (1 + 2a + 2a^2)d1^16d2^231 + (3 + 2a + 4a^2)d1^17d2^231 + (3 + 2a + 2a^2)d1^18d2^231 + (3 + 4a + 2a^2)d1^19d2^231 + (4 + 2a + 1a^2)d1^20d2^231 + (2 + 4a + 0a^2)d1^21d2^231 + (3 + 3a + 3a^2)d1^22d2^231 + (3 + 1a + 4a^2)d1^23d2^231 + (0 + 1a + 0a^2)d1^24d2^231 + (4 + 2a + 3a^2)d1^25d2^231 + (0 + 1a + 0a^2)d1^26d2^231 + (1 + 2a + 2a^2)d1^27d2^231 + (1 + 3a + 1a^2)d1^28d2^231 + (1 + 3a + 4a^2)d1^29d2^231 + (4 + 2a + 2a^2)d1^30d2^231 + (0 + 3a + 4a^2)d1^31d2^231 + (1 + 2a + 2a^2)d1^32d2^231 + (2 + 0a + 2a^2)d1^33d2^231 + (1 + 4a + 0a^2)d1^34d2^231 + (4 + 2a + 1a^2)d1^35d2^231 + (4 + 2a + 0a^2)d1^36d2^231 + (0 + 3a + 4a^2)d1^37d2^231 + (0 + 4a + 2a^2)d1^38d2^231 + (0 + 3a + 4a^2)d1^39d2^231 + (2 + 1a + 3a^2)d1^40d2^231 + (2 + 2a + 1a^2)d1^41d2^231 + (3 + 1a + 3a^2)d1^42d2^231 + (1 + 3a + 3a^2)d1^43d2^231 + (1 + 2a + 1a^2)d1^44d2^231 + (3 + 0a + 1a^2)d1^45d2^231 + (2 + 1a + 4a^2)d1^46d2^231 + (3 + 1a + 0a^2)d1^47d2^231 + (2 + 0a + 4a^2)d1^48d2^231 + (2 + 3a + 3a^2)d1^49d2^231 + (4 + 0a + 3a^2)d1^50d2^231 + (0 + 0a + 3a^2)d1^51d2^231 + (4 + 2a + 1a^2)d1^52d2^231 + (4 + 0a + 1a^2)d1^53d2^231 + (1 + 0a + 0a^2)d1^54d2^231 + (4 + 0a + 2a^2)d1^55d2^231 + (3 + 4a + 0a^2)d1^56d2^231 + (1 + 4a + 4a^2)d1^57d2^231 + (1 + 2a + 4a^2)d1^58d2^231 + (2 + 2a + 1a^2)d1^59d2^231 + (2 + 0a + 0a^2)d1^60d2^231 + (2 + 2a + 2a^2)d1^61d2^231 + (2 + 2a + 2a^2)d1^62d2^231 + (2 + 1a + 0a^2)d1^63d2^231 + (4 + 2a + 2a^2)d1^64d2^231 + (3 + 3a + 3a^2)d1^65d2^231 + (1 + 2a + 0a^2)d1^66d2^231 + (4 + 4a + 2a^2)d1^67d2^231 + (1 + 3a + 0a^2)d1^68d2^231 + (0 + 0a + 2a^2)d1^69d2^231 + (0 + 0a + 1a^2)d1^70d2^231 + (3 + 2a + 3a^2)d1^71d2^231 + (4 + 1a + 2a^2)d1^72d2^231 + (4 + 3a + 4a^2)d1^73d2^231 + (0 + 3a + 3a^2)d1^74d2^231 + (3 + 3a + 1a^2)d1^75d2^231 + (2 + 4a + 3a^2)d1^76d2^231 + (3 + 2a + 1a^2)d1^77d2^231 + (2 + 4a + 1a^2)d1^78d2^231 + (2 + 3a + 2a^2)d1^79d2^231 + (2 + 3a + 0a^2)d1^80d2^231 + (0 + 3a + 2a^2)d1^81d2^231 + (4 + 3a + 1a^2)d1^82d2^231 + (2 + 4a + 2a^2)d1^83d2^231 + (4 + 4a + 1a^2)d1^84d2^231 + (1 + 3a + 4a^2)d1^85d2^231 + (1 + 4a + 4a^2)d1^86d2^231 + (4 + 2a + 0a^2)d1^87d2^231 + (0 + 1a + 3a^2)d1^88d2^231 + (0 + 0a + 2a^2)d1^89d2^231 + (2 + 2a + 1a^2)d1^90d2^231 + (3 + 2a + 1a^2)d1^91d2^231 + (3 + 4a + 0a^2)d1^92d2^231 + (2 + 3a + 1a^2)d1^93d2^231 + (1 + 4a + 0a^2)d1^94d2^231 + (1 + 3a + 4a^2)d1^95d2^231 + (1 + 1a + 1a^2)d1^96d2^231 + (0 + 4a + 1a^2)d1^97d2^231 + (2 + 3a + 4a^2)d1^98d2^231 + (4 + 0a + 0a^2)d1^99d2^231 + (0 + 4a + 3a^2)d1^100d2^231 + (1 + 4a + 4a^2)d1^101d2^231 + (4 + 0a + 2a^2)d1^102d2^231 + (3 + 0a + 3a^2)d1^103d2^231 + (2 + 4a + 0a^2)d1^104d2^231 + (1 + 1a + 3a^2)d1^105d2^231 + (1 + 1a + 0a^2)d1^106d2^231 + (0 + 0a + 1a^2)d1^107d2^231 + (1 + 4a + 0a^2)d1^108d2^231 + (4 + 0a + 0a^2)d1^109d2^231 + (4 + 1a + 0a^2)d1^110d2^231 + (4 + 0a + 1a^2)d1^111d2^231 + (4 + 1a + 0a^2)d1^112d2^231 + (2 + 2a + 1a^2)d1^113d2^231 + (4 + 2a + 4a^2)d1^114d2^231 + (0 + 4a + 3a^2)d1^115d2^231 + (3 + 4a + 1a^2)d1^116d2^231 + (2 + 0a + 2a^2)d1^117d2^231 + (4 + 2a + 4a^2)d1^118d2^231 + (1 + 2a + 0a^2)d1^119d2^231 + (4 + 0a + 2a^2)d1^120d2^231 + (3 + 3a + 3a^2)d1^121d2^231 + (0 + 0a + 1a^2)d1^122d2^231 + (4 + 0a + 1a^2)d1^123d2^231 + (1 + 2a + 4a^2)d1^124d2^231 + (3 + 1a + 0a^2)d1^125d2^231 + (3 + 0a + 4a^2)d1^126d2^231 + (3 + 0a + 2a^2)d1^127d2^231 + (1 + 0a + 4a^2)d1^128d2^231 + (2 + 3a + 0a^2)d1^129d2^231 + (4 + 2a + 2a^2)d1^130d2^231 + (3 + 2a + 1a^2)d1^131d2^231 + (1 + 0a + 4a^2)d1^132d2^231 + (3 + 3a + 3a^2)d1^133d2^231 + (4 + 1a + 4a^2)d1^134d2^231 + (0 + 0a + 3a^2)d1^135d2^231 + (4 + 3a + 3a^2)d1^136d2^231 + (4 + 4a + 4a^2)d1^137d2^231 + (3 + 2a + 2a^2)d1^138d2^231 + (4 + 0a + 2a^2)d1^139d2^231 + (0 + 4a + 4a^2)d1^140d2^231 + (3 + 3a + 1a^2)d1^141d2^231 + (2 + 1a + 3a^2)d1^142d2^231 + (3 + 4a + 2a^2)d1^143d2^231 + (1 + 2a + 2a^2)d1^144d2^231 + (0 + 1a + 4a^2)d1^145d2^231 + (3 + 1a + 3a^2)d1^146d2^231 + (4 + 2a + 4a^2)d1^147d2^231 + (4 + 4a + 1a^2)d1^148d2^231 + (3 + 0a + 1a^2)d1^149d2^231 + (1 + 4a + 0a^2)d1^150d2^231 + (2 + 0a + 1a^2)d1^151d2^231 + (1 + 3a + 1a^2)d1^152d2^231 + (2 + 3a + 2a^2)d1^153d2^231 + (1 + 1a + 0a^2)d1^154d2^231 + (4 + 4a + 0a^2)d1^155d2^231 + (4 + 4a + 4a^2)d1^156d2^231 + (4 + 1a + 3a^2)d1^157d2^231 + (1 + 4a + 2a^2)d1^158d2^231 + (4 + 2a + 2a^2)d1^159d2^231 + (3 + 3a + 0a^2)d1^160d2^231 + (2 + 4a + 4a^2)d1^161d2^231 + (1 + 2a + 0a^2)d1^162d2^231 + (4 + 3a + 0a^2)d1^163d2^231 + (2 + 4a + 4a^2)d1^164d2^231 + (3 + 1a + 0a^2)d1^165d2^231 + (2 + 1a + 0a^2)d1^166d2^231 + (3 + 3a + 1a^2)d1^167d2^231 + (0 + 4a + 0a^2)d1^168d2^231 + (1 + 1a + 2a^2)d1^169d2^231 + (2 + 1a + 3a^2)d1^170d2^231 + (2 + 0a + 3a^2)d1^171d2^231 + (3 + 1a + 0a^2)d1^172d2^231 + (0 + 3a + 4a^2)d1^173d2^231 + (1 + 0a + 1a^2)d1^174d2^231 + (2 + 3a + 3a^2)d1^175d2^231 + (3 + 2a + 2a^2)d1^176d2^231 + (0 + 1a + 1a^2)d1^177d2^231 + (3 + 3a + 1a^2)d1^178d2^231 + (2 + 1a + 0a^2)d1^179d2^231 + (4 + 3a + 3a^2)d1^180d2^231 + (1 + 2a + 1a^2)d1^181d2^231 + (3 + 4a + 4a^2)d1^182d2^231 + (0 + 4a + 2a^2)d1^183d2^231 + (3 + 0a + 0a^2)d1^184d2^231 + (2 + 4a + 0a^2)d1^185d2^231 + (4 + 4a + 1a^2)d1^186d2^231 + (2 + 1a + 1a^2)d1^187d2^231 + (4 + 0a + 2a^2)d1^188d2^231 + (1 + 0a + 2a^2)d1^189d2^231 + (3 + 0a + 4a^2)d1^190d2^231 + (0 + 3a + 3a^2)d1^191d2^231 + (2 + 4a + 1a^2)d1^192d2^231 + (1 + 2a + 3a^2)d1^193d2^231 + (0 + 3a + 0a^2)d1^194d2^231 + (4 + 2a + 4a^2)d1^195d2^231 + (3 + 1a + 2a^2)d1^196d2^231 + (2 + 2a + 4a^2)d1^197d2^231 + (1 + 0a + 0a^2)d1^198d2^231 + (2 + 4a + 4a^2)d1^199d2^231 + (0 + 1a + 0a^2)d1^200d2^231 + (2 + 3a + 4a^2)d1^201d2^231 + (1 + 4a + 4a^2)d1^202d2^231 + (2 + 1a + 4a^2)d1^203d2^231 + (1 + 0a + 3a^2)d1^204d2^231 + (4 + 0a + 3a^2)d1^205d2^231 + (1 + 3a + 4a^2)d1^206d2^231 + (0 + 4a + 4a^2)d1^207d2^231 + (0 + 2a + 4a^2)d1^208d2^231 + (4 + 1a + 2a^2)d1^209d2^231 + (0 + 3a + 1a^2)d1^210d2^231 + (0 + 4a + 2a^2)d1^211d2^231 + (1 + 0a + 2a^2)d1^212d2^231 + (3 + 3a + 0a^2)d1^213d2^231 + (0 + 1a + 4a^2)d1^214d2^231 + (2 + 2a + 3a^2)d1^215d2^231 + (0 + 3a + 2a^2)d1^216d2^231 + (4 + 0a + 1a^2)d1^217d2^231 + (0 + 4a + 4a^2)d1^218d2^231 + (4 + 4a + 1a^2)d1^219d2^231 + (0 + 4a + 1a^2)d1^220d2^231 + (4 + 2a + 4a^2)d1^221d2^231 + (4 + 2a + 3a^2)d1^222d2^231 + (3 + 1a + 3a^2)d1^223d2^231 + (2 + 3a + 0a^2)d1^224d2^231 + (4 + 4a + 2a^2)d1^225d2^231 + (1 + 2a + 1a^2)d1^226d2^231 + (3 + 3a + 0a^2)d1^227d2^231 + (2 + 3a + 4a^2)d1^228d2^231 + (0 + 3a + 4a^2)d1^229d2^231 + (1 + 2a + 4a^2)d1^230d2^231 + (3 + 1a + 3a^2)d1^231d2^231 + (2 + 1a + 0a^2)d1^232d2^231 + (2 + 2a + 2a^2)d1^233d2^231 + (1 + 0a + 0a^2)d1^234d2^231 + (0 + 1a + 1a^2)d1^235d2^231 + (2 + 1a + 4a^2)d1^236d2^231 + (0 + 3a + 1a^2)d1^237d2^231 + (4 + 1a + 3a^2)d1^238d2^231 + (2 + 1a + 1a^2)d1^239d2^231 + (2 + 2a + 3a^2)d1^240d2^231 + (4 + 0a + 0a^2)d1^241d2^231 + (1 + 3a + 1a^2)d1^242d2^231 + (2 + 2a + 0a^2)d1^243d2^231 + (1 + 3a + 3a^2)d1^244d2^231 + (0 + 1a + 3a^2)d1^245d2^231 + (4 + 2a + 3a^2)d1^246d2^231 + (1 + 4a + 0a^2)d1^247d2^231 + (1 + 1a + 1a^2)d1^248d2^231 + (2 + 0a + 3a^2)d1^249d2^231 + (1 + 4a + 1a^2)d1^250d2^231 + (3 + 1a + 2a^2)d1^251d2^231 + (0 + 3a + 2a^2)d1^252d2^231 + (1 + 0a + 1a^2)d1^253d2^231 + (4 + 2a + 4a^2)d1^254d2^231 + (0 + 4a + 2a^2)d1^255d2^231 + (2 + 4a + 4a^2)d1^256d2^231 + (2 + 2a + 3a^2)d1^257d2^231 + (0 + 1a + 4a^2)d1^258d2^231 + (4 + 0a + 3a^2)d1^259d2^231 + (2 + 1a + 1a^2)d1^260d2^231 + (2 + 0a + 1a^2)d1^261d2^231 + (1 + 0a + 3a^2)d1^262d2^231 + (0 + 0a + 1a^2)d1^263d2^231 + (0 + 4a + 4a^2)d1^264d2^231 + (2 + 1a + 4a^2)d1^265d2^231 + (3 + 0a + 2a^2)d1^266d2^231 + (4 + 0a + 2a^2)d1^267d2^231 + (3 + 3a + 0a^2)d1^268d2^231 + (3 + 1a + 0a^2)d1^269d2^231 + (3 + 0a + 1a^2)d1^270d2^231 + (4 + 1a + 2a^2)d1^271d2^231 + (0 + 0a + 4a^2)d1^272d2^231 + (4 + 1a + 4a^2)d1^273d2^231 + (3 + 1a + 0a^2)d1^274d2^231 + (2 + 4a + 2a^2)d1^275d2^231 + (1 + 1a + 2a^2)d1^276d2^231 + (1 + 3a + 4a^2)d1^277d2^231 + (3 + 2a + 1a^2)d1^278d2^231 + (1 + 4a + 4a^2)d1^279d2^231 + (3 + 2a + 2a^2)d1^280d2^231 + (3 + 4a + 2a^2)d1^281d2^231 + (3 + 4a + 1a^2)d1^282d2^231 + (2 + 4a + 2a^2)d1^283d2^231 + (0 + 4a + 1a^2)d1^284d2^231 + (0 + 1a + 1a^2)d1^285d2^231 + (0 + 3a + 2a^2)d1^286d2^231 + (3 + 4a + 4a^2)d1^287d2^231 + (4 + 1a + 0a^2)d1^288d2^231 + (1 + 2a + 1a^2)d1^289d2^231 + (2 + 1a + 1a^2)d1^290d2^231 + (2 + 3a + 3a^2)d1^291d2^231 + (4 + 0a + 3a^2)d1^292d2^231 + (1 + 2a + 0a^2)d1^293d2^231 + (4 + 4a + 3a^2)d2^232 + (0 + 2a + 2a^2)d1^1d2^232 + (0 + 2a + 1a^2)d1^2d2^232 + (4 + 4a + 3a^2)d1^3d2^232 + (1 + 0a + 2a^2)d1^4d2^232 + (4 + 3a + 2a^2)d1^5d2^232 + (2 + 0a + 1a^2)d1^6d2^232 + (3 + 1a + 0a^2)d1^7d2^232 + (1 + 2a + 3a^2)d1^8d2^232 + (4 + 4a + 2a^2)d1^9d2^232 + (1 + 1a + 1a^2)d1^10d2^232 + (1 + 2a + 2a^2)d1^11d2^232 + (2 + 0a + 2a^2)d1^12d2^232 + (3 + 4a + 2a^2)d1^13d2^232 + (1 + 2a + 3a^2)d1^14d2^232 + (0 + 3a + 3a^2)d1^15d2^232 + (2 + 1a + 3a^2)d1^16d2^232 + (2 + 4a + 1a^2)d1^17d2^232 + (4 + 0a + 4a^2)d1^18d2^232 + (4 + 0a + 3a^2)d1^19d2^232 + (2 + 4a + 3a^2)d1^20d2^232 + (4 + 4a + 0a^2)d1^21d2^232 + (2 + 4a + 1a^2)d1^22d2^232 + (4 + 4a + 3a^2)d1^23d2^232 + (2 + 0a + 1a^2)d1^24d2^232 + (4 + 2a + 0a^2)d1^25d2^232 + (0 + 2a + 1a^2)d1^26d2^232 + (2 + 0a + 3a^2)d1^27d2^232 + (0 + 1a + 2a^2)d1^28d2^232 + (1 + 0a + 1a^2)d1^29d2^232 + (1 + 0a + 3a^2)d1^30d2^232 + (2 + 1a + 1a^2)d1^31d2^232 + (0 + 3a + 1a^2)d1^32d2^232 + (4 + 1a + 1a^2)d1^33d2^232 + (0 + 4a + 1a^2)d1^34d2^232 + (4 + 3a + 1a^2)d1^35d2^232 + (2 + 1a + 4a^2)d1^36d2^232 + (4 + 4a + 4a^2)d1^37d2^232 + (2 + 3a + 2a^2)d1^38d2^232 + (0 + 4a + 4a^2)d1^39d2^232 + (3 + 3a + 0a^2)d1^40d2^232 + (1 + 1a + 4a^2)d1^41d2^232 + (4 + 1a + 0a^2)d1^42d2^232 + (4 + 1a + 1a^2)d1^43d2^232 + (0 + 1a + 0a^2)d1^44d2^232 + (0 + 2a + 1a^2)d1^45d2^232 + (0 + 0a + 2a^2)d1^46d2^232 + (0 + 3a + 4a^2)d1^47d2^232 + (3 + 1a + 1a^2)d1^48d2^232 + (4 + 3a + 4a^2)d1^49d2^232 + (4 + 4a + 3a^2)d1^50d2^232 + (0 + 4a + 1a^2)d1^51d2^232 + (1 + 4a + 2a^2)d1^52d2^232 + (3 + 4a + 4a^2)d1^53d2^232 + (3 + 1a + 2a^2)d1^54d2^232 + (0 + 2a + 4a^2)d1^55d2^232 + (3 + 2a + 0a^2)d1^56d2^232 + (2 + 2a + 0a^2)d1^57d2^232 + (4 + 1a + 1a^2)d1^58d2^232 + (0 + 2a + 1a^2)d1^59d2^232 + (1 + 3a + 4a^2)d1^60d2^232 + (0 + 2a + 4a^2)d1^61d2^232 + (1 + 3a + 3a^2)d1^62d2^232 + (3 + 2a + 3a^2)d1^63d2^232 + (4 + 3a + 2a^2)d1^64d2^232 + (1 + 3a + 3a^2)d1^65d2^232 + (1 + 0a + 2a^2)d1^66d2^232 + (3 + 4a + 4a^2)d1^67d2^232 + (1 + 1a + 3a^2)d1^68d2^232 + (2 + 1a + 4a^2)d1^69d2^232 + (4 + 2a + 2a^2)d1^70d2^232 + (2 + 4a + 3a^2)d1^71d2^232 + (4 + 0a + 2a^2)d1^72d2^232 + (1 + 0a + 1a^2)d1^73d2^232 + (4 + 3a + 2a^2)d1^74d2^232 + (3 + 1a + 4a^2)d1^75d2^232 + (3 + 1a + 2a^2)d1^76d2^232 + (2 + 2a + 3a^2)d1^77d2^232 + (0 + 4a + 0a^2)d1^78d2^232 + (2 + 1a + 3a^2)d1^79d2^232 + (0 + 2a + 0a^2)d1^80d2^232 + (2 + 0a + 2a^2)d1^81d2^232 + (0 + 4a + 1a^2)d1^82d2^232 + (1 + 1a + 1a^2)d1^83d2^232 + (1 + 3a + 3a^2)d1^84d2^232 + (4 + 3a + 1a^2)d1^85d2^232 + (3 + 2a + 3a^2)d1^86d2^232 + (1 + 2a + 0a^2)d1^87d2^232 + (4 + 3a + 1a^2)d1^88d2^232 + (2 + 3a + 4a^2)d1^89d2^232 + (3 + 1a + 4a^2)d1^90d2^232 + (1 + 4a + 4a^2)d1^91d2^232 + (2 + 3a + 2a^2)d1^92d2^232 + (1 + 0a + 3a^2)d1^93d2^232 + (4 + 3a + 4a^2)d1^94d2^232 + (3 + 3a + 4a^2)d1^95d2^232 + (0 + 2a + 0a^2)d1^96d2^232 + (3 + 0a + 3a^2)d1^97d2^232 + (4 + 4a + 0a^2)d1^98d2^232 + (0 + 1a + 1a^2)d1^99d2^232 + (3 + 0a + 0a^2)d1^100d2^232 + (1 + 4a + 1a^2)d1^101d2^232 + (0 + 3a + 0a^2)d1^102d2^232 + (3 + 3a + 2a^2)d1^103d2^232 + (3 + 4a + 1a^2)d1^104d2^232 + (4 + 2a + 3a^2)d1^105d2^232 + (2 + 2a + 3a^2)d1^106d2^232 + (4 + 2a + 2a^2)d1^107d2^232 + (4 + 0a + 1a^2)d1^108d2^232 + (0 + 2a + 1a^2)d1^109d2^232 + (2 + 2a + 1a^2)d1^110d2^232 + (2 + 1a + 4a^2)d1^111d2^232 + (4 + 1a + 3a^2)d1^112d2^232 + (3 + 2a + 0a^2)d1^113d2^232 + (4 + 3a + 4a^2)d1^114d2^232 + (1 + 3a + 0a^2)d1^115d2^232 + (3 + 3a + 3a^2)d1^116d2^232 + (3 + 1a + 4a^2)d1^117d2^232 + (2 + 1a + 4a^2)d1^118d2^232 + (0 + 2a + 3a^2)d1^119d2^232 + (2 + 1a + 0a^2)d1^120d2^232 + (1 + 4a + 2a^2)d1^121d2^232 + (2 + 2a + 3a^2)d1^122d2^232 + (3 + 2a + 3a^2)d1^123d2^232 + (2 + 1a + 1a^2)d1^124d2^232 + (1 + 1a + 3a^2)d1^125d2^232 + (0 + 0a + 2a^2)d1^126d2^232 + (2 + 2a + 3a^2)d1^127d2^232 + (2 + 2a + 0a^2)d1^128d2^232 + (2 + 2a + 3a^2)d1^129d2^232 + (2 + 4a + 1a^2)d1^130d2^232 + (0 + 4a + 3a^2)d1^131d2^232 + (2 + 1a + 0a^2)d1^132d2^232 + (0 + 3a + 2a^2)d1^133d2^232 + (3 + 0a + 2a^2)d1^134d2^232 + (1 + 2a + 3a^2)d1^135d2^232 + (3 + 4a + 3a^2)d1^137d2^232 + (0 + 0a + 2a^2)d1^138d2^232 + (4 + 0a + 0a^2)d1^139d2^232 + (0 + 1a + 2a^2)d1^140d2^232 + (2 + 3a + 3a^2)d1^141d2^232 + (0 + 1a + 3a^2)d1^142d2^232 + (0 + 1a + 2a^2)d1^143d2^232 + (0 + 2a + 3a^2)d1^144d2^232 + (0 + 3a + 0a^2)d1^145d2^232 + (0 + 3a + 2a^2)d1^146d2^232 + (0 + 3a + 0a^2)d1^147d2^232 + (3 + 2a + 4a^2)d1^148d2^232 + (4 + 3a + 0a^2)d1^149d2^232 + (2 + 2a + 0a^2)d1^150d2^232 + (4 + 4a + 2a^2)d1^151d2^232 + (2 + 1a + 2a^2)d1^152d2^232 + (3 + 2a + 2a^2)d1^153d2^232 + (2 + 0a + 2a^2)d1^154d2^232 + (0 + 2a + 3a^2)d1^155d2^232 + (1 + 3a + 0a^2)d1^156d2^232 + (1 + 2a + 2a^2)d1^157d2^232 + (3 + 4a + 0a^2)d1^158d2^232 + (0 + 3a + 2a^2)d1^159d2^232 + (3 + 3a + 3a^2)d1^160d2^232 + (2 + 2a + 4a^2)d1^161d2^232 + (0 + 1a + 3a^2)d1^162d2^232 + (2 + 3a + 1a^2)d1^163d2^232 + (4 + 3a + 3a^2)d1^164d2^232 + (1 + 2a + 1a^2)d1^165d2^232 + (1 + 4a + 3a^2)d1^166d2^232 + (4 + 0a + 3a^2)d1^167d2^232 + (2 + 4a + 0a^2)d1^168d2^232 + (0 + 0a + 3a^2)d1^169d2^232 + (3 + 1a + 3a^2)d1^170d2^232 + (4 + 2a + 4a^2)d1^171d2^232 + (0 + 4a + 4a^2)d1^172d2^232 + (0 + 3a + 0a^2)d1^173d2^232 + (0 + 3a + 2a^2)d1^174d2^232 + (4 + 3a + 1a^2)d1^175d2^232 + (1 + 1a + 4a^2)d1^176d2^232 + (2 + 1a + 4a^2)d1^177d2^232 + (4 + 1a + 4a^2)d1^178d2^232 + (4 + 3a + 4a^2)d1^179d2^232 + (1 + 4a + 0a^2)d1^180d2^232 + (3 + 2a + 4a^2)d1^181d2^232 + (3 + 2a + 0a^2)d1^182d2^232 + (4 + 3a + 2a^2)d1^183d2^232 + (1 + 1a + 0a^2)d1^184d2^232 + (4 + 4a + 3a^2)d1^185d2^232 + (3 + 1a + 2a^2)d1^186d2^232 + (2 + 4a + 4a^2)d1^187d2^232 + (1 + 3a + 0a^2)d1^188d2^232 + (4 + 4a + 4a^2)d1^189d2^232 + (1 + 2a + 1a^2)d1^190d2^232 + (3 + 0a + 1a^2)d1^191d2^232 + (1 + 4a + 3a^2)d1^192d2^232 + (4 + 3a + 4a^2)d1^193d2^232 + (1 + 4a + 2a^2)d1^194d2^232 + (4 + 4a + 3a^2)d1^195d2^232 + (3 + 4a + 3a^2)d1^196d2^232 + (0 + 2a + 4a^2)d1^197d2^232 + (0 + 3a + 2a^2)d1^198d2^232 + (4 + 1a + 2a^2)d1^199d2^232 + (2 + 4a + 3a^2)d1^200d2^232 + (1 + 4a + 3a^2)d1^201d2^232 + (4 + 0a + 1a^2)d1^202d2^232 + (0 + 2a + 3a^2)d1^203d2^232 + (4 + 1a + 0a^2)d1^204d2^232 + (1 + 2a + 1a^2)d1^205d2^232 + (4 + 2a + 3a^2)d1^206d2^232 + (2 + 4a + 0a^2)d1^207d2^232 + (4 + 4a + 4a^2)d1^208d2^232 + (1 + 3a + 2a^2)d1^209d2^232 + (3 + 1a + 4a^2)d1^210d2^232 + (3 + 1a + 4a^2)d1^211d2^232 + (3 + 4a + 1a^2)d1^212d2^232 + (2 + 2a + 4a^2)d1^213d2^232 + (0 + 4a + 1a^2)d1^214d2^232 + (1 + 0a + 3a^2)d1^215d2^232 + (1 + 4a + 1a^2)d1^216d2^232 + (1 + 0a + 1a^2)d1^217d2^232 + (3 + 4a + 0a^2)d1^218d2^232 + (4 + 2a + 2a^2)d1^219d2^232 + (4 + 3a + 4a^2)d1^220d2^232 + (0 + 4a + 1a^2)d1^221d2^232 + (3 + 0a + 0a^2)d1^222d2^232 + (4 + 3a + 1a^2)d1^223d2^232 + (4 + 4a + 0a^2)d1^224d2^232 + (0 + 1a + 0a^2)d1^225d2^232 + (0 + 4a + 4a^2)d1^226d2^232 + (2 + 2a + 0a^2)d1^227d2^232 + (4 + 1a + 1a^2)d1^228d2^232 + (1 + 1a + 3a^2)d1^229d2^232 + (2 + 3a + 4a^2)d1^230d2^232 + (3 + 3a + 3a^2)d1^231d2^232 + (3 + 3a + 4a^2)d1^232d2^232 + (2 + 2a + 1a^2)d1^233d2^232 + (1 + 3a + 3a^2)d1^234d2^232 + (0 + 1a + 3a^2)d1^235d2^232 + (3 + 0a + 0a^2)d1^236d2^232 + (1 + 4a + 4a^2)d1^237d2^232 + (3 + 3a + 0a^2)d1^238d2^232 + (2 + 4a + 2a^2)d1^239d2^232 + (0 + 3a + 3a^2)d1^240d2^232 + (3 + 1a + 3a^2)d1^241d2^232 + (4 + 0a + 4a^2)d1^242d2^232 + (1 + 3a + 3a^2)d1^243d2^232 + (0 + 2a + 2a^2)d1^244d2^232 + (0 + 4a + 0a^2)d1^245d2^232 + (3 + 0a + 1a^2)d1^246d2^232 + (4 + 1a + 3a^2)d1^247d2^232 + (2 + 4a + 3a^2)d1^248d2^232 + (3 + 3a + 0a^2)d1^249d2^232 + (1 + 4a + 4a^2)d1^250d2^232 + (3 + 1a + 4a^2)d1^251d2^232 + (2 + 4a + 2a^2)d1^252d2^232 + (0 + 4a + 2a^2)d1^254d2^232 + (1 + 1a + 3a^2)d1^255d2^232 + (0 + 4a + 1a^2)d1^256d2^232 + (0 + 2a + 0a^2)d1^257d2^232 + (3 + 1a + 1a^2)d1^258d2^232 + (4 + 0a + 2a^2)d1^259d2^232 + (3 + 2a + 1a^2)d1^260d2^232 + (3 + 3a + 3a^2)d1^261d2^232 + (4 + 3a + 1a^2)d1^262d2^232 + (1 + 1a + 3a^2)d1^263d2^232 + (2 + 0a + 4a^2)d1^264d2^232 + (0 + 2a + 2a^2)d1^265d2^232 + (4 + 4a + 0a^2)d1^266d2^232 + (3 + 3a + 3a^2)d1^267d2^232 + (0 + 3a + 3a^2)d1^268d2^232 + (4 + 0a + 0a^2)d1^269d2^232 + (1 + 1a + 0a^2)d1^270d2^232 + (1 + 0a + 2a^2)d1^271d2^232 + (2 + 1a + 1a^2)d1^272d2^232 + (3 + 0a + 4a^2)d1^273d2^232 + (4 + 0a + 4a^2)d1^274d2^232 + (1 + 4a + 3a^2)d1^275d2^232 + (2 + 0a + 4a^2)d1^276d2^232 + (0 + 4a + 1a^2)d1^277d2^232 + (1 + 1a + 0a^2)d1^278d2^232 + (0 + 4a + 3a^2)d1^279d2^232 + (3 + 2a + 1a^2)d1^280d2^232 + (1 + 4a + 3a^2)d1^281d2^232 + (4 + 0a + 3a^2)d1^282d2^232 + (2 + 1a + 0a^2)d1^283d2^232 + (1 + 3a + 1a^2)d1^284d2^232 + (1 + 0a + 2a^2)d1^285d2^232 + (1 + 1a + 2a^2)d1^286d2^232 + (4 + 1a + 2a^2)d1^287d2^232 + (1 + 2a + 0a^2)d1^288d2^232 + (2 + 0a + 1a^2)d1^289d2^232 + (3 + 4a + 0a^2)d1^290d2^232 + (3 + 3a + 1a^2)d1^291d2^232 + (4 + 3a + 1a^2)d1^292d2^232 + (3 + 3a + 4a^2)d1^293d2^232 + (1 + 2a + 4a^2)d2^233 + (4 + 3a + 2a^2)d1^1d2^233 + (2 + 1a + 3a^2)d1^2d2^233 + (0 + 1a + 4a^2)d1^3d2^233 + (1 + 2a + 3a^2)d1^4d2^233 + (1 + 2a + 0a^2)d1^5d2^233 + (3 + 4a + 0a^2)d1^6d2^233 + (4 + 4a + 1a^2)d1^7d2^233 + (1 + 4a + 1a^2)d1^8d2^233 + (4 + 3a + 2a^2)d1^9d2^233 + (0 + 3a + 4a^2)d1^10d2^233 + (4 + 1a + 4a^2)d1^11d2^233 + (3 + 1a + 3a^2)d1^12d2^233 + (4 + 3a + 2a^2)d1^13d2^233 + (1 + 4a + 1a^2)d1^14d2^233 + (0 + 4a + 0a^2)d1^15d2^233 + (3 + 4a + 3a^2)d1^16d2^233 + (1 + 0a + 4a^2)d1^17d2^233 + (2 + 0a + 1a^2)d1^18d2^233 + (1 + 1a + 3a^2)d1^19d2^233 + (2 + 0a + 4a^2)d1^20d2^233 + (0 + 3a + 3a^2)d1^21d2^233 + (1 + 1a + 3a^2)d1^22d2^233 + (0 + 4a + 3a^2)d1^23d2^233 + (0 + 2a + 1a^2)d1^24d2^233 + (3 + 1a + 4a^2)d1^25d2^233 + (1 + 1a + 2a^2)d1^26d2^233 + (2 + 4a + 3a^2)d1^27d2^233 + (2 + 0a + 0a^2)d1^28d2^233 + (4 + 0a + 0a^2)d1^29d2^233 + (1 + 4a + 0a^2)d1^30d2^233 + (4 + 2a + 2a^2)d1^31d2^233 + (3 + 2a + 1a^2)d1^32d2^233 + (4 + 1a + 1a^2)d1^33d2^233 + (3 + 0a + 0a^2)d1^34d2^233 + (2 + 1a + 3a^2)d1^35d2^233 + (3 + 1a + 4a^2)d1^36d2^233 + (4 + 2a + 0a^2)d1^37d2^233 + (1 + 1a + 2a^2)d1^38d2^233 + (2 + 3a + 3a^2)d1^40d2^233 + (2 + 1a + 1a^2)d1^41d2^233 + (4 + 3a + 3a^2)d1^42d2^233 + (2 + 3a + 4a^2)d1^43d2^233 + (1 + 1a + 0a^2)d1^44d2^233 + (0 + 2a + 0a^2)d1^45d2^233 + (2 + 4a + 3a^2)d1^46d2^233 + (4 + 3a + 0a^2)d1^47d2^233 + (2 + 2a + 3a^2)d1^48d2^233 + (3 + 3a + 1a^2)d1^49d2^233 + (0 + 4a + 4a^2)d1^50d2^233 + (2 + 1a + 1a^2)d1^51d2^233 + (1 + 3a + 0a^2)d1^52d2^233 + (4 + 4a + 3a^2)d1^53d2^233 + (2 + 0a + 0a^2)d1^54d2^233 + (3 + 2a + 3a^2)d1^55d2^233 + (1 + 0a + 0a^2)d1^56d2^233 + (3 + 2a + 3a^2)d1^57d2^233 + (4 + 0a + 2a^2)d1^58d2^233 + (2 + 4a + 0a^2)d1^59d2^233 + (4 + 2a + 0a^2)d1^60d2^233 + (3 + 2a + 3a^2)d1^61d2^233 + (0 + 4a + 4a^2)d1^62d2^233 + (4 + 4a + 1a^2)d1^63d2^233 + (1 + 1a + 4a^2)d1^64d2^233 + (2 + 1a + 3a^2)d1^65d2^233 + (4 + 3a + 2a^2)d1^66d2^233 + (2 + 0a + 4a^2)d1^67d2^233 + (0 + 4a + 0a^2)d1^68d2^233 + (2 + 1a + 0a^2)d1^69d2^233 + (3 + 3a + 4a^2)d1^70d2^233 + (3 + 3a + 2a^2)d1^71d2^233 + (3 + 2a + 2a^2)d1^72d2^233 + (0 + 4a + 2a^2)d1^73d2^233 + (3 + 4a + 2a^2)d1^74d2^233 + (1 + 2a + 2a^2)d1^75d2^233 + (1 + 0a + 4a^2)d1^76d2^233 + (1 + 3a + 1a^2)d1^77d2^233 + (2 + 0a + 2a^2)d1^78d2^233 + (0 + 2a + 4a^2)d1^79d2^233 + (2 + 4a + 1a^2)d1^80d2^233 + (3 + 2a + 2a^2)d1^81d2^233 + (1 + 4a + 1a^2)d1^82d2^233 + (2 + 4a + 2a^2)d1^83d2^233 + (3 + 1a + 2a^2)d1^84d2^233 + (0 + 1a + 4a^2)d1^85d2^233 + (3 + 3a + 0a^2)d1^86d2^233 + (0 + 4a + 0a^2)d1^87d2^233 + (1 + 4a + 2a^2)d1^88d2^233 + (2 + 3a + 3a^2)d1^89d2^233 + (2 + 1a + 1a^2)d1^90d2^233 + (4 + 0a + 1a^2)d1^91d2^233 + (2 + 0a + 0a^2)d1^92d2^233 + (2 + 3a + 3a^2)d1^93d2^233 + (1 + 1a + 3a^2)d1^94d2^233 + (1 + 0a + 0a^2)d1^95d2^233 + (2 + 4a + 2a^2)d1^96d2^233 + (4 + 3a + 4a^2)d1^97d2^233 + (0 + 2a + 4a^2)d1^98d2^233 + (2 + 1a + 2a^2)d1^99d2^233 + (1 + 2a + 4a^2)d1^100d2^233 + (2 + 2a + 1a^2)d1^101d2^233 + (1 + 2a + 0a^2)d1^102d2^233 + (1 + 0a + 2a^2)d1^103d2^233 + (2 + 1a + 2a^2)d1^104d2^233 + (2 + 4a + 4a^2)d1^105d2^233 + (0 + 0a + 2a^2)d1^106d2^233 + (3 + 0a + 2a^2)d1^107d2^233 + (0 + 4a + 2a^2)d1^108d2^233 + (4 + 1a + 3a^2)d1^109d2^233 + (4 + 2a + 2a^2)d1^110d2^233 + (3 + 4a + 4a^2)d1^111d2^233 + (4 + 4a + 2a^2)d1^112d2^233 + (3 + 1a + 0a^2)d1^113d2^233 + (0 + 1a + 3a^2)d1^114d2^233 + (0 + 0a + 4a^2)d1^115d2^233 + (2 + 1a + 3a^2)d1^116d2^233 + (0 + 4a + 0a^2)d1^117d2^233 + (3 + 2a + 0a^2)d1^118d2^233 + (2 + 4a + 2a^2)d1^119d2^233 + (1 + 2a + 4a^2)d1^120d2^233 + (1 + 3a + 3a^2)d1^121d2^233 + (4 + 4a + 0a^2)d1^122d2^233 + (0 + 3a + 1a^2)d1^123d2^233 + (3 + 3a + 1a^2)d1^124d2^233 + (1 + 4a + 0a^2)d1^125d2^233 + (1 + 4a + 3a^2)d1^126d2^233 + (2 + 0a + 3a^2)d1^127d2^233 + (0 + 2a + 3a^2)d1^128d2^233 + (3 + 4a + 0a^2)d1^129d2^233 + (2 + 4a + 0a^2)d1^130d2^233 + (1 + 2a + 2a^2)d1^131d2^233 + (1 + 1a + 0a^2)d1^132d2^233 + (3 + 2a + 0a^2)d1^133d2^233 + (1 + 2a + 3a^2)d1^134d2^233 + (4 + 2a + 2a^2)d1^135d2^233 + (3 + 4a + 1a^2)d1^137d2^233 + (4 + 1a + 3a^2)d1^138d2^233 + (4 + 3a + 2a^2)d1^139d2^233 + (1 + 3a + 3a^2)d1^140d2^233 + (3 + 4a + 2a^2)d1^141d2^233 + (1 + 1a + 0a^2)d1^142d2^233 + (3 + 4a + 0a^2)d1^143d2^233 + (0 + 4a + 0a^2)d1^144d2^233 + (1 + 0a + 1a^2)d1^145d2^233 + (1 + 0a + 1a^2)d1^146d2^233 + (0 + 3a + 3a^2)d1^147d2^233 + (4 + 4a + 0a^2)d1^148d2^233 + (2 + 1a + 2a^2)d1^149d2^233 + (2 + 4a + 2a^2)d1^150d2^233 + (3 + 1a + 0a^2)d1^151d2^233 + (4 + 0a + 3a^2)d1^152d2^233 + (1 + 4a + 2a^2)d1^153d2^233 + (0 + 3a + 4a^2)d1^154d2^233 + (0 + 1a + 4a^2)d1^155d2^233 + (0 + 1a + 2a^2)d1^156d2^233 + (4 + 2a + 2a^2)d1^157d2^233 + (2 + 4a + 4a^2)d1^158d2^233 + (4 + 4a + 2a^2)d1^159d2^233 + (0 + 4a + 1a^2)d1^160d2^233 + (4 + 3a + 0a^2)d1^161d2^233 + (3 + 2a + 1a^2)d1^162d2^233 + (3 + 2a + 2a^2)d1^163d2^233 + (0 + 4a + 2a^2)d1^164d2^233 + (3 + 1a + 4a^2)d1^165d2^233 + (0 + 4a + 1a^2)d1^166d2^233 + (4 + 2a + 2a^2)d1^167d2^233 + (3 + 2a + 1a^2)d1^168d2^233 + (2 + 3a + 0a^2)d1^169d2^233 + (3 + 3a + 0a^2)d1^170d2^233 + (4 + 1a + 1a^2)d1^171d2^233 + (1 + 4a + 3a^2)d1^172d2^233 + (3 + 4a + 2a^2)d1^173d2^233 + (4 + 3a + 4a^2)d1^174d2^233 + (2 + 4a + 2a^2)d1^175d2^233 + (2 + 2a + 3a^2)d1^176d2^233 + (4 + 2a + 2a^2)d1^177d2^233 + (4 + 2a + 1a^2)d1^178d2^233 + (4 + 0a + 0a^2)d1^179d2^233 + (2 + 0a + 0a^2)d1^180d2^233 + (2 + 4a + 1a^2)d1^181d2^233 + (1 + 2a + 3a^2)d1^182d2^233 + (3 + 2a + 3a^2)d1^183d2^233 + (0 + 1a + 0a^2)d1^184d2^233 + (3 + 2a + 0a^2)d1^185d2^233 + (3 + 0a + 1a^2)d1^186d2^233 + (2 + 3a + 1a^2)d1^187d2^233 + (3 + 4a + 2a^2)d1^188d2^233 + (2 + 2a + 2a^2)d1^189d2^233 + (0 + 0a + 1a^2)d1^190d2^233 + (2 + 0a + 4a^2)d1^191d2^233 + (2 + 0a + 1a^2)d1^192d2^233 + (3 + 4a + 3a^2)d1^193d2^233 + (4 + 1a + 3a^2)d1^194d2^233 + (0 + 2a + 0a^2)d1^195d2^233 + (0 + 1a + 3a^2)d1^196d2^233 + (0 + 1a + 3a^2)d1^197d2^233 + (0 + 4a + 2a^2)d1^198d2^233 + (3 + 2a + 0a^2)d1^199d2^233 + (2 + 1a + 1a^2)d1^200d2^233 + (0 + 4a + 2a^2)d1^201d2^233 + (2 + 2a + 3a^2)d1^202d2^233 + (2 + 0a + 2a^2)d1^203d2^233 + (0 + 2a + 2a^2)d1^204d2^233 + (4 + 3a + 3a^2)d1^205d2^233 + (0 + 0a + 2a^2)d1^206d2^233 + (3 + 4a + 0a^2)d1^207d2^233 + (1 + 0a + 0a^2)d1^208d2^233 + (0 + 1a + 3a^2)d1^209d2^233 + (3 + 4a + 2a^2)d1^210d2^233 + (0 + 2a + 4a^2)d1^211d2^233 + (2 + 2a + 3a^2)d1^212d2^233 + (0 + 3a + 3a^2)d1^213d2^233 + (1 + 0a + 0a^2)d1^214d2^233 + (4 + 0a + 4a^2)d1^215d2^233 + (1 + 3a + 3a^2)d1^216d2^233 + (4 + 2a + 0a^2)d1^217d2^233 + (1 + 1a + 0a^2)d1^218d2^233 + (2 + 1a + 0a^2)d1^219d2^233 + (3 + 3a + 0a^2)d1^220d2^233 + (2 + 0a + 3a^2)d1^221d2^233 + (0 + 0a + 3a^2)d1^222d2^233 + (2 + 3a + 4a^2)d1^223d2^233 + (0 + 0a + 1a^2)d1^224d2^233 + (2 + 2a + 2a^2)d1^225d2^233 + (0 + 0a + 4a^2)d1^226d2^233 + (3 + 2a + 4a^2)d1^227d2^233 + (2 + 4a + 2a^2)d1^228d2^233 + (4 + 1a + 0a^2)d1^229d2^233 + (4 + 3a + 4a^2)d1^230d2^233 + (1 + 2a + 3a^2)d1^231d2^233 + (3 + 3a + 3a^2)d1^232d2^233 + (2 + 3a + 3a^2)d1^233d2^233 + (3 + 1a + 3a^2)d1^234d2^233 + (1 + 1a + 4a^2)d1^235d2^233 + (2 + 1a + 0a^2)d1^236d2^233 + (2 + 2a + 3a^2)d1^237d2^233 + (0 + 0a + 1a^2)d1^238d2^233 + (3 + 2a + 0a^2)d1^239d2^233 + (3 + 2a + 4a^2)d1^240d2^233 + (4 + 1a + 4a^2)d1^241d2^233 + (4 + 1a + 4a^2)d1^242d2^233 + (3 + 2a + 0a^2)d1^243d2^233 + (0 + 0a + 2a^2)d1^244d2^233 + (0 + 3a + 1a^2)d1^245d2^233 + (3 + 4a + 2a^2)d1^246d2^233 + (2 + 1a + 4a^2)d1^247d2^233 + (2 + 3a + 3a^2)d1^248d2^233 + (3 + 0a + 1a^2)d1^249d2^233 + (2 + 1a + 0a^2)d1^250d2^233 + (4 + 4a + 1a^2)d1^251d2^233 + (4 + 1a + 3a^2)d1^252d2^233 + (3 + 2a + 3a^2)d1^253d2^233 + (0 + 2a + 3a^2)d1^254d2^233 + (0 + 1a + 0a^2)d1^255d2^233 + (2 + 3a + 1a^2)d1^256d2^233 + (4 + 2a + 0a^2)d1^257d2^233 + (1 + 4a + 0a^2)d1^258d2^233 + (3 + 0a + 2a^2)d1^259d2^233 + (2 + 4a + 0a^2)d1^260d2^233 + (4 + 3a + 1a^2)d1^261d2^233 + (2 + 0a + 4a^2)d1^262d2^233 + (1 + 1a + 2a^2)d1^263d2^233 + (1 + 4a + 1a^2)d1^264d2^233 + (0 + 3a + 1a^2)d1^265d2^233 + (3 + 4a + 3a^2)d1^266d2^233 + (4 + 1a + 1a^2)d1^267d2^233 + (4 + 4a + 3a^2)d1^268d2^233 + (4 + 2a + 0a^2)d1^269d2^233 + (1 + 0a + 2a^2)d1^270d2^233 + (0 + 3a + 4a^2)d1^271d2^233 + (3 + 0a + 3a^2)d1^272d2^233 + (1 + 4a + 2a^2)d1^273d2^233 + (4 + 1a + 2a^2)d1^274d2^233 + (2 + 3a + 4a^2)d1^275d2^233 + (2 + 2a + 2a^2)d1^276d2^233 + (2 + 2a + 2a^2)d1^277d2^233 + (1 + 1a + 0a^2)d1^278d2^233 + (1 + 3a + 0a^2)d1^279d2^233 + (0 + 0a + 4a^2)d1^280d2^233 + (4 + 4a + 0a^2)d1^281d2^233 + (4 + 1a + 0a^2)d1^282d2^233 + (4 + 0a + 4a^2)d1^283d2^233 + (4 + 1a + 2a^2)d1^284d2^233 + (2 + 3a + 4a^2)d1^285d2^233 + (3 + 2a + 2a^2)d1^286d2^233 + (0 + 2a + 1a^2)d1^287d2^233 + (1 + 2a + 1a^2)d1^288d2^233 + (1 + 3a + 0a^2)d1^289d2^233 + (4 + 3a + 2a^2)d1^290d2^233 + (3 + 1a + 2a^2)d1^291d2^233 + (0 + 3a + 0a^2)d1^292d2^233 + (0 + 2a + 4a^2)d1^293d2^233 + (4 + 2a + 1a^2)d2^234 + (3 + 0a + 2a^2)d1^1d2^234 + (4 + 3a + 0a^2)d1^2d2^234 + (3 + 2a + 3a^2)d1^3d2^234 + (1 + 2a + 4a^2)d1^4d2^234 + (0 + 3a + 3a^2)d1^5d2^234 + (4 + 0a + 0a^2)d1^6d2^234 + (2 + 4a + 2a^2)d1^7d2^234 + (1 + 3a + 0a^2)d1^8d2^234 + (3 + 2a + 4a^2)d1^9d2^234 + (2 + 3a + 1a^2)d1^10d2^234 + (0 + 1a + 0a^2)d1^11d2^234 + (2 + 2a + 2a^2)d1^12d2^234 + (1 + 2a + 3a^2)d1^13d2^234 + (3 + 2a + 2a^2)d1^14d2^234 + (3 + 1a + 2a^2)d1^15d2^234 + (1 + 1a + 4a^2)d1^16d2^234 + (2 + 4a + 4a^2)d1^17d2^234 + (4 + 4a + 4a^2)d1^18d2^234 + (2 + 3a + 0a^2)d1^19d2^234 + (2 + 2a + 1a^2)d1^20d2^234 + (4 + 2a + 3a^2)d1^21d2^234 + (4 + 4a + 3a^2)d1^22d2^234 + (4 + 2a + 1a^2)d1^23d2^234 + (2 + 3a + 2a^2)d1^24d2^234 + (4 + 2a + 1a^2)d1^25d2^234 + (1 + 3a + 0a^2)d1^26d2^234 + (3 + 2a + 4a^2)d1^27d2^234 + (1 + 2a + 3a^2)d1^28d2^234 + (2 + 2a + 0a^2)d1^29d2^234 + (2 + 2a + 0a^2)d1^30d2^234 + (3 + 2a + 3a^2)d1^31d2^234 + (2 + 4a + 3a^2)d1^32d2^234 + (1 + 2a + 2a^2)d1^33d2^234 + (3 + 3a + 2a^2)d1^34d2^234 + (0 + 1a + 3a^2)d1^35d2^234 + (4 + 2a + 4a^2)d1^36d2^234 + (3 + 4a + 1a^2)d1^37d2^234 + (1 + 4a + 3a^2)d1^38d2^234 + (1 + 4a + 3a^2)d1^39d2^234 + (4 + 1a + 1a^2)d1^40d2^234 + (0 + 0a + 2a^2)d1^41d2^234 + (0 + 0a + 4a^2)d1^42d2^234 + (3 + 2a + 0a^2)d1^43d2^234 + (2 + 3a + 4a^2)d1^44d2^234 + (3 + 0a + 0a^2)d1^45d2^234 + (2 + 1a + 2a^2)d1^46d2^234 + (2 + 0a + 4a^2)d1^47d2^234 + (2 + 3a + 3a^2)d1^48d2^234 + (1 + 0a + 3a^2)d1^49d2^234 + (2 + 1a + 0a^2)d1^50d2^234 + (0 + 3a + 1a^2)d1^51d2^234 + (1 + 1a + 3a^2)d1^52d2^234 + (4 + 1a + 0a^2)d1^53d2^234 + (4 + 0a + 1a^2)d1^54d2^234 + (3 + 3a + 3a^2)d1^55d2^234 + (2 + 4a + 3a^2)d1^56d2^234 + (3 + 0a + 1a^2)d1^57d2^234 + (2 + 0a + 1a^2)d1^58d2^234 + (1 + 4a + 1a^2)d1^59d2^234 + (0 + 4a + 1a^2)d1^60d2^234 + (2 + 1a + 4a^2)d1^61d2^234 + (0 + 1a + 3a^2)d1^62d2^234 + (2 + 0a + 1a^2)d1^63d2^234 + (4 + 0a + 2a^2)d1^64d2^234 + (4 + 2a + 0a^2)d1^65d2^234 + (1 + 4a + 4a^2)d1^66d2^234 + (3 + 4a + 1a^2)d1^67d2^234 + (0 + 1a + 3a^2)d1^68d2^234 + (2 + 4a + 2a^2)d1^69d2^234 + (1 + 0a + 4a^2)d1^70d2^234 + (2 + 3a + 0a^2)d1^71d2^234 + (4 + 2a + 3a^2)d1^72d2^234 + (3 + 0a + 0a^2)d1^73d2^234 + (3 + 1a + 4a^2)d1^74d2^234 + (2 + 0a + 1a^2)d1^75d2^234 + (0 + 4a + 1a^2)d1^76d2^234 + (2 + 2a + 3a^2)d1^77d2^234 + (4 + 1a + 1a^2)d1^78d2^234 + (0 + 0a + 4a^2)d1^79d2^234 + (4 + 1a + 0a^2)d1^80d2^234 + (4 + 1a + 4a^2)d1^81d2^234 + (1 + 3a + 2a^2)d1^82d2^234 + (0 + 1a + 2a^2)d1^83d2^234 + (1 + 3a + 3a^2)d1^84d2^234 + (1 + 1a + 3a^2)d1^85d2^234 + (0 + 2a + 4a^2)d1^86d2^234 + (1 + 2a + 4a^2)d1^87d2^234 + (2 + 1a + 0a^2)d1^88d2^234 + (4 + 0a + 0a^2)d1^89d2^234 + (0 + 1a + 3a^2)d1^90d2^234 + (0 + 0a + 2a^2)d1^91d2^234 + (1 + 4a + 1a^2)d1^92d2^234 + (0 + 0a + 4a^2)d1^93d2^234 + (2 + 0a + 0a^2)d1^94d2^234 + (2 + 0a + 3a^2)d1^95d2^234 + (4 + 3a + 2a^2)d1^96d2^234 + (1 + 0a + 1a^2)d1^97d2^234 + (2 + 0a + 4a^2)d1^98d2^234 + (2 + 2a + 2a^2)d1^99d2^234 + (4 + 4a + 1a^2)d1^100d2^234 + (3 + 2a + 4a^2)d1^101d2^234 + (0 + 3a + 0a^2)d1^102d2^234 + (2 + 2a + 2a^2)d1^103d2^234 + (2 + 2a + 0a^2)d1^104d2^234 + (4 + 0a + 0a^2)d1^105d2^234 + (0 + 3a + 0a^2)d1^106d2^234 + (0 + 3a + 1a^2)d1^107d2^234 + (4 + 2a + 0a^2)d1^108d2^234 + (4 + 0a + 0a^2)d1^109d2^234 + (4 + 1a + 3a^2)d1^110d2^234 + (4 + 0a + 1a^2)d1^111d2^234 + (3 + 0a + 3a^2)d1^112d2^234 + (2 + 3a + 3a^2)d1^113d2^234 + (4 + 1a + 2a^2)d1^114d2^234 + (2 + 3a + 0a^2)d1^115d2^234 + (1 + 4a + 1a^2)d1^116d2^234 + (1 + 2a + 3a^2)d1^117d2^234 + (3 + 4a + 3a^2)d1^118d2^234 + (1 + 2a + 1a^2)d1^119d2^234 + (4 + 1a + 3a^2)d1^120d2^234 + (2 + 2a + 3a^2)d1^121d2^234 + (1 + 0a + 3a^2)d1^122d2^234 + (3 + 2a + 4a^2)d1^123d2^234 + (3 + 4a + 3a^2)d1^124d2^234 + (3 + 1a + 2a^2)d1^125d2^234 + (1 + 4a + 1a^2)d1^126d2^234 + (2 + 2a + 0a^2)d1^127d2^234 + (4 + 2a + 4a^2)d1^128d2^234 + (3 + 4a + 1a^2)d1^129d2^234 + (3 + 4a + 0a^2)d1^130d2^234 + (0 + 3a + 1a^2)d1^131d2^234 + (0 + 2a + 3a^2)d1^132d2^234 + (3 + 1a + 3a^2)d1^133d2^234 + (4 + 3a + 0a^2)d1^134d2^234 + (1 + 1a + 0a^2)d1^135d2^234 + (2 + 4a + 1a^2)d1^136d2^234 + (2 + 3a + 2a^2)d1^137d2^234 + (3 + 0a + 2a^2)d1^138d2^234 + (1 + 4a + 3a^2)d1^139d2^234 + (0 + 1a + 1a^2)d1^140d2^234 + (0 + 2a + 4a^2)d1^141d2^234 + (0 + 2a + 2a^2)d1^142d2^234 + (2 + 3a + 2a^2)d1^143d2^234 + (4 + 0a + 1a^2)d1^144d2^234 + (2 + 0a + 0a^2)d1^145d2^234 + (4 + 3a + 1a^2)d1^146d2^234 + (2 + 4a + 4a^2)d1^147d2^234 + (3 + 2a + 4a^2)d1^148d2^234 + (2 + 4a + 3a^2)d1^149d2^234 + (1 + 1a + 0a^2)d1^150d2^234 + (1 + 3a + 4a^2)d1^151d2^234 + (2 + 3a + 3a^2)d1^152d2^234 + (0 + 0a + 1a^2)d1^153d2^234 + (0 + 4a + 4a^2)d1^154d2^234 + (3 + 0a + 4a^2)d1^155d2^234 + (1 + 4a + 4a^2)d1^156d2^234 + (2 + 4a + 0a^2)d1^157d2^234 + (2 + 2a + 0a^2)d1^158d2^234 + (4 + 0a + 1a^2)d1^159d2^234 + (4 + 3a + 4a^2)d1^160d2^234 + (0 + 1a + 4a^2)d1^161d2^234 + (2 + 1a + 2a^2)d1^162d2^234 + (2 + 0a + 3a^2)d1^163d2^234 + (4 + 4a + 3a^2)d1^164d2^234 + (0 + 1a + 0a^2)d1^165d2^234 + (2 + 4a + 2a^2)d1^166d2^234 + (2 + 3a + 1a^2)d1^167d2^234 + (2 + 4a + 3a^2)d1^168d2^234 + (4 + 1a + 3a^2)d1^169d2^234 + (1 + 2a + 3a^2)d1^170d2^234 + (4 + 0a + 4a^2)d1^171d2^234 + (4 + 2a + 2a^2)d1^172d2^234 + (0 + 4a + 4a^2)d1^173d2^234 + (3 + 2a + 3a^2)d1^174d2^234 + (1 + 0a + 4a^2)d1^175d2^234 + (1 + 1a + 0a^2)d1^176d2^234 + (0 + 2a + 1a^2)d1^177d2^234 + (3 + 1a + 2a^2)d1^178d2^234 + (2 + 3a + 3a^2)d1^179d2^234 + (2 + 4a + 4a^2)d1^180d2^234 + (4 + 1a + 4a^2)d1^181d2^234 + (3 + 2a + 1a^2)d1^182d2^234 + (3 + 2a + 3a^2)d1^183d2^234 + (2 + 4a + 0a^2)d1^184d2^234 + (1 + 0a + 0a^2)d1^185d2^234 + (2 + 2a + 0a^2)d1^186d2^234 + (2 + 4a + 1a^2)d1^187d2^234 + (1 + 0a + 4a^2)d1^188d2^234 + (4 + 1a + 2a^2)d1^189d2^234 + (4 + 2a + 2a^2)d1^190d2^234 + (1 + 1a + 2a^2)d1^191d2^234 + (4 + 2a + 0a^2)d1^192d2^234 + (4 + 1a + 1a^2)d1^193d2^234 + (3 + 2a + 1a^2)d1^194d2^234 + (1 + 4a + 0a^2)d1^195d2^234 + (4 + 1a + 4a^2)d1^196d2^234 + (4 + 0a + 3a^2)d1^197d2^234 + (0 + 0a + 1a^2)d1^198d2^234 + (4 + 3a + 4a^2)d1^199d2^234 + (2 + 4a + 4a^2)d1^200d2^234 + (1 + 1a + 4a^2)d1^201d2^234 + (0 + 3a + 3a^2)d1^202d2^234 + (4 + 1a + 1a^2)d1^203d2^234 + (1 + 2a + 3a^2)d1^204d2^234 + (4 + 3a + 3a^2)d1^205d2^234 + (4 + 4a + 2a^2)d1^206d2^234 + (0 + 0a + 1a^2)d1^207d2^234 + (1 + 2a + 4a^2)d1^208d2^234 + (1 + 2a + 4a^2)d1^209d2^234 + (2 + 2a + 4a^2)d1^210d2^234 + (3 + 3a + 3a^2)d1^211d2^234 + (2 + 1a + 2a^2)d1^212d2^234 + (1 + 2a + 2a^2)d1^213d2^234 + (1 + 3a + 2a^2)d1^214d2^234 + (0 + 3a + 0a^2)d1^215d2^234 + (1 + 0a + 3a^2)d1^216d2^234 + (1 + 2a + 1a^2)d1^217d2^234 + (2 + 4a + 2a^2)d1^218d2^234 + (3 + 2a + 2a^2)d1^219d2^234 + (3 + 1a + 2a^2)d1^220d2^234 + (0 + 0a + 1a^2)d1^221d2^234 + (1 + 1a + 2a^2)d1^222d2^234 + (2 + 0a + 0a^2)d1^223d2^234 + (0 + 2a + 1a^2)d1^224d2^234 + (2 + 3a + 0a^2)d1^225d2^234 + (2 + 1a + 4a^2)d1^226d2^234 + (2 + 1a + 2a^2)d1^227d2^234 + (3 + 3a + 1a^2)d1^228d2^234 + (2 + 2a + 2a^2)d1^229d2^234 + (2 + 4a + 2a^2)d1^230d2^234 + (2 + 4a + 4a^2)d1^231d2^234 + (3 + 1a + 0a^2)d1^232d2^234 + (2 + 2a + 4a^2)d1^233d2^234 + (0 + 4a + 3a^2)d1^234d2^234 + (4 + 1a + 4a^2)d1^235d2^234 + (4 + 4a + 2a^2)d1^236d2^234 + (3 + 3a + 0a^2)d1^237d2^234 + (3 + 2a + 2a^2)d1^238d2^234 + (1 + 0a + 3a^2)d1^239d2^234 + (2 + 0a + 1a^2)d1^240d2^234 + (4 + 1a + 0a^2)d1^241d2^234 + (2 + 4a + 3a^2)d1^242d2^234 + (4 + 0a + 1a^2)d1^243d2^234 + (0 + 4a + 1a^2)d1^244d2^234 + (0 + 2a + 4a^2)d1^245d2^234 + (0 + 3a + 3a^2)d1^246d2^234 + (0 + 2a + 2a^2)d1^247d2^234 + (2 + 3a + 0a^2)d1^248d2^234 + (2 + 0a + 4a^2)d1^249d2^234 + (4 + 1a + 2a^2)d1^250d2^234 + (0 + 4a + 0a^2)d1^251d2^234 + (2 + 2a + 0a^2)d1^252d2^234 + (4 + 2a + 3a^2)d1^253d2^234 + (2 + 3a + 0a^2)d1^254d2^234 + (3 + 4a + 3a^2)d1^255d2^234 + (0 + 4a + 3a^2)d1^256d2^234 + (2 + 1a + 4a^2)d1^257d2^234 + (1 + 2a + 3a^2)d1^258d2^234 + (1 + 4a + 4a^2)d1^259d2^234 + (2 + 2a + 0a^2)d1^260d2^234 + (4 + 0a + 3a^2)d1^261d2^234 + (1 + 3a + 2a^2)d1^262d2^234 + (1 + 2a + 1a^2)d1^263d2^234 + (4 + 1a + 4a^2)d1^264d2^234 + (4 + 3a + 4a^2)d1^265d2^234 + (0 + 4a + 1a^2)d1^266d2^234 + (3 + 0a + 2a^2)d1^267d2^234 + (4 + 4a + 4a^2)d1^268d2^234 + (1 + 1a + 1a^2)d1^269d2^234 + (1 + 3a + 1a^2)d1^270d2^234 + (2 + 0a + 4a^2)d1^271d2^234 + (4 + 3a + 2a^2)d1^272d2^234 + (1 + 4a + 1a^2)d1^273d2^234 + (3 + 4a + 3a^2)d1^274d2^234 + (3 + 0a + 3a^2)d1^275d2^234 + (0 + 4a + 4a^2)d1^276d2^234 + (1 + 0a + 4a^2)d1^277d2^234 + (2 + 0a + 1a^2)d1^278d2^234 + (0 + 1a + 0a^2)d1^279d2^234 + (0 + 4a + 4a^2)d1^280d2^234 + (1 + 2a + 0a^2)d1^281d2^234 + (1 + 1a + 4a^2)d1^282d2^234 + (4 + 1a + 3a^2)d1^283d2^234 + (0 + 2a + 3a^2)d1^284d2^234 + (1 + 2a + 1a^2)d1^285d2^234 + (0 + 4a + 1a^2)d1^286d2^234 + (0 + 1a + 3a^2)d1^287d2^234 + (4 + 3a + 0a^2)d1^288d2^234 + (3 + 2a + 1a^2)d1^289d2^234 + (2 + 0a + 1a^2)d1^290d2^234 + (2 + 3a + 1a^2)d1^291d2^234 + (1 + 4a + 0a^2)d1^292d2^234 + (2 + 4a + 1a^2)d1^293d2^234 + (3 + 1a + 1a^2)d2^235 + (2 + 3a + 3a^2)d1^1d2^235 + (4 + 0a + 4a^2)d1^2d2^235 + (0 + 4a + 3a^2)d1^3d2^235 + (1 + 4a + 3a^2)d1^4d2^235 + (4 + 0a + 4a^2)d1^5d2^235 + (0 + 3a + 0a^2)d1^6d2^235 + (1 + 3a + 4a^2)d1^7d2^235 + (4 + 3a + 2a^2)d1^8d2^235 + (2 + 2a + 3a^2)d1^9d2^235 + (3 + 1a + 4a^2)d1^10d2^235 + (0 + 2a + 4a^2)d1^11d2^235 + (1 + 4a + 1a^2)d1^12d2^235 + (4 + 0a + 3a^2)d1^13d2^235 + (2 + 1a + 2a^2)d1^14d2^235 + (4 + 0a + 4a^2)d1^15d2^235 + (2 + 3a + 4a^2)d1^16d2^235 + (0 + 4a + 4a^2)d1^17d2^235 + (0 + 1a + 4a^2)d1^18d2^235 + (2 + 1a + 1a^2)d1^19d2^235 + (4 + 4a + 1a^2)d1^20d2^235 + (3 + 4a + 1a^2)d1^21d2^235 + (1 + 4a + 0a^2)d1^22d2^235 + (0 + 4a + 3a^2)d1^23d2^235 + (0 + 4a + 2a^2)d1^24d2^235 + (4 + 3a + 4a^2)d1^25d2^235 + (1 + 1a + 3a^2)d1^26d2^235 + (0 + 0a + 2a^2)d1^27d2^235 + (3 + 3a + 3a^2)d1^28d2^235 + (3 + 4a + 4a^2)d1^29d2^235 + (0 + 3a + 1a^2)d1^30d2^235 + (0 + 3a + 4a^2)d1^31d2^235 + (0 + 2a + 4a^2)d1^32d2^235 + (3 + 1a + 2a^2)d1^33d2^235 + (4 + 3a + 2a^2)d1^34d2^235 + (2 + 3a + 1a^2)d1^35d2^235 + (1 + 4a + 0a^2)d1^36d2^235 + (4 + 0a + 2a^2)d1^37d2^235 + (0 + 4a + 3a^2)d1^38d2^235 + (2 + 1a + 4a^2)d1^39d2^235 + (0 + 1a + 2a^2)d1^40d2^235 + (3 + 2a + 4a^2)d1^41d2^235 + (4 + 1a + 4a^2)d1^42d2^235 + (4 + 3a + 2a^2)d1^43d2^235 + (3 + 1a + 4a^2)d1^44d2^235 + (2 + 1a + 4a^2)d1^45d2^235 + (2 + 3a + 2a^2)d1^46d2^235 + (0 + 4a + 3a^2)d1^47d2^235 + (1 + 1a + 3a^2)d1^48d2^235 + (0 + 2a + 0a^2)d1^49d2^235 + (2 + 2a + 2a^2)d1^50d2^235 + (4 + 1a + 2a^2)d1^51d2^235 + (3 + 0a + 4a^2)d1^52d2^235 + (1 + 1a + 3a^2)d1^53d2^235 + (1 + 4a + 2a^2)d1^54d2^235 + (4 + 4a + 2a^2)d1^55d2^235 + (3 + 3a + 0a^2)d1^56d2^235 + (3 + 2a + 4a^2)d1^57d2^235 + (2 + 0a + 0a^2)d1^58d2^235 + (1 + 2a + 3a^2)d1^59d2^235 + (4 + 3a + 4a^2)d1^60d2^235 + (1 + 4a + 2a^2)d1^61d2^235 + (4 + 2a + 0a^2)d1^62d2^235 + (0 + 2a + 1a^2)d1^63d2^235 + (1 + 3a + 3a^2)d1^64d2^235 + (0 + 1a + 0a^2)d1^65d2^235 + (0 + 2a + 4a^2)d1^66d2^235 + (1 + 4a + 1a^2)d1^67d2^235 + (1 + 4a + 2a^2)d1^68d2^235 + (0 + 1a + 4a^2)d1^69d2^235 + (4 + 4a + 4a^2)d1^70d2^235 + (4 + 1a + 2a^2)d1^71d2^235 + (1 + 4a + 3a^2)d1^72d2^235 + (4 + 4a + 3a^2)d1^73d2^235 + (4 + 2a + 1a^2)d1^74d2^235 + (0 + 4a + 3a^2)d1^75d2^235 + (1 + 3a + 3a^2)d1^76d2^235 + (0 + 0a + 1a^2)d1^77d2^235 + (3 + 0a + 1a^2)d1^78d2^235 + (2 + 0a + 4a^2)d1^79d2^235 + (4 + 3a + 0a^2)d1^80d2^235 + (0 + 3a + 3a^2)d1^81d2^235 + (3 + 4a + 3a^2)d1^82d2^235 + (2 + 2a + 2a^2)d1^83d2^235 + (2 + 1a + 3a^2)d1^84d2^235 + (3 + 0a + 1a^2)d1^85d2^235 + (1 + 4a + 4a^2)d1^86d2^235 + (3 + 3a + 4a^2)d1^87d2^235 + (3 + 2a + 3a^2)d1^88d2^235 + (4 + 0a + 4a^2)d1^89d2^235 + (3 + 2a + 0a^2)d1^90d2^235 + (2 + 1a + 0a^2)d1^91d2^235 + (2 + 3a + 3a^2)d1^92d2^235 + (0 + 1a + 1a^2)d1^93d2^235 + (4 + 2a + 2a^2)d1^94d2^235 + (0 + 0a + 4a^2)d1^95d2^235 + (2 + 1a + 0a^2)d1^96d2^235 + (4 + 4a + 0a^2)d1^97d2^235 + (0 + 0a + 4a^2)d1^98d2^235 + (0 + 1a + 3a^2)d1^99d2^235 + (3 + 4a + 4a^2)d1^100d2^235 + (0 + 3a + 3a^2)d1^101d2^235 + (3 + 4a + 2a^2)d1^102d2^235 + (4 + 4a + 4a^2)d1^103d2^235 + (4 + 0a + 4a^2)d1^104d2^235 + (2 + 2a + 3a^2)d1^105d2^235 + (1 + 2a + 4a^2)d1^106d2^235 + (2 + 4a + 0a^2)d1^107d2^235 + (4 + 0a + 4a^2)d1^108d2^235 + (0 + 1a + 2a^2)d1^109d2^235 + (3 + 3a + 4a^2)d1^110d2^235 + (3 + 1a + 0a^2)d1^111d2^235 + (0 + 4a + 4a^2)d1^112d2^235 + (3 + 0a + 0a^2)d1^113d2^235 + (3 + 2a + 1a^2)d1^114d2^235 + (0 + 4a + 1a^2)d1^116d2^235 + (0 + 4a + 1a^2)d1^117d2^235 + (0 + 4a + 4a^2)d1^118d2^235 + (2 + 4a + 1a^2)d1^119d2^235 + (0 + 2a + 1a^2)d1^120d2^235 + (3 + 0a + 1a^2)d1^121d2^235 + (2 + 4a + 3a^2)d1^122d2^235 + (0 + 1a + 3a^2)d1^123d2^235 + (3 + 2a + 2a^2)d1^124d2^235 + (4 + 2a + 0a^2)d1^125d2^235 + (3 + 1a + 2a^2)d1^126d2^235 + (4 + 0a + 3a^2)d1^127d2^235 + (4 + 1a + 0a^2)d1^128d2^235 + (2 + 3a + 1a^2)d1^129d2^235 + (1 + 4a + 2a^2)d1^130d2^235 + (0 + 3a + 4a^2)d1^131d2^235 + (2 + 4a + 3a^2)d1^132d2^235 + (3 + 1a + 0a^2)d1^133d2^235 + (0 + 1a + 4a^2)d1^134d2^235 + (1 + 0a + 2a^2)d1^135d2^235 + (2 + 4a + 1a^2)d1^136d2^235 + (4 + 1a + 1a^2)d1^137d2^235 + (1 + 2a + 1a^2)d1^138d2^235 + (1 + 4a + 1a^2)d1^139d2^235 + (2 + 4a + 3a^2)d1^140d2^235 + (1 + 2a + 1a^2)d1^141d2^235 + (2 + 4a + 3a^2)d1^143d2^235 + (3 + 2a + 2a^2)d1^144d2^235 + (2 + 1a + 2a^2)d1^145d2^235 + (4 + 4a + 3a^2)d1^146d2^235 + (3 + 3a + 3a^2)d1^147d2^235 + (3 + 2a + 3a^2)d1^148d2^235 + (0 + 3a + 4a^2)d1^149d2^235 + (1 + 2a + 4a^2)d1^150d2^235 + (2 + 4a + 1a^2)d1^151d2^235 + (1 + 1a + 3a^2)d1^152d2^235 + (0 + 3a + 2a^2)d1^153d2^235 + (1 + 1a + 2a^2)d1^154d2^235 + (0 + 0a + 2a^2)d1^155d2^235 + (3 + 1a + 2a^2)d1^156d2^235 + (2 + 2a + 1a^2)d1^157d2^235 + (3 + 0a + 2a^2)d1^158d2^235 + (2 + 1a + 1a^2)d1^159d2^235 + (4 + 2a + 2a^2)d1^160d2^235 + (3 + 4a + 1a^2)d1^161d2^235 + (2 + 0a + 1a^2)d1^162d2^235 + (4 + 1a + 1a^2)d1^163d2^235 + (1 + 0a + 2a^2)d1^164d2^235 + (0 + 3a + 3a^2)d1^165d2^235 + (4 + 1a + 0a^2)d1^166d2^235 + (0 + 3a + 4a^2)d1^167d2^235 + (2 + 2a + 0a^2)d1^168d2^235 + (2 + 1a + 3a^2)d1^169d2^235 + (3 + 4a + 1a^2)d1^170d2^235 + (1 + 0a + 1a^2)d1^171d2^235 + (1 + 0a + 3a^2)d1^172d2^235 + (1 + 0a + 2a^2)d1^173d2^235 + (2 + 1a + 4a^2)d1^174d2^235 + (1 + 3a + 4a^2)d1^175d2^235 + (0 + 1a + 4a^2)d1^176d2^235 + (1 + 1a + 3a^2)d1^177d2^235 + (3 + 0a + 0a^2)d1^178d2^235 + (1 + 3a + 0a^2)d1^179d2^235 + (0 + 3a + 1a^2)d1^180d2^235 + (1 + 3a + 1a^2)d1^181d2^235 + (2 + 2a + 4a^2)d1^182d2^235 + (0 + 2a + 2a^2)d1^183d2^235 + (3 + 3a + 3a^2)d1^184d2^235 + (2 + 0a + 3a^2)d1^185d2^235 + (1 + 0a + 3a^2)d1^186d2^235 + (2 + 4a + 1a^2)d1^187d2^235 + (3 + 2a + 0a^2)d1^188d2^235 + (4 + 1a + 2a^2)d1^189d2^235 + (0 + 3a + 1a^2)d1^190d2^235 + (1 + 2a + 4a^2)d1^191d2^235 + (0 + 2a + 1a^2)d1^192d2^235 + (3 + 0a + 2a^2)d1^193d2^235 + (2 + 1a + 1a^2)d1^194d2^235 + (0 + 1a + 3a^2)d1^195d2^235 + (2 + 1a + 0a^2)d1^196d2^235 + (4 + 0a + 3a^2)d1^197d2^235 + (0 + 2a + 0a^2)d1^198d2^235 + (1 + 2a + 1a^2)d1^199d2^235 + (3 + 1a + 2a^2)d1^200d2^235 + (1 + 0a + 4a^2)d1^201d2^235 + (3 + 4a + 1a^2)d1^202d2^235 + (4 + 1a + 2a^2)d1^203d2^235 + (3 + 0a + 1a^2)d1^204d2^235 + (4 + 0a + 0a^2)d1^205d2^235 + (3 + 1a + 1a^2)d1^206d2^235 + (0 + 1a + 4a^2)d1^207d2^235 + (2 + 2a + 2a^2)d1^208d2^235 + (2 + 0a + 2a^2)d1^209d2^235 + (4 + 2a + 0a^2)d1^210d2^235 + (4 + 3a + 2a^2)d1^211d2^235 + (0 + 0a + 1a^2)d1^212d2^235 + (3 + 4a + 0a^2)d1^213d2^235 + (2 + 0a + 0a^2)d1^214d2^235 + (0 + 1a + 2a^2)d1^215d2^235 + (3 + 2a + 4a^2)d1^216d2^235 + (1 + 0a + 0a^2)d1^217d2^235 + (0 + 2a + 1a^2)d1^218d2^235 + (0 + 0a + 3a^2)d1^219d2^235 + (4 + 1a + 1a^2)d1^220d2^235 + (3 + 3a + 4a^2)d1^221d2^235 + (1 + 2a + 0a^2)d1^222d2^235 + (1 + 2a + 1a^2)d1^223d2^235 + (1 + 2a + 2a^2)d1^224d2^235 + (4 + 3a + 3a^2)d1^225d2^235 + (1 + 3a + 3a^2)d1^226d2^235 + (3 + 4a + 1a^2)d1^227d2^235 + (4 + 3a + 4a^2)d1^228d2^235 + (3 + 1a + 3a^2)d1^229d2^235 + (0 + 4a + 4a^2)d1^230d2^235 + (2 + 0a + 1a^2)d1^231d2^235 + (4 + 4a + 2a^2)d1^232d2^235 + (2 + 4a + 2a^2)d1^233d2^235 + (2 + 4a + 3a^2)d1^234d2^235 + (2 + 4a + 3a^2)d1^235d2^235 + (2 + 3a + 1a^2)d1^236d2^235 + (4 + 4a + 1a^2)d1^237d2^235 + (3 + 3a + 4a^2)d1^238d2^235 + (3 + 0a + 2a^2)d1^239d2^235 + (2 + 1a + 4a^2)d1^240d2^235 + (2 + 4a + 1a^2)d1^241d2^235 + (4 + 4a + 3a^2)d1^242d2^235 + (1 + 2a + 2a^2)d1^243d2^235 + (1 + 1a + 3a^2)d1^244d2^235 + (3 + 0a + 3a^2)d1^245d2^235 + (1 + 1a + 4a^2)d1^246d2^235 + (1 + 3a + 0a^2)d1^247d2^235 + (4 + 3a + 4a^2)d1^248d2^235 + (0 + 3a + 2a^2)d1^249d2^235 + (4 + 0a + 0a^2)d1^250d2^235 + (3 + 4a + 4a^2)d1^251d2^235 + (1 + 0a + 2a^2)d1^252d2^235 + (1 + 4a + 3a^2)d1^253d2^235 + (2 + 2a + 2a^2)d1^254d2^235 + (4 + 3a + 2a^2)d1^255d2^235 + (3 + 3a + 4a^2)d1^256d2^235 + (1 + 0a + 3a^2)d1^257d2^235 + (4 + 4a + 3a^2)d1^258d2^235 + (0 + 4a + 0a^2)d1^259d2^235 + (1 + 2a + 4a^2)d1^260d2^235 + (0 + 1a + 3a^2)d1^261d2^235 + (4 + 3a + 3a^2)d1^262d2^235 + (2 + 1a + 1a^2)d1^263d2^235 + (3 + 1a + 2a^2)d1^264d2^235 + (1 + 3a + 2a^2)d1^265d2^235 + (2 + 4a + 0a^2)d1^266d2^235 + (4 + 1a + 3a^2)d1^267d2^235 + (4 + 1a + 3a^2)d1^268d2^235 + (4 + 4a + 4a^2)d1^269d2^235 + (0 + 0a + 1a^2)d1^270d2^235 + (1 + 1a + 0a^2)d1^271d2^235 + (3 + 0a + 1a^2)d1^272d2^235 + (4 + 4a + 1a^2)d1^273d2^235 + (3 + 0a + 0a^2)d1^274d2^235 + (1 + 2a + 2a^2)d1^275d2^235 + (3 + 3a + 2a^2)d1^276d2^235 + (4 + 2a + 1a^2)d1^277d2^235 + (4 + 4a + 2a^2)d1^278d2^235 + (1 + 0a + 0a^2)d1^279d2^235 + (3 + 1a + 2a^2)d1^280d2^235 + (2 + 3a + 0a^2)d1^281d2^235 + (2 + 1a + 4a^2)d1^282d2^235 + (4 + 0a + 0a^2)d1^283d2^235 + (1 + 2a + 3a^2)d1^284d2^235 + (1 + 0a + 3a^2)d1^285d2^235 + (0 + 1a + 0a^2)d1^286d2^235 + (0 + 2a + 2a^2)d1^287d2^235 + (2 + 0a + 1a^2)d1^288d2^235 + (4 + 4a + 3a^2)d1^289d2^235 + (0 + 0a + 2a^2)d1^290d2^235 + (2 + 3a + 1a^2)d1^291d2^235 + (4 + 3a + 0a^2)d1^292d2^235 + (4 + 4a + 1a^2)d1^293d2^235 + (3 + 3a + 1a^2)d2^236 + (3 + 0a + 4a^2)d1^1d2^236 + (3 + 3a + 4a^2)d1^2d2^236 + (1 + 0a + 2a^2)d1^3d2^236 + (4 + 3a + 4a^2)d1^4d2^236 + (2 + 2a + 2a^2)d1^5d2^236 + (4 + 3a + 4a^2)d1^6d2^236 + (0 + 1a + 1a^2)d1^7d2^236 + (2 + 3a + 1a^2)d1^8d2^236 + (2 + 1a + 1a^2)d1^9d2^236 + (2 + 4a + 4a^2)d1^10d2^236 + (1 + 3a + 3a^2)d1^11d2^236 + (4 + 3a + 0a^2)d1^12d2^236 + (1 + 3a + 1a^2)d1^13d2^236 + (4 + 1a + 4a^2)d1^14d2^236 + (1 + 4a + 1a^2)d1^15d2^236 + (3 + 4a + 4a^2)d1^16d2^236 + (0 + 3a + 4a^2)d1^17d2^236 + (1 + 2a + 0a^2)d1^18d2^236 + (4 + 2a + 3a^2)d1^19d2^236 + (1 + 3a + 1a^2)d1^20d2^236 + (0 + 4a + 2a^2)d1^21d2^236 + (2 + 0a + 4a^2)d1^22d2^236 + (4 + 4a + 1a^2)d1^23d2^236 + (4 + 2a + 4a^2)d1^24d2^236 + (3 + 1a + 3a^2)d1^25d2^236 + (2 + 2a + 0a^2)d1^26d2^236 + (0 + 0a + 3a^2)d1^27d2^236 + (1 + 4a + 1a^2)d1^28d2^236 + (1 + 2a + 2a^2)d1^29d2^236 + (1 + 1a + 2a^2)d1^30d2^236 + (4 + 3a + 4a^2)d1^31d2^236 + (1 + 2a + 2a^2)d1^32d2^236 + (2 + 1a + 1a^2)d1^33d2^236 + (1 + 2a + 2a^2)d1^34d2^236 + (1 + 1a + 2a^2)d1^35d2^236 + (0 + 0a + 3a^2)d1^36d2^236 + (1 + 1a + 1a^2)d1^37d2^236 + (3 + 1a + 4a^2)d1^38d2^236 + (1 + 3a + 4a^2)d1^39d2^236 + (4 + 3a + 3a^2)d1^40d2^236 + (0 + 3a + 1a^2)d1^41d2^236 + (0 + 1a + 3a^2)d1^42d2^236 + (4 + 0a + 1a^2)d1^43d2^236 + (3 + 3a + 3a^2)d1^44d2^236 + (2 + 2a + 2a^2)d1^45d2^236 + (0 + 0a + 4a^2)d1^46d2^236 + (0 + 2a + 4a^2)d1^47d2^236 + (2 + 2a + 0a^2)d1^48d2^236 + (4 + 2a + 4a^2)d1^49d2^236 + (4 + 0a + 3a^2)d1^50d2^236 + (4 + 0a + 0a^2)d1^51d2^236 + (2 + 2a + 2a^2)d1^52d2^236 + (1 + 4a + 0a^2)d1^53d2^236 + (4 + 4a + 0a^2)d1^54d2^236 + (2 + 3a + 2a^2)d1^55d2^236 + (3 + 0a + 3a^2)d1^56d2^236 + (3 + 0a + 3a^2)d1^57d2^236 + (4 + 0a + 2a^2)d1^58d2^236 + (4 + 3a + 1a^2)d1^59d2^236 + (3 + 3a + 3a^2)d1^60d2^236 + (4 + 1a + 0a^2)d1^61d2^236 + (3 + 3a + 0a^2)d1^62d2^236 + (2 + 0a + 4a^2)d1^63d2^236 + (2 + 2a + 3a^2)d1^64d2^236 + (4 + 0a + 1a^2)d1^65d2^236 + (3 + 1a + 1a^2)d1^66d2^236 + (0 + 3a + 4a^2)d1^67d2^236 + (0 + 3a + 2a^2)d1^68d2^236 + (4 + 4a + 2a^2)d1^69d2^236 + (2 + 4a + 1a^2)d1^70d2^236 + (4 + 0a + 0a^2)d1^71d2^236 + (2 + 2a + 1a^2)d1^72d2^236 + (0 + 2a + 2a^2)d1^73d2^236 + (0 + 2a + 0a^2)d1^74d2^236 + (3 + 0a + 2a^2)d1^75d2^236 + (0 + 4a + 4a^2)d1^76d2^236 + (0 + 1a + 2a^2)d1^77d2^236 + (1 + 1a + 0a^2)d1^78d2^236 + (1 + 1a + 3a^2)d1^79d2^236 + (3 + 0a + 0a^2)d1^80d2^236 + (2 + 3a + 4a^2)d1^81d2^236 + (2 + 3a + 0a^2)d1^82d2^236 + (2 + 0a + 3a^2)d1^83d2^236 + (2 + 4a + 2a^2)d1^84d2^236 + (2 + 0a + 0a^2)d1^85d2^236 + (4 + 1a + 2a^2)d1^86d2^236 + (3 + 3a + 3a^2)d1^87d2^236 + (4 + 4a + 2a^2)d1^88d2^236 + (3 + 0a + 3a^2)d1^89d2^236 + (4 + 2a + 0a^2)d1^90d2^236 + (3 + 3a + 3a^2)d1^91d2^236 + (3 + 1a + 4a^2)d1^92d2^236 + (1 + 3a + 3a^2)d1^93d2^236 + (0 + 3a + 0a^2)d1^94d2^236 + (1 + 3a + 4a^2)d1^95d2^236 + (1 + 2a + 3a^2)d1^96d2^236 + (4 + 3a + 0a^2)d1^97d2^236 + (4 + 4a + 0a^2)d1^98d2^236 + (2 + 3a + 4a^2)d1^99d2^236 + (4 + 0a + 3a^2)d1^100d2^236 + (0 + 4a + 2a^2)d1^101d2^236 + (4 + 1a + 0a^2)d1^102d2^236 + (2 + 3a + 4a^2)d1^103d2^236 + (2 + 4a + 0a^2)d1^104d2^236 + (4 + 4a + 3a^2)d1^105d2^236 + (2 + 0a + 4a^2)d1^106d2^236 + (1 + 3a + 2a^2)d1^107d2^236 + (1 + 0a + 0a^2)d1^108d2^236 + (4 + 2a + 0a^2)d1^109d2^236 + (4 + 0a + 3a^2)d1^110d2^236 + (0 + 4a + 4a^2)d1^111d2^236 + (1 + 1a + 3a^2)d1^112d2^236 + (3 + 0a + 4a^2)d1^113d2^236 + (4 + 1a + 3a^2)d1^114d2^236 + (2 + 4a + 4a^2)d1^115d2^236 + (1 + 1a + 3a^2)d1^116d2^236 + (4 + 2a + 4a^2)d1^118d2^236 + (3 + 1a + 4a^2)d1^119d2^236 + (1 + 3a + 3a^2)d1^120d2^236 + (4 + 2a + 2a^2)d1^121d2^236 + (1 + 4a + 0a^2)d1^122d2^236 + (0 + 1a + 3a^2)d1^123d2^236 + (4 + 2a + 4a^2)d1^124d2^236 + (2 + 4a + 1a^2)d1^125d2^236 + (2 + 4a + 4a^2)d1^126d2^236 + (2 + 3a + 3a^2)d1^127d2^236 + (4 + 4a + 0a^2)d1^128d2^236 + (1 + 0a + 2a^2)d1^129d2^236 + (0 + 4a + 2a^2)d1^130d2^236 + (1 + 0a + 3a^2)d1^131d2^236 + (1 + 0a + 3a^2)d1^132d2^236 + (1 + 4a + 3a^2)d1^133d2^236 + (4 + 4a + 2a^2)d1^134d2^236 + (4 + 2a + 3a^2)d1^135d2^236 + (4 + 0a + 3a^2)d1^136d2^236 + (3 + 0a + 0a^2)d1^137d2^236 + (4 + 1a + 2a^2)d1^138d2^236 + (4 + 4a + 0a^2)d1^139d2^236 + (4 + 0a + 2a^2)d1^140d2^236 + (2 + 3a + 4a^2)d1^141d2^236 + (3 + 3a + 2a^2)d1^142d2^236 + (4 + 2a + 3a^2)d1^143d2^236 + (0 + 1a + 3a^2)d1^144d2^236 + (0 + 2a + 1a^2)d1^145d2^236 + (3 + 4a + 4a^2)d1^146d2^236 + (1 + 1a + 3a^2)d1^147d2^236 + (4 + 1a + 0a^2)d1^148d2^236 + (1 + 4a + 2a^2)d1^149d2^236 + (1 + 4a + 0a^2)d1^150d2^236 + (2 + 3a + 3a^2)d1^151d2^236 + (2 + 0a + 2a^2)d1^152d2^236 + (2 + 1a + 3a^2)d1^153d2^236 + (3 + 4a + 0a^2)d1^154d2^236 + (0 + 1a + 0a^2)d1^155d2^236 + (2 + 2a + 0a^2)d1^156d2^236 + (2 + 4a + 1a^2)d1^157d2^236 + (2 + 3a + 4a^2)d1^158d2^236 + (0 + 2a + 4a^2)d1^159d2^236 + (4 + 0a + 4a^2)d1^160d2^236 + (3 + 1a + 1a^2)d1^161d2^236 + (4 + 4a + 3a^2)d1^162d2^236 + (3 + 1a + 2a^2)d1^163d2^236 + (0 + 1a + 3a^2)d1^164d2^236 + (2 + 3a + 1a^2)d1^165d2^236 + (0 + 1a + 4a^2)d1^166d2^236 + (4 + 2a + 1a^2)d1^167d2^236 + (1 + 4a + 1a^2)d1^168d2^236 + (0 + 4a + 3a^2)d1^169d2^236 + (2 + 4a + 0a^2)d1^170d2^236 + (2 + 1a + 4a^2)d1^171d2^236 + (3 + 2a + 2a^2)d1^172d2^236 + (0 + 2a + 0a^2)d1^173d2^236 + (3 + 2a + 4a^2)d1^174d2^236 + (3 + 3a + 3a^2)d1^175d2^236 + (1 + 2a + 4a^2)d1^176d2^236 + (3 + 2a + 3a^2)d1^177d2^236 + (2 + 0a + 4a^2)d1^178d2^236 + (3 + 4a + 0a^2)d1^179d2^236 + (2 + 3a + 4a^2)d1^180d2^236 + (2 + 2a + 0a^2)d1^181d2^236 + (1 + 0a + 1a^2)d1^182d2^236 + (2 + 4a + 2a^2)d1^183d2^236 + (2 + 1a + 2a^2)d1^184d2^236 + (2 + 3a + 0a^2)d1^185d2^236 + (2 + 2a + 3a^2)d1^186d2^236 + (0 + 4a + 4a^2)d1^187d2^236 + (2 + 1a + 2a^2)d1^188d2^236 + (2 + 0a + 3a^2)d1^189d2^236 + (4 + 1a + 1a^2)d1^190d2^236 + (4 + 2a + 2a^2)d1^191d2^236 + (3 + 1a + 1a^2)d1^192d2^236 + (4 + 0a + 2a^2)d1^193d2^236 + (2 + 1a + 2a^2)d1^194d2^236 + (4 + 1a + 2a^2)d1^195d2^236 + (1 + 3a + 2a^2)d1^196d2^236 + (0 + 3a + 4a^2)d1^197d2^236 + (1 + 3a + 4a^2)d1^198d2^236 + (4 + 1a + 3a^2)d1^199d2^236 + (0 + 3a + 4a^2)d1^200d2^236 + (2 + 2a + 4a^2)d1^201d2^236 + (4 + 3a + 0a^2)d1^202d2^236 + (3 + 0a + 3a^2)d1^203d2^236 + (3 + 2a + 4a^2)d1^204d2^236 + (3 + 0a + 4a^2)d1^205d2^236 + (0 + 2a + 0a^2)d1^206d2^236 + (1 + 0a + 3a^2)d1^207d2^236 + (0 + 2a + 1a^2)d1^208d2^236 + (1 + 3a + 2a^2)d1^209d2^236 + (4 + 2a + 4a^2)d1^210d2^236 + (1 + 3a + 4a^2)d1^211d2^236 + (0 + 3a + 4a^2)d1^212d2^236 + (1 + 1a + 4a^2)d1^213d2^236 + (0 + 1a + 4a^2)d1^214d2^236 + (4 + 3a + 4a^2)d1^215d2^236 + (4 + 2a + 4a^2)d1^216d2^236 + (2 + 2a + 3a^2)d1^217d2^236 + (0 + 3a + 0a^2)d1^218d2^236 + (4 + 3a + 1a^2)d1^219d2^236 + (1 + 4a + 3a^2)d1^220d2^236 + (3 + 1a + 3a^2)d1^221d2^236 + (4 + 2a + 0a^2)d1^222d2^236 + (2 + 0a + 0a^2)d1^223d2^236 + (4 + 0a + 1a^2)d1^224d2^236 + (3 + 2a + 1a^2)d1^225d2^236 + (2 + 3a + 4a^2)d1^226d2^236 + (0 + 1a + 0a^2)d1^227d2^236 + (0 + 4a + 1a^2)d1^228d2^236 + (2 + 1a + 2a^2)d1^229d2^236 + (4 + 0a + 2a^2)d1^230d2^236 + (2 + 0a + 2a^2)d1^231d2^236 + (0 + 1a + 4a^2)d1^232d2^236 + (0 + 4a + 3a^2)d1^233d2^236 + (3 + 4a + 3a^2)d1^234d2^236 + (0 + 4a + 4a^2)d1^235d2^236 + (4 + 2a + 2a^2)d1^236d2^236 + (0 + 2a + 1a^2)d1^237d2^236 + (0 + 4a + 2a^2)d1^238d2^236 + (4 + 0a + 3a^2)d1^239d2^236 + (4 + 0a + 4a^2)d1^240d2^236 + (1 + 3a + 3a^2)d1^241d2^236 + (1 + 1a + 4a^2)d1^242d2^236 + (2 + 4a + 4a^2)d1^243d2^236 + (4 + 0a + 3a^2)d1^244d2^236 + (3 + 2a + 4a^2)d1^245d2^236 + (3 + 0a + 4a^2)d1^246d2^236 + (0 + 2a + 4a^2)d1^247d2^236 + (2 + 1a + 0a^2)d1^248d2^236 + (1 + 1a + 4a^2)d1^249d2^236 + (1 + 3a + 3a^2)d1^250d2^236 + (1 + 1a + 1a^2)d1^251d2^236 + (2 + 4a + 2a^2)d1^252d2^236 + (0 + 3a + 3a^2)d1^253d2^236 + (1 + 4a + 3a^2)d1^254d2^236 + (1 + 3a + 3a^2)d1^255d2^236 + (2 + 2a + 1a^2)d1^256d2^236 + (3 + 2a + 3a^2)d1^257d2^236 + (3 + 0a + 2a^2)d1^258d2^236 + (2 + 1a + 4a^2)d1^259d2^236 + (3 + 1a + 4a^2)d1^260d2^236 + (0 + 0a + 2a^2)d1^261d2^236 + (2 + 2a + 3a^2)d1^262d2^236 + (1 + 2a + 3a^2)d1^263d2^236 + (2 + 0a + 2a^2)d1^264d2^236 + (1 + 0a + 1a^2)d1^265d2^236 + (0 + 3a + 4a^2)d1^266d2^236 + (2 + 1a + 3a^2)d1^267d2^236 + (4 + 4a + 1a^2)d1^268d2^236 + (2 + 2a + 4a^2)d1^269d2^236 + (4 + 3a + 4a^2)d1^270d2^236 + (1 + 4a + 4a^2)d1^271d2^236 + (4 + 2a + 2a^2)d1^272d2^236 + (3 + 2a + 1a^2)d1^273d2^236 + (3 + 3a + 1a^2)d1^274d2^236 + (3 + 3a + 3a^2)d1^275d2^236 + (3 + 2a + 3a^2)d1^276d2^236 + (1 + 4a + 1a^2)d1^277d2^236 + (2 + 4a + 1a^2)d1^278d2^236 + (3 + 3a + 2a^2)d1^279d2^236 + (0 + 2a + 4a^2)d1^280d2^236 + (0 + 2a + 2a^2)d1^281d2^236 + (1 + 3a + 4a^2)d1^282d2^236 + (2 + 2a + 2a^2)d1^283d2^236 + (0 + 2a + 2a^2)d1^284d2^236 + (2 + 3a + 3a^2)d1^285d2^236 + (4 + 2a + 3a^2)d1^286d2^236 + (4 + 3a + 3a^2)d1^287d2^236 + (0 + 1a + 2a^2)d1^288d2^236 + (4 + 1a + 4a^2)d1^289d2^236 + (2 + 3a + 3a^2)d1^290d2^236 + (2 + 0a + 2a^2)d1^291d2^236 + (1 + 2a + 4a^2)d1^292d2^236 + (4 + 4a + 3a^2)d1^293d2^236 + (4 + 1a + 4a^2)d2^237 + (2 + 1a + 1a^2)d1^1d2^237 + (2 + 0a + 3a^2)d1^2d2^237 + (4 + 1a + 1a^2)d1^3d2^237 + (3 + 1a + 1a^2)d1^4d2^237 + (1 + 0a + 4a^2)d1^5d2^237 + (1 + 0a + 2a^2)d1^6d2^237 + (4 + 3a + 1a^2)d1^7d2^237 + (4 + 3a + 4a^2)d1^8d2^237 + (1 + 0a + 3a^2)d1^9d2^237 + (1 + 4a + 0a^2)d1^10d2^237 + (1 + 2a + 4a^2)d1^11d2^237 + (0 + 2a + 4a^2)d1^12d2^237 + (3 + 0a + 1a^2)d1^13d2^237 + (4 + 1a + 1a^2)d1^14d2^237 + (0 + 2a + 3a^2)d1^15d2^237 + (2 + 4a + 2a^2)d1^16d2^237 + (3 + 3a + 3a^2)d1^17d2^237 + (0 + 0a + 3a^2)d1^18d2^237 + (4 + 0a + 4a^2)d1^19d2^237 + (3 + 0a + 1a^2)d1^20d2^237 + (1 + 3a + 2a^2)d1^21d2^237 + (4 + 4a + 2a^2)d1^22d2^237 + (3 + 2a + 1a^2)d1^23d2^237 + (0 + 3a + 0a^2)d1^24d2^237 + (1 + 4a + 0a^2)d1^25d2^237 + (1 + 3a + 2a^2)d1^26d2^237 + (2 + 3a + 0a^2)d1^27d2^237 + (0 + 2a + 2a^2)d1^28d2^237 + (4 + 2a + 2a^2)d1^29d2^237 + (3 + 0a + 0a^2)d1^30d2^237 + (3 + 0a + 2a^2)d1^31d2^237 + (0 + 1a + 2a^2)d1^32d2^237 + (3 + 1a + 1a^2)d1^33d2^237 + (3 + 1a + 3a^2)d1^34d2^237 + (0 + 1a + 3a^2)d1^35d2^237 + (4 + 1a + 4a^2)d1^36d2^237 + (1 + 3a + 0a^2)d1^37d2^237 + (0 + 1a + 4a^2)d1^38d2^237 + (2 + 3a + 3a^2)d1^39d2^237 + (0 + 1a + 2a^2)d1^40d2^237 + (4 + 2a + 2a^2)d1^41d2^237 + (2 + 1a + 1a^2)d1^42d2^237 + (0 + 2a + 0a^2)d1^43d2^237 + (3 + 0a + 4a^2)d1^44d2^237 + (3 + 1a + 3a^2)d1^45d2^237 + (0 + 3a + 3a^2)d1^46d2^237 + (2 + 4a + 1a^2)d1^47d2^237 + (1 + 4a + 1a^2)d1^48d2^237 + (4 + 0a + 2a^2)d1^49d2^237 + (3 + 4a + 0a^2)d1^50d2^237 + (1 + 2a + 2a^2)d1^51d2^237 + (1 + 2a + 3a^2)d1^52d2^237 + (0 + 2a + 4a^2)d1^53d2^237 + (0 + 4a + 0a^2)d1^54d2^237 + (3 + 3a + 0a^2)d1^55d2^237 + (0 + 0a + 4a^2)d1^56d2^237 + (3 + 3a + 0a^2)d1^57d2^237 + (3 + 0a + 4a^2)d1^58d2^237 + (1 + 2a + 2a^2)d1^59d2^237 + (4 + 3a + 3a^2)d1^60d2^237 + (2 + 1a + 2a^2)d1^61d2^237 + (0 + 4a + 4a^2)d1^62d2^237 + (1 + 0a + 0a^2)d1^63d2^237 + (1 + 2a + 0a^2)d1^64d2^237 + (0 + 4a + 1a^2)d1^65d2^237 + (4 + 4a + 4a^2)d1^66d2^237 + (3 + 2a + 2a^2)d1^67d2^237 + (1 + 0a + 0a^2)d1^68d2^237 + (1 + 3a + 4a^2)d1^69d2^237 + (3 + 1a + 1a^2)d1^70d2^237 + (1 + 1a + 2a^2)d1^71d2^237 + (3 + 4a + 2a^2)d1^72d2^237 + (3 + 0a + 1a^2)d1^73d2^237 + (0 + 0a + 3a^2)d1^74d2^237 + (1 + 2a + 0a^2)d1^75d2^237 + (3 + 2a + 1a^2)d1^76d2^237 + (4 + 1a + 3a^2)d1^77d2^237 + (2 + 1a + 0a^2)d1^78d2^237 + (2 + 0a + 3a^2)d1^79d2^237 + (3 + 4a + 1a^2)d1^80d2^237 + (0 + 3a + 3a^2)d1^81d2^237 + (3 + 4a + 1a^2)d1^82d2^237 + (0 + 2a + 1a^2)d1^83d2^237 + (3 + 2a + 4a^2)d1^84d2^237 + (1 + 0a + 1a^2)d1^85d2^237 + (3 + 3a + 2a^2)d1^86d2^237 + (0 + 4a + 2a^2)d1^87d2^237 + (3 + 3a + 2a^2)d1^88d2^237 + (2 + 4a + 3a^2)d1^89d2^237 + (1 + 2a + 1a^2)d1^90d2^237 + (4 + 3a + 4a^2)d1^91d2^237 + (1 + 4a + 3a^2)d1^92d2^237 + (3 + 1a + 4a^2)d1^93d2^237 + (1 + 2a + 0a^2)d1^94d2^237 + (0 + 2a + 0a^2)d1^95d2^237 + (3 + 1a + 0a^2)d1^96d2^237 + (1 + 1a + 1a^2)d1^97d2^237 + (2 + 0a + 3a^2)d1^98d2^237 + (4 + 1a + 1a^2)d1^99d2^237 + (1 + 1a + 0a^2)d1^100d2^237 + (2 + 1a + 0a^2)d1^101d2^237 + (4 + 4a + 4a^2)d1^102d2^237 + (1 + 4a + 3a^2)d1^103d2^237 + (2 + 1a + 1a^2)d1^104d2^237 + (0 + 3a + 2a^2)d1^105d2^237 + (2 + 3a + 0a^2)d1^106d2^237 + (3 + 0a + 3a^2)d1^107d2^237 + (3 + 1a + 0a^2)d1^108d2^237 + (0 + 1a + 0a^2)d1^109d2^237 + (0 + 0a + 4a^2)d1^110d2^237 + (2 + 1a + 1a^2)d1^111d2^237 + (4 + 1a + 3a^2)d1^112d2^237 + (0 + 1a + 3a^2)d1^113d2^237 + (2 + 0a + 2a^2)d1^114d2^237 + (2 + 0a + 0a^2)d1^115d2^237 + (2 + 0a + 3a^2)d1^116d2^237 + (0 + 4a + 2a^2)d1^117d2^237 + (0 + 3a + 2a^2)d1^118d2^237 + (3 + 1a + 1a^2)d1^119d2^237 + (3 + 3a + 2a^2)d1^120d2^237 + (0 + 4a + 2a^2)d1^121d2^237 + (0 + 4a + 4a^2)d1^122d2^237 + (1 + 2a + 4a^2)d1^123d2^237 + (0 + 1a + 1a^2)d1^124d2^237 + (3 + 4a + 1a^2)d1^125d2^237 + (1 + 2a + 3a^2)d1^126d2^237 + (3 + 2a + 1a^2)d1^127d2^237 + (1 + 4a + 2a^2)d1^128d2^237 + (1 + 3a + 2a^2)d1^129d2^237 + (3 + 4a + 2a^2)d1^130d2^237 + (3 + 1a + 4a^2)d1^131d2^237 + (0 + 3a + 0a^2)d1^132d2^237 + (2 + 2a + 3a^2)d1^133d2^237 + (2 + 3a + 3a^2)d1^134d2^237 + (0 + 0a + 4a^2)d1^135d2^237 + (4 + 1a + 3a^2)d1^136d2^237 + (1 + 4a + 4a^2)d1^137d2^237 + (0 + 4a + 3a^2)d1^138d2^237 + (3 + 0a + 1a^2)d1^139d2^237 + (1 + 3a + 0a^2)d1^140d2^237 + (0 + 1a + 1a^2)d1^141d2^237 + (1 + 1a + 3a^2)d1^142d2^237 + (3 + 4a + 2a^2)d1^143d2^237 + (0 + 0a + 3a^2)d1^144d2^237 + (1 + 3a + 3a^2)d1^145d2^237 + (0 + 4a + 1a^2)d1^146d2^237 + (0 + 2a + 0a^2)d1^147d2^237 + (4 + 0a + 4a^2)d1^148d2^237 + (3 + 1a + 0a^2)d1^149d2^237 + (1 + 4a + 4a^2)d1^150d2^237 + (3 + 0a + 4a^2)d1^151d2^237 + (3 + 2a + 1a^2)d1^152d2^237 + (3 + 0a + 2a^2)d1^153d2^237 + (0 + 1a + 2a^2)d1^154d2^237 + (0 + 1a + 1a^2)d1^155d2^237 + (3 + 0a + 3a^2)d1^156d2^237 + (2 + 2a + 3a^2)d1^157d2^237 + (2 + 2a + 1a^2)d1^158d2^237 + (2 + 2a + 4a^2)d1^159d2^237 + (4 + 0a + 4a^2)d1^160d2^237 + (0 + 4a + 0a^2)d1^161d2^237 + (3 + 1a + 0a^2)d1^162d2^237 + (4 + 0a + 2a^2)d1^163d2^237 + (3 + 2a + 0a^2)d1^164d2^237 + (3 + 1a + 3a^2)d1^165d2^237 + (3 + 2a + 4a^2)d1^166d2^237 + (4 + 3a + 0a^2)d1^167d2^237 + (3 + 2a + 1a^2)d1^168d2^237 + (0 + 2a + 1a^2)d1^169d2^237 + (3 + 4a + 0a^2)d1^170d2^237 + (1 + 2a + 3a^2)d1^171d2^237 + (0 + 2a + 2a^2)d1^172d2^237 + (1 + 4a + 0a^2)d1^173d2^237 + (4 + 0a + 1a^2)d1^174d2^237 + (0 + 0a + 3a^2)d1^175d2^237 + (4 + 4a + 0a^2)d1^176d2^237 + (4 + 2a + 4a^2)d1^177d2^237 + (1 + 3a + 4a^2)d1^178d2^237 + (3 + 4a + 3a^2)d1^179d2^237 + (0 + 3a + 2a^2)d1^180d2^237 + (0 + 0a + 4a^2)d1^181d2^237 + (4 + 1a + 1a^2)d1^182d2^237 + (1 + 1a + 4a^2)d1^183d2^237 + (3 + 2a + 0a^2)d1^184d2^237 + (2 + 3a + 4a^2)d1^185d2^237 + (2 + 3a + 0a^2)d1^186d2^237 + (4 + 2a + 1a^2)d1^187d2^237 + (3 + 0a + 4a^2)d1^188d2^237 + (4 + 0a + 2a^2)d1^189d2^237 + (1 + 2a + 3a^2)d1^190d2^237 + (2 + 3a + 0a^2)d1^191d2^237 + (3 + 0a + 1a^2)d1^192d2^237 + (0 + 0a + 4a^2)d1^193d2^237 + (2 + 2a + 1a^2)d1^194d2^237 + (0 + 2a + 4a^2)d1^195d2^237 + (4 + 1a + 2a^2)d1^196d2^237 + (2 + 2a + 0a^2)d1^197d2^237 + (3 + 0a + 4a^2)d1^198d2^237 + (0 + 0a + 4a^2)d1^199d2^237 + (4 + 3a + 1a^2)d1^200d2^237 + (4 + 4a + 4a^2)d1^201d2^237 + (4 + 4a + 4a^2)d1^202d2^237 + (3 + 4a + 3a^2)d1^203d2^237 + (3 + 0a + 4a^2)d1^204d2^237 + (3 + 4a + 4a^2)d1^205d2^237 + (3 + 3a + 0a^2)d1^206d2^237 + (3 + 3a + 2a^2)d1^207d2^237 + (4 + 0a + 0a^2)d1^208d2^237 + (0 + 3a + 2a^2)d1^209d2^237 + (2 + 4a + 4a^2)d1^210d2^237 + (0 + 2a + 2a^2)d1^211d2^237 + (2 + 0a + 0a^2)d1^212d2^237 + (4 + 2a + 3a^2)d1^213d2^237 + (0 + 0a + 3a^2)d1^214d2^237 + (4 + 2a + 0a^2)d1^215d2^237 + (4 + 2a + 4a^2)d1^216d2^237 + (2 + 3a + 1a^2)d1^217d2^237 + (2 + 3a + 3a^2)d1^218d2^237 + (0 + 4a + 4a^2)d1^219d2^237 + (2 + 3a + 0a^2)d1^220d2^237 + (3 + 0a + 3a^2)d1^221d2^237 + (2 + 1a + 0a^2)d1^222d2^237 + (2 + 4a + 3a^2)d1^223d2^237 + (2 + 3a + 2a^2)d1^224d2^237 + (4 + 2a + 1a^2)d1^225d2^237 + (4 + 0a + 2a^2)d1^226d2^237 + (1 + 1a + 4a^2)d1^227d2^237 + (2 + 2a + 0a^2)d1^228d2^237 + (2 + 4a + 3a^2)d1^229d2^237 + (1 + 1a + 2a^2)d1^230d2^237 + (1 + 2a + 0a^2)d1^231d2^237 + (4 + 0a + 4a^2)d1^232d2^237 + (4 + 4a + 1a^2)d1^233d2^237 + (4 + 3a + 4a^2)d1^234d2^237 + (3 + 3a + 1a^2)d1^235d2^237 + (3 + 1a + 4a^2)d1^236d2^237 + (0 + 0a + 3a^2)d1^237d2^237 + (1 + 0a + 3a^2)d1^238d2^237 + (1 + 1a + 0a^2)d1^239d2^237 + (0 + 1a + 0a^2)d1^240d2^237 + (3 + 3a + 4a^2)d1^241d2^237 + (2 + 4a + 3a^2)d1^242d2^237 + (1 + 0a + 4a^2)d1^243d2^237 + (0 + 1a + 0a^2)d1^244d2^237 + (0 + 4a + 0a^2)d1^245d2^237 + (0 + 2a + 1a^2)d1^246d2^237 + (1 + 0a + 3a^2)d1^247d2^237 + (4 + 1a + 2a^2)d1^248d2^237 + (1 + 0a + 4a^2)d1^249d2^237 + (2 + 0a + 2a^2)d1^250d2^237 + (1 + 2a + 3a^2)d1^251d2^237 + (0 + 0a + 1a^2)d1^252d2^237 + (1 + 1a + 3a^2)d1^253d2^237 + (0 + 4a + 3a^2)d1^254d2^237 + (2 + 2a + 2a^2)d1^255d2^237 + (0 + 4a + 4a^2)d1^256d2^237 + (3 + 4a + 0a^2)d1^257d2^237 + (4 + 4a + 1a^2)d1^258d2^237 + (1 + 1a + 2a^2)d1^259d2^237 + (0 + 3a + 1a^2)d1^260d2^237 + (1 + 0a + 4a^2)d1^261d2^237 + (3 + 4a + 2a^2)d1^262d2^237 + (4 + 2a + 3a^2)d1^263d2^237 + (3 + 4a + 0a^2)d1^264d2^237 + (3 + 0a + 2a^2)d1^265d2^237 + (4 + 3a + 1a^2)d1^266d2^237 + (4 + 4a + 3a^2)d1^267d2^237 + (3 + 1a + 0a^2)d1^268d2^237 + (1 + 1a + 4a^2)d1^269d2^237 + (0 + 0a + 3a^2)d1^270d2^237 + (4 + 1a + 0a^2)d1^271d2^237 + (1 + 0a + 0a^2)d1^272d2^237 + (3 + 0a + 3a^2)d1^273d2^237 + (2 + 3a + 3a^2)d1^274d2^237 + (0 + 3a + 0a^2)d1^275d2^237 + (2 + 3a + 2a^2)d1^276d2^237 + (2 + 2a + 0a^2)d1^277d2^237 + (3 + 0a + 3a^2)d1^278d2^237 + (4 + 4a + 0a^2)d1^279d2^237 + (4 + 1a + 0a^2)d1^280d2^237 + (2 + 0a + 2a^2)d1^281d2^237 + (0 + 4a + 3a^2)d1^282d2^237 + (4 + 0a + 1a^2)d1^283d2^237 + (1 + 3a + 0a^2)d1^284d2^237 + (4 + 2a + 0a^2)d1^285d2^237 + (3 + 4a + 3a^2)d1^286d2^237 + (2 + 3a + 2a^2)d1^287d2^237 + (1 + 1a + 4a^2)d1^288d2^237 + (4 + 0a + 1a^2)d1^289d2^237 + (2 + 3a + 4a^2)d1^290d2^237 + (3 + 4a + 2a^2)d1^291d2^237 + (2 + 4a + 3a^2)d1^292d2^237 + (0 + 1a + 1a^2)d1^293d2^237 + (3 + 1a + 4a^2)d2^238 + (3 + 4a + 1a^2)d1^1d2^238 + (2 + 4a + 0a^2)d1^2d2^238 + (0 + 4a + 2a^2)d1^3d2^238 + (2 + 3a + 2a^2)d1^4d2^238 + (4 + 0a + 3a^2)d1^5d2^238 + (0 + 2a + 2a^2)d1^6d2^238 + (0 + 0a + 2a^2)d1^7d2^238 + (3 + 4a + 2a^2)d1^8d2^238 + (4 + 0a + 2a^2)d1^9d2^238 + (4 + 1a + 0a^2)d1^10d2^238 + (2 + 1a + 1a^2)d1^11d2^238 + (0 + 2a + 0a^2)d1^12d2^238 + (3 + 4a + 1a^2)d1^13d2^238 + (4 + 4a + 2a^2)d1^14d2^238 + (0 + 3a + 4a^2)d1^15d2^238 + (1 + 1a + 4a^2)d1^16d2^238 + (3 + 4a + 4a^2)d1^17d2^238 + (3 + 4a + 3a^2)d1^18d2^238 + (4 + 1a + 3a^2)d1^19d2^238 + (0 + 3a + 3a^2)d1^20d2^238 + (4 + 1a + 3a^2)d1^21d2^238 + (0 + 4a + 1a^2)d1^22d2^238 + (1 + 4a + 0a^2)d1^23d2^238 + (2 + 0a + 2a^2)d1^24d2^238 + (1 + 0a + 2a^2)d1^25d2^238 + (4 + 0a + 3a^2)d1^26d2^238 + (3 + 3a + 0a^2)d1^27d2^238 + (1 + 3a + 3a^2)d1^28d2^238 + (3 + 4a + 4a^2)d1^29d2^238 + (3 + 2a + 2a^2)d1^30d2^238 + (3 + 2a + 3a^2)d1^31d2^238 + (1 + 1a + 1a^2)d1^32d2^238 + (2 + 0a + 3a^2)d1^33d2^238 + (2 + 2a + 4a^2)d1^34d2^238 + (3 + 0a + 4a^2)d1^35d2^238 + (4 + 0a + 3a^2)d1^37d2^238 + (1 + 4a + 4a^2)d1^38d2^238 + (1 + 2a + 4a^2)d1^39d2^238 + (2 + 1a + 2a^2)d1^40d2^238 + (1 + 3a + 0a^2)d1^41d2^238 + (4 + 2a + 4a^2)d1^42d2^238 + (2 + 2a + 0a^2)d1^43d2^238 + (2 + 3a + 1a^2)d1^44d2^238 + (2 + 4a + 0a^2)d1^45d2^238 + (3 + 4a + 2a^2)d1^46d2^238 + (3 + 4a + 4a^2)d1^47d2^238 + (1 + 2a + 2a^2)d1^48d2^238 + (1 + 4a + 0a^2)d1^49d2^238 + (3 + 0a + 1a^2)d1^50d2^238 + (4 + 1a + 1a^2)d1^51d2^238 + (4 + 1a + 4a^2)d1^52d2^238 + (3 + 1a + 1a^2)d1^53d2^238 + (2 + 2a + 0a^2)d1^54d2^238 + (1 + 2a + 3a^2)d1^55d2^238 + (4 + 3a + 3a^2)d1^56d2^238 + (4 + 0a + 2a^2)d1^57d2^238 + (2 + 3a + 3a^2)d1^58d2^238 + (3 + 0a + 3a^2)d1^59d2^238 + (3 + 1a + 1a^2)d1^60d2^238 + (2 + 2a + 2a^2)d1^61d2^238 + (1 + 3a + 3a^2)d1^62d2^238 + (0 + 4a + 2a^2)d1^63d2^238 + (1 + 3a + 4a^2)d1^64d2^238 + (2 + 1a + 0a^2)d1^65d2^238 + (3 + 0a + 0a^2)d1^66d2^238 + (3 + 1a + 0a^2)d1^67d2^238 + (0 + 3a + 3a^2)d1^68d2^238 + (2 + 3a + 3a^2)d1^69d2^238 + (2 + 2a + 1a^2)d1^70d2^238 + (4 + 4a + 3a^2)d1^71d2^238 + (4 + 4a + 2a^2)d1^72d2^238 + (1 + 0a + 1a^2)d1^73d2^238 + (4 + 3a + 3a^2)d1^74d2^238 + (2 + 3a + 1a^2)d1^75d2^238 + (0 + 3a + 4a^2)d1^76d2^238 + (3 + 0a + 2a^2)d1^77d2^238 + (3 + 4a + 2a^2)d1^78d2^238 + (0 + 2a + 2a^2)d1^79d2^238 + (4 + 1a + 4a^2)d1^80d2^238 + (0 + 0a + 4a^2)d1^81d2^238 + (2 + 0a + 1a^2)d1^82d2^238 + (2 + 2a + 3a^2)d1^83d2^238 + (0 + 3a + 0a^2)d1^84d2^238 + (4 + 1a + 2a^2)d1^85d2^238 + (1 + 1a + 1a^2)d1^86d2^238 + (4 + 0a + 4a^2)d1^87d2^238 + (0 + 4a + 2a^2)d1^88d2^238 + (4 + 2a + 1a^2)d1^89d2^238 + (1 + 2a + 3a^2)d1^90d2^238 + (3 + 4a + 1a^2)d1^91d2^238 + (3 + 1a + 4a^2)d1^92d2^238 + (0 + 4a + 4a^2)d1^93d2^238 + (2 + 4a + 1a^2)d1^94d2^238 + (4 + 3a + 2a^2)d1^95d2^238 + (4 + 2a + 3a^2)d1^96d2^238 + (2 + 0a + 0a^2)d1^97d2^238 + (0 + 0a + 2a^2)d1^98d2^238 + (4 + 3a + 3a^2)d1^99d2^238 + (0 + 0a + 3a^2)d1^100d2^238 + (4 + 3a + 3a^2)d1^101d2^238 + (3 + 1a + 0a^2)d1^102d2^238 + (0 + 2a + 3a^2)d1^103d2^238 + (1 + 1a + 2a^2)d1^104d2^238 + (2 + 1a + 2a^2)d1^105d2^238 + (3 + 0a + 2a^2)d1^106d2^238 + (1 + 4a + 0a^2)d1^107d2^238 + (1 + 0a + 2a^2)d1^108d2^238 + (1 + 1a + 1a^2)d1^109d2^238 + (4 + 4a + 2a^2)d1^110d2^238 + (2 + 2a + 1a^2)d1^111d2^238 + (3 + 0a + 0a^2)d1^112d2^238 + (1 + 2a + 1a^2)d1^113d2^238 + (0 + 4a + 3a^2)d1^114d2^238 + (3 + 4a + 2a^2)d1^115d2^238 + (0 + 4a + 4a^2)d1^116d2^238 + (0 + 0a + 1a^2)d1^117d2^238 + (0 + 0a + 3a^2)d1^118d2^238 + (4 + 2a + 2a^2)d1^119d2^238 + (3 + 2a + 1a^2)d1^120d2^238 + (0 + 1a + 4a^2)d1^121d2^238 + (0 + 0a + 1a^2)d1^122d2^238 + (2 + 3a + 0a^2)d1^123d2^238 + (0 + 2a + 4a^2)d1^124d2^238 + (4 + 1a + 4a^2)d1^125d2^238 + (1 + 2a + 0a^2)d1^126d2^238 + (4 + 1a + 0a^2)d1^127d2^238 + (4 + 2a + 1a^2)d1^128d2^238 + (0 + 0a + 3a^2)d1^129d2^238 + (0 + 1a + 3a^2)d1^130d2^238 + (0 + 0a + 3a^2)d1^131d2^238 + (1 + 1a + 4a^2)d1^132d2^238 + (2 + 1a + 4a^2)d1^133d2^238 + (0 + 3a + 4a^2)d1^134d2^238 + (2 + 0a + 1a^2)d1^135d2^238 + (3 + 3a + 4a^2)d1^136d2^238 + (1 + 4a + 3a^2)d1^137d2^238 + (3 + 4a + 1a^2)d1^138d2^238 + (1 + 2a + 0a^2)d1^139d2^238 + (2 + 0a + 3a^2)d1^140d2^238 + (1 + 0a + 2a^2)d1^141d2^238 + (1 + 2a + 2a^2)d1^142d2^238 + (0 + 1a + 0a^2)d1^143d2^238 + (3 + 0a + 2a^2)d1^144d2^238 + (2 + 2a + 3a^2)d1^145d2^238 + (0 + 2a + 4a^2)d1^147d2^238 + (1 + 0a + 4a^2)d1^148d2^238 + (1 + 4a + 1a^2)d1^149d2^238 + (1 + 1a + 3a^2)d1^150d2^238 + (1 + 0a + 4a^2)d1^151d2^238 + (0 + 2a + 2a^2)d1^152d2^238 + (3 + 1a + 0a^2)d1^154d2^238 + (2 + 2a + 4a^2)d1^155d2^238 + (4 + 4a + 4a^2)d1^156d2^238 + (4 + 3a + 4a^2)d1^157d2^238 + (3 + 1a + 0a^2)d1^158d2^238 + (1 + 4a + 0a^2)d1^159d2^238 + (2 + 1a + 0a^2)d1^160d2^238 + (2 + 2a + 4a^2)d1^161d2^238 + (1 + 1a + 1a^2)d1^162d2^238 + (1 + 1a + 1a^2)d1^163d2^238 + (3 + 4a + 3a^2)d1^164d2^238 + (2 + 4a + 4a^2)d1^165d2^238 + (2 + 3a + 1a^2)d1^166d2^238 + (2 + 0a + 4a^2)d1^167d2^238 + (1 + 3a + 3a^2)d1^168d2^238 + (1 + 4a + 1a^2)d1^169d2^238 + (0 + 2a + 1a^2)d1^170d2^238 + (1 + 1a + 0a^2)d1^171d2^238 + (4 + 3a + 3a^2)d1^172d2^238 + (0 + 0a + 3a^2)d1^173d2^238 + (2 + 1a + 0a^2)d1^174d2^238 + (3 + 1a + 2a^2)d1^175d2^238 + (2 + 3a + 2a^2)d1^176d2^238 + (3 + 2a + 4a^2)d1^177d2^238 + (2 + 0a + 4a^2)d1^178d2^238 + (0 + 2a + 0a^2)d1^179d2^238 + (0 + 1a + 3a^2)d1^180d2^238 + (1 + 1a + 0a^2)d1^181d2^238 + (1 + 1a + 4a^2)d1^182d2^238 + (2 + 2a + 1a^2)d1^183d2^238 + (1 + 1a + 4a^2)d1^184d2^238 + (3 + 0a + 0a^2)d1^185d2^238 + (1 + 4a + 2a^2)d1^186d2^238 + (2 + 1a + 3a^2)d1^187d2^238 + (1 + 1a + 4a^2)d1^188d2^238 + (0 + 0a + 4a^2)d1^189d2^238 + (2 + 0a + 0a^2)d1^190d2^238 + (2 + 1a + 4a^2)d1^191d2^238 + (1 + 1a + 1a^2)d1^192d2^238 + (4 + 1a + 4a^2)d1^193d2^238 + (0 + 4a + 0a^2)d1^194d2^238 + (3 + 2a + 2a^2)d1^195d2^238 + (0 + 3a + 3a^2)d1^196d2^238 + (0 + 4a + 1a^2)d1^197d2^238 + (2 + 3a + 4a^2)d1^198d2^238 + (0 + 1a + 0a^2)d1^199d2^238 + (4 + 3a + 0a^2)d1^200d2^238 + (2 + 1a + 0a^2)d1^201d2^238 + (3 + 3a + 4a^2)d1^202d2^238 + (0 + 3a + 4a^2)d1^203d2^238 + (0 + 2a + 1a^2)d1^204d2^238 + (2 + 3a + 4a^2)d1^205d2^238 + (0 + 1a + 3a^2)d1^206d2^238 + (1 + 2a + 4a^2)d1^207d2^238 + (0 + 2a + 3a^2)d1^208d2^238 + (0 + 3a + 2a^2)d1^209d2^238 + (4 + 0a + 3a^2)d1^210d2^238 + (2 + 4a + 3a^2)d1^211d2^238 + (4 + 0a + 1a^2)d1^212d2^238 + (0 + 4a + 1a^2)d1^213d2^238 + (2 + 3a + 2a^2)d1^214d2^238 + (1 + 1a + 3a^2)d1^215d2^238 + (4 + 3a + 0a^2)d1^216d2^238 + (2 + 0a + 4a^2)d1^217d2^238 + (3 + 4a + 1a^2)d1^218d2^238 + (2 + 2a + 3a^2)d1^219d2^238 + (2 + 3a + 4a^2)d1^220d2^238 + (2 + 1a + 1a^2)d1^221d2^238 + (2 + 0a + 1a^2)d1^222d2^238 + (4 + 1a + 0a^2)d1^223d2^238 + (4 + 4a + 4a^2)d1^224d2^238 + (1 + 4a + 2a^2)d1^225d2^238 + (4 + 2a + 4a^2)d1^226d2^238 + (4 + 3a + 0a^2)d1^227d2^238 + (4 + 0a + 0a^2)d1^228d2^238 + (1 + 4a + 4a^2)d1^229d2^238 + (0 + 1a + 4a^2)d1^230d2^238 + (1 + 1a + 3a^2)d1^231d2^238 + (3 + 2a + 3a^2)d1^232d2^238 + (4 + 1a + 1a^2)d1^233d2^238 + (4 + 0a + 0a^2)d1^234d2^238 + (2 + 3a + 2a^2)d1^235d2^238 + (3 + 1a + 1a^2)d1^236d2^238 + (0 + 2a + 4a^2)d1^237d2^238 + (2 + 1a + 3a^2)d1^238d2^238 + (2 + 3a + 2a^2)d1^239d2^238 + (3 + 1a + 3a^2)d1^240d2^238 + (4 + 2a + 4a^2)d1^241d2^238 + (4 + 1a + 4a^2)d1^242d2^238 + (4 + 4a + 4a^2)d1^243d2^238 + (1 + 1a + 2a^2)d1^244d2^238 + (0 + 2a + 2a^2)d1^245d2^238 + (2 + 4a + 4a^2)d1^246d2^238 + (1 + 2a + 0a^2)d1^247d2^238 + (3 + 1a + 2a^2)d1^248d2^238 + (2 + 4a + 0a^2)d1^249d2^238 + (4 + 4a + 0a^2)d1^250d2^238 + (4 + 4a + 1a^2)d1^251d2^238 + (2 + 0a + 3a^2)d1^252d2^238 + (0 + 3a + 3a^2)d1^253d2^238 + (1 + 4a + 1a^2)d1^254d2^238 + (0 + 2a + 0a^2)d1^255d2^238 + (1 + 1a + 3a^2)d1^256d2^238 + (1 + 4a + 0a^2)d1^257d2^238 + (3 + 0a + 4a^2)d1^258d2^238 + (1 + 3a + 1a^2)d1^259d2^238 + (1 + 2a + 4a^2)d1^260d2^238 + (0 + 1a + 1a^2)d1^261d2^238 + (1 + 2a + 4a^2)d1^262d2^238 + (2 + 4a + 2a^2)d1^263d2^238 + (1 + 2a + 3a^2)d1^264d2^238 + (0 + 3a + 2a^2)d1^265d2^238 + (3 + 3a + 0a^2)d1^266d2^238 + (2 + 3a + 1a^2)d1^267d2^238 + (1 + 2a + 2a^2)d1^268d2^238 + (0 + 1a + 1a^2)d1^269d2^238 + (4 + 2a + 4a^2)d1^270d2^238 + (1 + 0a + 0a^2)d1^271d2^238 + (4 + 1a + 2a^2)d1^272d2^238 + (3 + 4a + 0a^2)d1^273d2^238 + (1 + 2a + 3a^2)d1^275d2^238 + (2 + 4a + 2a^2)d1^276d2^238 + (3 + 1a + 2a^2)d1^277d2^238 + (3 + 3a + 0a^2)d1^278d2^238 + (2 + 0a + 2a^2)d1^279d2^238 + (0 + 0a + 2a^2)d1^280d2^238 + (1 + 3a + 4a^2)d1^281d2^238 + (1 + 1a + 1a^2)d1^282d2^238 + (4 + 4a + 3a^2)d1^283d2^238 + (0 + 1a + 3a^2)d1^284d2^238 + (0 + 2a + 4a^2)d1^285d2^238 + (2 + 1a + 3a^2)d1^286d2^238 + (0 + 0a + 3a^2)d1^287d2^238 + (4 + 3a + 2a^2)d1^288d2^238 + (2 + 4a + 4a^2)d1^289d2^238 + (4 + 1a + 3a^2)d1^290d2^238 + (4 + 1a + 1a^2)d1^291d2^238 + (1 + 1a + 2a^2)d1^292d2^238 + (1 + 2a + 1a^2)d1^293d2^238 + (4 + 1a + 3a^2)d2^239 + (3 + 4a + 4a^2)d1^1d2^239 + (4 + 4a + 0a^2)d1^2d2^239 + (0 + 1a + 3a^2)d1^3d2^239 + (3 + 1a + 0a^2)d1^4d2^239 + (4 + 4a + 2a^2)d1^5d2^239 + (0 + 3a + 4a^2)d1^6d2^239 + (1 + 3a + 4a^2)d1^7d2^239 + (1 + 3a + 0a^2)d1^8d2^239 + (4 + 1a + 4a^2)d1^9d2^239 + (4 + 3a + 4a^2)d1^10d2^239 + (4 + 4a + 3a^2)d1^11d2^239 + (0 + 1a + 1a^2)d1^12d2^239 + (0 + 2a + 0a^2)d1^13d2^239 + (2 + 3a + 2a^2)d1^14d2^239 + (2 + 3a + 2a^2)d1^15d2^239 + (0 + 0a + 2a^2)d1^16d2^239 + (4 + 1a + 4a^2)d1^17d2^239 + (3 + 0a + 0a^2)d1^18d2^239 + (2 + 3a + 3a^2)d1^19d2^239 + (2 + 2a + 1a^2)d1^20d2^239 + (3 + 1a + 2a^2)d1^21d2^239 + (2 + 4a + 2a^2)d1^22d2^239 + (2 + 1a + 1a^2)d1^23d2^239 + (3 + 0a + 4a^2)d1^24d2^239 + (0 + 4a + 1a^2)d1^25d2^239 + (2 + 0a + 0a^2)d1^26d2^239 + (1 + 3a + 2a^2)d1^27d2^239 + (3 + 2a + 1a^2)d1^28d2^239 + (3 + 3a + 4a^2)d1^29d2^239 + (2 + 4a + 1a^2)d1^30d2^239 + (4 + 4a + 4a^2)d1^31d2^239 + (2 + 1a + 1a^2)d1^32d2^239 + (0 + 0a + 1a^2)d1^33d2^239 + (3 + 0a + 3a^2)d1^34d2^239 + (4 + 3a + 2a^2)d1^35d2^239 + (2 + 2a + 1a^2)d1^36d2^239 + (1 + 4a + 0a^2)d1^37d2^239 + (0 + 2a + 1a^2)d1^38d2^239 + (1 + 3a + 1a^2)d1^39d2^239 + (0 + 4a + 0a^2)d1^40d2^239 + (0 + 0a + 2a^2)d1^41d2^239 + (3 + 3a + 1a^2)d1^42d2^239 + (2 + 2a + 2a^2)d1^43d2^239 + (2 + 2a + 1a^2)d1^44d2^239 + (2 + 3a + 2a^2)d1^45d2^239 + (4 + 1a + 1a^2)d1^46d2^239 + (4 + 4a + 4a^2)d1^47d2^239 + (2 + 1a + 1a^2)d1^48d2^239 + (0 + 0a + 4a^2)d1^49d2^239 + (0 + 1a + 4a^2)d1^50d2^239 + (4 + 4a + 1a^2)d1^51d2^239 + (4 + 3a + 3a^2)d1^52d2^239 + (3 + 3a + 3a^2)d1^53d2^239 + (2 + 1a + 0a^2)d1^54d2^239 + (2 + 0a + 0a^2)d1^55d2^239 + (2 + 2a + 1a^2)d1^56d2^239 + (2 + 2a + 1a^2)d1^57d2^239 + (3 + 1a + 1a^2)d1^58d2^239 + (2 + 0a + 2a^2)d1^59d2^239 + (1 + 4a + 0a^2)d1^60d2^239 + (1 + 3a + 1a^2)d1^61d2^239 + (1 + 0a + 3a^2)d1^62d2^239 + (3 + 3a + 1a^2)d1^63d2^239 + (4 + 3a + 0a^2)d1^64d2^239 + (2 + 1a + 0a^2)d1^65d2^239 + (1 + 1a + 0a^2)d1^66d2^239 + (0 + 3a + 3a^2)d1^67d2^239 + (1 + 1a + 1a^2)d1^68d2^239 + (1 + 3a + 1a^2)d1^69d2^239 + (3 + 4a + 1a^2)d1^70d2^239 + (2 + 4a + 0a^2)d1^71d2^239 + (1 + 3a + 3a^2)d1^72d2^239 + (3 + 3a + 1a^2)d1^73d2^239 + (3 + 2a + 3a^2)d1^74d2^239 + (4 + 4a + 3a^2)d1^75d2^239 + (2 + 3a + 2a^2)d1^76d2^239 + (0 + 0a + 4a^2)d1^77d2^239 + (2 + 3a + 3a^2)d1^79d2^239 + (4 + 3a + 1a^2)d1^80d2^239 + (4 + 3a + 1a^2)d1^81d2^239 + (3 + 3a + 1a^2)d1^82d2^239 + (3 + 4a + 0a^2)d1^83d2^239 + (1 + 4a + 0a^2)d1^84d2^239 + (0 + 2a + 3a^2)d1^85d2^239 + (4 + 1a + 4a^2)d1^86d2^239 + (1 + 0a + 2a^2)d1^87d2^239 + (3 + 2a + 2a^2)d1^88d2^239 + (1 + 3a + 0a^2)d1^89d2^239 + (1 + 2a + 1a^2)d1^90d2^239 + (0 + 1a + 4a^2)d1^91d2^239 + (3 + 3a + 3a^2)d1^92d2^239 + (4 + 2a + 0a^2)d1^93d2^239 + (3 + 1a + 4a^2)d1^94d2^239 + (2 + 1a + 4a^2)d1^95d2^239 + (4 + 2a + 3a^2)d1^96d2^239 + (1 + 1a + 4a^2)d1^97d2^239 + (2 + 2a + 3a^2)d1^98d2^239 + (3 + 4a + 2a^2)d1^100d2^239 + (4 + 1a + 0a^2)d1^101d2^239 + (2 + 1a + 4a^2)d1^102d2^239 + (4 + 3a + 0a^2)d1^103d2^239 + (2 + 4a + 2a^2)d1^104d2^239 + (3 + 3a + 2a^2)d1^105d2^239 + (1 + 4a + 4a^2)d1^106d2^239 + (1 + 1a + 4a^2)d1^107d2^239 + (2 + 2a + 1a^2)d1^108d2^239 + (0 + 4a + 3a^2)d1^109d2^239 + (0 + 3a + 4a^2)d1^110d2^239 + (3 + 2a + 3a^2)d1^111d2^239 + (0 + 3a + 1a^2)d1^112d2^239 + (1 + 3a + 2a^2)d1^113d2^239 + (1 + 1a + 2a^2)d1^114d2^239 + (4 + 3a + 3a^2)d1^115d2^239 + (1 + 3a + 3a^2)d1^116d2^239 + (1 + 0a + 2a^2)d1^117d2^239 + (1 + 2a + 1a^2)d1^118d2^239 + (0 + 3a + 4a^2)d1^119d2^239 + (1 + 1a + 4a^2)d1^120d2^239 + (0 + 0a + 3a^2)d1^121d2^239 + (1 + 3a + 4a^2)d1^122d2^239 + (0 + 2a + 3a^2)d1^123d2^239 + (1 + 1a + 4a^2)d1^124d2^239 + (1 + 4a + 3a^2)d1^125d2^239 + (4 + 4a + 1a^2)d1^126d2^239 + (1 + 3a + 0a^2)d1^127d2^239 + (1 + 4a + 4a^2)d1^128d2^239 + (2 + 2a + 1a^2)d1^129d2^239 + (3 + 2a + 3a^2)d1^130d2^239 + (0 + 2a + 2a^2)d1^132d2^239 + (3 + 2a + 2a^2)d1^133d2^239 + (2 + 3a + 2a^2)d1^134d2^239 + (2 + 0a + 0a^2)d1^135d2^239 + (2 + 3a + 1a^2)d1^136d2^239 + (2 + 0a + 1a^2)d1^137d2^239 + (3 + 1a + 3a^2)d1^138d2^239 + (1 + 2a + 1a^2)d1^139d2^239 + (3 + 0a + 1a^2)d1^140d2^239 + (0 + 2a + 3a^2)d1^141d2^239 + (2 + 1a + 4a^2)d1^142d2^239 + (4 + 4a + 2a^2)d1^143d2^239 + (4 + 3a + 1a^2)d1^144d2^239 + (4 + 3a + 2a^2)d1^145d2^239 + (1 + 0a + 0a^2)d1^146d2^239 + (0 + 3a + 2a^2)d1^147d2^239 + (1 + 2a + 4a^2)d1^148d2^239 + (4 + 2a + 0a^2)d1^149d2^239 + (4 + 3a + 1a^2)d1^150d2^239 + (2 + 3a + 2a^2)d1^151d2^239 + (0 + 3a + 0a^2)d1^152d2^239 + (0 + 4a + 2a^2)d1^153d2^239 + (0 + 3a + 1a^2)d1^154d2^239 + (0 + 1a + 4a^2)d1^155d2^239 + (2 + 4a + 0a^2)d1^156d2^239 + (2 + 1a + 2a^2)d1^157d2^239 + (4 + 1a + 0a^2)d1^158d2^239 + (4 + 4a + 3a^2)d1^159d2^239 + (2 + 2a + 2a^2)d1^160d2^239 + (1 + 3a + 4a^2)d1^161d2^239 + (3 + 4a + 0a^2)d1^162d2^239 + (0 + 1a + 3a^2)d1^163d2^239 + (4 + 1a + 4a^2)d1^164d2^239 + (1 + 2a + 0a^2)d1^165d2^239 + (1 + 1a + 4a^2)d1^166d2^239 + (0 + 2a + 3a^2)d1^167d2^239 + (1 + 0a + 0a^2)d1^168d2^239 + (4 + 2a + 3a^2)d1^169d2^239 + (2 + 1a + 0a^2)d1^170d2^239 + (0 + 4a + 4a^2)d1^171d2^239 + (1 + 3a + 0a^2)d1^172d2^239 + (4 + 4a + 1a^2)d1^173d2^239 + (1 + 4a + 0a^2)d1^174d2^239 + (4 + 2a + 0a^2)d1^175d2^239 + (0 + 3a + 0a^2)d1^176d2^239 + (2 + 4a + 2a^2)d1^177d2^239 + (1 + 1a + 0a^2)d1^178d2^239 + (1 + 2a + 0a^2)d1^179d2^239 + (1 + 3a + 0a^2)d1^180d2^239 + (3 + 3a + 0a^2)d1^181d2^239 + (4 + 3a + 2a^2)d1^182d2^239 + (3 + 2a + 0a^2)d1^183d2^239 + (2 + 0a + 4a^2)d1^184d2^239 + (3 + 1a + 0a^2)d1^185d2^239 + (1 + 4a + 0a^2)d1^186d2^239 + (3 + 2a + 3a^2)d1^187d2^239 + (1 + 1a + 3a^2)d1^188d2^239 + (3 + 2a + 4a^2)d1^189d2^239 + (4 + 1a + 0a^2)d1^190d2^239 + (2 + 4a + 0a^2)d1^192d2^239 + (1 + 2a + 1a^2)d1^193d2^239 + (4 + 1a + 3a^2)d1^194d2^239 + (3 + 0a + 3a^2)d1^195d2^239 + (2 + 2a + 0a^2)d1^196d2^239 + (4 + 0a + 2a^2)d1^197d2^239 + (1 + 3a + 4a^2)d1^198d2^239 + (4 + 1a + 0a^2)d1^199d2^239 + (2 + 4a + 4a^2)d1^200d2^239 + (4 + 2a + 2a^2)d1^201d2^239 + (4 + 4a + 1a^2)d1^203d2^239 + (0 + 1a + 4a^2)d1^204d2^239 + (3 + 1a + 3a^2)d1^205d2^239 + (0 + 0a + 2a^2)d1^206d2^239 + (2 + 0a + 2a^2)d1^207d2^239 + (4 + 0a + 3a^2)d1^208d2^239 + (0 + 1a + 3a^2)d1^209d2^239 + (1 + 0a + 0a^2)d1^210d2^239 + (3 + 3a + 0a^2)d1^211d2^239 + (1 + 1a + 3a^2)d1^212d2^239 + (0 + 0a + 4a^2)d1^213d2^239 + (1 + 0a + 3a^2)d1^214d2^239 + (3 + 2a + 0a^2)d1^215d2^239 + (3 + 2a + 4a^2)d1^216d2^239 + (3 + 0a + 3a^2)d1^217d2^239 + (4 + 1a + 2a^2)d1^218d2^239 + (1 + 1a + 4a^2)d1^219d2^239 + (0 + 1a + 3a^2)d1^220d2^239 + (2 + 1a + 2a^2)d1^221d2^239 + (2 + 4a + 3a^2)d1^222d2^239 + (3 + 2a + 3a^2)d1^223d2^239 + (4 + 4a + 4a^2)d1^224d2^239 + (2 + 3a + 4a^2)d1^225d2^239 + (1 + 3a + 1a^2)d1^226d2^239 + (2 + 2a + 4a^2)d1^227d2^239 + (1 + 3a + 0a^2)d1^228d2^239 + (0 + 1a + 4a^2)d1^229d2^239 + (2 + 1a + 4a^2)d1^230d2^239 + (3 + 4a + 1a^2)d1^231d2^239 + (1 + 3a + 2a^2)d1^232d2^239 + (1 + 4a + 2a^2)d1^233d2^239 + (3 + 3a + 4a^2)d1^234d2^239 + (1 + 1a + 2a^2)d1^235d2^239 + (1 + 0a + 4a^2)d1^236d2^239 + (3 + 0a + 4a^2)d1^237d2^239 + (4 + 3a + 0a^2)d1^238d2^239 + (2 + 3a + 0a^2)d1^239d2^239 + (1 + 0a + 4a^2)d1^240d2^239 + (1 + 4a + 2a^2)d1^241d2^239 + (1 + 1a + 3a^2)d1^242d2^239 + (2 + 4a + 4a^2)d1^243d2^239 + (4 + 3a + 4a^2)d1^244d2^239 + (4 + 4a + 2a^2)d1^245d2^239 + (3 + 1a + 4a^2)d1^246d2^239 + (3 + 3a + 0a^2)d1^247d2^239 + (0 + 2a + 2a^2)d1^248d2^239 + (2 + 3a + 4a^2)d1^249d2^239 + (1 + 2a + 0a^2)d1^250d2^239 + (1 + 0a + 4a^2)d1^251d2^239 + (4 + 3a + 2a^2)d1^252d2^239 + (1 + 1a + 2a^2)d1^253d2^239 + (1 + 4a + 3a^2)d1^254d2^239 + (0 + 1a + 0a^2)d1^255d2^239 + (3 + 4a + 3a^2)d1^256d2^239 + (2 + 0a + 3a^2)d1^257d2^239 + (4 + 3a + 4a^2)d1^258d2^239 + (4 + 1a + 3a^2)d1^259d2^239 + (2 + 1a + 4a^2)d1^260d2^239 + (0 + 1a + 1a^2)d1^261d2^239 + (1 + 3a + 1a^2)d1^262d2^239 + (3 + 0a + 2a^2)d1^263d2^239 + (0 + 1a + 4a^2)d1^264d2^239 + (4 + 0a + 0a^2)d1^265d2^239 + (3 + 2a + 0a^2)d1^266d2^239 + (2 + 4a + 0a^2)d1^267d2^239 + (4 + 3a + 0a^2)d1^268d2^239 + (3 + 0a + 0a^2)d1^269d2^239 + (1 + 3a + 1a^2)d1^270d2^239 + (3 + 2a + 0a^2)d1^271d2^239 + (2 + 3a + 1a^2)d1^272d2^239 + (3 + 3a + 4a^2)d1^273d2^239 + (0 + 3a + 4a^2)d1^274d2^239 + (1 + 1a + 4a^2)d1^275d2^239 + (3 + 4a + 2a^2)d1^276d2^239 + (2 + 4a + 0a^2)d1^277d2^239 + (1 + 3a + 0a^2)d1^278d2^239 + (1 + 3a + 4a^2)d1^279d2^239 + (3 + 3a + 3a^2)d1^280d2^239 + (4 + 1a + 2a^2)d1^281d2^239 + (3 + 1a + 4a^2)d1^282d2^239 + (3 + 4a + 1a^2)d1^283d2^239 + (2 + 0a + 1a^2)d1^284d2^239 + (2 + 0a + 1a^2)d1^285d2^239 + (0 + 3a + 1a^2)d1^286d2^239 + (1 + 3a + 2a^2)d1^287d2^239 + (4 + 4a + 1a^2)d1^288d2^239 + (2 + 3a + 4a^2)d1^289d2^239 + (1 + 2a + 4a^2)d1^290d2^239 + (2 + 2a + 2a^2)d1^291d2^239 + (3 + 1a + 3a^2)d1^292d2^239 + (2 + 1a + 3a^2)d1^293d2^239 + (1 + 1a + 3a^2)d2^240 + (1 + 1a + 1a^2)d1^1d2^240 + (2 + 0a + 4a^2)d1^2d2^240 + (3 + 3a + 4a^2)d1^3d2^240 + (4 + 1a + 4a^2)d1^4d2^240 + (4 + 0a + 1a^2)d1^5d2^240 + (1 + 4a + 1a^2)d1^6d2^240 + (4 + 2a + 2a^2)d1^7d2^240 + (0 + 3a + 0a^2)d1^8d2^240 + (1 + 0a + 4a^2)d1^9d2^240 + (1 + 2a + 0a^2)d1^10d2^240 + (1 + 4a + 2a^2)d1^11d2^240 + (1 + 4a + 4a^2)d1^12d2^240 + (1 + 1a + 3a^2)d1^13d2^240 + (1 + 2a + 3a^2)d1^14d2^240 + (1 + 4a + 3a^2)d1^15d2^240 + (2 + 1a + 3a^2)d1^16d2^240 + (4 + 3a + 3a^2)d1^17d2^240 + (0 + 1a + 3a^2)d1^18d2^240 + (2 + 4a + 2a^2)d1^19d2^240 + (3 + 4a + 0a^2)d1^20d2^240 + (2 + 3a + 1a^2)d1^21d2^240 + (1 + 3a + 0a^2)d1^22d2^240 + (0 + 0a + 1a^2)d1^23d2^240 + (1 + 0a + 0a^2)d1^24d2^240 + (3 + 1a + 3a^2)d1^25d2^240 + (3 + 4a + 2a^2)d1^26d2^240 + (2 + 2a + 3a^2)d1^27d2^240 + (1 + 3a + 2a^2)d1^28d2^240 + (4 + 1a + 0a^2)d1^29d2^240 + (4 + 2a + 0a^2)d1^30d2^240 + (1 + 0a + 0a^2)d1^31d2^240 + (1 + 4a + 3a^2)d1^32d2^240 + (2 + 3a + 0a^2)d1^33d2^240 + (2 + 4a + 2a^2)d1^34d2^240 + (2 + 4a + 4a^2)d1^35d2^240 + (1 + 4a + 1a^2)d1^36d2^240 + (0 + 0a + 2a^2)d1^37d2^240 + (4 + 4a + 4a^2)d1^38d2^240 + (2 + 3a + 3a^2)d1^39d2^240 + (4 + 1a + 1a^2)d1^40d2^240 + (4 + 1a + 3a^2)d1^41d2^240 + (3 + 1a + 4a^2)d1^42d2^240 + (2 + 0a + 4a^2)d1^43d2^240 + (1 + 3a + 4a^2)d1^44d2^240 + (0 + 4a + 0a^2)d1^45d2^240 + (0 + 1a + 4a^2)d1^46d2^240 + (2 + 1a + 4a^2)d1^47d2^240 + (4 + 0a + 3a^2)d1^48d2^240 + (3 + 0a + 1a^2)d1^49d2^240 + (0 + 0a + 3a^2)d1^50d2^240 + (0 + 1a + 1a^2)d1^51d2^240 + (2 + 2a + 4a^2)d1^52d2^240 + (0 + 4a + 4a^2)d1^53d2^240 + (1 + 0a + 0a^2)d1^54d2^240 + (4 + 3a + 2a^2)d1^55d2^240 + (3 + 2a + 2a^2)d1^56d2^240 + (0 + 3a + 0a^2)d1^57d2^240 + (2 + 1a + 2a^2)d1^58d2^240 + (0 + 0a + 1a^2)d1^59d2^240 + (3 + 0a + 4a^2)d1^60d2^240 + (3 + 0a + 2a^2)d1^61d2^240 + (2 + 0a + 1a^2)d1^62d2^240 + (3 + 4a + 3a^2)d1^63d2^240 + (1 + 0a + 3a^2)d1^64d2^240 + (1 + 2a + 2a^2)d1^65d2^240 + (2 + 2a + 2a^2)d1^66d2^240 + (4 + 4a + 2a^2)d1^67d2^240 + (2 + 4a + 2a^2)d1^68d2^240 + (2 + 1a + 3a^2)d1^69d2^240 + (2 + 0a + 4a^2)d1^70d2^240 + (3 + 3a + 3a^2)d1^71d2^240 + (2 + 3a + 1a^2)d1^72d2^240 + (1 + 4a + 1a^2)d1^73d2^240 + (2 + 0a + 1a^2)d1^74d2^240 + (2 + 1a + 4a^2)d1^75d2^240 + (3 + 1a + 2a^2)d1^76d2^240 + (0 + 0a + 4a^2)d1^77d2^240 + (0 + 4a + 4a^2)d1^78d2^240 + (4 + 3a + 0a^2)d1^79d2^240 + (4 + 1a + 3a^2)d1^80d2^240 + (4 + 2a + 2a^2)d1^81d2^240 + (4 + 0a + 0a^2)d1^82d2^240 + (2 + 2a + 4a^2)d1^83d2^240 + (3 + 2a + 0a^2)d1^84d2^240 + (1 + 1a + 1a^2)d1^85d2^240 + (3 + 3a + 4a^2)d1^86d2^240 + (0 + 1a + 0a^2)d1^87d2^240 + (2 + 0a + 4a^2)d1^88d2^240 + (2 + 4a + 4a^2)d1^89d2^240 + (3 + 2a + 0a^2)d1^90d2^240 + (2 + 4a + 2a^2)d1^91d2^240 + (2 + 3a + 0a^2)d1^92d2^240 + (2 + 2a + 0a^2)d1^93d2^240 + (4 + 1a + 2a^2)d1^94d2^240 + (2 + 3a + 0a^2)d1^95d2^240 + (3 + 2a + 0a^2)d1^96d2^240 + (3 + 3a + 0a^2)d1^98d2^240 + (0 + 2a + 4a^2)d1^99d2^240 + (4 + 0a + 4a^2)d1^100d2^240 + (2 + 2a + 3a^2)d1^101d2^240 + (3 + 4a + 3a^2)d1^102d2^240 + (4 + 0a + 4a^2)d1^103d2^240 + (4 + 0a + 3a^2)d1^104d2^240 + (0 + 0a + 3a^2)d1^105d2^240 + (2 + 0a + 3a^2)d1^106d2^240 + (2 + 3a + 1a^2)d1^107d2^240 + (2 + 0a + 1a^2)d1^108d2^240 + (1 + 2a + 2a^2)d1^109d2^240 + (2 + 4a + 3a^2)d1^110d2^240 + (4 + 3a + 0a^2)d1^111d2^240 + (2 + 0a + 3a^2)d1^112d2^240 + (0 + 4a + 1a^2)d1^113d2^240 + (1 + 4a + 2a^2)d1^114d2^240 + (2 + 0a + 1a^2)d1^115d2^240 + (3 + 1a + 0a^2)d1^116d2^240 + (1 + 2a + 1a^2)d1^117d2^240 + (2 + 3a + 2a^2)d1^118d2^240 + (3 + 0a + 2a^2)d1^119d2^240 + (4 + 2a + 2a^2)d1^120d2^240 + (3 + 0a + 3a^2)d1^121d2^240 + (0 + 2a + 2a^2)d1^122d2^240 + (3 + 2a + 2a^2)d1^123d2^240 + (1 + 4a + 0a^2)d1^124d2^240 + (4 + 0a + 1a^2)d1^125d2^240 + (3 + 2a + 0a^2)d1^126d2^240 + (1 + 2a + 1a^2)d1^127d2^240 + (4 + 4a + 2a^2)d1^128d2^240 + (2 + 0a + 1a^2)d1^129d2^240 + (2 + 3a + 1a^2)d1^130d2^240 + (1 + 1a + 1a^2)d1^131d2^240 + (3 + 2a + 1a^2)d1^132d2^240 + (3 + 3a + 3a^2)d1^133d2^240 + (1 + 4a + 1a^2)d1^134d2^240 + (1 + 0a + 4a^2)d1^135d2^240 + (4 + 3a + 4a^2)d1^136d2^240 + (4 + 1a + 3a^2)d1^137d2^240 + (3 + 0a + 4a^2)d1^138d2^240 + (1 + 4a + 4a^2)d1^139d2^240 + (2 + 4a + 3a^2)d1^140d2^240 + (3 + 2a + 0a^2)d1^141d2^240 + (1 + 0a + 1a^2)d1^142d2^240 + (0 + 4a + 4a^2)d1^143d2^240 + (1 + 0a + 3a^2)d1^144d2^240 + (0 + 4a + 1a^2)d1^145d2^240 + (4 + 3a + 1a^2)d1^146d2^240 + (4 + 4a + 1a^2)d1^147d2^240 + (0 + 4a + 2a^2)d1^148d2^240 + (0 + 3a + 1a^2)d1^149d2^240 + (4 + 3a + 1a^2)d1^150d2^240 + (1 + 0a + 2a^2)d1^151d2^240 + (1 + 2a + 3a^2)d1^152d2^240 + (3 + 0a + 3a^2)d1^153d2^240 + (0 + 0a + 1a^2)d1^154d2^240 + (1 + 1a + 0a^2)d1^155d2^240 + (1 + 3a + 4a^2)d1^156d2^240 + (2 + 2a + 2a^2)d1^157d2^240 + (2 + 4a + 2a^2)d1^158d2^240 + (2 + 2a + 1a^2)d1^159d2^240 + (4 + 2a + 0a^2)d1^160d2^240 + (1 + 2a + 1a^2)d1^161d2^240 + (1 + 4a + 4a^2)d1^162d2^240 + (2 + 2a + 3a^2)d1^163d2^240 + (0 + 4a + 1a^2)d1^164d2^240 + (0 + 1a + 0a^2)d1^165d2^240 + (4 + 2a + 0a^2)d1^166d2^240 + (3 + 4a + 1a^2)d1^167d2^240 + (3 + 0a + 3a^2)d1^168d2^240 + (0 + 1a + 1a^2)d1^169d2^240 + (2 + 0a + 0a^2)d1^170d2^240 + (4 + 2a + 4a^2)d1^171d2^240 + (1 + 3a + 2a^2)d1^172d2^240 + (4 + 1a + 4a^2)d1^173d2^240 + (0 + 1a + 4a^2)d1^174d2^240 + (2 + 2a + 2a^2)d1^175d2^240 + (2 + 2a + 0a^2)d1^176d2^240 + (1 + 4a + 2a^2)d1^177d2^240 + (3 + 2a + 2a^2)d1^178d2^240 + (3 + 0a + 0a^2)d1^179d2^240 + (1 + 0a + 3a^2)d1^180d2^240 + (1 + 3a + 1a^2)d1^181d2^240 + (0 + 2a + 1a^2)d1^182d2^240 + (1 + 3a + 2a^2)d1^183d2^240 + (4 + 3a + 4a^2)d1^184d2^240 + (4 + 2a + 1a^2)d1^185d2^240 + (4 + 0a + 4a^2)d1^186d2^240 + (4 + 3a + 4a^2)d1^187d2^240 + (4 + 4a + 2a^2)d1^188d2^240 + (0 + 0a + 2a^2)d1^189d2^240 + (3 + 3a + 0a^2)d1^190d2^240 + (3 + 1a + 0a^2)d1^191d2^240 + (1 + 1a + 2a^2)d1^192d2^240 + (2 + 0a + 0a^2)d1^193d2^240 + (4 + 4a + 3a^2)d1^194d2^240 + (2 + 3a + 1a^2)d1^195d2^240 + (4 + 0a + 4a^2)d1^196d2^240 + (2 + 0a + 2a^2)d1^197d2^240 + (2 + 1a + 0a^2)d1^198d2^240 + (2 + 2a + 1a^2)d1^199d2^240 + (4 + 0a + 1a^2)d1^200d2^240 + (2 + 4a + 0a^2)d1^201d2^240 + (0 + 3a + 3a^2)d1^202d2^240 + (1 + 1a + 0a^2)d1^203d2^240 + (0 + 3a + 1a^2)d1^204d2^240 + (3 + 4a + 1a^2)d1^205d2^240 + (1 + 3a + 4a^2)d1^206d2^240 + (0 + 1a + 1a^2)d1^207d2^240 + (3 + 3a + 1a^2)d1^208d2^240 + (3 + 1a + 3a^2)d1^209d2^240 + (3 + 0a + 4a^2)d1^210d2^240 + (3 + 0a + 0a^2)d1^211d2^240 + (3 + 2a + 0a^2)d1^212d2^240 + (3 + 1a + 2a^2)d1^213d2^240 + (4 + 0a + 2a^2)d1^214d2^240 + (2 + 2a + 3a^2)d1^215d2^240 + (0 + 2a + 4a^2)d1^216d2^240 + (3 + 2a + 3a^2)d1^217d2^240 + (0 + 4a + 4a^2)d1^218d2^240 + (1 + 1a + 1a^2)d1^219d2^240 + (3 + 1a + 2a^2)d1^220d2^240 + (0 + 0a + 2a^2)d1^221d2^240 + (3 + 4a + 2a^2)d1^222d2^240 + (1 + 1a + 1a^2)d1^223d2^240 + (2 + 4a + 1a^2)d1^224d2^240 + (1 + 1a + 1a^2)d1^225d2^240 + (1 + 1a + 0a^2)d1^226d2^240 + (2 + 4a + 2a^2)d1^227d2^240 + (0 + 2a + 3a^2)d1^228d2^240 + (1 + 4a + 3a^2)d1^229d2^240 + (1 + 4a + 3a^2)d1^230d2^240 + (3 + 0a + 3a^2)d1^231d2^240 + (4 + 2a + 4a^2)d1^232d2^240 + (4 + 1a + 4a^2)d1^233d2^240 + (4 + 2a + 4a^2)d1^234d2^240 + (3 + 2a + 1a^2)d1^235d2^240 + (1 + 0a + 3a^2)d1^236d2^240 + (1 + 3a + 2a^2)d1^237d2^240 + (1 + 3a + 4a^2)d1^238d2^240 + (1 + 4a + 1a^2)d1^239d2^240 + (3 + 4a + 2a^2)d1^240d2^240 + (0 + 1a + 1a^2)d1^241d2^240 + (3 + 1a + 1a^2)d1^242d2^240 + (1 + 3a + 3a^2)d1^243d2^240 + (1 + 3a + 1a^2)d1^245d2^240 + (0 + 4a + 2a^2)d1^246d2^240 + (1 + 3a + 0a^2)d1^247d2^240 + (0 + 3a + 4a^2)d1^248d2^240 + (3 + 0a + 1a^2)d1^249d2^240 + (4 + 3a + 4a^2)d1^250d2^240 + (1 + 2a + 2a^2)d1^251d2^240 + (2 + 4a + 3a^2)d1^252d2^240 + (0 + 2a + 1a^2)d1^253d2^240 + (4 + 2a + 2a^2)d1^254d2^240 + (4 + 3a + 3a^2)d1^255d2^240 + (0 + 0a + 3a^2)d1^256d2^240 + (3 + 2a + 0a^2)d1^257d2^240 + (1 + 1a + 2a^2)d1^258d2^240 + (1 + 2a + 3a^2)d1^259d2^240 + (1 + 4a + 2a^2)d1^260d2^240 + (2 + 1a + 1a^2)d1^261d2^240 + (4 + 0a + 2a^2)d1^262d2^240 + (0 + 0a + 4a^2)d1^263d2^240 + (4 + 1a + 0a^2)d1^264d2^240 + (1 + 0a + 1a^2)d1^265d2^240 + (2 + 1a + 2a^2)d1^266d2^240 + (4 + 3a + 0a^2)d1^267d2^240 + (3 + 3a + 4a^2)d1^268d2^240 + (2 + 1a + 0a^2)d1^269d2^240 + (4 + 0a + 3a^2)d1^270d2^240 + (1 + 1a + 2a^2)d1^271d2^240 + (0 + 0a + 1a^2)d1^272d2^240 + (0 + 1a + 3a^2)d1^273d2^240 + (3 + 3a + 4a^2)d1^274d2^240 + (1 + 1a + 1a^2)d1^275d2^240 + (0 + 3a + 0a^2)d1^276d2^240 + (4 + 2a + 3a^2)d1^277d2^240 + (4 + 0a + 3a^2)d1^278d2^240 + (0 + 3a + 3a^2)d1^279d2^240 + (3 + 3a + 3a^2)d1^280d2^240 + (0 + 0a + 2a^2)d1^281d2^240 + (4 + 2a + 4a^2)d1^282d2^240 + (1 + 4a + 2a^2)d1^283d2^240 + (1 + 4a + 1a^2)d1^284d2^240 + (2 + 2a + 0a^2)d1^285d2^240 + (4 + 3a + 1a^2)d1^286d2^240 + (1 + 2a + 0a^2)d1^287d2^240 + (1 + 1a + 1a^2)d1^288d2^240 + (3 + 2a + 1a^2)d1^289d2^240 + (1 + 4a + 3a^2)d1^290d2^240 + (0 + 1a + 4a^2)d1^291d2^240 + (2 + 3a + 4a^2)d1^292d2^240 + (1 + 1a + 3a^2)d1^293d2^240 + (0 + 3a + 0a^2)d2^241 + (0 + 4a + 3a^2)d1^1d2^241 + (4 + 0a + 3a^2)d1^2d2^241 + (0 + 1a + 0a^2)d1^3d2^241 + (4 + 4a + 1a^2)d1^4d2^241 + (1 + 3a + 1a^2)d1^5d2^241 + (1 + 2a + 3a^2)d1^6d2^241 + (1 + 2a + 0a^2)d1^7d2^241 + (0 + 4a + 0a^2)d1^8d2^241 + (1 + 0a + 2a^2)d1^9d2^241 + (0 + 3a + 2a^2)d1^10d2^241 + (1 + 1a + 1a^2)d1^11d2^241 + (4 + 2a + 4a^2)d1^12d2^241 + (1 + 1a + 3a^2)d1^13d2^241 + (4 + 3a + 0a^2)d1^14d2^241 + (2 + 2a + 3a^2)d1^15d2^241 + (2 + 1a + 2a^2)d1^16d2^241 + (0 + 4a + 0a^2)d1^17d2^241 + (4 + 3a + 4a^2)d1^18d2^241 + (4 + 3a + 1a^2)d1^19d2^241 + (2 + 3a + 2a^2)d1^20d2^241 + (0 + 1a + 1a^2)d1^21d2^241 + (0 + 1a + 0a^2)d1^22d2^241 + (4 + 1a + 4a^2)d1^23d2^241 + (4 + 0a + 1a^2)d1^24d2^241 + (2 + 4a + 3a^2)d1^25d2^241 + (3 + 3a + 3a^2)d1^26d2^241 + (0 + 0a + 3a^2)d1^27d2^241 + (3 + 2a + 2a^2)d1^28d2^241 + (1 + 4a + 4a^2)d1^29d2^241 + (4 + 2a + 3a^2)d1^30d2^241 + (1 + 4a + 4a^2)d1^31d2^241 + (0 + 0a + 3a^2)d1^32d2^241 + (1 + 3a + 1a^2)d1^33d2^241 + (2 + 3a + 2a^2)d1^34d2^241 + (1 + 2a + 0a^2)d1^35d2^241 + (2 + 1a + 0a^2)d1^36d2^241 + (1 + 1a + 3a^2)d1^37d2^241 + (3 + 0a + 0a^2)d1^38d2^241 + (0 + 0a + 3a^2)d1^39d2^241 + (3 + 1a + 4a^2)d1^40d2^241 + (0 + 4a + 2a^2)d1^41d2^241 + (3 + 4a + 4a^2)d1^42d2^241 + (4 + 2a + 4a^2)d1^43d2^241 + (0 + 1a + 3a^2)d1^44d2^241 + (4 + 4a + 0a^2)d1^45d2^241 + (3 + 0a + 4a^2)d1^46d2^241 + (4 + 1a + 1a^2)d1^47d2^241 + (3 + 2a + 3a^2)d1^48d2^241 + (0 + 1a + 4a^2)d1^49d2^241 + (4 + 0a + 2a^2)d1^50d2^241 + (0 + 3a + 1a^2)d1^51d2^241 + (3 + 3a + 0a^2)d1^52d2^241 + (4 + 3a + 0a^2)d1^53d2^241 + (1 + 1a + 4a^2)d1^54d2^241 + (3 + 0a + 4a^2)d1^56d2^241 + (1 + 3a + 3a^2)d1^57d2^241 + (4 + 2a + 4a^2)d1^58d2^241 + (0 + 3a + 4a^2)d1^59d2^241 + (3 + 1a + 4a^2)d1^60d2^241 + (1 + 3a + 0a^2)d1^61d2^241 + (1 + 1a + 4a^2)d1^62d2^241 + (0 + 2a + 2a^2)d1^63d2^241 + (0 + 0a + 4a^2)d1^64d2^241 + (1 + 1a + 0a^2)d1^65d2^241 + (3 + 2a + 3a^2)d1^66d2^241 + (0 + 0a + 1a^2)d1^67d2^241 + (4 + 2a + 0a^2)d1^68d2^241 + (1 + 3a + 0a^2)d1^69d2^241 + (0 + 1a + 2a^2)d1^70d2^241 + (1 + 3a + 4a^2)d1^71d2^241 + (2 + 3a + 2a^2)d1^72d2^241 + (3 + 0a + 4a^2)d1^73d2^241 + (3 + 4a + 4a^2)d1^74d2^241 + (1 + 0a + 4a^2)d1^75d2^241 + (2 + 4a + 2a^2)d1^76d2^241 + (3 + 0a + 3a^2)d1^77d2^241 + (4 + 2a + 0a^2)d1^78d2^241 + (0 + 3a + 0a^2)d1^79d2^241 + (2 + 1a + 4a^2)d1^80d2^241 + (1 + 1a + 4a^2)d1^81d2^241 + (0 + 0a + 4a^2)d1^82d2^241 + (3 + 0a + 2a^2)d1^83d2^241 + (2 + 3a + 2a^2)d1^84d2^241 + (3 + 4a + 1a^2)d1^85d2^241 + (3 + 3a + 3a^2)d1^86d2^241 + (2 + 4a + 1a^2)d1^87d2^241 + (1 + 1a + 1a^2)d1^88d2^241 + (1 + 0a + 4a^2)d1^89d2^241 + (3 + 4a + 3a^2)d1^90d2^241 + (0 + 4a + 3a^2)d1^91d2^241 + (0 + 0a + 4a^2)d1^92d2^241 + (3 + 0a + 0a^2)d1^93d2^241 + (4 + 1a + 3a^2)d1^94d2^241 + (0 + 2a + 2a^2)d1^95d2^241 + (0 + 2a + 3a^2)d1^96d2^241 + (3 + 3a + 4a^2)d1^97d2^241 + (4 + 4a + 4a^2)d1^98d2^241 + (1 + 0a + 4a^2)d1^99d2^241 + (4 + 0a + 0a^2)d1^100d2^241 + (3 + 2a + 3a^2)d1^101d2^241 + (0 + 2a + 4a^2)d1^102d2^241 + (2 + 1a + 3a^2)d1^103d2^241 + (0 + 1a + 1a^2)d1^104d2^241 + (4 + 1a + 1a^2)d1^105d2^241 + (4 + 3a + 3a^2)d1^106d2^241 + (2 + 2a + 0a^2)d1^107d2^241 + (2 + 4a + 0a^2)d1^108d2^241 + (4 + 1a + 4a^2)d1^109d2^241 + (0 + 4a + 4a^2)d1^110d2^241 + (1 + 4a + 0a^2)d1^111d2^241 + (1 + 3a + 0a^2)d1^112d2^241 + (0 + 2a + 4a^2)d1^113d2^241 + (0 + 4a + 0a^2)d1^114d2^241 + (0 + 3a + 2a^2)d1^115d2^241 + (2 + 0a + 3a^2)d1^116d2^241 + (4 + 0a + 4a^2)d1^117d2^241 + (2 + 3a + 1a^2)d1^118d2^241 + (1 + 0a + 1a^2)d1^119d2^241 + (0 + 0a + 4a^2)d1^120d2^241 + (1 + 0a + 0a^2)d1^121d2^241 + (1 + 3a + 2a^2)d1^122d2^241 + (0 + 4a + 3a^2)d1^123d2^241 + (3 + 0a + 0a^2)d1^124d2^241 + (3 + 2a + 3a^2)d1^125d2^241 + (1 + 3a + 0a^2)d1^126d2^241 + (2 + 2a + 2a^2)d1^127d2^241 + (3 + 1a + 2a^2)d1^128d2^241 + (3 + 3a + 3a^2)d1^129d2^241 + (2 + 3a + 4a^2)d1^130d2^241 + (0 + 1a + 3a^2)d1^131d2^241 + (3 + 3a + 0a^2)d1^132d2^241 + (3 + 0a + 3a^2)d1^133d2^241 + (4 + 4a + 3a^2)d1^134d2^241 + (4 + 4a + 2a^2)d1^135d2^241 + (4 + 4a + 3a^2)d1^136d2^241 + (3 + 1a + 2a^2)d1^137d2^241 + (3 + 0a + 3a^2)d1^138d2^241 + (3 + 0a + 4a^2)d1^139d2^241 + (0 + 3a + 3a^2)d1^140d2^241 + (2 + 4a + 4a^2)d1^141d2^241 + (4 + 3a + 3a^2)d1^142d2^241 + (2 + 2a + 4a^2)d1^143d2^241 + (4 + 2a + 4a^2)d1^144d2^241 + (4 + 4a + 2a^2)d1^145d2^241 + (2 + 2a + 2a^2)d1^146d2^241 + (4 + 2a + 0a^2)d1^147d2^241 + (1 + 0a + 0a^2)d1^148d2^241 + (4 + 2a + 2a^2)d1^149d2^241 + (0 + 3a + 3a^2)d1^150d2^241 + (0 + 4a + 3a^2)d1^151d2^241 + (2 + 1a + 2a^2)d1^152d2^241 + (2 + 1a + 2a^2)d1^153d2^241 + (2 + 1a + 4a^2)d1^154d2^241 + (2 + 2a + 2a^2)d1^155d2^241 + (4 + 3a + 4a^2)d1^156d2^241 + (3 + 2a + 3a^2)d1^157d2^241 + (0 + 3a + 0a^2)d1^158d2^241 + (2 + 4a + 2a^2)d1^159d2^241 + (3 + 0a + 3a^2)d1^160d2^241 + (4 + 4a + 1a^2)d1^161d2^241 + (4 + 1a + 2a^2)d1^162d2^241 + (4 + 1a + 0a^2)d1^163d2^241 + (0 + 2a + 0a^2)d1^164d2^241 + (3 + 1a + 2a^2)d1^165d2^241 + (4 + 3a + 4a^2)d1^166d2^241 + (0 + 2a + 4a^2)d1^167d2^241 + (1 + 1a + 2a^2)d1^168d2^241 + (1 + 4a + 3a^2)d1^169d2^241 + (1 + 1a + 4a^2)d1^170d2^241 + (0 + 1a + 1a^2)d1^171d2^241 + (2 + 1a + 1a^2)d1^172d2^241 + (2 + 2a + 0a^2)d1^173d2^241 + (0 + 2a + 4a^2)d1^174d2^241 + (3 + 0a + 1a^2)d1^175d2^241 + (3 + 1a + 3a^2)d1^176d2^241 + (0 + 1a + 3a^2)d1^177d2^241 + (2 + 2a + 0a^2)d1^178d2^241 + (2 + 0a + 4a^2)d1^179d2^241 + (3 + 0a + 3a^2)d1^180d2^241 + (2 + 1a + 4a^2)d1^181d2^241 + (2 + 1a + 1a^2)d1^182d2^241 + (2 + 0a + 1a^2)d1^183d2^241 + (4 + 3a + 3a^2)d1^184d2^241 + (2 + 2a + 4a^2)d1^185d2^241 + (2 + 4a + 1a^2)d1^186d2^241 + (3 + 3a + 4a^2)d1^187d2^241 + (0 + 4a + 2a^2)d1^188d2^241 + (0 + 3a + 0a^2)d1^189d2^241 + (1 + 1a + 2a^2)d1^190d2^241 + (0 + 3a + 3a^2)d1^191d2^241 + (0 + 3a + 0a^2)d1^192d2^241 + (2 + 0a + 2a^2)d1^193d2^241 + (1 + 2a + 4a^2)d1^194d2^241 + (1 + 0a + 3a^2)d1^195d2^241 + (1 + 4a + 3a^2)d1^196d2^241 + (1 + 2a + 1a^2)d1^197d2^241 + (3 + 2a + 4a^2)d1^198d2^241 + (4 + 1a + 1a^2)d1^200d2^241 + (1 + 1a + 4a^2)d1^201d2^241 + (3 + 2a + 3a^2)d1^202d2^241 + (1 + 3a + 0a^2)d1^203d2^241 + (2 + 1a + 4a^2)d1^204d2^241 + (0 + 1a + 3a^2)d1^205d2^241 + (3 + 3a + 0a^2)d1^206d2^241 + (4 + 1a + 0a^2)d1^207d2^241 + (4 + 4a + 1a^2)d1^208d2^241 + (0 + 3a + 2a^2)d1^209d2^241 + (1 + 3a + 3a^2)d1^210d2^241 + (0 + 2a + 3a^2)d1^211d2^241 + (2 + 1a + 0a^2)d1^212d2^241 + (4 + 1a + 0a^2)d1^213d2^241 + (3 + 2a + 4a^2)d1^214d2^241 + (0 + 0a + 4a^2)d1^215d2^241 + (2 + 4a + 3a^2)d1^216d2^241 + (3 + 1a + 3a^2)d1^217d2^241 + (0 + 4a + 1a^2)d1^218d2^241 + (1 + 3a + 3a^2)d1^219d2^241 + (3 + 1a + 1a^2)d1^220d2^241 + (1 + 1a + 3a^2)d1^221d2^241 + (4 + 0a + 3a^2)d1^222d2^241 + (4 + 0a + 0a^2)d1^223d2^241 + (4 + 2a + 3a^2)d1^224d2^241 + (3 + 0a + 1a^2)d1^225d2^241 + (0 + 2a + 4a^2)d1^226d2^241 + (4 + 0a + 2a^2)d1^227d2^241 + (0 + 2a + 2a^2)d1^228d2^241 + (4 + 3a + 2a^2)d1^229d2^241 + (2 + 2a + 1a^2)d1^230d2^241 + (3 + 3a + 1a^2)d1^231d2^241 + (4 + 3a + 1a^2)d1^232d2^241 + (3 + 0a + 2a^2)d1^233d2^241 + (2 + 4a + 1a^2)d1^234d2^241 + (1 + 0a + 3a^2)d1^235d2^241 + (4 + 1a + 3a^2)d1^237d2^241 + (4 + 4a + 0a^2)d1^238d2^241 + (4 + 4a + 4a^2)d1^239d2^241 + (3 + 3a + 0a^2)d1^240d2^241 + (4 + 2a + 0a^2)d1^241d2^241 + (3 + 0a + 0a^2)d1^242d2^241 + (4 + 2a + 4a^2)d1^243d2^241 + (4 + 1a + 1a^2)d1^244d2^241 + (4 + 3a + 0a^2)d1^245d2^241 + (4 + 1a + 2a^2)d1^246d2^241 + (1 + 2a + 1a^2)d1^247d2^241 + (2 + 2a + 3a^2)d1^248d2^241 + (4 + 4a + 3a^2)d1^249d2^241 + (3 + 4a + 2a^2)d1^250d2^241 + (1 + 1a + 1a^2)d1^251d2^241 + (3 + 0a + 2a^2)d1^252d2^241 + (3 + 1a + 2a^2)d1^253d2^241 + (0 + 4a + 2a^2)d1^254d2^241 + (1 + 0a + 2a^2)d1^255d2^241 + (2 + 4a + 3a^2)d1^256d2^241 + (0 + 2a + 3a^2)d1^257d2^241 + (1 + 4a + 4a^2)d1^258d2^241 + (0 + 0a + 2a^2)d1^259d2^241 + (1 + 1a + 1a^2)d1^260d2^241 + (0 + 2a + 1a^2)d1^261d2^241 + (2 + 4a + 2a^2)d1^262d2^241 + (1 + 4a + 4a^2)d1^263d2^241 + (3 + 0a + 1a^2)d1^264d2^241 + (0 + 2a + 1a^2)d1^265d2^241 + (3 + 1a + 4a^2)d1^266d2^241 + (0 + 0a + 1a^2)d1^267d2^241 + (4 + 2a + 3a^2)d1^268d2^241 + (1 + 2a + 4a^2)d1^269d2^241 + (1 + 4a + 2a^2)d1^270d2^241 + (1 + 4a + 4a^2)d1^271d2^241 + (2 + 3a + 4a^2)d1^272d2^241 + (3 + 1a + 2a^2)d1^273d2^241 + (0 + 3a + 2a^2)d1^274d2^241 + (1 + 2a + 2a^2)d1^275d2^241 + (2 + 3a + 2a^2)d1^276d2^241 + (1 + 2a + 1a^2)d1^277d2^241 + (0 + 2a + 4a^2)d1^278d2^241 + (0 + 3a + 1a^2)d1^279d2^241 + (0 + 2a + 4a^2)d1^280d2^241 + (1 + 0a + 2a^2)d1^281d2^241 + (0 + 0a + 3a^2)d1^282d2^241 + (1 + 1a + 1a^2)d1^283d2^241 + (1 + 2a + 2a^2)d1^284d2^241 + (4 + 2a + 4a^2)d1^285d2^241 + (4 + 3a + 0a^2)d1^286d2^241 + (4 + 4a + 4a^2)d1^287d2^241 + (4 + 2a + 1a^2)d1^288d2^241 + (3 + 3a + 0a^2)d1^289d2^241 + (2 + 0a + 1a^2)d1^290d2^241 + (2 + 3a + 3a^2)d1^291d2^241 + (3 + 0a + 3a^2)d1^292d2^241 + (4 + 2a + 3a^2)d1^293d2^241 + (3 + 0a + 1a^2)d2^242 + (2 + 3a + 4a^2)d1^1d2^242 + (2 + 4a + 3a^2)d1^2d2^242 + (1 + 4a + 4a^2)d1^3d2^242 + (3 + 1a + 0a^2)d1^4d2^242 + (3 + 1a + 1a^2)d1^5d2^242 + (1 + 4a + 0a^2)d1^6d2^242 + (2 + 1a + 3a^2)d1^7d2^242 + (4 + 0a + 2a^2)d1^8d2^242 + (1 + 4a + 2a^2)d1^9d2^242 + (0 + 1a + 1a^2)d1^11d2^242 + (1 + 2a + 3a^2)d1^12d2^242 + (3 + 1a + 1a^2)d1^13d2^242 + (4 + 0a + 1a^2)d1^14d2^242 + (1 + 1a + 4a^2)d1^15d2^242 + (2 + 3a + 0a^2)d1^16d2^242 + (1 + 3a + 0a^2)d1^17d2^242 + (4 + 4a + 1a^2)d1^18d2^242 + (0 + 4a + 4a^2)d1^19d2^242 + (0 + 0a + 3a^2)d1^20d2^242 + (2 + 2a + 1a^2)d1^21d2^242 + (4 + 3a + 0a^2)d1^22d2^242 + (4 + 4a + 2a^2)d1^23d2^242 + (4 + 3a + 4a^2)d1^24d2^242 + (0 + 3a + 4a^2)d1^25d2^242 + (3 + 4a + 0a^2)d1^26d2^242 + (1 + 3a + 4a^2)d1^27d2^242 + (1 + 3a + 1a^2)d1^28d2^242 + (3 + 2a + 2a^2)d1^29d2^242 + (4 + 3a + 3a^2)d1^30d2^242 + (3 + 3a + 3a^2)d1^31d2^242 + (1 + 0a + 3a^2)d1^32d2^242 + (4 + 2a + 3a^2)d1^33d2^242 + (0 + 4a + 2a^2)d1^34d2^242 + (2 + 4a + 1a^2)d1^35d2^242 + (4 + 2a + 0a^2)d1^36d2^242 + (4 + 3a + 0a^2)d1^37d2^242 + (4 + 0a + 2a^2)d1^38d2^242 + (2 + 4a + 2a^2)d1^39d2^242 + (3 + 4a + 1a^2)d1^40d2^242 + (1 + 1a + 2a^2)d1^41d2^242 + (4 + 2a + 0a^2)d1^42d2^242 + (0 + 4a + 0a^2)d1^43d2^242 + (3 + 3a + 3a^2)d1^44d2^242 + (0 + 4a + 1a^2)d1^45d2^242 + (0 + 1a + 4a^2)d1^46d2^242 + (0 + 2a + 4a^2)d1^47d2^242 + (2 + 0a + 1a^2)d1^48d2^242 + (3 + 1a + 0a^2)d1^49d2^242 + (1 + 1a + 0a^2)d1^50d2^242 + (1 + 4a + 1a^2)d1^51d2^242 + (2 + 4a + 1a^2)d1^52d2^242 + (2 + 2a + 1a^2)d1^53d2^242 + (4 + 0a + 3a^2)d1^54d2^242 + (4 + 2a + 2a^2)d1^55d2^242 + (1 + 4a + 0a^2)d1^56d2^242 + (0 + 1a + 3a^2)d1^57d2^242 + (2 + 3a + 2a^2)d1^58d2^242 + (3 + 4a + 3a^2)d1^59d2^242 + (4 + 4a + 1a^2)d1^60d2^242 + (2 + 0a + 3a^2)d1^61d2^242 + (2 + 4a + 2a^2)d1^62d2^242 + (3 + 1a + 4a^2)d1^63d2^242 + (0 + 3a + 4a^2)d1^64d2^242 + (0 + 2a + 2a^2)d1^65d2^242 + (0 + 2a + 0a^2)d1^66d2^242 + (2 + 0a + 1a^2)d1^67d2^242 + (2 + 4a + 0a^2)d1^68d2^242 + (2 + 2a + 2a^2)d1^69d2^242 + (3 + 1a + 2a^2)d1^70d2^242 + (0 + 4a + 1a^2)d1^71d2^242 + (1 + 3a + 0a^2)d1^72d2^242 + (0 + 2a + 0a^2)d1^73d2^242 + (2 + 3a + 2a^2)d1^74d2^242 + (3 + 3a + 1a^2)d1^75d2^242 + (3 + 0a + 1a^2)d1^76d2^242 + (2 + 2a + 0a^2)d1^77d2^242 + (1 + 1a + 2a^2)d1^78d2^242 + (4 + 2a + 1a^2)d1^79d2^242 + (4 + 4a + 2a^2)d1^80d2^242 + (3 + 3a + 1a^2)d1^81d2^242 + (0 + 2a + 2a^2)d1^82d2^242 + (3 + 0a + 0a^2)d1^83d2^242 + (0 + 3a + 4a^2)d1^84d2^242 + (0 + 4a + 1a^2)d1^85d2^242 + (4 + 2a + 0a^2)d1^86d2^242 + (3 + 1a + 1a^2)d1^87d2^242 + (0 + 1a + 1a^2)d1^88d2^242 + (0 + 2a + 1a^2)d1^89d2^242 + (2 + 4a + 3a^2)d1^90d2^242 + (1 + 0a + 1a^2)d1^91d2^242 + (1 + 1a + 1a^2)d1^92d2^242 + (0 + 0a + 2a^2)d1^93d2^242 + (0 + 0a + 4a^2)d1^94d2^242 + (3 + 2a + 0a^2)d1^95d2^242 + (1 + 3a + 4a^2)d1^96d2^242 + (1 + 2a + 0a^2)d1^97d2^242 + (0 + 2a + 3a^2)d1^98d2^242 + (4 + 3a + 1a^2)d1^99d2^242 + (2 + 3a + 3a^2)d1^100d2^242 + (4 + 2a + 4a^2)d1^101d2^242 + (1 + 2a + 1a^2)d1^102d2^242 + (3 + 1a + 3a^2)d1^103d2^242 + (0 + 1a + 4a^2)d1^104d2^242 + (3 + 2a + 4a^2)d1^105d2^242 + (1 + 4a + 4a^2)d1^106d2^242 + (2 + 2a + 2a^2)d1^107d2^242 + (0 + 2a + 3a^2)d1^108d2^242 + (0 + 0a + 4a^2)d1^109d2^242 + (3 + 2a + 3a^2)d1^110d2^242 + (0 + 3a + 4a^2)d1^111d2^242 + (4 + 2a + 4a^2)d1^112d2^242 + (4 + 3a + 3a^2)d1^113d2^242 + (4 + 4a + 3a^2)d1^114d2^242 + (4 + 1a + 4a^2)d1^115d2^242 + (3 + 2a + 3a^2)d1^116d2^242 + (2 + 2a + 2a^2)d1^117d2^242 + (4 + 3a + 4a^2)d1^118d2^242 + (1 + 1a + 1a^2)d1^119d2^242 + (1 + 1a + 2a^2)d1^120d2^242 + (4 + 0a + 1a^2)d1^121d2^242 + (2 + 4a + 1a^2)d1^122d2^242 + (1 + 1a + 0a^2)d1^123d2^242 + (0 + 4a + 4a^2)d1^124d2^242 + (1 + 4a + 1a^2)d1^125d2^242 + (0 + 4a + 4a^2)d1^126d2^242 + (1 + 4a + 3a^2)d1^127d2^242 + (4 + 4a + 0a^2)d1^128d2^242 + (2 + 2a + 3a^2)d1^130d2^242 + (2 + 3a + 4a^2)d1^131d2^242 + (2 + 4a + 3a^2)d1^132d2^242 + (4 + 3a + 1a^2)d1^133d2^242 + (2 + 0a + 0a^2)d1^134d2^242 + (0 + 2a + 0a^2)d1^135d2^242 + (4 + 0a + 2a^2)d1^136d2^242 + (4 + 2a + 0a^2)d1^137d2^242 + (3 + 2a + 3a^2)d1^138d2^242 + (3 + 3a + 1a^2)d1^139d2^242 + (2 + 4a + 2a^2)d1^140d2^242 + (2 + 1a + 4a^2)d1^141d2^242 + (3 + 2a + 4a^2)d1^142d2^242 + (0 + 3a + 0a^2)d1^143d2^242 + (3 + 1a + 3a^2)d1^144d2^242 + (1 + 4a + 4a^2)d1^145d2^242 + (4 + 3a + 3a^2)d1^146d2^242 + (3 + 0a + 0a^2)d1^147d2^242 + (0 + 3a + 4a^2)d1^148d2^242 + (1 + 4a + 1a^2)d1^149d2^242 + (3 + 1a + 1a^2)d1^150d2^242 + (2 + 0a + 3a^2)d1^151d2^242 + (4 + 0a + 2a^2)d1^152d2^242 + (0 + 1a + 3a^2)d1^153d2^242 + (3 + 2a + 3a^2)d1^154d2^242 + (4 + 1a + 1a^2)d1^155d2^242 + (3 + 4a + 1a^2)d1^156d2^242 + (3 + 1a + 2a^2)d1^157d2^242 + (0 + 4a + 1a^2)d1^158d2^242 + (2 + 4a + 3a^2)d1^159d2^242 + (3 + 2a + 2a^2)d1^160d2^242 + (3 + 1a + 3a^2)d1^161d2^242 + (4 + 1a + 4a^2)d1^162d2^242 + (2 + 2a + 0a^2)d1^163d2^242 + (0 + 1a + 1a^2)d1^164d2^242 + (1 + 3a + 1a^2)d1^165d2^242 + (3 + 1a + 2a^2)d1^166d2^242 + (1 + 1a + 3a^2)d1^167d2^242 + (3 + 3a + 2a^2)d1^168d2^242 + (1 + 1a + 2a^2)d1^169d2^242 + (1 + 3a + 4a^2)d1^170d2^242 + (4 + 3a + 1a^2)d1^171d2^242 + (1 + 2a + 4a^2)d1^172d2^242 + (0 + 1a + 4a^2)d1^173d2^242 + (0 + 4a + 0a^2)d1^174d2^242 + (3 + 0a + 2a^2)d1^175d2^242 + (2 + 4a + 0a^2)d1^176d2^242 + (2 + 3a + 4a^2)d1^177d2^242 + (4 + 1a + 3a^2)d1^178d2^242 + (4 + 2a + 3a^2)d1^179d2^242 + (4 + 3a + 4a^2)d1^180d2^242 + (2 + 2a + 4a^2)d1^181d2^242 + (2 + 1a + 0a^2)d1^182d2^242 + (4 + 3a + 0a^2)d1^183d2^242 + (2 + 4a + 0a^2)d1^184d2^242 + (3 + 0a + 0a^2)d1^185d2^242 + (0 + 3a + 2a^2)d1^186d2^242 + (0 + 1a + 4a^2)d1^187d2^242 + (3 + 2a + 2a^2)d1^188d2^242 + (2 + 0a + 4a^2)d1^189d2^242 + (0 + 3a + 4a^2)d1^190d2^242 + (3 + 4a + 3a^2)d1^191d2^242 + (4 + 1a + 4a^2)d1^192d2^242 + (1 + 2a + 4a^2)d1^193d2^242 + (0 + 1a + 3a^2)d1^194d2^242 + (2 + 0a + 0a^2)d1^195d2^242 + (2 + 3a + 3a^2)d1^196d2^242 + (3 + 2a + 3a^2)d1^197d2^242 + (4 + 2a + 3a^2)d1^198d2^242 + (0 + 4a + 3a^2)d1^199d2^242 + (0 + 3a + 0a^2)d1^200d2^242 + (0 + 2a + 3a^2)d1^201d2^242 + (1 + 0a + 4a^2)d1^202d2^242 + (1 + 3a + 3a^2)d1^203d2^242 + (0 + 2a + 2a^2)d1^204d2^242 + (0 + 0a + 2a^2)d1^205d2^242 + (0 + 2a + 2a^2)d1^206d2^242 + (2 + 3a + 3a^2)d1^207d2^242 + (3 + 2a + 4a^2)d1^208d2^242 + (2 + 0a + 4a^2)d1^209d2^242 + (2 + 0a + 4a^2)d1^210d2^242 + (0 + 2a + 2a^2)d1^211d2^242 + (0 + 1a + 3a^2)d1^212d2^242 + (1 + 3a + 3a^2)d1^213d2^242 + (3 + 2a + 4a^2)d1^214d2^242 + (0 + 2a + 1a^2)d1^215d2^242 + (2 + 1a + 1a^2)d1^216d2^242 + (1 + 1a + 4a^2)d1^217d2^242 + (4 + 0a + 4a^2)d1^218d2^242 + (1 + 3a + 3a^2)d1^219d2^242 + (3 + 4a + 3a^2)d1^220d2^242 + (2 + 1a + 4a^2)d1^221d2^242 + (1 + 3a + 2a^2)d1^222d2^242 + (0 + 0a + 4a^2)d1^223d2^242 + (0 + 4a + 2a^2)d1^224d2^242 + (4 + 1a + 2a^2)d1^225d2^242 + (2 + 2a + 3a^2)d1^226d2^242 + (4 + 1a + 4a^2)d1^227d2^242 + (2 + 1a + 2a^2)d1^228d2^242 + (3 + 1a + 4a^2)d1^229d2^242 + (4 + 1a + 3a^2)d1^230d2^242 + (4 + 2a + 2a^2)d1^231d2^242 + (1 + 4a + 2a^2)d1^232d2^242 + (3 + 0a + 4a^2)d1^233d2^242 + (3 + 0a + 3a^2)d1^234d2^242 + (1 + 3a + 3a^2)d1^235d2^242 + (0 + 1a + 4a^2)d1^236d2^242 + (1 + 2a + 2a^2)d1^237d2^242 + (0 + 3a + 0a^2)d1^238d2^242 + (4 + 2a + 3a^2)d1^239d2^242 + (2 + 4a + 1a^2)d1^240d2^242 + (2 + 0a + 4a^2)d1^241d2^242 + (3 + 1a + 3a^2)d1^242d2^242 + (1 + 0a + 3a^2)d1^243d2^242 + (1 + 0a + 1a^2)d1^244d2^242 + (1 + 1a + 2a^2)d1^245d2^242 + (3 + 4a + 4a^2)d1^246d2^242 + (0 + 1a + 4a^2)d1^247d2^242 + (3 + 2a + 0a^2)d1^248d2^242 + (3 + 0a + 2a^2)d1^249d2^242 + (4 + 1a + 4a^2)d1^250d2^242 + (0 + 4a + 0a^2)d1^251d2^242 + (0 + 1a + 2a^2)d1^252d2^242 + (1 + 2a + 3a^2)d1^253d2^242 + (0 + 1a + 2a^2)d1^254d2^242 + (3 + 4a + 4a^2)d1^255d2^242 + (1 + 1a + 0a^2)d1^256d2^242 + (2 + 0a + 2a^2)d1^257d2^242 + (2 + 2a + 1a^2)d1^258d2^242 + (1 + 0a + 2a^2)d1^259d2^242 + (2 + 2a + 2a^2)d1^260d2^242 + (1 + 0a + 3a^2)d1^261d2^242 + (2 + 3a + 4a^2)d1^262d2^242 + (4 + 3a + 2a^2)d1^263d2^242 + (3 + 3a + 0a^2)d1^264d2^242 + (2 + 0a + 3a^2)d1^265d2^242 + (2 + 2a + 4a^2)d1^266d2^242 + (3 + 2a + 0a^2)d1^267d2^242 + (0 + 1a + 4a^2)d1^268d2^242 + (2 + 3a + 1a^2)d1^269d2^242 + (2 + 0a + 1a^2)d1^270d2^242 + (3 + 0a + 2a^2)d1^271d2^242 + (3 + 3a + 1a^2)d1^272d2^242 + (2 + 3a + 3a^2)d1^273d2^242 + (4 + 0a + 2a^2)d1^274d2^242 + (1 + 2a + 4a^2)d1^275d2^242 + (0 + 2a + 0a^2)d1^276d2^242 + (2 + 3a + 4a^2)d1^277d2^242 + (2 + 1a + 0a^2)d1^278d2^242 + (3 + 4a + 0a^2)d1^279d2^242 + (3 + 1a + 2a^2)d1^280d2^242 + (4 + 3a + 2a^2)d1^281d2^242 + (0 + 0a + 2a^2)d1^282d2^242 + (3 + 2a + 3a^2)d1^283d2^242 + (1 + 0a + 4a^2)d1^284d2^242 + (2 + 3a + 2a^2)d1^285d2^242 + (0 + 0a + 2a^2)d1^286d2^242 + (1 + 0a + 3a^2)d1^287d2^242 + (2 + 4a + 1a^2)d1^288d2^242 + (1 + 1a + 4a^2)d1^289d2^242 + (0 + 1a + 0a^2)d1^290d2^242 + (0 + 3a + 2a^2)d1^291d2^242 + (1 + 2a + 2a^2)d1^292d2^242 + (3 + 1a + 4a^2)d1^293d2^242 + (1 + 4a + 4a^2)d2^243 + (4 + 2a + 4a^2)d1^1d2^243 + (1 + 0a + 4a^2)d1^2d2^243 + (1 + 3a + 2a^2)d1^3d2^243 + (1 + 1a + 4a^2)d1^4d2^243 + (0 + 0a + 3a^2)d1^5d2^243 + (3 + 3a + 0a^2)d1^6d2^243 + (3 + 1a + 0a^2)d1^7d2^243 + (3 + 3a + 1a^2)d1^8d2^243 + (0 + 1a + 3a^2)d1^9d2^243 + (3 + 2a + 4a^2)d1^10d2^243 + (0 + 0a + 2a^2)d1^11d2^243 + (2 + 1a + 3a^2)d1^12d2^243 + (3 + 1a + 3a^2)d1^13d2^243 + (1 + 3a + 3a^2)d1^14d2^243 + (3 + 3a + 0a^2)d1^15d2^243 + (4 + 0a + 0a^2)d1^16d2^243 + (3 + 0a + 4a^2)d1^17d2^243 + (0 + 1a + 3a^2)d1^18d2^243 + (3 + 1a + 1a^2)d1^19d2^243 + (3 + 2a + 4a^2)d1^20d2^243 + (2 + 0a + 0a^2)d1^21d2^243 + (3 + 0a + 4a^2)d1^22d2^243 + (4 + 4a + 0a^2)d1^23d2^243 + (0 + 1a + 4a^2)d1^24d2^243 + (3 + 4a + 0a^2)d1^25d2^243 + (1 + 0a + 0a^2)d1^26d2^243 + (4 + 3a + 2a^2)d1^27d2^243 + (2 + 2a + 2a^2)d1^28d2^243 + (1 + 1a + 4a^2)d1^29d2^243 + (4 + 1a + 2a^2)d1^30d2^243 + (1 + 4a + 3a^2)d1^31d2^243 + (2 + 4a + 3a^2)d1^32d2^243 + (4 + 4a + 1a^2)d1^33d2^243 + (0 + 1a + 4a^2)d1^34d2^243 + (3 + 1a + 4a^2)d1^35d2^243 + (2 + 4a + 3a^2)d1^36d2^243 + (3 + 0a + 0a^2)d1^37d2^243 + (0 + 4a + 2a^2)d1^38d2^243 + (4 + 1a + 2a^2)d1^39d2^243 + (0 + 0a + 4a^2)d1^40d2^243 + (4 + 3a + 1a^2)d1^41d2^243 + (3 + 1a + 2a^2)d1^42d2^243 + (2 + 3a + 2a^2)d1^43d2^243 + (0 + 3a + 0a^2)d1^44d2^243 + (0 + 4a + 2a^2)d1^45d2^243 + (0 + 4a + 3a^2)d1^46d2^243 + (3 + 3a + 0a^2)d1^47d2^243 + (1 + 4a + 4a^2)d1^48d2^243 + (0 + 1a + 1a^2)d1^49d2^243 + (0 + 2a + 4a^2)d1^50d2^243 + (0 + 2a + 3a^2)d1^51d2^243 + (2 + 2a + 4a^2)d1^52d2^243 + (1 + 3a + 4a^2)d1^53d2^243 + (0 + 4a + 1a^2)d1^54d2^243 + (3 + 1a + 3a^2)d1^55d2^243 + (0 + 1a + 1a^2)d1^56d2^243 + (0 + 3a + 3a^2)d1^57d2^243 + (2 + 3a + 4a^2)d1^58d2^243 + (1 + 4a + 3a^2)d1^59d2^243 + (3 + 0a + 0a^2)d1^60d2^243 + (2 + 0a + 0a^2)d1^61d2^243 + (4 + 2a + 2a^2)d1^62d2^243 + (4 + 0a + 0a^2)d1^63d2^243 + (2 + 1a + 0a^2)d1^64d2^243 + (2 + 2a + 2a^2)d1^65d2^243 + (3 + 0a + 1a^2)d1^66d2^243 + (0 + 0a + 4a^2)d1^68d2^243 + (3 + 3a + 2a^2)d1^69d2^243 + (4 + 2a + 1a^2)d1^70d2^243 + (4 + 4a + 4a^2)d1^71d2^243 + (3 + 4a + 4a^2)d1^72d2^243 + (1 + 1a + 0a^2)d1^73d2^243 + (1 + 3a + 0a^2)d1^74d2^243 + (2 + 3a + 3a^2)d1^75d2^243 + (4 + 1a + 2a^2)d1^76d2^243 + (4 + 0a + 0a^2)d1^77d2^243 + (4 + 1a + 3a^2)d1^78d2^243 + (2 + 3a + 1a^2)d1^79d2^243 + (3 + 2a + 2a^2)d1^80d2^243 + (2 + 0a + 3a^2)d1^81d2^243 + (0 + 3a + 0a^2)d1^82d2^243 + (0 + 0a + 4a^2)d1^83d2^243 + (1 + 1a + 0a^2)d1^84d2^243 + (2 + 3a + 1a^2)d1^85d2^243 + (0 + 4a + 2a^2)d1^86d2^243 + (3 + 4a + 4a^2)d1^87d2^243 + (3 + 0a + 0a^2)d1^88d2^243 + (4 + 3a + 1a^2)d1^89d2^243 + (2 + 1a + 3a^2)d1^90d2^243 + (3 + 0a + 2a^2)d1^91d2^243 + (4 + 0a + 3a^2)d1^92d2^243 + (4 + 2a + 1a^2)d1^93d2^243 + (1 + 2a + 0a^2)d1^94d2^243 + (0 + 1a + 1a^2)d1^95d2^243 + (2 + 2a + 3a^2)d1^96d2^243 + (4 + 0a + 1a^2)d1^97d2^243 + (3 + 3a + 1a^2)d1^98d2^243 + (1 + 4a + 2a^2)d1^99d2^243 + (4 + 4a + 3a^2)d1^100d2^243 + (1 + 2a + 3a^2)d1^101d2^243 + (3 + 0a + 2a^2)d1^102d2^243 + (0 + 1a + 3a^2)d1^103d2^243 + (0 + 1a + 0a^2)d1^104d2^243 + (0 + 0a + 1a^2)d1^105d2^243 + (3 + 3a + 0a^2)d1^106d2^243 + (1 + 4a + 4a^2)d1^107d2^243 + (0 + 1a + 1a^2)d1^108d2^243 + (1 + 3a + 2a^2)d1^109d2^243 + (2 + 0a + 2a^2)d1^110d2^243 + (3 + 3a + 2a^2)d1^111d2^243 + (2 + 0a + 2a^2)d1^112d2^243 + (0 + 4a + 2a^2)d1^113d2^243 + (4 + 3a + 2a^2)d1^114d2^243 + (4 + 2a + 2a^2)d1^115d2^243 + (3 + 4a + 0a^2)d1^116d2^243 + (4 + 3a + 3a^2)d1^117d2^243 + (3 + 4a + 2a^2)d1^118d2^243 + (1 + 0a + 1a^2)d1^119d2^243 + (4 + 2a + 2a^2)d1^120d2^243 + (0 + 4a + 4a^2)d1^121d2^243 + (2 + 4a + 1a^2)d1^122d2^243 + (0 + 1a + 3a^2)d1^123d2^243 + (1 + 2a + 4a^2)d1^124d2^243 + (1 + 0a + 0a^2)d1^125d2^243 + (3 + 1a + 0a^2)d1^126d2^243 + (4 + 1a + 0a^2)d1^127d2^243 + (4 + 0a + 2a^2)d1^128d2^243 + (3 + 1a + 2a^2)d1^129d2^243 + (1 + 4a + 4a^2)d1^130d2^243 + (1 + 0a + 2a^2)d1^131d2^243 + (2 + 2a + 1a^2)d1^132d2^243 + (4 + 2a + 2a^2)d1^133d2^243 + (2 + 3a + 3a^2)d1^134d2^243 + (4 + 1a + 1a^2)d1^135d2^243 + (1 + 3a + 1a^2)d1^136d2^243 + (2 + 0a + 2a^2)d1^137d2^243 + (4 + 0a + 2a^2)d1^138d2^243 + (3 + 0a + 2a^2)d1^139d2^243 + (4 + 0a + 4a^2)d1^140d2^243 + (0 + 3a + 2a^2)d1^141d2^243 + (1 + 0a + 3a^2)d1^142d2^243 + (3 + 0a + 2a^2)d1^143d2^243 + (3 + 2a + 0a^2)d1^144d2^243 + (3 + 1a + 4a^2)d1^145d2^243 + (1 + 0a + 4a^2)d1^146d2^243 + (2 + 3a + 0a^2)d1^147d2^243 + (1 + 0a + 2a^2)d1^148d2^243 + (4 + 1a + 2a^2)d1^149d2^243 + (4 + 3a + 1a^2)d1^150d2^243 + (0 + 1a + 3a^2)d1^151d2^243 + (3 + 2a + 4a^2)d1^152d2^243 + (2 + 0a + 1a^2)d1^153d2^243 + (2 + 3a + 1a^2)d1^154d2^243 + (3 + 2a + 2a^2)d1^155d2^243 + (3 + 1a + 0a^2)d1^156d2^243 + (3 + 2a + 0a^2)d1^157d2^243 + (1 + 2a + 3a^2)d1^158d2^243 + (2 + 3a + 0a^2)d1^159d2^243 + (1 + 1a + 3a^2)d1^160d2^243 + (4 + 0a + 3a^2)d1^161d2^243 + (3 + 0a + 1a^2)d1^162d2^243 + (0 + 1a + 2a^2)d1^163d2^243 + (4 + 2a + 1a^2)d1^164d2^243 + (4 + 2a + 1a^2)d1^165d2^243 + (1 + 0a + 3a^2)d1^166d2^243 + (3 + 3a + 2a^2)d1^167d2^243 + (2 + 4a + 0a^2)d1^168d2^243 + (1 + 1a + 3a^2)d1^169d2^243 + (3 + 1a + 4a^2)d1^170d2^243 + (1 + 0a + 4a^2)d1^171d2^243 + (4 + 2a + 4a^2)d1^172d2^243 + (1 + 0a + 2a^2)d1^173d2^243 + (4 + 1a + 2a^2)d1^174d2^243 + (2 + 2a + 4a^2)d1^175d2^243 + (2 + 1a + 2a^2)d1^176d2^243 + (4 + 0a + 2a^2)d1^177d2^243 + (4 + 3a + 3a^2)d1^178d2^243 + (0 + 2a + 2a^2)d1^179d2^243 + (0 + 4a + 0a^2)d1^180d2^243 + (3 + 0a + 2a^2)d1^181d2^243 + (3 + 3a + 3a^2)d1^182d2^243 + (3 + 3a + 1a^2)d1^183d2^243 + (1 + 1a + 2a^2)d1^184d2^243 + (2 + 1a + 0a^2)d1^185d2^243 + (3 + 2a + 2a^2)d1^186d2^243 + (2 + 1a + 0a^2)d1^187d2^243 + (0 + 3a + 4a^2)d1^188d2^243 + (0 + 3a + 4a^2)d1^189d2^243 + (4 + 3a + 1a^2)d1^190d2^243 + (3 + 3a + 1a^2)d1^191d2^243 + (0 + 3a + 3a^2)d1^192d2^243 + (2 + 3a + 1a^2)d1^193d2^243 + (2 + 0a + 3a^2)d1^194d2^243 + (2 + 2a + 2a^2)d1^195d2^243 + (4 + 4a + 4a^2)d1^196d2^243 + (2 + 0a + 4a^2)d1^197d2^243 + (0 + 1a + 3a^2)d1^198d2^243 + (3 + 1a + 2a^2)d1^199d2^243 + (0 + 4a + 3a^2)d1^200d2^243 + (2 + 0a + 1a^2)d1^201d2^243 + (4 + 4a + 1a^2)d1^202d2^243 + (3 + 3a + 1a^2)d1^203d2^243 + (4 + 3a + 3a^2)d1^204d2^243 + (0 + 3a + 0a^2)d1^205d2^243 + (4 + 4a + 3a^2)d1^206d2^243 + (3 + 2a + 1a^2)d1^207d2^243 + (3 + 4a + 1a^2)d1^208d2^243 + (2 + 3a + 4a^2)d1^209d2^243 + (1 + 2a + 1a^2)d1^210d2^243 + (1 + 1a + 1a^2)d1^211d2^243 + (4 + 1a + 4a^2)d1^212d2^243 + (2 + 2a + 4a^2)d1^213d2^243 + (4 + 3a + 1a^2)d1^214d2^243 + (0 + 3a + 1a^2)d1^215d2^243 + (1 + 2a + 4a^2)d1^216d2^243 + (2 + 4a + 3a^2)d1^217d2^243 + (0 + 1a + 1a^2)d1^218d2^243 + (0 + 3a + 2a^2)d1^219d2^243 + (3 + 0a + 3a^2)d1^220d2^243 + (0 + 4a + 3a^2)d1^221d2^243 + (0 + 1a + 1a^2)d1^222d2^243 + (1 + 1a + 3a^2)d1^223d2^243 + (0 + 1a + 0a^2)d1^224d2^243 + (3 + 4a + 0a^2)d1^225d2^243 + (0 + 4a + 1a^2)d1^226d2^243 + (3 + 1a + 1a^2)d1^227d2^243 + (3 + 1a + 4a^2)d1^228d2^243 + (4 + 2a + 1a^2)d1^229d2^243 + (3 + 3a + 0a^2)d1^230d2^243 + (4 + 2a + 3a^2)d1^231d2^243 + (3 + 3a + 0a^2)d1^232d2^243 + (1 + 0a + 4a^2)d1^233d2^243 + (1 + 1a + 0a^2)d1^234d2^243 + (2 + 0a + 4a^2)d1^235d2^243 + (4 + 1a + 4a^2)d1^236d2^243 + (3 + 4a + 2a^2)d1^237d2^243 + (2 + 1a + 4a^2)d1^238d2^243 + (1 + 1a + 1a^2)d1^239d2^243 + (4 + 2a + 3a^2)d1^240d2^243 + (2 + 4a + 3a^2)d1^241d2^243 + (4 + 1a + 0a^2)d1^242d2^243 + (3 + 4a + 1a^2)d1^243d2^243 + (0 + 4a + 0a^2)d1^244d2^243 + (1 + 1a + 0a^2)d1^245d2^243 + (1 + 2a + 3a^2)d1^246d2^243 + (1 + 2a + 0a^2)d1^247d2^243 + (4 + 4a + 4a^2)d1^248d2^243 + (3 + 4a + 0a^2)d1^249d2^243 + (1 + 4a + 3a^2)d1^250d2^243 + (1 + 1a + 1a^2)d1^251d2^243 + (1 + 3a + 1a^2)d1^252d2^243 + (4 + 1a + 3a^2)d1^253d2^243 + (1 + 0a + 3a^2)d1^254d2^243 + (2 + 1a + 0a^2)d1^255d2^243 + (0 + 1a + 0a^2)d1^256d2^243 + (2 + 2a + 4a^2)d1^257d2^243 + (4 + 1a + 1a^2)d1^258d2^243 + (0 + 4a + 1a^2)d1^259d2^243 + (3 + 2a + 2a^2)d1^260d2^243 + (2 + 2a + 0a^2)d1^261d2^243 + (1 + 2a + 3a^2)d1^262d2^243 + (0 + 4a + 3a^2)d1^263d2^243 + (0 + 1a + 0a^2)d1^264d2^243 + (3 + 2a + 3a^2)d1^265d2^243 + (1 + 3a + 1a^2)d1^266d2^243 + (3 + 0a + 1a^2)d1^267d2^243 + (1 + 1a + 3a^2)d1^268d2^243 + (0 + 4a + 1a^2)d1^269d2^243 + (0 + 4a + 0a^2)d1^270d2^243 + (0 + 2a + 2a^2)d1^271d2^243 + (1 + 2a + 0a^2)d1^272d2^243 + (4 + 0a + 2a^2)d1^273d2^243 + (0 + 2a + 2a^2)d1^274d2^243 + (1 + 2a + 0a^2)d1^275d2^243 + (2 + 4a + 2a^2)d1^276d2^243 + (2 + 3a + 0a^2)d1^277d2^243 + (2 + 3a + 1a^2)d1^278d2^243 + (4 + 4a + 2a^2)d1^279d2^243 + (0 + 1a + 1a^2)d1^280d2^243 + (0 + 3a + 1a^2)d1^281d2^243 + (3 + 1a + 2a^2)d1^282d2^243 + (1 + 0a + 0a^2)d1^283d2^243 + (1 + 4a + 1a^2)d1^284d2^243 + (2 + 3a + 0a^2)d1^285d2^243 + (0 + 2a + 1a^2)d1^286d2^243 + (2 + 4a + 1a^2)d1^287d2^243 + (0 + 3a + 1a^2)d1^288d2^243 + (1 + 2a + 3a^2)d1^289d2^243 + (1 + 4a + 0a^2)d1^290d2^243 + (4 + 3a + 3a^2)d1^291d2^243 + (0 + 3a + 3a^2)d1^292d2^243 + (0 + 1a + 2a^2)d1^293d2^243 + (2 + 3a + 2a^2)d2^244 + (0 + 3a + 1a^2)d1^1d2^244 + (1 + 0a + 2a^2)d1^2d2^244 + (2 + 2a + 1a^2)d1^3d2^244 + (0 + 4a + 1a^2)d1^4d2^244 + (2 + 3a + 3a^2)d1^5d2^244 + (3 + 0a + 1a^2)d1^6d2^244 + (2 + 3a + 4a^2)d1^7d2^244 + (4 + 2a + 4a^2)d1^8d2^244 + (4 + 4a + 0a^2)d1^9d2^244 + (1 + 3a + 1a^2)d1^10d2^244 + (4 + 1a + 1a^2)d1^11d2^244 + (4 + 0a + 4a^2)d1^12d2^244 + (2 + 2a + 4a^2)d1^13d2^244 + (2 + 3a + 3a^2)d1^14d2^244 + (0 + 4a + 3a^2)d1^15d2^244 + (0 + 0a + 4a^2)d1^16d2^244 + (2 + 4a + 1a^2)d1^17d2^244 + (1 + 3a + 3a^2)d1^18d2^244 + (1 + 4a + 2a^2)d1^19d2^244 + (1 + 4a + 2a^2)d1^20d2^244 + (1 + 3a + 3a^2)d1^21d2^244 + (2 + 4a + 3a^2)d1^22d2^244 + (2 + 1a + 3a^2)d1^23d2^244 + (2 + 3a + 3a^2)d1^24d2^244 + (4 + 1a + 4a^2)d1^25d2^244 + (0 + 1a + 1a^2)d1^26d2^244 + (4 + 1a + 1a^2)d1^27d2^244 + (4 + 1a + 1a^2)d1^28d2^244 + (4 + 3a + 1a^2)d1^29d2^244 + (3 + 2a + 0a^2)d1^30d2^244 + (0 + 2a + 1a^2)d1^31d2^244 + (0 + 3a + 3a^2)d1^32d2^244 + (1 + 2a + 4a^2)d1^33d2^244 + (4 + 2a + 1a^2)d1^34d2^244 + (1 + 1a + 0a^2)d1^35d2^244 + (1 + 3a + 4a^2)d1^36d2^244 + (3 + 4a + 4a^2)d1^37d2^244 + (2 + 3a + 3a^2)d1^38d2^244 + (1 + 2a + 1a^2)d1^39d2^244 + (1 + 2a + 2a^2)d1^40d2^244 + (1 + 4a + 0a^2)d1^41d2^244 + (0 + 2a + 2a^2)d1^42d2^244 + (0 + 3a + 3a^2)d1^43d2^244 + (4 + 3a + 0a^2)d1^44d2^244 + (4 + 3a + 2a^2)d1^45d2^244 + (4 + 1a + 2a^2)d1^46d2^244 + (2 + 0a + 0a^2)d1^47d2^244 + (4 + 4a + 2a^2)d1^48d2^244 + (4 + 2a + 2a^2)d1^49d2^244 + (1 + 1a + 2a^2)d1^50d2^244 + (0 + 2a + 1a^2)d1^51d2^244 + (3 + 4a + 3a^2)d1^52d2^244 + (4 + 3a + 2a^2)d1^53d2^244 + (0 + 3a + 0a^2)d1^54d2^244 + (4 + 0a + 1a^2)d1^55d2^244 + (1 + 3a + 1a^2)d1^56d2^244 + (0 + 0a + 1a^2)d1^57d2^244 + (0 + 2a + 0a^2)d1^58d2^244 + (3 + 3a + 0a^2)d1^59d2^244 + (4 + 3a + 1a^2)d1^60d2^244 + (1 + 1a + 4a^2)d1^61d2^244 + (1 + 3a + 4a^2)d1^62d2^244 + (2 + 3a + 4a^2)d1^63d2^244 + (3 + 1a + 4a^2)d1^64d2^244 + (2 + 3a + 2a^2)d1^65d2^244 + (0 + 3a + 2a^2)d1^66d2^244 + (2 + 0a + 1a^2)d1^67d2^244 + (4 + 0a + 3a^2)d1^68d2^244 + (2 + 3a + 1a^2)d1^69d2^244 + (0 + 1a + 3a^2)d1^70d2^244 + (3 + 2a + 2a^2)d1^71d2^244 + (4 + 1a + 4a^2)d1^72d2^244 + (0 + 0a + 2a^2)d1^73d2^244 + (2 + 2a + 2a^2)d1^74d2^244 + (1 + 2a + 0a^2)d1^75d2^244 + (4 + 3a + 3a^2)d1^76d2^244 + (3 + 2a + 4a^2)d1^77d2^244 + (3 + 1a + 2a^2)d1^78d2^244 + (3 + 0a + 3a^2)d1^79d2^244 + (0 + 1a + 4a^2)d1^80d2^244 + (1 + 3a + 3a^2)d1^81d2^244 + (1 + 1a + 2a^2)d1^82d2^244 + (2 + 4a + 2a^2)d1^83d2^244 + (1 + 2a + 3a^2)d1^84d2^244 + (2 + 3a + 1a^2)d1^85d2^244 + (1 + 4a + 1a^2)d1^86d2^244 + (1 + 0a + 2a^2)d1^87d2^244 + (1 + 2a + 2a^2)d1^88d2^244 + (0 + 3a + 0a^2)d1^89d2^244 + (2 + 4a + 2a^2)d1^90d2^244 + (3 + 4a + 1a^2)d1^91d2^244 + (0 + 0a + 2a^2)d1^92d2^244 + (3 + 4a + 1a^2)d1^93d2^244 + (0 + 0a + 4a^2)d1^94d2^244 + (4 + 2a + 4a^2)d1^95d2^244 + (3 + 0a + 4a^2)d1^96d2^244 + (3 + 2a + 4a^2)d1^97d2^244 + (3 + 1a + 1a^2)d1^98d2^244 + (3 + 2a + 1a^2)d1^99d2^244 + (1 + 1a + 3a^2)d1^100d2^244 + (0 + 3a + 2a^2)d1^101d2^244 + (0 + 1a + 4a^2)d1^102d2^244 + (0 + 0a + 1a^2)d1^103d2^244 + (0 + 0a + 4a^2)d1^104d2^244 + (1 + 4a + 3a^2)d1^105d2^244 + (3 + 4a + 0a^2)d1^106d2^244 + (1 + 1a + 4a^2)d1^107d2^244 + (2 + 4a + 4a^2)d1^108d2^244 + (3 + 0a + 4a^2)d1^109d2^244 + (2 + 4a + 3a^2)d1^110d2^244 + (0 + 4a + 2a^2)d1^111d2^244 + (0 + 2a + 2a^2)d1^112d2^244 + (1 + 3a + 2a^2)d1^113d2^244 + (4 + 1a + 0a^2)d1^114d2^244 + (4 + 1a + 1a^2)d1^115d2^244 + (3 + 0a + 2a^2)d1^116d2^244 + (1 + 4a + 2a^2)d1^117d2^244 + (1 + 3a + 2a^2)d1^118d2^244 + (3 + 2a + 2a^2)d1^119d2^244 + (2 + 2a + 0a^2)d1^120d2^244 + (2 + 3a + 2a^2)d1^121d2^244 + (3 + 2a + 3a^2)d1^122d2^244 + (1 + 0a + 1a^2)d1^123d2^244 + (1 + 4a + 3a^2)d1^124d2^244 + (3 + 1a + 3a^2)d1^125d2^244 + (4 + 0a + 2a^2)d1^126d2^244 + (4 + 1a + 3a^2)d1^127d2^244 + (3 + 4a + 2a^2)d1^128d2^244 + (4 + 1a + 4a^2)d1^129d2^244 + (1 + 1a + 2a^2)d1^130d2^244 + (0 + 3a + 0a^2)d1^131d2^244 + (2 + 2a + 2a^2)d1^132d2^244 + (0 + 2a + 4a^2)d1^133d2^244 + (4 + 2a + 1a^2)d1^134d2^244 + (0 + 4a + 1a^2)d1^135d2^244 + (4 + 2a + 4a^2)d1^136d2^244 + (3 + 0a + 4a^2)d1^137d2^244 + (2 + 0a + 0a^2)d1^138d2^244 + (3 + 4a + 4a^2)d1^139d2^244 + (2 + 0a + 4a^2)d1^140d2^244 + (3 + 4a + 0a^2)d1^141d2^244 + (4 + 1a + 0a^2)d1^142d2^244 + (3 + 4a + 3a^2)d1^143d2^244 + (4 + 3a + 3a^2)d1^144d2^244 + (4 + 4a + 3a^2)d1^145d2^244 + (0 + 0a + 2a^2)d1^146d2^244 + (2 + 0a + 1a^2)d1^147d2^244 + (1 + 0a + 3a^2)d1^148d2^244 + (1 + 2a + 2a^2)d1^149d2^244 + (4 + 1a + 0a^2)d1^150d2^244 + (4 + 0a + 1a^2)d1^151d2^244 + (0 + 1a + 4a^2)d1^152d2^244 + (2 + 3a + 1a^2)d1^153d2^244 + (1 + 2a + 0a^2)d1^154d2^244 + (1 + 2a + 4a^2)d1^155d2^244 + (2 + 0a + 2a^2)d1^156d2^244 + (0 + 3a + 3a^2)d1^157d2^244 + (2 + 4a + 3a^2)d1^158d2^244 + (3 + 3a + 4a^2)d1^159d2^244 + (2 + 2a + 2a^2)d1^160d2^244 + (3 + 3a + 4a^2)d1^161d2^244 + (4 + 2a + 3a^2)d1^162d2^244 + (1 + 0a + 0a^2)d1^163d2^244 + (2 + 1a + 3a^2)d1^164d2^244 + (2 + 4a + 4a^2)d1^165d2^244 + (2 + 4a + 0a^2)d1^166d2^244 + (4 + 2a + 3a^2)d1^167d2^244 + (4 + 2a + 4a^2)d1^168d2^244 + (4 + 0a + 2a^2)d1^169d2^244 + (0 + 2a + 1a^2)d1^170d2^244 + (2 + 0a + 1a^2)d1^171d2^244 + (2 + 2a + 2a^2)d1^172d2^244 + (0 + 4a + 0a^2)d1^173d2^244 + (3 + 1a + 4a^2)d1^174d2^244 + (1 + 1a + 2a^2)d1^175d2^244 + (1 + 2a + 3a^2)d1^176d2^244 + (4 + 2a + 1a^2)d1^177d2^244 + (0 + 3a + 2a^2)d1^178d2^244 + (0 + 4a + 3a^2)d1^179d2^244 + (4 + 3a + 2a^2)d1^180d2^244 + (3 + 1a + 2a^2)d1^181d2^244 + (2 + 1a + 0a^2)d1^182d2^244 + (1 + 4a + 2a^2)d1^183d2^244 + (4 + 3a + 2a^2)d1^184d2^244 + (2 + 0a + 0a^2)d1^185d2^244 + (0 + 3a + 4a^2)d1^186d2^244 + (0 + 4a + 3a^2)d1^187d2^244 + (4 + 4a + 3a^2)d1^188d2^244 + (2 + 0a + 2a^2)d1^189d2^244 + (0 + 3a + 3a^2)d1^190d2^244 + (1 + 3a + 2a^2)d1^191d2^244 + (4 + 2a + 0a^2)d1^192d2^244 + (1 + 0a + 0a^2)d1^193d2^244 + (2 + 1a + 2a^2)d1^194d2^244 + (0 + 0a + 1a^2)d1^196d2^244 + (2 + 3a + 1a^2)d1^197d2^244 + (4 + 2a + 4a^2)d1^198d2^244 + (2 + 2a + 2a^2)d1^199d2^244 + (1 + 2a + 3a^2)d1^200d2^244 + (0 + 2a + 2a^2)d1^201d2^244 + (0 + 3a + 3a^2)d1^202d2^244 + (1 + 2a + 3a^2)d1^203d2^244 + (2 + 3a + 0a^2)d1^204d2^244 + (2 + 2a + 1a^2)d1^205d2^244 + (2 + 0a + 2a^2)d1^206d2^244 + (0 + 3a + 0a^2)d1^207d2^244 + (1 + 2a + 4a^2)d1^208d2^244 + (4 + 2a + 0a^2)d1^209d2^244 + (2 + 3a + 1a^2)d1^210d2^244 + (3 + 2a + 2a^2)d1^211d2^244 + (1 + 0a + 4a^2)d1^212d2^244 + (0 + 0a + 3a^2)d1^213d2^244 + (1 + 2a + 1a^2)d1^214d2^244 + (1 + 0a + 0a^2)d1^215d2^244 + (3 + 2a + 4a^2)d1^216d2^244 + (4 + 3a + 0a^2)d1^217d2^244 + (3 + 3a + 1a^2)d1^219d2^244 + (2 + 2a + 0a^2)d1^220d2^244 + (0 + 4a + 4a^2)d1^221d2^244 + (0 + 4a + 1a^2)d1^222d2^244 + (1 + 2a + 4a^2)d1^223d2^244 + (4 + 2a + 3a^2)d1^224d2^244 + (1 + 0a + 4a^2)d1^225d2^244 + (1 + 4a + 2a^2)d1^226d2^244 + (1 + 0a + 1a^2)d1^227d2^244 + (2 + 1a + 1a^2)d1^228d2^244 + (3 + 4a + 0a^2)d1^229d2^244 + (2 + 3a + 2a^2)d1^230d2^244 + (1 + 0a + 1a^2)d1^231d2^244 + (1 + 0a + 0a^2)d1^232d2^244 + (1 + 2a + 3a^2)d1^233d2^244 + (4 + 4a + 2a^2)d1^234d2^244 + (1 + 1a + 2a^2)d1^235d2^244 + (2 + 3a + 0a^2)d1^236d2^244 + (4 + 2a + 3a^2)d1^237d2^244 + (4 + 3a + 2a^2)d1^238d2^244 + (2 + 1a + 0a^2)d1^239d2^244 + (4 + 4a + 0a^2)d1^240d2^244 + (4 + 4a + 0a^2)d1^241d2^244 + (0 + 1a + 3a^2)d1^242d2^244 + (2 + 0a + 1a^2)d1^243d2^244 + (1 + 3a + 2a^2)d1^244d2^244 + (2 + 2a + 3a^2)d1^245d2^244 + (4 + 4a + 2a^2)d1^246d2^244 + (1 + 1a + 3a^2)d1^247d2^244 + (0 + 1a + 3a^2)d1^248d2^244 + (4 + 1a + 2a^2)d1^249d2^244 + (0 + 3a + 0a^2)d1^251d2^244 + (2 + 1a + 2a^2)d1^252d2^244 + (0 + 1a + 2a^2)d1^253d2^244 + (3 + 1a + 1a^2)d1^254d2^244 + (1 + 4a + 0a^2)d1^256d2^244 + (2 + 3a + 0a^2)d1^257d2^244 + (3 + 0a + 3a^2)d1^258d2^244 + (2 + 0a + 4a^2)d1^259d2^244 + (2 + 1a + 2a^2)d1^260d2^244 + (4 + 4a + 1a^2)d1^261d2^244 + (1 + 2a + 3a^2)d1^262d2^244 + (3 + 2a + 3a^2)d1^263d2^244 + (4 + 2a + 3a^2)d1^264d2^244 + (4 + 4a + 1a^2)d1^265d2^244 + (0 + 4a + 0a^2)d1^266d2^244 + (0 + 2a + 1a^2)d1^267d2^244 + (2 + 1a + 2a^2)d1^268d2^244 + (3 + 2a + 4a^2)d1^269d2^244 + (4 + 0a + 2a^2)d1^270d2^244 + (0 + 3a + 3a^2)d1^271d2^244 + (3 + 3a + 2a^2)d1^272d2^244 + (2 + 4a + 2a^2)d1^273d2^244 + (1 + 4a + 4a^2)d1^274d2^244 + (0 + 3a + 2a^2)d1^275d2^244 + (1 + 4a + 4a^2)d1^276d2^244 + (1 + 2a + 2a^2)d1^277d2^244 + (2 + 0a + 1a^2)d1^278d2^244 + (0 + 1a + 0a^2)d1^279d2^244 + (3 + 0a + 2a^2)d1^280d2^244 + (0 + 3a + 0a^2)d1^281d2^244 + (2 + 3a + 2a^2)d1^282d2^244 + (0 + 1a + 4a^2)d1^283d2^244 + (3 + 3a + 0a^2)d1^284d2^244 + (3 + 2a + 1a^2)d1^285d2^244 + (2 + 1a + 2a^2)d1^286d2^244 + (1 + 4a + 4a^2)d1^287d2^244 + (0 + 0a + 2a^2)d1^288d2^244 + (0 + 1a + 1a^2)d1^289d2^244 + (3 + 2a + 2a^2)d1^290d2^244 + (0 + 0a + 4a^2)d1^291d2^244 + (2 + 1a + 0a^2)d1^292d2^244 + (0 + 1a + 3a^2)d1^293d2^244 + (2 + 2a + 2a^2)d2^245 + (1 + 3a + 0a^2)d1^1d2^245 + (0 + 2a + 0a^2)d1^2d2^245 + (4 + 3a + 2a^2)d1^3d2^245 + (2 + 3a + 2a^2)d1^4d2^245 + (4 + 4a + 3a^2)d1^5d2^245 + (0 + 4a + 2a^2)d1^6d2^245 + (4 + 3a + 0a^2)d1^7d2^245 + (0 + 3a + 1a^2)d1^8d2^245 + (4 + 1a + 2a^2)d1^9d2^245 + (1 + 3a + 1a^2)d1^10d2^245 + (0 + 1a + 2a^2)d1^11d2^245 + (2 + 2a + 2a^2)d1^12d2^245 + (2 + 1a + 3a^2)d1^13d2^245 + (1 + 0a + 4a^2)d1^14d2^245 + (1 + 3a + 1a^2)d1^15d2^245 + (3 + 3a + 4a^2)d1^16d2^245 + (0 + 3a + 2a^2)d1^17d2^245 + (4 + 4a + 2a^2)d1^18d2^245 + (2 + 1a + 4a^2)d1^19d2^245 + (2 + 3a + 4a^2)d1^20d2^245 + (3 + 0a + 3a^2)d1^21d2^245 + (3 + 1a + 2a^2)d1^22d2^245 + (3 + 1a + 4a^2)d1^23d2^245 + (4 + 0a + 2a^2)d1^24d2^245 + (4 + 1a + 4a^2)d1^25d2^245 + (1 + 0a + 0a^2)d1^26d2^245 + (1 + 3a + 3a^2)d1^27d2^245 + (3 + 0a + 3a^2)d1^28d2^245 + (3 + 3a + 0a^2)d1^29d2^245 + (3 + 3a + 4a^2)d1^30d2^245 + (0 + 2a + 4a^2)d1^31d2^245 + (4 + 2a + 3a^2)d1^32d2^245 + (4 + 0a + 2a^2)d1^33d2^245 + (3 + 0a + 0a^2)d1^34d2^245 + (2 + 1a + 4a^2)d1^35d2^245 + (4 + 4a + 4a^2)d1^36d2^245 + (3 + 1a + 1a^2)d1^37d2^245 + (4 + 3a + 1a^2)d1^38d2^245 + (2 + 4a + 3a^2)d1^39d2^245 + (0 + 1a + 1a^2)d1^40d2^245 + (2 + 0a + 0a^2)d1^41d2^245 + (4 + 0a + 1a^2)d1^42d2^245 + (4 + 1a + 3a^2)d1^43d2^245 + (3 + 2a + 4a^2)d1^44d2^245 + (3 + 3a + 3a^2)d1^45d2^245 + (3 + 1a + 2a^2)d1^46d2^245 + (3 + 2a + 1a^2)d1^47d2^245 + (2 + 0a + 3a^2)d1^48d2^245 + (4 + 0a + 1a^2)d1^49d2^245 + (4 + 2a + 2a^2)d1^50d2^245 + (2 + 0a + 4a^2)d1^51d2^245 + (0 + 0a + 1a^2)d1^52d2^245 + (0 + 3a + 0a^2)d1^53d2^245 + (2 + 1a + 3a^2)d1^54d2^245 + (2 + 0a + 2a^2)d1^55d2^245 + (2 + 1a + 1a^2)d1^56d2^245 + (2 + 1a + 3a^2)d1^57d2^245 + (2 + 3a + 1a^2)d1^58d2^245 + (4 + 0a + 2a^2)d1^59d2^245 + (0 + 3a + 2a^2)d1^60d2^245 + (2 + 4a + 2a^2)d1^61d2^245 + (3 + 2a + 0a^2)d1^62d2^245 + (1 + 3a + 2a^2)d1^63d2^245 + (1 + 2a + 0a^2)d1^64d2^245 + (2 + 0a + 3a^2)d1^65d2^245 + (3 + 4a + 2a^2)d1^66d2^245 + (0 + 2a + 3a^2)d1^67d2^245 + (2 + 4a + 1a^2)d1^68d2^245 + (1 + 1a + 0a^2)d1^69d2^245 + (4 + 1a + 1a^2)d1^70d2^245 + (3 + 1a + 0a^2)d1^71d2^245 + (3 + 0a + 4a^2)d1^72d2^245 + (3 + 0a + 2a^2)d1^73d2^245 + (0 + 0a + 2a^2)d1^74d2^245 + (4 + 1a + 4a^2)d1^75d2^245 + (1 + 0a + 3a^2)d1^76d2^245 + (4 + 2a + 3a^2)d1^77d2^245 + (0 + 1a + 0a^2)d1^78d2^245 + (0 + 1a + 2a^2)d1^79d2^245 + (0 + 1a + 4a^2)d1^80d2^245 + (1 + 4a + 0a^2)d1^81d2^245 + (4 + 1a + 3a^2)d1^82d2^245 + (2 + 2a + 2a^2)d1^83d2^245 + (4 + 1a + 0a^2)d1^84d2^245 + (1 + 2a + 4a^2)d1^86d2^245 + (1 + 3a + 1a^2)d1^87d2^245 + (1 + 4a + 2a^2)d1^88d2^245 + (4 + 3a + 3a^2)d1^89d2^245 + (2 + 3a + 3a^2)d1^90d2^245 + (0 + 1a + 3a^2)d1^91d2^245 + (0 + 3a + 2a^2)d1^92d2^245 + (2 + 3a + 3a^2)d1^93d2^245 + (4 + 4a + 2a^2)d1^94d2^245 + (2 + 2a + 1a^2)d1^95d2^245 + (1 + 1a + 1a^2)d1^96d2^245 + (2 + 4a + 0a^2)d1^97d2^245 + (0 + 0a + 3a^2)d1^98d2^245 + (3 + 0a + 4a^2)d1^99d2^245 + (4 + 0a + 4a^2)d1^100d2^245 + (3 + 0a + 0a^2)d1^101d2^245 + (4 + 0a + 3a^2)d1^102d2^245 + (2 + 1a + 4a^2)d1^103d2^245 + (2 + 3a + 4a^2)d1^104d2^245 + (1 + 0a + 3a^2)d1^105d2^245 + (3 + 3a + 0a^2)d1^106d2^245 + (2 + 3a + 0a^2)d1^107d2^245 + (1 + 3a + 4a^2)d1^108d2^245 + (4 + 4a + 3a^2)d1^109d2^245 + (0 + 4a + 2a^2)d1^110d2^245 + (1 + 4a + 3a^2)d1^111d2^245 + (2 + 2a + 2a^2)d1^112d2^245 + (2 + 4a + 0a^2)d1^113d2^245 + (2 + 3a + 4a^2)d1^114d2^245 + (0 + 2a + 2a^2)d1^115d2^245 + (1 + 4a + 3a^2)d1^116d2^245 + (2 + 3a + 0a^2)d1^117d2^245 + (3 + 2a + 3a^2)d1^118d2^245 + (3 + 4a + 0a^2)d1^119d2^245 + (0 + 0a + 2a^2)d1^120d2^245 + (0 + 2a + 2a^2)d1^121d2^245 + (2 + 3a + 1a^2)d1^122d2^245 + (0 + 4a + 1a^2)d1^123d2^245 + (0 + 4a + 0a^2)d1^124d2^245 + (4 + 4a + 0a^2)d1^125d2^245 + (2 + 3a + 0a^2)d1^126d2^245 + (0 + 1a + 1a^2)d1^127d2^245 + (3 + 4a + 3a^2)d1^128d2^245 + (2 + 0a + 1a^2)d1^129d2^245 + (4 + 1a + 0a^2)d1^130d2^245 + (4 + 3a + 2a^2)d1^131d2^245 + (0 + 1a + 2a^2)d1^132d2^245 + (0 + 2a + 0a^2)d1^133d2^245 + (0 + 3a + 2a^2)d1^134d2^245 + (4 + 4a + 1a^2)d1^135d2^245 + (2 + 1a + 2a^2)d1^136d2^245 + (4 + 3a + 2a^2)d1^137d2^245 + (2 + 3a + 0a^2)d1^138d2^245 + (2 + 0a + 4a^2)d1^139d2^245 + (4 + 0a + 1a^2)d1^140d2^245 + (0 + 1a + 2a^2)d1^141d2^245 + (4 + 0a + 0a^2)d1^142d2^245 + (0 + 3a + 3a^2)d1^143d2^245 + (3 + 2a + 0a^2)d1^144d2^245 + (1 + 4a + 3a^2)d1^145d2^245 + (3 + 2a + 3a^2)d1^146d2^245 + (3 + 3a + 0a^2)d1^147d2^245 + (0 + 3a + 2a^2)d1^148d2^245 + (3 + 4a + 3a^2)d1^149d2^245 + (4 + 1a + 3a^2)d1^150d2^245 + (1 + 0a + 0a^2)d1^151d2^245 + (4 + 0a + 2a^2)d1^152d2^245 + (4 + 1a + 4a^2)d1^153d2^245 + (2 + 4a + 2a^2)d1^154d2^245 + (4 + 4a + 4a^2)d1^155d2^245 + (2 + 2a + 3a^2)d1^156d2^245 + (1 + 4a + 3a^2)d1^157d2^245 + (4 + 0a + 4a^2)d1^158d2^245 + (4 + 0a + 3a^2)d1^159d2^245 + (2 + 2a + 4a^2)d1^160d2^245 + (4 + 2a + 4a^2)d1^161d2^245 + (2 + 0a + 2a^2)d1^162d2^245 + (3 + 1a + 2a^2)d1^163d2^245 + (3 + 0a + 2a^2)d1^164d2^245 + (3 + 0a + 3a^2)d1^165d2^245 + (3 + 3a + 1a^2)d1^166d2^245 + (3 + 1a + 2a^2)d1^167d2^245 + (1 + 4a + 4a^2)d1^168d2^245 + (4 + 3a + 0a^2)d1^169d2^245 + (1 + 3a + 4a^2)d1^170d2^245 + (3 + 0a + 2a^2)d1^171d2^245 + (2 + 2a + 3a^2)d1^172d2^245 + (4 + 4a + 3a^2)d1^173d2^245 + (0 + 1a + 0a^2)d1^174d2^245 + (2 + 4a + 0a^2)d1^175d2^245 + (0 + 1a + 3a^2)d1^176d2^245 + (1 + 1a + 1a^2)d1^177d2^245 + (2 + 2a + 2a^2)d1^178d2^245 + (2 + 2a + 4a^2)d1^179d2^245 + (0 + 3a + 4a^2)d1^180d2^245 + (4 + 3a + 1a^2)d1^181d2^245 + (2 + 1a + 0a^2)d1^182d2^245 + (3 + 4a + 1a^2)d1^183d2^245 + (1 + 1a + 2a^2)d1^184d2^245 + (0 + 3a + 3a^2)d1^185d2^245 + (4 + 0a + 0a^2)d1^186d2^245 + (0 + 4a + 2a^2)d1^187d2^245 + (4 + 1a + 2a^2)d1^188d2^245 + (2 + 4a + 0a^2)d1^189d2^245 + (2 + 0a + 0a^2)d1^190d2^245 + (4 + 0a + 3a^2)d1^191d2^245 + (4 + 3a + 2a^2)d1^192d2^245 + (3 + 4a + 3a^2)d1^193d2^245 + (4 + 1a + 2a^2)d1^194d2^245 + (3 + 3a + 0a^2)d1^195d2^245 + (1 + 1a + 4a^2)d1^196d2^245 + (0 + 4a + 4a^2)d1^197d2^245 + (0 + 4a + 4a^2)d1^198d2^245 + (0 + 2a + 1a^2)d1^199d2^245 + (4 + 3a + 1a^2)d1^200d2^245 + (1 + 2a + 3a^2)d1^201d2^245 + (4 + 1a + 3a^2)d1^202d2^245 + (2 + 3a + 2a^2)d1^203d2^245 + (3 + 4a + 1a^2)d1^204d2^245 + (1 + 4a + 4a^2)d1^205d2^245 + (3 + 1a + 0a^2)d1^206d2^245 + (2 + 2a + 4a^2)d1^207d2^245 + (0 + 1a + 1a^2)d1^208d2^245 + (2 + 0a + 1a^2)d1^209d2^245 + (2 + 1a + 1a^2)d1^210d2^245 + (4 + 4a + 1a^2)d1^211d2^245 + (1 + 0a + 0a^2)d1^212d2^245 + (3 + 2a + 1a^2)d1^213d2^245 + (1 + 0a + 1a^2)d1^214d2^245 + (3 + 0a + 3a^2)d1^215d2^245 + (4 + 1a + 3a^2)d1^216d2^245 + (1 + 4a + 4a^2)d1^217d2^245 + (4 + 1a + 4a^2)d1^218d2^245 + (3 + 4a + 0a^2)d1^219d2^245 + (0 + 3a + 0a^2)d1^220d2^245 + (0 + 4a + 3a^2)d1^221d2^245 + (1 + 4a + 0a^2)d1^222d2^245 + (0 + 3a + 2a^2)d1^223d2^245 + (4 + 3a + 3a^2)d1^224d2^245 + (2 + 3a + 0a^2)d1^225d2^245 + (1 + 2a + 3a^2)d1^226d2^245 + (2 + 3a + 0a^2)d1^227d2^245 + (1 + 2a + 4a^2)d1^228d2^245 + (3 + 2a + 0a^2)d1^229d2^245 + (3 + 3a + 2a^2)d1^230d2^245 + (0 + 1a + 0a^2)d1^231d2^245 + (4 + 0a + 4a^2)d1^232d2^245 + (3 + 3a + 0a^2)d1^233d2^245 + (2 + 4a + 2a^2)d1^234d2^245 + (4 + 3a + 0a^2)d1^235d2^245 + (2 + 2a + 3a^2)d1^236d2^245 + (4 + 4a + 1a^2)d1^237d2^245 + (4 + 1a + 3a^2)d1^238d2^245 + (1 + 3a + 2a^2)d1^239d2^245 + (2 + 0a + 3a^2)d1^240d2^245 + (1 + 1a + 1a^2)d1^241d2^245 + (1 + 0a + 0a^2)d1^242d2^245 + (1 + 0a + 1a^2)d1^243d2^245 + (2 + 3a + 3a^2)d1^244d2^245 + (0 + 2a + 0a^2)d1^245d2^245 + (1 + 3a + 1a^2)d1^246d2^245 + (4 + 2a + 2a^2)d1^247d2^245 + (1 + 2a + 3a^2)d1^248d2^245 + (4 + 1a + 0a^2)d1^249d2^245 + (3 + 4a + 3a^2)d1^250d2^245 + (1 + 3a + 1a^2)d1^251d2^245 + (0 + 0a + 1a^2)d1^252d2^245 + (4 + 1a + 0a^2)d1^253d2^245 + (1 + 0a + 4a^2)d1^254d2^245 + (0 + 4a + 2a^2)d1^255d2^245 + (1 + 1a + 0a^2)d1^256d2^245 + (4 + 0a + 1a^2)d1^257d2^245 + (0 + 0a + 3a^2)d1^258d2^245 + (4 + 1a + 1a^2)d1^259d2^245 + (0 + 0a + 2a^2)d1^260d2^245 + (0 + 2a + 1a^2)d1^261d2^245 + (0 + 2a + 3a^2)d1^262d2^245 + (3 + 1a + 4a^2)d1^263d2^245 + (1 + 3a + 0a^2)d1^264d2^245 + (2 + 2a + 3a^2)d1^265d2^245 + (4 + 4a + 2a^2)d1^266d2^245 + (0 + 4a + 0a^2)d1^267d2^245 + (3 + 4a + 3a^2)d1^268d2^245 + (4 + 2a + 1a^2)d1^269d2^245 + (4 + 2a + 3a^2)d1^270d2^245 + (3 + 2a + 2a^2)d1^271d2^245 + (0 + 4a + 4a^2)d1^272d2^245 + (2 + 2a + 3a^2)d1^273d2^245 + (1 + 3a + 2a^2)d1^274d2^245 + (1 + 0a + 0a^2)d1^275d2^245 + (4 + 2a + 2a^2)d1^276d2^245 + (0 + 0a + 2a^2)d1^277d2^245 + (3 + 4a + 0a^2)d1^278d2^245 + (0 + 1a + 4a^2)d1^279d2^245 + (2 + 2a + 0a^2)d1^280d2^245 + (3 + 0a + 2a^2)d1^281d2^245 + (3 + 0a + 2a^2)d1^282d2^245 + (1 + 0a + 1a^2)d1^283d2^245 + (3 + 3a + 2a^2)d1^284d2^245 + (0 + 3a + 1a^2)d1^285d2^245 + (3 + 3a + 3a^2)d1^286d2^245 + (2 + 3a + 3a^2)d1^287d2^245 + (4 + 3a + 0a^2)d1^288d2^245 + (0 + 1a + 2a^2)d1^289d2^245 + (2 + 1a + 2a^2)d1^290d2^245 + (4 + 3a + 3a^2)d1^291d2^245 + (1 + 1a + 4a^2)d1^292d2^245 + (0 + 0a + 4a^2)d1^293d2^245 + (1 + 2a + 2a^2)d2^246 + (1 + 2a + 3a^2)d1^1d2^246 + (0 + 1a + 3a^2)d1^2d2^246 + (2 + 3a + 3a^2)d1^3d2^246 + (2 + 3a + 1a^2)d1^4d2^246 + (1 + 2a + 2a^2)d1^5d2^246 + (4 + 2a + 1a^2)d1^6d2^246 + (4 + 2a + 2a^2)d1^7d2^246 + (2 + 4a + 1a^2)d1^8d2^246 + (4 + 2a + 3a^2)d1^9d2^246 + (2 + 1a + 0a^2)d1^10d2^246 + (1 + 2a + 2a^2)d1^11d2^246 + (3 + 4a + 2a^2)d1^12d2^246 + (2 + 1a + 3a^2)d1^13d2^246 + (0 + 3a + 0a^2)d1^14d2^246 + (2 + 0a + 2a^2)d1^15d2^246 + (3 + 4a + 3a^2)d1^16d2^246 + (3 + 0a + 4a^2)d1^17d2^246 + (0 + 3a + 2a^2)d1^18d2^246 + (2 + 0a + 3a^2)d1^19d2^246 + (3 + 4a + 2a^2)d1^20d2^246 + (0 + 0a + 4a^2)d1^21d2^246 + (1 + 3a + 1a^2)d1^22d2^246 + (3 + 2a + 4a^2)d1^23d2^246 + (4 + 2a + 0a^2)d1^24d2^246 + (1 + 0a + 1a^2)d1^25d2^246 + (1 + 2a + 2a^2)d1^26d2^246 + (0 + 0a + 3a^2)d1^27d2^246 + (1 + 2a + 3a^2)d1^28d2^246 + (3 + 1a + 1a^2)d1^29d2^246 + (0 + 2a + 2a^2)d1^30d2^246 + (1 + 1a + 1a^2)d1^31d2^246 + (1 + 4a + 4a^2)d1^32d2^246 + (1 + 0a + 1a^2)d1^33d2^246 + (0 + 3a + 0a^2)d1^34d2^246 + (4 + 3a + 2a^2)d1^35d2^246 + (1 + 1a + 3a^2)d1^36d2^246 + (0 + 4a + 2a^2)d1^37d2^246 + (3 + 0a + 3a^2)d1^38d2^246 + (1 + 3a + 4a^2)d1^39d2^246 + (4 + 1a + 1a^2)d1^40d2^246 + (3 + 3a + 1a^2)d1^41d2^246 + (0 + 3a + 2a^2)d1^42d2^246 + (3 + 2a + 2a^2)d1^43d2^246 + (0 + 1a + 3a^2)d1^44d2^246 + (4 + 2a + 2a^2)d1^45d2^246 + (4 + 4a + 3a^2)d1^46d2^246 + (4 + 3a + 2a^2)d1^47d2^246 + (4 + 4a + 1a^2)d1^48d2^246 + (4 + 1a + 4a^2)d1^49d2^246 + (4 + 1a + 0a^2)d1^50d2^246 + (0 + 0a + 4a^2)d1^51d2^246 + (0 + 3a + 0a^2)d1^52d2^246 + (1 + 1a + 1a^2)d1^53d2^246 + (2 + 1a + 4a^2)d1^54d2^246 + (0 + 0a + 1a^2)d1^55d2^246 + (1 + 3a + 3a^2)d1^56d2^246 + (1 + 3a + 0a^2)d1^57d2^246 + (1 + 2a + 2a^2)d1^58d2^246 + (0 + 0a + 3a^2)d1^59d2^246 + (3 + 0a + 4a^2)d1^60d2^246 + (0 + 2a + 3a^2)d1^61d2^246 + (3 + 4a + 1a^2)d1^62d2^246 + (3 + 4a + 1a^2)d1^63d2^246 + (1 + 2a + 0a^2)d1^64d2^246 + (2 + 3a + 2a^2)d1^65d2^246 + (3 + 2a + 4a^2)d1^66d2^246 + (4 + 3a + 1a^2)d1^67d2^246 + (1 + 2a + 1a^2)d1^68d2^246 + (1 + 2a + 1a^2)d1^69d2^246 + (3 + 2a + 2a^2)d1^70d2^246 + (1 + 2a + 4a^2)d1^71d2^246 + (4 + 0a + 4a^2)d1^72d2^246 + (2 + 4a + 4a^2)d1^73d2^246 + (1 + 0a + 0a^2)d1^74d2^246 + (3 + 3a + 0a^2)d1^75d2^246 + (1 + 3a + 0a^2)d1^76d2^246 + (2 + 4a + 2a^2)d1^77d2^246 + (1 + 1a + 1a^2)d1^78d2^246 + (0 + 2a + 1a^2)d1^79d2^246 + (2 + 2a + 1a^2)d1^80d2^246 + (2 + 2a + 1a^2)d1^81d2^246 + (0 + 2a + 3a^2)d1^82d2^246 + (3 + 1a + 0a^2)d1^83d2^246 + (2 + 4a + 1a^2)d1^84d2^246 + (1 + 0a + 2a^2)d1^85d2^246 + (4 + 1a + 1a^2)d1^86d2^246 + (2 + 1a + 1a^2)d1^87d2^246 + (4 + 3a + 3a^2)d1^88d2^246 + (0 + 2a + 4a^2)d1^89d2^246 + (3 + 2a + 0a^2)d1^90d2^246 + (3 + 4a + 1a^2)d1^91d2^246 + (3 + 3a + 2a^2)d1^92d2^246 + (0 + 3a + 1a^2)d1^93d2^246 + (2 + 2a + 0a^2)d1^94d2^246 + (3 + 1a + 4a^2)d1^95d2^246 + (0 + 2a + 1a^2)d1^96d2^246 + (1 + 1a + 0a^2)d1^97d2^246 + (4 + 2a + 1a^2)d1^98d2^246 + (3 + 1a + 1a^2)d1^99d2^246 + (0 + 3a + 1a^2)d1^100d2^246 + (0 + 3a + 2a^2)d1^101d2^246 + (0 + 3a + 1a^2)d1^102d2^246 + (2 + 0a + 3a^2)d1^103d2^246 + (0 + 3a + 2a^2)d1^104d2^246 + (1 + 3a + 3a^2)d1^105d2^246 + (4 + 0a + 4a^2)d1^106d2^246 + (4 + 1a + 2a^2)d1^107d2^246 + (1 + 1a + 2a^2)d1^108d2^246 + (3 + 0a + 2a^2)d1^109d2^246 + (2 + 1a + 1a^2)d1^110d2^246 + (4 + 1a + 3a^2)d1^111d2^246 + (4 + 4a + 2a^2)d1^112d2^246 + (3 + 1a + 0a^2)d1^113d2^246 + (0 + 4a + 4a^2)d1^114d2^246 + (4 + 4a + 1a^2)d1^115d2^246 + (4 + 0a + 4a^2)d1^116d2^246 + (1 + 4a + 1a^2)d1^117d2^246 + (0 + 0a + 4a^2)d1^118d2^246 + (4 + 3a + 0a^2)d1^119d2^246 + (0 + 2a + 3a^2)d1^120d2^246 + (2 + 4a + 1a^2)d1^121d2^246 + (2 + 0a + 1a^2)d1^122d2^246 + (3 + 0a + 4a^2)d1^123d2^246 + (0 + 3a + 0a^2)d1^124d2^246 + (3 + 0a + 2a^2)d1^125d2^246 + (0 + 2a + 1a^2)d1^126d2^246 + (1 + 4a + 3a^2)d1^127d2^246 + (4 + 4a + 2a^2)d1^128d2^246 + (2 + 4a + 4a^2)d1^129d2^246 + (0 + 0a + 3a^2)d1^130d2^246 + (2 + 3a + 4a^2)d1^131d2^246 + (3 + 3a + 1a^2)d1^132d2^246 + (4 + 3a + 2a^2)d1^133d2^246 + (4 + 0a + 3a^2)d1^134d2^246 + (2 + 3a + 3a^2)d1^135d2^246 + (3 + 0a + 0a^2)d1^136d2^246 + (0 + 3a + 0a^2)d1^137d2^246 + (2 + 4a + 4a^2)d1^138d2^246 + (0 + 0a + 4a^2)d1^139d2^246 + (2 + 4a + 3a^2)d1^140d2^246 + (2 + 4a + 0a^2)d1^141d2^246 + (0 + 3a + 3a^2)d1^142d2^246 + (3 + 0a + 2a^2)d1^143d2^246 + (3 + 4a + 2a^2)d1^144d2^246 + (2 + 4a + 2a^2)d1^145d2^246 + (0 + 4a + 4a^2)d1^146d2^246 + (3 + 1a + 3a^2)d1^147d2^246 + (0 + 3a + 4a^2)d1^148d2^246 + (2 + 0a + 0a^2)d1^149d2^246 + (0 + 2a + 3a^2)d1^150d2^246 + (3 + 3a + 0a^2)d1^151d2^246 + (2 + 3a + 4a^2)d1^152d2^246 + (3 + 0a + 1a^2)d1^153d2^246 + (0 + 1a + 0a^2)d1^154d2^246 + (2 + 4a + 1a^2)d1^155d2^246 + (2 + 4a + 2a^2)d1^156d2^246 + (4 + 4a + 3a^2)d1^157d2^246 + (0 + 1a + 2a^2)d1^158d2^246 + (0 + 2a + 0a^2)d1^159d2^246 + (2 + 0a + 0a^2)d1^160d2^246 + (2 + 0a + 0a^2)d1^161d2^246 + (1 + 3a + 2a^2)d1^162d2^246 + (1 + 4a + 1a^2)d1^163d2^246 + (0 + 2a + 2a^2)d1^164d2^246 + (2 + 0a + 2a^2)d1^165d2^246 + (0 + 0a + 4a^2)d1^166d2^246 + (0 + 2a + 1a^2)d1^167d2^246 + (2 + 3a + 2a^2)d1^168d2^246 + (1 + 1a + 3a^2)d1^169d2^246 + (1 + 4a + 2a^2)d1^170d2^246 + (0 + 0a + 1a^2)d1^171d2^246 + (4 + 4a + 1a^2)d1^172d2^246 + (0 + 0a + 4a^2)d1^173d2^246 + (0 + 0a + 4a^2)d1^174d2^246 + (1 + 1a + 4a^2)d1^175d2^246 + (3 + 1a + 4a^2)d1^176d2^246 + (2 + 1a + 1a^2)d1^177d2^246 + (3 + 0a + 4a^2)d1^178d2^246 + (2 + 2a + 0a^2)d1^179d2^246 + (2 + 0a + 0a^2)d1^180d2^246 + (3 + 0a + 4a^2)d1^181d2^246 + (0 + 3a + 0a^2)d1^182d2^246 + (1 + 4a + 3a^2)d1^183d2^246 + (0 + 3a + 0a^2)d1^184d2^246 + (4 + 0a + 3a^2)d1^185d2^246 + (2 + 0a + 1a^2)d1^186d2^246 + (1 + 3a + 1a^2)d1^187d2^246 + (0 + 0a + 3a^2)d1^188d2^246 + (0 + 3a + 4a^2)d1^189d2^246 + (1 + 3a + 3a^2)d1^190d2^246 + (2 + 3a + 4a^2)d1^191d2^246 + (4 + 0a + 4a^2)d1^192d2^246 + (3 + 3a + 2a^2)d1^193d2^246 + (4 + 3a + 1a^2)d1^194d2^246 + (0 + 4a + 3a^2)d1^195d2^246 + (2 + 2a + 3a^2)d1^196d2^246 + (1 + 0a + 3a^2)d1^197d2^246 + (4 + 2a + 0a^2)d1^198d2^246 + (0 + 4a + 3a^2)d1^199d2^246 + (2 + 2a + 1a^2)d1^200d2^246 + (1 + 4a + 1a^2)d1^201d2^246 + (0 + 2a + 1a^2)d1^202d2^246 + (4 + 2a + 3a^2)d1^203d2^246 + (0 + 1a + 2a^2)d1^204d2^246 + (4 + 4a + 2a^2)d1^205d2^246 + (0 + 4a + 1a^2)d1^206d2^246 + (0 + 4a + 3a^2)d1^207d2^246 + (2 + 0a + 3a^2)d1^208d2^246 + (2 + 3a + 1a^2)d1^210d2^246 + (1 + 1a + 0a^2)d1^211d2^246 + (0 + 1a + 2a^2)d1^212d2^246 + (3 + 2a + 0a^2)d1^213d2^246 + (1 + 0a + 4a^2)d1^214d2^246 + (3 + 4a + 4a^2)d1^215d2^246 + (1 + 2a + 0a^2)d1^216d2^246 + (2 + 2a + 1a^2)d1^217d2^246 + (2 + 4a + 1a^2)d1^218d2^246 + (2 + 0a + 4a^2)d1^219d2^246 + (1 + 1a + 0a^2)d1^220d2^246 + (3 + 0a + 2a^2)d1^221d2^246 + (2 + 2a + 3a^2)d1^222d2^246 + (4 + 4a + 2a^2)d1^223d2^246 + (4 + 1a + 1a^2)d1^224d2^246 + (0 + 1a + 2a^2)d1^225d2^246 + (3 + 4a + 1a^2)d1^226d2^246 + (1 + 1a + 0a^2)d1^227d2^246 + (1 + 4a + 4a^2)d1^228d2^246 + (1 + 2a + 2a^2)d1^229d2^246 + (4 + 1a + 4a^2)d1^230d2^246 + (4 + 1a + 4a^2)d1^231d2^246 + (4 + 0a + 0a^2)d1^232d2^246 + (4 + 0a + 1a^2)d1^233d2^246 + (4 + 1a + 1a^2)d1^234d2^246 + (4 + 0a + 0a^2)d1^235d2^246 + (4 + 1a + 3a^2)d1^236d2^246 + (3 + 4a + 1a^2)d1^237d2^246 + (3 + 0a + 0a^2)d1^238d2^246 + (3 + 1a + 4a^2)d1^239d2^246 + (2 + 0a + 4a^2)d1^240d2^246 + (0 + 1a + 2a^2)d1^241d2^246 + (1 + 1a + 1a^2)d1^242d2^246 + (2 + 3a + 4a^2)d1^243d2^246 + (2 + 4a + 4a^2)d1^244d2^246 + (2 + 2a + 3a^2)d1^245d2^246 + (4 + 3a + 3a^2)d1^246d2^246 + (0 + 3a + 2a^2)d1^247d2^246 + (3 + 0a + 2a^2)d1^248d2^246 + (4 + 2a + 4a^2)d1^249d2^246 + (0 + 3a + 0a^2)d1^250d2^246 + (4 + 4a + 2a^2)d1^251d2^246 + (1 + 0a + 1a^2)d1^252d2^246 + (0 + 3a + 1a^2)d1^253d2^246 + (2 + 1a + 3a^2)d1^254d2^246 + (2 + 2a + 1a^2)d1^255d2^246 + (0 + 2a + 3a^2)d1^256d2^246 + (0 + 3a + 0a^2)d1^257d2^246 + (0 + 2a + 3a^2)d1^258d2^246 + (0 + 3a + 0a^2)d1^259d2^246 + (2 + 3a + 0a^2)d1^260d2^246 + (4 + 4a + 3a^2)d1^261d2^246 + (0 + 2a + 0a^2)d1^262d2^246 + (1 + 0a + 4a^2)d1^263d2^246 + (3 + 2a + 1a^2)d1^264d2^246 + (2 + 0a + 0a^2)d1^265d2^246 + (0 + 4a + 3a^2)d1^266d2^246 + (0 + 3a + 2a^2)d1^267d2^246 + (2 + 2a + 1a^2)d1^268d2^246 + (3 + 0a + 2a^2)d1^269d2^246 + (4 + 3a + 4a^2)d1^270d2^246 + (4 + 1a + 1a^2)d1^272d2^246 + (1 + 1a + 2a^2)d1^273d2^246 + (0 + 3a + 4a^2)d1^274d2^246 + (2 + 1a + 0a^2)d1^275d2^246 + (1 + 1a + 2a^2)d1^276d2^246 + (2 + 3a + 3a^2)d1^277d2^246 + (1 + 4a + 3a^2)d1^278d2^246 + (1 + 1a + 0a^2)d1^279d2^246 + (4 + 0a + 2a^2)d1^280d2^246 + (4 + 3a + 0a^2)d1^281d2^246 + (3 + 3a + 2a^2)d1^282d2^246 + (4 + 1a + 3a^2)d1^283d2^246 + (3 + 2a + 4a^2)d1^284d2^246 + (0 + 3a + 4a^2)d1^285d2^246 + (2 + 2a + 3a^2)d1^286d2^246 + (1 + 2a + 4a^2)d1^287d2^246 + (4 + 0a + 4a^2)d1^288d2^246 + (1 + 3a + 3a^2)d1^289d2^246 + (2 + 2a + 0a^2)d1^290d2^246 + (3 + 1a + 1a^2)d1^291d2^246 + (1 + 2a + 3a^2)d1^292d2^246 + (1 + 3a + 0a^2)d1^293d2^246 + (2 + 0a + 1a^2)d2^247 + (1 + 1a + 0a^2)d1^1d2^247 + (4 + 0a + 0a^2)d1^2d2^247 + (4 + 4a + 3a^2)d1^3d2^247 + (2 + 3a + 1a^2)d1^4d2^247 + (3 + 1a + 1a^2)d1^5d2^247 + (2 + 1a + 2a^2)d1^6d2^247 + (1 + 0a + 1a^2)d1^7d2^247 + (2 + 0a + 2a^2)d1^8d2^247 + (0 + 3a + 0a^2)d1^9d2^247 + (4 + 1a + 2a^2)d1^10d2^247 + (3 + 3a + 0a^2)d1^11d2^247 + (4 + 1a + 4a^2)d1^12d2^247 + (1 + 2a + 4a^2)d1^13d2^247 + (3 + 3a + 3a^2)d1^14d2^247 + (2 + 1a + 0a^2)d1^15d2^247 + (1 + 4a + 2a^2)d1^16d2^247 + (4 + 4a + 1a^2)d1^17d2^247 + (4 + 2a + 2a^2)d1^18d2^247 + (0 + 4a + 3a^2)d1^19d2^247 + (3 + 0a + 0a^2)d1^20d2^247 + (2 + 0a + 1a^2)d1^21d2^247 + (0 + 2a + 0a^2)d1^22d2^247 + (4 + 4a + 1a^2)d1^23d2^247 + (0 + 0a + 4a^2)d1^24d2^247 + (1 + 4a + 0a^2)d1^25d2^247 + (3 + 0a + 2a^2)d1^26d2^247 + (4 + 1a + 1a^2)d1^27d2^247 + (4 + 1a + 4a^2)d1^28d2^247 + (0 + 2a + 0a^2)d1^29d2^247 + (1 + 4a + 4a^2)d1^30d2^247 + (0 + 0a + 3a^2)d1^31d2^247 + (2 + 0a + 2a^2)d1^32d2^247 + (0 + 1a + 3a^2)d1^33d2^247 + (0 + 3a + 3a^2)d1^34d2^247 + (0 + 0a + 1a^2)d1^35d2^247 + (1 + 2a + 3a^2)d1^36d2^247 + (4 + 0a + 1a^2)d1^37d2^247 + (0 + 3a + 2a^2)d1^38d2^247 + (1 + 2a + 3a^2)d1^39d2^247 + (0 + 0a + 4a^2)d1^40d2^247 + (0 + 3a + 1a^2)d1^41d2^247 + (3 + 1a + 0a^2)d1^42d2^247 + (3 + 4a + 1a^2)d1^43d2^247 + (2 + 3a + 2a^2)d1^44d2^247 + (3 + 2a + 0a^2)d1^45d2^247 + (3 + 2a + 4a^2)d1^46d2^247 + (0 + 2a + 1a^2)d1^47d2^247 + (2 + 2a + 4a^2)d1^48d2^247 + (3 + 0a + 1a^2)d1^49d2^247 + (2 + 2a + 1a^2)d1^50d2^247 + (4 + 4a + 4a^2)d1^51d2^247 + (3 + 4a + 1a^2)d1^52d2^247 + (4 + 4a + 4a^2)d1^53d2^247 + (2 + 3a + 2a^2)d1^54d2^247 + (4 + 1a + 4a^2)d1^55d2^247 + (0 + 2a + 3a^2)d1^56d2^247 + (3 + 1a + 2a^2)d1^57d2^247 + (0 + 4a + 0a^2)d1^58d2^247 + (0 + 3a + 4a^2)d1^59d2^247 + (0 + 4a + 2a^2)d1^60d2^247 + (4 + 0a + 3a^2)d1^61d2^247 + (2 + 4a + 0a^2)d1^62d2^247 + (1 + 2a + 4a^2)d1^63d2^247 + (0 + 2a + 4a^2)d1^64d2^247 + (2 + 0a + 3a^2)d1^65d2^247 + (2 + 0a + 2a^2)d1^66d2^247 + (3 + 4a + 0a^2)d1^67d2^247 + (1 + 0a + 2a^2)d1^68d2^247 + (2 + 0a + 0a^2)d1^69d2^247 + (3 + 3a + 2a^2)d1^70d2^247 + (1 + 0a + 2a^2)d1^71d2^247 + (0 + 0a + 4a^2)d1^72d2^247 + (2 + 0a + 1a^2)d1^73d2^247 + (3 + 0a + 0a^2)d1^74d2^247 + (4 + 0a + 3a^2)d1^75d2^247 + (1 + 2a + 0a^2)d1^76d2^247 + (2 + 4a + 3a^2)d1^77d2^247 + (4 + 3a + 2a^2)d1^78d2^247 + (4 + 3a + 1a^2)d1^79d2^247 + (0 + 4a + 1a^2)d1^80d2^247 + (3 + 2a + 4a^2)d1^81d2^247 + (2 + 4a + 4a^2)d1^82d2^247 + (1 + 4a + 1a^2)d1^83d2^247 + (4 + 0a + 0a^2)d1^84d2^247 + (0 + 3a + 2a^2)d1^85d2^247 + (3 + 0a + 2a^2)d1^86d2^247 + (0 + 0a + 4a^2)d1^87d2^247 + (1 + 1a + 3a^2)d1^88d2^247 + (1 + 0a + 4a^2)d1^89d2^247 + (4 + 2a + 1a^2)d1^90d2^247 + (1 + 4a + 1a^2)d1^91d2^247 + (1 + 4a + 1a^2)d1^92d2^247 + (1 + 0a + 4a^2)d1^93d2^247 + (0 + 2a + 2a^2)d1^94d2^247 + (1 + 0a + 4a^2)d1^95d2^247 + (1 + 0a + 1a^2)d1^96d2^247 + (4 + 1a + 0a^2)d1^97d2^247 + (4 + 3a + 1a^2)d1^98d2^247 + (4 + 3a + 1a^2)d1^99d2^247 + (0 + 2a + 4a^2)d1^100d2^247 + (3 + 0a + 2a^2)d1^101d2^247 + (0 + 1a + 4a^2)d1^102d2^247 + (3 + 4a + 0a^2)d1^103d2^247 + (1 + 1a + 3a^2)d1^104d2^247 + (0 + 3a + 4a^2)d1^105d2^247 + (0 + 0a + 1a^2)d1^106d2^247 + (4 + 0a + 0a^2)d1^107d2^247 + (3 + 3a + 1a^2)d1^108d2^247 + (4 + 4a + 4a^2)d1^109d2^247 + (4 + 2a + 3a^2)d1^110d2^247 + (4 + 1a + 4a^2)d1^111d2^247 + (4 + 4a + 4a^2)d1^112d2^247 + (3 + 3a + 3a^2)d1^113d2^247 + (4 + 3a + 0a^2)d1^114d2^247 + (3 + 2a + 0a^2)d1^115d2^247 + (4 + 4a + 2a^2)d1^116d2^247 + (3 + 2a + 0a^2)d1^117d2^247 + (0 + 0a + 3a^2)d1^118d2^247 + (3 + 3a + 1a^2)d1^119d2^247 + (3 + 1a + 1a^2)d1^120d2^247 + (1 + 1a + 0a^2)d1^121d2^247 + (4 + 1a + 4a^2)d1^122d2^247 + (1 + 4a + 4a^2)d1^123d2^247 + (2 + 3a + 0a^2)d1^124d2^247 + (0 + 4a + 1a^2)d1^125d2^247 + (3 + 0a + 2a^2)d1^126d2^247 + (0 + 2a + 0a^2)d1^127d2^247 + (3 + 4a + 0a^2)d1^128d2^247 + (3 + 3a + 0a^2)d1^129d2^247 + (2 + 1a + 0a^2)d1^130d2^247 + (0 + 2a + 2a^2)d1^131d2^247 + (3 + 4a + 0a^2)d1^132d2^247 + (4 + 4a + 4a^2)d1^133d2^247 + (2 + 3a + 1a^2)d1^134d2^247 + (3 + 4a + 0a^2)d1^135d2^247 + (3 + 2a + 4a^2)d1^136d2^247 + (3 + 4a + 3a^2)d1^137d2^247 + (1 + 2a + 3a^2)d1^138d2^247 + (1 + 0a + 2a^2)d1^139d2^247 + (3 + 4a + 0a^2)d1^140d2^247 + (3 + 1a + 4a^2)d1^141d2^247 + (4 + 4a + 2a^2)d1^142d2^247 + (1 + 3a + 1a^2)d1^144d2^247 + (1 + 1a + 1a^2)d1^145d2^247 + (1 + 4a + 4a^2)d1^146d2^247 + (4 + 4a + 4a^2)d1^147d2^247 + (0 + 1a + 1a^2)d1^148d2^247 + (2 + 2a + 2a^2)d1^149d2^247 + (4 + 3a + 4a^2)d1^150d2^247 + (0 + 4a + 2a^2)d1^151d2^247 + (2 + 1a + 0a^2)d1^152d2^247 + (2 + 1a + 2a^2)d1^153d2^247 + (0 + 1a + 1a^2)d1^154d2^247 + (3 + 4a + 4a^2)d1^155d2^247 + (2 + 2a + 2a^2)d1^156d2^247 + (4 + 0a + 2a^2)d1^157d2^247 + (1 + 2a + 4a^2)d1^158d2^247 + (4 + 4a + 4a^2)d1^159d2^247 + (1 + 4a + 4a^2)d1^160d2^247 + (3 + 1a + 3a^2)d1^161d2^247 + (0 + 3a + 3a^2)d1^162d2^247 + (2 + 2a + 0a^2)d1^163d2^247 + (1 + 2a + 0a^2)d1^164d2^247 + (4 + 4a + 1a^2)d1^165d2^247 + (0 + 3a + 3a^2)d1^166d2^247 + (0 + 3a + 0a^2)d1^167d2^247 + (4 + 0a + 3a^2)d1^168d2^247 + (1 + 4a + 0a^2)d1^169d2^247 + (4 + 3a + 4a^2)d1^170d2^247 + (4 + 2a + 3a^2)d1^171d2^247 + (4 + 4a + 1a^2)d1^172d2^247 + (4 + 4a + 3a^2)d1^173d2^247 + (0 + 3a + 2a^2)d1^174d2^247 + (1 + 1a + 1a^2)d1^175d2^247 + (2 + 1a + 2a^2)d1^176d2^247 + (4 + 1a + 4a^2)d1^177d2^247 + (3 + 3a + 3a^2)d1^178d2^247 + (1 + 1a + 1a^2)d1^179d2^247 + (0 + 1a + 0a^2)d1^180d2^247 + (2 + 4a + 0a^2)d1^181d2^247 + (4 + 1a + 2a^2)d1^182d2^247 + (4 + 0a + 4a^2)d1^183d2^247 + (1 + 2a + 4a^2)d1^184d2^247 + (3 + 0a + 4a^2)d1^185d2^247 + (4 + 3a + 2a^2)d1^186d2^247 + (3 + 0a + 4a^2)d1^187d2^247 + (2 + 0a + 2a^2)d1^188d2^247 + (1 + 1a + 1a^2)d1^189d2^247 + (3 + 4a + 0a^2)d1^190d2^247 + (2 + 2a + 3a^2)d1^191d2^247 + (0 + 4a + 1a^2)d1^192d2^247 + (4 + 3a + 4a^2)d1^193d2^247 + (1 + 2a + 0a^2)d1^194d2^247 + (0 + 4a + 3a^2)d1^195d2^247 + (2 + 4a + 4a^2)d1^196d2^247 + (1 + 4a + 0a^2)d1^197d2^247 + (4 + 0a + 4a^2)d1^198d2^247 + (4 + 3a + 0a^2)d1^199d2^247 + (0 + 2a + 0a^2)d1^200d2^247 + (4 + 1a + 2a^2)d1^201d2^247 + (0 + 0a + 1a^2)d1^202d2^247 + (3 + 2a + 3a^2)d1^203d2^247 + (1 + 0a + 1a^2)d1^204d2^247 + (4 + 1a + 1a^2)d1^205d2^247 + (0 + 4a + 1a^2)d1^206d2^247 + (3 + 1a + 1a^2)d1^207d2^247 + (0 + 4a + 4a^2)d1^208d2^247 + (4 + 0a + 1a^2)d1^209d2^247 + (0 + 2a + 4a^2)d1^210d2^247 + (1 + 1a + 1a^2)d1^211d2^247 + (4 + 2a + 3a^2)d1^212d2^247 + (4 + 2a + 1a^2)d1^213d2^247 + (2 + 2a + 0a^2)d1^214d2^247 + (3 + 0a + 3a^2)d1^215d2^247 + (0 + 2a + 4a^2)d1^216d2^247 + (2 + 4a + 2a^2)d1^217d2^247 + (3 + 1a + 1a^2)d1^218d2^247 + (2 + 1a + 0a^2)d1^219d2^247 + (4 + 2a + 1a^2)d1^220d2^247 + (2 + 4a + 1a^2)d1^221d2^247 + (4 + 0a + 3a^2)d1^222d2^247 + (0 + 4a + 2a^2)d1^223d2^247 + (1 + 2a + 3a^2)d1^224d2^247 + (1 + 2a + 4a^2)d1^225d2^247 + (1 + 0a + 2a^2)d1^226d2^247 + (4 + 0a + 3a^2)d1^227d2^247 + (1 + 3a + 4a^2)d1^228d2^247 + (4 + 1a + 3a^2)d1^229d2^247 + (0 + 2a + 4a^2)d1^230d2^247 + (1 + 2a + 0a^2)d1^231d2^247 + (3 + 2a + 0a^2)d1^232d2^247 + (3 + 3a + 2a^2)d1^233d2^247 + (0 + 3a + 1a^2)d1^234d2^247 + (3 + 2a + 1a^2)d1^235d2^247 + (0 + 2a + 1a^2)d1^236d2^247 + (4 + 2a + 1a^2)d1^237d2^247 + (0 + 2a + 0a^2)d1^238d2^247 + (1 + 3a + 0a^2)d1^239d2^247 + (3 + 1a + 0a^2)d1^240d2^247 + (3 + 4a + 3a^2)d1^241d2^247 + (2 + 4a + 2a^2)d1^242d2^247 + (3 + 1a + 2a^2)d1^243d2^247 + (3 + 4a + 3a^2)d1^244d2^247 + (0 + 4a + 3a^2)d1^245d2^247 + (4 + 2a + 1a^2)d1^246d2^247 + (4 + 2a + 0a^2)d1^247d2^247 + (1 + 0a + 0a^2)d1^248d2^247 + (2 + 4a + 4a^2)d1^249d2^247 + (4 + 1a + 2a^2)d1^250d2^247 + (4 + 4a + 3a^2)d1^251d2^247 + (4 + 2a + 1a^2)d1^252d2^247 + (0 + 1a + 1a^2)d1^253d2^247 + (1 + 2a + 3a^2)d1^254d2^247 + (1 + 3a + 2a^2)d1^255d2^247 + (3 + 2a + 4a^2)d1^256d2^247 + (1 + 2a + 0a^2)d1^257d2^247 + (0 + 1a + 4a^2)d1^258d2^247 + (3 + 4a + 3a^2)d1^259d2^247 + (3 + 1a + 3a^2)d1^260d2^247 + (0 + 3a + 4a^2)d1^261d2^247 + (4 + 2a + 3a^2)d1^262d2^247 + (2 + 4a + 0a^2)d1^263d2^247 + (0 + 3a + 1a^2)d1^264d2^247 + (4 + 3a + 3a^2)d1^265d2^247 + (2 + 2a + 4a^2)d1^266d2^247 + (2 + 0a + 0a^2)d1^267d2^247 + (0 + 4a + 2a^2)d1^268d2^247 + (4 + 3a + 4a^2)d1^269d2^247 + (0 + 4a + 0a^2)d1^270d2^247 + (0 + 3a + 3a^2)d1^271d2^247 + (2 + 1a + 0a^2)d1^272d2^247 + (4 + 1a + 2a^2)d1^273d2^247 + (1 + 1a + 4a^2)d1^274d2^247 + (4 + 3a + 3a^2)d1^275d2^247 + (4 + 0a + 2a^2)d1^276d2^247 + (3 + 0a + 3a^2)d1^277d2^247 + (3 + 3a + 3a^2)d1^278d2^247 + (3 + 4a + 3a^2)d1^279d2^247 + (1 + 1a + 2a^2)d1^280d2^247 + (3 + 1a + 1a^2)d1^281d2^247 + (4 + 0a + 0a^2)d1^282d2^247 + (0 + 3a + 1a^2)d1^283d2^247 + (3 + 3a + 3a^2)d1^284d2^247 + (4 + 3a + 1a^2)d1^285d2^247 + (4 + 2a + 4a^2)d1^286d2^247 + (4 + 0a + 2a^2)d1^287d2^247 + (3 + 4a + 1a^2)d1^288d2^247 + (2 + 0a + 2a^2)d1^289d2^247 + (2 + 4a + 2a^2)d1^290d2^247 + (3 + 0a + 2a^2)d1^291d2^247 + (3 + 2a + 4a^2)d1^292d2^247 + (0 + 2a + 4a^2)d1^293d2^247 + (3 + 1a + 4a^2)d2^248 + (0 + 4a + 1a^2)d1^1d2^248 + (1 + 3a + 4a^2)d1^2d2^248 + (3 + 0a + 0a^2)d1^3d2^248 + (4 + 4a + 1a^2)d1^4d2^248 + (3 + 1a + 3a^2)d1^5d2^248 + (3 + 2a + 0a^2)d1^6d2^248 + (0 + 2a + 0a^2)d1^7d2^248 + (2 + 1a + 3a^2)d1^8d2^248 + (3 + 4a + 0a^2)d1^9d2^248 + (1 + 4a + 3a^2)d1^10d2^248 + (3 + 0a + 1a^2)d1^11d2^248 + (0 + 2a + 3a^2)d1^12d2^248 + (3 + 3a + 2a^2)d1^13d2^248 + (4 + 1a + 1a^2)d1^14d2^248 + (2 + 3a + 1a^2)d1^15d2^248 + (2 + 2a + 3a^2)d1^16d2^248 + (4 + 2a + 4a^2)d1^17d2^248 + (0 + 3a + 0a^2)d1^18d2^248 + (4 + 0a + 4a^2)d1^19d2^248 + (3 + 4a + 2a^2)d1^20d2^248 + (1 + 4a + 1a^2)d1^21d2^248 + (3 + 4a + 3a^2)d1^22d2^248 + (2 + 0a + 2a^2)d1^23d2^248 + (0 + 1a + 0a^2)d1^24d2^248 + (2 + 1a + 3a^2)d1^25d2^248 + (4 + 3a + 3a^2)d1^26d2^248 + (1 + 0a + 0a^2)d1^27d2^248 + (4 + 1a + 0a^2)d1^28d2^248 + (4 + 4a + 1a^2)d1^29d2^248 + (3 + 0a + 3a^2)d1^30d2^248 + (1 + 3a + 4a^2)d1^31d2^248 + (2 + 1a + 2a^2)d1^32d2^248 + (3 + 3a + 2a^2)d1^33d2^248 + (4 + 2a + 1a^2)d1^34d2^248 + (1 + 2a + 2a^2)d1^35d2^248 + (0 + 1a + 0a^2)d1^36d2^248 + (4 + 2a + 2a^2)d1^37d2^248 + (4 + 1a + 0a^2)d1^38d2^248 + (1 + 0a + 2a^2)d1^39d2^248 + (1 + 1a + 2a^2)d1^40d2^248 + (1 + 1a + 2a^2)d1^41d2^248 + (2 + 1a + 2a^2)d1^42d2^248 + (3 + 4a + 1a^2)d1^43d2^248 + (2 + 2a + 1a^2)d1^44d2^248 + (2 + 3a + 3a^2)d1^45d2^248 + (3 + 4a + 2a^2)d1^46d2^248 + (0 + 1a + 1a^2)d1^47d2^248 + (2 + 2a + 0a^2)d1^48d2^248 + (1 + 1a + 2a^2)d1^49d2^248 + (3 + 2a + 4a^2)d1^50d2^248 + (3 + 3a + 1a^2)d1^51d2^248 + (0 + 2a + 3a^2)d1^52d2^248 + (2 + 3a + 4a^2)d1^53d2^248 + (1 + 2a + 0a^2)d1^54d2^248 + (0 + 3a + 2a^2)d1^55d2^248 + (3 + 2a + 0a^2)d1^56d2^248 + (1 + 1a + 3a^2)d1^57d2^248 + (3 + 0a + 3a^2)d1^58d2^248 + (2 + 3a + 1a^2)d1^59d2^248 + (1 + 2a + 2a^2)d1^60d2^248 + (4 + 0a + 3a^2)d1^61d2^248 + (3 + 2a + 3a^2)d1^62d2^248 + (4 + 2a + 0a^2)d1^63d2^248 + (2 + 3a + 0a^2)d1^64d2^248 + (3 + 2a + 4a^2)d1^65d2^248 + (1 + 2a + 3a^2)d1^66d2^248 + (2 + 1a + 4a^2)d1^67d2^248 + (2 + 0a + 2a^2)d1^68d2^248 + (1 + 2a + 2a^2)d1^69d2^248 + (1 + 0a + 2a^2)d1^70d2^248 + (0 + 1a + 0a^2)d1^71d2^248 + (2 + 0a + 3a^2)d1^72d2^248 + (3 + 4a + 4a^2)d1^73d2^248 + (3 + 1a + 1a^2)d1^74d2^248 + (2 + 0a + 3a^2)d1^75d2^248 + (0 + 1a + 1a^2)d1^76d2^248 + (3 + 2a + 4a^2)d1^77d2^248 + (2 + 0a + 3a^2)d1^78d2^248 + (4 + 2a + 0a^2)d1^79d2^248 + (2 + 1a + 4a^2)d1^80d2^248 + (3 + 4a + 2a^2)d1^81d2^248 + (3 + 4a + 4a^2)d1^82d2^248 + (2 + 1a + 0a^2)d1^83d2^248 + (3 + 2a + 0a^2)d1^84d2^248 + (1 + 1a + 2a^2)d1^85d2^248 + (0 + 3a + 3a^2)d1^86d2^248 + (1 + 4a + 1a^2)d1^87d2^248 + (2 + 3a + 0a^2)d1^88d2^248 + (3 + 3a + 1a^2)d1^89d2^248 + (4 + 4a + 1a^2)d1^90d2^248 + (0 + 0a + 4a^2)d1^91d2^248 + (3 + 1a + 4a^2)d1^92d2^248 + (3 + 4a + 0a^2)d1^93d2^248 + (4 + 2a + 0a^2)d1^94d2^248 + (4 + 4a + 0a^2)d1^95d2^248 + (3 + 2a + 3a^2)d1^96d2^248 + (4 + 0a + 3a^2)d1^97d2^248 + (1 + 1a + 4a^2)d1^98d2^248 + (4 + 4a + 2a^2)d1^99d2^248 + (2 + 1a + 0a^2)d1^100d2^248 + (0 + 3a + 2a^2)d1^101d2^248 + (0 + 0a + 2a^2)d1^102d2^248 + (1 + 4a + 1a^2)d1^103d2^248 + (4 + 1a + 2a^2)d1^104d2^248 + (4 + 1a + 1a^2)d1^105d2^248 + (4 + 2a + 3a^2)d1^106d2^248 + (3 + 2a + 3a^2)d1^107d2^248 + (2 + 1a + 1a^2)d1^108d2^248 + (3 + 1a + 0a^2)d1^109d2^248 + (1 + 2a + 2a^2)d1^110d2^248 + (1 + 2a + 1a^2)d1^111d2^248 + (4 + 0a + 2a^2)d1^112d2^248 + (3 + 1a + 4a^2)d1^113d2^248 + (0 + 4a + 3a^2)d1^114d2^248 + (4 + 1a + 2a^2)d1^115d2^248 + (4 + 3a + 4a^2)d1^116d2^248 + (0 + 4a + 0a^2)d1^117d2^248 + (3 + 3a + 4a^2)d1^118d2^248 + (1 + 1a + 3a^2)d1^119d2^248 + (3 + 3a + 2a^2)d1^120d2^248 + (1 + 0a + 2a^2)d1^121d2^248 + (2 + 1a + 2a^2)d1^122d2^248 + (2 + 4a + 4a^2)d1^123d2^248 + (4 + 4a + 1a^2)d1^124d2^248 + (4 + 3a + 1a^2)d1^125d2^248 + (4 + 2a + 4a^2)d1^126d2^248 + (4 + 3a + 2a^2)d1^127d2^248 + (4 + 1a + 4a^2)d1^128d2^248 + (3 + 1a + 3a^2)d1^129d2^248 + (3 + 4a + 1a^2)d1^130d2^248 + (4 + 0a + 0a^2)d1^131d2^248 + (3 + 2a + 2a^2)d1^132d2^248 + (3 + 4a + 4a^2)d1^133d2^248 + (0 + 1a + 4a^2)d1^134d2^248 + (1 + 3a + 2a^2)d1^135d2^248 + (0 + 1a + 4a^2)d1^136d2^248 + (0 + 4a + 4a^2)d1^137d2^248 + (2 + 1a + 3a^2)d1^138d2^248 + (3 + 4a + 4a^2)d1^139d2^248 + (0 + 3a + 2a^2)d1^140d2^248 + (2 + 4a + 4a^2)d1^141d2^248 + (4 + 0a + 1a^2)d1^142d2^248 + (2 + 4a + 2a^2)d1^143d2^248 + (4 + 3a + 4a^2)d1^144d2^248 + (1 + 4a + 4a^2)d1^145d2^248 + (4 + 1a + 0a^2)d1^146d2^248 + (4 + 1a + 0a^2)d1^147d2^248 + (0 + 3a + 0a^2)d1^148d2^248 + (1 + 2a + 3a^2)d1^149d2^248 + (2 + 2a + 1a^2)d1^150d2^248 + (4 + 1a + 4a^2)d1^151d2^248 + (0 + 3a + 3a^2)d1^152d2^248 + (1 + 3a + 2a^2)d1^153d2^248 + (1 + 0a + 4a^2)d1^154d2^248 + (2 + 2a + 1a^2)d1^155d2^248 + (2 + 3a + 2a^2)d1^156d2^248 + (1 + 1a + 1a^2)d1^157d2^248 + (4 + 4a + 0a^2)d1^158d2^248 + (1 + 0a + 3a^2)d1^159d2^248 + (2 + 3a + 3a^2)d1^160d2^248 + (4 + 0a + 3a^2)d1^161d2^248 + (4 + 4a + 2a^2)d1^162d2^248 + (1 + 0a + 4a^2)d1^163d2^248 + (4 + 2a + 2a^2)d1^164d2^248 + (0 + 2a + 0a^2)d1^165d2^248 + (1 + 3a + 4a^2)d1^166d2^248 + (4 + 0a + 0a^2)d1^167d2^248 + (0 + 0a + 1a^2)d1^168d2^248 + (4 + 2a + 4a^2)d1^169d2^248 + (1 + 3a + 0a^2)d1^170d2^248 + (1 + 3a + 2a^2)d1^171d2^248 + (4 + 2a + 2a^2)d1^172d2^248 + (3 + 3a + 3a^2)d1^173d2^248 + (3 + 3a + 3a^2)d1^174d2^248 + (3 + 1a + 2a^2)d1^175d2^248 + (0 + 0a + 4a^2)d1^176d2^248 + (2 + 1a + 3a^2)d1^177d2^248 + (0 + 4a + 1a^2)d1^178d2^248 + (4 + 0a + 1a^2)d1^179d2^248 + (3 + 0a + 3a^2)d1^180d2^248 + (3 + 1a + 1a^2)d1^181d2^248 + (1 + 2a + 4a^2)d1^182d2^248 + (1 + 1a + 2a^2)d1^183d2^248 + (2 + 2a + 3a^2)d1^184d2^248 + (2 + 0a + 3a^2)d1^185d2^248 + (1 + 1a + 2a^2)d1^186d2^248 + (1 + 3a + 4a^2)d1^187d2^248 + (0 + 0a + 4a^2)d1^188d2^248 + (4 + 2a + 3a^2)d1^189d2^248 + (4 + 1a + 2a^2)d1^190d2^248 + (1 + 3a + 1a^2)d1^191d2^248 + (1 + 2a + 3a^2)d1^192d2^248 + (0 + 3a + 4a^2)d1^193d2^248 + (3 + 1a + 3a^2)d1^194d2^248 + (3 + 0a + 3a^2)d1^195d2^248 + (1 + 0a + 1a^2)d1^196d2^248 + (1 + 0a + 1a^2)d1^197d2^248 + (3 + 1a + 0a^2)d1^198d2^248 + (1 + 3a + 1a^2)d1^199d2^248 + (2 + 0a + 0a^2)d1^200d2^248 + (4 + 2a + 0a^2)d1^201d2^248 + (3 + 3a + 1a^2)d1^202d2^248 + (1 + 0a + 1a^2)d1^203d2^248 + (1 + 0a + 4a^2)d1^204d2^248 + (3 + 0a + 3a^2)d1^205d2^248 + (4 + 4a + 1a^2)d1^206d2^248 + (2 + 4a + 4a^2)d1^207d2^248 + (3 + 4a + 2a^2)d1^208d2^248 + (1 + 2a + 3a^2)d1^209d2^248 + (3 + 0a + 1a^2)d1^210d2^248 + (2 + 0a + 2a^2)d1^211d2^248 + (1 + 0a + 4a^2)d1^212d2^248 + (4 + 2a + 4a^2)d1^213d2^248 + (4 + 2a + 3a^2)d1^214d2^248 + (0 + 4a + 3a^2)d1^215d2^248 + (0 + 4a + 2a^2)d1^216d2^248 + (2 + 4a + 1a^2)d1^217d2^248 + (0 + 1a + 3a^2)d1^218d2^248 + (2 + 2a + 2a^2)d1^219d2^248 + (1 + 3a + 4a^2)d1^220d2^248 + (4 + 4a + 4a^2)d1^221d2^248 + (0 + 3a + 1a^2)d1^222d2^248 + (2 + 0a + 1a^2)d1^223d2^248 + (0 + 3a + 2a^2)d1^224d2^248 + (1 + 1a + 1a^2)d1^225d2^248 + (2 + 4a + 3a^2)d1^226d2^248 + (3 + 2a + 0a^2)d1^227d2^248 + (4 + 1a + 4a^2)d1^228d2^248 + (2 + 1a + 4a^2)d1^229d2^248 + (0 + 2a + 2a^2)d1^230d2^248 + (3 + 1a + 3a^2)d1^231d2^248 + (1 + 2a + 4a^2)d1^232d2^248 + (1 + 3a + 2a^2)d1^233d2^248 + (2 + 2a + 3a^2)d1^234d2^248 + (2 + 4a + 2a^2)d1^235d2^248 + (0 + 0a + 2a^2)d1^236d2^248 + (0 + 1a + 2a^2)d1^237d2^248 + (4 + 1a + 4a^2)d1^238d2^248 + (2 + 4a + 1a^2)d1^239d2^248 + (2 + 4a + 1a^2)d1^240d2^248 + (1 + 3a + 2a^2)d1^241d2^248 + (4 + 2a + 1a^2)d1^242d2^248 + (1 + 2a + 3a^2)d1^243d2^248 + (0 + 1a + 0a^2)d1^244d2^248 + (3 + 4a + 2a^2)d1^245d2^248 + (4 + 4a + 4a^2)d1^246d2^248 + (2 + 1a + 3a^2)d1^248d2^248 + (1 + 3a + 4a^2)d1^249d2^248 + (4 + 3a + 2a^2)d1^250d2^248 + (2 + 0a + 2a^2)d1^251d2^248 + (4 + 0a + 4a^2)d1^252d2^248 + (4 + 0a + 3a^2)d1^253d2^248 + (1 + 2a + 4a^2)d1^254d2^248 + (1 + 0a + 2a^2)d1^255d2^248 + (0 + 4a + 4a^2)d1^256d2^248 + (2 + 0a + 1a^2)d1^257d2^248 + (2 + 3a + 4a^2)d1^258d2^248 + (0 + 4a + 0a^2)d1^259d2^248 + (2 + 2a + 4a^2)d1^260d2^248 + (1 + 4a + 1a^2)d1^261d2^248 + (0 + 4a + 0a^2)d1^262d2^248 + (3 + 1a + 3a^2)d1^263d2^248 + (4 + 3a + 2a^2)d1^264d2^248 + (0 + 4a + 0a^2)d1^265d2^248 + (3 + 4a + 3a^2)d1^266d2^248 + (2 + 4a + 3a^2)d1^267d2^248 + (2 + 2a + 3a^2)d1^268d2^248 + (2 + 1a + 1a^2)d1^269d2^248 + (3 + 3a + 3a^2)d1^270d2^248 + (1 + 3a + 1a^2)d1^271d2^248 + (1 + 3a + 0a^2)d1^272d2^248 + (2 + 0a + 0a^2)d1^273d2^248 + (1 + 3a + 4a^2)d1^274d2^248 + (3 + 1a + 3a^2)d1^275d2^248 + (2 + 4a + 3a^2)d1^276d2^248 + (1 + 4a + 2a^2)d1^277d2^248 + (2 + 2a + 2a^2)d1^278d2^248 + (1 + 1a + 4a^2)d1^279d2^248 + (2 + 4a + 2a^2)d1^280d2^248 + (0 + 3a + 0a^2)d1^281d2^248 + (2 + 0a + 4a^2)d1^282d2^248 + (4 + 2a + 3a^2)d1^283d2^248 + (3 + 0a + 0a^2)d1^284d2^248 + (4 + 2a + 3a^2)d1^285d2^248 + (4 + 1a + 3a^2)d1^286d2^248 + (4 + 0a + 3a^2)d1^287d2^248 + (1 + 1a + 3a^2)d1^288d2^248 + (4 + 3a + 1a^2)d1^289d2^248 + (4 + 0a + 2a^2)d1^290d2^248 + (4 + 3a + 2a^2)d1^291d2^248 + (4 + 3a + 2a^2)d1^292d2^248 + (3 + 1a + 0a^2)d1^293d2^248 + (4 + 4a + 1a^2)d2^249 + (0 + 3a + 3a^2)d1^1d2^249 + (3 + 4a + 3a^2)d1^2d2^249 + (3 + 1a + 4a^2)d1^3d2^249 + (0 + 3a + 2a^2)d1^4d2^249 + (0 + 2a + 2a^2)d1^5d2^249 + (1 + 4a + 0a^2)d1^7d2^249 + (1 + 0a + 3a^2)d1^8d2^249 + (1 + 1a + 4a^2)d1^9d2^249 + (4 + 4a + 1a^2)d1^10d2^249 + (1 + 4a + 1a^2)d1^11d2^249 + (2 + 3a + 1a^2)d1^12d2^249 + (4 + 3a + 3a^2)d1^13d2^249 + (0 + 4a + 0a^2)d1^14d2^249 + (3 + 4a + 4a^2)d1^15d2^249 + (4 + 4a + 1a^2)d1^16d2^249 + (0 + 2a + 3a^2)d1^17d2^249 + (3 + 1a + 4a^2)d1^18d2^249 + (4 + 1a + 4a^2)d1^19d2^249 + (2 + 1a + 2a^2)d1^20d2^249 + (2 + 2a + 3a^2)d1^21d2^249 + (1 + 3a + 4a^2)d1^22d2^249 + (4 + 1a + 2a^2)d1^23d2^249 + (3 + 4a + 2a^2)d1^24d2^249 + (2 + 2a + 1a^2)d1^25d2^249 + (3 + 4a + 4a^2)d1^26d2^249 + (4 + 3a + 4a^2)d1^27d2^249 + (4 + 2a + 1a^2)d1^28d2^249 + (2 + 2a + 4a^2)d1^29d2^249 + (3 + 0a + 0a^2)d1^30d2^249 + (0 + 1a + 3a^2)d1^31d2^249 + (1 + 1a + 2a^2)d1^32d2^249 + (0 + 2a + 4a^2)d1^33d2^249 + (3 + 1a + 1a^2)d1^34d2^249 + (4 + 1a + 4a^2)d1^35d2^249 + (4 + 3a + 2a^2)d1^36d2^249 + (3 + 1a + 1a^2)d1^37d2^249 + (2 + 3a + 3a^2)d1^38d2^249 + (2 + 3a + 1a^2)d1^39d2^249 + (3 + 1a + 3a^2)d1^40d2^249 + (1 + 0a + 0a^2)d1^41d2^249 + (4 + 3a + 4a^2)d1^42d2^249 + (2 + 1a + 2a^2)d1^43d2^249 + (1 + 4a + 0a^2)d1^44d2^249 + (1 + 1a + 2a^2)d1^45d2^249 + (2 + 2a + 4a^2)d1^46d2^249 + (3 + 4a + 2a^2)d1^47d2^249 + (4 + 1a + 4a^2)d1^48d2^249 + (0 + 2a + 1a^2)d1^49d2^249 + (2 + 4a + 1a^2)d1^50d2^249 + (4 + 4a + 2a^2)d1^51d2^249 + (0 + 1a + 2a^2)d1^52d2^249 + (0 + 2a + 0a^2)d1^53d2^249 + (0 + 3a + 2a^2)d1^54d2^249 + (3 + 3a + 1a^2)d1^55d2^249 + (4 + 0a + 1a^2)d1^56d2^249 + (1 + 4a + 3a^2)d1^57d2^249 + (0 + 4a + 4a^2)d1^58d2^249 + (1 + 4a + 1a^2)d1^59d2^249 + (0 + 3a + 0a^2)d1^60d2^249 + (0 + 3a + 3a^2)d1^61d2^249 + (0 + 1a + 3a^2)d1^62d2^249 + (4 + 1a + 1a^2)d1^63d2^249 + (0 + 2a + 4a^2)d1^64d2^249 + (1 + 1a + 2a^2)d1^65d2^249 + (4 + 1a + 1a^2)d1^66d2^249 + (3 + 1a + 0a^2)d1^67d2^249 + (3 + 4a + 4a^2)d1^68d2^249 + (1 + 4a + 4a^2)d1^69d2^249 + (1 + 0a + 3a^2)d1^70d2^249 + (4 + 3a + 3a^2)d1^71d2^249 + (0 + 2a + 3a^2)d1^72d2^249 + (1 + 4a + 3a^2)d1^73d2^249 + (2 + 2a + 2a^2)d1^74d2^249 + (1 + 0a + 3a^2)d1^75d2^249 + (1 + 1a + 2a^2)d1^76d2^249 + (1 + 2a + 3a^2)d1^77d2^249 + (0 + 0a + 4a^2)d1^78d2^249 + (0 + 4a + 4a^2)d1^79d2^249 + (3 + 2a + 2a^2)d1^80d2^249 + (0 + 0a + 1a^2)d1^81d2^249 + (0 + 1a + 3a^2)d1^82d2^249 + (2 + 1a + 4a^2)d1^83d2^249 + (4 + 2a + 3a^2)d1^84d2^249 + (1 + 3a + 2a^2)d1^85d2^249 + (0 + 4a + 1a^2)d1^87d2^249 + (1 + 1a + 2a^2)d1^88d2^249 + (0 + 2a + 0a^2)d1^89d2^249 + (1 + 3a + 4a^2)d1^90d2^249 + (4 + 0a + 4a^2)d1^91d2^249 + (2 + 0a + 2a^2)d1^92d2^249 + (0 + 3a + 0a^2)d1^93d2^249 + (1 + 3a + 0a^2)d1^94d2^249 + (0 + 4a + 4a^2)d1^95d2^249 + (3 + 1a + 3a^2)d1^96d2^249 + (4 + 2a + 2a^2)d1^97d2^249 + (3 + 0a + 4a^2)d1^98d2^249 + (3 + 4a + 3a^2)d1^99d2^249 + (4 + 1a + 4a^2)d1^100d2^249 + (0 + 2a + 4a^2)d1^101d2^249 + (2 + 4a + 4a^2)d1^102d2^249 + (3 + 1a + 2a^2)d1^103d2^249 + (0 + 2a + 3a^2)d1^104d2^249 + (4 + 1a + 3a^2)d1^105d2^249 + (1 + 4a + 3a^2)d1^106d2^249 + (4 + 1a + 3a^2)d1^107d2^249 + (3 + 0a + 1a^2)d1^108d2^249 + (2 + 0a + 3a^2)d1^109d2^249 + (2 + 2a + 2a^2)d1^110d2^249 + (3 + 2a + 2a^2)d1^111d2^249 + (4 + 1a + 0a^2)d1^112d2^249 + (2 + 3a + 0a^2)d1^113d2^249 + (4 + 3a + 1a^2)d1^114d2^249 + (0 + 4a + 3a^2)d1^115d2^249 + (4 + 0a + 2a^2)d1^116d2^249 + (2 + 1a + 2a^2)d1^117d2^249 + (0 + 0a + 1a^2)d1^118d2^249 + (1 + 0a + 3a^2)d1^119d2^249 + (3 + 2a + 1a^2)d1^120d2^249 + (3 + 1a + 4a^2)d1^121d2^249 + (4 + 0a + 4a^2)d1^122d2^249 + (3 + 3a + 1a^2)d1^123d2^249 + (1 + 3a + 0a^2)d1^124d2^249 + (3 + 2a + 2a^2)d1^125d2^249 + (3 + 4a + 2a^2)d1^126d2^249 + (2 + 4a + 0a^2)d1^127d2^249 + (0 + 1a + 4a^2)d1^128d2^249 + (1 + 0a + 3a^2)d1^129d2^249 + (0 + 4a + 2a^2)d1^130d2^249 + (1 + 0a + 0a^2)d1^131d2^249 + (2 + 4a + 1a^2)d1^132d2^249 + (2 + 3a + 4a^2)d1^133d2^249 + (4 + 4a + 0a^2)d1^134d2^249 + (1 + 1a + 2a^2)d1^135d2^249 + (3 + 0a + 4a^2)d1^136d2^249 + (3 + 1a + 1a^2)d1^137d2^249 + (2 + 1a + 0a^2)d1^138d2^249 + (0 + 1a + 4a^2)d1^139d2^249 + (3 + 2a + 1a^2)d1^140d2^249 + (2 + 0a + 0a^2)d1^141d2^249 + (3 + 3a + 2a^2)d1^142d2^249 + (3 + 4a + 3a^2)d1^143d2^249 + (3 + 1a + 0a^2)d1^144d2^249 + (0 + 1a + 0a^2)d1^145d2^249 + (4 + 4a + 2a^2)d1^146d2^249 + (4 + 0a + 1a^2)d1^147d2^249 + (0 + 3a + 1a^2)d1^148d2^249 + (3 + 1a + 2a^2)d1^149d2^249 + (3 + 2a + 0a^2)d1^150d2^249 + (1 + 2a + 4a^2)d1^151d2^249 + (3 + 0a + 2a^2)d1^152d2^249 + (4 + 3a + 0a^2)d1^153d2^249 + (3 + 0a + 3a^2)d1^154d2^249 + (3 + 2a + 3a^2)d1^155d2^249 + (4 + 4a + 3a^2)d1^156d2^249 + (1 + 4a + 4a^2)d1^157d2^249 + (2 + 1a + 3a^2)d1^158d2^249 + (3 + 2a + 1a^2)d1^159d2^249 + (4 + 2a + 4a^2)d1^160d2^249 + (3 + 4a + 3a^2)d1^161d2^249 + (0 + 4a + 3a^2)d1^162d2^249 + (1 + 2a + 4a^2)d1^163d2^249 + (0 + 3a + 3a^2)d1^164d2^249 + (3 + 0a + 3a^2)d1^165d2^249 + (1 + 0a + 0a^2)d1^166d2^249 + (3 + 3a + 2a^2)d1^167d2^249 + (3 + 3a + 3a^2)d1^168d2^249 + (1 + 1a + 3a^2)d1^169d2^249 + (0 + 2a + 1a^2)d1^170d2^249 + (1 + 2a + 3a^2)d1^171d2^249 + (0 + 1a + 1a^2)d1^172d2^249 + (3 + 0a + 1a^2)d1^173d2^249 + (2 + 3a + 4a^2)d1^174d2^249 + (1 + 4a + 0a^2)d1^175d2^249 + (3 + 2a + 1a^2)d1^176d2^249 + (2 + 2a + 1a^2)d1^177d2^249 + (1 + 1a + 1a^2)d1^178d2^249 + (4 + 4a + 3a^2)d1^179d2^249 + (0 + 4a + 4a^2)d1^180d2^249 + (3 + 2a + 4a^2)d1^181d2^249 + (1 + 1a + 3a^2)d1^182d2^249 + (0 + 2a + 1a^2)d1^183d2^249 + (3 + 4a + 1a^2)d1^184d2^249 + (1 + 1a + 4a^2)d1^185d2^249 + (4 + 0a + 2a^2)d1^186d2^249 + (4 + 0a + 2a^2)d1^187d2^249 + (4 + 1a + 1a^2)d1^188d2^249 + (3 + 2a + 3a^2)d1^189d2^249 + (3 + 2a + 3a^2)d1^190d2^249 + (3 + 4a + 0a^2)d1^191d2^249 + (0 + 0a + 1a^2)d1^192d2^249 + (0 + 3a + 4a^2)d1^193d2^249 + (4 + 0a + 1a^2)d1^194d2^249 + (4 + 4a + 3a^2)d1^195d2^249 + (1 + 2a + 1a^2)d1^196d2^249 + (0 + 2a + 1a^2)d1^197d2^249 + (1 + 2a + 1a^2)d1^198d2^249 + (3 + 0a + 1a^2)d1^200d2^249 + (0 + 1a + 2a^2)d1^201d2^249 + (0 + 3a + 1a^2)d1^202d2^249 + (0 + 4a + 2a^2)d1^203d2^249 + (1 + 2a + 2a^2)d1^204d2^249 + (0 + 4a + 2a^2)d1^205d2^249 + (3 + 3a + 4a^2)d1^206d2^249 + (3 + 0a + 4a^2)d1^207d2^249 + (0 + 2a + 0a^2)d1^208d2^249 + (3 + 0a + 3a^2)d1^209d2^249 + (0 + 1a + 2a^2)d1^210d2^249 + (3 + 0a + 4a^2)d1^211d2^249 + (2 + 2a + 2a^2)d1^212d2^249 + (3 + 3a + 3a^2)d1^213d2^249 + (0 + 1a + 4a^2)d1^214d2^249 + (0 + 1a + 1a^2)d1^215d2^249 + (4 + 0a + 3a^2)d1^216d2^249 + (0 + 3a + 2a^2)d1^217d2^249 + (2 + 1a + 2a^2)d1^218d2^249 + (3 + 4a + 3a^2)d1^219d2^249 + (3 + 3a + 2a^2)d1^220d2^249 + (3 + 1a + 2a^2)d1^221d2^249 + (4 + 4a + 2a^2)d1^222d2^249 + (1 + 0a + 4a^2)d1^223d2^249 + (2 + 1a + 3a^2)d1^224d2^249 + (0 + 1a + 3a^2)d1^225d2^249 + (0 + 4a + 1a^2)d1^226d2^249 + (0 + 0a + 2a^2)d1^227d2^249 + (1 + 1a + 1a^2)d1^228d2^249 + (4 + 0a + 1a^2)d1^229d2^249 + (1 + 2a + 0a^2)d1^230d2^249 + (2 + 3a + 0a^2)d1^231d2^249 + (1 + 0a + 1a^2)d1^232d2^249 + (4 + 4a + 3a^2)d1^233d2^249 + (0 + 1a + 2a^2)d1^234d2^249 + (0 + 2a + 0a^2)d1^235d2^249 + (4 + 3a + 1a^2)d1^236d2^249 + (3 + 0a + 2a^2)d1^237d2^249 + (1 + 3a + 0a^2)d1^238d2^249 + (1 + 4a + 1a^2)d1^239d2^249 + (1 + 0a + 4a^2)d1^240d2^249 + (4 + 4a + 1a^2)d1^241d2^249 + (4 + 4a + 0a^2)d1^242d2^249 + (3 + 2a + 3a^2)d1^243d2^249 + (3 + 4a + 0a^2)d1^244d2^249 + (2 + 2a + 0a^2)d1^245d2^249 + (2 + 0a + 4a^2)d1^246d2^249 + (4 + 4a + 4a^2)d1^247d2^249 + (0 + 3a + 3a^2)d1^248d2^249 + (0 + 2a + 2a^2)d1^249d2^249 + (0 + 0a + 4a^2)d1^250d2^249 + (3 + 3a + 3a^2)d1^251d2^249 + (2 + 3a + 2a^2)d1^252d2^249 + (2 + 4a + 0a^2)d1^253d2^249 + (4 + 3a + 2a^2)d1^254d2^249 + (1 + 0a + 0a^2)d1^255d2^249 + (4 + 1a + 1a^2)d1^256d2^249 + (4 + 4a + 1a^2)d1^257d2^249 + (4 + 2a + 0a^2)d1^258d2^249 + (1 + 1a + 2a^2)d1^259d2^249 + (2 + 4a + 3a^2)d1^260d2^249 + (4 + 1a + 3a^2)d1^261d2^249 + (0 + 4a + 0a^2)d1^262d2^249 + (2 + 1a + 3a^2)d1^263d2^249 + (0 + 1a + 2a^2)d1^264d2^249 + (4 + 0a + 3a^2)d1^265d2^249 + (3 + 2a + 2a^2)d1^266d2^249 + (2 + 3a + 2a^2)d1^267d2^249 + (4 + 0a + 0a^2)d1^268d2^249 + (4 + 1a + 1a^2)d1^269d2^249 + (1 + 0a + 1a^2)d1^270d2^249 + (1 + 1a + 0a^2)d1^271d2^249 + (1 + 4a + 4a^2)d1^272d2^249 + (3 + 4a + 2a^2)d1^273d2^249 + (0 + 2a + 2a^2)d1^274d2^249 + (0 + 2a + 3a^2)d1^275d2^249 + (1 + 3a + 3a^2)d1^276d2^249 + (2 + 2a + 0a^2)d1^277d2^249 + (3 + 3a + 1a^2)d1^278d2^249 + (3 + 4a + 0a^2)d1^279d2^249 + (0 + 3a + 2a^2)d1^280d2^249 + (4 + 4a + 4a^2)d1^281d2^249 + (1 + 3a + 1a^2)d1^282d2^249 + (1 + 1a + 4a^2)d1^283d2^249 + (1 + 2a + 1a^2)d1^284d2^249 + (3 + 1a + 2a^2)d1^285d2^249 + (0 + 4a + 2a^2)d1^286d2^249 + (2 + 0a + 0a^2)d1^287d2^249 + (3 + 1a + 3a^2)d1^288d2^249 + (2 + 1a + 3a^2)d1^289d2^249 + (2 + 4a + 0a^2)d1^290d2^249 + (0 + 2a + 0a^2)d1^291d2^249 + (3 + 4a + 3a^2)d1^292d2^249 + (3 + 0a + 4a^2)d1^293d2^249 + (0 + 1a + 3a^2)d2^250 + (1 + 2a + 1a^2)d1^1d2^250 + (4 + 1a + 1a^2)d1^2d2^250 + (0 + 3a + 2a^2)d1^3d2^250 + (3 + 1a + 0a^2)d1^4d2^250 + (3 + 3a + 2a^2)d1^5d2^250 + (2 + 1a + 2a^2)d1^6d2^250 + (3 + 3a + 0a^2)d1^7d2^250 + (0 + 3a + 3a^2)d1^8d2^250 + (3 + 4a + 1a^2)d1^9d2^250 + (0 + 4a + 3a^2)d1^10d2^250 + (1 + 0a + 0a^2)d1^11d2^250 + (3 + 4a + 0a^2)d1^12d2^250 + (2 + 0a + 0a^2)d1^13d2^250 + (2 + 3a + 3a^2)d1^14d2^250 + (1 + 3a + 3a^2)d1^15d2^250 + (0 + 2a + 4a^2)d1^16d2^250 + (1 + 1a + 4a^2)d1^17d2^250 + (2 + 3a + 1a^2)d1^18d2^250 + (0 + 2a + 4a^2)d1^19d2^250 + (3 + 0a + 0a^2)d1^20d2^250 + (2 + 0a + 3a^2)d1^21d2^250 + (2 + 3a + 3a^2)d1^22d2^250 + (0 + 3a + 2a^2)d1^23d2^250 + (2 + 4a + 3a^2)d1^24d2^250 + (2 + 4a + 2a^2)d1^25d2^250 + (2 + 3a + 2a^2)d1^26d2^250 + (4 + 1a + 3a^2)d1^27d2^250 + (2 + 4a + 1a^2)d1^28d2^250 + (4 + 3a + 3a^2)d1^29d2^250 + (4 + 4a + 3a^2)d1^30d2^250 + (4 + 2a + 4a^2)d1^31d2^250 + (1 + 2a + 0a^2)d1^32d2^250 + (0 + 1a + 4a^2)d1^33d2^250 + (4 + 0a + 0a^2)d1^34d2^250 + (4 + 4a + 3a^2)d1^35d2^250 + (2 + 4a + 2a^2)d1^36d2^250 + (4 + 4a + 0a^2)d1^37d2^250 + (3 + 1a + 1a^2)d1^38d2^250 + (2 + 0a + 2a^2)d1^39d2^250 + (4 + 0a + 2a^2)d1^40d2^250 + (1 + 3a + 0a^2)d1^41d2^250 + (2 + 4a + 3a^2)d1^42d2^250 + (0 + 0a + 4a^2)d1^43d2^250 + (0 + 4a + 1a^2)d1^44d2^250 + (0 + 2a + 1a^2)d1^45d2^250 + (1 + 4a + 2a^2)d1^46d2^250 + (2 + 4a + 0a^2)d1^47d2^250 + (0 + 1a + 4a^2)d1^48d2^250 + (0 + 1a + 0a^2)d1^49d2^250 + (0 + 4a + 0a^2)d1^50d2^250 + (4 + 4a + 4a^2)d1^51d2^250 + (0 + 0a + 3a^2)d1^52d2^250 + (4 + 0a + 1a^2)d1^53d2^250 + (3 + 2a + 2a^2)d1^54d2^250 + (4 + 3a + 3a^2)d1^55d2^250 + (2 + 1a + 0a^2)d1^56d2^250 + (3 + 2a + 3a^2)d1^57d2^250 + (3 + 2a + 3a^2)d1^58d2^250 + (2 + 2a + 1a^2)d1^59d2^250 + (2 + 1a + 0a^2)d1^60d2^250 + (3 + 4a + 3a^2)d1^61d2^250 + (0 + 3a + 0a^2)d1^62d2^250 + (3 + 0a + 4a^2)d1^63d2^250 + (2 + 2a + 2a^2)d1^64d2^250 + (0 + 0a + 4a^2)d1^65d2^250 + (0 + 1a + 1a^2)d1^66d2^250 + (3 + 2a + 4a^2)d1^67d2^250 + (4 + 0a + 3a^2)d1^68d2^250 + (4 + 2a + 1a^2)d1^69d2^250 + (4 + 3a + 2a^2)d1^70d2^250 + (0 + 2a + 2a^2)d1^71d2^250 + (1 + 4a + 0a^2)d1^72d2^250 + (3 + 3a + 2a^2)d1^73d2^250 + (4 + 2a + 0a^2)d1^74d2^250 + (4 + 2a + 3a^2)d1^75d2^250 + (1 + 1a + 3a^2)d1^76d2^250 + (1 + 2a + 1a^2)d1^77d2^250 + (2 + 1a + 1a^2)d1^78d2^250 + (1 + 4a + 0a^2)d1^79d2^250 + (3 + 0a + 0a^2)d1^80d2^250 + (4 + 4a + 3a^2)d1^81d2^250 + (0 + 2a + 0a^2)d1^82d2^250 + (3 + 2a + 0a^2)d1^83d2^250 + (1 + 0a + 4a^2)d1^84d2^250 + (1 + 0a + 0a^2)d1^85d2^250 + (0 + 2a + 3a^2)d1^86d2^250 + (3 + 3a + 2a^2)d1^87d2^250 + (1 + 4a + 4a^2)d1^88d2^250 + (2 + 4a + 2a^2)d1^89d2^250 + (4 + 3a + 4a^2)d1^90d2^250 + (2 + 1a + 1a^2)d1^91d2^250 + (1 + 1a + 3a^2)d1^92d2^250 + (3 + 3a + 2a^2)d1^93d2^250 + (4 + 1a + 3a^2)d1^94d2^250 + (1 + 0a + 1a^2)d1^95d2^250 + (4 + 4a + 3a^2)d1^96d2^250 + (3 + 4a + 2a^2)d1^97d2^250 + (4 + 0a + 4a^2)d1^98d2^250 + (1 + 3a + 4a^2)d1^99d2^250 + (1 + 4a + 1a^2)d1^100d2^250 + (2 + 1a + 0a^2)d1^101d2^250 + (4 + 2a + 0a^2)d1^102d2^250 + (2 + 0a + 2a^2)d1^103d2^250 + (2 + 3a + 1a^2)d1^104d2^250 + (0 + 1a + 0a^2)d1^105d2^250 + (1 + 3a + 1a^2)d1^106d2^250 + (2 + 2a + 4a^2)d1^107d2^250 + (4 + 3a + 0a^2)d1^108d2^250 + (4 + 0a + 2a^2)d1^109d2^250 + (0 + 0a + 4a^2)d1^110d2^250 + (0 + 4a + 0a^2)d1^111d2^250 + (0 + 2a + 3a^2)d1^112d2^250 + (1 + 2a + 1a^2)d1^113d2^250 + (2 + 1a + 2a^2)d1^114d2^250 + (3 + 1a + 2a^2)d1^115d2^250 + (4 + 1a + 4a^2)d1^116d2^250 + (3 + 4a + 3a^2)d1^117d2^250 + (1 + 0a + 2a^2)d1^118d2^250 + (0 + 0a + 1a^2)d1^119d2^250 + (4 + 4a + 3a^2)d1^120d2^250 + (2 + 3a + 1a^2)d1^121d2^250 + (1 + 0a + 0a^2)d1^122d2^250 + (1 + 1a + 0a^2)d1^123d2^250 + (2 + 0a + 2a^2)d1^124d2^250 + (3 + 0a + 2a^2)d1^125d2^250 + (3 + 4a + 2a^2)d1^126d2^250 + (2 + 1a + 0a^2)d1^127d2^250 + (2 + 1a + 3a^2)d1^128d2^250 + (4 + 1a + 4a^2)d1^129d2^250 + (3 + 1a + 0a^2)d1^130d2^250 + (2 + 2a + 4a^2)d1^131d2^250 + (0 + 2a + 2a^2)d1^132d2^250 + (1 + 2a + 3a^2)d1^133d2^250 + (3 + 2a + 2a^2)d1^134d2^250 + (2 + 0a + 2a^2)d1^135d2^250 + (1 + 4a + 1a^2)d1^136d2^250 + (1 + 1a + 3a^2)d1^137d2^250 + (3 + 4a + 0a^2)d1^138d2^250 + (2 + 4a + 1a^2)d1^139d2^250 + (3 + 2a + 1a^2)d1^140d2^250 + (3 + 1a + 1a^2)d1^141d2^250 + (4 + 4a + 4a^2)d1^142d2^250 + (3 + 0a + 4a^2)d1^143d2^250 + (3 + 4a + 2a^2)d1^144d2^250 + (1 + 4a + 3a^2)d1^145d2^250 + (1 + 1a + 1a^2)d1^146d2^250 + (3 + 0a + 2a^2)d1^147d2^250 + (0 + 2a + 1a^2)d1^148d2^250 + (2 + 4a + 2a^2)d1^149d2^250 + (2 + 3a + 2a^2)d1^150d2^250 + (2 + 1a + 4a^2)d1^151d2^250 + (1 + 4a + 4a^2)d1^152d2^250 + (4 + 2a + 4a^2)d1^153d2^250 + (1 + 2a + 4a^2)d1^154d2^250 + (0 + 1a + 1a^2)d1^155d2^250 + (3 + 2a + 3a^2)d1^156d2^250 + (2 + 4a + 0a^2)d1^157d2^250 + (2 + 1a + 2a^2)d1^158d2^250 + (1 + 0a + 1a^2)d1^159d2^250 + (2 + 1a + 0a^2)d1^160d2^250 + (1 + 3a + 0a^2)d1^161d2^250 + (2 + 3a + 3a^2)d1^162d2^250 + (4 + 3a + 4a^2)d1^163d2^250 + (2 + 3a + 2a^2)d1^164d2^250 + (1 + 3a + 0a^2)d1^165d2^250 + (1 + 3a + 3a^2)d1^166d2^250 + (3 + 2a + 2a^2)d1^167d2^250 + (3 + 0a + 1a^2)d1^168d2^250 + (3 + 1a + 4a^2)d1^169d2^250 + (0 + 1a + 2a^2)d1^170d2^250 + (4 + 2a + 3a^2)d1^171d2^250 + (1 + 2a + 4a^2)d1^172d2^250 + (3 + 0a + 2a^2)d1^173d2^250 + (0 + 1a + 4a^2)d1^174d2^250 + (2 + 0a + 3a^2)d1^175d2^250 + (1 + 1a + 2a^2)d1^176d2^250 + (3 + 2a + 0a^2)d1^177d2^250 + (0 + 4a + 2a^2)d1^178d2^250 + (0 + 1a + 3a^2)d1^179d2^250 + (0 + 2a + 4a^2)d1^180d2^250 + (2 + 0a + 4a^2)d1^181d2^250 + (3 + 3a + 4a^2)d1^182d2^250 + (4 + 4a + 2a^2)d1^183d2^250 + (3 + 2a + 2a^2)d1^184d2^250 + (2 + 2a + 0a^2)d1^185d2^250 + (0 + 2a + 3a^2)d1^186d2^250 + (3 + 2a + 0a^2)d1^187d2^250 + (3 + 4a + 2a^2)d1^188d2^250 + (1 + 2a + 2a^2)d1^189d2^250 + (1 + 3a + 3a^2)d1^190d2^250 + (3 + 0a + 3a^2)d1^191d2^250 + (1 + 3a + 4a^2)d1^192d2^250 + (1 + 2a + 4a^2)d1^193d2^250 + (4 + 2a + 3a^2)d1^194d2^250 + (1 + 3a + 0a^2)d1^195d2^250 + (1 + 2a + 1a^2)d1^196d2^250 + (2 + 0a + 0a^2)d1^197d2^250 + (4 + 0a + 3a^2)d1^198d2^250 + (3 + 4a + 4a^2)d1^199d2^250 + (0 + 4a + 0a^2)d1^200d2^250 + (0 + 0a + 1a^2)d1^201d2^250 + (2 + 3a + 4a^2)d1^202d2^250 + (1 + 0a + 3a^2)d1^203d2^250 + (3 + 2a + 0a^2)d1^204d2^250 + (2 + 3a + 3a^2)d1^205d2^250 + (1 + 2a + 3a^2)d1^206d2^250 + (0 + 2a + 3a^2)d1^207d2^250 + (2 + 4a + 2a^2)d1^208d2^250 + (4 + 4a + 0a^2)d1^209d2^250 + (4 + 3a + 1a^2)d1^210d2^250 + (2 + 4a + 3a^2)d1^211d2^250 + (4 + 4a + 1a^2)d1^212d2^250 + (3 + 1a + 2a^2)d1^213d2^250 + (0 + 0a + 2a^2)d1^214d2^250 + (0 + 4a + 4a^2)d1^215d2^250 + (1 + 1a + 3a^2)d1^216d2^250 + (0 + 4a + 1a^2)d1^217d2^250 + (0 + 0a + 3a^2)d1^218d2^250 + (0 + 0a + 1a^2)d1^219d2^250 + (1 + 2a + 4a^2)d1^220d2^250 + (2 + 3a + 4a^2)d1^221d2^250 + (4 + 3a + 0a^2)d1^222d2^250 + (4 + 0a + 1a^2)d1^223d2^250 + (4 + 3a + 2a^2)d1^224d2^250 + (4 + 4a + 1a^2)d1^225d2^250 + (4 + 3a + 4a^2)d1^226d2^250 + (2 + 3a + 1a^2)d1^227d2^250 + (2 + 2a + 2a^2)d1^228d2^250 + (1 + 1a + 3a^2)d1^229d2^250 + (4 + 0a + 2a^2)d1^230d2^250 + (1 + 3a + 2a^2)d1^231d2^250 + (2 + 0a + 1a^2)d1^232d2^250 + (1 + 0a + 2a^2)d1^233d2^250 + (0 + 2a + 4a^2)d1^234d2^250 + (0 + 0a + 3a^2)d1^235d2^250 + (0 + 4a + 0a^2)d1^236d2^250 + (3 + 2a + 1a^2)d1^237d2^250 + (4 + 2a + 3a^2)d1^238d2^250 + (1 + 0a + 4a^2)d1^239d2^250 + (3 + 4a + 3a^2)d1^240d2^250 + (3 + 0a + 3a^2)d1^241d2^250 + (1 + 1a + 0a^2)d1^242d2^250 + (4 + 3a + 4a^2)d1^243d2^250 + (1 + 3a + 0a^2)d1^244d2^250 + (1 + 0a + 3a^2)d1^245d2^250 + (2 + 2a + 2a^2)d1^246d2^250 + (2 + 1a + 2a^2)d1^247d2^250 + (1 + 1a + 4a^2)d1^248d2^250 + (1 + 3a + 3a^2)d1^249d2^250 + (3 + 1a + 3a^2)d1^250d2^250 + (3 + 1a + 1a^2)d1^251d2^250 + (0 + 4a + 2a^2)d1^252d2^250 + (0 + 2a + 0a^2)d1^253d2^250 + (0 + 4a + 3a^2)d1^254d2^250 + (3 + 2a + 4a^2)d1^255d2^250 + (1 + 3a + 2a^2)d1^256d2^250 + (0 + 4a + 0a^2)d1^257d2^250 + (1 + 3a + 2a^2)d1^258d2^250 + (1 + 1a + 3a^2)d1^259d2^250 + (0 + 4a + 0a^2)d1^260d2^250 + (0 + 3a + 0a^2)d1^261d2^250 + (1 + 1a + 1a^2)d1^262d2^250 + (0 + 2a + 2a^2)d1^263d2^250 + (1 + 2a + 2a^2)d1^264d2^250 + (0 + 4a + 3a^2)d1^265d2^250 + (0 + 3a + 1a^2)d1^266d2^250 + (0 + 3a + 3a^2)d1^267d2^250 + (4 + 3a + 3a^2)d1^268d2^250 + (4 + 4a + 0a^2)d1^269d2^250 + (0 + 4a + 1a^2)d1^270d2^250 + (2 + 1a + 1a^2)d1^271d2^250 + (1 + 0a + 4a^2)d1^272d2^250 + (0 + 0a + 3a^2)d1^273d2^250 + (4 + 3a + 0a^2)d1^274d2^250 + (3 + 2a + 4a^2)d1^275d2^250 + (1 + 1a + 0a^2)d1^276d2^250 + (3 + 0a + 3a^2)d1^277d2^250 + (1 + 4a + 0a^2)d1^278d2^250 + (1 + 2a + 0a^2)d1^279d2^250 + (0 + 1a + 4a^2)d1^280d2^250 + (4 + 1a + 1a^2)d1^281d2^250 + (3 + 2a + 3a^2)d1^282d2^250 + (4 + 1a + 0a^2)d1^283d2^250 + (2 + 3a + 3a^2)d1^284d2^250 + (2 + 0a + 3a^2)d1^285d2^250 + (0 + 0a + 1a^2)d1^286d2^250 + (1 + 3a + 0a^2)d1^287d2^250 + (1 + 3a + 2a^2)d1^288d2^250 + (2 + 2a + 3a^2)d1^289d2^250 + (2 + 4a + 1a^2)d1^290d2^250 + (0 + 2a + 1a^2)d1^291d2^250 + (4 + 0a + 1a^2)d1^292d2^250 + (1 + 3a + 4a^2)d1^293d2^250 + (4 + 0a + 0a^2)d2^251 + (0 + 1a + 0a^2)d1^1d2^251 + (0 + 4a + 3a^2)d1^2d2^251 + (1 + 4a + 4a^2)d1^3d2^251 + (4 + 3a + 4a^2)d1^4d2^251 + (2 + 4a + 1a^2)d1^5d2^251 + (3 + 0a + 4a^2)d1^6d2^251 + (0 + 3a + 4a^2)d1^7d2^251 + (0 + 1a + 1a^2)d1^8d2^251 + (2 + 2a + 4a^2)d1^9d2^251 + (3 + 1a + 4a^2)d1^10d2^251 + (1 + 4a + 3a^2)d1^11d2^251 + (3 + 4a + 2a^2)d1^12d2^251 + (0 + 4a + 2a^2)d1^13d2^251 + (4 + 1a + 0a^2)d1^14d2^251 + (2 + 3a + 3a^2)d1^15d2^251 + (0 + 2a + 2a^2)d1^16d2^251 + (1 + 4a + 4a^2)d1^17d2^251 + (0 + 1a + 4a^2)d1^18d2^251 + (2 + 1a + 4a^2)d1^19d2^251 + (0 + 2a + 1a^2)d1^20d2^251 + (3 + 0a + 1a^2)d1^21d2^251 + (0 + 3a + 2a^2)d1^22d2^251 + (1 + 3a + 3a^2)d1^23d2^251 + (2 + 0a + 0a^2)d1^24d2^251 + (3 + 3a + 0a^2)d1^25d2^251 + (2 + 2a + 3a^2)d1^26d2^251 + (3 + 4a + 2a^2)d1^27d2^251 + (2 + 0a + 0a^2)d1^28d2^251 + (4 + 4a + 1a^2)d1^29d2^251 + (4 + 1a + 1a^2)d1^30d2^251 + (0 + 3a + 0a^2)d1^31d2^251 + (3 + 3a + 0a^2)d1^32d2^251 + (4 + 2a + 1a^2)d1^33d2^251 + (3 + 0a + 1a^2)d1^34d2^251 + (3 + 2a + 1a^2)d1^35d2^251 + (0 + 3a + 4a^2)d1^36d2^251 + (0 + 4a + 3a^2)d1^37d2^251 + (1 + 3a + 1a^2)d1^38d2^251 + (1 + 0a + 1a^2)d1^39d2^251 + (2 + 3a + 1a^2)d1^40d2^251 + (1 + 3a + 0a^2)d1^41d2^251 + (2 + 3a + 0a^2)d1^42d2^251 + (4 + 4a + 3a^2)d1^43d2^251 + (1 + 3a + 3a^2)d1^44d2^251 + (1 + 2a + 1a^2)d1^45d2^251 + (1 + 0a + 0a^2)d1^46d2^251 + (1 + 2a + 0a^2)d1^47d2^251 + (1 + 0a + 4a^2)d1^48d2^251 + (1 + 3a + 4a^2)d1^49d2^251 + (4 + 1a + 3a^2)d1^50d2^251 + (4 + 3a + 1a^2)d1^51d2^251 + (4 + 1a + 0a^2)d1^52d2^251 + (3 + 2a + 4a^2)d1^53d2^251 + (1 + 3a + 3a^2)d1^54d2^251 + (2 + 3a + 0a^2)d1^55d2^251 + (1 + 0a + 3a^2)d1^56d2^251 + (0 + 4a + 0a^2)d1^57d2^251 + (1 + 0a + 4a^2)d1^58d2^251 + (0 + 0a + 3a^2)d1^59d2^251 + (1 + 0a + 1a^2)d1^60d2^251 + (2 + 1a + 2a^2)d1^61d2^251 + (4 + 4a + 0a^2)d1^62d2^251 + (4 + 2a + 4a^2)d1^63d2^251 + (0 + 4a + 0a^2)d1^64d2^251 + (2 + 1a + 1a^2)d1^65d2^251 + (2 + 4a + 1a^2)d1^66d2^251 + (4 + 1a + 2a^2)d1^67d2^251 + (3 + 0a + 3a^2)d1^68d2^251 + (1 + 0a + 1a^2)d1^69d2^251 + (1 + 0a + 2a^2)d1^70d2^251 + (3 + 1a + 2a^2)d1^71d2^251 + (3 + 2a + 3a^2)d1^72d2^251 + (2 + 1a + 4a^2)d1^73d2^251 + (1 + 4a + 3a^2)d1^74d2^251 + (4 + 3a + 3a^2)d1^75d2^251 + (2 + 2a + 4a^2)d1^76d2^251 + (0 + 1a + 0a^2)d1^77d2^251 + (0 + 0a + 2a^2)d1^78d2^251 + (1 + 0a + 2a^2)d1^79d2^251 + (4 + 4a + 0a^2)d1^80d2^251 + (4 + 2a + 4a^2)d1^81d2^251 + (1 + 2a + 1a^2)d1^82d2^251 + (0 + 2a + 1a^2)d1^83d2^251 + (0 + 3a + 4a^2)d1^84d2^251 + (4 + 3a + 3a^2)d1^85d2^251 + (1 + 4a + 1a^2)d1^86d2^251 + (3 + 0a + 0a^2)d1^87d2^251 + (1 + 4a + 0a^2)d1^88d2^251 + (2 + 2a + 2a^2)d1^89d2^251 + (4 + 3a + 2a^2)d1^90d2^251 + (3 + 4a + 3a^2)d1^91d2^251 + (1 + 4a + 4a^2)d1^92d2^251 + (2 + 3a + 4a^2)d1^93d2^251 + (1 + 2a + 2a^2)d1^94d2^251 + (3 + 2a + 2a^2)d1^95d2^251 + (4 + 2a + 4a^2)d1^96d2^251 + (0 + 2a + 4a^2)d1^97d2^251 + (4 + 0a + 0a^2)d1^98d2^251 + (0 + 3a + 0a^2)d1^99d2^251 + (0 + 1a + 0a^2)d1^100d2^251 + (4 + 2a + 0a^2)d1^101d2^251 + (1 + 2a + 0a^2)d1^102d2^251 + (0 + 0a + 2a^2)d1^103d2^251 + (0 + 2a + 4a^2)d1^104d2^251 + (4 + 4a + 1a^2)d1^105d2^251 + (4 + 0a + 3a^2)d1^106d2^251 + (1 + 2a + 2a^2)d1^107d2^251 + (3 + 0a + 2a^2)d1^108d2^251 + (3 + 4a + 0a^2)d1^109d2^251 + (2 + 4a + 4a^2)d1^110d2^251 + (1 + 0a + 1a^2)d1^111d2^251 + (3 + 0a + 3a^2)d1^112d2^251 + (2 + 1a + 1a^2)d1^113d2^251 + (1 + 3a + 1a^2)d1^114d2^251 + (1 + 3a + 4a^2)d1^115d2^251 + (1 + 1a + 2a^2)d1^116d2^251 + (3 + 2a + 3a^2)d1^117d2^251 + (3 + 2a + 1a^2)d1^118d2^251 + (1 + 0a + 0a^2)d1^119d2^251 + (2 + 4a + 4a^2)d1^120d2^251 + (4 + 2a + 1a^2)d1^121d2^251 + (0 + 0a + 2a^2)d1^122d2^251 + (2 + 0a + 3a^2)d1^123d2^251 + (1 + 3a + 2a^2)d1^124d2^251 + (0 + 0a + 3a^2)d1^125d2^251 + (0 + 1a + 1a^2)d1^126d2^251 + (0 + 3a + 1a^2)d1^127d2^251 + (3 + 2a + 0a^2)d1^128d2^251 + (3 + 2a + 1a^2)d1^129d2^251 + (2 + 2a + 2a^2)d1^130d2^251 + (2 + 3a + 4a^2)d1^131d2^251 + (1 + 2a + 1a^2)d1^132d2^251 + (0 + 3a + 0a^2)d1^133d2^251 + (2 + 4a + 1a^2)d1^134d2^251 + (0 + 1a + 1a^2)d1^135d2^251 + (3 + 3a + 4a^2)d1^136d2^251 + (1 + 2a + 0a^2)d1^137d2^251 + (3 + 3a + 1a^2)d1^138d2^251 + (3 + 3a + 2a^2)d1^139d2^251 + (2 + 0a + 4a^2)d1^140d2^251 + (2 + 0a + 3a^2)d1^141d2^251 + (3 + 0a + 4a^2)d1^142d2^251 + (1 + 1a + 3a^2)d1^143d2^251 + (4 + 3a + 1a^2)d1^144d2^251 + (0 + 1a + 1a^2)d1^145d2^251 + (2 + 4a + 4a^2)d1^146d2^251 + (3 + 2a + 4a^2)d1^147d2^251 + (1 + 1a + 1a^2)d1^148d2^251 + (1 + 2a + 0a^2)d1^149d2^251 + (3 + 4a + 1a^2)d1^150d2^251 + (2 + 0a + 1a^2)d1^151d2^251 + (2 + 4a + 2a^2)d1^152d2^251 + (4 + 1a + 2a^2)d1^153d2^251 + (3 + 1a + 1a^2)d1^154d2^251 + (2 + 1a + 1a^2)d1^155d2^251 + (3 + 4a + 2a^2)d1^156d2^251 + (0 + 1a + 3a^2)d1^157d2^251 + (0 + 0a + 4a^2)d1^158d2^251 + (0 + 2a + 0a^2)d1^159d2^251 + (2 + 4a + 4a^2)d1^160d2^251 + (1 + 3a + 3a^2)d1^161d2^251 + (3 + 0a + 1a^2)d1^162d2^251 + (3 + 4a + 0a^2)d1^163d2^251 + (2 + 0a + 2a^2)d1^164d2^251 + (0 + 2a + 2a^2)d1^165d2^251 + (0 + 4a + 0a^2)d1^166d2^251 + (3 + 2a + 1a^2)d1^167d2^251 + (4 + 3a + 1a^2)d1^168d2^251 + (3 + 2a + 0a^2)d1^169d2^251 + (1 + 0a + 0a^2)d1^170d2^251 + (1 + 4a + 4a^2)d1^171d2^251 + (0 + 3a + 1a^2)d1^172d2^251 + (3 + 1a + 3a^2)d1^173d2^251 + (2 + 1a + 0a^2)d1^174d2^251 + (0 + 0a + 2a^2)d1^175d2^251 + (2 + 4a + 0a^2)d1^176d2^251 + (4 + 2a + 2a^2)d1^177d2^251 + (3 + 3a + 1a^2)d1^178d2^251 + (4 + 0a + 1a^2)d1^179d2^251 + (3 + 0a + 4a^2)d1^181d2^251 + (4 + 2a + 4a^2)d1^182d2^251 + (0 + 4a + 2a^2)d1^183d2^251 + (3 + 1a + 3a^2)d1^184d2^251 + (0 + 3a + 0a^2)d1^185d2^251 + (2 + 0a + 4a^2)d1^186d2^251 + (0 + 2a + 1a^2)d1^187d2^251 + (3 + 2a + 0a^2)d1^188d2^251 + (1 + 1a + 3a^2)d1^189d2^251 + (4 + 4a + 4a^2)d1^190d2^251 + (4 + 4a + 2a^2)d1^191d2^251 + (0 + 2a + 3a^2)d1^192d2^251 + (4 + 1a + 2a^2)d1^193d2^251 + (3 + 4a + 0a^2)d1^194d2^251 + (2 + 0a + 3a^2)d1^195d2^251 + (2 + 4a + 3a^2)d1^196d2^251 + (0 + 0a + 3a^2)d1^197d2^251 + (0 + 3a + 2a^2)d1^198d2^251 + (1 + 1a + 1a^2)d1^199d2^251 + (3 + 2a + 3a^2)d1^200d2^251 + (1 + 4a + 4a^2)d1^201d2^251 + (0 + 0a + 3a^2)d1^202d2^251 + (4 + 3a + 3a^2)d1^203d2^251 + (1 + 1a + 4a^2)d1^204d2^251 + (0 + 1a + 1a^2)d1^205d2^251 + (2 + 4a + 4a^2)d1^206d2^251 + (2 + 2a + 0a^2)d1^207d2^251 + (4 + 3a + 3a^2)d1^208d2^251 + (1 + 1a + 1a^2)d1^209d2^251 + (0 + 0a + 1a^2)d1^210d2^251 + (3 + 0a + 4a^2)d1^211d2^251 + (3 + 2a + 0a^2)d1^212d2^251 + (2 + 3a + 4a^2)d1^213d2^251 + (1 + 0a + 4a^2)d1^214d2^251 + (1 + 0a + 3a^2)d1^215d2^251 + (3 + 1a + 3a^2)d1^216d2^251 + (4 + 2a + 3a^2)d1^217d2^251 + (3 + 3a + 2a^2)d1^218d2^251 + (0 + 2a + 1a^2)d1^219d2^251 + (4 + 0a + 3a^2)d1^220d2^251 + (2 + 0a + 3a^2)d1^221d2^251 + (3 + 3a + 4a^2)d1^222d2^251 + (3 + 1a + 1a^2)d1^223d2^251 + (0 + 4a + 0a^2)d1^224d2^251 + (1 + 2a + 2a^2)d1^225d2^251 + (4 + 3a + 3a^2)d1^226d2^251 + (2 + 3a + 2a^2)d1^227d2^251 + (1 + 3a + 0a^2)d1^228d2^251 + (0 + 1a + 4a^2)d1^229d2^251 + (3 + 2a + 4a^2)d1^230d2^251 + (0 + 2a + 4a^2)d1^231d2^251 + (3 + 4a + 4a^2)d1^232d2^251 + (3 + 2a + 3a^2)d1^233d2^251 + (1 + 3a + 4a^2)d1^234d2^251 + (2 + 3a + 3a^2)d1^235d2^251 + (3 + 2a + 3a^2)d1^236d2^251 + (4 + 2a + 2a^2)d1^237d2^251 + (1 + 4a + 1a^2)d1^238d2^251 + (2 + 3a + 0a^2)d1^239d2^251 + (4 + 4a + 2a^2)d1^240d2^251 + (3 + 3a + 4a^2)d1^241d2^251 + (3 + 2a + 3a^2)d1^242d2^251 + (3 + 2a + 2a^2)d1^243d2^251 + (4 + 0a + 0a^2)d1^244d2^251 + (1 + 2a + 0a^2)d1^245d2^251 + (0 + 3a + 4a^2)d1^246d2^251 + (4 + 0a + 2a^2)d1^247d2^251 + (4 + 0a + 4a^2)d1^248d2^251 + (4 + 4a + 4a^2)d1^249d2^251 + (3 + 3a + 4a^2)d1^250d2^251 + (1 + 3a + 0a^2)d1^251d2^251 + (4 + 3a + 2a^2)d1^252d2^251 + (2 + 3a + 2a^2)d1^253d2^251 + (1 + 1a + 3a^2)d1^254d2^251 + (0 + 4a + 0a^2)d1^255d2^251 + (2 + 3a + 3a^2)d1^256d2^251 + (3 + 2a + 0a^2)d1^257d2^251 + (2 + 4a + 4a^2)d1^258d2^251 + (3 + 0a + 0a^2)d1^259d2^251 + (4 + 3a + 0a^2)d1^260d2^251 + (0 + 0a + 4a^2)d1^261d2^251 + (2 + 4a + 2a^2)d1^262d2^251 + (0 + 4a + 4a^2)d1^263d2^251 + (0 + 2a + 4a^2)d1^264d2^251 + (2 + 4a + 0a^2)d1^265d2^251 + (3 + 3a + 2a^2)d1^266d2^251 + (0 + 1a + 0a^2)d1^267d2^251 + (1 + 2a + 1a^2)d1^268d2^251 + (0 + 0a + 3a^2)d1^269d2^251 + (0 + 0a + 3a^2)d1^270d2^251 + (0 + 0a + 2a^2)d1^271d2^251 + (3 + 1a + 3a^2)d1^272d2^251 + (1 + 4a + 3a^2)d1^273d2^251 + (3 + 2a + 0a^2)d1^274d2^251 + (3 + 0a + 0a^2)d1^275d2^251 + (4 + 2a + 4a^2)d1^276d2^251 + (2 + 2a + 3a^2)d1^277d2^251 + (2 + 2a + 3a^2)d1^278d2^251 + (2 + 1a + 0a^2)d1^279d2^251 + (1 + 0a + 1a^2)d1^280d2^251 + (2 + 1a + 2a^2)d1^281d2^251 + (1 + 1a + 4a^2)d1^282d2^251 + (1 + 2a + 1a^2)d1^283d2^251 + (1 + 1a + 1a^2)d1^284d2^251 + (1 + 3a + 0a^2)d1^285d2^251 + (2 + 1a + 4a^2)d1^286d2^251 + (1 + 0a + 4a^2)d1^287d2^251 + (4 + 1a + 2a^2)d1^288d2^251 + (4 + 2a + 0a^2)d1^289d2^251 + (0 + 1a + 2a^2)d1^290d2^251 + (0 + 0a + 3a^2)d1^291d2^251 + (3 + 2a + 0a^2)d1^292d2^251 + (4 + 1a + 4a^2)d1^293d2^251 + (0 + 1a + 1a^2)d2^252 + (0 + 3a + 3a^2)d1^1d2^252 + (1 + 1a + 0a^2)d1^2d2^252 + (4 + 4a + 1a^2)d1^3d2^252 + (4 + 2a + 0a^2)d1^4d2^252 + (1 + 4a + 4a^2)d1^5d2^252 + (0 + 4a + 0a^2)d1^6d2^252 + (0 + 3a + 3a^2)d1^7d2^252 + (1 + 2a + 2a^2)d1^8d2^252 + (2 + 2a + 4a^2)d1^9d2^252 + (0 + 2a + 0a^2)d1^10d2^252 + (1 + 2a + 4a^2)d1^11d2^252 + (0 + 1a + 2a^2)d1^12d2^252 + (1 + 1a + 4a^2)d1^13d2^252 + (1 + 0a + 0a^2)d1^14d2^252 + (0 + 0a + 3a^2)d1^15d2^252 + (0 + 4a + 0a^2)d1^16d2^252 + (1 + 1a + 3a^2)d1^17d2^252 + (2 + 1a + 0a^2)d1^18d2^252 + (4 + 0a + 1a^2)d1^19d2^252 + (2 + 4a + 4a^2)d1^20d2^252 + (3 + 3a + 4a^2)d1^21d2^252 + (2 + 4a + 3a^2)d1^22d2^252 + (4 + 4a + 3a^2)d1^23d2^252 + (1 + 2a + 2a^2)d1^24d2^252 + (3 + 4a + 2a^2)d1^25d2^252 + (1 + 3a + 4a^2)d1^26d2^252 + (4 + 0a + 0a^2)d1^27d2^252 + (4 + 0a + 3a^2)d1^28d2^252 + (4 + 3a + 1a^2)d1^29d2^252 + (0 + 1a + 1a^2)d1^30d2^252 + (1 + 0a + 0a^2)d1^31d2^252 + (0 + 2a + 0a^2)d1^32d2^252 + (4 + 4a + 3a^2)d1^33d2^252 + (2 + 1a + 1a^2)d1^34d2^252 + (2 + 1a + 1a^2)d1^35d2^252 + (0 + 3a + 1a^2)d1^36d2^252 + (1 + 3a + 2a^2)d1^37d2^252 + (0 + 0a + 3a^2)d1^38d2^252 + (3 + 1a + 4a^2)d1^39d2^252 + (1 + 0a + 4a^2)d1^40d2^252 + (2 + 4a + 3a^2)d1^41d2^252 + (0 + 0a + 3a^2)d1^42d2^252 + (3 + 0a + 2a^2)d1^43d2^252 + (2 + 2a + 3a^2)d1^44d2^252 + (3 + 0a + 1a^2)d1^45d2^252 + (0 + 1a + 2a^2)d1^46d2^252 + (4 + 2a + 4a^2)d1^47d2^252 + (4 + 2a + 2a^2)d1^48d2^252 + (4 + 0a + 1a^2)d1^49d2^252 + (0 + 0a + 4a^2)d1^50d2^252 + (0 + 2a + 4a^2)d1^51d2^252 + (2 + 2a + 2a^2)d1^52d2^252 + (4 + 2a + 3a^2)d1^53d2^252 + (2 + 2a + 1a^2)d1^54d2^252 + (2 + 3a + 2a^2)d1^55d2^252 + (0 + 2a + 4a^2)d1^56d2^252 + (0 + 2a + 1a^2)d1^57d2^252 + (4 + 0a + 1a^2)d1^58d2^252 + (4 + 3a + 3a^2)d1^59d2^252 + (3 + 2a + 3a^2)d1^60d2^252 + (0 + 1a + 0a^2)d1^61d2^252 + (0 + 2a + 3a^2)d1^62d2^252 + (0 + 1a + 3a^2)d1^63d2^252 + (3 + 2a + 0a^2)d1^64d2^252 + (3 + 0a + 2a^2)d1^65d2^252 + (2 + 3a + 0a^2)d1^66d2^252 + (3 + 2a + 2a^2)d1^67d2^252 + (2 + 0a + 0a^2)d1^68d2^252 + (2 + 2a + 1a^2)d1^69d2^252 + (1 + 0a + 4a^2)d1^70d2^252 + (3 + 0a + 2a^2)d1^71d2^252 + (3 + 3a + 0a^2)d1^72d2^252 + (3 + 2a + 4a^2)d1^73d2^252 + (1 + 0a + 1a^2)d1^74d2^252 + (0 + 4a + 1a^2)d1^75d2^252 + (0 + 4a + 3a^2)d1^76d2^252 + (4 + 0a + 2a^2)d1^77d2^252 + (1 + 0a + 1a^2)d1^78d2^252 + (1 + 1a + 1a^2)d1^79d2^252 + (3 + 1a + 1a^2)d1^80d2^252 + (0 + 0a + 1a^2)d1^81d2^252 + (0 + 4a + 0a^2)d1^82d2^252 + (4 + 1a + 4a^2)d1^83d2^252 + (4 + 4a + 0a^2)d1^84d2^252 + (1 + 3a + 3a^2)d1^85d2^252 + (3 + 4a + 3a^2)d1^86d2^252 + (3 + 2a + 1a^2)d1^87d2^252 + (0 + 3a + 0a^2)d1^88d2^252 + (4 + 3a + 4a^2)d1^89d2^252 + (3 + 0a + 3a^2)d1^90d2^252 + (1 + 1a + 4a^2)d1^91d2^252 + (4 + 2a + 3a^2)d1^92d2^252 + (0 + 2a + 4a^2)d1^93d2^252 + (1 + 4a + 2a^2)d1^94d2^252 + (2 + 3a + 3a^2)d1^95d2^252 + (4 + 1a + 2a^2)d1^96d2^252 + (3 + 1a + 3a^2)d1^97d2^252 + (4 + 2a + 4a^2)d1^98d2^252 + (3 + 4a + 2a^2)d1^99d2^252 + (0 + 1a + 4a^2)d1^100d2^252 + (3 + 0a + 0a^2)d1^101d2^252 + (4 + 1a + 2a^2)d1^102d2^252 + (1 + 2a + 3a^2)d1^103d2^252 + (4 + 2a + 1a^2)d1^104d2^252 + (1 + 2a + 2a^2)d1^105d2^252 + (4 + 0a + 2a^2)d1^106d2^252 + (0 + 4a + 4a^2)d1^107d2^252 + (4 + 4a + 2a^2)d1^108d2^252 + (1 + 0a + 4a^2)d1^109d2^252 + (3 + 3a + 1a^2)d1^110d2^252 + (3 + 4a + 0a^2)d1^111d2^252 + (1 + 0a + 1a^2)d1^112d2^252 + (1 + 3a + 3a^2)d1^113d2^252 + (2 + 2a + 1a^2)d1^114d2^252 + (3 + 4a + 4a^2)d1^115d2^252 + (3 + 0a + 2a^2)d1^116d2^252 + (1 + 3a + 0a^2)d1^117d2^252 + (3 + 4a + 0a^2)d1^118d2^252 + (1 + 2a + 2a^2)d1^119d2^252 + (2 + 4a + 3a^2)d1^120d2^252 + (0 + 1a + 4a^2)d1^121d2^252 + (2 + 0a + 1a^2)d1^122d2^252 + (4 + 1a + 3a^2)d1^123d2^252 + (1 + 2a + 1a^2)d1^124d2^252 + (4 + 3a + 1a^2)d1^125d2^252 + (3 + 3a + 4a^2)d1^126d2^252 + (1 + 2a + 0a^2)d1^127d2^252 + (2 + 0a + 2a^2)d1^128d2^252 + (2 + 4a + 2a^2)d1^129d2^252 + (2 + 4a + 3a^2)d1^130d2^252 + (4 + 1a + 0a^2)d1^131d2^252 + (2 + 3a + 2a^2)d1^132d2^252 + (3 + 1a + 0a^2)d1^133d2^252 + (0 + 2a + 3a^2)d1^134d2^252 + (2 + 0a + 1a^2)d1^135d2^252 + (4 + 0a + 3a^2)d1^136d2^252 + (4 + 1a + 4a^2)d1^137d2^252 + (4 + 1a + 3a^2)d1^138d2^252 + (1 + 2a + 4a^2)d1^139d2^252 + (2 + 4a + 1a^2)d1^140d2^252 + (0 + 1a + 2a^2)d1^141d2^252 + (3 + 2a + 3a^2)d1^142d2^252 + (3 + 1a + 1a^2)d1^143d2^252 + (4 + 3a + 4a^2)d1^144d2^252 + (3 + 3a + 2a^2)d1^145d2^252 + (4 + 4a + 1a^2)d1^146d2^252 + (2 + 1a + 3a^2)d1^147d2^252 + (4 + 4a + 1a^2)d1^148d2^252 + (0 + 0a + 4a^2)d1^149d2^252 + (2 + 4a + 2a^2)d1^150d2^252 + (1 + 0a + 3a^2)d1^151d2^252 + (0 + 0a + 2a^2)d1^152d2^252 + (0 + 0a + 1a^2)d1^153d2^252 + (1 + 2a + 1a^2)d1^154d2^252 + (3 + 2a + 3a^2)d1^155d2^252 + (4 + 3a + 4a^2)d1^156d2^252 + (0 + 0a + 4a^2)d1^157d2^252 + (0 + 3a + 1a^2)d1^158d2^252 + (0 + 3a + 1a^2)d1^159d2^252 + (0 + 4a + 3a^2)d1^160d2^252 + (3 + 3a + 0a^2)d1^161d2^252 + (0 + 1a + 1a^2)d1^162d2^252 + (1 + 2a + 1a^2)d1^163d2^252 + (4 + 4a + 1a^2)d1^164d2^252 + (4 + 2a + 2a^2)d1^165d2^252 + (0 + 1a + 0a^2)d1^166d2^252 + (3 + 0a + 3a^2)d1^167d2^252 + (1 + 0a + 2a^2)d1^168d2^252 + (1 + 0a + 1a^2)d1^169d2^252 + (4 + 0a + 4a^2)d1^170d2^252 + (1 + 4a + 4a^2)d1^171d2^252 + (0 + 1a + 1a^2)d1^172d2^252 + (4 + 0a + 1a^2)d1^173d2^252 + (4 + 0a + 4a^2)d1^174d2^252 + (3 + 3a + 4a^2)d1^175d2^252 + (1 + 1a + 1a^2)d1^176d2^252 + (3 + 2a + 0a^2)d1^177d2^252 + (1 + 0a + 0a^2)d1^178d2^252 + (3 + 3a + 0a^2)d1^179d2^252 + (3 + 3a + 3a^2)d1^180d2^252 + (1 + 4a + 2a^2)d1^181d2^252 + (4 + 4a + 1a^2)d1^182d2^252 + (4 + 3a + 4a^2)d1^183d2^252 + (1 + 4a + 2a^2)d1^184d2^252 + (4 + 3a + 3a^2)d1^185d2^252 + (2 + 1a + 2a^2)d1^186d2^252 + (4 + 4a + 1a^2)d1^187d2^252 + (0 + 2a + 3a^2)d1^188d2^252 + (3 + 1a + 3a^2)d1^189d2^252 + (1 + 3a + 4a^2)d1^190d2^252 + (3 + 3a + 1a^2)d1^191d2^252 + (0 + 3a + 4a^2)d1^192d2^252 + (2 + 0a + 1a^2)d1^193d2^252 + (2 + 3a + 1a^2)d1^194d2^252 + (0 + 4a + 2a^2)d1^195d2^252 + (2 + 0a + 0a^2)d1^196d2^252 + (4 + 3a + 2a^2)d1^197d2^252 + (0 + 0a + 4a^2)d1^198d2^252 + (4 + 2a + 0a^2)d1^199d2^252 + (0 + 3a + 2a^2)d1^200d2^252 + (3 + 0a + 3a^2)d1^201d2^252 + (0 + 1a + 2a^2)d1^202d2^252 + (1 + 1a + 4a^2)d1^203d2^252 + (0 + 1a + 0a^2)d1^204d2^252 + (1 + 4a + 0a^2)d1^205d2^252 + (2 + 4a + 4a^2)d1^206d2^252 + (0 + 3a + 1a^2)d1^207d2^252 + (4 + 3a + 4a^2)d1^208d2^252 + (1 + 0a + 1a^2)d1^209d2^252 + (3 + 3a + 1a^2)d1^210d2^252 + (4 + 3a + 0a^2)d1^211d2^252 + (4 + 4a + 4a^2)d1^212d2^252 + (0 + 0a + 3a^2)d1^213d2^252 + (4 + 1a + 3a^2)d1^214d2^252 + (4 + 2a + 3a^2)d1^215d2^252 + (0 + 4a + 2a^2)d1^216d2^252 + (1 + 4a + 2a^2)d1^217d2^252 + (0 + 1a + 4a^2)d1^218d2^252 + (1 + 4a + 2a^2)d1^219d2^252 + (3 + 1a + 0a^2)d1^220d2^252 + (2 + 0a + 4a^2)d1^221d2^252 + (2 + 0a + 1a^2)d1^222d2^252 + (4 + 0a + 4a^2)d1^223d2^252 + (0 + 1a + 4a^2)d1^224d2^252 + (1 + 2a + 4a^2)d1^225d2^252 + (1 + 4a + 0a^2)d1^226d2^252 + (0 + 1a + 3a^2)d1^227d2^252 + (0 + 1a + 3a^2)d1^228d2^252 + (0 + 2a + 2a^2)d1^229d2^252 + (0 + 2a + 1a^2)d1^230d2^252 + (3 + 1a + 2a^2)d1^231d2^252 + (0 + 3a + 3a^2)d1^232d2^252 + (1 + 0a + 0a^2)d1^233d2^252 + (0 + 4a + 0a^2)d1^234d2^252 + (1 + 2a + 3a^2)d1^235d2^252 + (0 + 4a + 0a^2)d1^237d2^252 + (1 + 4a + 4a^2)d1^238d2^252 + (3 + 0a + 2a^2)d1^239d2^252 + (1 + 2a + 1a^2)d1^240d2^252 + (0 + 1a + 2a^2)d1^241d2^252 + (3 + 0a + 3a^2)d1^242d2^252 + (1 + 4a + 3a^2)d1^243d2^252 + (1 + 2a + 0a^2)d1^244d2^252 + (0 + 2a + 4a^2)d1^245d2^252 + (3 + 0a + 2a^2)d1^246d2^252 + (2 + 0a + 3a^2)d1^247d2^252 + (0 + 3a + 2a^2)d1^248d2^252 + (4 + 4a + 3a^2)d1^249d2^252 + (1 + 1a + 0a^2)d1^250d2^252 + (3 + 0a + 0a^2)d1^251d2^252 + (3 + 2a + 3a^2)d1^252d2^252 + (4 + 2a + 3a^2)d1^253d2^252 + (0 + 3a + 3a^2)d1^254d2^252 + (1 + 4a + 0a^2)d1^255d2^252 + (3 + 0a + 3a^2)d1^256d2^252 + (0 + 0a + 1a^2)d1^257d2^252 + (2 + 2a + 3a^2)d1^258d2^252 + (2 + 2a + 0a^2)d1^259d2^252 + (1 + 4a + 2a^2)d1^260d2^252 + (1 + 1a + 3a^2)d1^261d2^252 + (3 + 4a + 0a^2)d1^262d2^252 + (1 + 0a + 4a^2)d1^263d2^252 + (0 + 1a + 3a^2)d1^264d2^252 + (1 + 3a + 3a^2)d1^265d2^252 + (1 + 3a + 3a^2)d1^266d2^252 + (0 + 2a + 3a^2)d1^267d2^252 + (2 + 2a + 4a^2)d1^268d2^252 + (4 + 2a + 1a^2)d1^269d2^252 + (3 + 0a + 0a^2)d1^270d2^252 + (2 + 2a + 1a^2)d1^271d2^252 + (0 + 2a + 1a^2)d1^272d2^252 + (4 + 0a + 2a^2)d1^273d2^252 + (1 + 0a + 2a^2)d1^274d2^252 + (2 + 3a + 0a^2)d1^275d2^252 + (0 + 3a + 3a^2)d1^276d2^252 + (4 + 0a + 0a^2)d1^277d2^252 + (1 + 2a + 2a^2)d1^278d2^252 + (1 + 2a + 1a^2)d1^279d2^252 + (1 + 3a + 3a^2)d1^280d2^252 + (4 + 3a + 0a^2)d1^281d2^252 + (0 + 0a + 3a^2)d1^282d2^252 + (1 + 3a + 3a^2)d1^283d2^252 + (3 + 2a + 4a^2)d1^284d2^252 + (1 + 0a + 1a^2)d1^285d2^252 + (2 + 4a + 3a^2)d1^286d2^252 + (3 + 0a + 1a^2)d1^287d2^252 + (1 + 2a + 1a^2)d1^288d2^252 + (0 + 2a + 2a^2)d1^289d2^252 + (2 + 4a + 3a^2)d1^290d2^252 + (1 + 3a + 0a^2)d1^291d2^252 + (4 + 1a + 4a^2)d1^292d2^252 + (3 + 1a + 2a^2)d1^293d2^252 + (3 + 3a + 2a^2)d2^253 + (0 + 4a + 2a^2)d1^1d2^253 + (4 + 1a + 3a^2)d1^2d2^253 + (2 + 3a + 1a^2)d1^3d2^253 + (2 + 3a + 0a^2)d1^4d2^253 + (1 + 4a + 4a^2)d1^5d2^253 + (3 + 2a + 3a^2)d1^6d2^253 + (0 + 1a + 2a^2)d1^7d2^253 + (4 + 4a + 0a^2)d1^8d2^253 + (2 + 4a + 3a^2)d1^9d2^253 + (4 + 4a + 3a^2)d1^10d2^253 + (2 + 4a + 1a^2)d1^11d2^253 + (4 + 2a + 3a^2)d1^12d2^253 + (0 + 3a + 4a^2)d1^13d2^253 + (1 + 1a + 1a^2)d1^14d2^253 + (3 + 0a + 3a^2)d1^15d2^253 + (1 + 0a + 1a^2)d1^16d2^253 + (4 + 4a + 0a^2)d1^17d2^253 + (1 + 3a + 1a^2)d1^18d2^253 + (4 + 4a + 2a^2)d1^19d2^253 + (1 + 3a + 2a^2)d1^20d2^253 + (1 + 0a + 2a^2)d1^21d2^253 + (3 + 4a + 2a^2)d1^22d2^253 + (1 + 3a + 3a^2)d1^23d2^253 + (2 + 4a + 1a^2)d1^24d2^253 + (1 + 0a + 3a^2)d1^25d2^253 + (3 + 2a + 3a^2)d1^26d2^253 + (1 + 4a + 3a^2)d1^27d2^253 + (3 + 4a + 2a^2)d1^28d2^253 + (4 + 4a + 2a^2)d1^29d2^253 + (3 + 1a + 4a^2)d1^30d2^253 + (3 + 3a + 1a^2)d1^31d2^253 + (4 + 2a + 0a^2)d1^32d2^253 + (2 + 1a + 3a^2)d1^33d2^253 + (0 + 4a + 3a^2)d1^34d2^253 + (2 + 4a + 0a^2)d1^35d2^253 + (3 + 2a + 2a^2)d1^36d2^253 + (2 + 3a + 0a^2)d1^37d2^253 + (4 + 3a + 1a^2)d1^38d2^253 + (0 + 2a + 3a^2)d1^39d2^253 + (3 + 0a + 0a^2)d1^40d2^253 + (4 + 1a + 4a^2)d1^41d2^253 + (4 + 1a + 2a^2)d1^42d2^253 + (4 + 0a + 2a^2)d1^43d2^253 + (2 + 4a + 1a^2)d1^44d2^253 + (4 + 2a + 4a^2)d1^45d2^253 + (1 + 0a + 4a^2)d1^46d2^253 + (0 + 1a + 4a^2)d1^47d2^253 + (4 + 2a + 4a^2)d1^48d2^253 + (3 + 2a + 0a^2)d1^49d2^253 + (3 + 1a + 2a^2)d1^50d2^253 + (1 + 1a + 4a^2)d1^51d2^253 + (1 + 1a + 3a^2)d1^52d2^253 + (2 + 0a + 0a^2)d1^53d2^253 + (0 + 4a + 2a^2)d1^54d2^253 + (1 + 4a + 4a^2)d1^55d2^253 + (0 + 1a + 1a^2)d1^56d2^253 + (3 + 2a + 0a^2)d1^57d2^253 + (0 + 4a + 4a^2)d1^58d2^253 + (3 + 2a + 1a^2)d1^59d2^253 + (3 + 1a + 4a^2)d1^60d2^253 + (1 + 3a + 1a^2)d1^61d2^253 + (2 + 0a + 4a^2)d1^62d2^253 + (1 + 0a + 3a^2)d1^63d2^253 + (3 + 3a + 3a^2)d1^64d2^253 + (2 + 2a + 0a^2)d1^65d2^253 + (4 + 0a + 0a^2)d1^66d2^253 + (4 + 4a + 0a^2)d1^67d2^253 + (1 + 1a + 0a^2)d1^68d2^253 + (2 + 0a + 0a^2)d1^70d2^253 + (3 + 2a + 2a^2)d1^71d2^253 + (4 + 3a + 0a^2)d1^72d2^253 + (0 + 0a + 2a^2)d1^73d2^253 + (0 + 1a + 3a^2)d1^74d2^253 + (0 + 2a + 4a^2)d1^75d2^253 + (2 + 0a + 1a^2)d1^76d2^253 + (4 + 1a + 1a^2)d1^77d2^253 + (0 + 3a + 2a^2)d1^78d2^253 + (3 + 2a + 4a^2)d1^79d2^253 + (3 + 2a + 2a^2)d1^80d2^253 + (4 + 3a + 4a^2)d1^81d2^253 + (3 + 0a + 4a^2)d1^82d2^253 + (2 + 4a + 3a^2)d1^83d2^253 + (1 + 3a + 1a^2)d1^84d2^253 + (1 + 3a + 0a^2)d1^85d2^253 + (0 + 1a + 2a^2)d1^86d2^253 + (1 + 4a + 1a^2)d1^87d2^253 + (0 + 1a + 3a^2)d1^88d2^253 + (1 + 1a + 3a^2)d1^89d2^253 + (4 + 0a + 4a^2)d1^90d2^253 + (4 + 3a + 3a^2)d1^91d2^253 + (3 + 2a + 3a^2)d1^92d2^253 + (0 + 3a + 2a^2)d1^93d2^253 + (4 + 1a + 4a^2)d1^94d2^253 + (1 + 1a + 0a^2)d1^95d2^253 + (1 + 2a + 1a^2)d1^96d2^253 + (3 + 0a + 0a^2)d1^97d2^253 + (1 + 3a + 3a^2)d1^98d2^253 + (4 + 2a + 0a^2)d1^99d2^253 + (1 + 0a + 1a^2)d1^100d2^253 + (2 + 2a + 3a^2)d1^101d2^253 + (1 + 0a + 3a^2)d1^102d2^253 + (4 + 2a + 4a^2)d1^103d2^253 + (2 + 4a + 2a^2)d1^104d2^253 + (0 + 0a + 4a^2)d1^105d2^253 + (3 + 2a + 0a^2)d1^106d2^253 + (1 + 4a + 4a^2)d1^107d2^253 + (1 + 0a + 1a^2)d1^108d2^253 + (2 + 1a + 2a^2)d1^109d2^253 + (3 + 0a + 0a^2)d1^110d2^253 + (4 + 1a + 4a^2)d1^111d2^253 + (4 + 4a + 0a^2)d1^112d2^253 + (3 + 4a + 4a^2)d1^113d2^253 + (0 + 0a + 2a^2)d1^114d2^253 + (2 + 1a + 2a^2)d1^115d2^253 + (4 + 3a + 2a^2)d1^116d2^253 + (0 + 4a + 3a^2)d1^117d2^253 + (1 + 0a + 4a^2)d1^118d2^253 + (1 + 0a + 2a^2)d1^120d2^253 + (0 + 4a + 2a^2)d1^121d2^253 + (3 + 2a + 4a^2)d1^122d2^253 + (3 + 1a + 3a^2)d1^123d2^253 + (2 + 2a + 2a^2)d1^124d2^253 + (1 + 4a + 3a^2)d1^125d2^253 + (4 + 0a + 2a^2)d1^126d2^253 + (0 + 1a + 2a^2)d1^127d2^253 + (1 + 2a + 3a^2)d1^128d2^253 + (3 + 4a + 3a^2)d1^129d2^253 + (2 + 3a + 3a^2)d1^130d2^253 + (1 + 3a + 0a^2)d1^131d2^253 + (0 + 4a + 1a^2)d1^132d2^253 + (1 + 1a + 1a^2)d1^133d2^253 + (2 + 0a + 3a^2)d1^134d2^253 + (1 + 4a + 0a^2)d1^135d2^253 + (3 + 3a + 1a^2)d1^136d2^253 + (3 + 4a + 2a^2)d1^137d2^253 + (3 + 2a + 1a^2)d1^138d2^253 + (1 + 0a + 4a^2)d1^139d2^253 + (2 + 1a + 0a^2)d1^140d2^253 + (3 + 4a + 2a^2)d1^141d2^253 + (3 + 2a + 3a^2)d1^142d2^253 + (2 + 4a + 4a^2)d1^143d2^253 + (2 + 4a + 3a^2)d1^144d2^253 + (0 + 0a + 3a^2)d1^145d2^253 + (2 + 1a + 2a^2)d1^146d2^253 + (0 + 4a + 1a^2)d1^147d2^253 + (3 + 4a + 1a^2)d1^148d2^253 + (0 + 3a + 0a^2)d1^150d2^253 + (2 + 0a + 1a^2)d1^151d2^253 + (0 + 3a + 0a^2)d1^152d2^253 + (3 + 2a + 2a^2)d1^153d2^253 + (1 + 2a + 2a^2)d1^154d2^253 + (2 + 3a + 1a^2)d1^155d2^253 + (0 + 4a + 3a^2)d1^156d2^253 + (0 + 2a + 3a^2)d1^157d2^253 + (0 + 4a + 0a^2)d1^158d2^253 + (3 + 3a + 2a^2)d1^159d2^253 + (2 + 2a + 0a^2)d1^160d2^253 + (4 + 4a + 1a^2)d1^161d2^253 + (4 + 3a + 3a^2)d1^162d2^253 + (1 + 4a + 1a^2)d1^163d2^253 + (4 + 4a + 3a^2)d1^164d2^253 + (2 + 0a + 1a^2)d1^165d2^253 + (0 + 0a + 4a^2)d1^166d2^253 + (0 + 3a + 4a^2)d1^167d2^253 + (1 + 3a + 0a^2)d1^168d2^253 + (2 + 2a + 3a^2)d1^169d2^253 + (3 + 4a + 1a^2)d1^170d2^253 + (2 + 1a + 2a^2)d1^171d2^253 + (2 + 1a + 3a^2)d1^172d2^253 + (2 + 4a + 4a^2)d1^173d2^253 + (4 + 0a + 1a^2)d1^174d2^253 + (3 + 3a + 0a^2)d1^175d2^253 + (3 + 1a + 1a^2)d1^176d2^253 + (0 + 1a + 1a^2)d1^177d2^253 + (2 + 2a + 0a^2)d1^178d2^253 + (1 + 2a + 1a^2)d1^179d2^253 + (2 + 1a + 2a^2)d1^180d2^253 + (3 + 4a + 4a^2)d1^181d2^253 + (1 + 4a + 2a^2)d1^182d2^253 + (4 + 2a + 2a^2)d1^183d2^253 + (2 + 4a + 4a^2)d1^184d2^253 + (0 + 0a + 4a^2)d1^185d2^253 + (1 + 1a + 2a^2)d1^186d2^253 + (4 + 1a + 0a^2)d1^187d2^253 + (4 + 1a + 2a^2)d1^188d2^253 + (1 + 2a + 4a^2)d1^189d2^253 + (2 + 4a + 0a^2)d1^190d2^253 + (3 + 2a + 1a^2)d1^191d2^253 + (4 + 4a + 1a^2)d1^192d2^253 + (1 + 3a + 3a^2)d1^193d2^253 + (1 + 4a + 2a^2)d1^194d2^253 + (3 + 2a + 0a^2)d1^195d2^253 + (4 + 3a + 0a^2)d1^196d2^253 + (4 + 0a + 2a^2)d1^197d2^253 + (2 + 4a + 3a^2)d1^198d2^253 + (0 + 0a + 3a^2)d1^199d2^253 + (0 + 3a + 2a^2)d1^200d2^253 + (2 + 3a + 3a^2)d1^201d2^253 + (3 + 4a + 0a^2)d1^202d2^253 + (4 + 4a + 2a^2)d1^203d2^253 + (3 + 1a + 0a^2)d1^204d2^253 + (4 + 2a + 0a^2)d1^205d2^253 + (4 + 1a + 2a^2)d1^206d2^253 + (2 + 0a + 2a^2)d1^207d2^253 + (1 + 1a + 4a^2)d1^208d2^253 + (2 + 0a + 1a^2)d1^209d2^253 + (3 + 1a + 3a^2)d1^210d2^253 + (4 + 2a + 3a^2)d1^211d2^253 + (2 + 2a + 0a^2)d1^212d2^253 + (4 + 1a + 0a^2)d1^213d2^253 + (2 + 1a + 3a^2)d1^214d2^253 + (0 + 3a + 2a^2)d1^215d2^253 + (0 + 4a + 2a^2)d1^216d2^253 + (4 + 2a + 3a^2)d1^217d2^253 + (0 + 4a + 3a^2)d1^218d2^253 + (0 + 4a + 1a^2)d1^219d2^253 + (0 + 0a + 4a^2)d1^220d2^253 + (1 + 3a + 2a^2)d1^221d2^253 + (4 + 0a + 4a^2)d1^222d2^253 + (3 + 1a + 1a^2)d1^223d2^253 + (1 + 4a + 1a^2)d1^224d2^253 + (4 + 1a + 2a^2)d1^225d2^253 + (4 + 0a + 2a^2)d1^226d2^253 + (4 + 3a + 4a^2)d1^228d2^253 + (2 + 2a + 0a^2)d1^229d2^253 + (4 + 0a + 0a^2)d1^230d2^253 + (3 + 4a + 4a^2)d1^231d2^253 + (3 + 4a + 2a^2)d1^232d2^253 + (3 + 0a + 1a^2)d1^233d2^253 + (3 + 2a + 1a^2)d1^234d2^253 + (0 + 2a + 3a^2)d1^235d2^253 + (0 + 2a + 1a^2)d1^236d2^253 + (1 + 2a + 0a^2)d1^237d2^253 + (3 + 3a + 2a^2)d1^238d2^253 + (4 + 3a + 4a^2)d1^239d2^253 + (2 + 4a + 3a^2)d1^240d2^253 + (3 + 1a + 4a^2)d1^241d2^253 + (4 + 3a + 1a^2)d1^242d2^253 + (1 + 4a + 2a^2)d1^243d2^253 + (0 + 4a + 0a^2)d1^244d2^253 + (4 + 3a + 2a^2)d1^245d2^253 + (4 + 2a + 3a^2)d1^246d2^253 + (0 + 1a + 4a^2)d1^247d2^253 + (2 + 2a + 2a^2)d1^248d2^253 + (2 + 3a + 3a^2)d1^249d2^253 + (1 + 4a + 1a^2)d1^250d2^253 + (3 + 0a + 0a^2)d1^251d2^253 + (2 + 2a + 0a^2)d1^252d2^253 + (3 + 0a + 4a^2)d1^253d2^253 + (2 + 1a + 4a^2)d1^254d2^253 + (2 + 2a + 0a^2)d1^255d2^253 + (2 + 2a + 4a^2)d1^256d2^253 + (4 + 2a + 1a^2)d1^257d2^253 + (3 + 0a + 4a^2)d1^258d2^253 + (2 + 2a + 2a^2)d1^259d2^253 + (1 + 4a + 2a^2)d1^260d2^253 + (1 + 1a + 1a^2)d1^261d2^253 + (4 + 2a + 3a^2)d1^262d2^253 + (3 + 2a + 0a^2)d1^263d2^253 + (1 + 2a + 1a^2)d1^265d2^253 + (1 + 4a + 3a^2)d1^266d2^253 + (0 + 2a + 1a^2)d1^267d2^253 + (1 + 4a + 2a^2)d1^268d2^253 + (3 + 4a + 0a^2)d1^269d2^253 + (0 + 2a + 2a^2)d1^270d2^253 + (0 + 4a + 3a^2)d1^271d2^253 + (0 + 0a + 1a^2)d1^272d2^253 + (4 + 0a + 2a^2)d1^273d2^253 + (2 + 4a + 1a^2)d1^274d2^253 + (0 + 3a + 3a^2)d1^275d2^253 + (2 + 1a + 2a^2)d1^276d2^253 + (0 + 4a + 3a^2)d1^277d2^253 + (4 + 4a + 2a^2)d1^278d2^253 + (3 + 4a + 4a^2)d1^279d2^253 + (0 + 2a + 2a^2)d1^280d2^253 + (2 + 1a + 3a^2)d1^281d2^253 + (2 + 4a + 1a^2)d1^282d2^253 + (0 + 0a + 2a^2)d1^283d2^253 + (4 + 0a + 0a^2)d1^284d2^253 + (0 + 4a + 4a^2)d1^285d2^253 + (2 + 1a + 0a^2)d1^286d2^253 + (4 + 2a + 2a^2)d1^287d2^253 + (0 + 3a + 1a^2)d1^288d2^253 + (4 + 0a + 4a^2)d1^289d2^253 + (1 + 0a + 4a^2)d1^290d2^253 + (4 + 1a + 4a^2)d1^291d2^253 + (1 + 1a + 1a^2)d1^292d2^253 + (1 + 4a + 0a^2)d1^293d2^253 + (3 + 3a + 4a^2)d2^254 + (0 + 0a + 4a^2)d1^1d2^254 + (4 + 2a + 4a^2)d1^2d2^254 + (2 + 0a + 4a^2)d1^3d2^254 + (1 + 2a + 1a^2)d1^4d2^254 + (3 + 1a + 2a^2)d1^5d2^254 + (2 + 2a + 3a^2)d1^7d2^254 + (0 + 1a + 4a^2)d1^8d2^254 + (4 + 0a + 1a^2)d1^9d2^254 + (1 + 4a + 0a^2)d1^10d2^254 + (3 + 3a + 0a^2)d1^11d2^254 + (0 + 3a + 1a^2)d1^12d2^254 + (2 + 0a + 3a^2)d1^13d2^254 + (1 + 4a + 1a^2)d1^14d2^254 + (3 + 1a + 3a^2)d1^15d2^254 + (3 + 0a + 3a^2)d1^16d2^254 + (0 + 4a + 4a^2)d1^17d2^254 + (2 + 0a + 3a^2)d1^18d2^254 + (1 + 3a + 2a^2)d1^19d2^254 + (2 + 1a + 0a^2)d1^20d2^254 + (0 + 1a + 0a^2)d1^21d2^254 + (4 + 0a + 4a^2)d1^22d2^254 + (3 + 0a + 0a^2)d1^23d2^254 + (2 + 1a + 4a^2)d1^25d2^254 + (2 + 1a + 4a^2)d1^26d2^254 + (1 + 1a + 0a^2)d1^27d2^254 + (4 + 4a + 2a^2)d1^28d2^254 + (2 + 3a + 1a^2)d1^29d2^254 + (2 + 3a + 2a^2)d1^30d2^254 + (0 + 1a + 3a^2)d1^31d2^254 + (4 + 1a + 3a^2)d1^32d2^254 + (1 + 1a + 3a^2)d1^33d2^254 + (4 + 1a + 0a^2)d1^34d2^254 + (2 + 0a + 3a^2)d1^35d2^254 + (2 + 2a + 1a^2)d1^36d2^254 + (0 + 3a + 2a^2)d1^37d2^254 + (3 + 3a + 1a^2)d1^38d2^254 + (4 + 4a + 2a^2)d1^39d2^254 + (1 + 1a + 1a^2)d1^40d2^254 + (1 + 4a + 3a^2)d1^41d2^254 + (0 + 1a + 1a^2)d1^42d2^254 + (1 + 3a + 0a^2)d1^43d2^254 + (4 + 2a + 2a^2)d1^44d2^254 + (1 + 2a + 4a^2)d1^45d2^254 + (0 + 1a + 1a^2)d1^46d2^254 + (0 + 2a + 4a^2)d1^47d2^254 + (2 + 2a + 1a^2)d1^48d2^254 + (0 + 0a + 3a^2)d1^49d2^254 + (4 + 4a + 3a^2)d1^50d2^254 + (1 + 3a + 4a^2)d1^51d2^254 + (3 + 4a + 0a^2)d1^52d2^254 + (3 + 2a + 1a^2)d1^53d2^254 + (4 + 3a + 0a^2)d1^54d2^254 + (1 + 0a + 3a^2)d1^55d2^254 + (4 + 4a + 1a^2)d1^56d2^254 + (0 + 2a + 0a^2)d1^57d2^254 + (3 + 2a + 3a^2)d1^58d2^254 + (3 + 4a + 3a^2)d1^59d2^254 + (4 + 4a + 4a^2)d1^60d2^254 + (3 + 1a + 3a^2)d1^61d2^254 + (4 + 0a + 0a^2)d1^62d2^254 + (1 + 1a + 4a^2)d1^63d2^254 + (3 + 1a + 0a^2)d1^64d2^254 + (3 + 4a + 4a^2)d1^65d2^254 + (4 + 1a + 4a^2)d1^66d2^254 + (0 + 3a + 3a^2)d1^67d2^254 + (1 + 2a + 4a^2)d1^68d2^254 + (2 + 1a + 0a^2)d1^69d2^254 + (3 + 1a + 0a^2)d1^70d2^254 + (0 + 1a + 3a^2)d1^71d2^254 + (2 + 4a + 4a^2)d1^72d2^254 + (2 + 2a + 0a^2)d1^73d2^254 + (1 + 4a + 0a^2)d1^74d2^254 + (4 + 1a + 4a^2)d1^75d2^254 + (2 + 3a + 0a^2)d1^76d2^254 + (2 + 4a + 3a^2)d1^77d2^254 + (2 + 1a + 2a^2)d1^78d2^254 + (4 + 0a + 4a^2)d1^79d2^254 + (4 + 1a + 1a^2)d1^80d2^254 + (4 + 4a + 4a^2)d1^81d2^254 + (1 + 3a + 1a^2)d1^82d2^254 + (1 + 2a + 3a^2)d1^83d2^254 + (0 + 2a + 0a^2)d1^84d2^254 + (2 + 2a + 0a^2)d1^85d2^254 + (2 + 3a + 2a^2)d1^86d2^254 + (4 + 3a + 0a^2)d1^87d2^254 + (2 + 3a + 1a^2)d1^88d2^254 + (1 + 4a + 3a^2)d1^89d2^254 + (3 + 0a + 2a^2)d1^90d2^254 + (1 + 1a + 1a^2)d1^91d2^254 + (0 + 3a + 2a^2)d1^92d2^254 + (3 + 4a + 3a^2)d1^93d2^254 + (3 + 0a + 4a^2)d1^94d2^254 + (0 + 1a + 0a^2)d1^95d2^254 + (3 + 0a + 3a^2)d1^96d2^254 + (3 + 2a + 1a^2)d1^97d2^254 + (0 + 2a + 1a^2)d1^98d2^254 + (3 + 0a + 2a^2)d1^99d2^254 + (4 + 0a + 1a^2)d1^100d2^254 + (4 + 4a + 3a^2)d1^101d2^254 + (3 + 1a + 1a^2)d1^102d2^254 + (1 + 2a + 1a^2)d1^103d2^254 + (2 + 4a + 1a^2)d1^104d2^254 + (2 + 3a + 3a^2)d1^105d2^254 + (3 + 2a + 2a^2)d1^106d2^254 + (0 + 1a + 2a^2)d1^107d2^254 + (3 + 2a + 1a^2)d1^108d2^254 + (0 + 0a + 3a^2)d1^109d2^254 + (4 + 1a + 2a^2)d1^110d2^254 + (0 + 0a + 3a^2)d1^111d2^254 + (1 + 2a + 3a^2)d1^112d2^254 + (1 + 0a + 0a^2)d1^113d2^254 + (3 + 2a + 1a^2)d1^115d2^254 + (0 + 4a + 1a^2)d1^116d2^254 + (1 + 4a + 2a^2)d1^117d2^254 + (1 + 1a + 3a^2)d1^118d2^254 + (2 + 0a + 4a^2)d1^119d2^254 + (4 + 2a + 0a^2)d1^120d2^254 + (1 + 0a + 2a^2)d1^121d2^254 + (2 + 0a + 1a^2)d1^122d2^254 + (1 + 2a + 3a^2)d1^123d2^254 + (1 + 4a + 4a^2)d1^124d2^254 + (2 + 0a + 4a^2)d1^125d2^254 + (0 + 1a + 3a^2)d1^126d2^254 + (3 + 1a + 4a^2)d1^127d2^254 + (0 + 0a + 1a^2)d1^128d2^254 + (0 + 3a + 3a^2)d1^129d2^254 + (1 + 3a + 4a^2)d1^130d2^254 + (4 + 4a + 0a^2)d1^131d2^254 + (2 + 3a + 2a^2)d1^132d2^254 + (3 + 3a + 2a^2)d1^133d2^254 + (1 + 0a + 0a^2)d1^134d2^254 + (1 + 1a + 3a^2)d1^135d2^254 + (1 + 3a + 1a^2)d1^136d2^254 + (3 + 2a + 0a^2)d1^137d2^254 + (2 + 0a + 4a^2)d1^138d2^254 + (4 + 4a + 0a^2)d1^139d2^254 + (2 + 3a + 1a^2)d1^140d2^254 + (4 + 3a + 0a^2)d1^141d2^254 + (0 + 4a + 0a^2)d1^142d2^254 + (3 + 4a + 0a^2)d1^143d2^254 + (1 + 3a + 2a^2)d1^144d2^254 + (1 + 4a + 0a^2)d1^145d2^254 + (0 + 3a + 2a^2)d1^146d2^254 + (3 + 1a + 0a^2)d1^147d2^254 + (4 + 2a + 0a^2)d1^148d2^254 + (4 + 3a + 4a^2)d1^149d2^254 + (4 + 2a + 1a^2)d1^150d2^254 + (3 + 2a + 2a^2)d1^151d2^254 + (4 + 0a + 0a^2)d1^152d2^254 + (2 + 4a + 1a^2)d1^153d2^254 + (2 + 1a + 3a^2)d1^154d2^254 + (3 + 4a + 0a^2)d1^155d2^254 + (1 + 3a + 2a^2)d1^156d2^254 + (1 + 4a + 2a^2)d1^157d2^254 + (4 + 1a + 1a^2)d1^158d2^254 + (2 + 0a + 3a^2)d1^159d2^254 + (0 + 4a + 2a^2)d1^160d2^254 + (2 + 0a + 3a^2)d1^161d2^254 + (1 + 3a + 3a^2)d1^162d2^254 + (1 + 3a + 4a^2)d1^163d2^254 + (2 + 2a + 2a^2)d1^164d2^254 + (2 + 4a + 3a^2)d1^165d2^254 + (4 + 3a + 1a^2)d1^166d2^254 + (1 + 2a + 1a^2)d1^167d2^254 + (1 + 4a + 3a^2)d1^168d2^254 + (0 + 3a + 3a^2)d1^169d2^254 + (0 + 4a + 4a^2)d1^170d2^254 + (0 + 0a + 3a^2)d1^171d2^254 + (1 + 4a + 2a^2)d1^172d2^254 + (0 + 0a + 2a^2)d1^173d2^254 + (0 + 3a + 4a^2)d1^174d2^254 + (2 + 4a + 3a^2)d1^175d2^254 + (2 + 4a + 4a^2)d1^176d2^254 + (0 + 1a + 4a^2)d1^177d2^254 + (3 + 4a + 1a^2)d1^178d2^254 + (3 + 3a + 4a^2)d1^179d2^254 + (1 + 1a + 2a^2)d1^180d2^254 + (3 + 2a + 2a^2)d1^181d2^254 + (2 + 3a + 0a^2)d1^182d2^254 + (3 + 4a + 4a^2)d1^183d2^254 + (3 + 3a + 1a^2)d1^184d2^254 + (1 + 0a + 4a^2)d1^185d2^254 + (1 + 0a + 2a^2)d1^186d2^254 + (4 + 3a + 2a^2)d1^187d2^254 + (3 + 4a + 0a^2)d1^188d2^254 + (2 + 1a + 0a^2)d1^189d2^254 + (3 + 3a + 3a^2)d1^190d2^254 + (1 + 4a + 1a^2)d1^191d2^254 + (4 + 1a + 0a^2)d1^192d2^254 + (3 + 1a + 3a^2)d1^193d2^254 + (2 + 4a + 4a^2)d1^194d2^254 + (2 + 1a + 0a^2)d1^195d2^254 + (4 + 1a + 0a^2)d1^197d2^254 + (4 + 3a + 4a^2)d1^198d2^254 + (3 + 4a + 3a^2)d1^199d2^254 + (3 + 4a + 2a^2)d1^200d2^254 + (0 + 2a + 2a^2)d1^201d2^254 + (3 + 3a + 1a^2)d1^202d2^254 + (4 + 1a + 4a^2)d1^203d2^254 + (1 + 3a + 1a^2)d1^204d2^254 + (3 + 4a + 1a^2)d1^205d2^254 + (2 + 1a + 3a^2)d1^206d2^254 + (1 + 3a + 1a^2)d1^207d2^254 + (1 + 1a + 4a^2)d1^208d2^254 + (3 + 2a + 2a^2)d1^209d2^254 + (1 + 2a + 3a^2)d1^210d2^254 + (0 + 1a + 3a^2)d1^211d2^254 + (1 + 0a + 0a^2)d1^212d2^254 + (4 + 3a + 4a^2)d1^213d2^254 + (0 + 1a + 1a^2)d1^214d2^254 + (3 + 0a + 1a^2)d1^215d2^254 + (4 + 1a + 4a^2)d1^216d2^254 + (4 + 3a + 2a^2)d1^217d2^254 + (1 + 2a + 2a^2)d1^218d2^254 + (3 + 4a + 3a^2)d1^219d2^254 + (4 + 1a + 4a^2)d1^220d2^254 + (0 + 4a + 1a^2)d1^221d2^254 + (0 + 2a + 3a^2)d1^222d2^254 + (1 + 2a + 2a^2)d1^223d2^254 + (0 + 0a + 2a^2)d1^224d2^254 + (2 + 4a + 1a^2)d1^225d2^254 + (2 + 4a + 3a^2)d1^226d2^254 + (1 + 3a + 2a^2)d1^227d2^254 + (1 + 1a + 1a^2)d1^228d2^254 + (4 + 0a + 3a^2)d1^229d2^254 + (2 + 4a + 4a^2)d1^230d2^254 + (1 + 0a + 0a^2)d1^231d2^254 + (4 + 3a + 4a^2)d1^232d2^254 + (3 + 0a + 2a^2)d1^233d2^254 + (4 + 4a + 4a^2)d1^234d2^254 + (4 + 2a + 2a^2)d1^235d2^254 + (1 + 3a + 0a^2)d1^236d2^254 + (4 + 1a + 3a^2)d1^237d2^254 + (0 + 1a + 2a^2)d1^238d2^254 + (2 + 2a + 1a^2)d1^239d2^254 + (3 + 0a + 1a^2)d1^240d2^254 + (2 + 2a + 1a^2)d1^241d2^254 + (0 + 2a + 4a^2)d1^242d2^254 + (3 + 1a + 4a^2)d1^243d2^254 + (0 + 2a + 3a^2)d1^244d2^254 + (1 + 0a + 1a^2)d1^245d2^254 + (3 + 1a + 2a^2)d1^246d2^254 + (3 + 4a + 3a^2)d1^247d2^254 + (3 + 0a + 4a^2)d1^248d2^254 + (0 + 1a + 3a^2)d1^249d2^254 + (1 + 0a + 3a^2)d1^250d2^254 + (0 + 3a + 1a^2)d1^251d2^254 + (0 + 0a + 4a^2)d1^252d2^254 + (1 + 2a + 4a^2)d1^253d2^254 + (0 + 0a + 3a^2)d1^254d2^254 + (0 + 0a + 2a^2)d1^255d2^254 + (0 + 1a + 4a^2)d1^256d2^254 + (4 + 2a + 4a^2)d1^257d2^254 + (2 + 3a + 2a^2)d1^258d2^254 + (3 + 0a + 1a^2)d1^259d2^254 + (2 + 2a + 3a^2)d1^260d2^254 + (0 + 4a + 1a^2)d1^261d2^254 + (3 + 0a + 2a^2)d1^262d2^254 + (3 + 0a + 3a^2)d1^263d2^254 + (2 + 1a + 3a^2)d1^264d2^254 + (1 + 0a + 0a^2)d1^265d2^254 + (0 + 3a + 0a^2)d1^266d2^254 + (2 + 1a + 3a^2)d1^267d2^254 + (2 + 3a + 3a^2)d1^268d2^254 + (3 + 4a + 4a^2)d1^269d2^254 + (0 + 2a + 3a^2)d1^270d2^254 + (2 + 0a + 2a^2)d1^271d2^254 + (4 + 3a + 4a^2)d1^272d2^254 + (1 + 1a + 2a^2)d1^273d2^254 + (0 + 1a + 2a^2)d1^274d2^254 + (4 + 1a + 3a^2)d1^275d2^254 + (0 + 4a + 2a^2)d1^276d2^254 + (0 + 0a + 3a^2)d1^277d2^254 + (4 + 4a + 1a^2)d1^278d2^254 + (0 + 3a + 4a^2)d1^279d2^254 + (0 + 3a + 3a^2)d1^280d2^254 + (0 + 1a + 2a^2)d1^281d2^254 + (1 + 0a + 3a^2)d1^282d2^254 + (0 + 2a + 4a^2)d1^283d2^254 + (2 + 0a + 2a^2)d1^284d2^254 + (2 + 1a + 4a^2)d1^285d2^254 + (1 + 2a + 0a^2)d1^286d2^254 + (2 + 4a + 1a^2)d1^287d2^254 + (3 + 3a + 0a^2)d1^288d2^254 + (0 + 4a + 3a^2)d1^289d2^254 + (4 + 0a + 4a^2)d1^290d2^254 + (2 + 1a + 0a^2)d1^291d2^254 + (0 + 2a + 3a^2)d1^292d2^254 + (1 + 4a + 2a^2)d1^293d2^254 + (2 + 4a + 2a^2)d2^255 + (0 + 2a + 0a^2)d1^1d2^255 + (2 + 1a + 2a^2)d1^2d2^255 + (1 + 4a + 1a^2)d1^3d2^255 + (3 + 0a + 1a^2)d1^4d2^255 + (4 + 3a + 4a^2)d1^5d2^255 + (1 + 2a + 3a^2)d1^6d2^255 + (0 + 4a + 2a^2)d1^7d2^255 + (0 + 0a + 2a^2)d1^8d2^255 + (2 + 0a + 4a^2)d1^9d2^255 + (1 + 0a + 0a^2)d1^10d2^255 + (0 + 2a + 1a^2)d1^12d2^255 + (3 + 3a + 4a^2)d1^13d2^255 + (4 + 3a + 4a^2)d1^14d2^255 + (1 + 1a + 2a^2)d1^15d2^255 + (0 + 3a + 4a^2)d1^16d2^255 + (4 + 1a + 4a^2)d1^17d2^255 + (2 + 4a + 2a^2)d1^18d2^255 + (4 + 2a + 2a^2)d1^19d2^255 + (2 + 4a + 4a^2)d1^20d2^255 + (3 + 3a + 1a^2)d1^21d2^255 + (1 + 4a + 4a^2)d1^22d2^255 + (2 + 3a + 2a^2)d1^23d2^255 + (1 + 4a + 3a^2)d1^24d2^255 + (4 + 4a + 4a^2)d1^25d2^255 + (0 + 0a + 2a^2)d1^26d2^255 + (0 + 1a + 2a^2)d1^27d2^255 + (1 + 0a + 0a^2)d1^28d2^255 + (1 + 4a + 1a^2)d1^29d2^255 + (0 + 4a + 1a^2)d1^30d2^255 + (4 + 4a + 4a^2)d1^31d2^255 + (4 + 1a + 4a^2)d1^32d2^255 + (4 + 0a + 2a^2)d1^33d2^255 + (1 + 3a + 4a^2)d1^34d2^255 + (1 + 1a + 2a^2)d1^35d2^255 + (0 + 2a + 4a^2)d1^36d2^255 + (1 + 0a + 4a^2)d1^37d2^255 + (2 + 1a + 3a^2)d1^38d2^255 + (4 + 0a + 4a^2)d1^39d2^255 + (0 + 2a + 2a^2)d1^40d2^255 + (2 + 0a + 4a^2)d1^42d2^255 + (1 + 2a + 0a^2)d1^43d2^255 + (3 + 4a + 1a^2)d1^44d2^255 + (3 + 3a + 3a^2)d1^45d2^255 + (0 + 4a + 1a^2)d1^46d2^255 + (2 + 2a + 2a^2)d1^47d2^255 + (0 + 0a + 4a^2)d1^48d2^255 + (4 + 2a + 1a^2)d1^49d2^255 + (3 + 1a + 0a^2)d1^50d2^255 + (4 + 1a + 1a^2)d1^51d2^255 + (2 + 0a + 2a^2)d1^52d2^255 + (4 + 3a + 3a^2)d1^53d2^255 + (3 + 0a + 2a^2)d1^54d2^255 + (3 + 0a + 3a^2)d1^55d2^255 + (3 + 4a + 0a^2)d1^56d2^255 + (3 + 1a + 4a^2)d1^57d2^255 + (1 + 4a + 0a^2)d1^58d2^255 + (0 + 3a + 1a^2)d1^59d2^255 + (1 + 3a + 1a^2)d1^60d2^255 + (1 + 3a + 0a^2)d1^61d2^255 + (4 + 0a + 4a^2)d1^62d2^255 + (2 + 2a + 2a^2)d1^63d2^255 + (2 + 4a + 4a^2)d1^64d2^255 + (3 + 3a + 3a^2)d1^65d2^255 + (1 + 2a + 4a^2)d1^66d2^255 + (4 + 0a + 2a^2)d1^67d2^255 + (0 + 3a + 1a^2)d1^68d2^255 + (4 + 1a + 1a^2)d1^69d2^255 + (1 + 1a + 3a^2)d1^70d2^255 + (3 + 0a + 2a^2)d1^71d2^255 + (2 + 1a + 0a^2)d1^72d2^255 + (0 + 3a + 1a^2)d1^73d2^255 + (1 + 0a + 1a^2)d1^74d2^255 + (1 + 3a + 4a^2)d1^75d2^255 + (2 + 1a + 4a^2)d1^76d2^255 + (4 + 3a + 1a^2)d1^77d2^255 + (0 + 0a + 3a^2)d1^78d2^255 + (1 + 2a + 2a^2)d1^79d2^255 + (4 + 1a + 2a^2)d1^80d2^255 + (3 + 0a + 0a^2)d1^81d2^255 + (1 + 1a + 2a^2)d1^82d2^255 + (1 + 4a + 1a^2)d1^83d2^255 + (1 + 4a + 2a^2)d1^84d2^255 + (0 + 4a + 0a^2)d1^85d2^255 + (0 + 1a + 2a^2)d1^86d2^255 + (0 + 4a + 4a^2)d1^87d2^255 + (2 + 0a + 3a^2)d1^88d2^255 + (4 + 4a + 0a^2)d1^89d2^255 + (0 + 1a + 1a^2)d1^90d2^255 + (0 + 2a + 3a^2)d1^91d2^255 + (2 + 2a + 4a^2)d1^92d2^255 + (3 + 2a + 1a^2)d1^93d2^255 + (2 + 0a + 3a^2)d1^94d2^255 + (0 + 0a + 3a^2)d1^95d2^255 + (2 + 1a + 2a^2)d1^96d2^255 + (4 + 0a + 2a^2)d1^97d2^255 + (0 + 1a + 1a^2)d1^98d2^255 + (3 + 3a + 0a^2)d1^99d2^255 + (0 + 1a + 1a^2)d1^100d2^255 + (4 + 3a + 2a^2)d1^101d2^255 + (2 + 2a + 1a^2)d1^102d2^255 + (1 + 2a + 4a^2)d1^103d2^255 + (4 + 4a + 2a^2)d1^104d2^255 + (1 + 0a + 1a^2)d1^105d2^255 + (2 + 1a + 3a^2)d1^106d2^255 + (3 + 4a + 2a^2)d1^107d2^255 + (1 + 0a + 1a^2)d1^108d2^255 + (3 + 4a + 1a^2)d1^109d2^255 + (1 + 4a + 0a^2)d1^110d2^255 + (0 + 0a + 4a^2)d1^111d2^255 + (4 + 3a + 4a^2)d1^112d2^255 + (0 + 0a + 4a^2)d1^113d2^255 + (3 + 1a + 2a^2)d1^114d2^255 + (0 + 3a + 0a^2)d1^115d2^255 + (3 + 0a + 0a^2)d1^116d2^255 + (3 + 3a + 3a^2)d1^117d2^255 + (4 + 1a + 0a^2)d1^118d2^255 + (0 + 2a + 4a^2)d1^119d2^255 + (4 + 4a + 3a^2)d1^120d2^255 + (1 + 1a + 3a^2)d1^121d2^255 + (3 + 0a + 2a^2)d1^122d2^255 + (4 + 1a + 3a^2)d1^123d2^255 + (2 + 4a + 0a^2)d1^124d2^255 + (1 + 2a + 1a^2)d1^125d2^255 + (0 + 1a + 4a^2)d1^126d2^255 + (3 + 1a + 4a^2)d1^127d2^255 + (1 + 3a + 2a^2)d1^128d2^255 + (0 + 0a + 1a^2)d1^129d2^255 + (2 + 1a + 4a^2)d1^130d2^255 + (1 + 0a + 3a^2)d1^131d2^255 + (3 + 2a + 4a^2)d1^132d2^255 + (0 + 4a + 1a^2)d1^133d2^255 + (2 + 2a + 3a^2)d1^134d2^255 + (3 + 4a + 4a^2)d1^135d2^255 + (1 + 4a + 2a^2)d1^136d2^255 + (3 + 0a + 1a^2)d1^137d2^255 + (4 + 1a + 4a^2)d1^138d2^255 + (3 + 1a + 2a^2)d1^139d2^255 + (1 + 0a + 3a^2)d1^140d2^255 + (4 + 0a + 3a^2)d1^141d2^255 + (1 + 1a + 4a^2)d1^142d2^255 + (4 + 0a + 0a^2)d1^143d2^255 + (4 + 0a + 0a^2)d1^144d2^255 + (4 + 1a + 2a^2)d1^145d2^255 + (4 + 4a + 1a^2)d1^146d2^255 + (3 + 4a + 1a^2)d1^147d2^255 + (0 + 1a + 4a^2)d1^148d2^255 + (0 + 2a + 3a^2)d1^149d2^255 + (4 + 4a + 4a^2)d1^150d2^255 + (4 + 3a + 1a^2)d1^151d2^255 + (0 + 4a + 1a^2)d1^152d2^255 + (0 + 3a + 3a^2)d1^153d2^255 + (3 + 2a + 0a^2)d1^154d2^255 + (4 + 3a + 4a^2)d1^155d2^255 + (0 + 4a + 1a^2)d1^156d2^255 + (3 + 3a + 1a^2)d1^157d2^255 + (4 + 4a + 0a^2)d1^158d2^255 + (3 + 4a + 3a^2)d1^159d2^255 + (0 + 3a + 3a^2)d1^160d2^255 + (2 + 2a + 1a^2)d1^161d2^255 + (4 + 1a + 0a^2)d1^162d2^255 + (0 + 1a + 4a^2)d1^163d2^255 + (0 + 4a + 1a^2)d1^164d2^255 + (1 + 0a + 3a^2)d1^165d2^255 + (1 + 4a + 0a^2)d1^166d2^255 + (0 + 4a + 3a^2)d1^167d2^255 + (4 + 2a + 3a^2)d1^168d2^255 + (2 + 2a + 0a^2)d1^169d2^255 + (0 + 2a + 4a^2)d1^170d2^255 + (0 + 3a + 1a^2)d1^171d2^255 + (4 + 1a + 1a^2)d1^172d2^255 + (1 + 3a + 3a^2)d1^173d2^255 + (1 + 1a + 0a^2)d1^174d2^255 + (1 + 4a + 3a^2)d1^175d2^255 + (1 + 1a + 3a^2)d1^176d2^255 + (2 + 4a + 4a^2)d1^177d2^255 + (2 + 1a + 2a^2)d1^178d2^255 + (3 + 3a + 4a^2)d1^179d2^255 + (3 + 1a + 2a^2)d1^180d2^255 + (3 + 2a + 2a^2)d1^181d2^255 + (4 + 0a + 0a^2)d1^182d2^255 + (1 + 0a + 3a^2)d1^183d2^255 + (1 + 0a + 0a^2)d1^184d2^255 + (4 + 4a + 3a^2)d1^185d2^255 + (4 + 4a + 1a^2)d1^186d2^255 + (4 + 0a + 4a^2)d1^187d2^255 + (0 + 4a + 3a^2)d1^188d2^255 + (0 + 3a + 2a^2)d1^189d2^255 + (3 + 2a + 4a^2)d1^190d2^255 + (0 + 4a + 3a^2)d1^191d2^255 + (0 + 1a + 3a^2)d1^192d2^255 + (2 + 0a + 0a^2)d1^193d2^255 + (2 + 2a + 0a^2)d1^194d2^255 + (2 + 4a + 3a^2)d1^195d2^255 + (4 + 4a + 2a^2)d1^196d2^255 + (3 + 0a + 2a^2)d1^197d2^255 + (3 + 4a + 2a^2)d1^198d2^255 + (4 + 4a + 0a^2)d1^199d2^255 + (2 + 1a + 3a^2)d1^200d2^255 + (1 + 3a + 1a^2)d1^201d2^255 + (4 + 3a + 0a^2)d1^202d2^255 + (1 + 4a + 3a^2)d1^203d2^255 + (3 + 0a + 4a^2)d1^204d2^255 + (1 + 0a + 1a^2)d1^205d2^255 + (0 + 0a + 4a^2)d1^206d2^255 + (4 + 2a + 4a^2)d1^207d2^255 + (1 + 2a + 4a^2)d1^208d2^255 + (4 + 2a + 4a^2)d1^209d2^255 + (2 + 3a + 4a^2)d1^210d2^255 + (2 + 2a + 3a^2)d1^211d2^255 + (3 + 1a + 3a^2)d1^212d2^255 + (4 + 1a + 0a^2)d1^213d2^255 + (3 + 0a + 4a^2)d1^214d2^255 + (4 + 2a + 0a^2)d1^215d2^255 + (4 + 4a + 0a^2)d1^216d2^255 + (3 + 0a + 0a^2)d1^217d2^255 + (3 + 0a + 0a^2)d1^218d2^255 + (2 + 4a + 0a^2)d1^219d2^255 + (0 + 2a + 4a^2)d1^220d2^255 + (3 + 4a + 1a^2)d1^221d2^255 + (0 + 1a + 1a^2)d1^222d2^255 + (4 + 1a + 3a^2)d1^223d2^255 + (3 + 2a + 4a^2)d1^224d2^255 + (4 + 2a + 4a^2)d1^225d2^255 + (4 + 0a + 1a^2)d1^226d2^255 + (1 + 3a + 1a^2)d1^227d2^255 + (4 + 1a + 3a^2)d1^228d2^255 + (3 + 1a + 3a^2)d1^229d2^255 + (4 + 1a + 0a^2)d1^230d2^255 + (1 + 3a + 3a^2)d1^231d2^255 + (1 + 3a + 4a^2)d1^232d2^255 + (2 + 4a + 3a^2)d1^233d2^255 + (3 + 4a + 3a^2)d1^234d2^255 + (3 + 0a + 1a^2)d1^235d2^255 + (4 + 0a + 4a^2)d1^237d2^255 + (3 + 2a + 1a^2)d1^238d2^255 + (4 + 1a + 1a^2)d1^239d2^255 + (4 + 4a + 2a^2)d1^240d2^255 + (3 + 4a + 0a^2)d1^241d2^255 + (2 + 1a + 4a^2)d1^242d2^255 + (3 + 0a + 1a^2)d1^243d2^255 + (0 + 2a + 0a^2)d1^244d2^255 + (1 + 4a + 0a^2)d1^245d2^255 + (3 + 0a + 2a^2)d1^246d2^255 + (2 + 4a + 3a^2)d1^247d2^255 + (1 + 1a + 0a^2)d1^248d2^255 + (4 + 1a + 4a^2)d1^249d2^255 + (4 + 2a + 1a^2)d1^250d2^255 + (2 + 0a + 4a^2)d1^251d2^255 + (2 + 0a + 1a^2)d1^252d2^255 + (2 + 4a + 4a^2)d1^253d2^255 + (2 + 2a + 0a^2)d1^254d2^255 + (4 + 2a + 0a^2)d1^255d2^255 + (4 + 3a + 2a^2)d1^256d2^255 + (2 + 1a + 0a^2)d1^257d2^255 + (3 + 3a + 3a^2)d1^258d2^255 + (4 + 0a + 4a^2)d1^259d2^255 + (0 + 1a + 3a^2)d1^260d2^255 + (2 + 2a + 3a^2)d1^261d2^255 + (1 + 1a + 0a^2)d1^262d2^255 + (1 + 2a + 3a^2)d1^263d2^255 + (4 + 2a + 3a^2)d1^264d2^255 + (3 + 2a + 2a^2)d1^265d2^255 + (1 + 3a + 2a^2)d1^266d2^255 + (4 + 4a + 3a^2)d1^267d2^255 + (3 + 2a + 3a^2)d1^268d2^255 + (4 + 1a + 4a^2)d1^269d2^255 + (1 + 3a + 0a^2)d1^270d2^255 + (2 + 1a + 2a^2)d1^271d2^255 + (0 + 0a + 2a^2)d1^272d2^255 + (2 + 2a + 4a^2)d1^273d2^255 + (3 + 2a + 4a^2)d1^274d2^255 + (1 + 4a + 1a^2)d1^275d2^255 + (3 + 0a + 2a^2)d1^276d2^255 + (3 + 0a + 2a^2)d1^277d2^255 + (0 + 2a + 3a^2)d1^278d2^255 + (1 + 4a + 4a^2)d1^279d2^255 + (3 + 2a + 2a^2)d1^280d2^255 + (0 + 3a + 2a^2)d1^281d2^255 + (0 + 3a + 0a^2)d1^282d2^255 + (1 + 0a + 0a^2)d1^283d2^255 + (1 + 3a + 3a^2)d1^284d2^255 + (2 + 2a + 3a^2)d1^285d2^255 + (2 + 2a + 2a^2)d1^286d2^255 + (0 + 2a + 4a^2)d1^287d2^255 + (1 + 3a + 1a^2)d1^288d2^255 + (2 + 2a + 4a^2)d1^289d2^255 + (2 + 2a + 0a^2)d1^290d2^255 + (2 + 3a + 3a^2)d1^291d2^255 + (0 + 1a + 0a^2)d1^292d2^255 + (2 + 3a + 3a^2)d1^293d2^255 + (1 + 4a + 3a^2)d2^256 + (2 + 1a + 4a^2)d1^1d2^256 + (3 + 0a + 4a^2)d1^2d2^256 + (4 + 4a + 2a^2)d1^3d2^256 + (0 + 2a + 0a^2)d1^4d2^256 + (4 + 4a + 3a^2)d1^5d2^256 + (4 + 0a + 4a^2)d1^6d2^256 + (4 + 3a + 4a^2)d1^7d2^256 + (1 + 0a + 1a^2)d1^8d2^256 + (4 + 2a + 1a^2)d1^9d2^256 + (4 + 0a + 1a^2)d1^10d2^256 + (0 + 1a + 0a^2)d1^11d2^256 + (3 + 1a + 2a^2)d1^12d2^256 + (1 + 2a + 2a^2)d1^13d2^256 + (3 + 4a + 3a^2)d1^14d2^256 + (2 + 2a + 4a^2)d1^15d2^256 + (3 + 4a + 1a^2)d1^16d2^256 + (3 + 2a + 1a^2)d1^17d2^256 + (1 + 4a + 4a^2)d1^18d2^256 + (4 + 0a + 3a^2)d1^19d2^256 + (4 + 2a + 2a^2)d1^20d2^256 + (4 + 4a + 3a^2)d1^21d2^256 + (2 + 2a + 1a^2)d1^22d2^256 + (1 + 3a + 0a^2)d1^23d2^256 + (1 + 2a + 1a^2)d1^24d2^256 + (3 + 4a + 1a^2)d1^25d2^256 + (4 + 1a + 2a^2)d1^26d2^256 + (3 + 2a + 1a^2)d1^27d2^256 + (2 + 0a + 4a^2)d1^28d2^256 + (2 + 3a + 0a^2)d1^29d2^256 + (2 + 0a + 2a^2)d1^30d2^256 + (2 + 2a + 1a^2)d1^31d2^256 + (4 + 4a + 3a^2)d1^32d2^256 + (1 + 0a + 0a^2)d1^33d2^256 + (2 + 1a + 3a^2)d1^34d2^256 + (2 + 2a + 3a^2)d1^35d2^256 + (3 + 3a + 0a^2)d1^36d2^256 + (1 + 3a + 2a^2)d1^37d2^256 + (4 + 3a + 2a^2)d1^38d2^256 + (1 + 2a + 3a^2)d1^39d2^256 + (4 + 3a + 0a^2)d1^40d2^256 + (0 + 4a + 4a^2)d1^41d2^256 + (4 + 2a + 0a^2)d1^42d2^256 + (0 + 1a + 1a^2)d1^43d2^256 + (3 + 2a + 0a^2)d1^44d2^256 + (1 + 4a + 0a^2)d1^45d2^256 + (4 + 3a + 3a^2)d1^46d2^256 + (2 + 2a + 3a^2)d1^47d2^256 + (4 + 1a + 4a^2)d1^48d2^256 + (4 + 1a + 1a^2)d1^49d2^256 + (1 + 3a + 0a^2)d1^50d2^256 + (3 + 3a + 2a^2)d1^51d2^256 + (1 + 0a + 4a^2)d1^52d2^256 + (3 + 1a + 2a^2)d1^53d2^256 + (4 + 4a + 1a^2)d1^54d2^256 + (0 + 3a + 3a^2)d1^55d2^256 + (1 + 3a + 1a^2)d1^56d2^256 + (3 + 2a + 0a^2)d1^57d2^256 + (4 + 0a + 2a^2)d1^58d2^256 + (2 + 4a + 3a^2)d1^59d2^256 + (1 + 2a + 0a^2)d1^60d2^256 + (2 + 2a + 1a^2)d1^61d2^256 + (3 + 4a + 3a^2)d1^62d2^256 + (2 + 0a + 3a^2)d1^63d2^256 + (3 + 4a + 0a^2)d1^64d2^256 + (4 + 0a + 4a^2)d1^65d2^256 + (4 + 1a + 4a^2)d1^66d2^256 + (1 + 4a + 2a^2)d1^67d2^256 + (1 + 3a + 2a^2)d1^69d2^256 + (2 + 3a + 0a^2)d1^70d2^256 + (1 + 2a + 0a^2)d1^71d2^256 + (0 + 4a + 3a^2)d1^72d2^256 + (3 + 2a + 3a^2)d1^73d2^256 + (3 + 0a + 0a^2)d1^74d2^256 + (3 + 3a + 2a^2)d1^75d2^256 + (0 + 4a + 3a^2)d1^76d2^256 + (1 + 4a + 2a^2)d1^77d2^256 + (4 + 4a + 4a^2)d1^78d2^256 + (2 + 0a + 1a^2)d1^79d2^256 + (0 + 2a + 0a^2)d1^80d2^256 + (0 + 0a + 4a^2)d1^81d2^256 + (2 + 1a + 4a^2)d1^82d2^256 + (0 + 4a + 4a^2)d1^83d2^256 + (0 + 1a + 4a^2)d1^84d2^256 + (1 + 0a + 4a^2)d1^85d2^256 + (1 + 2a + 3a^2)d1^86d2^256 + (1 + 0a + 4a^2)d1^87d2^256 + (1 + 3a + 1a^2)d1^88d2^256 + (4 + 0a + 4a^2)d1^89d2^256 + (1 + 2a + 4a^2)d1^90d2^256 + (4 + 0a + 0a^2)d1^91d2^256 + (0 + 1a + 0a^2)d1^92d2^256 + (0 + 2a + 3a^2)d1^94d2^256 + (4 + 4a + 0a^2)d1^95d2^256 + (0 + 2a + 3a^2)d1^96d2^256 + (2 + 2a + 1a^2)d1^97d2^256 + (4 + 0a + 0a^2)d1^98d2^256 + (1 + 2a + 4a^2)d1^99d2^256 + (4 + 1a + 2a^2)d1^100d2^256 + (3 + 0a + 3a^2)d1^101d2^256 + (2 + 3a + 4a^2)d1^102d2^256 + (4 + 0a + 4a^2)d1^103d2^256 + (2 + 4a + 4a^2)d1^104d2^256 + (0 + 3a + 0a^2)d1^105d2^256 + (1 + 3a + 2a^2)d1^106d2^256 + (2 + 2a + 2a^2)d1^107d2^256 + (3 + 3a + 4a^2)d1^108d2^256 + (1 + 4a + 2a^2)d1^109d2^256 + (3 + 2a + 2a^2)d1^110d2^256 + (2 + 4a + 4a^2)d1^111d2^256 + (0 + 0a + 4a^2)d1^112d2^256 + (3 + 2a + 2a^2)d1^113d2^256 + (4 + 3a + 1a^2)d1^114d2^256 + (3 + 1a + 0a^2)d1^115d2^256 + (0 + 1a + 1a^2)d1^116d2^256 + (3 + 0a + 3a^2)d1^117d2^256 + (3 + 2a + 3a^2)d1^118d2^256 + (2 + 4a + 0a^2)d1^119d2^256 + (0 + 4a + 0a^2)d1^120d2^256 + (1 + 4a + 0a^2)d1^121d2^256 + (3 + 1a + 3a^2)d1^122d2^256 + (2 + 2a + 2a^2)d1^123d2^256 + (2 + 4a + 0a^2)d1^124d2^256 + (2 + 0a + 1a^2)d1^125d2^256 + (3 + 0a + 4a^2)d1^126d2^256 + (2 + 3a + 4a^2)d1^127d2^256 + (1 + 4a + 4a^2)d1^128d2^256 + (3 + 3a + 4a^2)d1^129d2^256 + (1 + 1a + 2a^2)d1^130d2^256 + (3 + 2a + 2a^2)d1^131d2^256 + (1 + 4a + 2a^2)d1^132d2^256 + (0 + 3a + 4a^2)d1^133d2^256 + (4 + 2a + 3a^2)d1^134d2^256 + (0 + 0a + 3a^2)d1^135d2^256 + (3 + 0a + 4a^2)d1^136d2^256 + (3 + 0a + 2a^2)d1^137d2^256 + (3 + 2a + 1a^2)d1^138d2^256 + (1 + 3a + 3a^2)d1^139d2^256 + (0 + 2a + 0a^2)d1^140d2^256 + (0 + 3a + 0a^2)d1^141d2^256 + (3 + 1a + 3a^2)d1^142d2^256 + (4 + 0a + 3a^2)d1^143d2^256 + (1 + 3a + 4a^2)d1^144d2^256 + (3 + 0a + 4a^2)d1^145d2^256 + (1 + 2a + 1a^2)d1^146d2^256 + (3 + 2a + 4a^2)d1^147d2^256 + (1 + 3a + 3a^2)d1^148d2^256 + (1 + 2a + 1a^2)d1^149d2^256 + (1 + 1a + 2a^2)d1^150d2^256 + (1 + 3a + 4a^2)d1^151d2^256 + (1 + 1a + 3a^2)d1^152d2^256 + (2 + 1a + 1a^2)d1^153d2^256 + (4 + 0a + 4a^2)d1^154d2^256 + (2 + 3a + 2a^2)d1^155d2^256 + (0 + 0a + 1a^2)d1^156d2^256 + (1 + 0a + 0a^2)d1^157d2^256 + (1 + 0a + 3a^2)d1^158d2^256 + (2 + 0a + 0a^2)d1^159d2^256 + (4 + 3a + 4a^2)d1^160d2^256 + (1 + 0a + 0a^2)d1^161d2^256 + (3 + 3a + 3a^2)d1^162d2^256 + (4 + 3a + 1a^2)d1^163d2^256 + (2 + 1a + 0a^2)d1^164d2^256 + (0 + 3a + 3a^2)d1^165d2^256 + (0 + 1a + 1a^2)d1^166d2^256 + (4 + 0a + 0a^2)d1^167d2^256 + (1 + 3a + 0a^2)d1^168d2^256 + (2 + 3a + 0a^2)d1^169d2^256 + (0 + 4a + 4a^2)d1^170d2^256 + (1 + 3a + 2a^2)d1^171d2^256 + (1 + 1a + 3a^2)d1^172d2^256 + (3 + 4a + 1a^2)d1^173d2^256 + (3 + 2a + 3a^2)d1^174d2^256 + (1 + 3a + 3a^2)d1^175d2^256 + (4 + 0a + 4a^2)d1^176d2^256 + (0 + 0a + 3a^2)d1^177d2^256 + (4 + 1a + 2a^2)d1^178d2^256 + (4 + 3a + 3a^2)d1^179d2^256 + (2 + 3a + 2a^2)d1^180d2^256 + (0 + 3a + 4a^2)d1^181d2^256 + (0 + 0a + 1a^2)d1^182d2^256 + (3 + 3a + 2a^2)d1^183d2^256 + (2 + 3a + 1a^2)d1^184d2^256 + (4 + 4a + 4a^2)d1^185d2^256 + (2 + 2a + 2a^2)d1^186d2^256 + (2 + 2a + 0a^2)d1^187d2^256 + (1 + 2a + 2a^2)d1^188d2^256 + (0 + 1a + 0a^2)d1^189d2^256 + (0 + 3a + 3a^2)d1^190d2^256 + (2 + 4a + 1a^2)d1^191d2^256 + (4 + 1a + 2a^2)d1^192d2^256 + (1 + 2a + 4a^2)d1^193d2^256 + (3 + 2a + 1a^2)d1^194d2^256 + (1 + 1a + 1a^2)d1^195d2^256 + (0 + 1a + 2a^2)d1^196d2^256 + (4 + 1a + 3a^2)d1^197d2^256 + (3 + 3a + 3a^2)d1^198d2^256 + (1 + 3a + 1a^2)d1^199d2^256 + (4 + 4a + 3a^2)d1^200d2^256 + (4 + 3a + 3a^2)d1^201d2^256 + (0 + 1a + 4a^2)d1^202d2^256 + (1 + 1a + 4a^2)d1^203d2^256 + (1 + 0a + 0a^2)d1^204d2^256 + (0 + 0a + 1a^2)d1^205d2^256 + (0 + 2a + 2a^2)d1^206d2^256 + (1 + 4a + 1a^2)d1^207d2^256 + (4 + 4a + 0a^2)d1^208d2^256 + (4 + 3a + 0a^2)d1^210d2^256 + (3 + 2a + 1a^2)d1^211d2^256 + (1 + 2a + 3a^2)d1^212d2^256 + (3 + 4a + 1a^2)d1^213d2^256 + (4 + 1a + 4a^2)d1^214d2^256 + (2 + 4a + 3a^2)d1^215d2^256 + (3 + 2a + 3a^2)d1^216d2^256 + (0 + 2a + 3a^2)d1^217d2^256 + (0 + 2a + 3a^2)d1^218d2^256 + (3 + 1a + 3a^2)d1^219d2^256 + (2 + 3a + 2a^2)d1^220d2^256 + (2 + 0a + 4a^2)d1^221d2^256 + (2 + 2a + 1a^2)d1^222d2^256 + (4 + 4a + 1a^2)d1^223d2^256 + (0 + 4a + 0a^2)d1^224d2^256 + (1 + 0a + 4a^2)d1^225d2^256 + (0 + 1a + 4a^2)d1^226d2^256 + (2 + 2a + 0a^2)d1^227d2^256 + (4 + 4a + 2a^2)d1^228d2^256 + (4 + 4a + 4a^2)d1^229d2^256 + (1 + 1a + 2a^2)d1^230d2^256 + (1 + 3a + 1a^2)d1^231d2^256 + (2 + 3a + 1a^2)d1^232d2^256 + (0 + 4a + 2a^2)d1^233d2^256 + (0 + 1a + 3a^2)d1^234d2^256 + (3 + 3a + 3a^2)d1^235d2^256 + (1 + 3a + 0a^2)d1^236d2^256 + (3 + 1a + 1a^2)d1^237d2^256 + (3 + 2a + 2a^2)d1^238d2^256 + (1 + 4a + 3a^2)d1^239d2^256 + (3 + 1a + 1a^2)d1^240d2^256 + (0 + 3a + 2a^2)d1^241d2^256 + (2 + 3a + 1a^2)d1^242d2^256 + (1 + 2a + 0a^2)d1^243d2^256 + (3 + 1a + 2a^2)d1^244d2^256 + (3 + 3a + 1a^2)d1^245d2^256 + (0 + 2a + 3a^2)d1^246d2^256 + (4 + 2a + 4a^2)d1^247d2^256 + (3 + 4a + 1a^2)d1^248d2^256 + (0 + 3a + 4a^2)d1^249d2^256 + (3 + 2a + 0a^2)d1^250d2^256 + (1 + 4a + 0a^2)d1^251d2^256 + (1 + 4a + 3a^2)d1^252d2^256 + (2 + 0a + 1a^2)d1^253d2^256 + (2 + 4a + 3a^2)d1^254d2^256 + (1 + 2a + 0a^2)d1^255d2^256 + (3 + 1a + 2a^2)d1^256d2^256 + (2 + 0a + 2a^2)d1^257d2^256 + (2 + 4a + 4a^2)d1^258d2^256 + (1 + 2a + 1a^2)d1^259d2^256 + (4 + 1a + 2a^2)d1^260d2^256 + (4 + 3a + 1a^2)d1^261d2^256 + (4 + 4a + 0a^2)d1^262d2^256 + (4 + 0a + 3a^2)d1^263d2^256 + (4 + 3a + 4a^2)d1^264d2^256 + (1 + 2a + 4a^2)d1^265d2^256 + (1 + 0a + 0a^2)d1^266d2^256 + (1 + 1a + 4a^2)d1^267d2^256 + (1 + 1a + 1a^2)d1^268d2^256 + (2 + 2a + 1a^2)d1^269d2^256 + (3 + 2a + 1a^2)d1^270d2^256 + (1 + 1a + 3a^2)d1^271d2^256 + (3 + 4a + 3a^2)d1^272d2^256 + (1 + 0a + 2a^2)d1^273d2^256 + (0 + 3a + 2a^2)d1^274d2^256 + (3 + 0a + 2a^2)d1^275d2^256 + (3 + 2a + 1a^2)d1^276d2^256 + (2 + 1a + 4a^2)d1^277d2^256 + (2 + 4a + 1a^2)d1^278d2^256 + (4 + 2a + 2a^2)d1^279d2^256 + (0 + 2a + 3a^2)d1^280d2^256 + (0 + 4a + 3a^2)d1^281d2^256 + (4 + 1a + 4a^2)d1^282d2^256 + (3 + 4a + 2a^2)d1^283d2^256 + (0 + 0a + 2a^2)d1^285d2^256 + (2 + 1a + 4a^2)d1^286d2^256 + (4 + 3a + 1a^2)d1^287d2^256 + (1 + 2a + 1a^2)d1^288d2^256 + (2 + 2a + 4a^2)d1^289d2^256 + (2 + 2a + 0a^2)d1^290d2^256 + (3 + 2a + 1a^2)d1^291d2^256 + (0 + 1a + 2a^2)d1^292d2^256 + (1 + 2a + 3a^2)d1^293d2^256 + (2 + 2a + 4a^2)d2^257 + (3 + 3a + 3a^2)d1^1d2^257 + (1 + 1a + 0a^2)d1^2d2^257 + (0 + 3a + 2a^2)d1^3d2^257 + (4 + 0a + 4a^2)d1^4d2^257 + (4 + 0a + 0a^2)d1^5d2^257 + (3 + 3a + 3a^2)d1^6d2^257 + (3 + 4a + 3a^2)d1^7d2^257 + (0 + 3a + 2a^2)d1^8d2^257 + (2 + 1a + 0a^2)d1^9d2^257 + (2 + 1a + 1a^2)d1^10d2^257 + (3 + 1a + 2a^2)d1^11d2^257 + (0 + 4a + 4a^2)d1^12d2^257 + (0 + 1a + 2a^2)d1^13d2^257 + (2 + 2a + 4a^2)d1^14d2^257 + (2 + 1a + 2a^2)d1^15d2^257 + (1 + 3a + 2a^2)d1^16d2^257 + (4 + 3a + 1a^2)d1^17d2^257 + (2 + 1a + 3a^2)d1^18d2^257 + (4 + 4a + 3a^2)d1^19d2^257 + (1 + 2a + 0a^2)d1^20d2^257 + (2 + 3a + 3a^2)d1^21d2^257 + (3 + 2a + 1a^2)d1^22d2^257 + (4 + 0a + 1a^2)d1^23d2^257 + (1 + 4a + 4a^2)d1^24d2^257 + (2 + 1a + 3a^2)d1^25d2^257 + (3 + 4a + 3a^2)d1^26d2^257 + (0 + 3a + 2a^2)d1^27d2^257 + (1 + 0a + 0a^2)d1^28d2^257 + (0 + 2a + 4a^2)d1^29d2^257 + (1 + 2a + 4a^2)d1^30d2^257 + (0 + 3a + 1a^2)d1^31d2^257 + (0 + 4a + 4a^2)d1^32d2^257 + (4 + 0a + 1a^2)d1^33d2^257 + (1 + 1a + 1a^2)d1^34d2^257 + (0 + 2a + 2a^2)d1^35d2^257 + (2 + 1a + 3a^2)d1^36d2^257 + (3 + 0a + 0a^2)d1^37d2^257 + (1 + 1a + 2a^2)d1^38d2^257 + (4 + 0a + 0a^2)d1^39d2^257 + (0 + 0a + 2a^2)d1^40d2^257 + (4 + 1a + 3a^2)d1^41d2^257 + (2 + 2a + 4a^2)d1^42d2^257 + (1 + 2a + 4a^2)d1^43d2^257 + (3 + 0a + 0a^2)d1^44d2^257 + (0 + 1a + 2a^2)d1^45d2^257 + (0 + 3a + 1a^2)d1^46d2^257 + (3 + 1a + 1a^2)d1^47d2^257 + (2 + 0a + 0a^2)d1^48d2^257 + (1 + 4a + 1a^2)d1^49d2^257 + (2 + 3a + 0a^2)d1^50d2^257 + (0 + 1a + 1a^2)d1^51d2^257 + (3 + 0a + 3a^2)d1^52d2^257 + (3 + 2a + 1a^2)d1^53d2^257 + (1 + 0a + 0a^2)d1^54d2^257 + (4 + 4a + 2a^2)d1^55d2^257 + (4 + 2a + 2a^2)d1^56d2^257 + (2 + 3a + 1a^2)d1^57d2^257 + (1 + 2a + 3a^2)d1^58d2^257 + (1 + 4a + 2a^2)d1^59d2^257 + (2 + 1a + 2a^2)d1^60d2^257 + (3 + 2a + 0a^2)d1^61d2^257 + (0 + 3a + 0a^2)d1^62d2^257 + (1 + 0a + 1a^2)d1^63d2^257 + (4 + 4a + 0a^2)d1^64d2^257 + (1 + 2a + 3a^2)d1^65d2^257 + (1 + 0a + 0a^2)d1^66d2^257 + (3 + 1a + 3a^2)d1^67d2^257 + (2 + 1a + 3a^2)d1^68d2^257 + (3 + 3a + 2a^2)d1^69d2^257 + (1 + 3a + 0a^2)d1^70d2^257 + (2 + 3a + 4a^2)d1^71d2^257 + (4 + 2a + 3a^2)d1^72d2^257 + (1 + 3a + 3a^2)d1^73d2^257 + (1 + 2a + 0a^2)d1^74d2^257 + (4 + 0a + 0a^2)d1^75d2^257 + (4 + 4a + 2a^2)d1^76d2^257 + (4 + 1a + 2a^2)d1^77d2^257 + (2 + 0a + 4a^2)d1^78d2^257 + (0 + 4a + 2a^2)d1^79d2^257 + (3 + 3a + 0a^2)d1^80d2^257 + (1 + 0a + 4a^2)d1^81d2^257 + (0 + 4a + 2a^2)d1^82d2^257 + (0 + 1a + 1a^2)d1^83d2^257 + (2 + 3a + 2a^2)d1^84d2^257 + (3 + 4a + 3a^2)d1^85d2^257 + (0 + 3a + 0a^2)d1^86d2^257 + (4 + 3a + 4a^2)d1^87d2^257 + (4 + 0a + 1a^2)d1^88d2^257 + (1 + 0a + 0a^2)d1^89d2^257 + (4 + 3a + 2a^2)d1^90d2^257 + (2 + 4a + 1a^2)d1^91d2^257 + (2 + 0a + 3a^2)d1^92d2^257 + (4 + 4a + 4a^2)d1^93d2^257 + (2 + 0a + 3a^2)d1^94d2^257 + (0 + 0a + 3a^2)d1^95d2^257 + (0 + 2a + 4a^2)d1^96d2^257 + (4 + 0a + 3a^2)d1^97d2^257 + (0 + 2a + 0a^2)d1^98d2^257 + (1 + 4a + 4a^2)d1^99d2^257 + (3 + 0a + 1a^2)d1^100d2^257 + (3 + 4a + 4a^2)d1^101d2^257 + (2 + 4a + 1a^2)d1^102d2^257 + (1 + 1a + 3a^2)d1^103d2^257 + (1 + 1a + 4a^2)d1^104d2^257 + (3 + 3a + 2a^2)d1^105d2^257 + (0 + 1a + 2a^2)d1^106d2^257 + (4 + 2a + 4a^2)d1^107d2^257 + (2 + 4a + 1a^2)d1^108d2^257 + (4 + 2a + 3a^2)d1^109d2^257 + (1 + 3a + 2a^2)d1^110d2^257 + (0 + 3a + 1a^2)d1^111d2^257 + (0 + 2a + 2a^2)d1^112d2^257 + (3 + 4a + 4a^2)d1^113d2^257 + (2 + 2a + 4a^2)d1^114d2^257 + (1 + 2a + 1a^2)d1^115d2^257 + (0 + 4a + 2a^2)d1^116d2^257 + (4 + 1a + 3a^2)d1^117d2^257 + (2 + 0a + 3a^2)d1^118d2^257 + (1 + 1a + 2a^2)d1^119d2^257 + (2 + 4a + 2a^2)d1^120d2^257 + (4 + 1a + 4a^2)d1^121d2^257 + (4 + 3a + 3a^2)d1^122d2^257 + (4 + 0a + 1a^2)d1^123d2^257 + (1 + 2a + 4a^2)d1^124d2^257 + (2 + 2a + 2a^2)d1^125d2^257 + (1 + 2a + 2a^2)d1^126d2^257 + (0 + 0a + 2a^2)d1^127d2^257 + (3 + 0a + 3a^2)d1^128d2^257 + (4 + 2a + 4a^2)d1^129d2^257 + (0 + 2a + 0a^2)d1^130d2^257 + (3 + 3a + 0a^2)d1^131d2^257 + (4 + 3a + 1a^2)d1^132d2^257 + (0 + 2a + 0a^2)d1^133d2^257 + (1 + 3a + 0a^2)d1^134d2^257 + (0 + 4a + 2a^2)d1^135d2^257 + (3 + 4a + 3a^2)d1^136d2^257 + (1 + 2a + 0a^2)d1^137d2^257 + (2 + 0a + 4a^2)d1^138d2^257 + (1 + 4a + 4a^2)d1^139d2^257 + (1 + 1a + 4a^2)d1^140d2^257 + (4 + 4a + 1a^2)d1^141d2^257 + (2 + 0a + 4a^2)d1^142d2^257 + (2 + 3a + 0a^2)d1^143d2^257 + (3 + 4a + 1a^2)d1^144d2^257 + (4 + 4a + 3a^2)d1^145d2^257 + (1 + 1a + 2a^2)d1^146d2^257 + (2 + 0a + 4a^2)d1^147d2^257 + (3 + 4a + 2a^2)d1^148d2^257 + (4 + 1a + 1a^2)d1^149d2^257 + (2 + 4a + 1a^2)d1^150d2^257 + (2 + 0a + 3a^2)d1^151d2^257 + (4 + 1a + 4a^2)d1^152d2^257 + (0 + 4a + 0a^2)d1^153d2^257 + (1 + 3a + 0a^2)d1^154d2^257 + (2 + 1a + 0a^2)d1^155d2^257 + (4 + 3a + 0a^2)d1^156d2^257 + (1 + 4a + 0a^2)d1^157d2^257 + (2 + 1a + 1a^2)d1^158d2^257 + (2 + 3a + 1a^2)d1^159d2^257 + (2 + 2a + 3a^2)d1^160d2^257 + (3 + 0a + 4a^2)d1^161d2^257 + (2 + 2a + 3a^2)d1^162d2^257 + (1 + 0a + 4a^2)d1^163d2^257 + (1 + 0a + 4a^2)d1^164d2^257 + (0 + 0a + 2a^2)d1^165d2^257 + (2 + 4a + 4a^2)d1^166d2^257 + (3 + 0a + 4a^2)d1^167d2^257 + (3 + 0a + 1a^2)d1^168d2^257 + (4 + 0a + 1a^2)d1^169d2^257 + (2 + 2a + 4a^2)d1^170d2^257 + (3 + 2a + 2a^2)d1^171d2^257 + (0 + 4a + 1a^2)d1^172d2^257 + (2 + 1a + 3a^2)d1^173d2^257 + (0 + 2a + 2a^2)d1^174d2^257 + (1 + 1a + 3a^2)d1^175d2^257 + (4 + 4a + 3a^2)d1^176d2^257 + (2 + 3a + 4a^2)d1^177d2^257 + (3 + 2a + 1a^2)d1^178d2^257 + (2 + 3a + 0a^2)d1^179d2^257 + (3 + 1a + 2a^2)d1^180d2^257 + (1 + 1a + 0a^2)d1^181d2^257 + (1 + 0a + 4a^2)d1^182d2^257 + (3 + 4a + 0a^2)d1^183d2^257 + (4 + 3a + 3a^2)d1^184d2^257 + (3 + 3a + 0a^2)d1^185d2^257 + (3 + 0a + 4a^2)d1^186d2^257 + (4 + 3a + 4a^2)d1^187d2^257 + (4 + 1a + 1a^2)d1^188d2^257 + (0 + 2a + 3a^2)d1^189d2^257 + (3 + 2a + 0a^2)d1^190d2^257 + (2 + 0a + 3a^2)d1^191d2^257 + (3 + 4a + 4a^2)d1^192d2^257 + (4 + 4a + 0a^2)d1^193d2^257 + (4 + 4a + 3a^2)d1^194d2^257 + (3 + 4a + 2a^2)d1^195d2^257 + (4 + 4a + 1a^2)d1^196d2^257 + (2 + 1a + 3a^2)d1^197d2^257 + (3 + 1a + 4a^2)d1^198d2^257 + (1 + 4a + 2a^2)d1^199d2^257 + (1 + 4a + 3a^2)d1^200d2^257 + (3 + 0a + 2a^2)d1^201d2^257 + (4 + 1a + 2a^2)d1^202d2^257 + (2 + 2a + 1a^2)d1^203d2^257 + (0 + 2a + 3a^2)d1^204d2^257 + (3 + 3a + 4a^2)d1^205d2^257 + (4 + 0a + 1a^2)d1^206d2^257 + (4 + 0a + 0a^2)d1^207d2^257 + (4 + 1a + 3a^2)d1^208d2^257 + (4 + 1a + 1a^2)d1^210d2^257 + (4 + 2a + 4a^2)d1^211d2^257 + (2 + 4a + 0a^2)d1^212d2^257 + (1 + 3a + 0a^2)d1^213d2^257 + (3 + 2a + 3a^2)d1^214d2^257 + (4 + 3a + 1a^2)d1^215d2^257 + (2 + 2a + 2a^2)d1^216d2^257 + (3 + 4a + 4a^2)d1^217d2^257 + (1 + 0a + 1a^2)d1^218d2^257 + (3 + 1a + 1a^2)d1^219d2^257 + (0 + 0a + 1a^2)d1^220d2^257 + (2 + 1a + 3a^2)d1^221d2^257 + (4 + 0a + 0a^2)d1^222d2^257 + (1 + 0a + 2a^2)d1^223d2^257 + (4 + 0a + 2a^2)d1^224d2^257 + (1 + 3a + 3a^2)d1^225d2^257 + (2 + 4a + 2a^2)d1^226d2^257 + (1 + 4a + 2a^2)d1^227d2^257 + (3 + 1a + 4a^2)d1^228d2^257 + (1 + 2a + 3a^2)d1^229d2^257 + (1 + 1a + 2a^2)d1^230d2^257 + (3 + 2a + 2a^2)d1^231d2^257 + (2 + 2a + 0a^2)d1^232d2^257 + (2 + 1a + 3a^2)d1^233d2^257 + (2 + 2a + 2a^2)d1^234d2^257 + (0 + 2a + 4a^2)d1^235d2^257 + (4 + 2a + 1a^2)d1^236d2^257 + (1 + 0a + 4a^2)d1^237d2^257 + (2 + 4a + 3a^2)d1^238d2^257 + (3 + 2a + 4a^2)d1^239d2^257 + (3 + 4a + 4a^2)d1^240d2^257 + (3 + 3a + 1a^2)d1^241d2^257 + (1 + 4a + 3a^2)d1^242d2^257 + (4 + 4a + 0a^2)d1^243d2^257 + (1 + 2a + 2a^2)d1^244d2^257 + (4 + 1a + 3a^2)d1^245d2^257 + (0 + 2a + 4a^2)d1^246d2^257 + (1 + 2a + 3a^2)d1^247d2^257 + (0 + 4a + 1a^2)d1^248d2^257 + (2 + 2a + 1a^2)d1^249d2^257 + (1 + 1a + 1a^2)d1^250d2^257 + (2 + 1a + 3a^2)d1^251d2^257 + (4 + 4a + 2a^2)d1^253d2^257 + (4 + 4a + 1a^2)d1^254d2^257 + (1 + 4a + 0a^2)d1^255d2^257 + (3 + 3a + 0a^2)d1^256d2^257 + (0 + 1a + 1a^2)d1^257d2^257 + (3 + 3a + 4a^2)d1^258d2^257 + (4 + 3a + 3a^2)d1^259d2^257 + (1 + 2a + 0a^2)d1^260d2^257 + (1 + 1a + 1a^2)d1^261d2^257 + (0 + 0a + 4a^2)d1^262d2^257 + (4 + 0a + 0a^2)d1^263d2^257 + (1 + 2a + 3a^2)d1^264d2^257 + (3 + 4a + 3a^2)d1^265d2^257 + (1 + 0a + 0a^2)d1^266d2^257 + (0 + 2a + 4a^2)d1^267d2^257 + (3 + 0a + 4a^2)d1^268d2^257 + (3 + 2a + 4a^2)d1^269d2^257 + (2 + 0a + 1a^2)d1^270d2^257 + (3 + 4a + 2a^2)d1^271d2^257 + (0 + 4a + 3a^2)d1^272d2^257 + (3 + 4a + 2a^2)d1^273d2^257 + (4 + 4a + 3a^2)d1^274d2^257 + (1 + 2a + 3a^2)d1^275d2^257 + (1 + 0a + 1a^2)d1^276d2^257 + (0 + 0a + 3a^2)d1^277d2^257 + (2 + 1a + 0a^2)d1^278d2^257 + (0 + 2a + 2a^2)d1^279d2^257 + (4 + 2a + 3a^2)d1^280d2^257 + (3 + 2a + 4a^2)d1^281d2^257 + (1 + 1a + 2a^2)d1^282d2^257 + (3 + 4a + 1a^2)d1^283d2^257 + (4 + 4a + 1a^2)d1^284d2^257 + (0 + 4a + 0a^2)d1^285d2^257 + (3 + 4a + 1a^2)d1^286d2^257 + (3 + 2a + 4a^2)d1^287d2^257 + (0 + 4a + 2a^2)d1^288d2^257 + (1 + 2a + 4a^2)d1^289d2^257 + (3 + 0a + 1a^2)d1^290d2^257 + (2 + 2a + 1a^2)d1^291d2^257 + (0 + 4a + 0a^2)d1^292d2^257 + (2 + 0a + 4a^2)d1^293d2^257 + (1 + 0a + 4a^2)d2^258 + (3 + 1a + 2a^2)d1^1d2^258 + (4 + 2a + 4a^2)d1^2d2^258 + (0 + 1a + 1a^2)d1^3d2^258 + (1 + 1a + 1a^2)d1^4d2^258 + (4 + 3a + 0a^2)d1^5d2^258 + (1 + 2a + 3a^2)d1^6d2^258 + (2 + 2a + 3a^2)d1^7d2^258 + (0 + 4a + 3a^2)d1^8d2^258 + (4 + 2a + 3a^2)d1^9d2^258 + (3 + 3a + 3a^2)d1^10d2^258 + (4 + 0a + 2a^2)d1^11d2^258 + (4 + 3a + 1a^2)d1^12d2^258 + (1 + 3a + 3a^2)d1^13d2^258 + (3 + 0a + 1a^2)d1^14d2^258 + (3 + 0a + 0a^2)d1^15d2^258 + (3 + 1a + 2a^2)d1^16d2^258 + (0 + 0a + 4a^2)d1^17d2^258 + (4 + 0a + 1a^2)d1^18d2^258 + (4 + 4a + 2a^2)d1^19d2^258 + (0 + 3a + 4a^2)d1^20d2^258 + (2 + 2a + 4a^2)d1^21d2^258 + (0 + 0a + 2a^2)d1^22d2^258 + (1 + 3a + 4a^2)d1^23d2^258 + (1 + 4a + 3a^2)d1^24d2^258 + (4 + 1a + 3a^2)d1^25d2^258 + (4 + 2a + 2a^2)d1^26d2^258 + (0 + 3a + 1a^2)d1^27d2^258 + (1 + 2a + 4a^2)d1^28d2^258 + (0 + 4a + 0a^2)d1^29d2^258 + (4 + 1a + 4a^2)d1^30d2^258 + (1 + 1a + 4a^2)d1^31d2^258 + (0 + 1a + 4a^2)d1^32d2^258 + (4 + 0a + 1a^2)d1^33d2^258 + (2 + 1a + 3a^2)d1^34d2^258 + (1 + 2a + 4a^2)d1^35d2^258 + (0 + 4a + 4a^2)d1^36d2^258 + (4 + 4a + 4a^2)d1^37d2^258 + (0 + 4a + 1a^2)d1^38d2^258 + (1 + 1a + 1a^2)d1^39d2^258 + (3 + 4a + 4a^2)d1^40d2^258 + (4 + 0a + 4a^2)d1^41d2^258 + (4 + 4a + 2a^2)d1^42d2^258 + (2 + 0a + 0a^2)d1^43d2^258 + (2 + 2a + 0a^2)d1^44d2^258 + (2 + 2a + 3a^2)d1^45d2^258 + (0 + 4a + 0a^2)d1^46d2^258 + (4 + 0a + 2a^2)d1^47d2^258 + (3 + 0a + 1a^2)d1^48d2^258 + (3 + 2a + 3a^2)d1^49d2^258 + (4 + 0a + 4a^2)d1^50d2^258 + (2 + 0a + 1a^2)d1^51d2^258 + (1 + 4a + 1a^2)d1^52d2^258 + (1 + 3a + 0a^2)d1^53d2^258 + (2 + 2a + 2a^2)d1^54d2^258 + (2 + 0a + 3a^2)d1^55d2^258 + (1 + 3a + 2a^2)d1^56d2^258 + (1 + 1a + 0a^2)d1^57d2^258 + (4 + 1a + 4a^2)d1^58d2^258 + (0 + 3a + 0a^2)d1^59d2^258 + (1 + 1a + 4a^2)d1^60d2^258 + (4 + 1a + 1a^2)d1^61d2^258 + (1 + 2a + 0a^2)d1^62d2^258 + (4 + 3a + 2a^2)d1^63d2^258 + (1 + 1a + 2a^2)d1^64d2^258 + (0 + 0a + 4a^2)d1^65d2^258 + (3 + 4a + 1a^2)d1^66d2^258 + (1 + 0a + 4a^2)d1^67d2^258 + (0 + 1a + 0a^2)d1^68d2^258 + (3 + 2a + 3a^2)d1^69d2^258 + (3 + 3a + 4a^2)d1^70d2^258 + (3 + 4a + 0a^2)d1^71d2^258 + (1 + 3a + 3a^2)d1^72d2^258 + (4 + 2a + 4a^2)d1^73d2^258 + (2 + 0a + 2a^2)d1^74d2^258 + (4 + 0a + 2a^2)d1^75d2^258 + (0 + 3a + 2a^2)d1^76d2^258 + (4 + 4a + 4a^2)d1^77d2^258 + (3 + 1a + 4a^2)d1^78d2^258 + (2 + 3a + 4a^2)d1^79d2^258 + (2 + 2a + 2a^2)d1^80d2^258 + (2 + 4a + 3a^2)d1^81d2^258 + (4 + 3a + 3a^2)d1^82d2^258 + (1 + 0a + 4a^2)d1^83d2^258 + (2 + 0a + 4a^2)d1^84d2^258 + (1 + 4a + 3a^2)d1^85d2^258 + (1 + 1a + 3a^2)d1^86d2^258 + (3 + 2a + 3a^2)d1^87d2^258 + (4 + 2a + 4a^2)d1^88d2^258 + (4 + 4a + 2a^2)d1^89d2^258 + (1 + 0a + 3a^2)d1^90d2^258 + (4 + 2a + 1a^2)d1^91d2^258 + (0 + 4a + 1a^2)d1^92d2^258 + (1 + 3a + 2a^2)d1^93d2^258 + (1 + 3a + 4a^2)d1^94d2^258 + (4 + 0a + 1a^2)d1^95d2^258 + (1 + 0a + 2a^2)d1^96d2^258 + (2 + 3a + 4a^2)d1^97d2^258 + (3 + 3a + 1a^2)d1^98d2^258 + (3 + 1a + 0a^2)d1^99d2^258 + (4 + 2a + 0a^2)d1^100d2^258 + (0 + 4a + 3a^2)d1^101d2^258 + (0 + 1a + 1a^2)d1^102d2^258 + (0 + 4a + 1a^2)d1^103d2^258 + (1 + 4a + 0a^2)d1^104d2^258 + (3 + 3a + 3a^2)d1^105d2^258 + (0 + 3a + 4a^2)d1^106d2^258 + (1 + 4a + 0a^2)d1^107d2^258 + (4 + 4a + 0a^2)d1^108d2^258 + (1 + 4a + 1a^2)d1^109d2^258 + (4 + 1a + 1a^2)d1^110d2^258 + (4 + 4a + 0a^2)d1^111d2^258 + (0 + 0a + 3a^2)d1^112d2^258 + (3 + 4a + 1a^2)d1^113d2^258 + (1 + 2a + 3a^2)d1^114d2^258 + (0 + 3a + 4a^2)d1^115d2^258 + (1 + 3a + 2a^2)d1^116d2^258 + (3 + 3a + 1a^2)d1^117d2^258 + (3 + 3a + 3a^2)d1^118d2^258 + (0 + 0a + 4a^2)d1^119d2^258 + (3 + 1a + 0a^2)d1^120d2^258 + (3 + 4a + 2a^2)d1^121d2^258 + (2 + 0a + 2a^2)d1^122d2^258 + (2 + 2a + 4a^2)d1^123d2^258 + (0 + 4a + 1a^2)d1^124d2^258 + (2 + 4a + 3a^2)d1^125d2^258 + (4 + 2a + 2a^2)d1^126d2^258 + (3 + 3a + 1a^2)d1^127d2^258 + (2 + 3a + 1a^2)d1^128d2^258 + (0 + 4a + 4a^2)d1^129d2^258 + (3 + 1a + 1a^2)d1^130d2^258 + (3 + 3a + 3a^2)d1^131d2^258 + (3 + 4a + 3a^2)d1^132d2^258 + (2 + 2a + 1a^2)d1^133d2^258 + (1 + 1a + 4a^2)d1^134d2^258 + (1 + 1a + 4a^2)d1^135d2^258 + (3 + 3a + 0a^2)d1^136d2^258 + (0 + 1a + 2a^2)d1^137d2^258 + (3 + 1a + 3a^2)d1^138d2^258 + (2 + 4a + 2a^2)d1^139d2^258 + (2 + 3a + 0a^2)d1^140d2^258 + (3 + 3a + 2a^2)d1^141d2^258 + (1 + 4a + 3a^2)d1^142d2^258 + (2 + 3a + 1a^2)d1^143d2^258 + (4 + 3a + 3a^2)d1^144d2^258 + (4 + 3a + 2a^2)d1^145d2^258 + (2 + 0a + 3a^2)d1^146d2^258 + (3 + 3a + 4a^2)d1^147d2^258 + (4 + 3a + 2a^2)d1^148d2^258 + (4 + 2a + 1a^2)d1^149d2^258 + (1 + 1a + 1a^2)d1^150d2^258 + (1 + 2a + 2a^2)d1^151d2^258 + (2 + 1a + 1a^2)d1^152d2^258 + (3 + 3a + 4a^2)d1^153d2^258 + (3 + 2a + 2a^2)d1^154d2^258 + (2 + 4a + 4a^2)d1^155d2^258 + (0 + 2a + 0a^2)d1^156d2^258 + (4 + 1a + 2a^2)d1^157d2^258 + (4 + 4a + 3a^2)d1^158d2^258 + (1 + 2a + 1a^2)d1^160d2^258 + (4 + 1a + 2a^2)d1^161d2^258 + (1 + 1a + 3a^2)d1^162d2^258 + (0 + 1a + 4a^2)d1^163d2^258 + (2 + 1a + 0a^2)d1^164d2^258 + (0 + 1a + 0a^2)d1^165d2^258 + (2 + 4a + 1a^2)d1^166d2^258 + (3 + 4a + 0a^2)d1^167d2^258 + (1 + 2a + 0a^2)d1^168d2^258 + (3 + 4a + 1a^2)d1^169d2^258 + (3 + 3a + 0a^2)d1^170d2^258 + (0 + 2a + 1a^2)d1^171d2^258 + (4 + 2a + 3a^2)d1^172d2^258 + (1 + 3a + 2a^2)d1^173d2^258 + (1 + 0a + 3a^2)d1^174d2^258 + (2 + 0a + 3a^2)d1^175d2^258 + (4 + 4a + 4a^2)d1^176d2^258 + (0 + 1a + 0a^2)d1^177d2^258 + (0 + 1a + 4a^2)d1^178d2^258 + (2 + 0a + 3a^2)d1^179d2^258 + (4 + 0a + 1a^2)d1^180d2^258 + (0 + 1a + 0a^2)d1^181d2^258 + (2 + 3a + 4a^2)d1^182d2^258 + (3 + 2a + 0a^2)d1^183d2^258 + (1 + 2a + 3a^2)d1^184d2^258 + (0 + 2a + 2a^2)d1^185d2^258 + (3 + 2a + 2a^2)d1^186d2^258 + (4 + 4a + 3a^2)d1^187d2^258 + (1 + 3a + 2a^2)d1^188d2^258 + (2 + 2a + 3a^2)d1^189d2^258 + (0 + 0a + 2a^2)d1^190d2^258 + (4 + 3a + 0a^2)d1^191d2^258 + (0 + 3a + 2a^2)d1^192d2^258 + (0 + 0a + 3a^2)d1^193d2^258 + (0 + 2a + 2a^2)d1^194d2^258 + (2 + 4a + 1a^2)d1^195d2^258 + (4 + 3a + 0a^2)d1^196d2^258 + (3 + 0a + 4a^2)d1^197d2^258 + (0 + 2a + 0a^2)d1^198d2^258 + (0 + 1a + 3a^2)d1^199d2^258 + (3 + 4a + 0a^2)d1^200d2^258 + (2 + 0a + 1a^2)d1^201d2^258 + (4 + 1a + 3a^2)d1^202d2^258 + (4 + 2a + 1a^2)d1^203d2^258 + (4 + 3a + 2a^2)d1^204d2^258 + (1 + 2a + 0a^2)d1^205d2^258 + (0 + 2a + 2a^2)d1^206d2^258 + (3 + 1a + 2a^2)d1^207d2^258 + (4 + 4a + 1a^2)d1^208d2^258 + (1 + 1a + 0a^2)d1^209d2^258 + (3 + 3a + 4a^2)d1^210d2^258 + (3 + 1a + 0a^2)d1^211d2^258 + (4 + 1a + 0a^2)d1^212d2^258 + (1 + 1a + 3a^2)d1^213d2^258 + (3 + 0a + 4a^2)d1^214d2^258 + (1 + 4a + 3a^2)d1^215d2^258 + (1 + 1a + 2a^2)d1^216d2^258 + (0 + 4a + 2a^2)d1^217d2^258 + (2 + 1a + 2a^2)d1^218d2^258 + (1 + 4a + 1a^2)d1^219d2^258 + (0 + 3a + 3a^2)d1^220d2^258 + (0 + 3a + 1a^2)d1^221d2^258 + (0 + 1a + 4a^2)d1^222d2^258 + (4 + 2a + 4a^2)d1^223d2^258 + (2 + 3a + 2a^2)d1^224d2^258 + (4 + 0a + 0a^2)d1^225d2^258 + (0 + 0a + 4a^2)d1^226d2^258 + (3 + 4a + 4a^2)d1^227d2^258 + (3 + 3a + 4a^2)d1^228d2^258 + (1 + 3a + 2a^2)d1^229d2^258 + (2 + 0a + 2a^2)d1^230d2^258 + (0 + 4a + 1a^2)d1^231d2^258 + (4 + 0a + 3a^2)d1^232d2^258 + (3 + 2a + 3a^2)d1^233d2^258 + (2 + 4a + 2a^2)d1^234d2^258 + (2 + 4a + 0a^2)d1^235d2^258 + (0 + 2a + 4a^2)d1^236d2^258 + (2 + 4a + 1a^2)d1^237d2^258 + (4 + 1a + 2a^2)d1^238d2^258 + (3 + 3a + 3a^2)d1^239d2^258 + (4 + 4a + 4a^2)d1^240d2^258 + (1 + 4a + 4a^2)d1^241d2^258 + (2 + 3a + 0a^2)d1^242d2^258 + (4 + 3a + 4a^2)d1^243d2^258 + (1 + 2a + 0a^2)d1^244d2^258 + (2 + 3a + 3a^2)d1^245d2^258 + (3 + 2a + 2a^2)d1^246d2^258 + (0 + 3a + 0a^2)d1^247d2^258 + (2 + 0a + 3a^2)d1^248d2^258 + (2 + 1a + 0a^2)d1^249d2^258 + (0 + 3a + 1a^2)d1^250d2^258 + (1 + 3a + 3a^2)d1^251d2^258 + (0 + 1a + 1a^2)d1^252d2^258 + (2 + 4a + 3a^2)d1^253d2^258 + (0 + 4a + 3a^2)d1^254d2^258 + (4 + 3a + 2a^2)d1^255d2^258 + (4 + 4a + 0a^2)d1^256d2^258 + (4 + 0a + 2a^2)d1^257d2^258 + (0 + 1a + 3a^2)d1^258d2^258 + (3 + 0a + 1a^2)d1^259d2^258 + (3 + 4a + 1a^2)d1^260d2^258 + (3 + 2a + 1a^2)d1^261d2^258 + (3 + 0a + 1a^2)d1^262d2^258 + (0 + 3a + 3a^2)d1^263d2^258 + (0 + 0a + 3a^2)d1^264d2^258 + (3 + 0a + 4a^2)d1^266d2^258 + (4 + 1a + 4a^2)d1^267d2^258 + (0 + 2a + 0a^2)d1^268d2^258 + (2 + 0a + 3a^2)d1^269d2^258 + (1 + 0a + 4a^2)d1^270d2^258 + (3 + 1a + 1a^2)d1^271d2^258 + (2 + 4a + 2a^2)d1^272d2^258 + (3 + 3a + 1a^2)d1^273d2^258 + (3 + 3a + 2a^2)d1^274d2^258 + (2 + 3a + 4a^2)d1^275d2^258 + (3 + 3a + 2a^2)d1^276d2^258 + (1 + 4a + 1a^2)d1^277d2^258 + (0 + 0a + 3a^2)d1^278d2^258 + (1 + 3a + 3a^2)d1^279d2^258 + (3 + 3a + 2a^2)d1^280d2^258 + (0 + 1a + 3a^2)d1^281d2^258 + (1 + 0a + 2a^2)d1^282d2^258 + (2 + 2a + 1a^2)d1^283d2^258 + (2 + 3a + 3a^2)d1^284d2^258 + (1 + 3a + 3a^2)d1^285d2^258 + (2 + 1a + 3a^2)d1^286d2^258 + (4 + 3a + 3a^2)d1^287d2^258 + (4 + 3a + 4a^2)d1^288d2^258 + (2 + 4a + 1a^2)d1^289d2^258 + (2 + 0a + 1a^2)d1^290d2^258 + (2 + 3a + 4a^2)d1^291d2^258 + (2 + 0a + 1a^2)d1^292d2^258 + (0 + 4a + 1a^2)d1^293d2^258 + (0 + 4a + 0a^2)d2^259 + (3 + 0a + 0a^2)d1^1d2^259 + (0 + 2a + 1a^2)d1^2d2^259 + (1 + 4a + 2a^2)d1^3d2^259 + (4 + 3a + 0a^2)d1^4d2^259 + (3 + 2a + 1a^2)d1^5d2^259 + (2 + 3a + 2a^2)d1^6d2^259 + (4 + 0a + 3a^2)d1^7d2^259 + (3 + 2a + 0a^2)d1^8d2^259 + (1 + 2a + 0a^2)d1^9d2^259 + (1 + 2a + 2a^2)d1^10d2^259 + (2 + 4a + 3a^2)d1^11d2^259 + (1 + 1a + 3a^2)d1^12d2^259 + (1 + 0a + 4a^2)d1^13d2^259 + (1 + 0a + 3a^2)d1^14d2^259 + (0 + 3a + 0a^2)d1^15d2^259 + (0 + 0a + 2a^2)d1^16d2^259 + (4 + 1a + 3a^2)d1^17d2^259 + (2 + 3a + 3a^2)d1^18d2^259 + (1 + 1a + 2a^2)d1^19d2^259 + (4 + 1a + 0a^2)d1^20d2^259 + (1 + 2a + 1a^2)d1^21d2^259 + (1 + 1a + 0a^2)d1^22d2^259 + (0 + 2a + 4a^2)d1^23d2^259 + (1 + 3a + 2a^2)d1^24d2^259 + (2 + 3a + 4a^2)d1^25d2^259 + (4 + 2a + 3a^2)d1^26d2^259 + (2 + 1a + 3a^2)d1^27d2^259 + (3 + 2a + 2a^2)d1^28d2^259 + (1 + 2a + 3a^2)d1^29d2^259 + (3 + 3a + 0a^2)d1^30d2^259 + (0 + 1a + 0a^2)d1^31d2^259 + (4 + 0a + 3a^2)d1^32d2^259 + (4 + 2a + 2a^2)d1^33d2^259 + (4 + 4a + 2a^2)d1^34d2^259 + (3 + 1a + 4a^2)d1^35d2^259 + (2 + 3a + 4a^2)d1^36d2^259 + (3 + 0a + 2a^2)d1^37d2^259 + (3 + 0a + 0a^2)d1^38d2^259 + (2 + 2a + 4a^2)d1^39d2^259 + (0 + 2a + 2a^2)d1^40d2^259 + (1 + 0a + 3a^2)d1^41d2^259 + (0 + 3a + 2a^2)d1^42d2^259 + (4 + 3a + 1a^2)d1^43d2^259 + (0 + 4a + 4a^2)d1^44d2^259 + (3 + 3a + 4a^2)d1^45d2^259 + (4 + 1a + 3a^2)d1^46d2^259 + (4 + 4a + 1a^2)d1^47d2^259 + (3 + 3a + 0a^2)d1^48d2^259 + (3 + 1a + 4a^2)d1^49d2^259 + (2 + 3a + 2a^2)d1^50d2^259 + (4 + 1a + 4a^2)d1^51d2^259 + (3 + 0a + 4a^2)d1^52d2^259 + (1 + 0a + 0a^2)d1^53d2^259 + (4 + 0a + 2a^2)d1^54d2^259 + (3 + 0a + 2a^2)d1^55d2^259 + (4 + 3a + 4a^2)d1^56d2^259 + (4 + 3a + 3a^2)d1^57d2^259 + (1 + 3a + 4a^2)d1^58d2^259 + (0 + 2a + 0a^2)d1^59d2^259 + (3 + 2a + 4a^2)d1^60d2^259 + (2 + 3a + 3a^2)d1^61d2^259 + (2 + 1a + 3a^2)d1^62d2^259 + (0 + 1a + 4a^2)d1^63d2^259 + (3 + 4a + 3a^2)d1^64d2^259 + (1 + 4a + 2a^2)d1^65d2^259 + (0 + 0a + 3a^2)d1^66d2^259 + (2 + 1a + 4a^2)d1^67d2^259 + (0 + 3a + 4a^2)d1^68d2^259 + (3 + 2a + 3a^2)d1^69d2^259 + (4 + 1a + 1a^2)d1^70d2^259 + (4 + 0a + 4a^2)d1^71d2^259 + (0 + 1a + 2a^2)d1^72d2^259 + (0 + 2a + 3a^2)d1^73d2^259 + (3 + 3a + 2a^2)d1^74d2^259 + (3 + 3a + 0a^2)d1^76d2^259 + (4 + 0a + 1a^2)d1^77d2^259 + (4 + 1a + 1a^2)d1^78d2^259 + (2 + 4a + 2a^2)d1^79d2^259 + (0 + 3a + 2a^2)d1^80d2^259 + (4 + 0a + 2a^2)d1^81d2^259 + (2 + 0a + 4a^2)d1^82d2^259 + (0 + 3a + 2a^2)d1^83d2^259 + (2 + 2a + 2a^2)d1^84d2^259 + (3 + 1a + 4a^2)d1^85d2^259 + (1 + 1a + 2a^2)d1^86d2^259 + (0 + 3a + 1a^2)d1^87d2^259 + (4 + 0a + 3a^2)d1^88d2^259 + (4 + 0a + 1a^2)d1^89d2^259 + (4 + 0a + 0a^2)d1^90d2^259 + (0 + 2a + 0a^2)d1^91d2^259 + (2 + 4a + 4a^2)d1^92d2^259 + (2 + 4a + 0a^2)d1^93d2^259 + (2 + 0a + 2a^2)d1^94d2^259 + (2 + 3a + 1a^2)d1^95d2^259 + (1 + 3a + 3a^2)d1^96d2^259 + (4 + 1a + 1a^2)d1^97d2^259 + (0 + 1a + 0a^2)d1^98d2^259 + (3 + 2a + 3a^2)d1^99d2^259 + (4 + 3a + 4a^2)d1^100d2^259 + (3 + 3a + 4a^2)d1^101d2^259 + (0 + 1a + 4a^2)d1^102d2^259 + (0 + 0a + 3a^2)d1^103d2^259 + (4 + 1a + 4a^2)d1^104d2^259 + (1 + 0a + 3a^2)d1^105d2^259 + (3 + 3a + 1a^2)d1^106d2^259 + (3 + 4a + 4a^2)d1^107d2^259 + (2 + 2a + 4a^2)d1^108d2^259 + (1 + 4a + 4a^2)d1^109d2^259 + (1 + 2a + 3a^2)d1^110d2^259 + (2 + 3a + 3a^2)d1^111d2^259 + (2 + 4a + 0a^2)d1^112d2^259 + (0 + 1a + 1a^2)d1^113d2^259 + (4 + 2a + 4a^2)d1^114d2^259 + (1 + 4a + 0a^2)d1^115d2^259 + (2 + 2a + 0a^2)d1^116d2^259 + (0 + 3a + 0a^2)d1^117d2^259 + (4 + 1a + 3a^2)d1^118d2^259 + (4 + 1a + 0a^2)d1^119d2^259 + (2 + 4a + 1a^2)d1^120d2^259 + (0 + 3a + 3a^2)d1^121d2^259 + (3 + 0a + 4a^2)d1^122d2^259 + (4 + 3a + 3a^2)d1^123d2^259 + (3 + 2a + 1a^2)d1^124d2^259 + (4 + 1a + 4a^2)d1^125d2^259 + (2 + 1a + 4a^2)d1^126d2^259 + (4 + 3a + 0a^2)d1^127d2^259 + (0 + 1a + 0a^2)d1^128d2^259 + (1 + 1a + 0a^2)d1^129d2^259 + (1 + 2a + 3a^2)d1^130d2^259 + (2 + 2a + 1a^2)d1^132d2^259 + (1 + 0a + 3a^2)d1^133d2^259 + (2 + 1a + 1a^2)d1^134d2^259 + (1 + 0a + 4a^2)d1^135d2^259 + (0 + 2a + 4a^2)d1^136d2^259 + (0 + 2a + 4a^2)d1^137d2^259 + (1 + 3a + 4a^2)d1^138d2^259 + (1 + 3a + 0a^2)d1^139d2^259 + (2 + 3a + 0a^2)d1^140d2^259 + (0 + 4a + 4a^2)d1^141d2^259 + (1 + 0a + 3a^2)d1^142d2^259 + (1 + 2a + 3a^2)d1^143d2^259 + (3 + 3a + 3a^2)d1^144d2^259 + (4 + 3a + 1a^2)d1^145d2^259 + (3 + 4a + 1a^2)d1^146d2^259 + (1 + 1a + 1a^2)d1^147d2^259 + (3 + 4a + 1a^2)d1^148d2^259 + (3 + 2a + 0a^2)d1^149d2^259 + (0 + 4a + 4a^2)d1^150d2^259 + (1 + 2a + 0a^2)d1^151d2^259 + (0 + 3a + 4a^2)d1^152d2^259 + (2 + 1a + 4a^2)d1^153d2^259 + (1 + 3a + 1a^2)d1^154d2^259 + (4 + 1a + 2a^2)d1^155d2^259 + (0 + 3a + 0a^2)d1^156d2^259 + (2 + 1a + 1a^2)d1^157d2^259 + (1 + 4a + 0a^2)d1^158d2^259 + (2 + 0a + 4a^2)d1^159d2^259 + (4 + 1a + 2a^2)d1^160d2^259 + (3 + 0a + 4a^2)d1^161d2^259 + (0 + 3a + 2a^2)d1^162d2^259 + (2 + 1a + 2a^2)d1^163d2^259 + (4 + 0a + 4a^2)d1^164d2^259 + (1 + 4a + 0a^2)d1^165d2^259 + (0 + 3a + 2a^2)d1^166d2^259 + (0 + 3a + 3a^2)d1^167d2^259 + (1 + 1a + 1a^2)d1^168d2^259 + (1 + 4a + 2a^2)d1^169d2^259 + (4 + 1a + 4a^2)d1^170d2^259 + (1 + 3a + 1a^2)d1^171d2^259 + (0 + 3a + 4a^2)d1^172d2^259 + (4 + 2a + 0a^2)d1^173d2^259 + (4 + 3a + 2a^2)d1^174d2^259 + (4 + 4a + 0a^2)d1^175d2^259 + (0 + 1a + 1a^2)d1^176d2^259 + (1 + 0a + 4a^2)d1^177d2^259 + (2 + 4a + 1a^2)d1^178d2^259 + (0 + 0a + 2a^2)d1^179d2^259 + (4 + 0a + 4a^2)d1^180d2^259 + (2 + 2a + 4a^2)d1^181d2^259 + (1 + 0a + 0a^2)d1^182d2^259 + (4 + 2a + 0a^2)d1^183d2^259 + (4 + 2a + 3a^2)d1^184d2^259 + (2 + 3a + 2a^2)d1^185d2^259 + (2 + 4a + 2a^2)d1^186d2^259 + (0 + 4a + 4a^2)d1^187d2^259 + (1 + 3a + 2a^2)d1^188d2^259 + (0 + 0a + 4a^2)d1^189d2^259 + (0 + 4a + 2a^2)d1^190d2^259 + (2 + 0a + 3a^2)d1^191d2^259 + (2 + 3a + 4a^2)d1^192d2^259 + (1 + 4a + 1a^2)d1^193d2^259 + (0 + 1a + 4a^2)d1^194d2^259 + (3 + 2a + 4a^2)d1^195d2^259 + (0 + 0a + 1a^2)d1^196d2^259 + (1 + 2a + 4a^2)d1^197d2^259 + (0 + 3a + 2a^2)d1^199d2^259 + (4 + 0a + 0a^2)d1^200d2^259 + (3 + 4a + 3a^2)d1^201d2^259 + (1 + 2a + 3a^2)d1^202d2^259 + (0 + 4a + 2a^2)d1^203d2^259 + (0 + 3a + 2a^2)d1^204d2^259 + (4 + 3a + 4a^2)d1^205d2^259 + (3 + 4a + 2a^2)d1^206d2^259 + (1 + 4a + 0a^2)d1^207d2^259 + (4 + 2a + 4a^2)d1^208d2^259 + (3 + 3a + 3a^2)d1^209d2^259 + (0 + 4a + 1a^2)d1^210d2^259 + (3 + 0a + 4a^2)d1^211d2^259 + (1 + 3a + 4a^2)d1^212d2^259 + (4 + 4a + 4a^2)d1^213d2^259 + (4 + 1a + 4a^2)d1^214d2^259 + (2 + 0a + 3a^2)d1^215d2^259 + (1 + 0a + 1a^2)d1^216d2^259 + (1 + 3a + 1a^2)d1^217d2^259 + (0 + 1a + 3a^2)d1^218d2^259 + (2 + 2a + 0a^2)d1^219d2^259 + (1 + 3a + 2a^2)d1^220d2^259 + (0 + 2a + 3a^2)d1^221d2^259 + (4 + 0a + 3a^2)d1^222d2^259 + (4 + 0a + 3a^2)d1^223d2^259 + (0 + 4a + 4a^2)d1^224d2^259 + (4 + 4a + 0a^2)d1^225d2^259 + (0 + 4a + 2a^2)d1^226d2^259 + (2 + 0a + 2a^2)d1^227d2^259 + (2 + 3a + 1a^2)d1^228d2^259 + (0 + 3a + 3a^2)d1^229d2^259 + (2 + 3a + 4a^2)d1^230d2^259 + (4 + 1a + 2a^2)d1^231d2^259 + (3 + 4a + 0a^2)d1^232d2^259 + (0 + 4a + 2a^2)d1^233d2^259 + (3 + 2a + 3a^2)d1^234d2^259 + (3 + 3a + 1a^2)d1^235d2^259 + (1 + 4a + 2a^2)d1^236d2^259 + (0 + 3a + 0a^2)d1^237d2^259 + (2 + 0a + 1a^2)d1^238d2^259 + (3 + 4a + 1a^2)d1^239d2^259 + (4 + 1a + 4a^2)d1^240d2^259 + (1 + 2a + 3a^2)d1^241d2^259 + (3 + 2a + 4a^2)d1^242d2^259 + (1 + 2a + 4a^2)d1^243d2^259 + (1 + 1a + 2a^2)d1^244d2^259 + (0 + 3a + 3a^2)d1^245d2^259 + (0 + 3a + 4a^2)d1^246d2^259 + (0 + 3a + 4a^2)d1^247d2^259 + (1 + 0a + 0a^2)d1^248d2^259 + (2 + 1a + 3a^2)d1^249d2^259 + (4 + 2a + 0a^2)d1^250d2^259 + (1 + 0a + 3a^2)d1^251d2^259 + (3 + 3a + 2a^2)d1^252d2^259 + (1 + 2a + 2a^2)d1^253d2^259 + (1 + 1a + 4a^2)d1^254d2^259 + (1 + 2a + 1a^2)d1^255d2^259 + (3 + 4a + 4a^2)d1^256d2^259 + (2 + 4a + 1a^2)d1^257d2^259 + (0 + 1a + 0a^2)d1^258d2^259 + (4 + 3a + 0a^2)d1^259d2^259 + (4 + 2a + 2a^2)d1^260d2^259 + (3 + 1a + 1a^2)d1^261d2^259 + (1 + 0a + 1a^2)d1^262d2^259 + (3 + 4a + 3a^2)d1^263d2^259 + (4 + 1a + 3a^2)d1^264d2^259 + (4 + 2a + 1a^2)d1^265d2^259 + (1 + 4a + 3a^2)d1^266d2^259 + (2 + 4a + 4a^2)d1^267d2^259 + (2 + 4a + 4a^2)d1^268d2^259 + (2 + 2a + 3a^2)d1^269d2^259 + (4 + 1a + 2a^2)d1^270d2^259 + (0 + 2a + 0a^2)d1^271d2^259 + (3 + 1a + 1a^2)d1^272d2^259 + (3 + 0a + 4a^2)d1^273d2^259 + (3 + 4a + 4a^2)d1^274d2^259 + (2 + 3a + 2a^2)d1^275d2^259 + (2 + 3a + 2a^2)d1^276d2^259 + (2 + 1a + 2a^2)d1^277d2^259 + (4 + 0a + 0a^2)d1^278d2^259 + (0 + 3a + 0a^2)d1^279d2^259 + (0 + 0a + 4a^2)d1^280d2^259 + (0 + 3a + 1a^2)d1^281d2^259 + (4 + 1a + 3a^2)d1^282d2^259 + (3 + 4a + 0a^2)d1^283d2^259 + (0 + 0a + 2a^2)d1^284d2^259 + (1 + 2a + 2a^2)d1^285d2^259 + (4 + 4a + 1a^2)d1^286d2^259 + (2 + 1a + 1a^2)d1^287d2^259 + (2 + 1a + 2a^2)d1^288d2^259 + (3 + 1a + 0a^2)d1^289d2^259 + (2 + 4a + 3a^2)d1^290d2^259 + (4 + 1a + 1a^2)d1^291d2^259 + (4 + 1a + 3a^2)d1^292d2^259 + (3 + 4a + 2a^2)d1^293d2^259 + (3 + 4a + 0a^2)d2^260 + (3 + 3a + 2a^2)d1^1d2^260 + (3 + 1a + 4a^2)d1^2d2^260 + (4 + 3a + 1a^2)d1^3d2^260 + (3 + 1a + 4a^2)d1^4d2^260 + (3 + 4a + 1a^2)d1^5d2^260 + (3 + 4a + 0a^2)d1^6d2^260 + (4 + 1a + 3a^2)d1^7d2^260 + (0 + 1a + 1a^2)d1^8d2^260 + (0 + 3a + 1a^2)d1^9d2^260 + (2 + 1a + 1a^2)d1^10d2^260 + (2 + 3a + 0a^2)d1^11d2^260 + (2 + 1a + 3a^2)d1^12d2^260 + (2 + 0a + 3a^2)d1^13d2^260 + (2 + 4a + 1a^2)d1^14d2^260 + (4 + 0a + 1a^2)d1^15d2^260 + (0 + 4a + 0a^2)d1^16d2^260 + (2 + 3a + 0a^2)d1^17d2^260 + (3 + 2a + 0a^2)d1^18d2^260 + (0 + 1a + 2a^2)d1^19d2^260 + (1 + 2a + 2a^2)d1^20d2^260 + (3 + 2a + 1a^2)d1^21d2^260 + (2 + 4a + 1a^2)d1^22d2^260 + (2 + 4a + 2a^2)d1^23d2^260 + (1 + 4a + 1a^2)d1^24d2^260 + (2 + 2a + 3a^2)d1^25d2^260 + (0 + 0a + 4a^2)d1^26d2^260 + (3 + 0a + 2a^2)d1^27d2^260 + (2 + 4a + 2a^2)d1^28d2^260 + (0 + 4a + 3a^2)d1^29d2^260 + (0 + 0a + 3a^2)d1^30d2^260 + (1 + 4a + 3a^2)d1^31d2^260 + (2 + 2a + 2a^2)d1^32d2^260 + (1 + 3a + 4a^2)d1^33d2^260 + (2 + 3a + 0a^2)d1^34d2^260 + (2 + 3a + 1a^2)d1^35d2^260 + (1 + 0a + 1a^2)d1^36d2^260 + (4 + 4a + 0a^2)d1^37d2^260 + (3 + 1a + 0a^2)d1^38d2^260 + (0 + 2a + 0a^2)d1^39d2^260 + (0 + 2a + 2a^2)d1^40d2^260 + (3 + 3a + 3a^2)d1^41d2^260 + (4 + 1a + 3a^2)d1^42d2^260 + (3 + 0a + 4a^2)d1^43d2^260 + (2 + 1a + 1a^2)d1^44d2^260 + (0 + 2a + 4a^2)d1^45d2^260 + (1 + 1a + 4a^2)d1^46d2^260 + (1 + 2a + 4a^2)d1^47d2^260 + (1 + 1a + 1a^2)d1^48d2^260 + (2 + 4a + 2a^2)d1^49d2^260 + (2 + 0a + 4a^2)d1^50d2^260 + (1 + 1a + 4a^2)d1^51d2^260 + (3 + 0a + 0a^2)d1^52d2^260 + (0 + 1a + 3a^2)d1^53d2^260 + (4 + 0a + 1a^2)d1^54d2^260 + (1 + 1a + 3a^2)d1^55d2^260 + (0 + 2a + 3a^2)d1^56d2^260 + (4 + 3a + 4a^2)d1^57d2^260 + (1 + 1a + 3a^2)d1^58d2^260 + (3 + 0a + 0a^2)d1^59d2^260 + (3 + 4a + 3a^2)d1^60d2^260 + (1 + 1a + 3a^2)d1^61d2^260 + (3 + 2a + 2a^2)d1^62d2^260 + (1 + 0a + 4a^2)d1^63d2^260 + (3 + 3a + 1a^2)d1^64d2^260 + (0 + 0a + 3a^2)d1^65d2^260 + (4 + 1a + 0a^2)d1^66d2^260 + (2 + 1a + 2a^2)d1^67d2^260 + (2 + 0a + 0a^2)d1^68d2^260 + (0 + 4a + 3a^2)d1^69d2^260 + (0 + 4a + 3a^2)d1^70d2^260 + (1 + 2a + 3a^2)d1^71d2^260 + (1 + 2a + 0a^2)d1^72d2^260 + (0 + 3a + 0a^2)d1^73d2^260 + (3 + 4a + 1a^2)d1^74d2^260 + (1 + 4a + 2a^2)d1^75d2^260 + (3 + 1a + 0a^2)d1^76d2^260 + (1 + 3a + 4a^2)d1^77d2^260 + (4 + 1a + 1a^2)d1^78d2^260 + (2 + 2a + 2a^2)d1^79d2^260 + (0 + 1a + 4a^2)d1^80d2^260 + (1 + 3a + 3a^2)d1^81d2^260 + (2 + 3a + 1a^2)d1^82d2^260 + (4 + 3a + 4a^2)d1^83d2^260 + (4 + 0a + 3a^2)d1^84d2^260 + (3 + 1a + 0a^2)d1^85d2^260 + (2 + 1a + 1a^2)d1^86d2^260 + (0 + 2a + 3a^2)d1^87d2^260 + (3 + 2a + 3a^2)d1^88d2^260 + (1 + 4a + 2a^2)d1^89d2^260 + (0 + 0a + 3a^2)d1^90d2^260 + (3 + 1a + 1a^2)d1^91d2^260 + (2 + 2a + 3a^2)d1^92d2^260 + (0 + 2a + 1a^2)d1^93d2^260 + (1 + 1a + 2a^2)d1^94d2^260 + (3 + 0a + 1a^2)d1^95d2^260 + (4 + 0a + 3a^2)d1^96d2^260 + (2 + 4a + 4a^2)d1^97d2^260 + (2 + 2a + 2a^2)d1^98d2^260 + (0 + 1a + 4a^2)d1^99d2^260 + (0 + 4a + 4a^2)d1^100d2^260 + (3 + 4a + 2a^2)d1^101d2^260 + (4 + 3a + 2a^2)d1^102d2^260 + (4 + 1a + 1a^2)d1^103d2^260 + (3 + 0a + 2a^2)d1^104d2^260 + (3 + 4a + 4a^2)d1^105d2^260 + (4 + 4a + 3a^2)d1^106d2^260 + (0 + 0a + 4a^2)d1^107d2^260 + (1 + 4a + 0a^2)d1^108d2^260 + (3 + 3a + 2a^2)d1^109d2^260 + (1 + 2a + 1a^2)d1^110d2^260 + (1 + 2a + 2a^2)d1^111d2^260 + (1 + 0a + 4a^2)d1^112d2^260 + (0 + 0a + 2a^2)d1^113d2^260 + (4 + 0a + 4a^2)d1^114d2^260 + (4 + 1a + 2a^2)d1^115d2^260 + (2 + 2a + 3a^2)d1^116d2^260 + (1 + 2a + 1a^2)d1^117d2^260 + (2 + 3a + 1a^2)d1^118d2^260 + (2 + 1a + 0a^2)d1^119d2^260 + (2 + 0a + 0a^2)d1^120d2^260 + (4 + 1a + 0a^2)d1^121d2^260 + (0 + 2a + 3a^2)d1^122d2^260 + (0 + 2a + 0a^2)d1^123d2^260 + (3 + 3a + 1a^2)d1^124d2^260 + (0 + 1a + 1a^2)d1^125d2^260 + (4 + 0a + 0a^2)d1^126d2^260 + (3 + 2a + 4a^2)d1^127d2^260 + (2 + 0a + 4a^2)d1^128d2^260 + (3 + 2a + 0a^2)d1^129d2^260 + (4 + 4a + 4a^2)d1^130d2^260 + (4 + 1a + 2a^2)d1^131d2^260 + (1 + 1a + 0a^2)d1^132d2^260 + (1 + 4a + 4a^2)d1^133d2^260 + (1 + 1a + 1a^2)d1^134d2^260 + (4 + 0a + 4a^2)d1^136d2^260 + (3 + 3a + 0a^2)d1^137d2^260 + (2 + 4a + 0a^2)d1^138d2^260 + (2 + 2a + 1a^2)d1^139d2^260 + (3 + 2a + 2a^2)d1^140d2^260 + (4 + 4a + 4a^2)d1^141d2^260 + (1 + 1a + 3a^2)d1^142d2^260 + (4 + 1a + 3a^2)d1^143d2^260 + (2 + 2a + 1a^2)d1^144d2^260 + (0 + 3a + 0a^2)d1^145d2^260 + (1 + 0a + 4a^2)d1^146d2^260 + (3 + 3a + 2a^2)d1^147d2^260 + (1 + 0a + 4a^2)d1^148d2^260 + (3 + 4a + 3a^2)d1^149d2^260 + (2 + 4a + 0a^2)d1^150d2^260 + (4 + 2a + 3a^2)d1^151d2^260 + (4 + 1a + 2a^2)d1^153d2^260 + (3 + 2a + 2a^2)d1^154d2^260 + (3 + 0a + 1a^2)d1^155d2^260 + (3 + 3a + 1a^2)d1^156d2^260 + (3 + 0a + 4a^2)d1^157d2^260 + (3 + 0a + 1a^2)d1^158d2^260 + (3 + 2a + 4a^2)d1^159d2^260 + (1 + 3a + 0a^2)d1^160d2^260 + (3 + 4a + 0a^2)d1^161d2^260 + (0 + 0a + 3a^2)d1^162d2^260 + (0 + 3a + 1a^2)d1^163d2^260 + (0 + 0a + 1a^2)d1^164d2^260 + (3 + 0a + 0a^2)d1^165d2^260 + (1 + 2a + 2a^2)d1^166d2^260 + (4 + 0a + 3a^2)d1^167d2^260 + (2 + 3a + 1a^2)d1^168d2^260 + (4 + 4a + 0a^2)d1^169d2^260 + (2 + 2a + 1a^2)d1^170d2^260 + (4 + 0a + 4a^2)d1^171d2^260 + (2 + 0a + 1a^2)d1^172d2^260 + (1 + 1a + 4a^2)d1^173d2^260 + (4 + 1a + 0a^2)d1^174d2^260 + (0 + 1a + 4a^2)d1^175d2^260 + (2 + 3a + 4a^2)d1^176d2^260 + (1 + 0a + 4a^2)d1^177d2^260 + (1 + 3a + 3a^2)d1^178d2^260 + (4 + 3a + 1a^2)d1^179d2^260 + (3 + 1a + 1a^2)d1^180d2^260 + (0 + 4a + 4a^2)d1^181d2^260 + (0 + 2a + 2a^2)d1^182d2^260 + (0 + 4a + 2a^2)d1^183d2^260 + (0 + 1a + 1a^2)d1^184d2^260 + (0 + 1a + 2a^2)d1^185d2^260 + (0 + 4a + 4a^2)d1^186d2^260 + (0 + 1a + 4a^2)d1^187d2^260 + (0 + 3a + 4a^2)d1^188d2^260 + (0 + 4a + 2a^2)d1^189d2^260 + (0 + 3a + 4a^2)d1^190d2^260 + (0 + 1a + 2a^2)d1^191d2^260 + (0 + 1a + 4a^2)d1^192d2^260 + (0 + 2a + 3a^2)d1^193d2^260 + (0 + 0a + 3a^2)d1^194d2^260 + (0 + 3a + 2a^2)d1^195d2^260 + (3 + 3a + 4a^2)d1^196d2^260 + (1 + 2a + 4a^2)d1^197d2^260 + (2 + 1a + 2a^2)d1^198d2^260 + (2 + 4a + 1a^2)d1^199d2^260 + (3 + 2a + 4a^2)d1^200d2^260 + (1 + 3a + 1a^2)d1^201d2^260 + (0 + 1a + 1a^2)d1^202d2^260 + (1 + 2a + 2a^2)d1^203d2^260 + (2 + 2a + 3a^2)d1^204d2^260 + (4 + 2a + 0a^2)d1^205d2^260 + (3 + 0a + 3a^2)d1^206d2^260 + (4 + 0a + 1a^2)d1^207d2^260 + (0 + 4a + 4a^2)d1^208d2^260 + (1 + 0a + 0a^2)d1^209d2^260 + (2 + 0a + 4a^2)d1^210d2^260 + (1 + 2a + 4a^2)d1^211d2^260 + (1 + 1a + 2a^2)d1^212d2^260 + (4 + 1a + 1a^2)d1^213d2^260 + (4 + 3a + 4a^2)d1^214d2^260 + (2 + 3a + 3a^2)d1^215d2^260 + (1 + 2a + 4a^2)d1^216d2^260 + (1 + 1a + 4a^2)d1^217d2^260 + (2 + 4a + 2a^2)d1^218d2^260 + (4 + 1a + 4a^2)d1^219d2^260 + (2 + 3a + 3a^2)d1^220d2^260 + (3 + 2a + 3a^2)d1^221d2^260 + (3 + 0a + 4a^2)d1^222d2^260 + (0 + 0a + 2a^2)d1^223d2^260 + (2 + 4a + 4a^2)d1^224d2^260 + (2 + 3a + 2a^2)d1^225d2^260 + (4 + 0a + 1a^2)d1^226d2^260 + (3 + 3a + 1a^2)d1^227d2^260 + (0 + 4a + 2a^2)d1^228d2^260 + (4 + 4a + 0a^2)d1^229d2^260 + (0 + 4a + 2a^2)d1^230d2^260 + (0 + 2a + 3a^2)d1^231d2^260 + (3 + 2a + 1a^2)d1^232d2^260 + (2 + 1a + 2a^2)d1^233d2^260 + (2 + 3a + 3a^2)d1^234d2^260 + (3 + 2a + 3a^2)d1^235d2^260 + (1 + 1a + 3a^2)d1^236d2^260 + (4 + 2a + 1a^2)d1^237d2^260 + (4 + 0a + 4a^2)d1^238d2^260 + (2 + 0a + 3a^2)d1^239d2^260 + (2 + 0a + 3a^2)d1^240d2^260 + (2 + 3a + 2a^2)d1^241d2^260 + (4 + 4a + 4a^2)d1^242d2^260 + (0 + 4a + 1a^2)d1^243d2^260 + (2 + 4a + 1a^2)d1^244d2^260 + (0 + 1a + 1a^2)d1^245d2^260 + (2 + 1a + 3a^2)d1^246d2^260 + (4 + 2a + 0a^2)d1^247d2^260 + (1 + 1a + 0a^2)d1^248d2^260 + (1 + 4a + 3a^2)d1^249d2^260 + (0 + 1a + 1a^2)d1^250d2^260 + (1 + 3a + 3a^2)d1^251d2^260 + (0 + 4a + 1a^2)d1^252d2^260 + (2 + 3a + 3a^2)d1^253d2^260 + (3 + 1a + 2a^2)d1^254d2^260 + (4 + 1a + 2a^2)d1^255d2^260 + (2 + 4a + 3a^2)d1^256d2^260 + (1 + 3a + 1a^2)d1^257d2^260 + (1 + 3a + 1a^2)d1^258d2^260 + (2 + 2a + 4a^2)d1^259d2^260 + (3 + 1a + 0a^2)d1^260d2^260 + (3 + 3a + 1a^2)d1^261d2^260 + (2 + 2a + 4a^2)d1^262d2^260 + (4 + 4a + 3a^2)d1^263d2^260 + (3 + 1a + 0a^2)d1^264d2^260 + (2 + 2a + 2a^2)d1^265d2^260 + (4 + 2a + 2a^2)d1^266d2^260 + (3 + 3a + 2a^2)d1^267d2^260 + (0 + 2a + 2a^2)d1^268d2^260 + (1 + 3a + 2a^2)d1^269d2^260 + (3 + 3a + 2a^2)d1^270d2^260 + (4 + 0a + 1a^2)d1^271d2^260 + (2 + 1a + 0a^2)d1^272d2^260 + (4 + 2a + 4a^2)d1^273d2^260 + (2 + 0a + 4a^2)d1^274d2^260 + (0 + 3a + 0a^2)d1^275d2^260 + (4 + 4a + 1a^2)d1^276d2^260 + (1 + 0a + 1a^2)d1^277d2^260 + (0 + 3a + 1a^2)d1^278d2^260 + (3 + 0a + 1a^2)d1^279d2^260 + (3 + 2a + 0a^2)d1^280d2^260 + (2 + 3a + 0a^2)d1^281d2^260 + (1 + 3a + 2a^2)d1^282d2^260 + (2 + 3a + 2a^2)d1^283d2^260 + (0 + 0a + 1a^2)d1^284d2^260 + (0 + 0a + 2a^2)d1^285d2^260 + (0 + 0a + 2a^2)d1^286d2^260 + (3 + 0a + 4a^2)d1^287d2^260 + (3 + 4a + 1a^2)d1^288d2^260 + (1 + 1a + 4a^2)d1^289d2^260 + (2 + 1a + 0a^2)d1^290d2^260 + (4 + 2a + 0a^2)d1^291d2^260 + (1 + 4a + 0a^2)d1^292d2^260 + (2 + 3a + 3a^2)d1^293d2^260 + (4 + 4a + 2a^2)d2^261 + (2 + 0a + 4a^2)d1^1d2^261 + (0 + 1a + 4a^2)d1^2d2^261 + (0 + 3a + 3a^2)d1^3d2^261 + (1 + 0a + 4a^2)d1^4d2^261 + (1 + 1a + 0a^2)d1^5d2^261 + (4 + 4a + 3a^2)d1^6d2^261 + (1 + 0a + 3a^2)d1^7d2^261 + (4 + 4a + 2a^2)d1^8d2^261 + (1 + 0a + 4a^2)d1^9d2^261 + (1 + 4a + 0a^2)d1^10d2^261 + (4 + 2a + 3a^2)d1^11d2^261 + (1 + 0a + 3a^2)d1^12d2^261 + (4 + 4a + 1a^2)d1^13d2^261 + (1 + 1a + 3a^2)d1^14d2^261 + (1 + 3a + 1a^2)d1^15d2^261 + (1 + 3a + 4a^2)d1^16d2^261 + (1 + 3a + 3a^2)d1^17d2^261 + (2 + 0a + 1a^2)d1^18d2^261 + (0 + 2a + 2a^2)d1^19d2^261 + (3 + 4a + 2a^2)d1^20d2^261 + (0 + 3a + 0a^2)d1^21d2^261 + (0 + 0a + 4a^2)d1^22d2^261 + (1 + 3a + 4a^2)d1^23d2^261 + (4 + 3a + 2a^2)d1^24d2^261 + (4 + 2a + 3a^2)d1^25d2^261 + (2 + 3a + 2a^2)d1^26d2^261 + (2 + 0a + 4a^2)d1^27d2^261 + (4 + 0a + 1a^2)d1^28d2^261 + (0 + 4a + 2a^2)d1^29d2^261 + (2 + 4a + 4a^2)d1^30d2^261 + (4 + 1a + 0a^2)d1^31d2^261 + (0 + 2a + 2a^2)d1^32d2^261 + (3 + 3a + 1a^2)d1^33d2^261 + (0 + 3a + 1a^2)d1^34d2^261 + (4 + 3a + 4a^2)d1^35d2^261 + (1 + 3a + 4a^2)d1^36d2^261 + (4 + 3a + 4a^2)d1^37d2^261 + (2 + 0a + 3a^2)d1^38d2^261 + (1 + 0a + 0a^2)d1^39d2^261 + (4 + 2a + 0a^2)d1^40d2^261 + (4 + 1a + 2a^2)d1^41d2^261 + (1 + 0a + 1a^2)d1^42d2^261 + (0 + 4a + 0a^2)d1^43d2^261 + (3 + 0a + 2a^2)d1^44d2^261 + (4 + 3a + 1a^2)d1^45d2^261 + (3 + 1a + 4a^2)d1^46d2^261 + (3 + 2a + 4a^2)d1^47d2^261 + (4 + 0a + 4a^2)d1^48d2^261 + (4 + 1a + 4a^2)d1^49d2^261 + (4 + 2a + 0a^2)d1^50d2^261 + (3 + 2a + 2a^2)d1^51d2^261 + (2 + 4a + 4a^2)d1^52d2^261 + (2 + 4a + 0a^2)d1^53d2^261 + (2 + 1a + 1a^2)d1^54d2^261 + (4 + 0a + 1a^2)d1^55d2^261 + (4 + 1a + 3a^2)d1^56d2^261 + (4 + 4a + 2a^2)d1^57d2^261 + (2 + 2a + 1a^2)d1^58d2^261 + (4 + 2a + 0a^2)d1^59d2^261 + (1 + 3a + 2a^2)d1^60d2^261 + (4 + 2a + 3a^2)d1^61d2^261 + (0 + 3a + 3a^2)d1^62d2^261 + (2 + 4a + 1a^2)d1^63d2^261 + (2 + 1a + 1a^2)d1^64d2^261 + (3 + 4a + 0a^2)d1^65d2^261 + (0 + 1a + 4a^2)d1^66d2^261 + (3 + 3a + 0a^2)d1^67d2^261 + (1 + 2a + 4a^2)d1^68d2^261 + (1 + 3a + 3a^2)d1^69d2^261 + (1 + 2a + 4a^2)d1^70d2^261 + (4 + 1a + 4a^2)d1^71d2^261 + (3 + 0a + 1a^2)d1^72d2^261 + (1 + 3a + 0a^2)d1^73d2^261 + (2 + 2a + 4a^2)d1^74d2^261 + (4 + 2a + 1a^2)d1^75d2^261 + (4 + 4a + 2a^2)d1^76d2^261 + (2 + 4a + 2a^2)d1^77d2^261 + (1 + 0a + 2a^2)d1^78d2^261 + (0 + 0a + 2a^2)d1^79d2^261 + (3 + 4a + 0a^2)d1^80d2^261 + (2 + 3a + 3a^2)d1^81d2^261 + (0 + 3a + 4a^2)d1^82d2^261 + (0 + 1a + 2a^2)d1^83d2^261 + (2 + 4a + 2a^2)d1^84d2^261 + (2 + 1a + 4a^2)d1^85d2^261 + (1 + 2a + 0a^2)d1^86d2^261 + (3 + 3a + 1a^2)d1^87d2^261 + (2 + 4a + 1a^2)d1^88d2^261 + (1 + 0a + 3a^2)d1^89d2^261 + (0 + 3a + 4a^2)d1^90d2^261 + (0 + 0a + 2a^2)d1^91d2^261 + (1 + 4a + 0a^2)d1^92d2^261 + (4 + 4a + 0a^2)d1^93d2^261 + (4 + 3a + 3a^2)d1^94d2^261 + (3 + 4a + 2a^2)d1^95d2^261 + (2 + 1a + 3a^2)d1^96d2^261 + (3 + 0a + 2a^2)d1^97d2^261 + (3 + 0a + 3a^2)d1^98d2^261 + (4 + 1a + 2a^2)d1^99d2^261 + (1 + 3a + 1a^2)d1^100d2^261 + (2 + 1a + 1a^2)d1^101d2^261 + (3 + 0a + 4a^2)d1^102d2^261 + (0 + 0a + 3a^2)d1^103d2^261 + (3 + 3a + 1a^2)d1^104d2^261 + (1 + 1a + 4a^2)d1^105d2^261 + (3 + 2a + 1a^2)d1^106d2^261 + (3 + 1a + 3a^2)d1^107d2^261 + (2 + 4a + 1a^2)d1^108d2^261 + (0 + 3a + 4a^2)d1^109d2^261 + (3 + 2a + 1a^2)d1^110d2^261 + (0 + 2a + 2a^2)d1^111d2^261 + (2 + 3a + 3a^2)d1^112d2^261 + (4 + 3a + 1a^2)d1^113d2^261 + (1 + 0a + 2a^2)d1^114d2^261 + (2 + 0a + 4a^2)d1^115d2^261 + (1 + 2a + 4a^2)d1^116d2^261 + (3 + 4a + 0a^2)d1^117d2^261 + (2 + 4a + 3a^2)d1^118d2^261 + (2 + 0a + 3a^2)d1^119d2^261 + (1 + 4a + 3a^2)d1^120d2^261 + (1 + 2a + 4a^2)d1^121d2^261 + (4 + 1a + 4a^2)d1^122d2^261 + (3 + 2a + 4a^2)d1^123d2^261 + (4 + 3a + 0a^2)d1^124d2^261 + (4 + 1a + 2a^2)d1^125d2^261 + (4 + 2a + 3a^2)d1^126d2^261 + (4 + 3a + 2a^2)d1^127d2^261 + (4 + 3a + 4a^2)d1^128d2^261 + (3 + 3a + 1a^2)d1^129d2^261 + (3 + 4a + 1a^2)d1^130d2^261 + (1 + 3a + 1a^2)d1^131d2^261 + (2 + 4a + 4a^2)d1^132d2^261 + (3 + 4a + 1a^2)d1^133d2^261 + (0 + 3a + 1a^2)d1^134d2^261 + (3 + 3a + 1a^2)d1^135d2^261 + (0 + 2a + 1a^2)d1^136d2^261 + (0 + 4a + 3a^2)d1^137d2^261 + (4 + 4a + 0a^2)d1^138d2^261 + (0 + 3a + 4a^2)d1^139d2^261 + (1 + 1a + 1a^2)d1^140d2^261 + (0 + 1a + 3a^2)d1^141d2^261 + (0 + 4a + 2a^2)d1^142d2^261 + (0 + 3a + 2a^2)d1^143d2^261 + (0 + 3a + 4a^2)d1^144d2^261 + (0 + 1a + 2a^2)d1^145d2^261 + (4 + 2a + 3a^2)d1^146d2^261 + (1 + 4a + 4a^2)d1^147d2^261 + (1 + 1a + 3a^2)d1^148d2^261 + (2 + 4a + 0a^2)d1^149d2^261 + (1 + 4a + 2a^2)d1^150d2^261 + (1 + 4a + 0a^2)d1^151d2^261 + (4 + 3a + 3a^2)d1^152d2^261 + (1 + 0a + 3a^2)d1^153d2^261 + (1 + 3a + 3a^2)d1^154d2^261 + (4 + 0a + 3a^2)d1^155d2^261 + (2 + 0a + 3a^2)d1^156d2^261 + (0 + 0a + 4a^2)d1^157d2^261 + (4 + 2a + 0a^2)d1^158d2^261 + (3 + 4a + 2a^2)d1^159d2^261 + (3 + 2a + 4a^2)d1^160d2^261 + (3 + 4a + 3a^2)d1^161d2^261 + (1 + 3a + 3a^2)d1^162d2^261 + (0 + 1a + 1a^2)d1^163d2^261 + (4 + 2a + 1a^2)d1^164d2^261 + (1 + 1a + 4a^2)d1^165d2^261 + (1 + 4a + 1a^2)d1^166d2^261 + (2 + 4a + 2a^2)d1^167d2^261 + (0 + 2a + 4a^2)d1^168d2^261 + (0 + 1a + 2a^2)d1^169d2^261 + (3 + 3a + 4a^2)d1^170d2^261 + (2 + 3a + 1a^2)d1^171d2^261 + (1 + 4a + 3a^2)d1^172d2^261 + (3 + 2a + 1a^2)d1^173d2^261 + (1 + 1a + 4a^2)d1^174d2^261 + (2 + 4a + 4a^2)d1^175d2^261 + (2 + 0a + 3a^2)d1^176d2^261 + (2 + 3a + 3a^2)d1^177d2^261 + (3 + 4a + 3a^2)d1^178d2^261 + (2 + 1a + 3a^2)d1^179d2^261 + (4 + 0a + 1a^2)d1^180d2^261 + (3 + 3a + 3a^2)d1^181d2^261 + (0 + 0a + 4a^2)d1^182d2^261 + (1 + 1a + 4a^2)d1^183d2^261 + (1 + 0a + 1a^2)d1^184d2^261 + (1 + 3a + 1a^2)d1^185d2^261 + (1 + 3a + 0a^2)d1^186d2^261 + (0 + 0a + 3a^2)d1^187d2^261 + (4 + 1a + 2a^2)d1^188d2^261 + (4 + 4a + 3a^2)d1^189d2^261 + (0 + 4a + 2a^2)d1^190d2^261 + (3 + 4a + 1a^2)d1^191d2^261 + (3 + 3a + 1a^2)d1^192d2^261 + (1 + 2a + 4a^2)d1^193d2^261 + (2 + 4a + 4a^2)d1^194d2^261 + (3 + 2a + 1a^2)d1^195d2^261 + (2 + 4a + 3a^2)d1^196d2^261 + (3 + 4a + 4a^2)d1^197d2^261 + (0 + 3a + 2a^2)d1^198d2^261 + (2 + 3a + 2a^2)d1^199d2^261 + (0 + 2a + 0a^2)d1^200d2^261 + (2 + 1a + 1a^2)d1^201d2^261 + (4 + 1a + 2a^2)d1^202d2^261 + (4 + 4a + 2a^2)d1^203d2^261 + (4 + 3a + 3a^2)d1^204d2^261 + (2 + 0a + 1a^2)d1^205d2^261 + (4 + 3a + 3a^2)d1^206d2^261 + (0 + 0a + 4a^2)d1^207d2^261 + (1 + 4a + 4a^2)d1^208d2^261 + (1 + 4a + 3a^2)d1^209d2^261 + (2 + 1a + 0a^2)d1^210d2^261 + (1 + 3a + 1a^2)d1^211d2^261 + (2 + 1a + 4a^2)d1^212d2^261 + (0 + 1a + 4a^2)d1^213d2^261 + (2 + 1a + 4a^2)d1^214d2^261 + (2 + 2a + 1a^2)d1^215d2^261 + (0 + 3a + 4a^2)d1^216d2^261 + (1 + 4a + 3a^2)d1^217d2^261 + (4 + 1a + 4a^2)d1^218d2^261 + (2 + 1a + 2a^2)d1^219d2^261 + (2 + 3a + 2a^2)d1^220d2^261 + (3 + 1a + 0a^2)d1^221d2^261 + (4 + 3a + 0a^2)d1^222d2^261 + (0 + 0a + 1a^2)d1^223d2^261 + (2 + 2a + 2a^2)d1^224d2^261 + (3 + 4a + 1a^2)d1^225d2^261 + (1 + 2a + 3a^2)d1^226d2^261 + (2 + 2a + 4a^2)d1^227d2^261 + (3 + 3a + 3a^2)d1^228d2^261 + (3 + 0a + 1a^2)d1^229d2^261 + (3 + 1a + 0a^2)d1^230d2^261 + (2 + 2a + 4a^2)d1^231d2^261 + (3 + 3a + 0a^2)d1^232d2^261 + (2 + 3a + 0a^2)d1^233d2^261 + (0 + 2a + 4a^2)d1^234d2^261 + (1 + 0a + 1a^2)d1^235d2^261 + (2 + 4a + 3a^2)d1^236d2^261 + (3 + 1a + 2a^2)d1^237d2^261 + (1 + 0a + 3a^2)d1^238d2^261 + (0 + 4a + 2a^2)d1^239d2^261 + (1 + 4a + 4a^2)d1^240d2^261 + (0 + 1a + 2a^2)d1^241d2^261 + (0 + 2a + 2a^2)d1^242d2^261 + (3 + 4a + 1a^2)d1^243d2^261 + (1 + 2a + 0a^2)d1^244d2^261 + (2 + 2a + 4a^2)d1^245d2^261 + (4 + 1a + 4a^2)d1^246d2^261 + (3 + 0a + 4a^2)d1^247d2^261 + (2 + 4a + 4a^2)d1^248d2^261 + (4 + 4a + 1a^2)d1^249d2^261 + (4 + 4a + 0a^2)d1^250d2^261 + (1 + 1a + 1a^2)d1^251d2^261 + (1 + 4a + 0a^2)d1^252d2^261 + (2 + 2a + 3a^2)d1^253d2^261 + (3 + 0a + 0a^2)d1^254d2^261 + (3 + 4a + 1a^2)d1^255d2^261 + (4 + 3a + 0a^2)d1^256d2^261 + (1 + 1a + 4a^2)d1^257d2^261 + (3 + 1a + 4a^2)d1^258d2^261 + (1 + 0a + 2a^2)d1^259d2^261 + (2 + 1a + 3a^2)d1^260d2^261 + (4 + 0a + 1a^2)d1^261d2^261 + (2 + 0a + 0a^2)d1^262d2^261 + (1 + 0a + 3a^2)d1^263d2^261 + (2 + 4a + 2a^2)d1^264d2^261 + (4 + 4a + 4a^2)d1^265d2^261 + (2 + 1a + 1a^2)d1^266d2^261 + (1 + 2a + 1a^2)d1^267d2^261 + (2 + 1a + 4a^2)d1^268d2^261 + (3 + 2a + 1a^2)d1^269d2^261 + (1 + 1a + 0a^2)d1^270d2^261 + (3 + 1a + 1a^2)d1^271d2^261 + (2 + 3a + 3a^2)d1^272d2^261 + (4 + 1a + 3a^2)d1^273d2^261 + (3 + 1a + 1a^2)d1^274d2^261 + (4 + 4a + 1a^2)d1^275d2^261 + (2 + 3a + 2a^2)d1^276d2^261 + (4 + 1a + 3a^2)d1^277d2^261 + (2 + 1a + 4a^2)d1^278d2^261 + (1 + 3a + 0a^2)d1^279d2^261 + (4 + 4a + 0a^2)d1^280d2^261 + (4 + 3a + 1a^2)d1^281d2^261 + (3 + 4a + 0a^2)d1^282d2^261 + (4 + 3a + 1a^2)d1^283d2^261 + (4 + 3a + 2a^2)d1^284d2^261 + (2 + 4a + 3a^2)d1^285d2^261 + (4 + 2a + 1a^2)d1^286d2^261 + (4 + 1a + 1a^2)d1^287d2^261 + (3 + 3a + 2a^2)d1^288d2^261 + (1 + 3a + 0a^2)d1^289d2^261 + (4 + 2a + 4a^2)d1^290d2^261 + (0 + 4a + 1a^2)d1^291d2^261 + (4 + 2a + 2a^2)d1^292d2^261 + (1 + 2a + 1a^2)d1^293d2^261 + (2 + 2a + 3a^2)d2^262 + (4 + 3a + 1a^2)d1^1d2^262 + (0 + 2a + 0a^2)d1^2d2^262 + (2 + 4a + 2a^2)d1^3d2^262 + (1 + 0a + 0a^2)d1^4d2^262 + (3 + 3a + 2a^2)d1^5d2^262 + (0 + 4a + 1a^2)d1^6d2^262 + (2 + 0a + 0a^2)d1^7d2^262 + (2 + 0a + 3a^2)d1^8d2^262 + (2 + 3a + 0a^2)d1^9d2^262 + (4 + 0a + 2a^2)d1^10d2^262 + (4 + 1a + 4a^2)d1^11d2^262 + (4 + 2a + 4a^2)d1^12d2^262 + (0 + 3a + 2a^2)d1^13d2^262 + (4 + 4a + 3a^2)d1^14d2^262 + (0 + 3a + 1a^2)d1^15d2^262 + (2 + 0a + 3a^2)d1^16d2^262 + (2 + 3a + 1a^2)d1^17d2^262 + (3 + 2a + 3a^2)d1^18d2^262 + (4 + 4a + 1a^2)d1^19d2^262 + (1 + 3a + 1a^2)d1^20d2^262 + (3 + 1a + 1a^2)d1^21d2^262 + (3 + 3a + 1a^2)d1^22d2^262 + (3 + 1a + 2a^2)d1^23d2^262 + (2 + 2a + 4a^2)d1^24d2^262 + (3 + 3a + 0a^2)d1^25d2^262 + (2 + 4a + 2a^2)d1^26d2^262 + (4 + 2a + 2a^2)d1^27d2^262 + (2 + 2a + 3a^2)d1^28d2^262 + (1 + 4a + 4a^2)d1^29d2^262 + (4 + 4a + 2a^2)d1^30d2^262 + (2 + 1a + 4a^2)d1^31d2^262 + (2 + 2a + 4a^2)d1^32d2^262 + (1 + 0a + 4a^2)d1^33d2^262 + (3 + 1a + 3a^2)d1^34d2^262 + (1 + 3a + 3a^2)d1^35d2^262 + (0 + 2a + 2a^2)d1^36d2^262 + (1 + 0a + 3a^2)d1^37d2^262 + (3 + 0a + 1a^2)d1^38d2^262 + (1 + 4a + 0a^2)d1^39d2^262 + (3 + 1a + 2a^2)d1^40d2^262 + (0 + 4a + 4a^2)d1^41d2^262 + (1 + 1a + 1a^2)d1^42d2^262 + (1 + 4a + 3a^2)d1^43d2^262 + (0 + 0a + 2a^2)d1^44d2^262 + (3 + 2a + 3a^2)d1^45d2^262 + (3 + 4a + 1a^2)d1^46d2^262 + (0 + 2a + 0a^2)d1^47d2^262 + (2 + 2a + 1a^2)d1^48d2^262 + (1 + 2a + 2a^2)d1^49d2^262 + (1 + 1a + 4a^2)d1^50d2^262 + (1 + 1a + 0a^2)d1^51d2^262 + (4 + 4a + 3a^2)d1^52d2^262 + (4 + 4a + 0a^2)d1^53d2^262 + (0 + 3a + 1a^2)d1^54d2^262 + (0 + 3a + 4a^2)d1^55d2^262 + (1 + 1a + 2a^2)d1^56d2^262 + (4 + 2a + 3a^2)d1^57d2^262 + (2 + 0a + 0a^2)d1^58d2^262 + (4 + 3a + 2a^2)d1^59d2^262 + (0 + 4a + 1a^2)d1^60d2^262 + (4 + 1a + 4a^2)d1^61d2^262 + (3 + 3a + 1a^2)d1^62d2^262 + (0 + 3a + 2a^2)d1^63d2^262 + (0 + 4a + 4a^2)d1^64d2^262 + (1 + 3a + 3a^2)d1^65d2^262 + (4 + 3a + 2a^2)d1^66d2^262 + (4 + 1a + 0a^2)d1^67d2^262 + (4 + 0a + 3a^2)d1^68d2^262 + (0 + 2a + 2a^2)d1^69d2^262 + (1 + 1a + 2a^2)d1^70d2^262 + (4 + 4a + 0a^2)d1^71d2^262 + (0 + 0a + 4a^2)d1^72d2^262 + (4 + 0a + 0a^2)d1^73d2^262 + (0 + 4a + 3a^2)d1^74d2^262 + (4 + 1a + 1a^2)d1^75d2^262 + (0 + 3a + 3a^2)d1^76d2^262 + (2 + 2a + 1a^2)d1^77d2^262 + (3 + 1a + 3a^2)d1^78d2^262 + (1 + 0a + 0a^2)d1^79d2^262 + (4 + 0a + 3a^2)d1^80d2^262 + (0 + 3a + 0a^2)d1^81d2^262 + (3 + 0a + 1a^2)d1^82d2^262 + (2 + 0a + 3a^2)d1^83d2^262 + (2 + 0a + 0a^2)d1^84d2^262 + (3 + 2a + 3a^2)d1^85d2^262 + (4 + 1a + 3a^2)d1^86d2^262 + (4 + 3a + 0a^2)d1^87d2^262 + (2 + 2a + 4a^2)d1^88d2^262 + (4 + 4a + 3a^2)d1^89d2^262 + (1 + 2a + 3a^2)d1^90d2^262 + (4 + 2a + 4a^2)d1^91d2^262 + (1 + 0a + 3a^2)d1^92d2^262 + (0 + 1a + 1a^2)d1^93d2^262 + (0 + 0a + 1a^2)d1^94d2^262 + (1 + 0a + 2a^2)d1^95d2^262 + (1 + 4a + 3a^2)d1^96d2^262 + (0 + 0a + 3a^2)d1^97d2^262 + (1 + 1a + 4a^2)d1^98d2^262 + (4 + 2a + 4a^2)d1^99d2^262 + (1 + 3a + 1a^2)d1^100d2^262 + (3 + 1a + 3a^2)d1^101d2^262 + (2 + 2a + 2a^2)d1^102d2^262 + (2 + 0a + 0a^2)d1^103d2^262 + (0 + 3a + 3a^2)d1^104d2^262 + (2 + 4a + 2a^2)d1^105d2^262 + (2 + 1a + 1a^2)d1^106d2^262 + (1 + 2a + 4a^2)d1^107d2^262 + (1 + 1a + 2a^2)d1^108d2^262 + (4 + 0a + 2a^2)d1^109d2^262 + (1 + 3a + 2a^2)d1^110d2^262 + (0 + 2a + 1a^2)d1^111d2^262 + (3 + 0a + 3a^2)d1^112d2^262 + (0 + 4a + 3a^2)d1^113d2^262 + (1 + 4a + 2a^2)d1^114d2^262 + (0 + 1a + 0a^2)d1^115d2^262 + (3 + 3a + 3a^2)d1^116d2^262 + (3 + 4a + 0a^2)d1^117d2^262 + (0 + 1a + 4a^2)d1^118d2^262 + (2 + 2a + 2a^2)d1^119d2^262 + (4 + 4a + 1a^2)d1^120d2^262 + (1 + 2a + 1a^2)d1^121d2^262 + (3 + 0a + 4a^2)d1^122d2^262 + (0 + 3a + 4a^2)d1^123d2^262 + (2 + 2a + 2a^2)d1^124d2^262 + (1 + 1a + 1a^2)d1^125d2^262 + (4 + 3a + 1a^2)d1^126d2^262 + (4 + 3a + 3a^2)d1^127d2^262 + (4 + 4a + 1a^2)d1^128d2^262 + (2 + 0a + 2a^2)d1^129d2^262 + (2 + 0a + 2a^2)d1^130d2^262 + (1 + 4a + 1a^2)d1^131d2^262 + (3 + 0a + 4a^2)d1^132d2^262 + (1 + 3a + 4a^2)d1^133d2^262 + (0 + 2a + 3a^2)d1^134d2^262 + (3 + 4a + 4a^2)d1^135d2^262 + (2 + 3a + 0a^2)d1^136d2^262 + (3 + 1a + 4a^2)d1^137d2^262 + (0 + 2a + 0a^2)d1^138d2^262 + (3 + 3a + 1a^2)d1^139d2^262 + (3 + 0a + 3a^2)d1^140d2^262 + (1 + 3a + 4a^2)d1^141d2^262 + (0 + 2a + 1a^2)d1^142d2^262 + (2 + 0a + 4a^2)d1^143d2^262 + (1 + 0a + 4a^2)d1^144d2^262 + (1 + 3a + 1a^2)d1^145d2^262 + (4 + 4a + 3a^2)d1^146d2^262 + (4 + 0a + 1a^2)d1^147d2^262 + (1 + 0a + 3a^2)d1^148d2^262 + (1 + 2a + 3a^2)d1^149d2^262 + (0 + 1a + 2a^2)d1^150d2^262 + (3 + 4a + 4a^2)d1^151d2^262 + (1 + 4a + 2a^2)d1^152d2^262 + (2 + 2a + 3a^2)d1^153d2^262 + (4 + 2a + 4a^2)d1^154d2^262 + (3 + 2a + 2a^2)d1^155d2^262 + (3 + 4a + 0a^2)d1^156d2^262 + (4 + 2a + 3a^2)d1^157d2^262 + (2 + 0a + 1a^2)d1^158d2^262 + (4 + 2a + 4a^2)d1^159d2^262 + (3 + 2a + 0a^2)d1^160d2^262 + (4 + 3a + 3a^2)d1^161d2^262 + (4 + 4a + 4a^2)d1^162d2^262 + (4 + 3a + 3a^2)d1^163d2^262 + (0 + 4a + 2a^2)d1^164d2^262 + (3 + 3a + 2a^2)d1^165d2^262 + (3 + 0a + 3a^2)d1^166d2^262 + (4 + 2a + 2a^2)d1^167d2^262 + (4 + 2a + 3a^2)d1^168d2^262 + (3 + 3a + 3a^2)d1^169d2^262 + (2 + 1a + 4a^2)d1^170d2^262 + (2 + 4a + 4a^2)d1^171d2^262 + (3 + 2a + 3a^2)d1^172d2^262 + (3 + 2a + 4a^2)d1^173d2^262 + (1 + 3a + 0a^2)d1^174d2^262 + (4 + 2a + 0a^2)d1^175d2^262 + (2 + 3a + 4a^2)d1^176d2^262 + (3 + 0a + 4a^2)d1^177d2^262 + (2 + 1a + 1a^2)d1^178d2^262 + (3 + 1a + 0a^2)d1^179d2^262 + (1 + 2a + 0a^2)d1^180d2^262 + (0 + 3a + 0a^2)d1^181d2^262 + (3 + 2a + 2a^2)d1^182d2^262 + (0 + 3a + 0a^2)d1^183d2^262 + (4 + 4a + 1a^2)d1^184d2^262 + (0 + 2a + 1a^2)d1^185d2^262 + (2 + 4a + 0a^2)d1^186d2^262 + (4 + 0a + 0a^2)d1^187d2^262 + (0 + 0a + 2a^2)d1^188d2^262 + (3 + 3a + 3a^2)d1^189d2^262 + (2 + 4a + 2a^2)d1^190d2^262 + (2 + 2a + 4a^2)d1^191d2^262 + (0 + 3a + 0a^2)d1^192d2^262 + (4 + 4a + 4a^2)d1^193d2^262 + (2 + 2a + 4a^2)d1^194d2^262 + (4 + 2a + 3a^2)d1^195d2^262 + (0 + 2a + 1a^2)d1^196d2^262 + (4 + 0a + 2a^2)d1^197d2^262 + (4 + 1a + 3a^2)d1^198d2^262 + (4 + 3a + 0a^2)d1^199d2^262 + (1 + 1a + 4a^2)d1^200d2^262 + (1 + 3a + 1a^2)d1^201d2^262 + (4 + 4a + 2a^2)d1^202d2^262 + (4 + 2a + 1a^2)d1^203d2^262 + (1 + 2a + 4a^2)d1^204d2^262 + (1 + 3a + 3a^2)d1^205d2^262 + (1 + 3a + 3a^2)d1^206d2^262 + (0 + 2a + 2a^2)d1^207d2^262 + (1 + 4a + 1a^2)d1^208d2^262 + (0 + 1a + 4a^2)d1^209d2^262 + (4 + 1a + 3a^2)d1^210d2^262 + (1 + 4a + 1a^2)d1^211d2^262 + (0 + 3a + 3a^2)d1^212d2^262 + (4 + 2a + 1a^2)d1^213d2^262 + (0 + 2a + 4a^2)d1^214d2^262 + (1 + 1a + 1a^2)d1^215d2^262 + (0 + 2a + 1a^2)d1^216d2^262 + (4 + 4a + 2a^2)d1^217d2^262 + (1 + 3a + 1a^2)d1^218d2^262 + (2 + 4a + 1a^2)d1^219d2^262 + (1 + 0a + 3a^2)d1^220d2^262 + (3 + 1a + 0a^2)d1^221d2^262 + (4 + 2a + 1a^2)d1^222d2^262 + (4 + 0a + 3a^2)d1^223d2^262 + (0 + 2a + 1a^2)d1^224d2^262 + (4 + 0a + 4a^2)d1^225d2^262 + (3 + 1a + 0a^2)d1^227d2^262 + (0 + 4a + 1a^2)d1^228d2^262 + (2 + 2a + 2a^2)d1^229d2^262 + (4 + 3a + 3a^2)d1^230d2^262 + (2 + 0a + 4a^2)d1^231d2^262 + (2 + 2a + 0a^2)d1^232d2^262 + (0 + 3a + 3a^2)d1^233d2^262 + (2 + 3a + 1a^2)d1^234d2^262 + (3 + 0a + 1a^2)d1^235d2^262 + (1 + 3a + 4a^2)d1^236d2^262 + (1 + 4a + 1a^2)d1^237d2^262 + (1 + 3a + 2a^2)d1^238d2^262 + (4 + 1a + 2a^2)d1^239d2^262 + (0 + 1a + 1a^2)d1^240d2^262 + (3 + 4a + 1a^2)d1^241d2^262 + (4 + 1a + 2a^2)d1^242d2^262 + (3 + 4a + 2a^2)d1^243d2^262 + (3 + 1a + 0a^2)d1^244d2^262 + (3 + 3a + 1a^2)d1^245d2^262 + (0 + 1a + 3a^2)d1^246d2^262 + (4 + 0a + 0a^2)d1^247d2^262 + (0 + 0a + 2a^2)d1^248d2^262 + (0 + 4a + 0a^2)d1^249d2^262 + (3 + 1a + 1a^2)d1^250d2^262 + (2 + 3a + 4a^2)d1^251d2^262 + (0 + 0a + 1a^2)d1^252d2^262 + (3 + 2a + 1a^2)d1^253d2^262 + (4 + 0a + 2a^2)d1^254d2^262 + (1 + 2a + 3a^2)d1^255d2^262 + (3 + 0a + 1a^2)d1^256d2^262 + (0 + 4a + 3a^2)d1^257d2^262 + (0 + 3a + 0a^2)d1^258d2^262 + (1 + 2a + 4a^2)d1^259d2^262 + (2 + 1a + 4a^2)d1^260d2^262 + (4 + 4a + 0a^2)d1^261d2^262 + (4 + 4a + 3a^2)d1^262d2^262 + (4 + 1a + 4a^2)d1^263d2^262 + (4 + 4a + 0a^2)d1^264d2^262 + (3 + 3a + 1a^2)d1^265d2^262 + (3 + 2a + 3a^2)d1^267d2^262 + (2 + 0a + 3a^2)d1^268d2^262 + (3 + 2a + 1a^2)d1^269d2^262 + (2 + 2a + 4a^2)d1^270d2^262 + (1 + 2a + 0a^2)d1^271d2^262 + (0 + 4a + 3a^2)d1^272d2^262 + (0 + 4a + 0a^2)d1^273d2^262 + (0 + 1a + 0a^2)d1^274d2^262 + (2 + 3a + 0a^2)d1^275d2^262 + (3 + 1a + 2a^2)d1^276d2^262 + (1 + 3a + 2a^2)d1^277d2^262 + (3 + 0a + 3a^2)d1^278d2^262 + (3 + 2a + 4a^2)d1^279d2^262 + (3 + 3a + 0a^2)d1^280d2^262 + (2 + 4a + 2a^2)d1^281d2^262 + (3 + 1a + 2a^2)d1^282d2^262 + (0 + 0a + 1a^2)d1^283d2^262 + (2 + 0a + 3a^2)d1^284d2^262 + (3 + 2a + 2a^2)d1^285d2^262 + (3 + 4a + 2a^2)d1^286d2^262 + (3 + 2a + 1a^2)d1^287d2^262 + (0 + 3a + 1a^2)d1^288d2^262 + (3 + 1a + 4a^2)d1^289d2^262 + (4 + 0a + 1a^2)d1^290d2^262 + (3 + 2a + 0a^2)d1^291d2^262 + (3 + 3a + 3a^2)d1^292d2^262 + (0 + 4a + 2a^2)d1^293d2^262 + (4 + 3a + 0a^2)d2^263 + (0 + 2a + 3a^2)d1^1d2^263 + (0 + 0a + 2a^2)d1^2d2^263 + (3 + 4a + 1a^2)d1^3d2^263 + (4 + 4a + 3a^2)d1^4d2^263 + (2 + 1a + 3a^2)d1^5d2^263 + (0 + 1a + 4a^2)d1^6d2^263 + (4 + 4a + 4a^2)d1^7d2^263 + (2 + 2a + 1a^2)d1^8d2^263 + (0 + 1a + 2a^2)d1^9d2^263 + (3 + 3a + 4a^2)d1^10d2^263 + (1 + 4a + 4a^2)d1^11d2^263 + (4 + 2a + 1a^2)d1^12d2^263 + (3 + 3a + 1a^2)d1^13d2^263 + (4 + 4a + 0a^2)d1^14d2^263 + (1 + 4a + 1a^2)d1^15d2^263 + (0 + 3a + 3a^2)d1^16d2^263 + (3 + 2a + 1a^2)d1^17d2^263 + (1 + 1a + 2a^2)d1^18d2^263 + (4 + 0a + 1a^2)d1^19d2^263 + (2 + 3a + 2a^2)d1^20d2^263 + (2 + 0a + 3a^2)d1^21d2^263 + (3 + 1a + 4a^2)d1^22d2^263 + (0 + 3a + 4a^2)d1^23d2^263 + (0 + 2a + 1a^2)d1^24d2^263 + (3 + 0a + 2a^2)d1^25d2^263 + (4 + 1a + 2a^2)d1^26d2^263 + (2 + 3a + 0a^2)d1^27d2^263 + (3 + 2a + 0a^2)d1^28d2^263 + (2 + 1a + 2a^2)d1^29d2^263 + (2 + 3a + 2a^2)d1^30d2^263 + (1 + 1a + 0a^2)d1^31d2^263 + (4 + 3a + 2a^2)d1^32d2^263 + (1 + 1a + 3a^2)d1^33d2^263 + (0 + 0a + 1a^2)d1^34d2^263 + (0 + 3a + 1a^2)d1^35d2^263 + (3 + 0a + 1a^2)d1^36d2^263 + (1 + 2a + 0a^2)d1^37d2^263 + (0 + 0a + 4a^2)d1^38d2^263 + (1 + 3a + 4a^2)d1^39d2^263 + (3 + 3a + 3a^2)d1^40d2^263 + (2 + 3a + 0a^2)d1^41d2^263 + (3 + 0a + 0a^2)d1^42d2^263 + (1 + 2a + 2a^2)d1^43d2^263 + (1 + 2a + 0a^2)d1^45d2^263 + (3 + 2a + 2a^2)d1^46d2^263 + (2 + 4a + 3a^2)d1^47d2^263 + (4 + 0a + 0a^2)d1^48d2^263 + (1 + 1a + 1a^2)d1^49d2^263 + (4 + 3a + 0a^2)d1^50d2^263 + (4 + 0a + 1a^2)d1^51d2^263 + (3 + 1a + 1a^2)d1^52d2^263 + (3 + 2a + 0a^2)d1^53d2^263 + (0 + 2a + 4a^2)d1^54d2^263 + (0 + 0a + 4a^2)d1^55d2^263 + (0 + 4a + 2a^2)d1^56d2^263 + (4 + 1a + 0a^2)d1^57d2^263 + (2 + 0a + 1a^2)d1^58d2^263 + (3 + 1a + 2a^2)d1^59d2^263 + (4 + 1a + 3a^2)d1^60d2^263 + (0 + 2a + 4a^2)d1^61d2^263 + (1 + 4a + 1a^2)d1^62d2^263 + (0 + 3a + 0a^2)d1^63d2^263 + (4 + 1a + 1a^2)d1^64d2^263 + (3 + 2a + 4a^2)d1^65d2^263 + (4 + 2a + 0a^2)d1^66d2^263 + (3 + 3a + 3a^2)d1^67d2^263 + (0 + 2a + 3a^2)d1^68d2^263 + (1 + 2a + 1a^2)d1^69d2^263 + (3 + 3a + 1a^2)d1^70d2^263 + (4 + 1a + 4a^2)d1^71d2^263 + (2 + 0a + 4a^2)d1^72d2^263 + (3 + 0a + 3a^2)d1^73d2^263 + (1 + 1a + 0a^2)d1^74d2^263 + (4 + 3a + 4a^2)d1^75d2^263 + (3 + 2a + 1a^2)d1^76d2^263 + (2 + 0a + 2a^2)d1^77d2^263 + (3 + 4a + 0a^2)d1^78d2^263 + (3 + 0a + 3a^2)d1^79d2^263 + (1 + 4a + 0a^2)d1^80d2^263 + (3 + 3a + 1a^2)d1^81d2^263 + (4 + 4a + 3a^2)d1^82d2^263 + (0 + 4a + 1a^2)d1^83d2^263 + (0 + 2a + 1a^2)d1^84d2^263 + (2 + 1a + 3a^2)d1^85d2^263 + (4 + 4a + 1a^2)d1^86d2^263 + (3 + 2a + 4a^2)d1^87d2^263 + (1 + 4a + 3a^2)d1^88d2^263 + (0 + 2a + 4a^2)d1^89d2^263 + (3 + 1a + 2a^2)d1^90d2^263 + (3 + 0a + 0a^2)d1^91d2^263 + (0 + 4a + 4a^2)d1^92d2^263 + (4 + 2a + 3a^2)d1^93d2^263 + (1 + 3a + 4a^2)d1^94d2^263 + (2 + 1a + 3a^2)d1^95d2^263 + (1 + 1a + 3a^2)d1^96d2^263 + (0 + 2a + 2a^2)d1^97d2^263 + (2 + 4a + 0a^2)d1^98d2^263 + (4 + 3a + 1a^2)d1^99d2^263 + (1 + 2a + 0a^2)d1^100d2^263 + (4 + 3a + 2a^2)d1^101d2^263 + (4 + 1a + 0a^2)d1^102d2^263 + (4 + 2a + 4a^2)d1^103d2^263 + (4 + 2a + 3a^2)d1^104d2^263 + (4 + 2a + 2a^2)d1^105d2^263 + (4 + 3a + 1a^2)d1^106d2^263 + (0 + 2a + 0a^2)d1^107d2^263 + (3 + 0a + 3a^2)d1^108d2^263 + (3 + 0a + 1a^2)d1^109d2^263 + (1 + 2a + 4a^2)d1^110d2^263 + (3 + 0a + 1a^2)d1^111d2^263 + (4 + 3a + 3a^2)d1^112d2^263 + (0 + 0a + 3a^2)d1^113d2^263 + (0 + 1a + 2a^2)d1^114d2^263 + (2 + 2a + 2a^2)d1^115d2^263 + (1 + 2a + 2a^2)d1^116d2^263 + (3 + 3a + 3a^2)d1^117d2^263 + (1 + 4a + 2a^2)d1^118d2^263 + (1 + 1a + 3a^2)d1^119d2^263 + (0 + 2a + 4a^2)d1^120d2^263 + (1 + 4a + 4a^2)d1^121d2^263 + (2 + 1a + 3a^2)d1^122d2^263 + (3 + 4a + 1a^2)d1^123d2^263 + (0 + 4a + 3a^2)d1^124d2^263 + (0 + 3a + 2a^2)d1^125d2^263 + (3 + 2a + 0a^2)d1^126d2^263 + (3 + 0a + 2a^2)d1^127d2^263 + (0 + 3a + 3a^2)d1^128d2^263 + (2 + 1a + 2a^2)d1^129d2^263 + (0 + 1a + 1a^2)d1^130d2^263 + (0 + 3a + 0a^2)d1^131d2^263 + (0 + 4a + 3a^2)d1^132d2^263 + (2 + 2a + 3a^2)d1^133d2^263 + (0 + 3a + 2a^2)d1^134d2^263 + (0 + 1a + 4a^2)d1^135d2^263 + (2 + 0a + 4a^2)d1^136d2^263 + (0 + 3a + 4a^2)d1^137d2^263 + (4 + 4a + 2a^2)d1^138d2^263 + (2 + 1a + 2a^2)d1^139d2^263 + (1 + 1a + 1a^2)d1^140d2^263 + (2 + 1a + 3a^2)d1^141d2^263 + (2 + 0a + 0a^2)d1^142d2^263 + (3 + 4a + 3a^2)d1^143d2^263 + (0 + 3a + 0a^2)d1^144d2^263 + (2 + 0a + 1a^2)d1^145d2^263 + (3 + 1a + 0a^2)d1^146d2^263 + (4 + 0a + 1a^2)d1^147d2^263 + (4 + 1a + 2a^2)d1^148d2^263 + (0 + 4a + 0a^2)d1^149d2^263 + (2 + 2a + 0a^2)d1^150d2^263 + (4 + 3a + 1a^2)d1^151d2^263 + (0 + 4a + 1a^2)d1^152d2^263 + (2 + 0a + 3a^2)d1^153d2^263 + (4 + 3a + 4a^2)d1^154d2^263 + (1 + 0a + 4a^2)d1^155d2^263 + (0 + 1a + 3a^2)d1^156d2^263 + (2 + 1a + 0a^2)d1^157d2^263 + (4 + 0a + 1a^2)d1^158d2^263 + (1 + 2a + 0a^2)d1^159d2^263 + (2 + 4a + 4a^2)d1^160d2^263 + (1 + 1a + 0a^2)d1^161d2^263 + (1 + 3a + 0a^2)d1^162d2^263 + (2 + 3a + 3a^2)d1^163d2^263 + (0 + 0a + 1a^2)d1^164d2^263 + (3 + 0a + 2a^2)d1^165d2^263 + (4 + 0a + 3a^2)d1^166d2^263 + (3 + 4a + 0a^2)d1^167d2^263 + (2 + 0a + 4a^2)d1^168d2^263 + (0 + 2a + 0a^2)d1^169d2^263 + (2 + 0a + 4a^2)d1^170d2^263 + (2 + 2a + 2a^2)d1^171d2^263 + (3 + 3a + 4a^2)d1^172d2^263 + (4 + 0a + 4a^2)d1^173d2^263 + (0 + 1a + 2a^2)d1^174d2^263 + (3 + 4a + 1a^2)d1^175d2^263 + (4 + 4a + 3a^2)d1^176d2^263 + (2 + 0a + 1a^2)d1^177d2^263 + (4 + 4a + 2a^2)d1^178d2^263 + (1 + 1a + 2a^2)d1^179d2^263 + (2 + 2a + 2a^2)d1^180d2^263 + (3 + 4a + 2a^2)d1^181d2^263 + (0 + 1a + 4a^2)d1^182d2^263 + (3 + 1a + 3a^2)d1^183d2^263 + (0 + 3a + 3a^2)d1^184d2^263 + (0 + 0a + 4a^2)d1^185d2^263 + (3 + 1a + 0a^2)d1^186d2^263 + (4 + 1a + 2a^2)d1^187d2^263 + (3 + 3a + 4a^2)d1^188d2^263 + (2 + 2a + 3a^2)d1^189d2^263 + (2 + 2a + 1a^2)d1^190d2^263 + (2 + 0a + 4a^2)d1^191d2^263 + (2 + 1a + 1a^2)d1^192d2^263 + (3 + 2a + 2a^2)d1^193d2^263 + (4 + 0a + 2a^2)d1^194d2^263 + (0 + 3a + 0a^2)d1^195d2^263 + (2 + 4a + 3a^2)d1^196d2^263 + (2 + 4a + 4a^2)d1^197d2^263 + (0 + 4a + 1a^2)d1^198d2^263 + (0 + 4a + 4a^2)d1^199d2^263 + (1 + 2a + 3a^2)d1^200d2^263 + (2 + 4a + 2a^2)d1^201d2^263 + (1 + 0a + 4a^2)d1^202d2^263 + (4 + 1a + 3a^2)d1^203d2^263 + (4 + 0a + 4a^2)d1^204d2^263 + (3 + 1a + 1a^2)d1^205d2^263 + (3 + 2a + 0a^2)d1^206d2^263 + (1 + 2a + 3a^2)d1^207d2^263 + (3 + 1a + 0a^2)d1^208d2^263 + (3 + 3a + 4a^2)d1^209d2^263 + (2 + 1a + 3a^2)d1^210d2^263 + (2 + 2a + 0a^2)d1^211d2^263 + (1 + 4a + 3a^2)d1^212d2^263 + (3 + 2a + 2a^2)d1^213d2^263 + (1 + 0a + 3a^2)d1^214d2^263 + (3 + 0a + 1a^2)d1^215d2^263 + (3 + 4a + 0a^2)d1^216d2^263 + (3 + 3a + 0a^2)d1^217d2^263 + (2 + 0a + 1a^2)d1^218d2^263 + (1 + 2a + 3a^2)d1^219d2^263 + (0 + 0a + 4a^2)d1^220d2^263 + (3 + 4a + 3a^2)d1^221d2^263 + (4 + 4a + 3a^2)d1^222d2^263 + (0 + 2a + 3a^2)d1^223d2^263 + (3 + 0a + 4a^2)d1^224d2^263 + (3 + 2a + 0a^2)d1^225d2^263 + (1 + 0a + 3a^2)d1^226d2^263 + (4 + 0a + 3a^2)d1^227d2^263 + (2 + 0a + 2a^2)d1^228d2^263 + (4 + 0a + 4a^2)d1^229d2^263 + (4 + 3a + 1a^2)d1^230d2^263 + (2 + 4a + 4a^2)d1^231d2^263 + (3 + 4a + 1a^2)d1^232d2^263 + (0 + 2a + 4a^2)d1^233d2^263 + (3 + 0a + 2a^2)d1^234d2^263 + (2 + 1a + 4a^2)d1^235d2^263 + (1 + 0a + 1a^2)d1^236d2^263 + (4 + 3a + 0a^2)d1^237d2^263 + (4 + 2a + 1a^2)d1^238d2^263 + (2 + 2a + 3a^2)d1^239d2^263 + (0 + 1a + 2a^2)d1^240d2^263 + (3 + 0a + 3a^2)d1^241d2^263 + (4 + 2a + 0a^2)d1^242d2^263 + (4 + 0a + 2a^2)d1^243d2^263 + (0 + 3a + 2a^2)d1^244d2^263 + (3 + 0a + 2a^2)d1^245d2^263 + (0 + 0a + 4a^2)d1^246d2^263 + (0 + 1a + 0a^2)d1^247d2^263 + (2 + 2a + 4a^2)d1^248d2^263 + (3 + 3a + 3a^2)d1^249d2^263 + (1 + 1a + 2a^2)d1^250d2^263 + (0 + 4a + 2a^2)d1^252d2^263 + (2 + 4a + 2a^2)d1^253d2^263 + (3 + 4a + 0a^2)d1^254d2^263 + (3 + 1a + 3a^2)d1^255d2^263 + (0 + 0a + 2a^2)d1^256d2^263 + (3 + 0a + 2a^2)d1^257d2^263 + (0 + 1a + 1a^2)d1^258d2^263 + (4 + 3a + 0a^2)d1^259d2^263 + (4 + 0a + 1a^2)d1^260d2^263 + (1 + 2a + 0a^2)d1^261d2^263 + (0 + 4a + 0a^2)d1^262d2^263 + (2 + 4a + 1a^2)d1^263d2^263 + (4 + 2a + 3a^2)d1^264d2^263 + (3 + 0a + 4a^2)d1^265d2^263 + (1 + 0a + 0a^2)d1^266d2^263 + (1 + 2a + 3a^2)d1^267d2^263 + (3 + 3a + 2a^2)d1^268d2^263 + (3 + 2a + 2a^2)d1^269d2^263 + (4 + 2a + 0a^2)d1^270d2^263 + (1 + 0a + 4a^2)d1^271d2^263 + (1 + 4a + 3a^2)d1^272d2^263 + (4 + 3a + 4a^2)d1^273d2^263 + (3 + 3a + 0a^2)d1^274d2^263 + (3 + 0a + 3a^2)d1^275d2^263 + (1 + 4a + 3a^2)d1^276d2^263 + (2 + 4a + 1a^2)d1^277d2^263 + (4 + 3a + 3a^2)d1^278d2^263 + (1 + 0a + 2a^2)d1^280d2^263 + (2 + 1a + 0a^2)d1^281d2^263 + (1 + 0a + 1a^2)d1^282d2^263 + (4 + 3a + 0a^2)d1^283d2^263 + (4 + 3a + 2a^2)d1^284d2^263 + (0 + 4a + 1a^2)d1^285d2^263 + (0 + 2a + 4a^2)d1^286d2^263 + (2 + 1a + 0a^2)d1^287d2^263 + (0 + 4a + 3a^2)d1^288d2^263 + (3 + 2a + 3a^2)d1^289d2^263 + (4 + 0a + 4a^2)d1^290d2^263 + (0 + 4a + 0a^2)d1^291d2^263 + (2 + 3a + 1a^2)d1^292d2^263 + (3 + 3a + 4a^2)d1^293d2^263 + (3 + 4a + 4a^2)d2^264 + (2 + 2a + 1a^2)d1^1d2^264 + (0 + 0a + 4a^2)d1^2d2^264 + (2 + 1a + 3a^2)d1^3d2^264 + (4 + 4a + 4a^2)d1^4d2^264 + (4 + 1a + 1a^2)d1^5d2^264 + (0 + 3a + 1a^2)d1^6d2^264 + (3 + 3a + 2a^2)d1^7d2^264 + (2 + 2a + 3a^2)d1^8d2^264 + (4 + 3a + 4a^2)d1^9d2^264 + (0 + 2a + 2a^2)d1^10d2^264 + (3 + 4a + 2a^2)d1^11d2^264 + (3 + 1a + 1a^2)d1^12d2^264 + (1 + 0a + 4a^2)d1^13d2^264 + (1 + 1a + 1a^2)d1^14d2^264 + (3 + 0a + 2a^2)d1^15d2^264 + (2 + 2a + 0a^2)d1^16d2^264 + (3 + 4a + 4a^2)d1^17d2^264 + (0 + 2a + 1a^2)d1^18d2^264 + (2 + 0a + 1a^2)d1^19d2^264 + (4 + 3a + 1a^2)d1^20d2^264 + (3 + 4a + 4a^2)d1^21d2^264 + (4 + 0a + 0a^2)d1^22d2^264 + (3 + 2a + 3a^2)d1^23d2^264 + (2 + 1a + 0a^2)d1^24d2^264 + (3 + 2a + 2a^2)d1^25d2^264 + (4 + 1a + 3a^2)d1^26d2^264 + (1 + 3a + 4a^2)d1^27d2^264 + (1 + 2a + 1a^2)d1^28d2^264 + (2 + 1a + 1a^2)d1^29d2^264 + (2 + 1a + 1a^2)d1^30d2^264 + (3 + 2a + 0a^2)d1^31d2^264 + (3 + 4a + 0a^2)d1^32d2^264 + (3 + 0a + 4a^2)d1^33d2^264 + (3 + 2a + 3a^2)d1^34d2^264 + (0 + 2a + 0a^2)d1^35d2^264 + (1 + 0a + 0a^2)d1^36d2^264 + (2 + 1a + 1a^2)d1^37d2^264 + (3 + 0a + 0a^2)d1^38d2^264 + (0 + 4a + 3a^2)d1^39d2^264 + (2 + 4a + 2a^2)d1^40d2^264 + (4 + 0a + 4a^2)d1^41d2^264 + (1 + 4a + 3a^2)d1^42d2^264 + (2 + 0a + 3a^2)d1^43d2^264 + (1 + 0a + 1a^2)d1^44d2^264 + (3 + 0a + 2a^2)d1^45d2^264 + (0 + 2a + 4a^2)d1^46d2^264 + (4 + 0a + 0a^2)d1^47d2^264 + (0 + 4a + 1a^2)d1^49d2^264 + (3 + 0a + 0a^2)d1^50d2^264 + (0 + 0a + 1a^2)d1^51d2^264 + (0 + 0a + 3a^2)d1^52d2^264 + (2 + 4a + 1a^2)d1^53d2^264 + (0 + 0a + 3a^2)d1^54d2^264 + (4 + 3a + 0a^2)d1^55d2^264 + (4 + 4a + 2a^2)d1^56d2^264 + (4 + 4a + 2a^2)d1^57d2^264 + (1 + 3a + 1a^2)d1^58d2^264 + (4 + 2a + 3a^2)d1^59d2^264 + (1 + 2a + 3a^2)d1^60d2^264 + (4 + 3a + 0a^2)d1^61d2^264 + (2 + 0a + 1a^2)d1^62d2^264 + (1 + 0a + 3a^2)d1^63d2^264 + (2 + 3a + 3a^2)d1^64d2^264 + (3 + 4a + 4a^2)d1^65d2^264 + (3 + 3a + 0a^2)d1^66d2^264 + (3 + 4a + 4a^2)d1^67d2^264 + (3 + 2a + 0a^2)d1^68d2^264 + (1 + 2a + 4a^2)d1^69d2^264 + (2 + 0a + 0a^2)d1^70d2^264 + (0 + 4a + 4a^2)d1^71d2^264 + (2 + 3a + 1a^2)d1^72d2^264 + (1 + 4a + 1a^2)d1^73d2^264 + (4 + 2a + 4a^2)d1^74d2^264 + (1 + 3a + 2a^2)d1^75d2^264 + (1 + 4a + 1a^2)d1^76d2^264 + (2 + 0a + 0a^2)d1^77d2^264 + (1 + 2a + 0a^2)d1^78d2^264 + (4 + 3a + 0a^2)d1^79d2^264 + (2 + 2a + 1a^2)d1^80d2^264 + (4 + 4a + 2a^2)d1^81d2^264 + (0 + 0a + 4a^2)d1^82d2^264 + (1 + 1a + 1a^2)d1^83d2^264 + (1 + 0a + 3a^2)d1^84d2^264 + (0 + 3a + 1a^2)d1^85d2^264 + (1 + 3a + 0a^2)d1^86d2^264 + (0 + 2a + 4a^2)d1^87d2^264 + (0 + 4a + 2a^2)d1^88d2^264 + (4 + 1a + 0a^2)d1^89d2^264 + (4 + 3a + 0a^2)d1^90d2^264 + (3 + 3a + 4a^2)d1^91d2^264 + (0 + 4a + 3a^2)d1^92d2^264 + (0 + 4a + 4a^2)d1^93d2^264 + (0 + 0a + 2a^2)d1^94d2^264 + (0 + 4a + 1a^2)d1^95d2^264 + (1 + 1a + 0a^2)d1^96d2^264 + (3 + 4a + 1a^2)d1^97d2^264 + (1 + 1a + 3a^2)d1^98d2^264 + (1 + 2a + 1a^2)d1^99d2^264 + (4 + 0a + 3a^2)d1^100d2^264 + (1 + 0a + 2a^2)d1^101d2^264 + (3 + 4a + 1a^2)d1^102d2^264 + (3 + 3a + 0a^2)d1^103d2^264 + (3 + 4a + 2a^2)d1^104d2^264 + (1 + 4a + 4a^2)d1^105d2^264 + (3 + 1a + 3a^2)d1^106d2^264 + (0 + 0a + 1a^2)d1^107d2^264 + (2 + 2a + 2a^2)d1^108d2^264 + (0 + 1a + 3a^2)d1^109d2^264 + (1 + 0a + 0a^2)d1^110d2^264 + (0 + 4a + 2a^2)d1^111d2^264 + (3 + 3a + 2a^2)d1^112d2^264 + (4 + 3a + 0a^2)d1^113d2^264 + (1 + 0a + 2a^2)d1^114d2^264 + (0 + 2a + 3a^2)d1^115d2^264 + (2 + 4a + 2a^2)d1^116d2^264 + (3 + 4a + 3a^2)d1^117d2^264 + (2 + 4a + 0a^2)d1^118d2^264 + (2 + 2a + 1a^2)d1^119d2^264 + (0 + 0a + 2a^2)d1^120d2^264 + (3 + 1a + 0a^2)d1^121d2^264 + (1 + 0a + 4a^2)d1^122d2^264 + (0 + 3a + 4a^2)d1^123d2^264 + (0 + 3a + 3a^2)d1^124d2^264 + (3 + 4a + 0a^2)d1^125d2^264 + (1 + 3a + 1a^2)d1^126d2^264 + (1 + 1a + 1a^2)d1^127d2^264 + (0 + 4a + 0a^2)d1^128d2^264 + (0 + 3a + 2a^2)d1^129d2^264 + (0 + 2a + 4a^2)d1^130d2^264 + (2 + 1a + 2a^2)d1^131d2^264 + (3 + 1a + 0a^2)d1^132d2^264 + (0 + 2a + 0a^2)d1^133d2^264 + (3 + 1a + 1a^2)d1^134d2^264 + (1 + 1a + 4a^2)d1^135d2^264 + (1 + 1a + 4a^2)d1^136d2^264 + (1 + 4a + 0a^2)d1^137d2^264 + (2 + 4a + 2a^2)d1^138d2^264 + (0 + 4a + 1a^2)d1^139d2^264 + (1 + 0a + 0a^2)d1^140d2^264 + (1 + 1a + 2a^2)d1^141d2^264 + (4 + 1a + 0a^2)d1^142d2^264 + (1 + 0a + 0a^2)d1^143d2^264 + (3 + 3a + 2a^2)d1^144d2^264 + (1 + 1a + 0a^2)d1^145d2^264 + (1 + 0a + 0a^2)d1^146d2^264 + (0 + 4a + 4a^2)d1^147d2^264 + (2 + 4a + 2a^2)d1^149d2^264 + (3 + 4a + 2a^2)d1^150d2^264 + (1 + 4a + 0a^2)d1^151d2^264 + (3 + 4a + 2a^2)d1^152d2^264 + (1 + 0a + 0a^2)d1^153d2^264 + (3 + 3a + 2a^2)d1^154d2^264 + (1 + 0a + 4a^2)d1^155d2^264 + (1 + 3a + 2a^2)d1^156d2^264 + (0 + 2a + 2a^2)d1^157d2^264 + (2 + 1a + 3a^2)d1^158d2^264 + (2 + 1a + 0a^2)d1^159d2^264 + (1 + 2a + 2a^2)d1^160d2^264 + (2 + 0a + 0a^2)d1^161d2^264 + (3 + 3a + 4a^2)d1^162d2^264 + (0 + 4a + 1a^2)d1^163d2^264 + (0 + 4a + 4a^2)d1^164d2^264 + (4 + 0a + 1a^2)d1^165d2^264 + (2 + 2a + 3a^2)d1^166d2^264 + (3 + 3a + 3a^2)d1^167d2^264 + (2 + 4a + 4a^2)d1^168d2^264 + (0 + 3a + 4a^2)d1^169d2^264 + (2 + 4a + 4a^2)d1^170d2^264 + (3 + 0a + 1a^2)d1^171d2^264 + (1 + 3a + 1a^2)d1^172d2^264 + (2 + 2a + 0a^2)d1^173d2^264 + (4 + 4a + 2a^2)d1^174d2^264 + (4 + 4a + 2a^2)d1^175d2^264 + (4 + 0a + 4a^2)d1^176d2^264 + (4 + 3a + 2a^2)d1^177d2^264 + (3 + 4a + 0a^2)d1^178d2^264 + (4 + 2a + 2a^2)d1^179d2^264 + (0 + 2a + 2a^2)d1^180d2^264 + (4 + 3a + 1a^2)d1^181d2^264 + (3 + 0a + 4a^2)d1^182d2^264 + (3 + 2a + 3a^2)d1^183d2^264 + (3 + 0a + 0a^2)d1^184d2^264 + (1 + 1a + 3a^2)d1^185d2^264 + (2 + 4a + 4a^2)d1^186d2^264 + (3 + 4a + 2a^2)d1^187d2^264 + (3 + 4a + 0a^2)d1^188d2^264 + (3 + 4a + 2a^2)d1^189d2^264 + (2 + 3a + 3a^2)d1^190d2^264 + (3 + 1a + 2a^2)d1^191d2^264 + (1 + 0a + 4a^2)d1^192d2^264 + (0 + 2a + 0a^2)d1^193d2^264 + (3 + 2a + 1a^2)d1^194d2^264 + (4 + 3a + 2a^2)d1^195d2^264 + (0 + 4a + 1a^2)d1^196d2^264 + (4 + 3a + 4a^2)d1^197d2^264 + (1 + 4a + 0a^2)d1^198d2^264 + (2 + 4a + 1a^2)d1^199d2^264 + (4 + 4a + 4a^2)d1^200d2^264 + (2 + 0a + 3a^2)d1^201d2^264 + (3 + 1a + 2a^2)d1^202d2^264 + (4 + 4a + 0a^2)d1^203d2^264 + (1 + 3a + 0a^2)d1^204d2^264 + (1 + 2a + 4a^2)d1^205d2^264 + (4 + 2a + 2a^2)d1^206d2^264 + (1 + 1a + 1a^2)d1^207d2^264 + (3 + 1a + 0a^2)d1^208d2^264 + (2 + 2a + 0a^2)d1^209d2^264 + (0 + 0a + 4a^2)d1^210d2^264 + (3 + 0a + 4a^2)d1^211d2^264 + (4 + 0a + 4a^2)d1^212d2^264 + (1 + 2a + 0a^2)d1^213d2^264 + (3 + 0a + 1a^2)d1^214d2^264 + (1 + 4a + 0a^2)d1^215d2^264 + (2 + 3a + 0a^2)d1^216d2^264 + (1 + 3a + 1a^2)d1^217d2^264 + (4 + 4a + 0a^2)d1^218d2^264 + (0 + 1a + 0a^2)d1^219d2^264 + (3 + 0a + 0a^2)d1^220d2^264 + (1 + 3a + 1a^2)d1^221d2^264 + (0 + 1a + 4a^2)d1^222d2^264 + (2 + 0a + 2a^2)d1^223d2^264 + (0 + 3a + 4a^2)d1^224d2^264 + (3 + 3a + 0a^2)d1^225d2^264 + (1 + 4a + 0a^2)d1^226d2^264 + (3 + 0a + 2a^2)d1^227d2^264 + (4 + 1a + 1a^2)d1^228d2^264 + (2 + 2a + 2a^2)d1^229d2^264 + (2 + 1a + 3a^2)d1^230d2^264 + (4 + 3a + 0a^2)d1^231d2^264 + (0 + 0a + 2a^2)d1^232d2^264 + (2 + 3a + 1a^2)d1^233d2^264 + (0 + 4a + 2a^2)d1^234d2^264 + (1 + 4a + 0a^2)d1^235d2^264 + (3 + 1a + 2a^2)d1^236d2^264 + (2 + 0a + 2a^2)d1^237d2^264 + (0 + 2a + 1a^2)d1^239d2^264 + (3 + 2a + 1a^2)d1^240d2^264 + (0 + 0a + 1a^2)d1^242d2^264 + (4 + 1a + 0a^2)d1^243d2^264 + (0 + 0a + 3a^2)d1^244d2^264 + (0 + 0a + 4a^2)d1^245d2^264 + (2 + 3a + 1a^2)d1^246d2^264 + (3 + 3a + 3a^2)d1^247d2^264 + (1 + 2a + 1a^2)d1^248d2^264 + (4 + 3a + 2a^2)d1^249d2^264 + (2 + 3a + 0a^2)d1^250d2^264 + (1 + 0a + 3a^2)d1^251d2^264 + (1 + 3a + 2a^2)d1^252d2^264 + (3 + 0a + 1a^2)d1^253d2^264 + (0 + 2a + 4a^2)d1^255d2^264 + (4 + 2a + 4a^2)d1^256d2^264 + (2 + 1a + 3a^2)d1^257d2^264 + (1 + 3a + 2a^2)d1^258d2^264 + (1 + 1a + 0a^2)d1^259d2^264 + (3 + 4a + 3a^2)d1^260d2^264 + (4 + 3a + 0a^2)d1^261d2^264 + (0 + 3a + 0a^2)d1^262d2^264 + (3 + 3a + 4a^2)d1^263d2^264 + (0 + 0a + 1a^2)d1^264d2^264 + (3 + 3a + 3a^2)d1^265d2^264 + (3 + 2a + 0a^2)d1^266d2^264 + (0 + 3a + 0a^2)d1^267d2^264 + (1 + 1a + 4a^2)d1^268d2^264 + (1 + 2a + 0a^2)d1^269d2^264 + (4 + 1a + 3a^2)d1^270d2^264 + (2 + 3a + 3a^2)d1^271d2^264 + (1 + 0a + 2a^2)d1^272d2^264 + (0 + 2a + 0a^2)d1^273d2^264 + (3 + 4a + 3a^2)d1^274d2^264 + (4 + 0a + 4a^2)d1^275d2^264 + (3 + 0a + 0a^2)d1^276d2^264 + (2 + 3a + 1a^2)d1^277d2^264 + (2 + 2a + 0a^2)d1^278d2^264 + (3 + 1a + 1a^2)d1^279d2^264 + (2 + 0a + 4a^2)d1^280d2^264 + (2 + 0a + 2a^2)d1^281d2^264 + (3 + 1a + 0a^2)d1^282d2^264 + (4 + 4a + 3a^2)d1^283d2^264 + (0 + 3a + 3a^2)d1^284d2^264 + (0 + 3a + 0a^2)d1^285d2^264 + (1 + 2a + 0a^2)d1^286d2^264 + (4 + 4a + 4a^2)d1^287d2^264 + (3 + 4a + 0a^2)d1^288d2^264 + (2 + 1a + 4a^2)d1^289d2^264 + (1 + 2a + 1a^2)d1^290d2^264 + (2 + 4a + 4a^2)d1^291d2^264 + (0 + 3a + 0a^2)d1^292d2^264 + (1 + 4a + 1a^2)d1^293d2^264 + (2 + 0a + 2a^2)d2^265 + (2 + 0a + 4a^2)d1^1d2^265 + (4 + 3a + 3a^2)d1^2d2^265 + (0 + 1a + 3a^2)d1^3d2^265 + (0 + 1a + 3a^2)d1^4d2^265 + (4 + 1a + 2a^2)d1^5d2^265 + (0 + 3a + 1a^2)d1^6d2^265 + (1 + 2a + 1a^2)d1^7d2^265 + (4 + 4a + 0a^2)d1^8d2^265 + (0 + 1a + 4a^2)d1^9d2^265 + (2 + 3a + 3a^2)d1^10d2^265 + (3 + 0a + 0a^2)d1^11d2^265 + (3 + 2a + 3a^2)d1^12d2^265 + (2 + 2a + 4a^2)d1^13d2^265 + (4 + 2a + 2a^2)d1^14d2^265 + (1 + 1a + 1a^2)d1^15d2^265 + (0 + 2a + 0a^2)d1^16d2^265 + (0 + 4a + 4a^2)d1^17d2^265 + (0 + 0a + 2a^2)d1^18d2^265 + (2 + 4a + 2a^2)d1^19d2^265 + (4 + 2a + 3a^2)d1^20d2^265 + (2 + 2a + 2a^2)d1^21d2^265 + (4 + 2a + 3a^2)d1^22d2^265 + (1 + 4a + 4a^2)d1^23d2^265 + (3 + 2a + 4a^2)d1^24d2^265 + (1 + 1a + 3a^2)d1^25d2^265 + (0 + 3a + 0a^2)d1^26d2^265 + (4 + 2a + 3a^2)d1^27d2^265 + (0 + 1a + 0a^2)d1^28d2^265 + (3 + 3a + 4a^2)d1^29d2^265 + (3 + 4a + 4a^2)d1^30d2^265 + (4 + 1a + 3a^2)d1^31d2^265 + (2 + 0a + 2a^2)d1^32d2^265 + (2 + 0a + 2a^2)d1^33d2^265 + (2 + 3a + 4a^2)d1^34d2^265 + (3 + 2a + 4a^2)d1^35d2^265 + (1 + 0a + 2a^2)d1^36d2^265 + (3 + 3a + 4a^2)d1^37d2^265 + (1 + 0a + 1a^2)d1^38d2^265 + (2 + 4a + 3a^2)d1^39d2^265 + (2 + 0a + 1a^2)d1^40d2^265 + (1 + 3a + 4a^2)d1^41d2^265 + (3 + 2a + 0a^2)d1^42d2^265 + (4 + 1a + 0a^2)d1^43d2^265 + (3 + 4a + 0a^2)d1^44d2^265 + (3 + 3a + 0a^2)d1^45d2^265 + (1 + 2a + 4a^2)d1^46d2^265 + (3 + 4a + 3a^2)d1^47d2^265 + (1 + 2a + 3a^2)d1^48d2^265 + (4 + 0a + 2a^2)d1^49d2^265 + (1 + 3a + 2a^2)d1^50d2^265 + (2 + 0a + 2a^2)d1^51d2^265 + (1 + 1a + 3a^2)d1^52d2^265 + (4 + 0a + 1a^2)d1^53d2^265 + (1 + 2a + 0a^2)d1^54d2^265 + (1 + 1a + 0a^2)d1^55d2^265 + (3 + 4a + 4a^2)d1^56d2^265 + (0 + 1a + 0a^2)d1^57d2^265 + (0 + 4a + 1a^2)d1^58d2^265 + (3 + 3a + 4a^2)d1^59d2^265 + (1 + 4a + 3a^2)d1^60d2^265 + (0 + 3a + 4a^2)d1^61d2^265 + (2 + 4a + 1a^2)d1^62d2^265 + (4 + 2a + 2a^2)d1^63d2^265 + (1 + 1a + 0a^2)d1^64d2^265 + (4 + 0a + 4a^2)d1^65d2^265 + (2 + 2a + 0a^2)d1^66d2^265 + (0 + 4a + 1a^2)d1^67d2^265 + (0 + 1a + 2a^2)d1^68d2^265 + (2 + 2a + 0a^2)d1^69d2^265 + (1 + 2a + 2a^2)d1^70d2^265 + (2 + 0a + 1a^2)d1^71d2^265 + (4 + 0a + 2a^2)d1^72d2^265 + (4 + 1a + 0a^2)d1^73d2^265 + (2 + 2a + 4a^2)d1^74d2^265 + (2 + 0a + 2a^2)d1^75d2^265 + (2 + 0a + 0a^2)d1^76d2^265 + (1 + 3a + 1a^2)d1^77d2^265 + (2 + 4a + 4a^2)d1^78d2^265 + (3 + 4a + 4a^2)d1^79d2^265 + (4 + 1a + 1a^2)d1^80d2^265 + (3 + 1a + 0a^2)d1^81d2^265 + (4 + 3a + 3a^2)d1^82d2^265 + (0 + 4a + 4a^2)d1^83d2^265 + (4 + 4a + 3a^2)d1^84d2^265 + (0 + 1a + 0a^2)d1^85d2^265 + (0 + 0a + 1a^2)d1^86d2^265 + (4 + 0a + 4a^2)d1^87d2^265 + (0 + 1a + 0a^2)d1^88d2^265 + (2 + 4a + 0a^2)d1^89d2^265 + (3 + 4a + 4a^2)d1^90d2^265 + (1 + 0a + 0a^2)d1^91d2^265 + (2 + 1a + 3a^2)d1^92d2^265 + (3 + 3a + 0a^2)d1^93d2^265 + (0 + 2a + 4a^2)d1^94d2^265 + (1 + 1a + 4a^2)d1^95d2^265 + (3 + 0a + 3a^2)d1^96d2^265 + (1 + 0a + 2a^2)d1^97d2^265 + (0 + 4a + 1a^2)d1^98d2^265 + (2 + 1a + 3a^2)d1^99d2^265 + (2 + 3a + 0a^2)d1^100d2^265 + (1 + 1a + 2a^2)d1^101d2^265 + (1 + 3a + 3a^2)d1^102d2^265 + (1 + 2a + 1a^2)d1^103d2^265 + (3 + 4a + 1a^2)d1^104d2^265 + (0 + 4a + 4a^2)d1^105d2^265 + (1 + 3a + 3a^2)d1^106d2^265 + (1 + 3a + 3a^2)d1^107d2^265 + (0 + 1a + 1a^2)d1^108d2^265 + (2 + 2a + 3a^2)d1^109d2^265 + (4 + 1a + 0a^2)d1^110d2^265 + (4 + 1a + 1a^2)d1^111d2^265 + (2 + 0a + 0a^2)d1^112d2^265 + (2 + 4a + 3a^2)d1^113d2^265 + (3 + 3a + 4a^2)d1^114d2^265 + (2 + 3a + 2a^2)d1^115d2^265 + (4 + 1a + 1a^2)d1^116d2^265 + (4 + 4a + 2a^2)d1^117d2^265 + (0 + 3a + 3a^2)d1^118d2^265 + (1 + 4a + 3a^2)d1^119d2^265 + (3 + 1a + 4a^2)d1^120d2^265 + (3 + 1a + 2a^2)d1^121d2^265 + (3 + 1a + 4a^2)d1^122d2^265 + (1 + 0a + 0a^2)d1^123d2^265 + (4 + 3a + 0a^2)d1^124d2^265 + (0 + 3a + 4a^2)d1^125d2^265 + (4 + 0a + 0a^2)d1^126d2^265 + (0 + 2a + 2a^2)d1^127d2^265 + (4 + 3a + 4a^2)d1^128d2^265 + (1 + 3a + 3a^2)d1^129d2^265 + (2 + 0a + 0a^2)d1^130d2^265 + (4 + 1a + 2a^2)d1^131d2^265 + (1 + 1a + 3a^2)d1^132d2^265 + (2 + 0a + 2a^2)d1^133d2^265 + (2 + 3a + 2a^2)d1^134d2^265 + (1 + 4a + 0a^2)d1^135d2^265 + (2 + 2a + 4a^2)d1^136d2^265 + (1 + 2a + 2a^2)d1^137d2^265 + (1 + 3a + 0a^2)d1^138d2^265 + (0 + 1a + 0a^2)d1^139d2^265 + (3 + 2a + 3a^2)d1^140d2^265 + (3 + 0a + 3a^2)d1^141d2^265 + (0 + 3a + 2a^2)d1^142d2^265 + (4 + 0a + 2a^2)d1^143d2^265 + (1 + 1a + 3a^2)d1^144d2^265 + (2 + 4a + 1a^2)d1^145d2^265 + (0 + 1a + 0a^2)d1^146d2^265 + (1 + 3a + 2a^2)d1^147d2^265 + (2 + 1a + 2a^2)d1^148d2^265 + (1 + 3a + 1a^2)d1^149d2^265 + (1 + 1a + 0a^2)d1^150d2^265 + (4 + 2a + 2a^2)d1^151d2^265 + (0 + 2a + 0a^2)d1^152d2^265 + (2 + 4a + 3a^2)d1^153d2^265 + (0 + 4a + 4a^2)d1^154d2^265 + (1 + 1a + 1a^2)d1^155d2^265 + (1 + 4a + 2a^2)d1^156d2^265 + (4 + 3a + 1a^2)d1^157d2^265 + (0 + 4a + 1a^2)d1^158d2^265 + (0 + 0a + 2a^2)d1^159d2^265 + (4 + 1a + 4a^2)d1^160d2^265 + (0 + 4a + 0a^2)d1^161d2^265 + (4 + 2a + 0a^2)d1^162d2^265 + (4 + 4a + 3a^2)d1^163d2^265 + (4 + 2a + 2a^2)d1^164d2^265 + (1 + 1a + 0a^2)d1^165d2^265 + (3 + 3a + 2a^2)d1^166d2^265 + (1 + 0a + 1a^2)d1^167d2^265 + (2 + 2a + 2a^2)d1^168d2^265 + (3 + 1a + 4a^2)d1^169d2^265 + (2 + 2a + 4a^2)d1^170d2^265 + (0 + 1a + 4a^2)d1^171d2^265 + (3 + 2a + 3a^2)d1^172d2^265 + (1 + 1a + 4a^2)d1^173d2^265 + (0 + 1a + 4a^2)d1^174d2^265 + (4 + 3a + 1a^2)d1^175d2^265 + (3 + 2a + 0a^2)d1^176d2^265 + (1 + 3a + 1a^2)d1^177d2^265 + (0 + 3a + 2a^2)d1^178d2^265 + (0 + 2a + 2a^2)d1^179d2^265 + (2 + 2a + 0a^2)d1^180d2^265 + (2 + 1a + 4a^2)d1^181d2^265 + (1 + 2a + 3a^2)d1^182d2^265 + (2 + 2a + 4a^2)d1^183d2^265 + (1 + 2a + 2a^2)d1^184d2^265 + (3 + 3a + 0a^2)d1^185d2^265 + (3 + 1a + 3a^2)d1^186d2^265 + (2 + 4a + 3a^2)d1^187d2^265 + (1 + 2a + 4a^2)d1^188d2^265 + (3 + 4a + 2a^2)d1^189d2^265 + (3 + 3a + 3a^2)d1^190d2^265 + (1 + 3a + 3a^2)d1^191d2^265 + (2 + 2a + 3a^2)d1^192d2^265 + (3 + 2a + 3a^2)d1^193d2^265 + (3 + 4a + 3a^2)d1^194d2^265 + (0 + 2a + 4a^2)d1^195d2^265 + (4 + 2a + 1a^2)d1^196d2^265 + (1 + 0a + 1a^2)d1^197d2^265 + (4 + 3a + 4a^2)d1^198d2^265 + (1 + 4a + 3a^2)d1^199d2^265 + (1 + 0a + 3a^2)d1^200d2^265 + (0 + 2a + 1a^2)d1^201d2^265 + (1 + 2a + 4a^2)d1^202d2^265 + (1 + 3a + 3a^2)d1^204d2^265 + (3 + 3a + 3a^2)d1^205d2^265 + (2 + 0a + 3a^2)d1^206d2^265 + (3 + 1a + 4a^2)d1^207d2^265 + (0 + 3a + 4a^2)d1^208d2^265 + (4 + 1a + 4a^2)d1^209d2^265 + (2 + 4a + 0a^2)d1^210d2^265 + (4 + 2a + 2a^2)d1^211d2^265 + (0 + 1a + 2a^2)d1^212d2^265 + (2 + 2a + 1a^2)d1^213d2^265 + (1 + 3a + 0a^2)d1^214d2^265 + (1 + 0a + 2a^2)d1^215d2^265 + (4 + 3a + 4a^2)d1^216d2^265 + (1 + 1a + 2a^2)d1^217d2^265 + (4 + 0a + 0a^2)d1^218d2^265 + (0 + 0a + 4a^2)d1^219d2^265 + (0 + 3a + 1a^2)d1^220d2^265 + (4 + 1a + 0a^2)d1^221d2^265 + (3 + 4a + 4a^2)d1^222d2^265 + (4 + 4a + 4a^2)d1^223d2^265 + (0 + 1a + 1a^2)d1^224d2^265 + (4 + 3a + 1a^2)d1^225d2^265 + (0 + 0a + 2a^2)d1^226d2^265 + (1 + 0a + 1a^2)d1^227d2^265 + (2 + 4a + 3a^2)d1^228d2^265 + (2 + 1a + 1a^2)d1^229d2^265 + (3 + 1a + 3a^2)d1^230d2^265 + (1 + 1a + 2a^2)d1^231d2^265 + (4 + 3a + 2a^2)d1^232d2^265 + (3 + 0a + 0a^2)d1^233d2^265 + (1 + 2a + 3a^2)d1^234d2^265 + (3 + 2a + 4a^2)d1^235d2^265 + (0 + 2a + 1a^2)d1^236d2^265 + (0 + 2a + 2a^2)d1^237d2^265 + (4 + 2a + 2a^2)d1^238d2^265 + (3 + 1a + 0a^2)d1^239d2^265 + (3 + 0a + 2a^2)d1^240d2^265 + (2 + 2a + 1a^2)d1^241d2^265 + (1 + 2a + 4a^2)d1^242d2^265 + (4 + 2a + 4a^2)d1^243d2^265 + (1 + 3a + 3a^2)d1^244d2^265 + (4 + 1a + 1a^2)d1^245d2^265 + (3 + 1a + 3a^2)d1^246d2^265 + (4 + 3a + 4a^2)d1^247d2^265 + (0 + 2a + 2a^2)d1^248d2^265 + (4 + 3a + 4a^2)d1^249d2^265 + (0 + 1a + 4a^2)d1^250d2^265 + (4 + 0a + 2a^2)d1^251d2^265 + (4 + 3a + 2a^2)d1^252d2^265 + (1 + 2a + 2a^2)d1^253d2^265 + (2 + 2a + 3a^2)d1^254d2^265 + (2 + 2a + 4a^2)d1^255d2^265 + (4 + 3a + 1a^2)d1^256d2^265 + (0 + 3a + 4a^2)d1^257d2^265 + (2 + 2a + 1a^2)d1^258d2^265 + (0 + 1a + 3a^2)d1^259d2^265 + (1 + 4a + 3a^2)d1^260d2^265 + (2 + 2a + 0a^2)d1^261d2^265 + (4 + 4a + 4a^2)d1^262d2^265 + (1 + 2a + 2a^2)d1^263d2^265 + (0 + 2a + 2a^2)d1^264d2^265 + (2 + 3a + 2a^2)d1^265d2^265 + (4 + 1a + 0a^2)d1^266d2^265 + (4 + 2a + 0a^2)d1^267d2^265 + (3 + 2a + 4a^2)d1^268d2^265 + (0 + 3a + 1a^2)d1^269d2^265 + (3 + 2a + 1a^2)d1^270d2^265 + (4 + 3a + 4a^2)d1^271d2^265 + (2 + 4a + 4a^2)d1^272d2^265 + (2 + 2a + 3a^2)d1^273d2^265 + (4 + 2a + 2a^2)d1^274d2^265 + (0 + 3a + 3a^2)d1^275d2^265 + (4 + 3a + 3a^2)d1^276d2^265 + (3 + 3a + 3a^2)d1^277d2^265 + (2 + 4a + 1a^2)d1^278d2^265 + (3 + 3a + 1a^2)d1^279d2^265 + (4 + 4a + 1a^2)d1^280d2^265 + (0 + 0a + 3a^2)d1^281d2^265 + (1 + 1a + 4a^2)d1^282d2^265 + (1 + 4a + 2a^2)d1^283d2^265 + (1 + 1a + 3a^2)d1^284d2^265 + (2 + 0a + 1a^2)d1^285d2^265 + (2 + 4a + 3a^2)d1^286d2^265 + (1 + 4a + 0a^2)d1^287d2^265 + (2 + 2a + 0a^2)d1^288d2^265 + (0 + 0a + 2a^2)d1^289d2^265 + (0 + 2a + 3a^2)d1^290d2^265 + (1 + 1a + 4a^2)d1^291d2^265 + (4 + 3a + 0a^2)d1^292d2^265 + (2 + 0a + 1a^2)d1^293d2^265 + (1 + 4a + 1a^2)d2^266 + (1 + 0a + 2a^2)d1^1d2^266 + (1 + 0a + 2a^2)d1^2d2^266 + (3 + 3a + 0a^2)d1^3d2^266 + (4 + 3a + 1a^2)d1^4d2^266 + (3 + 2a + 4a^2)d1^5d2^266 + (3 + 1a + 2a^2)d1^6d2^266 + (3 + 1a + 2a^2)d1^7d2^266 + (2 + 3a + 3a^2)d1^8d2^266 + (0 + 2a + 0a^2)d1^9d2^266 + (4 + 4a + 3a^2)d1^10d2^266 + (2 + 2a + 1a^2)d1^11d2^266 + (0 + 1a + 3a^2)d1^12d2^266 + (1 + 0a + 4a^2)d1^13d2^266 + (0 + 1a + 2a^2)d1^14d2^266 + (1 + 0a + 2a^2)d1^15d2^266 + (3 + 1a + 3a^2)d1^16d2^266 + (0 + 1a + 3a^2)d1^17d2^266 + (2 + 4a + 1a^2)d1^18d2^266 + (2 + 3a + 4a^2)d1^19d2^266 + (2 + 4a + 4a^2)d1^20d2^266 + (3 + 1a + 4a^2)d1^21d2^266 + (3 + 1a + 1a^2)d1^22d2^266 + (3 + 0a + 3a^2)d1^23d2^266 + (1 + 3a + 4a^2)d1^24d2^266 + (4 + 0a + 4a^2)d1^25d2^266 + (3 + 2a + 1a^2)d1^26d2^266 + (2 + 2a + 2a^2)d1^27d2^266 + (2 + 2a + 0a^2)d1^28d2^266 + (4 + 3a + 0a^2)d1^29d2^266 + (2 + 2a + 0a^2)d1^31d2^266 + (2 + 0a + 0a^2)d1^32d2^266 + (1 + 4a + 0a^2)d1^33d2^266 + (2 + 4a + 4a^2)d1^34d2^266 + (0 + 1a + 1a^2)d1^35d2^266 + (2 + 2a + 0a^2)d1^36d2^266 + (0 + 1a + 0a^2)d1^37d2^266 + (3 + 2a + 1a^2)d1^38d2^266 + (4 + 0a + 2a^2)d1^39d2^266 + (1 + 3a + 2a^2)d1^40d2^266 + (1 + 2a + 1a^2)d1^41d2^266 + (3 + 2a + 2a^2)d1^42d2^266 + (0 + 1a + 0a^2)d1^43d2^266 + (1 + 4a + 0a^2)d1^44d2^266 + (1 + 2a + 1a^2)d1^45d2^266 + (3 + 2a + 0a^2)d1^46d2^266 + (1 + 1a + 3a^2)d1^47d2^266 + (2 + 4a + 0a^2)d1^48d2^266 + (4 + 0a + 4a^2)d1^49d2^266 + (2 + 1a + 4a^2)d1^50d2^266 + (2 + 0a + 1a^2)d1^51d2^266 + (2 + 1a + 2a^2)d1^52d2^266 + (2 + 2a + 1a^2)d1^53d2^266 + (3 + 1a + 4a^2)d1^54d2^266 + (3 + 3a + 4a^2)d1^55d2^266 + (3 + 1a + 4a^2)d1^56d2^266 + (0 + 2a + 0a^2)d1^57d2^266 + (3 + 1a + 1a^2)d1^58d2^266 + (3 + 0a + 3a^2)d1^59d2^266 + (3 + 1a + 0a^2)d1^60d2^266 + (2 + 1a + 3a^2)d1^62d2^266 + (0 + 1a + 0a^2)d1^63d2^266 + (0 + 4a + 4a^2)d1^64d2^266 + (3 + 4a + 0a^2)d1^65d2^266 + (4 + 3a + 4a^2)d1^66d2^266 + (2 + 2a + 3a^2)d1^67d2^266 + (4 + 0a + 0a^2)d1^68d2^266 + (4 + 0a + 4a^2)d1^69d2^266 + (2 + 2a + 3a^2)d1^70d2^266 + (2 + 1a + 1a^2)d1^71d2^266 + (3 + 3a + 3a^2)d1^72d2^266 + (4 + 0a + 0a^2)d1^73d2^266 + (2 + 3a + 0a^2)d1^74d2^266 + (1 + 1a + 1a^2)d1^75d2^266 + (2 + 2a + 4a^2)d1^76d2^266 + (0 + 4a + 2a^2)d1^77d2^266 + (3 + 0a + 2a^2)d1^78d2^266 + (3 + 3a + 0a^2)d1^79d2^266 + (3 + 2a + 3a^2)d1^80d2^266 + (1 + 3a + 4a^2)d1^81d2^266 + (1 + 3a + 1a^2)d1^82d2^266 + (0 + 4a + 3a^2)d1^83d2^266 + (0 + 3a + 0a^2)d1^84d2^266 + (2 + 3a + 1a^2)d1^85d2^266 + (1 + 1a + 1a^2)d1^86d2^266 + (0 + 0a + 2a^2)d1^87d2^266 + (2 + 0a + 0a^2)d1^88d2^266 + (0 + 4a + 4a^2)d1^89d2^266 + (0 + 2a + 0a^2)d1^90d2^266 + (0 + 1a + 0a^2)d1^91d2^266 + (4 + 0a + 1a^2)d1^92d2^266 + (2 + 1a + 3a^2)d1^93d2^266 + (4 + 4a + 0a^2)d1^94d2^266 + (2 + 0a + 2a^2)d1^95d2^266 + (0 + 0a + 3a^2)d1^96d2^266 + (4 + 0a + 0a^2)d1^97d2^266 + (4 + 3a + 0a^2)d1^98d2^266 + (4 + 0a + 1a^2)d1^99d2^266 + (4 + 3a + 1a^2)d1^100d2^266 + (1 + 4a + 1a^2)d1^101d2^266 + (2 + 1a + 0a^2)d1^102d2^266 + (4 + 0a + 2a^2)d1^103d2^266 + (2 + 0a + 2a^2)d1^104d2^266 + (4 + 0a + 4a^2)d1^105d2^266 + (3 + 0a + 2a^2)d1^106d2^266 + (0 + 1a + 2a^2)d1^107d2^266 + (0 + 0a + 2a^2)d1^108d2^266 + (3 + 4a + 1a^2)d1^109d2^266 + (0 + 2a + 0a^2)d1^110d2^266 + (4 + 3a + 0a^2)d1^111d2^266 + (4 + 2a + 2a^2)d1^112d2^266 + (1 + 0a + 2a^2)d1^113d2^266 + (4 + 3a + 4a^2)d1^114d2^266 + (1 + 0a + 0a^2)d1^115d2^266 + (2 + 1a + 1a^2)d1^116d2^266 + (0 + 0a + 3a^2)d1^117d2^266 + (1 + 2a + 0a^2)d1^118d2^266 + (3 + 3a + 4a^2)d1^119d2^266 + (2 + 1a + 0a^2)d1^120d2^266 + (0 + 3a + 1a^2)d1^122d2^266 + (1 + 2a + 1a^2)d1^123d2^266 + (4 + 1a + 2a^2)d1^124d2^266 + (4 + 1a + 4a^2)d1^125d2^266 + (2 + 3a + 2a^2)d1^126d2^266 + (1 + 3a + 4a^2)d1^127d2^266 + (3 + 1a + 4a^2)d1^128d2^266 + (4 + 0a + 1a^2)d1^129d2^266 + (1 + 2a + 3a^2)d1^130d2^266 + (2 + 2a + 4a^2)d1^131d2^266 + (4 + 3a + 4a^2)d1^132d2^266 + (4 + 4a + 4a^2)d1^133d2^266 + (4 + 3a + 0a^2)d1^134d2^266 + (4 + 3a + 3a^2)d1^135d2^266 + (3 + 1a + 3a^2)d1^136d2^266 + (4 + 4a + 0a^2)d1^137d2^266 + (2 + 2a + 4a^2)d1^138d2^266 + (3 + 4a + 3a^2)d1^139d2^266 + (4 + 0a + 0a^2)d1^140d2^266 + (1 + 3a + 2a^2)d1^141d2^266 + (2 + 4a + 1a^2)d1^142d2^266 + (2 + 3a + 4a^2)d1^143d2^266 + (4 + 2a + 0a^2)d1^144d2^266 + (2 + 4a + 0a^2)d1^145d2^266 + (0 + 0a + 4a^2)d1^146d2^266 + (4 + 2a + 4a^2)d1^147d2^266 + (4 + 3a + 2a^2)d1^148d2^266 + (3 + 3a + 2a^2)d1^149d2^266 + (1 + 2a + 2a^2)d1^150d2^266 + (1 + 2a + 3a^2)d1^151d2^266 + (2 + 1a + 4a^2)d1^152d2^266 + (2 + 2a + 3a^2)d1^153d2^266 + (3 + 1a + 1a^2)d1^154d2^266 + (1 + 4a + 1a^2)d1^155d2^266 + (0 + 0a + 4a^2)d1^156d2^266 + (4 + 2a + 0a^2)d1^157d2^266 + (4 + 2a + 4a^2)d1^158d2^266 + (3 + 3a + 1a^2)d1^159d2^266 + (1 + 0a + 0a^2)d1^160d2^266 + (1 + 3a + 3a^2)d1^161d2^266 + (0 + 1a + 2a^2)d1^162d2^266 + (1 + 2a + 4a^2)d1^163d2^266 + (4 + 2a + 0a^2)d1^164d2^266 + (0 + 1a + 3a^2)d1^165d2^266 + (2 + 3a + 1a^2)d1^166d2^266 + (2 + 4a + 3a^2)d1^167d2^266 + (0 + 2a + 2a^2)d1^168d2^266 + (0 + 4a + 3a^2)d1^169d2^266 + (1 + 2a + 0a^2)d1^171d2^266 + (0 + 0a + 3a^2)d1^172d2^266 + (2 + 3a + 1a^2)d1^173d2^266 + (4 + 2a + 0a^2)d1^174d2^266 + (2 + 1a + 3a^2)d1^175d2^266 + (2 + 4a + 2a^2)d1^176d2^266 + (3 + 2a + 2a^2)d1^177d2^266 + (0 + 1a + 1a^2)d1^178d2^266 + (0 + 4a + 1a^2)d1^179d2^266 + (1 + 3a + 0a^2)d1^180d2^266 + (1 + 3a + 3a^2)d1^181d2^266 + (2 + 4a + 0a^2)d1^182d2^266 + (2 + 1a + 0a^2)d1^183d2^266 + (3 + 0a + 2a^2)d1^184d2^266 + (1 + 0a + 4a^2)d1^185d2^266 + (1 + 0a + 2a^2)d1^186d2^266 + (4 + 2a + 3a^2)d1^187d2^266 + (1 + 3a + 1a^2)d1^188d2^266 + (0 + 4a + 0a^2)d1^189d2^266 + (3 + 2a + 3a^2)d1^190d2^266 + (3 + 3a + 1a^2)d1^191d2^266 + (1 + 4a + 1a^2)d1^192d2^266 + (0 + 2a + 1a^2)d1^193d2^266 + (3 + 1a + 2a^2)d1^194d2^266 + (3 + 1a + 3a^2)d1^195d2^266 + (0 + 2a + 2a^2)d1^196d2^266 + (3 + 4a + 4a^2)d1^197d2^266 + (0 + 1a + 4a^2)d1^198d2^266 + (2 + 4a + 1a^2)d1^199d2^266 + (4 + 2a + 4a^2)d1^200d2^266 + (4 + 2a + 0a^2)d1^201d2^266 + (3 + 4a + 4a^2)d1^202d2^266 + (3 + 2a + 2a^2)d1^203d2^266 + (2 + 3a + 3a^2)d1^204d2^266 + (0 + 2a + 3a^2)d1^205d2^266 + (1 + 1a + 0a^2)d1^206d2^266 + (2 + 4a + 0a^2)d1^207d2^266 + (1 + 4a + 0a^2)d1^208d2^266 + (1 + 3a + 4a^2)d1^209d2^266 + (0 + 1a + 2a^2)d1^210d2^266 + (3 + 1a + 1a^2)d1^211d2^266 + (2 + 0a + 3a^2)d1^212d2^266 + (2 + 4a + 1a^2)d1^213d2^266 + (0 + 0a + 2a^2)d1^214d2^266 + (3 + 1a + 0a^2)d1^215d2^266 + (0 + 4a + 3a^2)d1^216d2^266 + (2 + 1a + 2a^2)d1^217d2^266 + (1 + 0a + 4a^2)d1^218d2^266 + (2 + 1a + 1a^2)d1^219d2^266 + (0 + 3a + 4a^2)d1^220d2^266 + (0 + 4a + 1a^2)d1^221d2^266 + (0 + 0a + 4a^2)d1^222d2^266 + (2 + 4a + 0a^2)d1^223d2^266 + (3 + 1a + 3a^2)d1^224d2^266 + (3 + 2a + 2a^2)d1^225d2^266 + (1 + 1a + 2a^2)d1^226d2^266 + (3 + 2a + 1a^2)d1^227d2^266 + (1 + 4a + 0a^2)d1^228d2^266 + (1 + 0a + 2a^2)d1^229d2^266 + (0 + 1a + 1a^2)d1^230d2^266 + (4 + 0a + 2a^2)d1^231d2^266 + (0 + 3a + 3a^2)d1^232d2^266 + (1 + 0a + 0a^2)d1^233d2^266 + (1 + 0a + 2a^2)d1^234d2^266 + (3 + 2a + 4a^2)d1^235d2^266 + (4 + 1a + 2a^2)d1^236d2^266 + (1 + 3a + 1a^2)d1^237d2^266 + (1 + 1a + 0a^2)d1^238d2^266 + (3 + 2a + 3a^2)d1^239d2^266 + (4 + 0a + 1a^2)d1^240d2^266 + (2 + 2a + 3a^2)d1^241d2^266 + (3 + 1a + 3a^2)d1^242d2^266 + (0 + 2a + 2a^2)d1^243d2^266 + (0 + 3a + 0a^2)d1^244d2^266 + (0 + 1a + 2a^2)d1^245d2^266 + (4 + 4a + 1a^2)d1^246d2^266 + (0 + 0a + 4a^2)d1^247d2^266 + (0 + 0a + 1a^2)d1^248d2^266 + (1 + 3a + 2a^2)d1^249d2^266 + (0 + 4a + 0a^2)d1^250d2^266 + (4 + 3a + 3a^2)d1^251d2^266 + (1 + 2a + 1a^2)d1^252d2^266 + (4 + 1a + 3a^2)d1^253d2^266 + (2 + 1a + 1a^2)d1^254d2^266 + (3 + 4a + 1a^2)d1^255d2^266 + (2 + 3a + 0a^2)d1^256d2^266 + (1 + 4a + 0a^2)d1^257d2^266 + (4 + 3a + 2a^2)d1^258d2^266 + (4 + 1a + 2a^2)d1^259d2^266 + (0 + 3a + 0a^2)d1^260d2^266 + (0 + 3a + 0a^2)d1^261d2^266 + (0 + 3a + 0a^2)d1^262d2^266 + (3 + 3a + 3a^2)d1^263d2^266 + (4 + 2a + 2a^2)d1^264d2^266 + (0 + 2a + 3a^2)d1^265d2^266 + (0 + 4a + 2a^2)d1^266d2^266 + (0 + 4a + 1a^2)d1^267d2^266 + (0 + 0a + 4a^2)d1^268d2^266 + (0 + 3a + 2a^2)d1^269d2^266 + (2 + 1a + 1a^2)d1^270d2^266 + (4 + 0a + 4a^2)d1^271d2^266 + (2 + 0a + 4a^2)d1^272d2^266 + (1 + 3a + 3a^2)d1^273d2^266 + (0 + 3a + 1a^2)d1^274d2^266 + (2 + 4a + 1a^2)d1^275d2^266 + (4 + 1a + 3a^2)d1^276d2^266 + (0 + 3a + 1a^2)d1^277d2^266 + (2 + 4a + 1a^2)d1^278d2^266 + (3 + 3a + 0a^2)d1^279d2^266 + (2 + 1a + 0a^2)d1^280d2^266 + (0 + 4a + 0a^2)d1^281d2^266 + (2 + 4a + 2a^2)d1^282d2^266 + (4 + 1a + 0a^2)d1^283d2^266 + (3 + 1a + 3a^2)d1^284d2^266 + (0 + 4a + 4a^2)d1^285d2^266 + (1 + 3a + 3a^2)d1^286d2^266 + (3 + 2a + 1a^2)d1^287d2^266 + (2 + 1a + 4a^2)d1^288d2^266 + (3 + 4a + 0a^2)d1^289d2^266 + (4 + 2a + 3a^2)d1^290d2^266 + (3 + 3a + 0a^2)d1^291d2^266 + (3 + 2a + 2a^2)d1^292d2^266 + (3 + 3a + 1a^2)d1^293d2^266 + (4 + 2a + 3a^2)d2^267 + (2 + 3a + 4a^2)d1^1d2^267 + (3 + 4a + 3a^2)d1^2d2^267 + (4 + 3a + 1a^2)d1^3d2^267 + (0 + 2a + 4a^2)d1^4d2^267 + (3 + 4a + 2a^2)d1^5d2^267 + (2 + 0a + 1a^2)d1^6d2^267 + (2 + 0a + 4a^2)d1^7d2^267 + (2 + 0a + 2a^2)d1^8d2^267 + (4 + 0a + 0a^2)d1^9d2^267 + (3 + 3a + 3a^2)d1^10d2^267 + (1 + 4a + 2a^2)d1^11d2^267 + (0 + 4a + 4a^2)d1^12d2^267 + (2 + 4a + 3a^2)d1^13d2^267 + (0 + 2a + 0a^2)d1^14d2^267 + (1 + 0a + 0a^2)d1^15d2^267 + (3 + 3a + 4a^2)d1^16d2^267 + (0 + 4a + 2a^2)d1^17d2^267 + (2 + 3a + 3a^2)d1^18d2^267 + (0 + 1a + 3a^2)d1^19d2^267 + (1 + 0a + 2a^2)d1^21d2^267 + (4 + 3a + 2a^2)d1^22d2^267 + (2 + 2a + 1a^2)d1^23d2^267 + (1 + 2a + 3a^2)d1^24d2^267 + (2 + 2a + 0a^2)d1^25d2^267 + (3 + 1a + 2a^2)d1^26d2^267 + (4 + 1a + 0a^2)d1^27d2^267 + (2 + 1a + 1a^2)d1^28d2^267 + (1 + 4a + 0a^2)d1^29d2^267 + (3 + 1a + 1a^2)d1^30d2^267 + (4 + 3a + 4a^2)d1^31d2^267 + (2 + 3a + 0a^2)d1^32d2^267 + (3 + 4a + 4a^2)d1^33d2^267 + (0 + 2a + 2a^2)d1^34d2^267 + (0 + 4a + 1a^2)d1^35d2^267 + (2 + 4a + 3a^2)d1^36d2^267 + (2 + 0a + 2a^2)d1^37d2^267 + (0 + 1a + 0a^2)d1^38d2^267 + (0 + 3a + 1a^2)d1^39d2^267 + (0 + 1a + 4a^2)d1^40d2^267 + (3 + 4a + 4a^2)d1^41d2^267 + (1 + 0a + 0a^2)d1^42d2^267 + (2 + 3a + 1a^2)d1^43d2^267 + (0 + 0a + 2a^2)d1^45d2^267 + (1 + 4a + 2a^2)d1^46d2^267 + (3 + 1a + 0a^2)d1^47d2^267 + (1 + 2a + 2a^2)d1^48d2^267 + (4 + 0a + 0a^2)d1^49d2^267 + (4 + 3a + 2a^2)d1^51d2^267 + (1 + 4a + 0a^2)d1^52d2^267 + (1 + 2a + 3a^2)d1^53d2^267 + (3 + 0a + 2a^2)d1^54d2^267 + (3 + 4a + 3a^2)d1^55d2^267 + (4 + 1a + 0a^2)d1^56d2^267 + (3 + 2a + 2a^2)d1^57d2^267 + (0 + 0a + 1a^2)d1^58d2^267 + (4 + 4a + 4a^2)d1^59d2^267 + (3 + 4a + 1a^2)d1^60d2^267 + (4 + 4a + 3a^2)d1^61d2^267 + (4 + 4a + 0a^2)d1^62d2^267 + (4 + 2a + 4a^2)d1^63d2^267 + (3 + 2a + 1a^2)d1^64d2^267 + (0 + 2a + 2a^2)d1^65d2^267 + (4 + 2a + 1a^2)d1^66d2^267 + (2 + 3a + 3a^2)d1^67d2^267 + (0 + 1a + 3a^2)d1^68d2^267 + (3 + 0a + 4a^2)d1^69d2^267 + (3 + 4a + 1a^2)d1^70d2^267 + (4 + 0a + 0a^2)d1^71d2^267 + (3 + 0a + 3a^2)d1^72d2^267 + (4 + 0a + 1a^2)d1^73d2^267 + (2 + 3a + 4a^2)d1^74d2^267 + (0 + 0a + 2a^2)d1^75d2^267 + (2 + 4a + 2a^2)d1^76d2^267 + (0 + 4a + 4a^2)d1^77d2^267 + (2 + 2a + 3a^2)d1^78d2^267 + (2 + 0a + 3a^2)d1^79d2^267 + (1 + 1a + 2a^2)d1^80d2^267 + (1 + 1a + 1a^2)d1^81d2^267 + (3 + 4a + 4a^2)d1^82d2^267 + (2 + 1a + 3a^2)d1^83d2^267 + (2 + 0a + 3a^2)d1^84d2^267 + (1 + 3a + 0a^2)d1^85d2^267 + (0 + 0a + 1a^2)d1^86d2^267 + (3 + 2a + 0a^2)d1^87d2^267 + (3 + 1a + 3a^2)d1^88d2^267 + (1 + 2a + 2a^2)d1^89d2^267 + (2 + 4a + 2a^2)d1^90d2^267 + (2 + 3a + 4a^2)d1^91d2^267 + (0 + 2a + 0a^2)d1^92d2^267 + (3 + 1a + 2a^2)d1^93d2^267 + (0 + 3a + 1a^2)d1^94d2^267 + (4 + 1a + 3a^2)d1^95d2^267 + (1 + 3a + 0a^2)d1^96d2^267 + (1 + 0a + 2a^2)d1^97d2^267 + (0 + 2a + 1a^2)d1^98d2^267 + (3 + 0a + 1a^2)d1^99d2^267 + (0 + 1a + 0a^2)d1^100d2^267 + (3 + 3a + 1a^2)d1^101d2^267 + (2 + 2a + 2a^2)d1^102d2^267 + (2 + 2a + 4a^2)d1^103d2^267 + (1 + 0a + 3a^2)d1^104d2^267 + (4 + 0a + 4a^2)d1^105d2^267 + (4 + 4a + 1a^2)d1^106d2^267 + (0 + 4a + 1a^2)d1^107d2^267 + (4 + 2a + 1a^2)d1^108d2^267 + (0 + 3a + 4a^2)d1^109d2^267 + (3 + 4a + 4a^2)d1^110d2^267 + (0 + 2a + 1a^2)d1^111d2^267 + (0 + 2a + 4a^2)d1^112d2^267 + (4 + 3a + 2a^2)d1^113d2^267 + (0 + 1a + 4a^2)d1^114d2^267 + (0 + 1a + 0a^2)d1^115d2^267 + (0 + 0a + 2a^2)d1^116d2^267 + (3 + 4a + 3a^2)d1^117d2^267 + (4 + 2a + 1a^2)d1^118d2^267 + (2 + 0a + 4a^2)d1^119d2^267 + (0 + 1a + 0a^2)d1^120d2^267 + (1 + 1a + 0a^2)d1^121d2^267 + (0 + 1a + 0a^2)d1^122d2^267 + (1 + 2a + 3a^2)d1^123d2^267 + (2 + 4a + 2a^2)d1^124d2^267 + (1 + 0a + 2a^2)d1^125d2^267 + (3 + 2a + 2a^2)d1^126d2^267 + (3 + 2a + 3a^2)d1^127d2^267 + (1 + 4a + 2a^2)d1^128d2^267 + (0 + 4a + 3a^2)d1^129d2^267 + (4 + 1a + 1a^2)d1^130d2^267 + (4 + 4a + 3a^2)d1^131d2^267 + (0 + 1a + 3a^2)d1^132d2^267 + (2 + 1a + 3a^2)d1^133d2^267 + (1 + 4a + 1a^2)d1^134d2^267 + (3 + 0a + 2a^2)d1^135d2^267 + (4 + 4a + 0a^2)d1^136d2^267 + (0 + 3a + 3a^2)d1^137d2^267 + (4 + 4a + 4a^2)d1^138d2^267 + (2 + 4a + 2a^2)d1^139d2^267 + (0 + 2a + 0a^2)d1^140d2^267 + (3 + 2a + 1a^2)d1^141d2^267 + (0 + 3a + 4a^2)d1^142d2^267 + (0 + 2a + 2a^2)d1^143d2^267 + (3 + 1a + 2a^2)d1^144d2^267 + (2 + 1a + 3a^2)d1^145d2^267 + (0 + 0a + 4a^2)d1^146d2^267 + (4 + 1a + 3a^2)d1^147d2^267 + (0 + 0a + 3a^2)d1^148d2^267 + (3 + 0a + 3a^2)d1^149d2^267 + (2 + 1a + 3a^2)d1^150d2^267 + (3 + 4a + 0a^2)d1^151d2^267 + (0 + 1a + 0a^2)d1^152d2^267 + (2 + 1a + 2a^2)d1^153d2^267 + (3 + 2a + 0a^2)d1^154d2^267 + (2 + 2a + 3a^2)d1^155d2^267 + (3 + 4a + 2a^2)d1^156d2^267 + (4 + 2a + 2a^2)d1^157d2^267 + (3 + 0a + 2a^2)d1^158d2^267 + (1 + 4a + 2a^2)d1^159d2^267 + (0 + 3a + 3a^2)d1^160d2^267 + (3 + 4a + 2a^2)d1^161d2^267 + (1 + 2a + 2a^2)d1^162d2^267 + (3 + 3a + 3a^2)d1^163d2^267 + (3 + 2a + 4a^2)d1^164d2^267 + (2 + 4a + 0a^2)d1^165d2^267 + (3 + 1a + 2a^2)d1^166d2^267 + (4 + 3a + 3a^2)d1^167d2^267 + (2 + 2a + 4a^2)d1^168d2^267 + (4 + 1a + 3a^2)d1^169d2^267 + (0 + 2a + 4a^2)d1^170d2^267 + (2 + 2a + 2a^2)d1^171d2^267 + (0 + 1a + 3a^2)d1^172d2^267 + (4 + 2a + 3a^2)d1^173d2^267 + (0 + 3a + 2a^2)d1^174d2^267 + (0 + 3a + 3a^2)d1^175d2^267 + (0 + 4a + 3a^2)d1^176d2^267 + (0 + 3a + 3a^2)d1^177d2^267 + (3 + 1a + 0a^2)d1^178d2^267 + (4 + 1a + 3a^2)d1^179d2^267 + (3 + 3a + 3a^2)d1^180d2^267 + (4 + 4a + 2a^2)d1^181d2^267 + (2 + 1a + 3a^2)d1^182d2^267 + (4 + 4a + 4a^2)d1^183d2^267 + (2 + 2a + 4a^2)d1^184d2^267 + (4 + 4a + 4a^2)d1^185d2^267 + (2 + 2a + 4a^2)d1^186d2^267 + (2 + 2a + 2a^2)d1^187d2^267 + (2 + 4a + 3a^2)d1^188d2^267 + (4 + 4a + 0a^2)d1^189d2^267 + (0 + 2a + 1a^2)d1^190d2^267 + (4 + 3a + 2a^2)d1^191d2^267 + (0 + 0a + 1a^2)d1^192d2^267 + (3 + 1a + 3a^2)d1^193d2^267 + (3 + 0a + 3a^2)d1^194d2^267 + (4 + 3a + 3a^2)d1^195d2^267 + (4 + 3a + 3a^2)d1^196d2^267 + (1 + 0a + 4a^2)d1^197d2^267 + (0 + 0a + 2a^2)d1^198d2^267 + (4 + 3a + 2a^2)d1^199d2^267 + (2 + 0a + 0a^2)d1^200d2^267 + (2 + 4a + 2a^2)d1^201d2^267 + (3 + 3a + 3a^2)d1^203d2^267 + (2 + 4a + 3a^2)d1^204d2^267 + (1 + 3a + 0a^2)d1^205d2^267 + (4 + 2a + 0a^2)d1^206d2^267 + (1 + 2a + 4a^2)d1^207d2^267 + (0 + 1a + 1a^2)d1^208d2^267 + (1 + 1a + 1a^2)d1^209d2^267 + (4 + 2a + 0a^2)d1^210d2^267 + (3 + 1a + 3a^2)d1^211d2^267 + (4 + 4a + 3a^2)d1^212d2^267 + (3 + 2a + 2a^2)d1^213d2^267 + (1 + 2a + 4a^2)d1^214d2^267 + (2 + 3a + 2a^2)d1^215d2^267 + (2 + 3a + 2a^2)d1^216d2^267 + (0 + 0a + 2a^2)d1^217d2^267 + (1 + 1a + 3a^2)d1^218d2^267 + (4 + 2a + 1a^2)d1^219d2^267 + (3 + 0a + 0a^2)d1^220d2^267 + (1 + 3a + 1a^2)d1^221d2^267 + (2 + 0a + 4a^2)d1^222d2^267 + (1 + 2a + 4a^2)d1^223d2^267 + (1 + 3a + 3a^2)d1^224d2^267 + (0 + 4a + 3a^2)d1^225d2^267 + (3 + 1a + 1a^2)d1^226d2^267 + (1 + 2a + 0a^2)d1^227d2^267 + (1 + 3a + 4a^2)d1^228d2^267 + (2 + 1a + 1a^2)d1^229d2^267 + (2 + 1a + 0a^2)d1^230d2^267 + (0 + 3a + 4a^2)d1^231d2^267 + (0 + 4a + 0a^2)d1^232d2^267 + (4 + 4a + 4a^2)d1^233d2^267 + (4 + 1a + 0a^2)d1^234d2^267 + (1 + 1a + 3a^2)d1^235d2^267 + (2 + 3a + 1a^2)d1^236d2^267 + (0 + 4a + 0a^2)d1^237d2^267 + (4 + 0a + 3a^2)d1^238d2^267 + (3 + 0a + 4a^2)d1^239d2^267 + (2 + 2a + 1a^2)d1^240d2^267 + (2 + 4a + 2a^2)d1^241d2^267 + (3 + 3a + 4a^2)d1^242d2^267 + (3 + 2a + 4a^2)d1^243d2^267 + (4 + 3a + 4a^2)d1^244d2^267 + (2 + 0a + 1a^2)d1^245d2^267 + (3 + 2a + 4a^2)d1^246d2^267 + (4 + 4a + 3a^2)d1^247d2^267 + (3 + 3a + 4a^2)d1^248d2^267 + (0 + 2a + 3a^2)d1^249d2^267 + (3 + 1a + 3a^2)d1^250d2^267 + (0 + 0a + 3a^2)d1^251d2^267 + (1 + 1a + 1a^2)d1^252d2^267 + (4 + 1a + 4a^2)d1^253d2^267 + (2 + 3a + 3a^2)d1^254d2^267 + (4 + 4a + 2a^2)d1^255d2^267 + (1 + 3a + 1a^2)d1^256d2^267 + (4 + 1a + 2a^2)d1^257d2^267 + (0 + 2a + 4a^2)d1^258d2^267 + (4 + 0a + 0a^2)d1^259d2^267 + (0 + 2a + 0a^2)d1^260d2^267 + (4 + 0a + 2a^2)d1^261d2^267 + (1 + 0a + 2a^2)d1^262d2^267 + (2 + 0a + 1a^2)d1^263d2^267 + (2 + 2a + 0a^2)d1^264d2^267 + (3 + 0a + 2a^2)d1^265d2^267 + (2 + 4a + 4a^2)d1^266d2^267 + (1 + 0a + 2a^2)d1^267d2^267 + (4 + 0a + 0a^2)d1^268d2^267 + (1 + 1a + 0a^2)d1^269d2^267 + (3 + 3a + 3a^2)d1^270d2^267 + (4 + 0a + 1a^2)d1^271d2^267 + (3 + 4a + 2a^2)d1^272d2^267 + (3 + 3a + 4a^2)d1^273d2^267 + (3 + 1a + 2a^2)d1^274d2^267 + (4 + 1a + 1a^2)d1^275d2^267 + (4 + 2a + 2a^2)d1^276d2^267 + (1 + 4a + 2a^2)d1^277d2^267 + (4 + 0a + 0a^2)d1^278d2^267 + (0 + 4a + 1a^2)d1^279d2^267 + (4 + 3a + 0a^2)d1^280d2^267 + (0 + 2a + 0a^2)d1^281d2^267 + (2 + 0a + 2a^2)d1^282d2^267 + (0 + 0a + 1a^2)d1^283d2^267 + (3 + 3a + 2a^2)d1^284d2^267 + (0 + 0a + 4a^2)d1^285d2^267 + (3 + 4a + 4a^2)d1^286d2^267 + (4 + 3a + 2a^2)d1^287d2^267 + (3 + 0a + 2a^2)d1^288d2^267 + (4 + 3a + 2a^2)d1^289d2^267 + (2 + 2a + 1a^2)d1^290d2^267 + (2 + 4a + 0a^2)d1^291d2^267 + (0 + 4a + 1a^2)d1^292d2^267 + (3 + 4a + 3a^2)d1^293d2^267 + (0 + 3a + 3a^2)d2^268 + (1 + 0a + 1a^2)d1^1d2^268 + (4 + 2a + 4a^2)d1^2d2^268 + (0 + 1a + 4a^2)d1^4d2^268 + (2 + 4a + 0a^2)d1^5d2^268 + (2 + 4a + 1a^2)d1^6d2^268 + (3 + 4a + 2a^2)d1^7d2^268 + (0 + 4a + 4a^2)d1^8d2^268 + (0 + 3a + 0a^2)d1^9d2^268 + (0 + 4a + 2a^2)d1^10d2^268 + (1 + 2a + 0a^2)d1^11d2^268 + (2 + 2a + 4a^2)d1^12d2^268 + (2 + 0a + 4a^2)d1^13d2^268 + (1 + 1a + 0a^2)d1^14d2^268 + (1 + 1a + 4a^2)d1^15d2^268 + (1 + 4a + 1a^2)d1^16d2^268 + (4 + 0a + 4a^2)d1^17d2^268 + (1 + 4a + 1a^2)d1^18d2^268 + (3 + 2a + 4a^2)d1^19d2^268 + (4 + 0a + 1a^2)d1^20d2^268 + (4 + 2a + 0a^2)d1^21d2^268 + (0 + 4a + 3a^2)d1^22d2^268 + (4 + 3a + 0a^2)d1^23d2^268 + (2 + 3a + 4a^2)d1^24d2^268 + (4 + 2a + 3a^2)d1^25d2^268 + (2 + 4a + 0a^2)d1^26d2^268 + (4 + 4a + 1a^2)d1^27d2^268 + (2 + 1a + 0a^2)d1^28d2^268 + (0 + 2a + 2a^2)d1^29d2^268 + (3 + 3a + 3a^2)d1^30d2^268 + (1 + 0a + 4a^2)d1^31d2^268 + (3 + 2a + 4a^2)d1^32d2^268 + (1 + 4a + 0a^2)d1^33d2^268 + (4 + 0a + 3a^2)d1^34d2^268 + (2 + 4a + 2a^2)d1^35d2^268 + (3 + 3a + 0a^2)d1^36d2^268 + (2 + 0a + 2a^2)d1^37d2^268 + (2 + 2a + 0a^2)d1^38d2^268 + (4 + 1a + 0a^2)d1^39d2^268 + (1 + 3a + 3a^2)d1^40d2^268 + (2 + 4a + 3a^2)d1^41d2^268 + (0 + 1a + 1a^2)d1^42d2^268 + (3 + 3a + 1a^2)d1^43d2^268 + (4 + 1a + 2a^2)d1^44d2^268 + (3 + 1a + 4a^2)d1^45d2^268 + (2 + 3a + 0a^2)d1^46d2^268 + (2 + 1a + 1a^2)d1^47d2^268 + (3 + 4a + 3a^2)d1^48d2^268 + (1 + 1a + 3a^2)d1^49d2^268 + (3 + 0a + 4a^2)d1^50d2^268 + (4 + 1a + 4a^2)d1^51d2^268 + (0 + 2a + 3a^2)d1^52d2^268 + (2 + 0a + 4a^2)d1^53d2^268 + (4 + 1a + 4a^2)d1^54d2^268 + (3 + 4a + 2a^2)d1^55d2^268 + (4 + 2a + 0a^2)d1^56d2^268 + (4 + 4a + 0a^2)d1^57d2^268 + (1 + 1a + 0a^2)d1^58d2^268 + (2 + 4a + 0a^2)d1^59d2^268 + (0 + 1a + 1a^2)d1^60d2^268 + (3 + 1a + 1a^2)d1^61d2^268 + (1 + 4a + 4a^2)d1^62d2^268 + (2 + 4a + 0a^2)d1^63d2^268 + (4 + 2a + 1a^2)d1^64d2^268 + (2 + 1a + 2a^2)d1^65d2^268 + (2 + 4a + 1a^2)d1^66d2^268 + (1 + 3a + 0a^2)d1^67d2^268 + (1 + 1a + 2a^2)d1^68d2^268 + (0 + 3a + 4a^2)d1^69d2^268 + (2 + 3a + 2a^2)d1^70d2^268 + (4 + 1a + 4a^2)d1^71d2^268 + (1 + 2a + 1a^2)d1^72d2^268 + (4 + 1a + 0a^2)d1^73d2^268 + (1 + 0a + 2a^2)d1^74d2^268 + (2 + 4a + 1a^2)d1^75d2^268 + (1 + 0a + 4a^2)d1^76d2^268 + (3 + 3a + 4a^2)d1^77d2^268 + (0 + 4a + 2a^2)d1^78d2^268 + (1 + 4a + 2a^2)d1^79d2^268 + (2 + 4a + 1a^2)d1^80d2^268 + (0 + 0a + 2a^2)d1^81d2^268 + (2 + 0a + 4a^2)d1^82d2^268 + (2 + 2a + 2a^2)d1^83d2^268 + (1 + 3a + 4a^2)d1^84d2^268 + (3 + 2a + 4a^2)d1^85d2^268 + (0 + 3a + 4a^2)d1^86d2^268 + (3 + 0a + 1a^2)d1^87d2^268 + (2 + 2a + 1a^2)d1^88d2^268 + (0 + 4a + 0a^2)d1^89d2^268 + (3 + 1a + 1a^2)d1^90d2^268 + (4 + 0a + 2a^2)d1^91d2^268 + (2 + 2a + 4a^2)d1^92d2^268 + (3 + 1a + 4a^2)d1^93d2^268 + (2 + 0a + 1a^2)d1^94d2^268 + (3 + 1a + 3a^2)d1^95d2^268 + (2 + 1a + 0a^2)d1^96d2^268 + (2 + 4a + 4a^2)d1^97d2^268 + (0 + 2a + 3a^2)d1^98d2^268 + (0 + 4a + 1a^2)d1^99d2^268 + (3 + 3a + 2a^2)d1^100d2^268 + (1 + 1a + 2a^2)d1^101d2^268 + (3 + 1a + 2a^2)d1^102d2^268 + (2 + 2a + 4a^2)d1^103d2^268 + (0 + 0a + 3a^2)d1^104d2^268 + (2 + 2a + 3a^2)d1^105d2^268 + (1 + 3a + 1a^2)d1^106d2^268 + (3 + 2a + 0a^2)d1^107d2^268 + (4 + 2a + 3a^2)d1^108d2^268 + (0 + 3a + 0a^2)d1^109d2^268 + (3 + 3a + 4a^2)d1^110d2^268 + (2 + 0a + 1a^2)d1^111d2^268 + (0 + 3a + 0a^2)d1^112d2^268 + (4 + 3a + 1a^2)d1^113d2^268 + (3 + 2a + 2a^2)d1^114d2^268 + (4 + 1a + 0a^2)d1^115d2^268 + (4 + 3a + 4a^2)d1^116d2^268 + (3 + 0a + 0a^2)d1^117d2^268 + (4 + 4a + 0a^2)d1^118d2^268 + (0 + 0a + 3a^2)d1^119d2^268 + (1 + 1a + 1a^2)d1^120d2^268 + (1 + 2a + 2a^2)d1^122d2^268 + (2 + 4a + 1a^2)d1^123d2^268 + (3 + 1a + 0a^2)d1^124d2^268 + (3 + 1a + 4a^2)d1^125d2^268 + (0 + 3a + 2a^2)d1^126d2^268 + (1 + 1a + 0a^2)d1^127d2^268 + (3 + 2a + 0a^2)d1^128d2^268 + (0 + 0a + 1a^2)d1^129d2^268 + (0 + 3a + 1a^2)d1^130d2^268 + (1 + 2a + 1a^2)d1^131d2^268 + (3 + 4a + 2a^2)d1^132d2^268 + (3 + 3a + 4a^2)d1^133d2^268 + (2 + 0a + 4a^2)d1^134d2^268 + (4 + 2a + 1a^2)d1^135d2^268 + (1 + 1a + 3a^2)d1^136d2^268 + (2 + 1a + 4a^2)d1^137d2^268 + (4 + 2a + 0a^2)d1^138d2^268 + (3 + 4a + 2a^2)d1^139d2^268 + (0 + 1a + 3a^2)d1^140d2^268 + (0 + 3a + 3a^2)d1^141d2^268 + (4 + 4a + 3a^2)d1^142d2^268 + (4 + 0a + 3a^2)d1^143d2^268 + (2 + 2a + 2a^2)d1^144d2^268 + (2 + 0a + 0a^2)d1^145d2^268 + (2 + 3a + 2a^2)d1^146d2^268 + (2 + 1a + 3a^2)d1^147d2^268 + (2 + 0a + 4a^2)d1^148d2^268 + (2 + 4a + 4a^2)d1^149d2^268 + (3 + 4a + 1a^2)d1^150d2^268 + (1 + 1a + 1a^2)d1^151d2^268 + (2 + 0a + 4a^2)d1^152d2^268 + (1 + 2a + 0a^2)d1^153d2^268 + (3 + 3a + 1a^2)d1^154d2^268 + (1 + 2a + 2a^2)d1^155d2^268 + (4 + 3a + 3a^2)d1^156d2^268 + (2 + 1a + 3a^2)d1^157d2^268 + (1 + 2a + 2a^2)d1^158d2^268 + (0 + 3a + 0a^2)d1^159d2^268 + (1 + 0a + 2a^2)d1^160d2^268 + (1 + 4a + 3a^2)d1^161d2^268 + (4 + 0a + 3a^2)d1^162d2^268 + (4 + 4a + 2a^2)d1^163d2^268 + (2 + 0a + 2a^2)d1^164d2^268 + (2 + 2a + 0a^2)d1^165d2^268 + (1 + 0a + 0a^2)d1^166d2^268 + (2 + 4a + 0a^2)d1^167d2^268 + (1 + 3a + 4a^2)d1^168d2^268 + (0 + 3a + 4a^2)d1^169d2^268 + (2 + 1a + 3a^2)d1^170d2^268 + (3 + 1a + 2a^2)d1^171d2^268 + (0 + 1a + 3a^2)d1^172d2^268 + (0 + 1a + 1a^2)d1^173d2^268 + (3 + 4a + 1a^2)d1^174d2^268 + (2 + 4a + 2a^2)d1^175d2^268 + (0 + 2a + 4a^2)d1^176d2^268 + (4 + 3a + 1a^2)d1^177d2^268 + (0 + 2a + 0a^2)d1^178d2^268 + (0 + 1a + 3a^2)d1^179d2^268 + (3 + 3a + 2a^2)d1^180d2^268 + (4 + 2a + 4a^2)d1^181d2^268 + (4 + 4a + 1a^2)d1^182d2^268 + (0 + 2a + 3a^2)d1^183d2^268 + (1 + 0a + 3a^2)d1^184d2^268 + (4 + 2a + 0a^2)d1^185d2^268 + (2 + 3a + 0a^2)d1^186d2^268 + (4 + 2a + 4a^2)d1^187d2^268 + (3 + 2a + 0a^2)d1^188d2^268 + (1 + 0a + 3a^2)d1^189d2^268 + (2 + 3a + 4a^2)d1^190d2^268 + (3 + 1a + 3a^2)d1^191d2^268 + (1 + 4a + 4a^2)d1^192d2^268 + (4 + 1a + 2a^2)d1^193d2^268 + (4 + 0a + 4a^2)d1^194d2^268 + (3 + 3a + 0a^2)d1^195d2^268 + (3 + 4a + 0a^2)d1^196d2^268 + (2 + 1a + 4a^2)d1^197d2^268 + (0 + 4a + 0a^2)d1^198d2^268 + (0 + 4a + 1a^2)d1^199d2^268 + (1 + 1a + 2a^2)d1^200d2^268 + (3 + 1a + 3a^2)d1^201d2^268 + (4 + 2a + 4a^2)d1^202d2^268 + (1 + 2a + 3a^2)d1^203d2^268 + (0 + 3a + 4a^2)d1^204d2^268 + (3 + 4a + 3a^2)d1^205d2^268 + (0 + 2a + 1a^2)d1^206d2^268 + (0 + 0a + 2a^2)d1^207d2^268 + (0 + 4a + 3a^2)d1^208d2^268 + (2 + 0a + 2a^2)d1^209d2^268 + (2 + 0a + 4a^2)d1^210d2^268 + (1 + 2a + 3a^2)d1^211d2^268 + (1 + 2a + 1a^2)d1^212d2^268 + (4 + 4a + 1a^2)d1^213d2^268 + (3 + 3a + 2a^2)d1^214d2^268 + (2 + 3a + 0a^2)d1^215d2^268 + (4 + 4a + 0a^2)d1^216d2^268 + (2 + 3a + 2a^2)d1^217d2^268 + (3 + 4a + 1a^2)d1^218d2^268 + (1 + 0a + 0a^2)d1^219d2^268 + (4 + 2a + 2a^2)d1^220d2^268 + (4 + 0a + 3a^2)d1^221d2^268 + (2 + 4a + 3a^2)d1^222d2^268 + (4 + 4a + 0a^2)d1^223d2^268 + (4 + 2a + 2a^2)d1^224d2^268 + (4 + 3a + 2a^2)d1^225d2^268 + (1 + 0a + 1a^2)d1^226d2^268 + (0 + 1a + 1a^2)d1^227d2^268 + (2 + 1a + 0a^2)d1^228d2^268 + (4 + 1a + 1a^2)d1^229d2^268 + (1 + 2a + 4a^2)d1^230d2^268 + (0 + 4a + 0a^2)d1^231d2^268 + (0 + 3a + 3a^2)d1^232d2^268 + (2 + 2a + 1a^2)d1^233d2^268 + (2 + 1a + 3a^2)d1^234d2^268 + (4 + 4a + 3a^2)d1^235d2^268 + (4 + 0a + 3a^2)d1^236d2^268 + (3 + 0a + 3a^2)d1^237d2^268 + (0 + 0a + 4a^2)d1^238d2^268 + (4 + 3a + 3a^2)d1^239d2^268 + (0 + 1a + 1a^2)d1^240d2^268 + (1 + 2a + 1a^2)d1^241d2^268 + (2 + 4a + 4a^2)d1^242d2^268 + (0 + 3a + 0a^2)d1^243d2^268 + (0 + 3a + 1a^2)d1^244d2^268 + (2 + 0a + 0a^2)d1^245d2^268 + (4 + 0a + 0a^2)d1^246d2^268 + (3 + 2a + 0a^2)d1^247d2^268 + (4 + 3a + 3a^2)d1^248d2^268 + (4 + 1a + 0a^2)d1^249d2^268 + (2 + 3a + 1a^2)d1^250d2^268 + (0 + 3a + 2a^2)d1^251d2^268 + (2 + 0a + 2a^2)d1^252d2^268 + (2 + 3a + 3a^2)d1^253d2^268 + (2 + 1a + 0a^2)d1^254d2^268 + (0 + 3a + 3a^2)d1^255d2^268 + (3 + 0a + 3a^2)d1^256d2^268 + (3 + 4a + 1a^2)d1^257d2^268 + (2 + 1a + 3a^2)d1^258d2^268 + (4 + 0a + 2a^2)d1^259d2^268 + (1 + 3a + 4a^2)d1^260d2^268 + (1 + 2a + 1a^2)d1^261d2^268 + (4 + 1a + 2a^2)d1^262d2^268 + (2 + 2a + 0a^2)d1^263d2^268 + (2 + 4a + 0a^2)d1^264d2^268 + (2 + 0a + 4a^2)d1^265d2^268 + (3 + 1a + 0a^2)d1^266d2^268 + (1 + 3a + 4a^2)d1^267d2^268 + (2 + 3a + 3a^2)d1^268d2^268 + (3 + 4a + 0a^2)d1^269d2^268 + (3 + 2a + 0a^2)d1^270d2^268 + (0 + 4a + 2a^2)d1^271d2^268 + (4 + 1a + 4a^2)d1^272d2^268 + (1 + 3a + 4a^2)d1^273d2^268 + (3 + 4a + 4a^2)d1^274d2^268 + (2 + 2a + 2a^2)d1^275d2^268 + (2 + 0a + 3a^2)d1^276d2^268 + (2 + 1a + 0a^2)d1^277d2^268 + (0 + 2a + 0a^2)d1^278d2^268 + (2 + 0a + 4a^2)d1^279d2^268 + (2 + 1a + 0a^2)d1^280d2^268 + (3 + 4a + 3a^2)d1^281d2^268 + (3 + 1a + 2a^2)d1^282d2^268 + (0 + 0a + 2a^2)d1^283d2^268 + (4 + 0a + 2a^2)d1^284d2^268 + (0 + 1a + 3a^2)d1^285d2^268 + (0 + 2a + 4a^2)d1^286d2^268 + (3 + 1a + 1a^2)d1^287d2^268 + (2 + 0a + 2a^2)d1^288d2^268 + (3 + 3a + 2a^2)d1^289d2^268 + (3 + 0a + 1a^2)d1^290d2^268 + (1 + 1a + 1a^2)d1^291d2^268 + (0 + 3a + 2a^2)d1^292d2^268 + (2 + 2a + 4a^2)d1^293d2^268 + (2 + 2a + 2a^2)d2^269 + (2 + 0a + 0a^2)d1^1d2^269 + (0 + 1a + 0a^2)d1^2d2^269 + (4 + 4a + 1a^2)d1^3d2^269 + (1 + 2a + 4a^2)d1^4d2^269 + (0 + 1a + 2a^2)d1^5d2^269 + (4 + 2a + 1a^2)d1^6d2^269 + (0 + 4a + 2a^2)d1^7d2^269 + (4 + 4a + 4a^2)d1^8d2^269 + (4 + 0a + 1a^2)d1^9d2^269 + (4 + 2a + 1a^2)d1^10d2^269 + (2 + 4a + 0a^2)d1^11d2^269 + (3 + 4a + 3a^2)d1^12d2^269 + (0 + 1a + 3a^2)d1^13d2^269 + (0 + 4a + 0a^2)d1^14d2^269 + (1 + 3a + 2a^2)d1^15d2^269 + (4 + 4a + 2a^2)d1^16d2^269 + (2 + 0a + 3a^2)d1^17d2^269 + (2 + 2a + 0a^2)d1^18d2^269 + (0 + 0a + 4a^2)d1^19d2^269 + (4 + 2a + 0a^2)d1^20d2^269 + (1 + 3a + 3a^2)d1^21d2^269 + (0 + 4a + 0a^2)d1^22d2^269 + (3 + 0a + 0a^2)d1^23d2^269 + (0 + 3a + 0a^2)d1^24d2^269 + (0 + 1a + 4a^2)d1^25d2^269 + (4 + 1a + 4a^2)d1^26d2^269 + (1 + 0a + 4a^2)d1^27d2^269 + (1 + 1a + 1a^2)d1^28d2^269 + (0 + 4a + 0a^2)d1^29d2^269 + (1 + 0a + 0a^2)d1^30d2^269 + (1 + 4a + 2a^2)d1^31d2^269 + (4 + 0a + 4a^2)d1^32d2^269 + (4 + 2a + 3a^2)d1^33d2^269 + (3 + 2a + 3a^2)d1^34d2^269 + (2 + 3a + 4a^2)d1^35d2^269 + (0 + 2a + 3a^2)d1^36d2^269 + (2 + 3a + 4a^2)d1^37d2^269 + (2 + 0a + 4a^2)d1^38d2^269 + (0 + 1a + 1a^2)d1^39d2^269 + (3 + 3a + 4a^2)d1^40d2^269 + (2 + 3a + 2a^2)d1^41d2^269 + (4 + 0a + 2a^2)d1^42d2^269 + (4 + 0a + 0a^2)d1^43d2^269 + (3 + 1a + 3a^2)d1^44d2^269 + (1 + 0a + 0a^2)d1^45d2^269 + (1 + 3a + 4a^2)d1^46d2^269 + (4 + 1a + 4a^2)d1^47d2^269 + (0 + 1a + 1a^2)d1^48d2^269 + (0 + 0a + 1a^2)d1^49d2^269 + (4 + 0a + 3a^2)d1^50d2^269 + (4 + 0a + 2a^2)d1^51d2^269 + (0 + 4a + 4a^2)d1^52d2^269 + (0 + 3a + 2a^2)d1^53d2^269 + (1 + 3a + 2a^2)d1^54d2^269 + (3 + 0a + 3a^2)d1^55d2^269 + (3 + 4a + 0a^2)d1^56d2^269 + (1 + 0a + 2a^2)d1^57d2^269 + (0 + 2a + 2a^2)d1^58d2^269 + (4 + 1a + 2a^2)d1^59d2^269 + (4 + 3a + 4a^2)d1^60d2^269 + (4 + 2a + 1a^2)d1^61d2^269 + (0 + 4a + 3a^2)d1^62d2^269 + (3 + 0a + 1a^2)d1^63d2^269 + (3 + 3a + 1a^2)d1^64d2^269 + (0 + 0a + 1a^2)d1^65d2^269 + (1 + 3a + 1a^2)d1^66d2^269 + (3 + 3a + 2a^2)d1^67d2^269 + (4 + 2a + 2a^2)d1^68d2^269 + (1 + 3a + 0a^2)d1^69d2^269 + (4 + 3a + 4a^2)d1^70d2^269 + (2 + 2a + 2a^2)d1^71d2^269 + (2 + 1a + 2a^2)d1^72d2^269 + (1 + 0a + 3a^2)d1^73d2^269 + (0 + 0a + 1a^2)d1^74d2^269 + (0 + 0a + 1a^2)d1^75d2^269 + (0 + 2a + 3a^2)d1^76d2^269 + (4 + 1a + 3a^2)d1^77d2^269 + (4 + 4a + 3a^2)d1^78d2^269 + (2 + 0a + 1a^2)d1^79d2^269 + (1 + 4a + 0a^2)d1^80d2^269 + (4 + 3a + 3a^2)d1^81d2^269 + (4 + 3a + 4a^2)d1^82d2^269 + (2 + 1a + 0a^2)d1^83d2^269 + (0 + 0a + 2a^2)d1^84d2^269 + (3 + 0a + 0a^2)d1^85d2^269 + (2 + 2a + 1a^2)d1^86d2^269 + (0 + 2a + 3a^2)d1^87d2^269 + (1 + 0a + 4a^2)d1^88d2^269 + (3 + 3a + 1a^2)d1^89d2^269 + (1 + 1a + 0a^2)d1^90d2^269 + (3 + 1a + 2a^2)d1^91d2^269 + (3 + 0a + 2a^2)d1^92d2^269 + (4 + 3a + 3a^2)d1^93d2^269 + (2 + 3a + 4a^2)d1^94d2^269 + (0 + 3a + 1a^2)d1^95d2^269 + (4 + 2a + 0a^2)d1^96d2^269 + (4 + 0a + 4a^2)d1^97d2^269 + (2 + 3a + 0a^2)d1^98d2^269 + (0 + 0a + 4a^2)d1^99d2^269 + (4 + 4a + 0a^2)d1^100d2^269 + (0 + 0a + 2a^2)d1^101d2^269 + (4 + 0a + 4a^2)d1^102d2^269 + (4 + 1a + 1a^2)d1^103d2^269 + (3 + 3a + 2a^2)d1^104d2^269 + (0 + 3a + 1a^2)d1^105d2^269 + (3 + 0a + 1a^2)d1^106d2^269 + (4 + 2a + 3a^2)d1^107d2^269 + (0 + 1a + 0a^2)d1^108d2^269 + (1 + 4a + 2a^2)d1^109d2^269 + (4 + 3a + 0a^2)d1^110d2^269 + (0 + 1a + 3a^2)d1^111d2^269 + (2 + 3a + 0a^2)d1^112d2^269 + (4 + 4a + 0a^2)d1^113d2^269 + (0 + 4a + 2a^2)d1^114d2^269 + (3 + 0a + 3a^2)d1^115d2^269 + (1 + 3a + 4a^2)d1^116d2^269 + (3 + 2a + 3a^2)d1^117d2^269 + (3 + 1a + 0a^2)d1^118d2^269 + (0 + 4a + 2a^2)d1^119d2^269 + (3 + 4a + 4a^2)d1^120d2^269 + (3 + 2a + 4a^2)d1^121d2^269 + (0 + 3a + 1a^2)d1^122d2^269 + (1 + 1a + 1a^2)d1^123d2^269 + (2 + 2a + 0a^2)d1^124d2^269 + (0 + 3a + 0a^2)d1^125d2^269 + (4 + 0a + 0a^2)d1^126d2^269 + (1 + 0a + 3a^2)d1^127d2^269 + (2 + 1a + 4a^2)d1^128d2^269 + (3 + 4a + 2a^2)d1^129d2^269 + (4 + 2a + 1a^2)d1^130d2^269 + (2 + 4a + 4a^2)d1^131d2^269 + (3 + 4a + 3a^2)d1^132d2^269 + (2 + 3a + 0a^2)d1^133d2^269 + (3 + 4a + 4a^2)d1^134d2^269 + (0 + 1a + 0a^2)d1^135d2^269 + (0 + 2a + 1a^2)d1^136d2^269 + (4 + 0a + 0a^2)d1^137d2^269 + (2 + 2a + 4a^2)d1^138d2^269 + (3 + 2a + 1a^2)d1^139d2^269 + (2 + 2a + 0a^2)d1^140d2^269 + (0 + 1a + 3a^2)d1^141d2^269 + (4 + 1a + 2a^2)d1^142d2^269 + (1 + 4a + 1a^2)d1^143d2^269 + (1 + 4a + 1a^2)d1^144d2^269 + (2 + 2a + 3a^2)d1^145d2^269 + (4 + 2a + 0a^2)d1^146d2^269 + (1 + 0a + 2a^2)d1^147d2^269 + (3 + 1a + 3a^2)d1^148d2^269 + (3 + 0a + 2a^2)d1^149d2^269 + (1 + 1a + 1a^2)d1^150d2^269 + (3 + 0a + 1a^2)d1^151d2^269 + (4 + 1a + 4a^2)d1^152d2^269 + (1 + 2a + 0a^2)d1^153d2^269 + (1 + 1a + 0a^2)d1^154d2^269 + (3 + 0a + 2a^2)d1^155d2^269 + (0 + 2a + 3a^2)d1^156d2^269 + (3 + 4a + 2a^2)d1^157d2^269 + (2 + 1a + 0a^2)d1^158d2^269 + (2 + 3a + 3a^2)d1^159d2^269 + (2 + 3a + 1a^2)d1^160d2^269 + (2 + 3a + 3a^2)d1^161d2^269 + (4 + 4a + 2a^2)d1^162d2^269 + (0 + 0a + 1a^2)d1^163d2^269 + (1 + 1a + 4a^2)d1^164d2^269 + (0 + 3a + 0a^2)d1^165d2^269 + (3 + 2a + 3a^2)d1^166d2^269 + (4 + 3a + 2a^2)d1^167d2^269 + (0 + 3a + 2a^2)d1^168d2^269 + (3 + 1a + 2a^2)d1^169d2^269 + (0 + 4a + 3a^2)d1^170d2^269 + (4 + 2a + 2a^2)d1^171d2^269 + (1 + 4a + 4a^2)d1^172d2^269 + (2 + 0a + 2a^2)d1^173d2^269 + (2 + 3a + 3a^2)d1^174d2^269 + (0 + 2a + 2a^2)d1^175d2^269 + (0 + 3a + 0a^2)d1^176d2^269 + (1 + 3a + 2a^2)d1^177d2^269 + (1 + 2a + 1a^2)d1^178d2^269 + (0 + 2a + 3a^2)d1^179d2^269 + (1 + 2a + 2a^2)d1^180d2^269 + (2 + 2a + 3a^2)d1^181d2^269 + (2 + 3a + 2a^2)d1^182d2^269 + (4 + 2a + 0a^2)d1^183d2^269 + (3 + 3a + 2a^2)d1^184d2^269 + (3 + 3a + 3a^2)d1^185d2^269 + (1 + 3a + 1a^2)d1^186d2^269 + (1 + 2a + 1a^2)d1^187d2^269 + (0 + 2a + 0a^2)d1^188d2^269 + (2 + 4a + 2a^2)d1^189d2^269 + (4 + 0a + 0a^2)d1^190d2^269 + (2 + 4a + 1a^2)d1^191d2^269 + (3 + 4a + 0a^2)d1^192d2^269 + (0 + 1a + 4a^2)d1^193d2^269 + (2 + 2a + 1a^2)d1^194d2^269 + (3 + 4a + 0a^2)d1^195d2^269 + (2 + 3a + 2a^2)d1^196d2^269 + (3 + 3a + 1a^2)d1^197d2^269 + (3 + 2a + 0a^2)d1^198d2^269 + (3 + 0a + 0a^2)d1^199d2^269 + (0 + 4a + 3a^2)d1^200d2^269 + (2 + 3a + 3a^2)d1^201d2^269 + (3 + 3a + 3a^2)d1^202d2^269 + (2 + 0a + 4a^2)d1^203d2^269 + (2 + 0a + 1a^2)d1^204d2^269 + (2 + 0a + 3a^2)d1^205d2^269 + (4 + 0a + 2a^2)d1^206d2^269 + (1 + 3a + 0a^2)d1^207d2^269 + (0 + 2a + 4a^2)d1^208d2^269 + (4 + 2a + 4a^2)d1^209d2^269 + (1 + 4a + 4a^2)d1^210d2^269 + (1 + 2a + 4a^2)d1^211d2^269 + (3 + 4a + 1a^2)d1^212d2^269 + (0 + 3a + 2a^2)d1^213d2^269 + (2 + 2a + 0a^2)d1^214d2^269 + (0 + 4a + 0a^2)d1^215d2^269 + (2 + 1a + 1a^2)d1^216d2^269 + (1 + 0a + 1a^2)d1^217d2^269 + (3 + 1a + 0a^2)d1^218d2^269 + (2 + 1a + 1a^2)d1^219d2^269 + (3 + 4a + 1a^2)d1^220d2^269 + (2 + 2a + 4a^2)d1^221d2^269 + (4 + 4a + 1a^2)d1^223d2^269 + (4 + 2a + 3a^2)d1^224d2^269 + (3 + 4a + 2a^2)d1^225d2^269 + (1 + 0a + 0a^2)d1^226d2^269 + (4 + 0a + 1a^2)d1^227d2^269 + (3 + 0a + 3a^2)d1^228d2^269 + (0 + 1a + 2a^2)d1^229d2^269 + (4 + 3a + 0a^2)d1^230d2^269 + (2 + 1a + 2a^2)d1^231d2^269 + (3 + 1a + 4a^2)d1^232d2^269 + (0 + 3a + 2a^2)d1^233d2^269 + (4 + 3a + 4a^2)d1^234d2^269 + (1 + 0a + 0a^2)d1^235d2^269 + (0 + 1a + 3a^2)d1^236d2^269 + (4 + 4a + 4a^2)d1^237d2^269 + (1 + 4a + 1a^2)d1^238d2^269 + (1 + 2a + 1a^2)d1^239d2^269 + (1 + 4a + 4a^2)d1^240d2^269 + (3 + 2a + 2a^2)d1^241d2^269 + (3 + 2a + 4a^2)d1^242d2^269 + (1 + 0a + 2a^2)d1^243d2^269 + (2 + 2a + 0a^2)d1^245d2^269 + (4 + 4a + 1a^2)d1^246d2^269 + (3 + 4a + 1a^2)d1^247d2^269 + (1 + 4a + 2a^2)d1^248d2^269 + (0 + 1a + 0a^2)d1^249d2^269 + (2 + 1a + 3a^2)d1^250d2^269 + (2 + 4a + 1a^2)d1^251d2^269 + (0 + 2a + 4a^2)d1^252d2^269 + (1 + 4a + 2a^2)d1^253d2^269 + (4 + 2a + 2a^2)d1^254d2^269 + (1 + 3a + 1a^2)d1^255d2^269 + (2 + 4a + 3a^2)d1^256d2^269 + (0 + 2a + 4a^2)d1^257d2^269 + (3 + 4a + 2a^2)d1^258d2^269 + (0 + 3a + 4a^2)d1^259d2^269 + (1 + 1a + 4a^2)d1^260d2^269 + (0 + 2a + 1a^2)d1^261d2^269 + (1 + 4a + 1a^2)d1^262d2^269 + (2 + 4a + 1a^2)d1^263d2^269 + (0 + 2a + 3a^2)d1^264d2^269 + (2 + 3a + 3a^2)d1^265d2^269 + (1 + 3a + 1a^2)d1^266d2^269 + (3 + 0a + 0a^2)d1^267d2^269 + (4 + 0a + 0a^2)d1^268d2^269 + (2 + 2a + 1a^2)d1^269d2^269 + (1 + 1a + 4a^2)d1^270d2^269 + (0 + 1a + 3a^2)d1^271d2^269 + (3 + 4a + 4a^2)d1^272d2^269 + (3 + 2a + 4a^2)d1^273d2^269 + (4 + 1a + 4a^2)d1^274d2^269 + (1 + 0a + 4a^2)d1^275d2^269 + (0 + 3a + 2a^2)d1^276d2^269 + (2 + 2a + 1a^2)d1^277d2^269 + (2 + 2a + 4a^2)d1^278d2^269 + (2 + 4a + 4a^2)d1^279d2^269 + (0 + 2a + 1a^2)d1^280d2^269 + (4 + 3a + 3a^2)d1^281d2^269 + (3 + 3a + 1a^2)d1^282d2^269 + (4 + 3a + 4a^2)d1^283d2^269 + (3 + 4a + 1a^2)d1^284d2^269 + (3 + 4a + 2a^2)d1^285d2^269 + (3 + 0a + 4a^2)d1^286d2^269 + (1 + 4a + 4a^2)d1^287d2^269 + (2 + 0a + 2a^2)d1^288d2^269 + (3 + 0a + 0a^2)d1^289d2^269 + (1 + 4a + 0a^2)d1^290d2^269 + (3 + 4a + 0a^2)d1^291d2^269 + (2 + 1a + 4a^2)d1^292d2^269 + (3 + 3a + 4a^2)d1^293d2^269 + (0 + 3a + 0a^2)d2^270 + (2 + 3a + 3a^2)d1^1d2^270 + (1 + 1a + 2a^2)d1^2d2^270 + (0 + 2a + 0a^2)d1^3d2^270 + (2 + 1a + 2a^2)d1^4d2^270 + (3 + 4a + 1a^2)d1^5d2^270 + (2 + 4a + 4a^2)d1^6d2^270 + (1 + 3a + 3a^2)d1^7d2^270 + (0 + 3a + 2a^2)d1^8d2^270 + (2 + 2a + 0a^2)d1^9d2^270 + (4 + 2a + 0a^2)d1^10d2^270 + (0 + 0a + 4a^2)d1^11d2^270 + (3 + 3a + 0a^2)d1^12d2^270 + (1 + 2a + 2a^2)d1^13d2^270 + (1 + 2a + 3a^2)d1^14d2^270 + (4 + 4a + 0a^2)d1^15d2^270 + (2 + 0a + 3a^2)d1^16d2^270 + (0 + 4a + 3a^2)d1^17d2^270 + (2 + 4a + 4a^2)d1^18d2^270 + (0 + 3a + 1a^2)d1^19d2^270 + (2 + 3a + 3a^2)d1^20d2^270 + (3 + 4a + 0a^2)d1^21d2^270 + (2 + 3a + 1a^2)d1^22d2^270 + (2 + 0a + 0a^2)d1^23d2^270 + (0 + 4a + 2a^2)d1^24d2^270 + (1 + 4a + 4a^2)d1^25d2^270 + (0 + 0a + 4a^2)d1^26d2^270 + (0 + 4a + 4a^2)d1^27d2^270 + (4 + 0a + 4a^2)d1^28d2^270 + (4 + 2a + 1a^2)d1^29d2^270 + (0 + 2a + 2a^2)d1^30d2^270 + (3 + 0a + 4a^2)d1^31d2^270 + (2 + 3a + 0a^2)d1^32d2^270 + (0 + 0a + 2a^2)d1^33d2^270 + (4 + 3a + 3a^2)d1^34d2^270 + (1 + 0a + 1a^2)d1^35d2^270 + (3 + 4a + 2a^2)d1^36d2^270 + (3 + 2a + 1a^2)d1^37d2^270 + (4 + 3a + 0a^2)d1^38d2^270 + (2 + 4a + 0a^2)d1^39d2^270 + (0 + 2a + 0a^2)d1^40d2^270 + (0 + 3a + 0a^2)d1^41d2^270 + (1 + 3a + 2a^2)d1^42d2^270 + (4 + 4a + 4a^2)d1^43d2^270 + (3 + 1a + 4a^2)d1^44d2^270 + (1 + 2a + 0a^2)d1^45d2^270 + (3 + 0a + 4a^2)d1^46d2^270 + (4 + 0a + 0a^2)d1^47d2^270 + (2 + 3a + 4a^2)d1^48d2^270 + (1 + 2a + 1a^2)d1^49d2^270 + (1 + 1a + 0a^2)d1^50d2^270 + (3 + 2a + 2a^2)d1^51d2^270 + (1 + 0a + 0a^2)d1^52d2^270 + (4 + 1a + 4a^2)d1^53d2^270 + (1 + 2a + 3a^2)d1^55d2^270 + (1 + 3a + 0a^2)d1^56d2^270 + (4 + 4a + 4a^2)d1^57d2^270 + (4 + 3a + 2a^2)d1^58d2^270 + (2 + 1a + 1a^2)d1^59d2^270 + (2 + 1a + 1a^2)d1^60d2^270 + (0 + 1a + 0a^2)d1^61d2^270 + (3 + 0a + 4a^2)d1^62d2^270 + (1 + 0a + 1a^2)d1^63d2^270 + (1 + 4a + 3a^2)d1^64d2^270 + (0 + 2a + 0a^2)d1^65d2^270 + (3 + 2a + 2a^2)d1^66d2^270 + (3 + 0a + 0a^2)d1^67d2^270 + (2 + 3a + 0a^2)d1^68d2^270 + (2 + 3a + 3a^2)d1^69d2^270 + (3 + 3a + 0a^2)d1^70d2^270 + (4 + 1a + 0a^2)d1^71d2^270 + (0 + 2a + 1a^2)d1^72d2^270 + (1 + 2a + 4a^2)d1^73d2^270 + (3 + 4a + 0a^2)d1^74d2^270 + (1 + 2a + 2a^2)d1^75d2^270 + (0 + 4a + 1a^2)d1^76d2^270 + (0 + 4a + 2a^2)d1^77d2^270 + (1 + 1a + 1a^2)d1^78d2^270 + (1 + 1a + 0a^2)d1^79d2^270 + (0 + 3a + 4a^2)d1^80d2^270 + (1 + 0a + 3a^2)d1^81d2^270 + (1 + 2a + 1a^2)d1^82d2^270 + (4 + 0a + 4a^2)d1^83d2^270 + (0 + 2a + 1a^2)d1^84d2^270 + (3 + 1a + 3a^2)d1^85d2^270 + (2 + 1a + 3a^2)d1^86d2^270 + (2 + 0a + 4a^2)d1^87d2^270 + (3 + 1a + 1a^2)d1^88d2^270 + (0 + 4a + 3a^2)d1^89d2^270 + (0 + 4a + 4a^2)d1^90d2^270 + (0 + 1a + 1a^2)d1^91d2^270 + (4 + 3a + 0a^2)d1^92d2^270 + (1 + 3a + 2a^2)d1^93d2^270 + (1 + 4a + 1a^2)d1^94d2^270 + (1 + 0a + 4a^2)d1^95d2^270 + (2 + 1a + 0a^2)d1^96d2^270 + (0 + 4a + 0a^2)d1^97d2^270 + (3 + 4a + 1a^2)d1^98d2^270 + (0 + 2a + 0a^2)d1^99d2^270 + (0 + 1a + 1a^2)d1^100d2^270 + (3 + 4a + 2a^2)d1^101d2^270 + (0 + 1a + 2a^2)d1^102d2^270 + (3 + 0a + 1a^2)d1^103d2^270 + (3 + 2a + 1a^2)d1^104d2^270 + (1 + 4a + 3a^2)d1^105d2^270 + (1 + 2a + 0a^2)d1^106d2^270 + (0 + 4a + 4a^2)d1^107d2^270 + (2 + 3a + 1a^2)d1^108d2^270 + (3 + 4a + 1a^2)d1^109d2^270 + (3 + 0a + 0a^2)d1^110d2^270 + (2 + 0a + 1a^2)d1^111d2^270 + (2 + 2a + 2a^2)d1^112d2^270 + (3 + 2a + 1a^2)d1^113d2^270 + (0 + 0a + 3a^2)d1^114d2^270 + (0 + 4a + 0a^2)d1^115d2^270 + (0 + 3a + 0a^2)d1^116d2^270 + (0 + 3a + 1a^2)d1^117d2^270 + (2 + 0a + 0a^2)d1^118d2^270 + (0 + 3a + 4a^2)d1^119d2^270 + (1 + 3a + 1a^2)d1^120d2^270 + (4 + 0a + 0a^2)d1^121d2^270 + (3 + 2a + 0a^2)d1^122d2^270 + (1 + 0a + 1a^2)d1^123d2^270 + (2 + 2a + 2a^2)d1^124d2^270 + (2 + 3a + 2a^2)d1^125d2^270 + (1 + 0a + 4a^2)d1^126d2^270 + (2 + 1a + 1a^2)d1^127d2^270 + (3 + 2a + 1a^2)d1^128d2^270 + (0 + 2a + 4a^2)d1^129d2^270 + (0 + 2a + 1a^2)d1^130d2^270 + (3 + 4a + 0a^2)d1^131d2^270 + (4 + 0a + 1a^2)d1^132d2^270 + (1 + 0a + 0a^2)d1^133d2^270 + (4 + 3a + 4a^2)d1^134d2^270 + (1 + 2a + 3a^2)d1^135d2^270 + (1 + 3a + 0a^2)d1^136d2^270 + (0 + 3a + 4a^2)d1^137d2^270 + (4 + 2a + 0a^2)d1^138d2^270 + (2 + 4a + 4a^2)d1^139d2^270 + (4 + 3a + 4a^2)d1^140d2^270 + (2 + 4a + 3a^2)d1^141d2^270 + (0 + 1a + 4a^2)d1^142d2^270 + (1 + 2a + 4a^2)d1^143d2^270 + (0 + 1a + 2a^2)d1^144d2^270 + (1 + 0a + 3a^2)d1^145d2^270 + (2 + 1a + 2a^2)d1^146d2^270 + (2 + 0a + 3a^2)d1^147d2^270 + (1 + 4a + 2a^2)d1^148d2^270 + (0 + 4a + 4a^2)d1^149d2^270 + (0 + 1a + 3a^2)d1^150d2^270 + (2 + 4a + 0a^2)d1^151d2^270 + (0 + 4a + 3a^2)d1^152d2^270 + (4 + 0a + 2a^2)d1^153d2^270 + (0 + 3a + 3a^2)d1^154d2^270 + (0 + 4a + 1a^2)d1^155d2^270 + (1 + 1a + 0a^2)d1^156d2^270 + (4 + 4a + 0a^2)d1^157d2^270 + (4 + 0a + 4a^2)d1^158d2^270 + (1 + 0a + 3a^2)d1^159d2^270 + (1 + 3a + 2a^2)d1^160d2^270 + (2 + 4a + 1a^2)d1^161d2^270 + (0 + 2a + 3a^2)d1^162d2^270 + (3 + 4a + 1a^2)d1^163d2^270 + (1 + 0a + 2a^2)d1^164d2^270 + (2 + 1a + 2a^2)d1^165d2^270 + (0 + 1a + 4a^2)d1^166d2^270 + (3 + 4a + 1a^2)d1^167d2^270 + (3 + 0a + 2a^2)d1^168d2^270 + (3 + 4a + 3a^2)d1^169d2^270 + (0 + 4a + 3a^2)d1^170d2^270 + (1 + 4a + 4a^2)d1^172d2^270 + (4 + 2a + 1a^2)d1^173d2^270 + (2 + 2a + 0a^2)d1^174d2^270 + (2 + 4a + 2a^2)d1^175d2^270 + (3 + 4a + 0a^2)d1^176d2^270 + (4 + 0a + 1a^2)d1^177d2^270 + (4 + 3a + 2a^2)d1^178d2^270 + (4 + 2a + 4a^2)d1^179d2^270 + (0 + 0a + 2a^2)d1^180d2^270 + (4 + 4a + 3a^2)d1^181d2^270 + (3 + 0a + 1a^2)d1^182d2^270 + (0 + 4a + 1a^2)d1^183d2^270 + (2 + 1a + 3a^2)d1^184d2^270 + (2 + 1a + 0a^2)d1^185d2^270 + (2 + 4a + 3a^2)d1^186d2^270 + (4 + 2a + 0a^2)d1^187d2^270 + (2 + 4a + 0a^2)d1^188d2^270 + (1 + 3a + 4a^2)d1^189d2^270 + (3 + 4a + 2a^2)d1^190d2^270 + (4 + 1a + 1a^2)d1^191d2^270 + (3 + 3a + 0a^2)d1^192d2^270 + (1 + 2a + 4a^2)d1^193d2^270 + (2 + 2a + 1a^2)d1^194d2^270 + (3 + 1a + 3a^2)d1^195d2^270 + (2 + 4a + 2a^2)d1^196d2^270 + (4 + 0a + 3a^2)d1^197d2^270 + (2 + 4a + 1a^2)d1^198d2^270 + (0 + 2a + 1a^2)d1^200d2^270 + (3 + 3a + 4a^2)d1^201d2^270 + (3 + 0a + 2a^2)d1^202d2^270 + (4 + 2a + 1a^2)d1^203d2^270 + (0 + 3a + 1a^2)d1^204d2^270 + (1 + 0a + 2a^2)d1^205d2^270 + (3 + 4a + 0a^2)d1^206d2^270 + (4 + 3a + 4a^2)d1^207d2^270 + (1 + 2a + 2a^2)d1^208d2^270 + (2 + 1a + 2a^2)d1^209d2^270 + (3 + 3a + 4a^2)d1^210d2^270 + (0 + 1a + 0a^2)d1^211d2^270 + (3 + 0a + 4a^2)d1^212d2^270 + (1 + 1a + 2a^2)d1^213d2^270 + (2 + 4a + 1a^2)d1^214d2^270 + (4 + 3a + 1a^2)d1^215d2^270 + (0 + 3a + 0a^2)d1^216d2^270 + (1 + 0a + 2a^2)d1^217d2^270 + (1 + 1a + 4a^2)d1^218d2^270 + (2 + 0a + 1a^2)d1^219d2^270 + (3 + 3a + 1a^2)d1^220d2^270 + (1 + 3a + 0a^2)d1^221d2^270 + (2 + 0a + 2a^2)d1^222d2^270 + (2 + 2a + 1a^2)d1^223d2^270 + (2 + 3a + 3a^2)d1^224d2^270 + (0 + 1a + 4a^2)d1^225d2^270 + (0 + 1a + 2a^2)d1^226d2^270 + (0 + 0a + 2a^2)d1^227d2^270 + (2 + 3a + 0a^2)d1^228d2^270 + (0 + 2a + 0a^2)d1^229d2^270 + (1 + 2a + 1a^2)d1^230d2^270 + (0 + 3a + 0a^2)d1^231d2^270 + (3 + 3a + 3a^2)d1^232d2^270 + (0 + 4a + 0a^2)d1^233d2^270 + (2 + 4a + 4a^2)d1^234d2^270 + (0 + 2a + 0a^2)d1^235d2^270 + (1 + 4a + 4a^2)d1^236d2^270 + (0 + 2a + 4a^2)d1^237d2^270 + (3 + 2a + 0a^2)d1^238d2^270 + (3 + 3a + 1a^2)d1^239d2^270 + (3 + 1a + 0a^2)d1^240d2^270 + (4 + 4a + 3a^2)d1^241d2^270 + (4 + 2a + 1a^2)d1^242d2^270 + (3 + 4a + 1a^2)d1^243d2^270 + (4 + 3a + 3a^2)d1^244d2^270 + (4 + 3a + 1a^2)d1^245d2^270 + (1 + 0a + 4a^2)d1^246d2^270 + (4 + 1a + 0a^2)d1^247d2^270 + (3 + 0a + 4a^2)d1^248d2^270 + (4 + 1a + 1a^2)d1^249d2^270 + (0 + 2a + 0a^2)d1^250d2^270 + (3 + 0a + 1a^2)d1^251d2^270 + (1 + 0a + 0a^2)d1^252d2^270 + (0 + 3a + 2a^2)d1^253d2^270 + (0 + 1a + 1a^2)d1^254d2^270 + (4 + 2a + 4a^2)d1^255d2^270 + (1 + 2a + 3a^2)d1^256d2^270 + (2 + 0a + 3a^2)d1^257d2^270 + (4 + 4a + 0a^2)d1^258d2^270 + (3 + 3a + 0a^2)d1^259d2^270 + (1 + 4a + 4a^2)d1^260d2^270 + (1 + 2a + 4a^2)d1^261d2^270 + (1 + 4a + 1a^2)d1^262d2^270 + (3 + 4a + 4a^2)d1^263d2^270 + (2 + 0a + 3a^2)d1^264d2^270 + (1 + 0a + 0a^2)d1^265d2^270 + (3 + 2a + 1a^2)d1^266d2^270 + (2 + 1a + 1a^2)d1^267d2^270 + (3 + 3a + 0a^2)d1^268d2^270 + (2 + 0a + 1a^2)d1^269d2^270 + (3 + 2a + 3a^2)d1^270d2^270 + (3 + 1a + 3a^2)d1^271d2^270 + (4 + 2a + 0a^2)d1^272d2^270 + (0 + 3a + 1a^2)d1^273d2^270 + (0 + 2a + 2a^2)d1^274d2^270 + (4 + 0a + 2a^2)d1^275d2^270 + (0 + 2a + 2a^2)d1^276d2^270 + (2 + 0a + 2a^2)d1^277d2^270 + (2 + 3a + 1a^2)d1^278d2^270 + (0 + 0a + 4a^2)d1^279d2^270 + (1 + 0a + 2a^2)d1^280d2^270 + (3 + 1a + 3a^2)d1^281d2^270 + (0 + 2a + 3a^2)d1^282d2^270 + (4 + 1a + 0a^2)d1^283d2^270 + (1 + 2a + 0a^2)d1^284d2^270 + (3 + 4a + 3a^2)d1^285d2^270 + (2 + 2a + 4a^2)d1^286d2^270 + (4 + 4a + 1a^2)d1^287d2^270 + (2 + 0a + 0a^2)d1^288d2^270 + (3 + 3a + 4a^2)d1^289d2^270 + (0 + 2a + 2a^2)d1^290d2^270 + (4 + 2a + 4a^2)d1^291d2^270 + (3 + 2a + 3a^2)d1^292d2^270 + (1 + 4a + 2a^2)d1^293d2^270 + (4 + 2a + 1a^2)d2^271 + (1 + 2a + 0a^2)d1^1d2^271 + (4 + 1a + 3a^2)d1^2d2^271 + (1 + 0a + 3a^2)d1^4d2^271 + (3 + 2a + 4a^2)d1^5d2^271 + (3 + 0a + 2a^2)d1^6d2^271 + (4 + 3a + 3a^2)d1^7d2^271 + (4 + 1a + 3a^2)d1^8d2^271 + (2 + 3a + 3a^2)d1^9d2^271 + (0 + 2a + 0a^2)d1^10d2^271 + (1 + 3a + 4a^2)d1^11d2^271 + (0 + 4a + 3a^2)d1^12d2^271 + (1 + 3a + 3a^2)d1^13d2^271 + (1 + 4a + 0a^2)d1^14d2^271 + (1 + 0a + 0a^2)d1^15d2^271 + (3 + 0a + 4a^2)d1^16d2^271 + (2 + 2a + 0a^2)d1^17d2^271 + (1 + 3a + 4a^2)d1^18d2^271 + (0 + 0a + 1a^2)d1^19d2^271 + (0 + 4a + 3a^2)d1^20d2^271 + (1 + 3a + 4a^2)d1^21d2^271 + (1 + 4a + 2a^2)d1^22d2^271 + (1 + 2a + 2a^2)d1^23d2^271 + (3 + 1a + 3a^2)d1^24d2^271 + (0 + 1a + 0a^2)d1^25d2^271 + (2 + 0a + 3a^2)d1^26d2^271 + (2 + 3a + 0a^2)d1^27d2^271 + (2 + 3a + 0a^2)d1^29d2^271 + (1 + 4a + 0a^2)d1^30d2^271 + (2 + 2a + 0a^2)d1^31d2^271 + (3 + 0a + 0a^2)d1^32d2^271 + (1 + 4a + 2a^2)d1^33d2^271 + (3 + 1a + 1a^2)d1^34d2^271 + (2 + 1a + 3a^2)d1^35d2^271 + (1 + 3a + 1a^2)d1^36d2^271 + (4 + 0a + 4a^2)d1^37d2^271 + (0 + 4a + 3a^2)d1^38d2^271 + (1 + 2a + 4a^2)d1^39d2^271 + (2 + 1a + 0a^2)d1^40d2^271 + (1 + 3a + 2a^2)d1^41d2^271 + (0 + 3a + 3a^2)d1^42d2^271 + (1 + 4a + 3a^2)d1^43d2^271 + (2 + 1a + 1a^2)d1^44d2^271 + (0 + 3a + 1a^2)d1^45d2^271 + (2 + 1a + 3a^2)d1^46d2^271 + (3 + 0a + 0a^2)d1^47d2^271 + (0 + 0a + 1a^2)d1^48d2^271 + (0 + 4a + 1a^2)d1^49d2^271 + (2 + 3a + 1a^2)d1^50d2^271 + (0 + 1a + 3a^2)d1^51d2^271 + (2 + 3a + 4a^2)d1^52d2^271 + (0 + 2a + 0a^2)d1^53d2^271 + (0 + 1a + 0a^2)d1^54d2^271 + (2 + 2a + 4a^2)d1^55d2^271 + (1 + 3a + 1a^2)d1^56d2^271 + (4 + 2a + 1a^2)d1^57d2^271 + (3 + 1a + 1a^2)d1^58d2^271 + (0 + 4a + 1a^2)d1^59d2^271 + (2 + 3a + 2a^2)d1^60d2^271 + (2 + 1a + 2a^2)d1^61d2^271 + (3 + 2a + 4a^2)d1^62d2^271 + (3 + 3a + 1a^2)d1^63d2^271 + (4 + 1a + 2a^2)d1^64d2^271 + (0 + 0a + 1a^2)d1^65d2^271 + (4 + 2a + 0a^2)d1^66d2^271 + (4 + 2a + 2a^2)d1^67d2^271 + (1 + 0a + 4a^2)d1^68d2^271 + (3 + 2a + 3a^2)d1^69d2^271 + (0 + 2a + 4a^2)d1^70d2^271 + (4 + 0a + 3a^2)d1^71d2^271 + (1 + 4a + 1a^2)d1^72d2^271 + (4 + 3a + 4a^2)d1^73d2^271 + (4 + 3a + 1a^2)d1^74d2^271 + (4 + 2a + 2a^2)d1^75d2^271 + (1 + 4a + 1a^2)d1^76d2^271 + (2 + 2a + 1a^2)d1^77d2^271 + (3 + 4a + 0a^2)d1^78d2^271 + (1 + 3a + 2a^2)d1^79d2^271 + (2 + 3a + 3a^2)d1^80d2^271 + (4 + 0a + 1a^2)d1^81d2^271 + (2 + 3a + 1a^2)d1^82d2^271 + (2 + 4a + 3a^2)d1^83d2^271 + (2 + 2a + 2a^2)d1^84d2^271 + (4 + 0a + 0a^2)d1^85d2^271 + (1 + 1a + 4a^2)d1^86d2^271 + (2 + 0a + 1a^2)d1^87d2^271 + (3 + 4a + 1a^2)d1^88d2^271 + (3 + 0a + 2a^2)d1^89d2^271 + (4 + 3a + 0a^2)d1^90d2^271 + (1 + 4a + 4a^2)d1^91d2^271 + (4 + 3a + 4a^2)d1^92d2^271 + (1 + 1a + 2a^2)d1^93d2^271 + (0 + 3a + 3a^2)d1^94d2^271 + (3 + 2a + 3a^2)d1^95d2^271 + (0 + 2a + 4a^2)d1^96d2^271 + (3 + 2a + 2a^2)d1^97d2^271 + (4 + 1a + 1a^2)d1^98d2^271 + (4 + 3a + 3a^2)d1^99d2^271 + (4 + 2a + 4a^2)d1^100d2^271 + (4 + 3a + 3a^2)d1^101d2^271 + (2 + 2a + 3a^2)d1^102d2^271 + (1 + 4a + 2a^2)d1^103d2^271 + (0 + 2a + 0a^2)d1^104d2^271 + (3 + 1a + 2a^2)d1^105d2^271 + (0 + 4a + 3a^2)d1^106d2^271 + (3 + 0a + 1a^2)d1^107d2^271 + (3 + 2a + 3a^2)d1^108d2^271 + (2 + 4a + 1a^2)d1^109d2^271 + (2 + 0a + 0a^2)d1^110d2^271 + (3 + 2a + 0a^2)d1^111d2^271 + (4 + 4a + 2a^2)d1^112d2^271 + (2 + 1a + 1a^2)d1^113d2^271 + (1 + 0a + 3a^2)d1^114d2^271 + (1 + 2a + 3a^2)d1^115d2^271 + (2 + 2a + 0a^2)d1^116d2^271 + (0 + 1a + 0a^2)d1^117d2^271 + (1 + 1a + 4a^2)d1^118d2^271 + (4 + 2a + 1a^2)d1^119d2^271 + (1 + 0a + 1a^2)d1^120d2^271 + (1 + 1a + 1a^2)d1^121d2^271 + (0 + 2a + 0a^2)d1^122d2^271 + (2 + 4a + 2a^2)d1^123d2^271 + (4 + 3a + 3a^2)d1^124d2^271 + (0 + 2a + 3a^2)d1^125d2^271 + (2 + 4a + 2a^2)d1^126d2^271 + (0 + 3a + 2a^2)d1^127d2^271 + (0 + 3a + 3a^2)d1^128d2^271 + (4 + 1a + 4a^2)d1^129d2^271 + (1 + 1a + 2a^2)d1^130d2^271 + (0 + 2a + 3a^2)d1^131d2^271 + (1 + 0a + 2a^2)d1^132d2^271 + (4 + 3a + 0a^2)d1^133d2^271 + (1 + 3a + 1a^2)d1^134d2^271 + (3 + 2a + 1a^2)d1^135d2^271 + (4 + 3a + 4a^2)d1^136d2^271 + (2 + 0a + 0a^2)d1^137d2^271 + (1 + 4a + 1a^2)d1^138d2^271 + (3 + 0a + 3a^2)d1^139d2^271 + (3 + 4a + 3a^2)d1^140d2^271 + (4 + 3a + 1a^2)d1^141d2^271 + (2 + 2a + 1a^2)d1^142d2^271 + (1 + 3a + 2a^2)d1^143d2^271 + (4 + 0a + 4a^2)d1^144d2^271 + (1 + 2a + 0a^2)d1^145d2^271 + (2 + 2a + 3a^2)d1^146d2^271 + (2 + 1a + 3a^2)d1^147d2^271 + (1 + 2a + 3a^2)d1^148d2^271 + (4 + 0a + 2a^2)d1^149d2^271 + (4 + 2a + 3a^2)d1^150d2^271 + (1 + 3a + 0a^2)d1^151d2^271 + (2 + 1a + 0a^2)d1^152d2^271 + (3 + 2a + 0a^2)d1^153d2^271 + (1 + 0a + 2a^2)d1^154d2^271 + (0 + 1a + 4a^2)d1^155d2^271 + (2 + 1a + 4a^2)d1^156d2^271 + (3 + 4a + 1a^2)d1^157d2^271 + (1 + 0a + 4a^2)d1^158d2^271 + (0 + 3a + 0a^2)d1^159d2^271 + (0 + 0a + 1a^2)d1^160d2^271 + (3 + 4a + 0a^2)d1^161d2^271 + (2 + 0a + 2a^2)d1^162d2^271 + (4 + 4a + 1a^2)d1^163d2^271 + (3 + 3a + 0a^2)d1^164d2^271 + (1 + 0a + 2a^2)d1^165d2^271 + (1 + 0a + 2a^2)d1^166d2^271 + (3 + 4a + 2a^2)d1^167d2^271 + (3 + 0a + 4a^2)d1^168d2^271 + (2 + 1a + 1a^2)d1^169d2^271 + (1 + 0a + 3a^2)d1^170d2^271 + (0 + 4a + 2a^2)d1^171d2^271 + (2 + 0a + 4a^2)d1^172d2^271 + (4 + 3a + 0a^2)d1^173d2^271 + (0 + 2a + 3a^2)d1^174d2^271 + (1 + 0a + 4a^2)d1^175d2^271 + (4 + 2a + 1a^2)d1^176d2^271 + (0 + 1a + 1a^2)d1^177d2^271 + (2 + 1a + 3a^2)d1^178d2^271 + (3 + 4a + 1a^2)d1^179d2^271 + (0 + 3a + 3a^2)d1^180d2^271 + (3 + 0a + 2a^2)d1^181d2^271 + (3 + 4a + 1a^2)d1^182d2^271 + (3 + 1a + 4a^2)d1^183d2^271 + (2 + 0a + 0a^2)d1^184d2^271 + (1 + 1a + 3a^2)d1^185d2^271 + (0 + 2a + 1a^2)d1^186d2^271 + (4 + 0a + 4a^2)d1^187d2^271 + (2 + 4a + 2a^2)d1^188d2^271 + (4 + 2a + 3a^2)d1^189d2^271 + (3 + 1a + 4a^2)d1^190d2^271 + (4 + 3a + 4a^2)d1^191d2^271 + (2 + 3a + 2a^2)d1^192d2^271 + (4 + 3a + 3a^2)d1^193d2^271 + (3 + 3a + 3a^2)d1^194d2^271 + (4 + 3a + 0a^2)d1^195d2^271 + (1 + 2a + 2a^2)d1^196d2^271 + (4 + 0a + 3a^2)d1^197d2^271 + (3 + 3a + 0a^2)d1^198d2^271 + (2 + 0a + 4a^2)d1^199d2^271 + (4 + 1a + 2a^2)d1^200d2^271 + (1 + 0a + 3a^2)d1^201d2^271 + (1 + 2a + 2a^2)d1^202d2^271 + (2 + 3a + 2a^2)d1^203d2^271 + (3 + 2a + 1a^2)d1^204d2^271 + (3 + 1a + 4a^2)d1^205d2^271 + (1 + 0a + 3a^2)d1^206d2^271 + (3 + 4a + 1a^2)d1^207d2^271 + (1 + 2a + 0a^2)d1^208d2^271 + (0 + 3a + 4a^2)d1^209d2^271 + (1 + 3a + 2a^2)d1^210d2^271 + (2 + 4a + 4a^2)d1^211d2^271 + (2 + 1a + 4a^2)d1^212d2^271 + (2 + 3a + 3a^2)d1^213d2^271 + (1 + 0a + 0a^2)d1^214d2^271 + (0 + 0a + 4a^2)d1^215d2^271 + (2 + 3a + 4a^2)d1^216d2^271 + (2 + 3a + 2a^2)d1^217d2^271 + (3 + 2a + 3a^2)d1^218d2^271 + (1 + 1a + 1a^2)d1^219d2^271 + (4 + 3a + 0a^2)d1^220d2^271 + (0 + 3a + 3a^2)d1^221d2^271 + (4 + 1a + 0a^2)d1^222d2^271 + (0 + 1a + 3a^2)d1^223d2^271 + (1 + 4a + 1a^2)d1^224d2^271 + (1 + 1a + 2a^2)d1^225d2^271 + (0 + 0a + 3a^2)d1^226d2^271 + (3 + 0a + 1a^2)d1^227d2^271 + (2 + 4a + 0a^2)d1^228d2^271 + (1 + 4a + 4a^2)d1^229d2^271 + (1 + 4a + 0a^2)d1^230d2^271 + (4 + 2a + 1a^2)d1^231d2^271 + (4 + 3a + 4a^2)d1^232d2^271 + (0 + 4a + 4a^2)d1^233d2^271 + (1 + 1a + 4a^2)d1^234d2^271 + (1 + 0a + 0a^2)d1^235d2^271 + (2 + 4a + 2a^2)d1^236d2^271 + (1 + 4a + 2a^2)d1^237d2^271 + (0 + 2a + 0a^2)d1^238d2^271 + (2 + 3a + 4a^2)d1^239d2^271 + (0 + 2a + 0a^2)d1^240d2^271 + (3 + 4a + 4a^2)d1^241d2^271 + (0 + 1a + 4a^2)d1^242d2^271 + (0 + 4a + 0a^2)d1^243d2^271 + (2 + 3a + 1a^2)d1^244d2^271 + (1 + 0a + 3a^2)d1^245d2^271 + (4 + 4a + 1a^2)d1^246d2^271 + (1 + 4a + 1a^2)d1^247d2^271 + (3 + 4a + 1a^2)d1^248d2^271 + (0 + 4a + 3a^2)d1^249d2^271 + (0 + 0a + 4a^2)d1^250d2^271 + (3 + 1a + 1a^2)d1^251d2^271 + (1 + 4a + 2a^2)d1^252d2^271 + (1 + 1a + 0a^2)d1^253d2^271 + (4 + 2a + 2a^2)d1^254d2^271 + (2 + 0a + 2a^2)d1^255d2^271 + (3 + 1a + 0a^2)d1^256d2^271 + (0 + 1a + 1a^2)d1^257d2^271 + (2 + 3a + 0a^2)d1^258d2^271 + (0 + 3a + 4a^2)d1^259d2^271 + (3 + 3a + 0a^2)d1^260d2^271 + (1 + 1a + 2a^2)d1^261d2^271 + (3 + 0a + 3a^2)d1^262d2^271 + (4 + 4a + 4a^2)d1^263d2^271 + (0 + 3a + 4a^2)d1^264d2^271 + (1 + 3a + 3a^2)d1^265d2^271 + (0 + 0a + 2a^2)d1^266d2^271 + (4 + 4a + 2a^2)d1^267d2^271 + (1 + 2a + 2a^2)d1^268d2^271 + (2 + 0a + 1a^2)d1^269d2^271 + (2 + 4a + 4a^2)d1^270d2^271 + (2 + 3a + 1a^2)d1^271d2^271 + (0 + 3a + 4a^2)d1^272d2^271 + (3 + 2a + 0a^2)d1^273d2^271 + (2 + 1a + 4a^2)d1^274d2^271 + (1 + 4a + 4a^2)d1^275d2^271 + (4 + 1a + 1a^2)d1^276d2^271 + (3 + 0a + 3a^2)d1^277d2^271 + (4 + 3a + 3a^2)d1^278d2^271 + (1 + 2a + 4a^2)d1^279d2^271 + (1 + 2a + 1a^2)d1^280d2^271 + (0 + 4a + 3a^2)d1^281d2^271 + (4 + 4a + 3a^2)d1^282d2^271 + (4 + 2a + 3a^2)d1^283d2^271 + (3 + 2a + 1a^2)d1^284d2^271 + (0 + 4a + 2a^2)d1^285d2^271 + (2 + 3a + 2a^2)d1^286d2^271 + (3 + 1a + 2a^2)d1^287d2^271 + (0 + 0a + 2a^2)d1^288d2^271 + (4 + 4a + 3a^2)d1^289d2^271 + (2 + 3a + 0a^2)d1^290d2^271 + (1 + 2a + 3a^2)d1^291d2^271 + (4 + 2a + 0a^2)d1^292d2^271 + (3 + 2a + 0a^2)d1^293d2^271 + (3 + 4a + 4a^2)d2^272 + (3 + 3a + 1a^2)d1^1d2^272 + (0 + 3a + 4a^2)d1^2d2^272 + (4 + 2a + 0a^2)d1^3d2^272 + (2 + 3a + 1a^2)d1^4d2^272 + (0 + 4a + 3a^2)d1^5d2^272 + (0 + 2a + 2a^2)d1^6d2^272 + (4 + 1a + 3a^2)d1^7d2^272 + (4 + 3a + 1a^2)d1^8d2^272 + (3 + 0a + 0a^2)d1^9d2^272 + (3 + 1a + 0a^2)d1^10d2^272 + (1 + 3a + 0a^2)d1^11d2^272 + (2 + 4a + 0a^2)d1^12d2^272 + (1 + 1a + 0a^2)d1^13d2^272 + (0 + 2a + 0a^2)d1^14d2^272 + (1 + 0a + 0a^2)d1^15d2^272 + (3 + 3a + 3a^2)d1^16d2^272 + (0 + 4a + 1a^2)d1^17d2^272 + (0 + 4a + 3a^2)d1^18d2^272 + (3 + 3a + 3a^2)d1^19d2^272 + (2 + 1a + 3a^2)d1^20d2^272 + (1 + 3a + 1a^2)d1^21d2^272 + (1 + 0a + 2a^2)d1^22d2^272 + (4 + 4a + 3a^2)d1^23d2^272 + (0 + 4a + 4a^2)d1^24d2^272 + (1 + 2a + 2a^2)d1^25d2^272 + (0 + 4a + 2a^2)d1^26d2^272 + (4 + 0a + 3a^2)d1^27d2^272 + (1 + 0a + 0a^2)d1^28d2^272 + (2 + 2a + 0a^2)d1^29d2^272 + (2 + 1a + 0a^2)d1^30d2^272 + (3 + 4a + 3a^2)d1^31d2^272 + (2 + 0a + 4a^2)d1^32d2^272 + (0 + 2a + 4a^2)d1^33d2^272 + (0 + 3a + 3a^2)d1^34d2^272 + (3 + 0a + 4a^2)d1^35d2^272 + (1 + 0a + 1a^2)d1^36d2^272 + (3 + 2a + 1a^2)d1^37d2^272 + (2 + 1a + 1a^2)d1^38d2^272 + (0 + 1a + 1a^2)d1^39d2^272 + (3 + 2a + 4a^2)d1^40d2^272 + (0 + 1a + 0a^2)d1^41d2^272 + (4 + 1a + 4a^2)d1^42d2^272 + (0 + 4a + 1a^2)d1^43d2^272 + (4 + 3a + 3a^2)d1^44d2^272 + (3 + 2a + 4a^2)d1^45d2^272 + (0 + 4a + 2a^2)d1^46d2^272 + (1 + 2a + 0a^2)d1^47d2^272 + (1 + 4a + 2a^2)d1^48d2^272 + (0 + 4a + 4a^2)d1^49d2^272 + (4 + 0a + 3a^2)d1^50d2^272 + (3 + 4a + 0a^2)d1^51d2^272 + (3 + 4a + 1a^2)d1^52d2^272 + (1 + 0a + 0a^2)d1^53d2^272 + (3 + 1a + 4a^2)d1^54d2^272 + (0 + 4a + 3a^2)d1^55d2^272 + (4 + 3a + 2a^2)d1^56d2^272 + (3 + 2a + 2a^2)d1^57d2^272 + (1 + 3a + 1a^2)d1^58d2^272 + (4 + 4a + 1a^2)d1^59d2^272 + (3 + 0a + 0a^2)d1^60d2^272 + (0 + 4a + 4a^2)d1^61d2^272 + (2 + 4a + 4a^2)d1^62d2^272 + (4 + 1a + 3a^2)d1^63d2^272 + (0 + 3a + 3a^2)d1^64d2^272 + (4 + 4a + 0a^2)d1^65d2^272 + (4 + 4a + 0a^2)d1^66d2^272 + (4 + 3a + 0a^2)d1^67d2^272 + (2 + 4a + 1a^2)d1^68d2^272 + (3 + 2a + 2a^2)d1^69d2^272 + (3 + 1a + 4a^2)d1^70d2^272 + (4 + 1a + 0a^2)d1^71d2^272 + (4 + 3a + 2a^2)d1^72d2^272 + (4 + 3a + 4a^2)d1^73d2^272 + (0 + 0a + 3a^2)d1^74d2^272 + (2 + 1a + 2a^2)d1^75d2^272 + (2 + 2a + 2a^2)d1^76d2^272 + (1 + 1a + 1a^2)d1^77d2^272 + (4 + 3a + 2a^2)d1^78d2^272 + (1 + 1a + 0a^2)d1^79d2^272 + (0 + 4a + 2a^2)d1^80d2^272 + (0 + 3a + 1a^2)d1^81d2^272 + (4 + 2a + 4a^2)d1^82d2^272 + (1 + 1a + 1a^2)d1^83d2^272 + (2 + 3a + 1a^2)d1^84d2^272 + (0 + 2a + 3a^2)d1^85d2^272 + (0 + 1a + 0a^2)d1^86d2^272 + (4 + 1a + 3a^2)d1^87d2^272 + (3 + 1a + 4a^2)d1^88d2^272 + (4 + 0a + 3a^2)d1^89d2^272 + (0 + 2a + 0a^2)d1^90d2^272 + (2 + 1a + 0a^2)d1^91d2^272 + (2 + 4a + 1a^2)d1^92d2^272 + (3 + 3a + 1a^2)d1^93d2^272 + (4 + 2a + 2a^2)d1^94d2^272 + (1 + 4a + 1a^2)d1^95d2^272 + (2 + 0a + 3a^2)d1^96d2^272 + (1 + 3a + 4a^2)d1^97d2^272 + (1 + 4a + 2a^2)d1^98d2^272 + (4 + 4a + 4a^2)d1^99d2^272 + (0 + 2a + 1a^2)d1^101d2^272 + (1 + 4a + 2a^2)d1^102d2^272 + (2 + 2a + 4a^2)d1^103d2^272 + (2 + 0a + 3a^2)d1^104d2^272 + (1 + 2a + 3a^2)d1^105d2^272 + (1 + 4a + 4a^2)d1^106d2^272 + (2 + 2a + 1a^2)d1^107d2^272 + (0 + 2a + 3a^2)d1^108d2^272 + (1 + 3a + 0a^2)d1^109d2^272 + (2 + 0a + 3a^2)d1^110d2^272 + (0 + 4a + 1a^2)d1^111d2^272 + (3 + 2a + 3a^2)d1^112d2^272 + (4 + 3a + 2a^2)d1^113d2^272 + (4 + 3a + 0a^2)d1^114d2^272 + (4 + 0a + 4a^2)d1^115d2^272 + (4 + 2a + 2a^2)d1^116d2^272 + (3 + 3a + 1a^2)d1^117d2^272 + (2 + 2a + 3a^2)d1^118d2^272 + (2 + 1a + 1a^2)d1^119d2^272 + (4 + 4a + 3a^2)d1^120d2^272 + (3 + 4a + 4a^2)d1^121d2^272 + (4 + 4a + 1a^2)d1^122d2^272 + (0 + 2a + 0a^2)d1^123d2^272 + (2 + 2a + 4a^2)d1^124d2^272 + (3 + 2a + 0a^2)d1^125d2^272 + (4 + 4a + 3a^2)d1^126d2^272 + (1 + 2a + 2a^2)d1^127d2^272 + (4 + 2a + 3a^2)d1^128d2^272 + (4 + 3a + 2a^2)d1^129d2^272 + (1 + 2a + 2a^2)d1^130d2^272 + (3 + 3a + 4a^2)d1^131d2^272 + (3 + 0a + 3a^2)d1^132d2^272 + (4 + 2a + 1a^2)d1^133d2^272 + (1 + 0a + 4a^2)d1^134d2^272 + (0 + 0a + 3a^2)d1^135d2^272 + (3 + 1a + 1a^2)d1^136d2^272 + (4 + 0a + 4a^2)d1^137d2^272 + (2 + 3a + 1a^2)d1^138d2^272 + (1 + 3a + 2a^2)d1^139d2^272 + (0 + 4a + 3a^2)d1^140d2^272 + (0 + 4a + 4a^2)d1^141d2^272 + (3 + 0a + 2a^2)d1^142d2^272 + (4 + 3a + 1a^2)d1^143d2^272 + (3 + 1a + 1a^2)d1^144d2^272 + (0 + 4a + 1a^2)d1^145d2^272 + (1 + 1a + 4a^2)d1^146d2^272 + (4 + 3a + 2a^2)d1^147d2^272 + (1 + 1a + 0a^2)d1^148d2^272 + (3 + 2a + 2a^2)d1^149d2^272 + (3 + 0a + 4a^2)d1^150d2^272 + (3 + 2a + 4a^2)d1^151d2^272 + (0 + 4a + 2a^2)d1^152d2^272 + (2 + 2a + 1a^2)d1^153d2^272 + (4 + 0a + 1a^2)d1^154d2^272 + (4 + 4a + 0a^2)d1^155d2^272 + (1 + 4a + 1a^2)d1^156d2^272 + (0 + 0a + 1a^2)d1^157d2^272 + (3 + 4a + 3a^2)d1^158d2^272 + (4 + 3a + 0a^2)d1^159d2^272 + (4 + 1a + 2a^2)d1^160d2^272 + (0 + 4a + 1a^2)d1^161d2^272 + (2 + 2a + 0a^2)d1^162d2^272 + (1 + 4a + 4a^2)d1^163d2^272 + (3 + 4a + 3a^2)d1^164d2^272 + (3 + 2a + 2a^2)d1^165d2^272 + (1 + 0a + 3a^2)d1^166d2^272 + (3 + 2a + 2a^2)d1^167d2^272 + (2 + 3a + 3a^2)d1^168d2^272 + (4 + 3a + 1a^2)d1^169d2^272 + (4 + 1a + 4a^2)d1^170d2^272 + (0 + 0a + 1a^2)d1^171d2^272 + (2 + 0a + 1a^2)d1^172d2^272 + (4 + 3a + 2a^2)d1^173d2^272 + (2 + 1a + 3a^2)d1^174d2^272 + (3 + 3a + 1a^2)d1^175d2^272 + (3 + 3a + 4a^2)d1^176d2^272 + (2 + 4a + 0a^2)d1^177d2^272 + (4 + 2a + 2a^2)d1^178d2^272 + (2 + 1a + 0a^2)d1^179d2^272 + (1 + 2a + 4a^2)d1^180d2^272 + (2 + 4a + 3a^2)d1^181d2^272 + (2 + 0a + 3a^2)d1^182d2^272 + (2 + 4a + 3a^2)d1^183d2^272 + (3 + 2a + 0a^2)d1^184d2^272 + (2 + 0a + 4a^2)d1^185d2^272 + (4 + 2a + 1a^2)d1^186d2^272 + (4 + 0a + 0a^2)d1^187d2^272 + (2 + 1a + 2a^2)d1^188d2^272 + (2 + 1a + 1a^2)d1^189d2^272 + (2 + 1a + 2a^2)d1^190d2^272 + (2 + 3a + 4a^2)d1^191d2^272 + (3 + 0a + 0a^2)d1^192d2^272 + (3 + 2a + 1a^2)d1^193d2^272 + (0 + 0a + 4a^2)d1^194d2^272 + (3 + 1a + 2a^2)d1^195d2^272 + (2 + 1a + 3a^2)d1^196d2^272 + (4 + 4a + 1a^2)d1^197d2^272 + (1 + 2a + 0a^2)d1^198d2^272 + (1 + 4a + 3a^2)d1^199d2^272 + (0 + 1a + 1a^2)d1^200d2^272 + (4 + 0a + 4a^2)d1^201d2^272 + (1 + 4a + 0a^2)d1^202d2^272 + (1 + 0a + 2a^2)d1^203d2^272 + (4 + 2a + 0a^2)d1^204d2^272 + (0 + 1a + 3a^2)d1^205d2^272 + (1 + 4a + 1a^2)d1^206d2^272 + (4 + 0a + 3a^2)d1^207d2^272 + (2 + 1a + 1a^2)d1^208d2^272 + (4 + 3a + 4a^2)d1^209d2^272 + (1 + 1a + 3a^2)d1^210d2^272 + (2 + 1a + 4a^2)d1^211d2^272 + (4 + 4a + 1a^2)d1^212d2^272 + (0 + 2a + 4a^2)d1^213d2^272 + (2 + 4a + 3a^2)d1^214d2^272 + (2 + 2a + 3a^2)d1^215d2^272 + (3 + 1a + 2a^2)d1^216d2^272 + (1 + 0a + 2a^2)d1^217d2^272 + (2 + 2a + 3a^2)d1^218d2^272 + (1 + 4a + 1a^2)d1^219d2^272 + (4 + 3a + 1a^2)d1^220d2^272 + (4 + 0a + 0a^2)d1^221d2^272 + (2 + 3a + 4a^2)d1^222d2^272 + (1 + 1a + 1a^2)d1^223d2^272 + (0 + 2a + 3a^2)d1^224d2^272 + (2 + 3a + 4a^2)d1^225d2^272 + (1 + 3a + 4a^2)d1^226d2^272 + (4 + 4a + 1a^2)d1^227d2^272 + (2 + 2a + 2a^2)d1^228d2^272 + (1 + 0a + 0a^2)d1^229d2^272 + (1 + 0a + 4a^2)d1^230d2^272 + (2 + 3a + 2a^2)d1^231d2^272 + (1 + 0a + 2a^2)d1^232d2^272 + (1 + 2a + 1a^2)d1^233d2^272 + (4 + 1a + 3a^2)d1^234d2^272 + (2 + 2a + 4a^2)d1^235d2^272 + (3 + 3a + 0a^2)d1^236d2^272 + (1 + 0a + 4a^2)d1^237d2^272 + (3 + 4a + 1a^2)d1^238d2^272 + (4 + 0a + 4a^2)d1^239d2^272 + (4 + 0a + 4a^2)d1^240d2^272 + (1 + 1a + 0a^2)d1^241d2^272 + (4 + 0a + 0a^2)d1^242d2^272 + (0 + 1a + 0a^2)d1^243d2^272 + (3 + 0a + 4a^2)d1^244d2^272 + (2 + 2a + 2a^2)d1^245d2^272 + (3 + 1a + 4a^2)d1^246d2^272 + (4 + 2a + 1a^2)d1^247d2^272 + (4 + 0a + 4a^2)d1^248d2^272 + (3 + 2a + 3a^2)d1^249d2^272 + (0 + 1a + 2a^2)d1^250d2^272 + (2 + 0a + 2a^2)d1^251d2^272 + (2 + 2a + 0a^2)d1^252d2^272 + (0 + 2a + 4a^2)d1^253d2^272 + (3 + 4a + 0a^2)d1^254d2^272 + (2 + 1a + 2a^2)d1^255d2^272 + (2 + 4a + 4a^2)d1^256d2^272 + (3 + 2a + 1a^2)d1^257d2^272 + (1 + 3a + 4a^2)d1^258d2^272 + (4 + 1a + 3a^2)d1^259d2^272 + (1 + 0a + 0a^2)d1^260d2^272 + (4 + 4a + 0a^2)d1^261d2^272 + (0 + 3a + 3a^2)d1^262d2^272 + (0 + 3a + 1a^2)d1^263d2^272 + (3 + 1a + 3a^2)d1^264d2^272 + (3 + 3a + 0a^2)d1^265d2^272 + (2 + 0a + 2a^2)d1^266d2^272 + (0 + 3a + 3a^2)d1^267d2^272 + (2 + 0a + 1a^2)d1^268d2^272 + (1 + 3a + 0a^2)d1^269d2^272 + (2 + 1a + 0a^2)d1^270d2^272 + (2 + 4a + 1a^2)d1^271d2^272 + (4 + 1a + 3a^2)d1^272d2^272 + (0 + 2a + 0a^2)d1^273d2^272 + (4 + 3a + 0a^2)d1^274d2^272 + (4 + 4a + 1a^2)d1^275d2^272 + (4 + 3a + 4a^2)d1^276d2^272 + (1 + 3a + 2a^2)d1^277d2^272 + (3 + 0a + 2a^2)d1^278d2^272 + (4 + 0a + 4a^2)d1^279d2^272 + (0 + 1a + 0a^2)d1^280d2^272 + (3 + 0a + 0a^2)d1^281d2^272 + (0 + 0a + 4a^2)d1^282d2^272 + (2 + 0a + 4a^2)d1^283d2^272 + (3 + 2a + 2a^2)d1^284d2^272 + (3 + 3a + 3a^2)d1^285d2^272 + (2 + 3a + 4a^2)d1^286d2^272 + (1 + 3a + 0a^2)d1^287d2^272 + (3 + 0a + 0a^2)d1^288d2^272 + (2 + 0a + 2a^2)d1^289d2^272 + (4 + 0a + 1a^2)d1^290d2^272 + (2 + 3a + 2a^2)d1^291d2^272 + (0 + 1a + 3a^2)d1^292d2^272 + (1 + 2a + 1a^2)d1^293d2^272 + (2 + 0a + 2a^2)d2^273 + (2 + 1a + 4a^2)d1^1d2^273 + (4 + 2a + 2a^2)d1^2d2^273 + (1 + 4a + 2a^2)d1^3d2^273 + (0 + 2a + 2a^2)d1^4d2^273 + (4 + 4a + 0a^2)d1^5d2^273 + (1 + 3a + 2a^2)d1^6d2^273 + (4 + 4a + 2a^2)d1^7d2^273 + (2 + 0a + 0a^2)d1^8d2^273 + (1 + 4a + 3a^2)d1^9d2^273 + (0 + 2a + 3a^2)d1^10d2^273 + (4 + 3a + 4a^2)d1^11d2^273 + (4 + 2a + 2a^2)d1^12d2^273 + (4 + 0a + 2a^2)d1^13d2^273 + (3 + 1a + 1a^2)d1^14d2^273 + (0 + 4a + 0a^2)d1^15d2^273 + (2 + 3a + 1a^2)d1^16d2^273 + (1 + 2a + 3a^2)d1^17d2^273 + (4 + 1a + 1a^2)d1^18d2^273 + (3 + 2a + 3a^2)d1^19d2^273 + (3 + 4a + 1a^2)d1^20d2^273 + (2 + 0a + 4a^2)d1^21d2^273 + (4 + 4a + 1a^2)d1^22d2^273 + (1 + 3a + 4a^2)d1^23d2^273 + (1 + 4a + 0a^2)d1^24d2^273 + (0 + 2a + 0a^2)d1^25d2^273 + (3 + 4a + 0a^2)d1^26d2^273 + (4 + 0a + 4a^2)d1^27d2^273 + (2 + 2a + 3a^2)d1^28d2^273 + (1 + 1a + 1a^2)d1^29d2^273 + (4 + 2a + 1a^2)d1^30d2^273 + (1 + 3a + 1a^2)d1^31d2^273 + (2 + 3a + 1a^2)d1^32d2^273 + (1 + 2a + 4a^2)d1^33d2^273 + (2 + 3a + 1a^2)d1^34d2^273 + (2 + 4a + 3a^2)d1^35d2^273 + (4 + 1a + 1a^2)d1^36d2^273 + (4 + 0a + 2a^2)d1^37d2^273 + (0 + 4a + 2a^2)d1^38d2^273 + (2 + 2a + 0a^2)d1^39d2^273 + (2 + 1a + 4a^2)d1^40d2^273 + (4 + 4a + 2a^2)d1^41d2^273 + (4 + 2a + 0a^2)d1^42d2^273 + (4 + 4a + 4a^2)d1^43d2^273 + (1 + 0a + 3a^2)d1^44d2^273 + (4 + 3a + 2a^2)d1^45d2^273 + (0 + 2a + 4a^2)d1^46d2^273 + (0 + 0a + 4a^2)d1^47d2^273 + (4 + 0a + 4a^2)d1^48d2^273 + (1 + 2a + 1a^2)d1^49d2^273 + (4 + 1a + 4a^2)d1^50d2^273 + (0 + 2a + 3a^2)d1^51d2^273 + (2 + 0a + 0a^2)d1^52d2^273 + (3 + 4a + 2a^2)d1^53d2^273 + (3 + 1a + 0a^2)d1^54d2^273 + (0 + 2a + 4a^2)d1^55d2^273 + (4 + 0a + 0a^2)d1^56d2^273 + (1 + 1a + 0a^2)d1^57d2^273 + (2 + 4a + 1a^2)d1^58d2^273 + (2 + 4a + 2a^2)d1^59d2^273 + (2 + 3a + 4a^2)d1^60d2^273 + (4 + 0a + 1a^2)d1^61d2^273 + (1 + 0a + 0a^2)d1^62d2^273 + (0 + 0a + 2a^2)d1^63d2^273 + (1 + 0a + 0a^2)d1^64d2^273 + (3 + 1a + 1a^2)d1^65d2^273 + (2 + 4a + 3a^2)d1^66d2^273 + (0 + 4a + 0a^2)d1^67d2^273 + (3 + 4a + 4a^2)d1^68d2^273 + (2 + 1a + 2a^2)d1^69d2^273 + (1 + 2a + 3a^2)d1^70d2^273 + (2 + 1a + 2a^2)d1^71d2^273 + (0 + 0a + 1a^2)d1^72d2^273 + (3 + 4a + 0a^2)d1^73d2^273 + (4 + 1a + 4a^2)d1^74d2^273 + (4 + 1a + 3a^2)d1^75d2^273 + (4 + 2a + 4a^2)d1^76d2^273 + (2 + 3a + 2a^2)d1^77d2^273 + (1 + 2a + 1a^2)d1^78d2^273 + (1 + 1a + 0a^2)d1^79d2^273 + (4 + 1a + 2a^2)d1^80d2^273 + (1 + 2a + 0a^2)d1^81d2^273 + (4 + 3a + 3a^2)d1^82d2^273 + (2 + 3a + 2a^2)d1^83d2^273 + (0 + 3a + 2a^2)d1^84d2^273 + (3 + 3a + 0a^2)d1^85d2^273 + (2 + 1a + 0a^2)d1^86d2^273 + (4 + 4a + 4a^2)d1^87d2^273 + (0 + 0a + 2a^2)d1^88d2^273 + (4 + 2a + 2a^2)d1^89d2^273 + (4 + 0a + 3a^2)d1^90d2^273 + (1 + 1a + 4a^2)d1^91d2^273 + (0 + 1a + 1a^2)d1^92d2^273 + (4 + 1a + 2a^2)d1^93d2^273 + (0 + 3a + 1a^2)d1^94d2^273 + (0 + 4a + 2a^2)d1^95d2^273 + (3 + 1a + 0a^2)d1^96d2^273 + (4 + 1a + 4a^2)d1^97d2^273 + (2 + 4a + 3a^2)d1^98d2^273 + (4 + 3a + 0a^2)d1^99d2^273 + (0 + 1a + 4a^2)d1^100d2^273 + (2 + 4a + 2a^2)d1^101d2^273 + (0 + 0a + 1a^2)d1^102d2^273 + (1 + 1a + 2a^2)d1^103d2^273 + (1 + 4a + 2a^2)d1^104d2^273 + (3 + 2a + 1a^2)d1^105d2^273 + (0 + 2a + 0a^2)d1^106d2^273 + (2 + 3a + 1a^2)d1^107d2^273 + (0 + 1a + 0a^2)d1^108d2^273 + (0 + 3a + 1a^2)d1^109d2^273 + (4 + 3a + 3a^2)d1^110d2^273 + (0 + 2a + 2a^2)d1^111d2^273 + (4 + 1a + 4a^2)d1^112d2^273 + (4 + 3a + 3a^2)d1^113d2^273 + (3 + 4a + 1a^2)d1^114d2^273 + (1 + 2a + 1a^2)d1^115d2^273 + (1 + 1a + 4a^2)d1^116d2^273 + (2 + 1a + 0a^2)d1^117d2^273 + (4 + 0a + 1a^2)d1^118d2^273 + (3 + 4a + 4a^2)d1^119d2^273 + (2 + 2a + 0a^2)d1^120d2^273 + (2 + 3a + 0a^2)d1^121d2^273 + (3 + 4a + 3a^2)d1^122d2^273 + (1 + 3a + 0a^2)d1^123d2^273 + (2 + 3a + 0a^2)d1^124d2^273 + (3 + 0a + 1a^2)d1^125d2^273 + (2 + 0a + 4a^2)d1^126d2^273 + (1 + 0a + 1a^2)d1^127d2^273 + (0 + 1a + 4a^2)d1^128d2^273 + (2 + 0a + 3a^2)d1^129d2^273 + (3 + 4a + 4a^2)d1^130d2^273 + (1 + 3a + 0a^2)d1^131d2^273 + (4 + 3a + 0a^2)d1^132d2^273 + (3 + 4a + 1a^2)d1^133d2^273 + (3 + 1a + 1a^2)d1^134d2^273 + (4 + 1a + 1a^2)d1^135d2^273 + (1 + 2a + 2a^2)d1^136d2^273 + (4 + 4a + 1a^2)d1^137d2^273 + (3 + 3a + 0a^2)d1^138d2^273 + (3 + 4a + 2a^2)d1^139d2^273 + (3 + 4a + 2a^2)d1^140d2^273 + (0 + 0a + 3a^2)d1^141d2^273 + (1 + 1a + 2a^2)d1^142d2^273 + (1 + 4a + 2a^2)d1^143d2^273 + (2 + 0a + 1a^2)d1^144d2^273 + (1 + 2a + 2a^2)d1^145d2^273 + (0 + 1a + 2a^2)d1^146d2^273 + (4 + 0a + 3a^2)d1^147d2^273 + (2 + 3a + 2a^2)d1^148d2^273 + (2 + 1a + 1a^2)d1^149d2^273 + (4 + 4a + 4a^2)d1^150d2^273 + (4 + 2a + 1a^2)d1^151d2^273 + (1 + 4a + 1a^2)d1^152d2^273 + (3 + 1a + 4a^2)d1^153d2^273 + (3 + 2a + 4a^2)d1^154d2^273 + (4 + 3a + 3a^2)d1^155d2^273 + (1 + 0a + 2a^2)d1^156d2^273 + (0 + 3a + 4a^2)d1^157d2^273 + (3 + 4a + 0a^2)d1^158d2^273 + (1 + 3a + 0a^2)d1^159d2^273 + (1 + 3a + 3a^2)d1^160d2^273 + (0 + 1a + 1a^2)d1^161d2^273 + (2 + 2a + 2a^2)d1^162d2^273 + (3 + 1a + 0a^2)d1^163d2^273 + (2 + 3a + 1a^2)d1^164d2^273 + (2 + 2a + 3a^2)d1^165d2^273 + (3 + 0a + 0a^2)d1^166d2^273 + (4 + 1a + 3a^2)d1^167d2^273 + (1 + 4a + 2a^2)d1^168d2^273 + (1 + 4a + 1a^2)d1^169d2^273 + (3 + 4a + 4a^2)d1^170d2^273 + (2 + 4a + 3a^2)d1^171d2^273 + (2 + 2a + 2a^2)d1^172d2^273 + (4 + 2a + 4a^2)d1^173d2^273 + (0 + 1a + 4a^2)d1^174d2^273 + (2 + 0a + 4a^2)d1^175d2^273 + (2 + 2a + 3a^2)d1^176d2^273 + (0 + 3a + 4a^2)d1^177d2^273 + (3 + 1a + 4a^2)d1^178d2^273 + (1 + 2a + 2a^2)d1^179d2^273 + (4 + 2a + 3a^2)d1^180d2^273 + (4 + 2a + 3a^2)d1^181d2^273 + (4 + 4a + 2a^2)d1^182d2^273 + (3 + 2a + 1a^2)d1^183d2^273 + (1 + 2a + 3a^2)d1^184d2^273 + (3 + 2a + 4a^2)d1^185d2^273 + (4 + 3a + 0a^2)d1^186d2^273 + (4 + 2a + 0a^2)d1^187d2^273 + (3 + 3a + 3a^2)d1^188d2^273 + (1 + 2a + 2a^2)d1^189d2^273 + (1 + 1a + 3a^2)d1^190d2^273 + (0 + 3a + 0a^2)d1^191d2^273 + (1 + 1a + 3a^2)d1^192d2^273 + (1 + 3a + 4a^2)d1^193d2^273 + (3 + 2a + 0a^2)d1^194d2^273 + (0 + 4a + 3a^2)d1^195d2^273 + (1 + 1a + 2a^2)d1^196d2^273 + (4 + 3a + 1a^2)d1^197d2^273 + (0 + 3a + 2a^2)d1^198d2^273 + (3 + 0a + 0a^2)d1^199d2^273 + (4 + 0a + 0a^2)d1^200d2^273 + (4 + 2a + 0a^2)d1^201d2^273 + (4 + 0a + 3a^2)d1^202d2^273 + (4 + 0a + 4a^2)d1^203d2^273 + (2 + 3a + 1a^2)d1^204d2^273 + (0 + 1a + 3a^2)d1^205d2^273 + (3 + 2a + 0a^2)d1^206d2^273 + (2 + 2a + 0a^2)d1^207d2^273 + (1 + 3a + 1a^2)d1^208d2^273 + (3 + 0a + 4a^2)d1^209d2^273 + (0 + 2a + 2a^2)d1^210d2^273 + (1 + 2a + 2a^2)d1^211d2^273 + (0 + 3a + 4a^2)d1^212d2^273 + (2 + 4a + 4a^2)d1^213d2^273 + (3 + 3a + 0a^2)d1^214d2^273 + (4 + 2a + 1a^2)d1^215d2^273 + (3 + 1a + 2a^2)d1^216d2^273 + (2 + 0a + 0a^2)d1^217d2^273 + (1 + 3a + 1a^2)d1^218d2^273 + (1 + 4a + 4a^2)d1^219d2^273 + (1 + 2a + 2a^2)d1^220d2^273 + (2 + 2a + 4a^2)d1^221d2^273 + (1 + 1a + 2a^2)d1^222d2^273 + (1 + 2a + 3a^2)d1^223d2^273 + (2 + 2a + 3a^2)d1^224d2^273 + (3 + 3a + 1a^2)d1^225d2^273 + (1 + 4a + 1a^2)d1^226d2^273 + (3 + 3a + 1a^2)d1^227d2^273 + (2 + 0a + 1a^2)d1^228d2^273 + (0 + 2a + 2a^2)d1^229d2^273 + (1 + 4a + 0a^2)d1^230d2^273 + (1 + 2a + 0a^2)d1^231d2^273 + (0 + 2a + 4a^2)d1^232d2^273 + (2 + 2a + 2a^2)d1^233d2^273 + (1 + 4a + 0a^2)d1^234d2^273 + (4 + 3a + 1a^2)d1^235d2^273 + (0 + 3a + 2a^2)d1^236d2^273 + (1 + 0a + 4a^2)d1^237d2^273 + (3 + 1a + 1a^2)d1^238d2^273 + (3 + 1a + 4a^2)d1^239d2^273 + (0 + 3a + 1a^2)d1^240d2^273 + (3 + 4a + 4a^2)d1^241d2^273 + (4 + 4a + 1a^2)d1^242d2^273 + (0 + 4a + 0a^2)d1^243d2^273 + (4 + 1a + 2a^2)d1^244d2^273 + (4 + 1a + 2a^2)d1^245d2^273 + (2 + 0a + 4a^2)d1^246d2^273 + (0 + 1a + 0a^2)d1^247d2^273 + (4 + 2a + 2a^2)d1^248d2^273 + (3 + 4a + 0a^2)d1^249d2^273 + (3 + 4a + 0a^2)d1^250d2^273 + (0 + 1a + 0a^2)d1^251d2^273 + (0 + 4a + 2a^2)d1^252d2^273 + (2 + 0a + 1a^2)d1^253d2^273 + (1 + 3a + 0a^2)d1^254d2^273 + (1 + 0a + 4a^2)d1^255d2^273 + (3 + 0a + 3a^2)d1^256d2^273 + (0 + 3a + 1a^2)d1^257d2^273 + (4 + 0a + 2a^2)d1^258d2^273 + (3 + 3a + 4a^2)d1^259d2^273 + (0 + 2a + 0a^2)d1^260d2^273 + (1 + 4a + 0a^2)d1^261d2^273 + (3 + 4a + 0a^2)d1^262d2^273 + (0 + 2a + 2a^2)d1^263d2^273 + (2 + 3a + 2a^2)d1^264d2^273 + (3 + 1a + 0a^2)d1^265d2^273 + (0 + 3a + 3a^2)d1^266d2^273 + (4 + 3a + 4a^2)d1^267d2^273 + (1 + 1a + 4a^2)d1^268d2^273 + (2 + 0a + 0a^2)d1^269d2^273 + (0 + 2a + 2a^2)d1^270d2^273 + (3 + 3a + 2a^2)d1^271d2^273 + (1 + 3a + 2a^2)d1^272d2^273 + (3 + 4a + 2a^2)d1^273d2^273 + (0 + 3a + 0a^2)d1^274d2^273 + (4 + 2a + 4a^2)d1^275d2^273 + (0 + 2a + 3a^2)d1^276d2^273 + (4 + 1a + 0a^2)d1^277d2^273 + (1 + 0a + 4a^2)d1^278d2^273 + (3 + 4a + 0a^2)d1^279d2^273 + (3 + 4a + 1a^2)d1^280d2^273 + (4 + 0a + 1a^2)d1^281d2^273 + (3 + 0a + 2a^2)d1^282d2^273 + (0 + 2a + 1a^2)d1^283d2^273 + (0 + 1a + 0a^2)d1^284d2^273 + (4 + 1a + 4a^2)d1^285d2^273 + (3 + 1a + 0a^2)d1^286d2^273 + (1 + 2a + 4a^2)d1^287d2^273 + (0 + 1a + 2a^2)d1^288d2^273 + (1 + 4a + 2a^2)d1^289d2^273 + (0 + 4a + 2a^2)d1^290d2^273 + (1 + 1a + 3a^2)d1^291d2^273 + (0 + 2a + 4a^2)d1^292d2^273 + (2 + 0a + 2a^2)d1^293d2^273 + (4 + 0a + 1a^2)d2^274 + (3 + 3a + 4a^2)d1^1d2^274 + (4 + 2a + 3a^2)d1^2d2^274 + (3 + 3a + 2a^2)d1^3d2^274 + (0 + 0a + 3a^2)d1^4d2^274 + (3 + 3a + 1a^2)d1^5d2^274 + (3 + 0a + 2a^2)d1^6d2^274 + (2 + 4a + 1a^2)d1^7d2^274 + (2 + 3a + 4a^2)d1^8d2^274 + (3 + 3a + 1a^2)d1^9d2^274 + (2 + 3a + 3a^2)d1^10d2^274 + (3 + 1a + 3a^2)d1^11d2^274 + (1 + 2a + 1a^2)d1^12d2^274 + (3 + 3a + 2a^2)d1^13d2^274 + (3 + 4a + 0a^2)d1^14d2^274 + (3 + 2a + 0a^2)d1^15d2^274 + (2 + 1a + 1a^2)d1^16d2^274 + (4 + 2a + 1a^2)d1^17d2^274 + (4 + 1a + 4a^2)d1^18d2^274 + (1 + 0a + 2a^2)d1^19d2^274 + (2 + 0a + 4a^2)d1^20d2^274 + (4 + 1a + 4a^2)d1^21d2^274 + (3 + 1a + 1a^2)d1^22d2^274 + (4 + 4a + 2a^2)d1^23d2^274 + (3 + 4a + 1a^2)d1^24d2^274 + (3 + 2a + 2a^2)d1^25d2^274 + (0 + 1a + 2a^2)d1^26d2^274 + (3 + 4a + 1a^2)d1^27d2^274 + (1 + 0a + 0a^2)d1^28d2^274 + (3 + 0a + 4a^2)d1^29d2^274 + (3 + 4a + 1a^2)d1^30d2^274 + (2 + 1a + 3a^2)d1^31d2^274 + (3 + 2a + 4a^2)d1^32d2^274 + (4 + 2a + 3a^2)d1^33d2^274 + (1 + 2a + 2a^2)d1^34d2^274 + (1 + 0a + 0a^2)d1^35d2^274 + (1 + 3a + 1a^2)d1^36d2^274 + (3 + 0a + 2a^2)d1^37d2^274 + (3 + 2a + 4a^2)d1^38d2^274 + (0 + 1a + 1a^2)d1^39d2^274 + (0 + 1a + 1a^2)d1^40d2^274 + (0 + 0a + 2a^2)d1^41d2^274 + (0 + 3a + 2a^2)d1^42d2^274 + (0 + 3a + 2a^2)d1^43d2^274 + (3 + 4a + 3a^2)d1^44d2^274 + (4 + 4a + 4a^2)d1^45d2^274 + (2 + 1a + 1a^2)d1^46d2^274 + (4 + 4a + 3a^2)d1^47d2^274 + (4 + 1a + 4a^2)d1^48d2^274 + (1 + 2a + 1a^2)d1^49d2^274 + (2 + 1a + 2a^2)d1^50d2^274 + (2 + 3a + 2a^2)d1^51d2^274 + (1 + 3a + 0a^2)d1^52d2^274 + (1 + 3a + 0a^2)d1^53d2^274 + (1 + 0a + 3a^2)d1^54d2^274 + (1 + 4a + 3a^2)d1^55d2^274 + (1 + 1a + 1a^2)d1^56d2^274 + (3 + 1a + 2a^2)d1^57d2^274 + (2 + 2a + 4a^2)d1^58d2^274 + (1 + 2a + 1a^2)d1^59d2^274 + (1 + 1a + 3a^2)d1^60d2^274 + (0 + 3a + 0a^2)d1^61d2^274 + (2 + 4a + 0a^2)d1^62d2^274 + (2 + 1a + 2a^2)d1^63d2^274 + (0 + 0a + 4a^2)d1^64d2^274 + (4 + 0a + 0a^2)d1^65d2^274 + (3 + 3a + 4a^2)d1^66d2^274 + (1 + 3a + 0a^2)d1^67d2^274 + (0 + 0a + 4a^2)d1^68d2^274 + (0 + 4a + 0a^2)d1^69d2^274 + (2 + 1a + 4a^2)d1^70d2^274 + (4 + 3a + 2a^2)d1^71d2^274 + (1 + 4a + 2a^2)d1^72d2^274 + (3 + 1a + 3a^2)d1^73d2^274 + (0 + 3a + 3a^2)d1^74d2^274 + (3 + 1a + 3a^2)d1^75d2^274 + (2 + 4a + 2a^2)d1^76d2^274 + (3 + 4a + 1a^2)d1^77d2^274 + (4 + 3a + 2a^2)d1^78d2^274 + (3 + 3a + 4a^2)d1^79d2^274 + (2 + 2a + 4a^2)d1^80d2^274 + (0 + 2a + 2a^2)d1^81d2^274 + (3 + 2a + 2a^2)d1^82d2^274 + (2 + 0a + 2a^2)d1^83d2^274 + (3 + 3a + 3a^2)d1^84d2^274 + (1 + 0a + 0a^2)d1^85d2^274 + (0 + 1a + 0a^2)d1^86d2^274 + (3 + 1a + 3a^2)d1^87d2^274 + (4 + 4a + 1a^2)d1^88d2^274 + (0 + 3a + 2a^2)d1^89d2^274 + (4 + 4a + 0a^2)d1^90d2^274 + (0 + 1a + 4a^2)d1^91d2^274 + (3 + 1a + 1a^2)d1^92d2^274 + (4 + 2a + 3a^2)d1^93d2^274 + (1 + 2a + 4a^2)d1^94d2^274 + (0 + 4a + 1a^2)d1^95d2^274 + (0 + 3a + 1a^2)d1^96d2^274 + (4 + 0a + 3a^2)d1^97d2^274 + (3 + 2a + 3a^2)d1^98d2^274 + (1 + 1a + 1a^2)d1^99d2^274 + (0 + 1a + 3a^2)d1^100d2^274 + (0 + 1a + 3a^2)d1^101d2^274 + (4 + 2a + 3a^2)d1^102d2^274 + (0 + 1a + 0a^2)d1^103d2^274 + (3 + 3a + 2a^2)d1^104d2^274 + (4 + 0a + 4a^2)d1^105d2^274 + (4 + 3a + 3a^2)d1^106d2^274 + (3 + 1a + 0a^2)d1^107d2^274 + (1 + 2a + 0a^2)d1^108d2^274 + (3 + 2a + 3a^2)d1^109d2^274 + (0 + 3a + 4a^2)d1^110d2^274 + (4 + 0a + 0a^2)d1^111d2^274 + (1 + 4a + 4a^2)d1^112d2^274 + (3 + 1a + 2a^2)d1^113d2^274 + (1 + 1a + 0a^2)d1^114d2^274 + (3 + 1a + 4a^2)d1^115d2^274 + (1 + 3a + 0a^2)d1^116d2^274 + (1 + 1a + 0a^2)d1^117d2^274 + (4 + 1a + 3a^2)d1^118d2^274 + (4 + 2a + 3a^2)d1^119d2^274 + (1 + 3a + 0a^2)d1^120d2^274 + (1 + 2a + 4a^2)d1^121d2^274 + (0 + 1a + 0a^2)d1^122d2^274 + (1 + 1a + 4a^2)d1^123d2^274 + (2 + 0a + 3a^2)d1^124d2^274 + (4 + 0a + 0a^2)d1^125d2^274 + (1 + 4a + 4a^2)d1^126d2^274 + (3 + 3a + 3a^2)d1^127d2^274 + (2 + 0a + 0a^2)d1^128d2^274 + (1 + 0a + 2a^2)d1^129d2^274 + (1 + 1a + 1a^2)d1^130d2^274 + (3 + 3a + 2a^2)d1^131d2^274 + (4 + 1a + 4a^2)d1^132d2^274 + (0 + 1a + 3a^2)d1^133d2^274 + (4 + 2a + 1a^2)d1^134d2^274 + (0 + 3a + 0a^2)d1^135d2^274 + (1 + 1a + 4a^2)d1^136d2^274 + (0 + 1a + 1a^2)d1^137d2^274 + (0 + 3a + 2a^2)d1^138d2^274 + (4 + 1a + 4a^2)d1^139d2^274 + (0 + 4a + 1a^2)d1^140d2^274 + (2 + 1a + 3a^2)d1^141d2^274 + (1 + 2a + 1a^2)d1^142d2^274 + (2 + 4a + 2a^2)d1^143d2^274 + (3 + 0a + 4a^2)d1^144d2^274 + (3 + 2a + 0a^2)d1^145d2^274 + (0 + 2a + 2a^2)d1^146d2^274 + (4 + 2a + 2a^2)d1^147d2^274 + (0 + 2a + 3a^2)d1^148d2^274 + (1 + 1a + 3a^2)d1^149d2^274 + (1 + 0a + 1a^2)d1^150d2^274 + (4 + 0a + 4a^2)d1^151d2^274 + (4 + 2a + 4a^2)d1^152d2^274 + (3 + 2a + 4a^2)d1^153d2^274 + (2 + 4a + 1a^2)d1^154d2^274 + (1 + 2a + 1a^2)d1^155d2^274 + (1 + 2a + 3a^2)d1^156d2^274 + (3 + 2a + 1a^2)d1^157d2^274 + (4 + 1a + 1a^2)d1^158d2^274 + (2 + 2a + 0a^2)d1^159d2^274 + (1 + 4a + 3a^2)d1^160d2^274 + (3 + 2a + 3a^2)d1^161d2^274 + (1 + 4a + 0a^2)d1^162d2^274 + (2 + 1a + 0a^2)d1^163d2^274 + (0 + 4a + 3a^2)d1^164d2^274 + (4 + 2a + 4a^2)d1^165d2^274 + (3 + 0a + 3a^2)d1^166d2^274 + (3 + 4a + 2a^2)d1^167d2^274 + (0 + 1a + 3a^2)d1^168d2^274 + (4 + 0a + 3a^2)d1^169d2^274 + (3 + 3a + 0a^2)d1^170d2^274 + (1 + 4a + 2a^2)d1^171d2^274 + (2 + 1a + 4a^2)d1^172d2^274 + (2 + 3a + 1a^2)d1^173d2^274 + (4 + 0a + 3a^2)d1^174d2^274 + (1 + 0a + 0a^2)d1^175d2^274 + (2 + 0a + 3a^2)d1^176d2^274 + (1 + 3a + 3a^2)d1^177d2^274 + (4 + 4a + 4a^2)d1^178d2^274 + (0 + 1a + 4a^2)d1^179d2^274 + (4 + 3a + 0a^2)d1^180d2^274 + (0 + 1a + 4a^2)d1^181d2^274 + (1 + 3a + 3a^2)d1^182d2^274 + (0 + 4a + 1a^2)d1^183d2^274 + (2 + 1a + 0a^2)d1^184d2^274 + (4 + 3a + 1a^2)d1^185d2^274 + (4 + 4a + 2a^2)d1^186d2^274 + (2 + 4a + 4a^2)d1^187d2^274 + (1 + 0a + 2a^2)d1^188d2^274 + (1 + 1a + 2a^2)d1^189d2^274 + (1 + 3a + 0a^2)d1^190d2^274 + (0 + 2a + 0a^2)d1^191d2^274 + (2 + 4a + 2a^2)d1^192d2^274 + (4 + 4a + 1a^2)d1^193d2^274 + (0 + 0a + 3a^2)d1^194d2^274 + (1 + 4a + 0a^2)d1^195d2^274 + (4 + 3a + 0a^2)d1^196d2^274 + (2 + 2a + 1a^2)d1^197d2^274 + (1 + 2a + 2a^2)d1^198d2^274 + (3 + 1a + 3a^2)d1^199d2^274 + (0 + 0a + 3a^2)d1^200d2^274 + (4 + 2a + 4a^2)d1^201d2^274 + (0 + 4a + 4a^2)d1^202d2^274 + (2 + 1a + 3a^2)d1^203d2^274 + (3 + 2a + 1a^2)d1^204d2^274 + (4 + 1a + 1a^2)d1^205d2^274 + (2 + 3a + 3a^2)d1^206d2^274 + (0 + 4a + 4a^2)d1^207d2^274 + (0 + 1a + 0a^2)d1^208d2^274 + (3 + 1a + 1a^2)d1^209d2^274 + (0 + 4a + 0a^2)d1^210d2^274 + (2 + 0a + 3a^2)d1^211d2^274 + (2 + 2a + 1a^2)d1^212d2^274 + (4 + 1a + 2a^2)d1^213d2^274 + (3 + 1a + 0a^2)d1^214d2^274 + (0 + 3a + 0a^2)d1^215d2^274 + (2 + 4a + 1a^2)d1^216d2^274 + (2 + 0a + 4a^2)d1^217d2^274 + (4 + 3a + 4a^2)d1^218d2^274 + (4 + 4a + 0a^2)d1^219d2^274 + (4 + 3a + 1a^2)d1^220d2^274 + (1 + 4a + 0a^2)d1^221d2^274 + (2 + 4a + 2a^2)d1^222d2^274 + (3 + 0a + 4a^2)d1^223d2^274 + (4 + 4a + 3a^2)d1^224d2^274 + (1 + 2a + 3a^2)d1^225d2^274 + (3 + 2a + 1a^2)d1^226d2^274 + (2 + 2a + 3a^2)d1^227d2^274 + (1 + 0a + 3a^2)d1^228d2^274 + (4 + 0a + 0a^2)d1^229d2^274 + (3 + 0a + 3a^2)d1^230d2^274 + (0 + 0a + 1a^2)d1^231d2^274 + (1 + 4a + 1a^2)d1^232d2^274 + (0 + 3a + 1a^2)d1^233d2^274 + (4 + 2a + 2a^2)d1^234d2^274 + (0 + 2a + 4a^2)d1^235d2^274 + (3 + 4a + 1a^2)d1^236d2^274 + (2 + 1a + 0a^2)d1^237d2^274 + (2 + 0a + 1a^2)d1^238d2^274 + (2 + 4a + 2a^2)d1^239d2^274 + (1 + 2a + 1a^2)d1^240d2^274 + (0 + 1a + 4a^2)d1^241d2^274 + (0 + 1a + 0a^2)d1^242d2^274 + (1 + 1a + 3a^2)d1^244d2^274 + (4 + 2a + 0a^2)d1^245d2^274 + (2 + 4a + 1a^2)d1^246d2^274 + (2 + 1a + 2a^2)d1^247d2^274 + (2 + 1a + 3a^2)d1^248d2^274 + (2 + 4a + 2a^2)d1^249d2^274 + (1 + 3a + 4a^2)d1^250d2^274 + (3 + 3a + 4a^2)d1^251d2^274 + (4 + 4a + 1a^2)d1^252d2^274 + (0 + 2a + 4a^2)d1^253d2^274 + (4 + 4a + 2a^2)d1^254d2^274 + (1 + 3a + 4a^2)d1^255d2^274 + (4 + 2a + 0a^2)d1^256d2^274 + (4 + 1a + 3a^2)d1^257d2^274 + (2 + 2a + 4a^2)d1^258d2^274 + (2 + 2a + 1a^2)d1^259d2^274 + (1 + 4a + 4a^2)d1^260d2^274 + (2 + 2a + 3a^2)d1^261d2^274 + (2 + 1a + 1a^2)d1^262d2^274 + (4 + 0a + 0a^2)d1^263d2^274 + (3 + 0a + 4a^2)d1^264d2^274 + (0 + 0a + 3a^2)d1^265d2^274 + (4 + 3a + 0a^2)d1^266d2^274 + (1 + 2a + 2a^2)d1^267d2^274 + (4 + 3a + 0a^2)d1^268d2^274 + (1 + 4a + 2a^2)d1^269d2^274 + (1 + 2a + 4a^2)d1^270d2^274 + (0 + 4a + 2a^2)d1^271d2^274 + (1 + 1a + 1a^2)d1^272d2^274 + (2 + 4a + 4a^2)d1^273d2^274 + (4 + 2a + 3a^2)d1^274d2^274 + (3 + 4a + 2a^2)d1^275d2^274 + (4 + 0a + 1a^2)d1^276d2^274 + (2 + 4a + 0a^2)d1^277d2^274 + (1 + 0a + 1a^2)d1^278d2^274 + (4 + 2a + 4a^2)d1^279d2^274 + (1 + 2a + 4a^2)d1^280d2^274 + (1 + 4a + 4a^2)d1^281d2^274 + (2 + 1a + 2a^2)d1^282d2^274 + (3 + 2a + 4a^2)d1^283d2^274 + (0 + 0a + 2a^2)d1^284d2^274 + (3 + 2a + 3a^2)d1^285d2^274 + (1 + 1a + 4a^2)d1^286d2^274 + (0 + 2a + 2a^2)d1^287d2^274 + (3 + 2a + 2a^2)d1^288d2^274 + (1 + 1a + 3a^2)d1^289d2^274 + (1 + 0a + 3a^2)d1^290d2^274 + (2 + 3a + 2a^2)d1^291d2^274 + (0 + 1a + 2a^2)d1^292d2^274 + (1 + 4a + 0a^2)d1^293d2^274 + (3 + 1a + 4a^2)d2^275 + (3 + 1a + 2a^2)d1^1d2^275 + (2 + 4a + 0a^2)d1^2d2^275 + (0 + 1a + 2a^2)d1^3d2^275 + (3 + 0a + 3a^2)d1^4d2^275 + (4 + 3a + 4a^2)d1^5d2^275 + (4 + 1a + 0a^2)d1^6d2^275 + (3 + 2a + 2a^2)d1^7d2^275 + (1 + 1a + 0a^2)d1^8d2^275 + (1 + 3a + 2a^2)d1^9d2^275 + (1 + 4a + 0a^2)d1^10d2^275 + (1 + 4a + 1a^2)d1^11d2^275 + (0 + 2a + 3a^2)d1^12d2^275 + (2 + 3a + 4a^2)d1^13d2^275 + (0 + 3a + 2a^2)d1^14d2^275 + (1 + 2a + 0a^2)d1^15d2^275 + (1 + 2a + 3a^2)d1^16d2^275 + (4 + 3a + 4a^2)d1^17d2^275 + (3 + 1a + 4a^2)d1^18d2^275 + (0 + 1a + 1a^2)d1^19d2^275 + (4 + 2a + 1a^2)d1^20d2^275 + (4 + 0a + 2a^2)d1^21d2^275 + (1 + 1a + 4a^2)d1^22d2^275 + (4 + 3a + 0a^2)d1^23d2^275 + (1 + 3a + 4a^2)d1^24d2^275 + (1 + 3a + 0a^2)d1^25d2^275 + (2 + 4a + 2a^2)d1^26d2^275 + (2 + 4a + 1a^2)d1^27d2^275 + (4 + 0a + 0a^2)d1^28d2^275 + (3 + 4a + 4a^2)d1^29d2^275 + (4 + 2a + 2a^2)d1^30d2^275 + (3 + 0a + 1a^2)d1^31d2^275 + (3 + 1a + 4a^2)d1^32d2^275 + (3 + 1a + 3a^2)d1^33d2^275 + (2 + 4a + 0a^2)d1^34d2^275 + (0 + 2a + 1a^2)d1^35d2^275 + (4 + 0a + 4a^2)d1^36d2^275 + (3 + 4a + 2a^2)d1^37d2^275 + (3 + 2a + 4a^2)d1^38d2^275 + (2 + 0a + 0a^2)d1^39d2^275 + (2 + 2a + 2a^2)d1^40d2^275 + (0 + 0a + 3a^2)d1^41d2^275 + (1 + 1a + 0a^2)d1^42d2^275 + (1 + 4a + 3a^2)d1^43d2^275 + (2 + 4a + 1a^2)d1^44d2^275 + (4 + 4a + 3a^2)d1^45d2^275 + (3 + 1a + 4a^2)d1^46d2^275 + (2 + 3a + 3a^2)d1^47d2^275 + (0 + 4a + 0a^2)d1^48d2^275 + (4 + 2a + 0a^2)d1^49d2^275 + (1 + 0a + 3a^2)d1^50d2^275 + (2 + 4a + 2a^2)d1^51d2^275 + (0 + 0a + 2a^2)d1^52d2^275 + (0 + 1a + 1a^2)d1^53d2^275 + (4 + 4a + 0a^2)d1^54d2^275 + (4 + 3a + 1a^2)d1^55d2^275 + (0 + 3a + 0a^2)d1^56d2^275 + (3 + 2a + 3a^2)d1^57d2^275 + (3 + 3a + 0a^2)d1^58d2^275 + (4 + 3a + 3a^2)d1^59d2^275 + (1 + 1a + 3a^2)d1^60d2^275 + (4 + 4a + 1a^2)d1^61d2^275 + (3 + 0a + 0a^2)d1^62d2^275 + (0 + 2a + 1a^2)d1^63d2^275 + (4 + 0a + 3a^2)d1^64d2^275 + (0 + 4a + 0a^2)d1^65d2^275 + (3 + 3a + 2a^2)d1^66d2^275 + (0 + 3a + 1a^2)d1^67d2^275 + (2 + 0a + 1a^2)d1^68d2^275 + (4 + 0a + 0a^2)d1^69d2^275 + (2 + 0a + 1a^2)d1^70d2^275 + (2 + 2a + 3a^2)d1^71d2^275 + (1 + 4a + 0a^2)d1^72d2^275 + (4 + 4a + 2a^2)d1^73d2^275 + (3 + 2a + 3a^2)d1^74d2^275 + (1 + 0a + 1a^2)d1^75d2^275 + (0 + 2a + 4a^2)d1^76d2^275 + (3 + 4a + 1a^2)d1^77d2^275 + (4 + 2a + 4a^2)d1^78d2^275 + (4 + 2a + 1a^2)d1^79d2^275 + (1 + 0a + 1a^2)d1^80d2^275 + (2 + 2a + 0a^2)d1^81d2^275 + (0 + 0a + 4a^2)d1^82d2^275 + (4 + 3a + 3a^2)d1^83d2^275 + (2 + 0a + 3a^2)d1^84d2^275 + (1 + 3a + 2a^2)d1^85d2^275 + (4 + 0a + 4a^2)d1^86d2^275 + (3 + 3a + 2a^2)d1^87d2^275 + (0 + 3a + 2a^2)d1^88d2^275 + (2 + 1a + 3a^2)d1^89d2^275 + (0 + 2a + 2a^2)d1^90d2^275 + (0 + 4a + 3a^2)d1^91d2^275 + (0 + 1a + 1a^2)d1^92d2^275 + (1 + 3a + 4a^2)d1^93d2^275 + (0 + 3a + 3a^2)d1^94d2^275 + (3 + 3a + 4a^2)d1^95d2^275 + (3 + 0a + 0a^2)d1^96d2^275 + (0 + 4a + 3a^2)d1^97d2^275 + (2 + 4a + 2a^2)d1^98d2^275 + (0 + 0a + 2a^2)d1^99d2^275 + (4 + 0a + 0a^2)d1^100d2^275 + (1 + 2a + 0a^2)d1^101d2^275 + (0 + 4a + 3a^2)d1^102d2^275 + (0 + 4a + 4a^2)d1^103d2^275 + (2 + 3a + 4a^2)d1^104d2^275 + (1 + 2a + 3a^2)d1^105d2^275 + (3 + 4a + 3a^2)d1^106d2^275 + (0 + 1a + 3a^2)d1^107d2^275 + (3 + 4a + 1a^2)d1^108d2^275 + (3 + 2a + 0a^2)d1^109d2^275 + (0 + 0a + 2a^2)d1^110d2^275 + (1 + 3a + 3a^2)d1^111d2^275 + (1 + 1a + 1a^2)d1^112d2^275 + (0 + 3a + 4a^2)d1^113d2^275 + (4 + 2a + 3a^2)d1^114d2^275 + (2 + 3a + 4a^2)d1^115d2^275 + (2 + 4a + 3a^2)d1^116d2^275 + (3 + 1a + 1a^2)d1^117d2^275 + (3 + 0a + 1a^2)d1^118d2^275 + (1 + 3a + 4a^2)d1^119d2^275 + (4 + 2a + 2a^2)d1^120d2^275 + (0 + 0a + 2a^2)d1^121d2^275 + (0 + 3a + 2a^2)d1^122d2^275 + (3 + 1a + 3a^2)d1^123d2^275 + (4 + 4a + 1a^2)d1^124d2^275 + (2 + 3a + 0a^2)d1^125d2^275 + (0 + 2a + 3a^2)d1^126d2^275 + (1 + 0a + 3a^2)d1^127d2^275 + (2 + 3a + 4a^2)d1^128d2^275 + (4 + 0a + 3a^2)d1^129d2^275 + (1 + 2a + 0a^2)d1^130d2^275 + (3 + 3a + 2a^2)d1^131d2^275 + (1 + 4a + 3a^2)d1^132d2^275 + (4 + 3a + 3a^2)d1^133d2^275 + (2 + 0a + 4a^2)d1^134d2^275 + (0 + 1a + 4a^2)d1^135d2^275 + (4 + 3a + 3a^2)d1^136d2^275 + (0 + 0a + 1a^2)d1^137d2^275 + (0 + 3a + 3a^2)d1^138d2^275 + (2 + 4a + 1a^2)d1^139d2^275 + (0 + 2a + 3a^2)d1^140d2^275 + (0 + 3a + 1a^2)d1^141d2^275 + (3 + 4a + 2a^2)d1^142d2^275 + (1 + 2a + 0a^2)d1^143d2^275 + (4 + 2a + 0a^2)d1^144d2^275 + (2 + 3a + 3a^2)d1^145d2^275 + (2 + 0a + 3a^2)d1^146d2^275 + (3 + 3a + 3a^2)d1^147d2^275 + (4 + 2a + 1a^2)d1^148d2^275 + (1 + 1a + 1a^2)d1^149d2^275 + (1 + 1a + 1a^2)d1^150d2^275 + (1 + 1a + 0a^2)d1^151d2^275 + (2 + 3a + 2a^2)d1^152d2^275 + (4 + 1a + 3a^2)d1^153d2^275 + (3 + 0a + 4a^2)d1^154d2^275 + (3 + 2a + 4a^2)d1^155d2^275 + (0 + 1a + 4a^2)d1^156d2^275 + (0 + 1a + 2a^2)d1^157d2^275 + (0 + 0a + 2a^2)d1^158d2^275 + (4 + 3a + 1a^2)d1^159d2^275 + (2 + 4a + 1a^2)d1^160d2^275 + (1 + 3a + 0a^2)d1^161d2^275 + (2 + 3a + 4a^2)d1^162d2^275 + (1 + 0a + 2a^2)d1^163d2^275 + (1 + 3a + 0a^2)d1^164d2^275 + (3 + 0a + 1a^2)d1^165d2^275 + (1 + 3a + 3a^2)d1^166d2^275 + (4 + 0a + 3a^2)d1^167d2^275 + (3 + 0a + 4a^2)d1^168d2^275 + (4 + 3a + 0a^2)d1^169d2^275 + (0 + 1a + 2a^2)d1^170d2^275 + (0 + 2a + 0a^2)d1^171d2^275 + (4 + 2a + 4a^2)d1^172d2^275 + (1 + 2a + 2a^2)d1^173d2^275 + (4 + 4a + 4a^2)d1^174d2^275 + (1 + 2a + 0a^2)d1^175d2^275 + (0 + 0a + 1a^2)d1^176d2^275 + (2 + 0a + 1a^2)d1^177d2^275 + (2 + 2a + 4a^2)d1^178d2^275 + (4 + 2a + 3a^2)d1^179d2^275 + (3 + 3a + 0a^2)d1^180d2^275 + (2 + 0a + 0a^2)d1^181d2^275 + (4 + 0a + 3a^2)d1^182d2^275 + (4 + 0a + 3a^2)d1^183d2^275 + (3 + 1a + 3a^2)d1^184d2^275 + (2 + 3a + 1a^2)d1^185d2^275 + (4 + 0a + 0a^2)d1^186d2^275 + (4 + 2a + 2a^2)d1^187d2^275 + (1 + 2a + 1a^2)d1^188d2^275 + (1 + 2a + 2a^2)d1^189d2^275 + (0 + 4a + 4a^2)d1^190d2^275 + (2 + 2a + 3a^2)d1^191d2^275 + (3 + 3a + 3a^2)d1^192d2^275 + (4 + 1a + 0a^2)d1^193d2^275 + (1 + 3a + 3a^2)d1^194d2^275 + (2 + 2a + 0a^2)d1^195d2^275 + (4 + 2a + 2a^2)d1^196d2^275 + (3 + 1a + 1a^2)d1^197d2^275 + (0 + 2a + 4a^2)d1^198d2^275 + (1 + 2a + 3a^2)d1^199d2^275 + (2 + 2a + 2a^2)d1^200d2^275 + (1 + 4a + 3a^2)d1^201d2^275 + (3 + 2a + 3a^2)d1^202d2^275 + (4 + 4a + 0a^2)d1^203d2^275 + (0 + 3a + 3a^2)d1^204d2^275 + (3 + 4a + 4a^2)d1^205d2^275 + (4 + 0a + 2a^2)d1^206d2^275 + (3 + 1a + 4a^2)d1^207d2^275 + (3 + 3a + 2a^2)d1^208d2^275 + (0 + 3a + 3a^2)d1^209d2^275 + (4 + 3a + 3a^2)d1^210d2^275 + (1 + 3a + 2a^2)d1^211d2^275 + (3 + 2a + 4a^2)d1^212d2^275 + (3 + 2a + 0a^2)d1^213d2^275 + (3 + 3a + 4a^2)d1^214d2^275 + (4 + 0a + 2a^2)d1^215d2^275 + (1 + 4a + 1a^2)d1^216d2^275 + (0 + 4a + 2a^2)d1^217d2^275 + (3 + 1a + 0a^2)d1^218d2^275 + (2 + 1a + 3a^2)d1^219d2^275 + (4 + 3a + 1a^2)d1^220d2^275 + (3 + 3a + 2a^2)d1^221d2^275 + (2 + 4a + 0a^2)d1^222d2^275 + (2 + 3a + 2a^2)d1^223d2^275 + (1 + 4a + 3a^2)d1^224d2^275 + (3 + 0a + 2a^2)d1^225d2^275 + (0 + 3a + 0a^2)d1^226d2^275 + (1 + 0a + 0a^2)d1^227d2^275 + (3 + 2a + 2a^2)d1^228d2^275 + (1 + 2a + 2a^2)d1^229d2^275 + (0 + 1a + 4a^2)d1^230d2^275 + (0 + 1a + 2a^2)d1^231d2^275 + (2 + 2a + 2a^2)d1^232d2^275 + (2 + 4a + 2a^2)d1^233d2^275 + (1 + 0a + 2a^2)d1^234d2^275 + (2 + 2a + 0a^2)d1^235d2^275 + (3 + 3a + 3a^2)d1^236d2^275 + (1 + 0a + 4a^2)d1^237d2^275 + (4 + 3a + 1a^2)d1^238d2^275 + (3 + 4a + 0a^2)d1^240d2^275 + (0 + 3a + 3a^2)d1^241d2^275 + (1 + 2a + 4a^2)d1^242d2^275 + (0 + 3a + 4a^2)d1^243d2^275 + (2 + 3a + 0a^2)d1^244d2^275 + (3 + 2a + 1a^2)d1^245d2^275 + (2 + 2a + 1a^2)d1^246d2^275 + (4 + 3a + 4a^2)d1^247d2^275 + (2 + 3a + 1a^2)d1^248d2^275 + (2 + 3a + 3a^2)d1^249d2^275 + (3 + 1a + 1a^2)d1^250d2^275 + (3 + 4a + 2a^2)d1^251d2^275 + (0 + 4a + 3a^2)d1^252d2^275 + (3 + 4a + 1a^2)d1^253d2^275 + (2 + 1a + 0a^2)d1^254d2^275 + (3 + 4a + 0a^2)d1^255d2^275 + (1 + 2a + 1a^2)d1^256d2^275 + (3 + 2a + 4a^2)d1^257d2^275 + (2 + 4a + 0a^2)d1^258d2^275 + (3 + 0a + 2a^2)d1^259d2^275 + (3 + 2a + 0a^2)d1^260d2^275 + (2 + 4a + 3a^2)d1^261d2^275 + (0 + 4a + 3a^2)d1^262d2^275 + (2 + 1a + 3a^2)d1^263d2^275 + (1 + 2a + 4a^2)d1^264d2^275 + (4 + 3a + 3a^2)d1^265d2^275 + (0 + 0a + 1a^2)d1^266d2^275 + (3 + 2a + 1a^2)d1^267d2^275 + (4 + 2a + 2a^2)d1^268d2^275 + (3 + 4a + 4a^2)d1^269d2^275 + (2 + 4a + 3a^2)d1^270d2^275 + (0 + 2a + 4a^2)d1^271d2^275 + (1 + 0a + 3a^2)d1^272d2^275 + (0 + 2a + 3a^2)d1^273d2^275 + (1 + 2a + 1a^2)d1^274d2^275 + (0 + 3a + 3a^2)d1^275d2^275 + (3 + 4a + 4a^2)d1^276d2^275 + (3 + 3a + 2a^2)d1^277d2^275 + (3 + 2a + 1a^2)d1^278d2^275 + (4 + 2a + 0a^2)d1^279d2^275 + (3 + 0a + 0a^2)d1^280d2^275 + (0 + 3a + 0a^2)d1^281d2^275 + (1 + 3a + 0a^2)d1^282d2^275 + (4 + 3a + 4a^2)d1^283d2^275 + (2 + 4a + 1a^2)d1^284d2^275 + (3 + 2a + 1a^2)d1^285d2^275 + (2 + 4a + 2a^2)d1^286d2^275 + (4 + 1a + 1a^2)d1^287d2^275 + (3 + 1a + 0a^2)d1^288d2^275 + (2 + 0a + 1a^2)d1^289d2^275 + (3 + 0a + 3a^2)d1^290d2^275 + (0 + 4a + 0a^2)d1^291d2^275 + (4 + 3a + 3a^2)d1^292d2^275 + (1 + 0a + 2a^2)d1^293d2^275 + (4 + 3a + 1a^2)d2^276 + (0 + 1a + 1a^2)d1^1d2^276 + (1 + 4a + 4a^2)d1^2d2^276 + (3 + 3a + 4a^2)d1^3d2^276 + (4 + 0a + 1a^2)d1^4d2^276 + (1 + 2a + 3a^2)d1^5d2^276 + (1 + 2a + 1a^2)d1^6d2^276 + (3 + 0a + 0a^2)d1^7d2^276 + (3 + 1a + 0a^2)d1^8d2^276 + (1 + 3a + 3a^2)d1^9d2^276 + (3 + 0a + 2a^2)d1^10d2^276 + (1 + 2a + 0a^2)d1^11d2^276 + (3 + 2a + 1a^2)d1^12d2^276 + (1 + 2a + 3a^2)d1^13d2^276 + (3 + 2a + 1a^2)d1^14d2^276 + (2 + 4a + 2a^2)d1^15d2^276 + (0 + 2a + 4a^2)d1^16d2^276 + (0 + 3a + 2a^2)d1^17d2^276 + (4 + 0a + 4a^2)d1^18d2^276 + (3 + 2a + 1a^2)d1^19d2^276 + (3 + 1a + 2a^2)d1^20d2^276 + (0 + 1a + 4a^2)d1^21d2^276 + (0 + 1a + 4a^2)d1^22d2^276 + (1 + 2a + 3a^2)d1^23d2^276 + (4 + 1a + 3a^2)d1^24d2^276 + (0 + 4a + 2a^2)d1^25d2^276 + (4 + 0a + 1a^2)d1^26d2^276 + (1 + 4a + 3a^2)d1^27d2^276 + (4 + 0a + 3a^2)d1^28d2^276 + (2 + 0a + 2a^2)d1^29d2^276 + (3 + 1a + 0a^2)d1^30d2^276 + (2 + 1a + 2a^2)d1^31d2^276 + (3 + 4a + 3a^2)d1^32d2^276 + (1 + 4a + 1a^2)d1^33d2^276 + (1 + 2a + 0a^2)d1^34d2^276 + (3 + 0a + 2a^2)d1^35d2^276 + (2 + 0a + 1a^2)d1^36d2^276 + (2 + 3a + 1a^2)d1^37d2^276 + (1 + 0a + 4a^2)d1^38d2^276 + (3 + 4a + 3a^2)d1^39d2^276 + (4 + 0a + 3a^2)d1^40d2^276 + (1 + 0a + 2a^2)d1^41d2^276 + (0 + 2a + 0a^2)d1^42d2^276 + (3 + 1a + 1a^2)d1^43d2^276 + (2 + 0a + 3a^2)d1^44d2^276 + (2 + 3a + 2a^2)d1^45d2^276 + (4 + 0a + 4a^2)d1^46d2^276 + (2 + 3a + 1a^2)d1^47d2^276 + (2 + 0a + 3a^2)d1^48d2^276 + (0 + 3a + 4a^2)d1^49d2^276 + (4 + 2a + 0a^2)d1^50d2^276 + (1 + 4a + 1a^2)d1^51d2^276 + (0 + 3a + 2a^2)d1^52d2^276 + (2 + 1a + 2a^2)d1^53d2^276 + (2 + 2a + 2a^2)d1^54d2^276 + (3 + 0a + 0a^2)d1^55d2^276 + (0 + 2a + 0a^2)d1^56d2^276 + (4 + 0a + 1a^2)d1^57d2^276 + (2 + 4a + 4a^2)d1^58d2^276 + (4 + 3a + 4a^2)d1^59d2^276 + (3 + 3a + 3a^2)d1^60d2^276 + (1 + 4a + 0a^2)d1^61d2^276 + (1 + 3a + 4a^2)d1^62d2^276 + (3 + 1a + 2a^2)d1^63d2^276 + (1 + 2a + 3a^2)d1^64d2^276 + (4 + 4a + 4a^2)d1^65d2^276 + (2 + 4a + 1a^2)d1^66d2^276 + (0 + 1a + 0a^2)d1^69d2^276 + (1 + 3a + 4a^2)d1^70d2^276 + (3 + 0a + 2a^2)d1^71d2^276 + (0 + 3a + 0a^2)d1^72d2^276 + (4 + 3a + 0a^2)d1^73d2^276 + (2 + 3a + 0a^2)d1^74d2^276 + (2 + 0a + 1a^2)d1^75d2^276 + (1 + 3a + 1a^2)d1^76d2^276 + (0 + 1a + 2a^2)d1^77d2^276 + (2 + 1a + 2a^2)d1^78d2^276 + (1 + 3a + 0a^2)d1^79d2^276 + (1 + 0a + 2a^2)d1^80d2^276 + (3 + 2a + 1a^2)d1^81d2^276 + (3 + 0a + 4a^2)d1^82d2^276 + (4 + 0a + 4a^2)d1^83d2^276 + (1 + 1a + 4a^2)d1^84d2^276 + (4 + 0a + 0a^2)d1^85d2^276 + (3 + 3a + 2a^2)d1^86d2^276 + (3 + 0a + 1a^2)d1^87d2^276 + (3 + 1a + 4a^2)d1^88d2^276 + (2 + 0a + 3a^2)d1^89d2^276 + (3 + 4a + 3a^2)d1^90d2^276 + (2 + 0a + 4a^2)d1^91d2^276 + (4 + 3a + 1a^2)d1^92d2^276 + (1 + 4a + 1a^2)d1^93d2^276 + (2 + 3a + 0a^2)d1^94d2^276 + (3 + 3a + 3a^2)d1^95d2^276 + (2 + 1a + 4a^2)d1^96d2^276 + (0 + 0a + 4a^2)d1^97d2^276 + (1 + 4a + 2a^2)d1^98d2^276 + (0 + 3a + 2a^2)d1^99d2^276 + (0 + 0a + 3a^2)d1^100d2^276 + (0 + 3a + 2a^2)d1^101d2^276 + (2 + 2a + 3a^2)d1^102d2^276 + (2 + 2a + 4a^2)d1^103d2^276 + (3 + 3a + 0a^2)d1^104d2^276 + (0 + 0a + 2a^2)d1^105d2^276 + (3 + 1a + 1a^2)d1^106d2^276 + (2 + 0a + 2a^2)d1^107d2^276 + (4 + 0a + 3a^2)d1^108d2^276 + (1 + 2a + 2a^2)d1^109d2^276 + (3 + 1a + 2a^2)d1^110d2^276 + (0 + 2a + 4a^2)d1^111d2^276 + (2 + 2a + 2a^2)d1^112d2^276 + (3 + 3a + 4a^2)d1^113d2^276 + (4 + 4a + 0a^2)d1^114d2^276 + (3 + 2a + 4a^2)d1^115d2^276 + (3 + 2a + 0a^2)d1^116d2^276 + (1 + 0a + 4a^2)d1^117d2^276 + (3 + 4a + 1a^2)d1^118d2^276 + (3 + 2a + 3a^2)d1^119d2^276 + (0 + 2a + 4a^2)d1^120d2^276 + (4 + 0a + 4a^2)d1^121d2^276 + (2 + 4a + 3a^2)d1^122d2^276 + (2 + 2a + 1a^2)d1^123d2^276 + (3 + 2a + 2a^2)d1^124d2^276 + (4 + 0a + 1a^2)d1^125d2^276 + (2 + 2a + 3a^2)d1^126d2^276 + (0 + 4a + 0a^2)d1^127d2^276 + (3 + 3a + 1a^2)d1^128d2^276 + (2 + 2a + 1a^2)d1^129d2^276 + (1 + 4a + 1a^2)d1^130d2^276 + (0 + 4a + 1a^2)d1^131d2^276 + (0 + 1a + 4a^2)d1^132d2^276 + (4 + 2a + 1a^2)d1^133d2^276 + (4 + 0a + 4a^2)d1^134d2^276 + (4 + 1a + 2a^2)d1^135d2^276 + (4 + 4a + 4a^2)d1^136d2^276 + (4 + 3a + 4a^2)d1^137d2^276 + (0 + 3a + 1a^2)d1^138d2^276 + (3 + 4a + 4a^2)d1^139d2^276 + (2 + 4a + 3a^2)d1^140d2^276 + (3 + 1a + 2a^2)d1^141d2^276 + (0 + 4a + 4a^2)d1^142d2^276 + (0 + 0a + 2a^2)d1^143d2^276 + (0 + 1a + 0a^2)d1^144d2^276 + (2 + 0a + 2a^2)d1^145d2^276 + (1 + 1a + 4a^2)d1^146d2^276 + (4 + 4a + 4a^2)d1^147d2^276 + (0 + 1a + 0a^2)d1^148d2^276 + (2 + 0a + 3a^2)d1^149d2^276 + (1 + 1a + 1a^2)d1^150d2^276 + (0 + 3a + 1a^2)d1^151d2^276 + (1 + 3a + 3a^2)d1^152d2^276 + (0 + 4a + 2a^2)d1^153d2^276 + (3 + 3a + 2a^2)d1^154d2^276 + (0 + 3a + 4a^2)d1^155d2^276 + (1 + 1a + 2a^2)d1^156d2^276 + (1 + 4a + 3a^2)d1^157d2^276 + (1 + 1a + 2a^2)d1^158d2^276 + (1 + 1a + 4a^2)d1^159d2^276 + (1 + 0a + 4a^2)d1^160d2^276 + (3 + 0a + 3a^2)d1^161d2^276 + (2 + 2a + 4a^2)d1^162d2^276 + (4 + 4a + 1a^2)d1^163d2^276 + (4 + 4a + 1a^2)d1^164d2^276 + (4 + 1a + 3a^2)d1^165d2^276 + (4 + 3a + 4a^2)d1^166d2^276 + (1 + 4a + 0a^2)d1^167d2^276 + (3 + 0a + 1a^2)d1^168d2^276 + (1 + 3a + 3a^2)d1^169d2^276 + (3 + 2a + 2a^2)d1^170d2^276 + (1 + 0a + 1a^2)d1^171d2^276 + (3 + 4a + 3a^2)d1^172d2^276 + (0 + 2a + 0a^2)d1^173d2^276 + (1 + 4a + 4a^2)d1^174d2^276 + (0 + 4a + 0a^2)d1^175d2^276 + (3 + 2a + 0a^2)d1^176d2^276 + (2 + 4a + 3a^2)d1^177d2^276 + (4 + 0a + 3a^2)d1^178d2^276 + (0 + 1a + 4a^2)d1^179d2^276 + (2 + 3a + 1a^2)d1^180d2^276 + (1 + 3a + 4a^2)d1^181d2^276 + (2 + 3a + 4a^2)d1^182d2^276 + (0 + 4a + 2a^2)d1^183d2^276 + (0 + 1a + 4a^2)d1^184d2^276 + (3 + 3a + 2a^2)d1^185d2^276 + (4 + 1a + 2a^2)d1^186d2^276 + (3 + 2a + 0a^2)d1^187d2^276 + (0 + 2a + 2a^2)d1^188d2^276 + (4 + 1a + 2a^2)d1^189d2^276 + (0 + 1a + 0a^2)d1^190d2^276 + (4 + 3a + 1a^2)d1^191d2^276 + (0 + 0a + 3a^2)d1^192d2^276 + (2 + 2a + 1a^2)d1^193d2^276 + (4 + 4a + 3a^2)d1^194d2^276 + (0 + 2a + 2a^2)d1^195d2^276 + (2 + 4a + 0a^2)d1^196d2^276 + (2 + 2a + 2a^2)d1^197d2^276 + (3 + 4a + 2a^2)d1^198d2^276 + (4 + 0a + 1a^2)d1^199d2^276 + (2 + 4a + 1a^2)d1^200d2^276 + (1 + 0a + 1a^2)d1^201d2^276 + (1 + 4a + 4a^2)d1^202d2^276 + (3 + 3a + 3a^2)d1^203d2^276 + (3 + 3a + 1a^2)d1^204d2^276 + (3 + 0a + 2a^2)d1^205d2^276 + (4 + 0a + 4a^2)d1^206d2^276 + (4 + 2a + 2a^2)d1^207d2^276 + (1 + 1a + 3a^2)d1^208d2^276 + (1 + 4a + 2a^2)d1^209d2^276 + (4 + 0a + 4a^2)d1^210d2^276 + (2 + 3a + 3a^2)d1^211d2^276 + (2 + 4a + 1a^2)d1^212d2^276 + (3 + 4a + 0a^2)d1^213d2^276 + (4 + 3a + 1a^2)d1^214d2^276 + (4 + 3a + 2a^2)d1^215d2^276 + (0 + 1a + 1a^2)d1^216d2^276 + (0 + 4a + 1a^2)d1^217d2^276 + (2 + 4a + 4a^2)d1^218d2^276 + (4 + 1a + 1a^2)d1^219d2^276 + (3 + 0a + 1a^2)d1^220d2^276 + (0 + 2a + 3a^2)d1^221d2^276 + (2 + 0a + 2a^2)d1^222d2^276 + (3 + 1a + 2a^2)d1^223d2^276 + (3 + 0a + 4a^2)d1^224d2^276 + (3 + 0a + 3a^2)d1^225d2^276 + (1 + 4a + 4a^2)d1^226d2^276 + (3 + 4a + 4a^2)d1^227d2^276 + (2 + 0a + 4a^2)d1^228d2^276 + (3 + 3a + 0a^2)d1^229d2^276 + (2 + 3a + 1a^2)d1^230d2^276 + (4 + 4a + 0a^2)d1^231d2^276 + (2 + 1a + 0a^2)d1^232d2^276 + (2 + 1a + 3a^2)d1^233d2^276 + (4 + 4a + 1a^2)d1^234d2^276 + (4 + 2a + 0a^2)d1^235d2^276 + (2 + 0a + 4a^2)d1^236d2^276 + (2 + 2a + 0a^2)d1^237d2^276 + (2 + 2a + 4a^2)d1^238d2^276 + (1 + 3a + 1a^2)d1^239d2^276 + (4 + 1a + 3a^2)d1^240d2^276 + (1 + 4a + 4a^2)d1^241d2^276 + (3 + 2a + 1a^2)d1^242d2^276 + (4 + 4a + 3a^2)d1^243d2^276 + (3 + 1a + 0a^2)d1^244d2^276 + (4 + 3a + 1a^2)d1^245d2^276 + (2 + 0a + 4a^2)d1^246d2^276 + (2 + 2a + 1a^2)d1^247d2^276 + (4 + 0a + 3a^2)d1^248d2^276 + (4 + 2a + 1a^2)d1^249d2^276 + (2 + 4a + 3a^2)d1^250d2^276 + (4 + 0a + 1a^2)d1^251d2^276 + (0 + 0a + 2a^2)d1^252d2^276 + (4 + 4a + 4a^2)d1^253d2^276 + (1 + 0a + 0a^2)d1^254d2^276 + (3 + 0a + 4a^2)d1^255d2^276 + (4 + 4a + 0a^2)d1^256d2^276 + (4 + 3a + 3a^2)d1^257d2^276 + (0 + 3a + 3a^2)d1^258d2^276 + (1 + 4a + 2a^2)d1^259d2^276 + (0 + 1a + 1a^2)d1^260d2^276 + (4 + 1a + 0a^2)d1^261d2^276 + (3 + 4a + 2a^2)d1^262d2^276 + (4 + 0a + 1a^2)d1^263d2^276 + (1 + 2a + 0a^2)d1^264d2^276 + (4 + 2a + 0a^2)d1^265d2^276 + (1 + 4a + 3a^2)d1^266d2^276 + (3 + 4a + 1a^2)d1^267d2^276 + (0 + 1a + 2a^2)d1^268d2^276 + (2 + 0a + 4a^2)d1^269d2^276 + (2 + 3a + 0a^2)d1^270d2^276 + (0 + 4a + 0a^2)d1^271d2^276 + (3 + 1a + 1a^2)d1^272d2^276 + (2 + 2a + 1a^2)d1^273d2^276 + (1 + 4a + 2a^2)d1^274d2^276 + (2 + 1a + 3a^2)d1^275d2^276 + (4 + 4a + 0a^2)d1^276d2^276 + (1 + 4a + 3a^2)d1^277d2^276 + (3 + 3a + 1a^2)d1^278d2^276 + (4 + 4a + 4a^2)d1^279d2^276 + (1 + 2a + 3a^2)d1^280d2^276 + (2 + 0a + 2a^2)d1^281d2^276 + (3 + 2a + 2a^2)d1^282d2^276 + (1 + 1a + 1a^2)d1^283d2^276 + (3 + 3a + 1a^2)d1^284d2^276 + (1 + 1a + 2a^2)d1^285d2^276 + (1 + 4a + 1a^2)d1^286d2^276 + (4 + 2a + 1a^2)d1^287d2^276 + (4 + 2a + 2a^2)d1^288d2^276 + (1 + 0a + 3a^2)d1^289d2^276 + (4 + 4a + 2a^2)d1^290d2^276 + (3 + 3a + 1a^2)d1^291d2^276 + (3 + 2a + 4a^2)d1^292d2^276 + (0 + 0a + 3a^2)d1^293d2^276 + (3 + 0a + 1a^2)d2^277 + (3 + 2a + 3a^2)d1^1d2^277 + (0 + 4a + 4a^2)d1^2d2^277 + (2 + 0a + 4a^2)d1^3d2^277 + (4 + 3a + 2a^2)d1^4d2^277 + (3 + 1a + 0a^2)d1^5d2^277 + (1 + 4a + 4a^2)d1^6d2^277 + (3 + 1a + 2a^2)d1^7d2^277 + (4 + 0a + 0a^2)d1^8d2^277 + (2 + 2a + 0a^2)d1^9d2^277 + (0 + 0a + 2a^2)d1^10d2^277 + (4 + 2a + 1a^2)d1^11d2^277 + (3 + 2a + 3a^2)d1^12d2^277 + (0 + 2a + 3a^2)d1^13d2^277 + (4 + 3a + 4a^2)d1^14d2^277 + (0 + 2a + 0a^2)d1^15d2^277 + (0 + 0a + 1a^2)d1^16d2^277 + (3 + 0a + 0a^2)d1^17d2^277 + (1 + 1a + 2a^2)d1^18d2^277 + (3 + 4a + 2a^2)d1^19d2^277 + (2 + 0a + 1a^2)d1^20d2^277 + (0 + 2a + 1a^2)d1^22d2^277 + (0 + 1a + 2a^2)d1^23d2^277 + (3 + 3a + 3a^2)d1^24d2^277 + (4 + 4a + 4a^2)d1^25d2^277 + (2 + 3a + 0a^2)d1^26d2^277 + (1 + 1a + 0a^2)d1^27d2^277 + (4 + 0a + 4a^2)d1^28d2^277 + (3 + 1a + 0a^2)d1^29d2^277 + (2 + 4a + 0a^2)d1^30d2^277 + (4 + 3a + 2a^2)d1^31d2^277 + (1 + 1a + 2a^2)d1^32d2^277 + (1 + 4a + 4a^2)d1^33d2^277 + (1 + 0a + 2a^2)d1^34d2^277 + (2 + 1a + 3a^2)d1^35d2^277 + (2 + 2a + 1a^2)d1^36d2^277 + (3 + 1a + 4a^2)d1^37d2^277 + (4 + 0a + 1a^2)d1^38d2^277 + (1 + 1a + 1a^2)d1^39d2^277 + (3 + 2a + 1a^2)d1^40d2^277 + (0 + 2a + 1a^2)d1^42d2^277 + (1 + 0a + 3a^2)d1^43d2^277 + (3 + 4a + 3a^2)d1^44d2^277 + (3 + 0a + 4a^2)d1^45d2^277 + (3 + 1a + 3a^2)d1^46d2^277 + (3 + 0a + 3a^2)d1^47d2^277 + (0 + 4a + 0a^2)d1^48d2^277 + (3 + 4a + 3a^2)d1^49d2^277 + (2 + 4a + 3a^2)d1^50d2^277 + (3 + 1a + 3a^2)d1^51d2^277 + (1 + 3a + 4a^2)d1^52d2^277 + (3 + 1a + 1a^2)d1^53d2^277 + (4 + 2a + 3a^2)d1^54d2^277 + (4 + 2a + 1a^2)d1^55d2^277 + (3 + 4a + 0a^2)d1^56d2^277 + (0 + 1a + 0a^2)d1^57d2^277 + (1 + 0a + 0a^2)d1^58d2^277 + (4 + 0a + 1a^2)d1^59d2^277 + (2 + 2a + 1a^2)d1^60d2^277 + (1 + 4a + 0a^2)d1^61d2^277 + (0 + 0a + 2a^2)d1^62d2^277 + (3 + 0a + 4a^2)d1^63d2^277 + (2 + 0a + 3a^2)d1^64d2^277 + (2 + 1a + 2a^2)d1^65d2^277 + (1 + 2a + 3a^2)d1^66d2^277 + (2 + 4a + 2a^2)d1^67d2^277 + (3 + 2a + 2a^2)d1^68d2^277 + (2 + 0a + 4a^2)d1^69d2^277 + (4 + 4a + 3a^2)d1^70d2^277 + (0 + 3a + 3a^2)d1^71d2^277 + (3 + 1a + 3a^2)d1^72d2^277 + (1 + 0a + 1a^2)d1^73d2^277 + (4 + 4a + 3a^2)d1^74d2^277 + (0 + 1a + 1a^2)d1^75d2^277 + (0 + 1a + 3a^2)d1^76d2^277 + (4 + 1a + 1a^2)d1^77d2^277 + (0 + 4a + 4a^2)d1^78d2^277 + (3 + 4a + 4a^2)d1^79d2^277 + (1 + 4a + 1a^2)d1^80d2^277 + (0 + 4a + 1a^2)d1^81d2^277 + (4 + 0a + 0a^2)d1^82d2^277 + (4 + 1a + 1a^2)d1^83d2^277 + (2 + 3a + 2a^2)d1^84d2^277 + (2 + 2a + 1a^2)d1^85d2^277 + (4 + 1a + 0a^2)d1^86d2^277 + (2 + 1a + 1a^2)d1^87d2^277 + (0 + 2a + 1a^2)d1^88d2^277 + (1 + 4a + 0a^2)d1^89d2^277 + (2 + 3a + 1a^2)d1^90d2^277 + (2 + 0a + 1a^2)d1^91d2^277 + (2 + 0a + 1a^2)d1^92d2^277 + (0 + 0a + 2a^2)d1^93d2^277 + (4 + 1a + 4a^2)d1^94d2^277 + (2 + 1a + 0a^2)d1^95d2^277 + (3 + 3a + 1a^2)d1^96d2^277 + (4 + 1a + 3a^2)d1^97d2^277 + (1 + 3a + 2a^2)d1^98d2^277 + (0 + 0a + 4a^2)d1^99d2^277 + (4 + 0a + 0a^2)d1^100d2^277 + (4 + 2a + 0a^2)d1^101d2^277 + (4 + 1a + 2a^2)d1^102d2^277 + (4 + 1a + 2a^2)d1^103d2^277 + (0 + 3a + 2a^2)d1^104d2^277 + (2 + 3a + 4a^2)d1^105d2^277 + (2 + 3a + 4a^2)d1^106d2^277 + (0 + 3a + 4a^2)d1^107d2^277 + (1 + 2a + 4a^2)d1^108d2^277 + (4 + 4a + 4a^2)d1^109d2^277 + (4 + 2a + 1a^2)d1^110d2^277 + (2 + 4a + 0a^2)d1^111d2^277 + (2 + 1a + 2a^2)d1^112d2^277 + (0 + 4a + 1a^2)d1^113d2^277 + (1 + 2a + 4a^2)d1^114d2^277 + (1 + 1a + 4a^2)d1^115d2^277 + (3 + 4a + 2a^2)d1^116d2^277 + (0 + 0a + 3a^2)d1^117d2^277 + (0 + 1a + 2a^2)d1^118d2^277 + (0 + 3a + 2a^2)d1^119d2^277 + (0 + 1a + 2a^2)d1^120d2^277 + (0 + 0a + 1a^2)d1^121d2^277 + (0 + 3a + 0a^2)d1^122d2^277 + (1 + 2a + 3a^2)d1^123d2^277 + (4 + 3a + 0a^2)d1^124d2^277 + (2 + 0a + 0a^2)d1^125d2^277 + (3 + 1a + 0a^2)d1^126d2^277 + (3 + 4a + 0a^2)d1^127d2^277 + (0 + 4a + 2a^2)d1^128d2^277 + (4 + 1a + 4a^2)d1^129d2^277 + (3 + 2a + 3a^2)d1^130d2^277 + (0 + 2a + 4a^2)d1^131d2^277 + (0 + 3a + 0a^2)d1^132d2^277 + (3 + 4a + 2a^2)d1^133d2^277 + (0 + 2a + 3a^2)d1^134d2^277 + (2 + 1a + 1a^2)d1^135d2^277 + (0 + 1a + 3a^2)d1^136d2^277 + (1 + 3a + 3a^2)d1^137d2^277 + (1 + 0a + 4a^2)d1^138d2^277 + (1 + 3a + 0a^2)d1^139d2^277 + (2 + 1a + 0a^2)d1^140d2^277 + (4 + 0a + 2a^2)d1^141d2^277 + (4 + 4a + 4a^2)d1^142d2^277 + (1 + 4a + 2a^2)d1^143d2^277 + (4 + 1a + 2a^2)d1^144d2^277 + (0 + 3a + 2a^2)d1^145d2^277 + (3 + 2a + 2a^2)d1^146d2^277 + (2 + 1a + 3a^2)d1^147d2^277 + (4 + 3a + 3a^2)d1^148d2^277 + (4 + 0a + 4a^2)d1^149d2^277 + (3 + 4a + 4a^2)d1^150d2^277 + (2 + 2a + 1a^2)d1^151d2^277 + (2 + 3a + 2a^2)d1^152d2^277 + (4 + 2a + 1a^2)d1^153d2^277 + (3 + 1a + 4a^2)d1^154d2^277 + (3 + 3a + 0a^2)d1^155d2^277 + (1 + 2a + 1a^2)d1^156d2^277 + (3 + 2a + 1a^2)d1^157d2^277 + (3 + 1a + 0a^2)d1^158d2^277 + (0 + 0a + 1a^2)d1^159d2^277 + (4 + 4a + 4a^2)d1^160d2^277 + (4 + 0a + 0a^2)d1^161d2^277 + (2 + 0a + 2a^2)d1^162d2^277 + (2 + 3a + 2a^2)d1^163d2^277 + (4 + 0a + 1a^2)d1^164d2^277 + (3 + 4a + 4a^2)d1^165d2^277 + (3 + 4a + 3a^2)d1^166d2^277 + (4 + 4a + 2a^2)d1^167d2^277 + (1 + 1a + 4a^2)d1^168d2^277 + (0 + 2a + 1a^2)d1^169d2^277 + (3 + 1a + 0a^2)d1^170d2^277 + (0 + 1a + 0a^2)d1^171d2^277 + (3 + 3a + 1a^2)d1^172d2^277 + (4 + 0a + 0a^2)d1^173d2^277 + (4 + 2a + 4a^2)d1^174d2^277 + (3 + 1a + 1a^2)d1^175d2^277 + (1 + 4a + 4a^2)d1^176d2^277 + (3 + 4a + 3a^2)d1^177d2^277 + (4 + 1a + 4a^2)d1^178d2^277 + (0 + 2a + 3a^2)d1^179d2^277 + (1 + 1a + 0a^2)d1^180d2^277 + (2 + 4a + 0a^2)d1^181d2^277 + (3 + 3a + 4a^2)d1^182d2^277 + (2 + 2a + 4a^2)d1^183d2^277 + (2 + 1a + 1a^2)d1^184d2^277 + (3 + 2a + 4a^2)d1^185d2^277 + (3 + 0a + 0a^2)d1^186d2^277 + (1 + 1a + 1a^2)d1^187d2^277 + (3 + 4a + 0a^2)d1^188d2^277 + (4 + 0a + 1a^2)d1^189d2^277 + (2 + 2a + 1a^2)d1^190d2^277 + (4 + 0a + 1a^2)d1^191d2^277 + (0 + 0a + 3a^2)d1^192d2^277 + (3 + 2a + 3a^2)d1^193d2^277 + (3 + 2a + 2a^2)d1^194d2^277 + (2 + 3a + 2a^2)d1^195d2^277 + (1 + 3a + 2a^2)d1^196d2^277 + (1 + 3a + 4a^2)d1^197d2^277 + (2 + 1a + 2a^2)d1^198d2^277 + (1 + 1a + 2a^2)d1^199d2^277 + (4 + 1a + 4a^2)d1^200d2^277 + (1 + 2a + 1a^2)d1^201d2^277 + (1 + 3a + 4a^2)d1^202d2^277 + (0 + 1a + 4a^2)d1^203d2^277 + (4 + 1a + 0a^2)d1^204d2^277 + (3 + 3a + 1a^2)d1^205d2^277 + (3 + 2a + 2a^2)d1^206d2^277 + (0 + 2a + 1a^2)d1^207d2^277 + (2 + 2a + 1a^2)d1^208d2^277 + (0 + 2a + 2a^2)d1^209d2^277 + (1 + 4a + 0a^2)d1^210d2^277 + (3 + 1a + 3a^2)d1^211d2^277 + (1 + 3a + 4a^2)d1^212d2^277 + (0 + 2a + 3a^2)d1^213d2^277 + (0 + 1a + 1a^2)d1^214d2^277 + (2 + 4a + 0a^2)d1^215d2^277 + (3 + 2a + 2a^2)d1^216d2^277 + (0 + 4a + 3a^2)d1^217d2^277 + (4 + 2a + 3a^2)d1^218d2^277 + (3 + 2a + 3a^2)d1^219d2^277 + (4 + 2a + 1a^2)d1^220d2^277 + (1 + 4a + 2a^2)d1^221d2^277 + (0 + 3a + 0a^2)d1^222d2^277 + (3 + 0a + 4a^2)d1^223d2^277 + (2 + 0a + 0a^2)d1^224d2^277 + (0 + 0a + 2a^2)d1^225d2^277 + (1 + 4a + 2a^2)d1^226d2^277 + (3 + 4a + 0a^2)d1^227d2^277 + (1 + 4a + 1a^2)d1^228d2^277 + (0 + 4a + 2a^2)d1^229d2^277 + (3 + 4a + 0a^2)d1^230d2^277 + (2 + 3a + 3a^2)d1^231d2^277 + (4 + 4a + 2a^2)d1^232d2^277 + (4 + 2a + 0a^2)d1^233d2^277 + (4 + 0a + 2a^2)d1^234d2^277 + (2 + 4a + 0a^2)d1^235d2^277 + (4 + 2a + 1a^2)d1^236d2^277 + (3 + 2a + 2a^2)d1^237d2^277 + (4 + 2a + 1a^2)d1^238d2^277 + (2 + 4a + 1a^2)d1^239d2^277 + (4 + 0a + 3a^2)d1^240d2^277 + (2 + 2a + 2a^2)d1^241d2^277 + (0 + 1a + 0a^2)d1^242d2^277 + (4 + 2a + 3a^2)d1^243d2^277 + (1 + 1a + 2a^2)d1^244d2^277 + (0 + 1a + 3a^2)d1^245d2^277 + (3 + 2a + 1a^2)d1^246d2^277 + (3 + 2a + 3a^2)d1^247d2^277 + (4 + 0a + 3a^2)d1^248d2^277 + (1 + 0a + 1a^2)d1^249d2^277 + (2 + 3a + 4a^2)d1^250d2^277 + (4 + 2a + 2a^2)d1^251d2^277 + (3 + 4a + 1a^2)d1^252d2^277 + (2 + 0a + 2a^2)d1^253d2^277 + (1 + 0a + 2a^2)d1^254d2^277 + (0 + 3a + 4a^2)d1^255d2^277 + (3 + 4a + 0a^2)d1^256d2^277 + (0 + 1a + 1a^2)d1^257d2^277 + (4 + 3a + 1a^2)d1^258d2^277 + (0 + 2a + 1a^2)d1^259d2^277 + (0 + 1a + 0a^2)d1^260d2^277 + (1 + 2a + 3a^2)d1^261d2^277 + (0 + 3a + 4a^2)d1^262d2^277 + (1 + 3a + 0a^2)d1^263d2^277 + (2 + 2a + 1a^2)d1^264d2^277 + (4 + 1a + 2a^2)d1^265d2^277 + (2 + 1a + 2a^2)d1^266d2^277 + (4 + 3a + 4a^2)d1^267d2^277 + (4 + 4a + 2a^2)d1^268d2^277 + (1 + 0a + 4a^2)d1^269d2^277 + (2 + 1a + 3a^2)d1^270d2^277 + (1 + 4a + 2a^2)d1^271d2^277 + (1 + 2a + 4a^2)d1^272d2^277 + (4 + 4a + 0a^2)d1^273d2^277 + (3 + 0a + 3a^2)d1^274d2^277 + (0 + 0a + 1a^2)d1^275d2^277 + (1 + 1a + 1a^2)d1^276d2^277 + (1 + 3a + 2a^2)d1^277d2^277 + (0 + 3a + 2a^2)d1^278d2^277 + (4 + 0a + 3a^2)d1^279d2^277 + (3 + 4a + 3a^2)d1^280d2^277 + (1 + 2a + 4a^2)d1^281d2^277 + (0 + 2a + 0a^2)d1^282d2^277 + (4 + 3a + 4a^2)d1^283d2^277 + (3 + 4a + 1a^2)d1^284d2^277 + (1 + 1a + 4a^2)d1^285d2^277 + (3 + 1a + 0a^2)d1^286d2^277 + (3 + 3a + 4a^2)d1^287d2^277 + (1 + 2a + 3a^2)d1^288d2^277 + (3 + 1a + 4a^2)d1^289d2^277 + (4 + 3a + 1a^2)d1^290d2^277 + (2 + 2a + 0a^2)d1^291d2^277 + (2 + 0a + 3a^2)d1^292d2^277 + (4 + 1a + 3a^2)d1^293d2^277 + (3 + 2a + 4a^2)d2^278 + (4 + 0a + 1a^2)d1^1d2^278 + (2 + 1a + 3a^2)d1^2d2^278 + (3 + 1a + 1a^2)d1^3d2^278 + (4 + 1a + 2a^2)d1^4d2^278 + (4 + 0a + 0a^2)d1^5d2^278 + (1 + 4a + 4a^2)d1^6d2^278 + (1 + 0a + 1a^2)d1^7d2^278 + (0 + 2a + 2a^2)d1^8d2^278 + (2 + 4a + 4a^2)d1^9d2^278 + (4 + 4a + 3a^2)d1^10d2^278 + (4 + 2a + 1a^2)d1^11d2^278 + (2 + 4a + 2a^2)d1^12d2^278 + (0 + 2a + 1a^2)d1^13d2^278 + (1 + 4a + 2a^2)d1^14d2^278 + (3 + 3a + 1a^2)d1^15d2^278 + (0 + 2a + 2a^2)d1^16d2^278 + (2 + 3a + 2a^2)d1^17d2^278 + (4 + 2a + 3a^2)d1^18d2^278 + (4 + 0a + 0a^2)d1^19d2^278 + (4 + 2a + 0a^2)d1^20d2^278 + (3 + 1a + 2a^2)d1^21d2^278 + (3 + 3a + 3a^2)d1^22d2^278 + (4 + 3a + 4a^2)d1^23d2^278 + (1 + 3a + 2a^2)d1^24d2^278 + (4 + 0a + 0a^2)d1^25d2^278 + (3 + 2a + 0a^2)d1^26d2^278 + (0 + 1a + 0a^2)d1^27d2^278 + (4 + 0a + 1a^2)d1^28d2^278 + (0 + 3a + 2a^2)d1^29d2^278 + (1 + 0a + 4a^2)d1^30d2^278 + (4 + 2a + 0a^2)d1^31d2^278 + (1 + 2a + 3a^2)d1^32d2^278 + (2 + 2a + 3a^2)d1^33d2^278 + (0 + 1a + 0a^2)d1^34d2^278 + (0 + 3a + 2a^2)d1^35d2^278 + (3 + 1a + 3a^2)d1^36d2^278 + (3 + 3a + 3a^2)d1^37d2^278 + (3 + 4a + 1a^2)d1^38d2^278 + (3 + 1a + 2a^2)d1^39d2^278 + (4 + 4a + 1a^2)d1^40d2^278 + (1 + 2a + 0a^2)d1^41d2^278 + (3 + 4a + 2a^2)d1^42d2^278 + (2 + 4a + 3a^2)d1^43d2^278 + (2 + 1a + 4a^2)d1^44d2^278 + (2 + 0a + 3a^2)d1^45d2^278 + (4 + 0a + 0a^2)d1^46d2^278 + (4 + 4a + 4a^2)d1^47d2^278 + (2 + 2a + 1a^2)d1^48d2^278 + (4 + 2a + 4a^2)d1^49d2^278 + (2 + 0a + 2a^2)d1^50d2^278 + (4 + 1a + 2a^2)d1^51d2^278 + (2 + 1a + 3a^2)d1^52d2^278 + (2 + 2a + 2a^2)d1^53d2^278 + (0 + 2a + 1a^2)d1^54d2^278 + (4 + 0a + 4a^2)d1^55d2^278 + (4 + 4a + 0a^2)d1^56d2^278 + (3 + 3a + 0a^2)d1^57d2^278 + (2 + 0a + 2a^2)d1^58d2^278 + (4 + 0a + 0a^2)d1^59d2^278 + (0 + 0a + 1a^2)d1^60d2^278 + (2 + 4a + 1a^2)d1^61d2^278 + (3 + 4a + 3a^2)d1^62d2^278 + (3 + 2a + 2a^2)d1^63d2^278 + (1 + 0a + 4a^2)d1^64d2^278 + (4 + 0a + 2a^2)d1^65d2^278 + (2 + 4a + 2a^2)d1^66d2^278 + (0 + 1a + 1a^2)d1^67d2^278 + (2 + 2a + 0a^2)d1^68d2^278 + (0 + 2a + 3a^2)d1^69d2^278 + (0 + 4a + 4a^2)d1^70d2^278 + (4 + 1a + 0a^2)d1^71d2^278 + (4 + 4a + 4a^2)d1^72d2^278 + (0 + 0a + 4a^2)d1^73d2^278 + (1 + 1a + 0a^2)d1^74d2^278 + (2 + 4a + 4a^2)d1^75d2^278 + (0 + 0a + 1a^2)d1^76d2^278 + (0 + 2a + 2a^2)d1^77d2^278 + (3 + 1a + 4a^2)d1^78d2^278 + (0 + 1a + 4a^2)d1^79d2^278 + (2 + 2a + 2a^2)d1^80d2^278 + (3 + 1a + 2a^2)d1^81d2^278 + (4 + 3a + 4a^2)d1^82d2^278 + (2 + 3a + 2a^2)d1^83d2^278 + (2 + 3a + 3a^2)d1^84d2^278 + (4 + 1a + 4a^2)d1^85d2^278 + (3 + 4a + 0a^2)d1^86d2^278 + (2 + 1a + 2a^2)d1^87d2^278 + (1 + 0a + 0a^2)d1^88d2^278 + (0 + 3a + 2a^2)d1^89d2^278 + (0 + 4a + 4a^2)d1^90d2^278 + (4 + 1a + 1a^2)d1^91d2^278 + (2 + 4a + 3a^2)d1^92d2^278 + (4 + 0a + 3a^2)d1^93d2^278 + (4 + 1a + 1a^2)d1^94d2^278 + (1 + 3a + 3a^2)d1^95d2^278 + (4 + 3a + 2a^2)d1^96d2^278 + (4 + 4a + 1a^2)d1^97d2^278 + (0 + 4a + 0a^2)d1^98d2^278 + (3 + 3a + 2a^2)d1^99d2^278 + (1 + 4a + 0a^2)d1^100d2^278 + (4 + 0a + 2a^2)d1^101d2^278 + (4 + 2a + 1a^2)d1^102d2^278 + (2 + 0a + 2a^2)d1^103d2^278 + (3 + 1a + 1a^2)d1^104d2^278 + (0 + 1a + 3a^2)d1^105d2^278 + (1 + 1a + 2a^2)d1^106d2^278 + (0 + 1a + 1a^2)d1^107d2^278 + (2 + 3a + 1a^2)d1^108d2^278 + (1 + 2a + 1a^2)d1^109d2^278 + (2 + 1a + 0a^2)d1^110d2^278 + (0 + 1a + 3a^2)d1^111d2^278 + (1 + 0a + 3a^2)d1^113d2^278 + (2 + 0a + 2a^2)d1^114d2^278 + (2 + 0a + 1a^2)d1^115d2^278 + (2 + 1a + 1a^2)d1^116d2^278 + (4 + 1a + 2a^2)d1^117d2^278 + (1 + 2a + 1a^2)d1^118d2^278 + (4 + 1a + 1a^2)d1^119d2^278 + (2 + 4a + 3a^2)d1^120d2^278 + (3 + 0a + 0a^2)d1^121d2^278 + (4 + 3a + 4a^2)d1^122d2^278 + (1 + 2a + 1a^2)d1^123d2^278 + (4 + 0a + 0a^2)d1^124d2^278 + (2 + 1a + 0a^2)d1^125d2^278 + (1 + 1a + 4a^2)d1^126d2^278 + (3 + 2a + 3a^2)d1^127d2^278 + (4 + 3a + 2a^2)d1^128d2^278 + (0 + 3a + 0a^2)d1^129d2^278 + (1 + 0a + 4a^2)d1^130d2^278 + (0 + 2a + 0a^2)d1^131d2^278 + (0 + 2a + 2a^2)d1^132d2^278 + (1 + 0a + 0a^2)d1^133d2^278 + (4 + 0a + 3a^2)d1^134d2^278 + (1 + 0a + 1a^2)d1^135d2^278 + (1 + 2a + 3a^2)d1^136d2^278 + (0 + 4a + 3a^2)d1^137d2^278 + (3 + 2a + 1a^2)d1^138d2^278 + (0 + 1a + 3a^2)d1^139d2^278 + (4 + 0a + 3a^2)d1^140d2^278 + (0 + 0a + 2a^2)d1^141d2^278 + (1 + 1a + 3a^2)d1^142d2^278 + (1 + 2a + 4a^2)d1^143d2^278 + (1 + 3a + 0a^2)d1^144d2^278 + (1 + 1a + 3a^2)d1^145d2^278 + (1 + 1a + 0a^2)d1^146d2^278 + (3 + 0a + 2a^2)d1^147d2^278 + (4 + 1a + 1a^2)d1^148d2^278 + (1 + 2a + 3a^2)d1^149d2^278 + (4 + 4a + 2a^2)d1^150d2^278 + (3 + 1a + 4a^2)d1^151d2^278 + (0 + 2a + 1a^2)d1^152d2^278 + (2 + 3a + 2a^2)d1^153d2^278 + (2 + 0a + 1a^2)d1^154d2^278 + (0 + 4a + 2a^2)d1^155d2^278 + (3 + 3a + 2a^2)d1^156d2^278 + (2 + 4a + 2a^2)d1^157d2^278 + (1 + 0a + 0a^2)d1^158d2^278 + (1 + 1a + 3a^2)d1^159d2^278 + (4 + 3a + 0a^2)d1^160d2^278 + (1 + 0a + 0a^2)d1^161d2^278 + (1 + 2a + 4a^2)d1^162d2^278 + (1 + 0a + 2a^2)d1^163d2^278 + (4 + 3a + 1a^2)d1^164d2^278 + (3 + 2a + 2a^2)d1^165d2^278 + (3 + 1a + 3a^2)d1^166d2^278 + (3 + 0a + 4a^2)d1^167d2^278 + (1 + 1a + 0a^2)d1^168d2^278 + (0 + 3a + 2a^2)d1^169d2^278 + (1 + 4a + 3a^2)d1^170d2^278 + (2 + 3a + 3a^2)d1^171d2^278 + (2 + 0a + 3a^2)d1^172d2^278 + (0 + 4a + 2a^2)d1^173d2^278 + (1 + 0a + 3a^2)d1^174d2^278 + (2 + 1a + 0a^2)d1^175d2^278 + (0 + 2a + 4a^2)d1^176d2^278 + (0 + 1a + 1a^2)d1^177d2^278 + (4 + 1a + 4a^2)d1^178d2^278 + (2 + 2a + 0a^2)d1^179d2^278 + (4 + 4a + 0a^2)d1^180d2^278 + (4 + 2a + 4a^2)d1^181d2^278 + (2 + 1a + 3a^2)d1^183d2^278 + (0 + 4a + 4a^2)d1^184d2^278 + (4 + 2a + 4a^2)d1^185d2^278 + (3 + 1a + 1a^2)d1^186d2^278 + (2 + 2a + 1a^2)d1^187d2^278 + (3 + 4a + 3a^2)d1^188d2^278 + (3 + 2a + 2a^2)d1^189d2^278 + (0 + 3a + 0a^2)d1^190d2^278 + (3 + 2a + 1a^2)d1^191d2^278 + (0 + 4a + 0a^2)d1^192d2^278 + (1 + 4a + 1a^2)d1^193d2^278 + (3 + 2a + 4a^2)d1^194d2^278 + (4 + 3a + 1a^2)d1^195d2^278 + (4 + 0a + 1a^2)d1^196d2^278 + (0 + 4a + 4a^2)d1^197d2^278 + (4 + 0a + 3a^2)d1^198d2^278 + (1 + 2a + 3a^2)d1^199d2^278 + (0 + 3a + 2a^2)d1^200d2^278 + (4 + 4a + 0a^2)d1^201d2^278 + (3 + 3a + 4a^2)d1^202d2^278 + (1 + 1a + 3a^2)d1^203d2^278 + (0 + 2a + 1a^2)d1^204d2^278 + (4 + 1a + 3a^2)d1^205d2^278 + (2 + 4a + 3a^2)d1^206d2^278 + (3 + 1a + 0a^2)d1^207d2^278 + (4 + 0a + 1a^2)d1^208d2^278 + (1 + 3a + 1a^2)d1^209d2^278 + (2 + 4a + 3a^2)d1^210d2^278 + (3 + 1a + 0a^2)d1^211d2^278 + (1 + 2a + 3a^2)d1^212d2^278 + (2 + 1a + 4a^2)d1^213d2^278 + (2 + 1a + 0a^2)d1^214d2^278 + (4 + 0a + 4a^2)d1^215d2^278 + (3 + 2a + 0a^2)d1^216d2^278 + (3 + 0a + 0a^2)d1^217d2^278 + (4 + 3a + 2a^2)d1^218d2^278 + (0 + 0a + 1a^2)d1^219d2^278 + (0 + 1a + 1a^2)d1^220d2^278 + (1 + 3a + 3a^2)d1^221d2^278 + (2 + 4a + 3a^2)d1^222d2^278 + (3 + 3a + 1a^2)d1^223d2^278 + (2 + 3a + 1a^2)d1^224d2^278 + (1 + 3a + 2a^2)d1^225d2^278 + (0 + 0a + 3a^2)d1^226d2^278 + (2 + 2a + 2a^2)d1^227d2^278 + (2 + 1a + 0a^2)d1^228d2^278 + (3 + 1a + 4a^2)d1^229d2^278 + (0 + 1a + 0a^2)d1^230d2^278 + (1 + 2a + 4a^2)d1^231d2^278 + (0 + 0a + 2a^2)d1^232d2^278 + (2 + 4a + 4a^2)d1^233d2^278 + (0 + 1a + 3a^2)d1^234d2^278 + (1 + 4a + 3a^2)d1^235d2^278 + (4 + 0a + 3a^2)d1^236d2^278 + (0 + 3a + 2a^2)d1^237d2^278 + (2 + 2a + 1a^2)d1^238d2^278 + (0 + 3a + 1a^2)d1^239d2^278 + (0 + 1a + 2a^2)d1^240d2^278 + (2 + 3a + 1a^2)d1^241d2^278 + (4 + 0a + 2a^2)d1^242d2^278 + (2 + 4a + 0a^2)d1^243d2^278 + (4 + 0a + 1a^2)d1^244d2^278 + (4 + 4a + 4a^2)d1^245d2^278 + (1 + 3a + 4a^2)d1^246d2^278 + (1 + 0a + 3a^2)d1^247d2^278 + (2 + 1a + 2a^2)d1^248d2^278 + (1 + 3a + 2a^2)d1^249d2^278 + (2 + 3a + 1a^2)d1^250d2^278 + (3 + 2a + 4a^2)d1^251d2^278 + (4 + 0a + 4a^2)d1^252d2^278 + (0 + 2a + 4a^2)d1^253d2^278 + (2 + 4a + 3a^2)d1^254d2^278 + (0 + 2a + 4a^2)d1^255d2^278 + (0 + 0a + 4a^2)d1^256d2^278 + (0 + 3a + 2a^2)d1^257d2^278 + (4 + 4a + 0a^2)d1^258d2^278 + (0 + 0a + 3a^2)d1^259d2^278 + (4 + 3a + 3a^2)d1^260d2^278 + (2 + 3a + 4a^2)d1^261d2^278 + (0 + 0a + 3a^2)d1^262d2^278 + (2 + 1a + 2a^2)d1^263d2^278 + (0 + 1a + 2a^2)d1^264d2^278 + (1 + 4a + 3a^2)d1^265d2^278 + (3 + 1a + 1a^2)d1^266d2^278 + (4 + 3a + 0a^2)d1^267d2^278 + (0 + 1a + 1a^2)d1^268d2^278 + (1 + 4a + 4a^2)d1^269d2^278 + (3 + 4a + 4a^2)d1^270d2^278 + (1 + 0a + 3a^2)d1^271d2^278 + (4 + 3a + 1a^2)d1^272d2^278 + (1 + 4a + 1a^2)d1^273d2^278 + (0 + 3a + 0a^2)d1^274d2^278 + (3 + 4a + 4a^2)d1^275d2^278 + (1 + 2a + 3a^2)d1^276d2^278 + (3 + 3a + 3a^2)d1^277d2^278 + (0 + 0a + 2a^2)d1^278d2^278 + (0 + 4a + 4a^2)d1^280d2^278 + (4 + 1a + 2a^2)d1^281d2^278 + (4 + 0a + 4a^2)d1^282d2^278 + (4 + 1a + 1a^2)d1^283d2^278 + (3 + 0a + 4a^2)d1^284d2^278 + (0 + 4a + 3a^2)d1^285d2^278 + (1 + 1a + 0a^2)d1^286d2^278 + (4 + 4a + 4a^2)d1^287d2^278 + (4 + 1a + 2a^2)d1^288d2^278 + (2 + 0a + 1a^2)d1^289d2^278 + (3 + 4a + 0a^2)d1^290d2^278 + (4 + 4a + 2a^2)d1^291d2^278 + (2 + 1a + 4a^2)d1^292d2^278 + (0 + 1a + 4a^2)d1^293d2^278 + (3 + 4a + 1a^2)d2^279 + (4 + 1a + 0a^2)d1^1d2^279 + (2 + 4a + 3a^2)d1^2d2^279 + (2 + 4a + 0a^2)d1^3d2^279 + (2 + 1a + 1a^2)d1^4d2^279 + (1 + 4a + 1a^2)d1^5d2^279 + (1 + 4a + 1a^2)d1^6d2^279 + (1 + 4a + 1a^2)d1^7d2^279 + (0 + 1a + 1a^2)d1^8d2^279 + (2 + 2a + 0a^2)d1^9d2^279 + (2 + 0a + 1a^2)d1^10d2^279 + (4 + 0a + 3a^2)d1^11d2^279 + (1 + 2a + 4a^2)d1^12d2^279 + (3 + 4a + 3a^2)d1^13d2^279 + (0 + 3a + 4a^2)d1^14d2^279 + (1 + 4a + 3a^2)d1^15d2^279 + (4 + 4a + 0a^2)d1^16d2^279 + (4 + 3a + 1a^2)d1^17d2^279 + (4 + 1a + 3a^2)d1^18d2^279 + (3 + 0a + 0a^2)d1^19d2^279 + (4 + 0a + 1a^2)d1^20d2^279 + (0 + 4a + 0a^2)d1^21d2^279 + (0 + 2a + 4a^2)d1^22d2^279 + (1 + 4a + 1a^2)d1^23d2^279 + (2 + 3a + 4a^2)d1^24d2^279 + (3 + 1a + 3a^2)d1^25d2^279 + (4 + 0a + 3a^2)d1^26d2^279 + (1 + 0a + 1a^2)d1^27d2^279 + (3 + 0a + 2a^2)d1^28d2^279 + (1 + 0a + 2a^2)d1^29d2^279 + (4 + 2a + 2a^2)d1^30d2^279 + (1 + 0a + 2a^2)d1^31d2^279 + (4 + 1a + 3a^2)d1^32d2^279 + (3 + 3a + 3a^2)d1^33d2^279 + (0 + 2a + 0a^2)d1^34d2^279 + (2 + 4a + 4a^2)d1^35d2^279 + (0 + 1a + 2a^2)d1^36d2^279 + (1 + 1a + 3a^2)d1^37d2^279 + (4 + 1a + 0a^2)d1^38d2^279 + (1 + 3a + 4a^2)d1^39d2^279 + (4 + 2a + 2a^2)d1^40d2^279 + (1 + 0a + 2a^2)d1^41d2^279 + (1 + 2a + 2a^2)d1^42d2^279 + (4 + 0a + 4a^2)d1^43d2^279 + (0 + 1a + 4a^2)d1^44d2^279 + (1 + 3a + 2a^2)d1^45d2^279 + (2 + 2a + 4a^2)d1^46d2^279 + (2 + 3a + 2a^2)d1^47d2^279 + (3 + 2a + 3a^2)d1^48d2^279 + (3 + 2a + 3a^2)d1^49d2^279 + (4 + 0a + 2a^2)d1^50d2^279 + (4 + 2a + 1a^2)d1^51d2^279 + (2 + 4a + 3a^2)d1^52d2^279 + (2 + 1a + 3a^2)d1^53d2^279 + (4 + 1a + 2a^2)d1^54d2^279 + (4 + 4a + 0a^2)d1^55d2^279 + (0 + 3a + 4a^2)d1^56d2^279 + (4 + 2a + 3a^2)d1^57d2^279 + (3 + 2a + 3a^2)d1^58d2^279 + (3 + 2a + 4a^2)d1^59d2^279 + (4 + 1a + 1a^2)d1^60d2^279 + (4 + 3a + 4a^2)d1^61d2^279 + (2 + 4a + 0a^2)d1^62d2^279 + (2 + 4a + 2a^2)d1^63d2^279 + (4 + 1a + 4a^2)d1^64d2^279 + (4 + 1a + 2a^2)d1^65d2^279 + (1 + 4a + 0a^2)d1^66d2^279 + (1 + 4a + 0a^2)d1^67d2^279 + (2 + 3a + 3a^2)d1^68d2^279 + (2 + 2a + 1a^2)d1^69d2^279 + (1 + 2a + 4a^2)d1^70d2^279 + (3 + 4a + 4a^2)d1^71d2^279 + (0 + 1a + 3a^2)d1^72d2^279 + (1 + 4a + 4a^2)d1^73d2^279 + (3 + 0a + 4a^2)d1^74d2^279 + (0 + 3a + 4a^2)d1^75d2^279 + (4 + 0a + 3a^2)d1^76d2^279 + (1 + 1a + 3a^2)d1^77d2^279 + (4 + 3a + 2a^2)d1^78d2^279 + (1 + 2a + 1a^2)d1^79d2^279 + (1 + 4a + 0a^2)d1^80d2^279 + (0 + 4a + 4a^2)d1^81d2^279 + (1 + 1a + 2a^2)d1^82d2^279 + (1 + 2a + 1a^2)d1^83d2^279 + (0 + 2a + 2a^2)d1^84d2^279 + (1 + 0a + 1a^2)d1^85d2^279 + (4 + 3a + 0a^2)d1^86d2^279 + (3 + 1a + 2a^2)d1^87d2^279 + (4 + 3a + 1a^2)d1^88d2^279 + (0 + 2a + 3a^2)d1^89d2^279 + (1 + 1a + 3a^2)d1^90d2^279 + (2 + 3a + 4a^2)d1^91d2^279 + (0 + 1a + 0a^2)d1^92d2^279 + (3 + 0a + 2a^2)d1^93d2^279 + (0 + 0a + 4a^2)d1^94d2^279 + (3 + 2a + 3a^2)d1^95d2^279 + (1 + 3a + 3a^2)d1^96d2^279 + (3 + 3a + 0a^2)d1^97d2^279 + (3 + 1a + 2a^2)d1^98d2^279 + (2 + 0a + 1a^2)d1^99d2^279 + (2 + 4a + 0a^2)d1^100d2^279 + (2 + 0a + 3a^2)d1^101d2^279 + (4 + 0a + 1a^2)d1^102d2^279 + (1 + 2a + 1a^2)d1^103d2^279 + (3 + 3a + 3a^2)d1^104d2^279 + (0 + 2a + 1a^2)d1^105d2^279 + (0 + 1a + 4a^2)d1^106d2^279 + (4 + 3a + 2a^2)d1^107d2^279 + (1 + 4a + 4a^2)d1^108d2^279 + (4 + 1a + 0a^2)d1^109d2^279 + (1 + 0a + 1a^2)d1^110d2^279 + (4 + 2a + 4a^2)d1^111d2^279 + (4 + 0a + 3a^2)d1^112d2^279 + (1 + 0a + 4a^2)d1^113d2^279 + (3 + 2a + 2a^2)d1^114d2^279 + (4 + 2a + 3a^2)d1^115d2^279 + (4 + 4a + 0a^2)d1^116d2^279 + (2 + 0a + 4a^2)d1^117d2^279 + (0 + 1a + 1a^2)d1^118d2^279 + (3 + 3a + 0a^2)d1^119d2^279 + (4 + 2a + 3a^2)d1^120d2^279 + (3 + 3a + 0a^2)d1^121d2^279 + (1 + 2a + 3a^2)d1^122d2^279 + (1 + 3a + 3a^2)d1^123d2^279 + (4 + 3a + 0a^2)d1^124d2^279 + (4 + 1a + 4a^2)d1^125d2^279 + (1 + 4a + 0a^2)d1^126d2^279 + (2 + 0a + 1a^2)d1^127d2^279 + (3 + 0a + 0a^2)d1^128d2^279 + (4 + 4a + 2a^2)d1^129d2^279 + (4 + 0a + 3a^2)d1^130d2^279 + (2 + 3a + 3a^2)d1^131d2^279 + (3 + 4a + 4a^2)d1^132d2^279 + (3 + 2a + 1a^2)d1^133d2^279 + (3 + 1a + 2a^2)d1^134d2^279 + (1 + 4a + 2a^2)d1^135d2^279 + (3 + 3a + 2a^2)d1^136d2^279 + (1 + 4a + 4a^2)d1^137d2^279 + (3 + 0a + 4a^2)d1^138d2^279 + (3 + 0a + 1a^2)d1^139d2^279 + (2 + 3a + 3a^2)d1^140d2^279 + (3 + 0a + 0a^2)d1^141d2^279 + (3 + 4a + 2a^2)d1^142d2^279 + (0 + 4a + 4a^2)d1^143d2^279 + (4 + 0a + 0a^2)d1^144d2^279 + (4 + 3a + 4a^2)d1^145d2^279 + (4 + 0a + 2a^2)d1^146d2^279 + (2 + 4a + 0a^2)d1^147d2^279 + (4 + 3a + 0a^2)d1^148d2^279 + (1 + 0a + 0a^2)d1^149d2^279 + (2 + 2a + 4a^2)d1^150d2^279 + (1 + 1a + 4a^2)d1^151d2^279 + (3 + 1a + 3a^2)d1^152d2^279 + (4 + 3a + 4a^2)d1^153d2^279 + (2 + 2a + 3a^2)d1^154d2^279 + (1 + 2a + 2a^2)d1^155d2^279 + (4 + 0a + 1a^2)d1^156d2^279 + (0 + 3a + 1a^2)d1^157d2^279 + (1 + 3a + 1a^2)d1^158d2^279 + (3 + 1a + 3a^2)d1^159d2^279 + (4 + 2a + 3a^2)d1^160d2^279 + (4 + 1a + 0a^2)d1^161d2^279 + (0 + 3a + 4a^2)d1^162d2^279 + (1 + 1a + 4a^2)d1^163d2^279 + (4 + 0a + 3a^2)d1^164d2^279 + (0 + 1a + 1a^2)d1^165d2^279 + (4 + 3a + 0a^2)d1^166d2^279 + (3 + 1a + 0a^2)d1^167d2^279 + (2 + 3a + 2a^2)d1^168d2^279 + (3 + 3a + 3a^2)d1^169d2^279 + (1 + 0a + 4a^2)d1^170d2^279 + (4 + 4a + 4a^2)d1^171d2^279 + (2 + 2a + 3a^2)d1^172d2^279 + (3 + 2a + 0a^2)d1^173d2^279 + (1 + 2a + 2a^2)d1^174d2^279 + (2 + 3a + 4a^2)d1^175d2^279 + (3 + 3a + 4a^2)d1^176d2^279 + (4 + 2a + 2a^2)d1^177d2^279 + (4 + 0a + 3a^2)d1^178d2^279 + (3 + 3a + 4a^2)d1^179d2^279 + (0 + 0a + 4a^2)d1^180d2^279 + (1 + 3a + 2a^2)d1^181d2^279 + (2 + 0a + 4a^2)d1^182d2^279 + (1 + 2a + 1a^2)d1^183d2^279 + (2 + 2a + 2a^2)d1^184d2^279 + (0 + 3a + 1a^2)d1^185d2^279 + (1 + 0a + 2a^2)d1^186d2^279 + (4 + 3a + 3a^2)d1^187d2^279 + (3 + 2a + 3a^2)d1^188d2^279 + (2 + 3a + 4a^2)d1^189d2^279 + (1 + 3a + 4a^2)d1^190d2^279 + (4 + 0a + 3a^2)d1^191d2^279 + (4 + 3a + 0a^2)d1^192d2^279 + (3 + 0a + 0a^2)d1^193d2^279 + (0 + 2a + 0a^2)d1^194d2^279 + (3 + 4a + 3a^2)d1^195d2^279 + (2 + 4a + 2a^2)d1^196d2^279 + (2 + 3a + 2a^2)d1^197d2^279 + (4 + 1a + 3a^2)d1^198d2^279 + (0 + 0a + 3a^2)d1^199d2^279 + (4 + 4a + 3a^2)d1^200d2^279 + (3 + 2a + 3a^2)d1^201d2^279 + (1 + 3a + 0a^2)d1^202d2^279 + (3 + 0a + 3a^2)d1^203d2^279 + (4 + 1a + 0a^2)d1^204d2^279 + (1 + 0a + 1a^2)d1^205d2^279 + (1 + 0a + 0a^2)d1^206d2^279 + (2 + 4a + 4a^2)d1^207d2^279 + (0 + 2a + 1a^2)d1^208d2^279 + (3 + 3a + 1a^2)d1^209d2^279 + (0 + 4a + 2a^2)d1^210d2^279 + (0 + 2a + 3a^2)d1^211d2^279 + (3 + 2a + 3a^2)d1^212d2^279 + (4 + 1a + 4a^2)d1^214d2^279 + (2 + 0a + 0a^2)d1^215d2^279 + (2 + 2a + 0a^2)d1^216d2^279 + (1 + 0a + 0a^2)d1^217d2^279 + (1 + 3a + 2a^2)d1^218d2^279 + (1 + 4a + 3a^2)d1^219d2^279 + (0 + 0a + 1a^2)d1^220d2^279 + (2 + 0a + 0a^2)d1^221d2^279 + (3 + 1a + 2a^2)d1^222d2^279 + (4 + 1a + 0a^2)d1^223d2^279 + (1 + 2a + 1a^2)d1^224d2^279 + (2 + 0a + 4a^2)d1^225d2^279 + (4 + 1a + 3a^2)d1^226d2^279 + (4 + 2a + 0a^2)d1^227d2^279 + (2 + 4a + 4a^2)d1^228d2^279 + (3 + 2a + 3a^2)d1^229d2^279 + (3 + 4a + 2a^2)d1^230d2^279 + (1 + 1a + 3a^2)d1^231d2^279 + (4 + 0a + 1a^2)d1^232d2^279 + (4 + 2a + 2a^2)d1^233d2^279 + (1 + 1a + 2a^2)d1^234d2^279 + (3 + 0a + 4a^2)d1^235d2^279 + (3 + 1a + 1a^2)d1^236d2^279 + (4 + 4a + 2a^2)d1^237d2^279 + (0 + 3a + 1a^2)d1^238d2^279 + (0 + 1a + 4a^2)d1^239d2^279 + (2 + 0a + 3a^2)d1^240d2^279 + (2 + 0a + 3a^2)d1^241d2^279 + (2 + 0a + 3a^2)d1^242d2^279 + (4 + 3a + 1a^2)d1^243d2^279 + (3 + 1a + 1a^2)d1^244d2^279 + (3 + 0a + 1a^2)d1^245d2^279 + (2 + 0a + 2a^2)d1^246d2^279 + (2 + 2a + 1a^2)d1^247d2^279 + (2 + 2a + 1a^2)d1^248d2^279 + (0 + 0a + 2a^2)d1^249d2^279 + (3 + 3a + 1a^2)d1^250d2^279 + (4 + 2a + 4a^2)d1^251d2^279 + (2 + 0a + 2a^2)d1^252d2^279 + (1 + 1a + 2a^2)d1^253d2^279 + (3 + 4a + 2a^2)d1^254d2^279 + (4 + 4a + 2a^2)d1^255d2^279 + (0 + 3a + 2a^2)d1^256d2^279 + (1 + 1a + 2a^2)d1^257d2^279 + (2 + 4a + 1a^2)d1^259d2^279 + (4 + 4a + 0a^2)d1^260d2^279 + (0 + 4a + 0a^2)d1^261d2^279 + (3 + 3a + 2a^2)d1^262d2^279 + (1 + 1a + 4a^2)d1^263d2^279 + (2 + 0a + 1a^2)d1^264d2^279 + (1 + 1a + 2a^2)d1^265d2^279 + (4 + 0a + 3a^2)d1^266d2^279 + (4 + 1a + 4a^2)d1^267d2^279 + (4 + 4a + 0a^2)d1^268d2^279 + (0 + 0a + 3a^2)d1^269d2^279 + (0 + 2a + 4a^2)d1^270d2^279 + (4 + 1a + 2a^2)d1^271d2^279 + (1 + 0a + 4a^2)d1^272d2^279 + (2 + 4a + 2a^2)d1^273d2^279 + (2 + 0a + 1a^2)d1^274d2^279 + (2 + 3a + 2a^2)d1^275d2^279 + (0 + 3a + 2a^2)d1^276d2^279 + (3 + 4a + 0a^2)d1^277d2^279 + (0 + 1a + 3a^2)d1^278d2^279 + (3 + 3a + 3a^2)d1^279d2^279 + (0 + 2a + 0a^2)d1^280d2^279 + (1 + 1a + 3a^2)d1^281d2^279 + (2 + 1a + 4a^2)d1^282d2^279 + (2 + 4a + 0a^2)d1^283d2^279 + (3 + 0a + 2a^2)d1^284d2^279 + (3 + 3a + 1a^2)d1^285d2^279 + (3 + 1a + 4a^2)d1^286d2^279 + (0 + 3a + 2a^2)d1^287d2^279 + (2 + 1a + 4a^2)d1^288d2^279 + (4 + 2a + 3a^2)d1^289d2^279 + (1 + 1a + 4a^2)d1^291d2^279 + (2 + 3a + 1a^2)d1^292d2^279 + (1 + 3a + 3a^2)d1^293d2^279 + (2 + 4a + 4a^2)d2^280 + (0 + 2a + 3a^2)d1^1d2^280 + (2 + 1a + 0a^2)d1^2d2^280 + (3 + 3a + 4a^2)d1^3d2^280 + (1 + 1a + 1a^2)d1^4d2^280 + (4 + 2a + 3a^2)d1^5d2^280 + (0 + 4a + 0a^2)d1^6d2^280 + (0 + 4a + 3a^2)d1^7d2^280 + (2 + 2a + 1a^2)d1^8d2^280 + (4 + 0a + 0a^2)d1^9d2^280 + (1 + 0a + 1a^2)d1^10d2^280 + (1 + 4a + 3a^2)d1^11d2^280 + (2 + 1a + 4a^2)d1^12d2^280 + (2 + 1a + 3a^2)d1^13d2^280 + (2 + 2a + 2a^2)d1^14d2^280 + (1 + 0a + 2a^2)d1^15d2^280 + (1 + 3a + 2a^2)d1^16d2^280 + (1 + 1a + 1a^2)d1^17d2^280 + (4 + 1a + 3a^2)d1^18d2^280 + (3 + 4a + 1a^2)d1^19d2^280 + (1 + 3a + 2a^2)d1^20d2^280 + (1 + 3a + 2a^2)d1^21d2^280 + (0 + 3a + 4a^2)d1^22d2^280 + (4 + 2a + 3a^2)d1^23d2^280 + (2 + 4a + 3a^2)d1^24d2^280 + (4 + 1a + 1a^2)d1^25d2^280 + (2 + 0a + 0a^2)d1^26d2^280 + (3 + 3a + 3a^2)d1^27d2^280 + (1 + 1a + 3a^2)d1^28d2^280 + (2 + 0a + 2a^2)d1^29d2^280 + (2 + 1a + 0a^2)d1^30d2^280 + (4 + 2a + 2a^2)d1^31d2^280 + (4 + 1a + 3a^2)d1^32d2^280 + (4 + 3a + 3a^2)d1^33d2^280 + (2 + 2a + 4a^2)d1^34d2^280 + (3 + 1a + 2a^2)d1^35d2^280 + (4 + 1a + 2a^2)d1^36d2^280 + (4 + 3a + 0a^2)d1^37d2^280 + (2 + 1a + 3a^2)d1^38d2^280 + (3 + 4a + 4a^2)d1^39d2^280 + (0 + 1a + 2a^2)d1^40d2^280 + (3 + 4a + 3a^2)d1^41d2^280 + (4 + 4a + 4a^2)d1^42d2^280 + (4 + 3a + 2a^2)d1^43d2^280 + (3 + 3a + 4a^2)d1^44d2^280 + (3 + 3a + 0a^2)d1^45d2^280 + (3 + 2a + 0a^2)d1^46d2^280 + (3 + 4a + 4a^2)d1^47d2^280 + (2 + 1a + 3a^2)d1^48d2^280 + (1 + 0a + 2a^2)d1^49d2^280 + (1 + 1a + 0a^2)d1^50d2^280 + (3 + 4a + 2a^2)d1^51d2^280 + (3 + 3a + 1a^2)d1^52d2^280 + (0 + 0a + 2a^2)d1^53d2^280 + (4 + 4a + 2a^2)d1^54d2^280 + (4 + 0a + 2a^2)d1^55d2^280 + (2 + 2a + 3a^2)d1^56d2^280 + (2 + 3a + 1a^2)d1^57d2^280 + (0 + 1a + 0a^2)d1^58d2^280 + (3 + 3a + 1a^2)d1^59d2^280 + (0 + 3a + 3a^2)d1^60d2^280 + (1 + 1a + 4a^2)d1^61d2^280 + (1 + 0a + 2a^2)d1^62d2^280 + (2 + 0a + 3a^2)d1^63d2^280 + (0 + 2a + 0a^2)d1^64d2^280 + (3 + 2a + 1a^2)d1^65d2^280 + (4 + 4a + 4a^2)d1^66d2^280 + (3 + 3a + 2a^2)d1^67d2^280 + (0 + 3a + 2a^2)d1^68d2^280 + (3 + 2a + 1a^2)d1^69d2^280 + (1 + 4a + 0a^2)d1^70d2^280 + (3 + 0a + 3a^2)d1^71d2^280 + (3 + 2a + 0a^2)d1^72d2^280 + (0 + 0a + 3a^2)d1^73d2^280 + (4 + 2a + 3a^2)d1^74d2^280 + (1 + 2a + 1a^2)d1^75d2^280 + (4 + 1a + 4a^2)d1^76d2^280 + (2 + 0a + 2a^2)d1^77d2^280 + (0 + 3a + 4a^2)d1^79d2^280 + (2 + 1a + 2a^2)d1^80d2^280 + (1 + 3a + 3a^2)d1^81d2^280 + (1 + 4a + 0a^2)d1^82d2^280 + (3 + 0a + 1a^2)d1^83d2^280 + (2 + 0a + 1a^2)d1^84d2^280 + (0 + 4a + 4a^2)d1^85d2^280 + (2 + 4a + 0a^2)d1^86d2^280 + (4 + 2a + 4a^2)d1^87d2^280 + (2 + 0a + 0a^2)d1^88d2^280 + (1 + 3a + 1a^2)d1^89d2^280 + (3 + 1a + 3a^2)d1^90d2^280 + (0 + 0a + 4a^2)d1^91d2^280 + (3 + 2a + 0a^2)d1^92d2^280 + (3 + 2a + 0a^2)d1^93d2^280 + (2 + 2a + 3a^2)d1^94d2^280 + (1 + 0a + 4a^2)d1^95d2^280 + (1 + 4a + 3a^2)d1^97d2^280 + (1 + 4a + 3a^2)d1^98d2^280 + (2 + 1a + 1a^2)d1^99d2^280 + (4 + 3a + 2a^2)d1^100d2^280 + (0 + 0a + 3a^2)d1^101d2^280 + (3 + 2a + 4a^2)d1^102d2^280 + (0 + 2a + 0a^2)d1^103d2^280 + (1 + 4a + 3a^2)d1^104d2^280 + (2 + 0a + 0a^2)d1^105d2^280 + (4 + 3a + 0a^2)d1^106d2^280 + (1 + 2a + 1a^2)d1^107d2^280 + (2 + 2a + 3a^2)d1^108d2^280 + (0 + 0a + 1a^2)d1^109d2^280 + (0 + 4a + 2a^2)d1^110d2^280 + (1 + 2a + 1a^2)d1^111d2^280 + (4 + 0a + 2a^2)d1^112d2^280 + (2 + 0a + 0a^2)d1^113d2^280 + (1 + 4a + 0a^2)d1^114d2^280 + (3 + 4a + 2a^2)d1^115d2^280 + (3 + 4a + 3a^2)d1^116d2^280 + (0 + 0a + 1a^2)d1^117d2^280 + (4 + 2a + 2a^2)d1^118d2^280 + (0 + 3a + 0a^2)d1^119d2^280 + (4 + 1a + 4a^2)d1^120d2^280 + (2 + 1a + 1a^2)d1^121d2^280 + (4 + 4a + 2a^2)d1^122d2^280 + (0 + 3a + 4a^2)d1^123d2^280 + (0 + 2a + 4a^2)d1^124d2^280 + (3 + 1a + 2a^2)d1^125d2^280 + (0 + 2a + 4a^2)d1^126d2^280 + (4 + 1a + 0a^2)d1^128d2^280 + (3 + 3a + 0a^2)d1^129d2^280 + (2 + 2a + 1a^2)d1^130d2^280 + (3 + 1a + 4a^2)d1^131d2^280 + (3 + 3a + 2a^2)d1^132d2^280 + (2 + 2a + 2a^2)d1^133d2^280 + (3 + 3a + 2a^2)d1^134d2^280 + (3 + 1a + 3a^2)d1^135d2^280 + (3 + 0a + 3a^2)d1^136d2^280 + (1 + 0a + 2a^2)d1^137d2^280 + (2 + 4a + 0a^2)d1^138d2^280 + (3 + 1a + 3a^2)d1^139d2^280 + (1 + 1a + 3a^2)d1^140d2^280 + (3 + 1a + 2a^2)d1^141d2^280 + (2 + 1a + 4a^2)d1^142d2^280 + (0 + 2a + 4a^2)d1^143d2^280 + (1 + 2a + 4a^2)d1^144d2^280 + (0 + 0a + 1a^2)d1^145d2^280 + (2 + 2a + 4a^2)d1^146d2^280 + (0 + 4a + 1a^2)d1^147d2^280 + (4 + 2a + 1a^2)d1^148d2^280 + (3 + 0a + 1a^2)d1^149d2^280 + (2 + 2a + 3a^2)d1^150d2^280 + (1 + 2a + 4a^2)d1^151d2^280 + (0 + 3a + 1a^2)d1^152d2^280 + (4 + 2a + 4a^2)d1^153d2^280 + (2 + 3a + 2a^2)d1^154d2^280 + (3 + 4a + 1a^2)d1^155d2^280 + (4 + 1a + 2a^2)d1^156d2^280 + (1 + 3a + 0a^2)d1^157d2^280 + (2 + 0a + 1a^2)d1^158d2^280 + (4 + 4a + 3a^2)d1^159d2^280 + (2 + 4a + 0a^2)d1^160d2^280 + (1 + 2a + 0a^2)d1^161d2^280 + (4 + 1a + 1a^2)d1^162d2^280 + (2 + 2a + 2a^2)d1^163d2^280 + (1 + 2a + 3a^2)d1^164d2^280 + (2 + 2a + 3a^2)d1^165d2^280 + (3 + 2a + 2a^2)d1^166d2^280 + (1 + 1a + 4a^2)d1^167d2^280 + (3 + 2a + 1a^2)d1^168d2^280 + (1 + 3a + 0a^2)d1^169d2^280 + (2 + 4a + 2a^2)d1^170d2^280 + (2 + 0a + 1a^2)d1^171d2^280 + (0 + 0a + 3a^2)d1^172d2^280 + (4 + 3a + 2a^2)d1^173d2^280 + (1 + 2a + 1a^2)d1^174d2^280 + (4 + 2a + 3a^2)d1^175d2^280 + (3 + 1a + 4a^2)d1^176d2^280 + (0 + 1a + 0a^2)d1^177d2^280 + (0 + 0a + 3a^2)d1^178d2^280 + (3 + 1a + 2a^2)d1^179d2^280 + (0 + 2a + 3a^2)d1^180d2^280 + (2 + 4a + 3a^2)d1^181d2^280 + (4 + 2a + 2a^2)d1^182d2^280 + (2 + 0a + 4a^2)d1^183d2^280 + (4 + 2a + 1a^2)d1^184d2^280 + (4 + 1a + 2a^2)d1^185d2^280 + (0 + 1a + 1a^2)d1^186d2^280 + (2 + 3a + 2a^2)d1^187d2^280 + (3 + 2a + 3a^2)d1^188d2^280 + (4 + 2a + 0a^2)d1^189d2^280 + (1 + 1a + 0a^2)d1^190d2^280 + (1 + 1a + 4a^2)d1^191d2^280 + (4 + 0a + 0a^2)d1^192d2^280 + (1 + 3a + 2a^2)d1^193d2^280 + (3 + 0a + 2a^2)d1^194d2^280 + (4 + 1a + 2a^2)d1^195d2^280 + (3 + 3a + 3a^2)d1^196d2^280 + (0 + 0a + 3a^2)d1^197d2^280 + (2 + 2a + 4a^2)d1^198d2^280 + (1 + 2a + 4a^2)d1^199d2^280 + (3 + 4a + 4a^2)d1^200d2^280 + (2 + 4a + 3a^2)d1^201d2^280 + (1 + 4a + 1a^2)d1^202d2^280 + (4 + 4a + 1a^2)d1^203d2^280 + (4 + 4a + 0a^2)d1^204d2^280 + (1 + 1a + 2a^2)d1^205d2^280 + (3 + 3a + 4a^2)d1^206d2^280 + (3 + 3a + 3a^2)d1^207d2^280 + (1 + 1a + 4a^2)d1^208d2^280 + (0 + 0a + 4a^2)d1^209d2^280 + (2 + 1a + 1a^2)d1^210d2^280 + (4 + 1a + 0a^2)d1^211d2^280 + (2 + 1a + 3a^2)d1^212d2^280 + (1 + 1a + 4a^2)d1^213d2^280 + (3 + 3a + 2a^2)d1^214d2^280 + (2 + 3a + 3a^2)d1^215d2^280 + (0 + 3a + 3a^2)d1^216d2^280 + (4 + 0a + 0a^2)d1^217d2^280 + (4 + 0a + 0a^2)d1^218d2^280 + (2 + 2a + 1a^2)d1^219d2^280 + (1 + 2a + 1a^2)d1^220d2^280 + (1 + 0a + 0a^2)d1^221d2^280 + (3 + 0a + 4a^2)d1^222d2^280 + (3 + 3a + 1a^2)d1^223d2^280 + (1 + 3a + 1a^2)d1^224d2^280 + (1 + 2a + 2a^2)d1^225d2^280 + (4 + 3a + 4a^2)d1^226d2^280 + (3 + 2a + 0a^2)d1^227d2^280 + (0 + 2a + 1a^2)d1^228d2^280 + (4 + 2a + 3a^2)d1^229d2^280 + (4 + 4a + 1a^2)d1^230d2^280 + (2 + 1a + 2a^2)d1^231d2^280 + (2 + 4a + 4a^2)d1^232d2^280 + (2 + 2a + 1a^2)d1^233d2^280 + (0 + 4a + 2a^2)d1^234d2^280 + (3 + 4a + 3a^2)d1^235d2^280 + (1 + 3a + 4a^2)d1^236d2^280 + (3 + 3a + 4a^2)d1^237d2^280 + (0 + 4a + 2a^2)d1^238d2^280 + (1 + 4a + 4a^2)d1^239d2^280 + (1 + 1a + 2a^2)d1^240d2^280 + (4 + 1a + 4a^2)d1^241d2^280 + (4 + 3a + 0a^2)d1^242d2^280 + (0 + 1a + 0a^2)d1^243d2^280 + (1 + 1a + 3a^2)d1^244d2^280 + (0 + 4a + 2a^2)d1^245d2^280 + (1 + 4a + 2a^2)d1^246d2^280 + (1 + 3a + 2a^2)d1^247d2^280 + (4 + 4a + 4a^2)d1^248d2^280 + (2 + 1a + 4a^2)d1^249d2^280 + (0 + 4a + 3a^2)d1^250d2^280 + (2 + 1a + 2a^2)d1^251d2^280 + (0 + 2a + 2a^2)d1^252d2^280 + (0 + 2a + 2a^2)d1^253d2^280 + (1 + 2a + 1a^2)d1^254d2^280 + (1 + 1a + 1a^2)d1^255d2^280 + (3 + 3a + 2a^2)d1^256d2^280 + (1 + 2a + 0a^2)d1^257d2^280 + (1 + 2a + 0a^2)d1^258d2^280 + (1 + 2a + 0a^2)d1^259d2^280 + (2 + 1a + 2a^2)d1^260d2^280 + (0 + 2a + 1a^2)d1^261d2^280 + (3 + 4a + 4a^2)d1^262d2^280 + (0 + 0a + 1a^2)d1^263d2^280 + (3 + 0a + 1a^2)d1^264d2^280 + (0 + 1a + 2a^2)d1^265d2^280 + (1 + 4a + 3a^2)d1^266d2^280 + (0 + 1a + 1a^2)d1^267d2^280 + (1 + 3a + 4a^2)d1^268d2^280 + (1 + 1a + 3a^2)d1^269d2^280 + (1 + 0a + 0a^2)d1^270d2^280 + (2 + 3a + 3a^2)d1^271d2^280 + (2 + 3a + 1a^2)d1^272d2^280 + (3 + 4a + 2a^2)d1^273d2^280 + (2 + 4a + 1a^2)d1^274d2^280 + (1 + 3a + 3a^2)d1^275d2^280 + (0 + 2a + 1a^2)d1^276d2^280 + (4 + 1a + 4a^2)d1^278d2^280 + (0 + 3a + 3a^2)d1^279d2^280 + (0 + 3a + 1a^2)d1^280d2^280 + (4 + 0a + 3a^2)d1^281d2^280 + (4 + 2a + 2a^2)d1^282d2^280 + (0 + 1a + 2a^2)d1^283d2^280 + (1 + 1a + 1a^2)d1^284d2^280 + (2 + 0a + 3a^2)d1^285d2^280 + (4 + 0a + 3a^2)d1^286d2^280 + (0 + 2a + 0a^2)d1^287d2^280 + (4 + 3a + 2a^2)d1^288d2^280 + (1 + 0a + 3a^2)d1^289d2^280 + (1 + 3a + 3a^2)d1^290d2^280 + (2 + 0a + 3a^2)d1^291d2^280 + (1 + 1a + 1a^2)d1^292d2^280 + (4 + 3a + 3a^2)d1^293d2^280 + (2 + 0a + 3a^2)d2^281 + (3 + 3a + 2a^2)d1^1d2^281 + (0 + 1a + 2a^2)d1^2d2^281 + (1 + 1a + 1a^2)d1^3d2^281 + (4 + 1a + 3a^2)d1^4d2^281 + (3 + 1a + 0a^2)d1^5d2^281 + (2 + 2a + 1a^2)d1^6d2^281 + (3 + 4a + 3a^2)d1^7d2^281 + (0 + 3a + 1a^2)d1^8d2^281 + (0 + 2a + 4a^2)d1^9d2^281 + (3 + 0a + 1a^2)d1^10d2^281 + (4 + 4a + 3a^2)d1^11d2^281 + (1 + 0a + 0a^2)d1^12d2^281 + (2 + 1a + 2a^2)d1^13d2^281 + (3 + 2a + 0a^2)d1^14d2^281 + (2 + 2a + 2a^2)d1^15d2^281 + (1 + 2a + 4a^2)d1^16d2^281 + (0 + 4a + 4a^2)d1^17d2^281 + (2 + 0a + 2a^2)d1^19d2^281 + (0 + 0a + 3a^2)d1^20d2^281 + (1 + 1a + 1a^2)d1^21d2^281 + (0 + 4a + 0a^2)d1^22d2^281 + (4 + 4a + 4a^2)d1^23d2^281 + (4 + 0a + 1a^2)d1^24d2^281 + (0 + 0a + 3a^2)d1^25d2^281 + (2 + 1a + 2a^2)d1^26d2^281 + (4 + 3a + 1a^2)d1^27d2^281 + (4 + 3a + 3a^2)d1^28d2^281 + (1 + 4a + 2a^2)d1^29d2^281 + (4 + 4a + 0a^2)d1^30d2^281 + (0 + 4a + 1a^2)d1^31d2^281 + (1 + 0a + 4a^2)d1^32d2^281 + (2 + 0a + 3a^2)d1^33d2^281 + (2 + 2a + 3a^2)d1^34d2^281 + (1 + 3a + 1a^2)d1^35d2^281 + (2 + 3a + 3a^2)d1^36d2^281 + (2 + 1a + 1a^2)d1^37d2^281 + (1 + 1a + 4a^2)d1^38d2^281 + (3 + 3a + 2a^2)d1^39d2^281 + (1 + 1a + 4a^2)d1^40d2^281 + (1 + 4a + 1a^2)d1^41d2^281 + (1 + 3a + 1a^2)d1^42d2^281 + (3 + 3a + 0a^2)d1^43d2^281 + (0 + 2a + 2a^2)d1^44d2^281 + (2 + 0a + 0a^2)d1^45d2^281 + (3 + 3a + 0a^2)d1^46d2^281 + (4 + 4a + 1a^2)d1^47d2^281 + (1 + 1a + 2a^2)d1^48d2^281 + (2 + 2a + 3a^2)d1^49d2^281 + (0 + 4a + 0a^2)d1^50d2^281 + (3 + 3a + 3a^2)d1^51d2^281 + (3 + 2a + 2a^2)d1^52d2^281 + (2 + 1a + 1a^2)d1^53d2^281 + (3 + 1a + 2a^2)d1^54d2^281 + (4 + 2a + 0a^2)d1^55d2^281 + (1 + 0a + 3a^2)d1^56d2^281 + (4 + 1a + 3a^2)d1^57d2^281 + (1 + 4a + 3a^2)d1^58d2^281 + (3 + 4a + 4a^2)d1^59d2^281 + (1 + 1a + 0a^2)d1^60d2^281 + (0 + 2a + 0a^2)d1^61d2^281 + (0 + 1a + 4a^2)d1^62d2^281 + (0 + 4a + 4a^2)d1^63d2^281 + (0 + 3a + 1a^2)d1^64d2^281 + (3 + 3a + 4a^2)d1^65d2^281 + (0 + 4a + 2a^2)d1^66d2^281 + (1 + 1a + 2a^2)d1^67d2^281 + (2 + 0a + 0a^2)d1^68d2^281 + (4 + 0a + 4a^2)d1^69d2^281 + (4 + 3a + 3a^2)d1^70d2^281 + (3 + 2a + 0a^2)d1^71d2^281 + (3 + 2a + 4a^2)d1^72d2^281 + (4 + 1a + 2a^2)d1^73d2^281 + (3 + 4a + 3a^2)d1^74d2^281 + (0 + 3a + 2a^2)d1^75d2^281 + (4 + 1a + 3a^2)d1^76d2^281 + (3 + 0a + 4a^2)d1^77d2^281 + (2 + 4a + 1a^2)d1^78d2^281 + (0 + 4a + 3a^2)d1^79d2^281 + (0 + 3a + 2a^2)d1^80d2^281 + (1 + 2a + 3a^2)d1^81d2^281 + (3 + 1a + 1a^2)d1^82d2^281 + (4 + 4a + 0a^2)d1^83d2^281 + (1 + 3a + 2a^2)d1^84d2^281 + (2 + 1a + 4a^2)d1^85d2^281 + (3 + 0a + 1a^2)d1^86d2^281 + (0 + 1a + 4a^2)d1^87d2^281 + (0 + 4a + 1a^2)d1^88d2^281 + (2 + 0a + 3a^2)d1^89d2^281 + (3 + 4a + 1a^2)d1^90d2^281 + (0 + 2a + 4a^2)d1^91d2^281 + (0 + 1a + 3a^2)d1^92d2^281 + (4 + 0a + 0a^2)d1^93d2^281 + (4 + 0a + 3a^2)d1^94d2^281 + (3 + 0a + 1a^2)d1^95d2^281 + (0 + 0a + 3a^2)d1^96d2^281 + (3 + 3a + 1a^2)d1^97d2^281 + (2 + 1a + 1a^2)d1^98d2^281 + (4 + 0a + 1a^2)d1^99d2^281 + (2 + 4a + 1a^2)d1^100d2^281 + (2 + 2a + 3a^2)d1^101d2^281 + (1 + 1a + 4a^2)d1^102d2^281 + (2 + 2a + 1a^2)d1^103d2^281 + (3 + 0a + 2a^2)d1^104d2^281 + (3 + 2a + 2a^2)d1^105d2^281 + (1 + 1a + 3a^2)d1^106d2^281 + (1 + 4a + 1a^2)d1^107d2^281 + (4 + 4a + 2a^2)d1^108d2^281 + (1 + 4a + 0a^2)d1^109d2^281 + (1 + 2a + 3a^2)d1^110d2^281 + (1 + 1a + 4a^2)d1^111d2^281 + (3 + 0a + 1a^2)d1^112d2^281 + (4 + 0a + 2a^2)d1^113d2^281 + (2 + 2a + 0a^2)d1^114d2^281 + (3 + 0a + 1a^2)d1^115d2^281 + (0 + 3a + 3a^2)d1^116d2^281 + (1 + 2a + 4a^2)d1^117d2^281 + (2 + 4a + 0a^2)d1^118d2^281 + (0 + 4a + 2a^2)d1^119d2^281 + (3 + 3a + 0a^2)d1^120d2^281 + (4 + 4a + 0a^2)d1^121d2^281 + (3 + 0a + 4a^2)d1^122d2^281 + (0 + 2a + 4a^2)d1^123d2^281 + (0 + 4a + 2a^2)d1^124d2^281 + (4 + 1a + 2a^2)d1^125d2^281 + (4 + 2a + 3a^2)d1^126d2^281 + (1 + 3a + 3a^2)d1^127d2^281 + (1 + 0a + 2a^2)d1^128d2^281 + (4 + 0a + 2a^2)d1^129d2^281 + (2 + 2a + 2a^2)d1^130d2^281 + (2 + 4a + 2a^2)d1^131d2^281 + (4 + 1a + 1a^2)d1^132d2^281 + (2 + 1a + 4a^2)d1^133d2^281 + (2 + 4a + 3a^2)d1^134d2^281 + (0 + 2a + 4a^2)d1^135d2^281 + (4 + 3a + 3a^2)d1^136d2^281 + (2 + 4a + 1a^2)d1^137d2^281 + (3 + 1a + 2a^2)d1^138d2^281 + (3 + 4a + 0a^2)d1^139d2^281 + (2 + 0a + 1a^2)d1^140d2^281 + (1 + 0a + 4a^2)d1^141d2^281 + (3 + 2a + 0a^2)d1^142d2^281 + (2 + 3a + 3a^2)d1^143d2^281 + (2 + 2a + 3a^2)d1^144d2^281 + (4 + 3a + 3a^2)d1^145d2^281 + (4 + 4a + 1a^2)d1^146d2^281 + (0 + 0a + 3a^2)d1^147d2^281 + (3 + 1a + 0a^2)d1^148d2^281 + (3 + 4a + 1a^2)d1^149d2^281 + (2 + 3a + 1a^2)d1^150d2^281 + (2 + 3a + 0a^2)d1^151d2^281 + (0 + 3a + 3a^2)d1^152d2^281 + (4 + 3a + 4a^2)d1^153d2^281 + (0 + 4a + 3a^2)d1^154d2^281 + (1 + 3a + 3a^2)d1^155d2^281 + (4 + 1a + 1a^2)d1^156d2^281 + (4 + 4a + 2a^2)d1^157d2^281 + (0 + 2a + 3a^2)d1^158d2^281 + (2 + 3a + 0a^2)d1^159d2^281 + (4 + 4a + 2a^2)d1^160d2^281 + (3 + 1a + 0a^2)d1^161d2^281 + (1 + 1a + 3a^2)d1^162d2^281 + (2 + 0a + 2a^2)d1^163d2^281 + (1 + 1a + 2a^2)d1^164d2^281 + (3 + 0a + 1a^2)d1^165d2^281 + (3 + 1a + 3a^2)d1^166d2^281 + (2 + 3a + 4a^2)d1^167d2^281 + (0 + 2a + 0a^2)d1^168d2^281 + (3 + 0a + 4a^2)d1^169d2^281 + (3 + 4a + 3a^2)d1^170d2^281 + (1 + 2a + 2a^2)d1^171d2^281 + (1 + 3a + 0a^2)d1^172d2^281 + (2 + 4a + 4a^2)d1^173d2^281 + (2 + 2a + 4a^2)d1^174d2^281 + (3 + 3a + 4a^2)d1^175d2^281 + (4 + 4a + 2a^2)d1^176d2^281 + (3 + 0a + 0a^2)d1^177d2^281 + (2 + 2a + 1a^2)d1^178d2^281 + (3 + 4a + 3a^2)d1^179d2^281 + (1 + 3a + 2a^2)d1^180d2^281 + (2 + 1a + 4a^2)d1^181d2^281 + (0 + 1a + 2a^2)d1^182d2^281 + (4 + 3a + 0a^2)d1^183d2^281 + (0 + 1a + 2a^2)d1^184d2^281 + (3 + 3a + 2a^2)d1^185d2^281 + (0 + 0a + 3a^2)d1^186d2^281 + (2 + 0a + 2a^2)d1^187d2^281 + (2 + 4a + 1a^2)d1^188d2^281 + (1 + 1a + 0a^2)d1^189d2^281 + (4 + 0a + 4a^2)d1^190d2^281 + (2 + 3a + 0a^2)d1^191d2^281 + (2 + 1a + 4a^2)d1^192d2^281 + (4 + 4a + 3a^2)d1^193d2^281 + (1 + 4a + 2a^2)d1^194d2^281 + (1 + 4a + 2a^2)d1^195d2^281 + (1 + 3a + 3a^2)d1^196d2^281 + (2 + 3a + 1a^2)d1^197d2^281 + (3 + 0a + 4a^2)d1^198d2^281 + (2 + 0a + 1a^2)d1^199d2^281 + (2 + 0a + 1a^2)d1^200d2^281 + (3 + 0a + 4a^2)d1^201d2^281 + (1 + 4a + 2a^2)d1^202d2^281 + (0 + 3a + 4a^2)d1^203d2^281 + (3 + 2a + 3a^2)d1^204d2^281 + (0 + 1a + 4a^2)d1^205d2^281 + (1 + 4a + 4a^2)d1^206d2^281 + (4 + 1a + 4a^2)d1^207d2^281 + (1 + 1a + 1a^2)d1^208d2^281 + (0 + 3a + 0a^2)d1^209d2^281 + (0 + 4a + 2a^2)d1^210d2^281 + (4 + 4a + 0a^2)d1^211d2^281 + (3 + 1a + 4a^2)d1^212d2^281 + (1 + 0a + 3a^2)d1^213d2^281 + (1 + 0a + 2a^2)d1^214d2^281 + (4 + 3a + 3a^2)d1^215d2^281 + (3 + 4a + 1a^2)d1^216d2^281 + (1 + 2a + 0a^2)d1^217d2^281 + (4 + 1a + 4a^2)d1^218d2^281 + (2 + 4a + 3a^2)d1^219d2^281 + (3 + 3a + 4a^2)d1^220d2^281 + (2 + 1a + 2a^2)d1^221d2^281 + (4 + 3a + 0a^2)d1^222d2^281 + (1 + 4a + 0a^2)d1^223d2^281 + (1 + 3a + 2a^2)d1^224d2^281 + (2 + 3a + 2a^2)d1^225d2^281 + (4 + 3a + 0a^2)d1^226d2^281 + (2 + 2a + 3a^2)d1^227d2^281 + (0 + 3a + 1a^2)d1^228d2^281 + (0 + 2a + 1a^2)d1^229d2^281 + (1 + 2a + 2a^2)d1^230d2^281 + (3 + 0a + 1a^2)d1^231d2^281 + (2 + 2a + 4a^2)d1^232d2^281 + (3 + 2a + 1a^2)d1^233d2^281 + (2 + 3a + 4a^2)d1^234d2^281 + (1 + 2a + 3a^2)d1^235d2^281 + (0 + 2a + 0a^2)d1^236d2^281 + (3 + 1a + 0a^2)d1^237d2^281 + (1 + 2a + 0a^2)d1^238d2^281 + (4 + 4a + 4a^2)d1^239d2^281 + (0 + 2a + 0a^2)d1^240d2^281 + (3 + 3a + 4a^2)d1^241d2^281 + (2 + 1a + 1a^2)d1^242d2^281 + (0 + 2a + 2a^2)d1^243d2^281 + (2 + 4a + 3a^2)d1^244d2^281 + (0 + 0a + 3a^2)d1^245d2^281 + (4 + 2a + 0a^2)d1^246d2^281 + (2 + 1a + 0a^2)d1^247d2^281 + (0 + 1a + 4a^2)d1^248d2^281 + (0 + 0a + 1a^2)d1^249d2^281 + (2 + 1a + 2a^2)d1^250d2^281 + (0 + 1a + 1a^2)d1^251d2^281 + (0 + 0a + 4a^2)d1^252d2^281 + (3 + 1a + 0a^2)d1^253d2^281 + (2 + 1a + 4a^2)d1^254d2^281 + (2 + 1a + 1a^2)d1^255d2^281 + (3 + 1a + 2a^2)d1^256d2^281 + (4 + 1a + 0a^2)d1^257d2^281 + (3 + 0a + 3a^2)d1^258d2^281 + (2 + 2a + 2a^2)d1^259d2^281 + (0 + 2a + 3a^2)d1^260d2^281 + (4 + 3a + 1a^2)d1^261d2^281 + (4 + 4a + 4a^2)d1^262d2^281 + (4 + 2a + 3a^2)d1^263d2^281 + (4 + 4a + 2a^2)d1^264d2^281 + (0 + 0a + 2a^2)d1^265d2^281 + (2 + 0a + 4a^2)d1^266d2^281 + (1 + 0a + 0a^2)d1^267d2^281 + (0 + 3a + 2a^2)d1^268d2^281 + (1 + 1a + 4a^2)d1^269d2^281 + (0 + 1a + 3a^2)d1^270d2^281 + (0 + 3a + 2a^2)d1^271d2^281 + (4 + 1a + 3a^2)d1^272d2^281 + (1 + 4a + 3a^2)d1^273d2^281 + (1 + 1a + 2a^2)d1^274d2^281 + (0 + 0a + 3a^2)d1^275d2^281 + (1 + 1a + 4a^2)d1^276d2^281 + (2 + 0a + 3a^2)d1^277d2^281 + (0 + 1a + 3a^2)d1^278d2^281 + (0 + 2a + 1a^2)d1^279d2^281 + (0 + 2a + 0a^2)d1^280d2^281 + (3 + 3a + 3a^2)d1^281d2^281 + (0 + 1a + 0a^2)d1^282d2^281 + (3 + 2a + 3a^2)d1^283d2^281 + (2 + 2a + 2a^2)d1^284d2^281 + (2 + 1a + 4a^2)d1^285d2^281 + (2 + 4a + 3a^2)d1^286d2^281 + (0 + 3a + 1a^2)d1^287d2^281 + (4 + 1a + 2a^2)d1^288d2^281 + (1 + 3a + 1a^2)d1^289d2^281 + (2 + 0a + 3a^2)d1^290d2^281 + (2 + 0a + 0a^2)d1^291d2^281 + (3 + 4a + 0a^2)d1^292d2^281 + (1 + 2a + 3a^2)d1^293d2^281 + (0 + 1a + 3a^2)d2^282 + (1 + 3a + 0a^2)d1^1d2^282 + (3 + 2a + 1a^2)d1^2d2^282 + (4 + 1a + 4a^2)d1^3d2^282 + (1 + 0a + 4a^2)d1^4d2^282 + (0 + 4a + 0a^2)d1^5d2^282 + (4 + 2a + 2a^2)d1^6d2^282 + (1 + 1a + 4a^2)d1^7d2^282 + (0 + 1a + 3a^2)d1^8d2^282 + (0 + 0a + 3a^2)d1^9d2^282 + (2 + 1a + 1a^2)d1^10d2^282 + (3 + 1a + 1a^2)d1^11d2^282 + (1 + 0a + 1a^2)d1^12d2^282 + (0 + 1a + 3a^2)d1^13d2^282 + (0 + 2a + 1a^2)d1^14d2^282 + (4 + 3a + 2a^2)d1^15d2^282 + (4 + 4a + 4a^2)d1^16d2^282 + (3 + 4a + 1a^2)d1^17d2^282 + (1 + 0a + 2a^2)d1^18d2^282 + (1 + 1a + 1a^2)d1^19d2^282 + (2 + 4a + 3a^2)d1^20d2^282 + (1 + 4a + 4a^2)d1^21d2^282 + (2 + 4a + 1a^2)d1^22d2^282 + (0 + 1a + 4a^2)d1^23d2^282 + (0 + 1a + 3a^2)d1^24d2^282 + (0 + 4a + 3a^2)d1^25d2^282 + (4 + 0a + 2a^2)d1^26d2^282 + (0 + 4a + 3a^2)d1^27d2^282 + (0 + 2a + 4a^2)d1^28d2^282 + (1 + 4a + 1a^2)d1^29d2^282 + (3 + 4a + 4a^2)d1^30d2^282 + (1 + 3a + 0a^2)d1^31d2^282 + (3 + 0a + 1a^2)d1^32d2^282 + (0 + 2a + 0a^2)d1^33d2^282 + (3 + 3a + 2a^2)d1^34d2^282 + (4 + 2a + 3a^2)d1^35d2^282 + (1 + 2a + 4a^2)d1^36d2^282 + (1 + 2a + 4a^2)d1^37d2^282 + (2 + 4a + 0a^2)d1^38d2^282 + (4 + 4a + 0a^2)d1^39d2^282 + (0 + 4a + 3a^2)d1^40d2^282 + (0 + 4a + 4a^2)d1^41d2^282 + (0 + 4a + 1a^2)d1^42d2^282 + (4 + 0a + 2a^2)d1^43d2^282 + (1 + 0a + 3a^2)d1^44d2^282 + (1 + 2a + 1a^2)d1^45d2^282 + (1 + 1a + 4a^2)d1^46d2^282 + (0 + 4a + 4a^2)d1^47d2^282 + (3 + 3a + 0a^2)d1^48d2^282 + (0 + 4a + 1a^2)d1^49d2^282 + (4 + 3a + 1a^2)d1^50d2^282 + (0 + 2a + 2a^2)d1^51d2^282 + (2 + 4a + 3a^2)d1^52d2^282 + (2 + 2a + 0a^2)d1^53d2^282 + (0 + 3a + 3a^2)d1^54d2^282 + (0 + 3a + 2a^2)d1^55d2^282 + (3 + 0a + 4a^2)d1^56d2^282 + (3 + 1a + 3a^2)d1^57d2^282 + (0 + 0a + 4a^2)d1^58d2^282 + (2 + 2a + 0a^2)d1^59d2^282 + (4 + 2a + 2a^2)d1^60d2^282 + (2 + 2a + 3a^2)d1^61d2^282 + (1 + 2a + 3a^2)d1^62d2^282 + (2 + 1a + 3a^2)d1^63d2^282 + (2 + 4a + 4a^2)d1^64d2^282 + (3 + 3a + 2a^2)d1^65d2^282 + (1 + 1a + 3a^2)d1^66d2^282 + (3 + 2a + 2a^2)d1^67d2^282 + (0 + 0a + 1a^2)d1^68d2^282 + (0 + 0a + 4a^2)d1^69d2^282 + (2 + 0a + 0a^2)d1^70d2^282 + (1 + 1a + 4a^2)d1^71d2^282 + (1 + 3a + 1a^2)d1^72d2^282 + (3 + 4a + 3a^2)d1^73d2^282 + (0 + 0a + 4a^2)d1^74d2^282 + (1 + 2a + 2a^2)d1^75d2^282 + (3 + 0a + 1a^2)d1^76d2^282 + (1 + 0a + 2a^2)d1^77d2^282 + (0 + 2a + 0a^2)d1^78d2^282 + (0 + 1a + 4a^2)d1^79d2^282 + (3 + 3a + 1a^2)d1^80d2^282 + (0 + 1a + 0a^2)d1^81d2^282 + (2 + 4a + 3a^2)d1^82d2^282 + (4 + 4a + 0a^2)d1^83d2^282 + (4 + 2a + 2a^2)d1^84d2^282 + (0 + 0a + 3a^2)d1^85d2^282 + (1 + 2a + 0a^2)d1^86d2^282 + (4 + 2a + 4a^2)d1^87d2^282 + (4 + 0a + 2a^2)d1^88d2^282 + (0 + 4a + 0a^2)d1^89d2^282 + (0 + 0a + 2a^2)d1^90d2^282 + (2 + 2a + 0a^2)d1^91d2^282 + (2 + 4a + 2a^2)d1^92d2^282 + (0 + 3a + 1a^2)d1^93d2^282 + (2 + 0a + 0a^2)d1^94d2^282 + (1 + 1a + 2a^2)d1^95d2^282 + (3 + 1a + 2a^2)d1^96d2^282 + (3 + 4a + 2a^2)d1^97d2^282 + (0 + 0a + 4a^2)d1^98d2^282 + (2 + 1a + 1a^2)d1^99d2^282 + (3 + 3a + 3a^2)d1^100d2^282 + (0 + 1a + 4a^2)d1^101d2^282 + (3 + 2a + 2a^2)d1^102d2^282 + (4 + 2a + 2a^2)d1^103d2^282 + (0 + 3a + 3a^2)d1^104d2^282 + (0 + 0a + 1a^2)d1^105d2^282 + (3 + 1a + 2a^2)d1^106d2^282 + (3 + 4a + 4a^2)d1^107d2^282 + (2 + 1a + 1a^2)d1^108d2^282 + (4 + 3a + 1a^2)d1^109d2^282 + (1 + 4a + 3a^2)d1^110d2^282 + (1 + 4a + 0a^2)d1^111d2^282 + (2 + 2a + 2a^2)d1^112d2^282 + (3 + 0a + 4a^2)d1^113d2^282 + (1 + 2a + 0a^2)d1^114d2^282 + (4 + 4a + 3a^2)d1^115d2^282 + (3 + 3a + 3a^2)d1^116d2^282 + (3 + 2a + 1a^2)d1^117d2^282 + (0 + 1a + 3a^2)d1^118d2^282 + (3 + 2a + 2a^2)d1^119d2^282 + (0 + 4a + 1a^2)d1^120d2^282 + (1 + 0a + 4a^2)d1^121d2^282 + (3 + 4a + 3a^2)d1^122d2^282 + (1 + 0a + 4a^2)d1^123d2^282 + (1 + 0a + 1a^2)d1^124d2^282 + (0 + 2a + 4a^2)d1^125d2^282 + (2 + 2a + 1a^2)d1^126d2^282 + (2 + 0a + 4a^2)d1^127d2^282 + (3 + 2a + 1a^2)d1^128d2^282 + (2 + 0a + 4a^2)d1^129d2^282 + (4 + 1a + 4a^2)d1^130d2^282 + (1 + 0a + 0a^2)d1^131d2^282 + (2 + 4a + 2a^2)d1^133d2^282 + (2 + 0a + 4a^2)d1^134d2^282 + (1 + 1a + 0a^2)d1^135d2^282 + (2 + 1a + 3a^2)d1^136d2^282 + (2 + 3a + 1a^2)d1^137d2^282 + (1 + 0a + 1a^2)d1^138d2^282 + (0 + 3a + 0a^2)d1^139d2^282 + (4 + 3a + 3a^2)d1^140d2^282 + (4 + 3a + 2a^2)d1^141d2^282 + (4 + 1a + 0a^2)d1^142d2^282 + (1 + 0a + 1a^2)d1^143d2^282 + (1 + 0a + 3a^2)d1^144d2^282 + (4 + 3a + 4a^2)d1^145d2^282 + (2 + 0a + 0a^2)d1^146d2^282 + (2 + 3a + 2a^2)d1^147d2^282 + (0 + 2a + 1a^2)d1^148d2^282 + (2 + 0a + 2a^2)d1^149d2^282 + (0 + 3a + 2a^2)d1^150d2^282 + (0 + 3a + 3a^2)d1^151d2^282 + (4 + 1a + 0a^2)d1^152d2^282 + (0 + 3a + 0a^2)d1^153d2^282 + (3 + 2a + 3a^2)d1^154d2^282 + (1 + 3a + 0a^2)d1^155d2^282 + (1 + 1a + 0a^2)d1^156d2^282 + (3 + 3a + 3a^2)d1^157d2^282 + (4 + 2a + 4a^2)d1^158d2^282 + (2 + 4a + 3a^2)d1^159d2^282 + (0 + 3a + 0a^2)d1^160d2^282 + (2 + 3a + 1a^2)d1^161d2^282 + (2 + 4a + 3a^2)d1^162d2^282 + (4 + 0a + 2a^2)d1^163d2^282 + (3 + 1a + 1a^2)d1^164d2^282 + (0 + 4a + 4a^2)d1^165d2^282 + (0 + 1a + 0a^2)d1^166d2^282 + (1 + 0a + 4a^2)d1^167d2^282 + (0 + 4a + 2a^2)d1^168d2^282 + (3 + 4a + 0a^2)d1^169d2^282 + (0 + 3a + 0a^2)d1^170d2^282 + (3 + 0a + 4a^2)d1^171d2^282 + (0 + 4a + 0a^2)d1^172d2^282 + (0 + 0a + 4a^2)d1^173d2^282 + (1 + 3a + 2a^2)d1^174d2^282 + (1 + 0a + 1a^2)d1^175d2^282 + (1 + 0a + 2a^2)d1^176d2^282 + (2 + 1a + 0a^2)d1^177d2^282 + (2 + 4a + 1a^2)d1^178d2^282 + (0 + 1a + 0a^2)d1^179d2^282 + (0 + 4a + 1a^2)d1^180d2^282 + (4 + 1a + 4a^2)d1^181d2^282 + (2 + 1a + 2a^2)d1^182d2^282 + (3 + 2a + 1a^2)d1^183d2^282 + (3 + 0a + 1a^2)d1^184d2^282 + (2 + 1a + 3a^2)d1^185d2^282 + (3 + 4a + 2a^2)d1^186d2^282 + (3 + 4a + 1a^2)d1^187d2^282 + (0 + 3a + 1a^2)d1^188d2^282 + (3 + 3a + 2a^2)d1^189d2^282 + (0 + 1a + 0a^2)d1^190d2^282 + (4 + 4a + 2a^2)d1^191d2^282 + (1 + 0a + 2a^2)d1^192d2^282 + (3 + 0a + 2a^2)d1^193d2^282 + (0 + 3a + 2a^2)d1^194d2^282 + (4 + 2a + 1a^2)d1^195d2^282 + (4 + 1a + 4a^2)d1^196d2^282 + (3 + 1a + 3a^2)d1^197d2^282 + (2 + 0a + 4a^2)d1^198d2^282 + (2 + 2a + 0a^2)d1^199d2^282 + (4 + 1a + 2a^2)d1^200d2^282 + (0 + 4a + 1a^2)d1^201d2^282 + (3 + 0a + 4a^2)d1^202d2^282 + (1 + 4a + 3a^2)d1^203d2^282 + (2 + 2a + 3a^2)d1^204d2^282 + (3 + 2a + 1a^2)d1^205d2^282 + (1 + 1a + 2a^2)d1^206d2^282 + (1 + 3a + 3a^2)d1^207d2^282 + (4 + 1a + 0a^2)d1^208d2^282 + (3 + 2a + 1a^2)d1^209d2^282 + (1 + 4a + 2a^2)d1^210d2^282 + (4 + 4a + 0a^2)d1^211d2^282 + (0 + 1a + 0a^2)d1^212d2^282 + (2 + 1a + 2a^2)d1^213d2^282 + (2 + 2a + 2a^2)d1^214d2^282 + (0 + 4a + 4a^2)d1^215d2^282 + (4 + 4a + 2a^2)d1^217d2^282 + (3 + 0a + 2a^2)d1^218d2^282 + (3 + 2a + 0a^2)d1^219d2^282 + (3 + 1a + 2a^2)d1^220d2^282 + (1 + 2a + 4a^2)d1^221d2^282 + (2 + 4a + 1a^2)d1^222d2^282 + (0 + 0a + 3a^2)d1^223d2^282 + (2 + 0a + 4a^2)d1^224d2^282 + (4 + 2a + 1a^2)d1^225d2^282 + (4 + 3a + 2a^2)d1^226d2^282 + (1 + 0a + 3a^2)d1^227d2^282 + (2 + 0a + 3a^2)d1^228d2^282 + (2 + 4a + 3a^2)d1^229d2^282 + (1 + 2a + 2a^2)d1^230d2^282 + (3 + 1a + 2a^2)d1^231d2^282 + (3 + 0a + 2a^2)d1^232d2^282 + (3 + 2a + 1a^2)d1^233d2^282 + (2 + 0a + 1a^2)d1^234d2^282 + (1 + 2a + 3a^2)d1^235d2^282 + (0 + 1a + 0a^2)d1^236d2^282 + (0 + 3a + 1a^2)d1^237d2^282 + (1 + 4a + 4a^2)d1^238d2^282 + (1 + 1a + 3a^2)d1^239d2^282 + (3 + 3a + 4a^2)d1^240d2^282 + (2 + 0a + 0a^2)d1^241d2^282 + (3 + 3a + 1a^2)d1^242d2^282 + (1 + 2a + 0a^2)d1^243d2^282 + (3 + 1a + 3a^2)d1^244d2^282 + (2 + 0a + 4a^2)d1^245d2^282 + (3 + 4a + 3a^2)d1^246d2^282 + (2 + 4a + 4a^2)d1^247d2^282 + (0 + 0a + 2a^2)d1^248d2^282 + (0 + 4a + 0a^2)d1^249d2^282 + (4 + 4a + 0a^2)d1^250d2^282 + (4 + 4a + 4a^2)d1^251d2^282 + (4 + 1a + 2a^2)d1^252d2^282 + (1 + 3a + 0a^2)d1^253d2^282 + (0 + 1a + 2a^2)d1^255d2^282 + (4 + 3a + 2a^2)d1^256d2^282 + (0 + 3a + 4a^2)d1^257d2^282 + (4 + 1a + 0a^2)d1^258d2^282 + (3 + 0a + 2a^2)d1^259d2^282 + (4 + 1a + 3a^2)d1^260d2^282 + (2 + 2a + 2a^2)d1^261d2^282 + (3 + 0a + 1a^2)d1^262d2^282 + (3 + 2a + 0a^2)d1^264d2^282 + (0 + 4a + 3a^2)d1^265d2^282 + (0 + 0a + 2a^2)d1^266d2^282 + (0 + 2a + 3a^2)d1^267d2^282 + (1 + 2a + 4a^2)d1^268d2^282 + (2 + 4a + 0a^2)d1^269d2^282 + (3 + 4a + 0a^2)d1^270d2^282 + (4 + 0a + 2a^2)d1^271d2^282 + (2 + 1a + 0a^2)d1^272d2^282 + (4 + 3a + 4a^2)d1^273d2^282 + (2 + 4a + 4a^2)d1^274d2^282 + (3 + 0a + 3a^2)d1^275d2^282 + (1 + 1a + 3a^2)d1^276d2^282 + (3 + 4a + 3a^2)d1^277d2^282 + (3 + 0a + 4a^2)d1^278d2^282 + (3 + 4a + 2a^2)d1^279d2^282 + (0 + 1a + 0a^2)d1^280d2^282 + (4 + 3a + 1a^2)d1^281d2^282 + (3 + 0a + 1a^2)d1^282d2^282 + (0 + 1a + 0a^2)d1^283d2^282 + (4 + 3a + 3a^2)d1^284d2^282 + (0 + 1a + 2a^2)d1^285d2^282 + (2 + 4a + 1a^2)d1^286d2^282 + (4 + 0a + 2a^2)d1^287d2^282 + (1 + 1a + 0a^2)d1^288d2^282 + (2 + 3a + 1a^2)d1^289d2^282 + (3 + 4a + 4a^2)d1^290d2^282 + (4 + 0a + 1a^2)d1^291d2^282 + (3 + 1a + 4a^2)d1^292d2^282 + (1 + 4a + 1a^2)d1^293d2^282 + (4 + 0a + 2a^2)d2^283 + (1 + 2a + 2a^2)d1^1d2^283 + (3 + 2a + 0a^2)d1^2d2^283 + (2 + 1a + 1a^2)d1^3d2^283 + (0 + 4a + 3a^2)d1^4d2^283 + (4 + 2a + 0a^2)d1^5d2^283 + (3 + 3a + 4a^2)d1^6d2^283 + (3 + 1a + 4a^2)d1^7d2^283 + (2 + 2a + 3a^2)d1^8d2^283 + (1 + 0a + 0a^2)d1^9d2^283 + (2 + 4a + 0a^2)d1^10d2^283 + (4 + 4a + 0a^2)d1^12d2^283 + (2 + 4a + 2a^2)d1^13d2^283 + (0 + 2a + 0a^2)d1^14d2^283 + (1 + 2a + 0a^2)d1^15d2^283 + (1 + 3a + 2a^2)d1^16d2^283 + (2 + 1a + 4a^2)d1^17d2^283 + (3 + 2a + 3a^2)d1^18d2^283 + (0 + 3a + 2a^2)d1^19d2^283 + (0 + 1a + 1a^2)d1^20d2^283 + (2 + 2a + 1a^2)d1^21d2^283 + (4 + 3a + 0a^2)d1^22d2^283 + (4 + 1a + 4a^2)d1^23d2^283 + (2 + 3a + 3a^2)d1^24d2^283 + (4 + 0a + 0a^2)d1^25d2^283 + (2 + 3a + 4a^2)d1^26d2^283 + (2 + 2a + 4a^2)d1^27d2^283 + (0 + 3a + 1a^2)d1^28d2^283 + (4 + 1a + 0a^2)d1^29d2^283 + (3 + 3a + 2a^2)d1^30d2^283 + (4 + 1a + 3a^2)d1^31d2^283 + (0 + 3a + 0a^2)d1^32d2^283 + (4 + 0a + 0a^2)d1^33d2^283 + (3 + 3a + 0a^2)d1^34d2^283 + (0 + 1a + 2a^2)d1^35d2^283 + (4 + 0a + 0a^2)d1^36d2^283 + (0 + 0a + 1a^2)d1^37d2^283 + (4 + 0a + 0a^2)d1^38d2^283 + (4 + 1a + 1a^2)d1^39d2^283 + (0 + 2a + 0a^2)d1^40d2^283 + (0 + 4a + 0a^2)d1^41d2^283 + (2 + 2a + 3a^2)d1^42d2^283 + (4 + 0a + 3a^2)d1^43d2^283 + (2 + 1a + 1a^2)d1^44d2^283 + (2 + 0a + 1a^2)d1^45d2^283 + (2 + 0a + 3a^2)d1^46d2^283 + (1 + 2a + 1a^2)d1^47d2^283 + (3 + 0a + 4a^2)d1^48d2^283 + (1 + 4a + 2a^2)d1^49d2^283 + (4 + 2a + 0a^2)d1^50d2^283 + (3 + 0a + 4a^2)d1^51d2^283 + (0 + 4a + 1a^2)d1^52d2^283 + (1 + 4a + 3a^2)d1^53d2^283 + (2 + 1a + 4a^2)d1^54d2^283 + (0 + 2a + 0a^2)d1^55d2^283 + (2 + 3a + 4a^2)d1^56d2^283 + (4 + 4a + 1a^2)d1^57d2^283 + (2 + 2a + 0a^2)d1^58d2^283 + (4 + 0a + 3a^2)d1^59d2^283 + (0 + 2a + 2a^2)d1^60d2^283 + (4 + 2a + 3a^2)d1^61d2^283 + (3 + 4a + 1a^2)d1^62d2^283 + (2 + 1a + 3a^2)d1^63d2^283 + (4 + 3a + 4a^2)d1^64d2^283 + (3 + 2a + 2a^2)d1^65d2^283 + (4 + 1a + 0a^2)d1^66d2^283 + (0 + 0a + 3a^2)d1^67d2^283 + (3 + 0a + 4a^2)d1^68d2^283 + (3 + 4a + 4a^2)d1^69d2^283 + (3 + 3a + 0a^2)d1^70d2^283 + (2 + 2a + 2a^2)d1^71d2^283 + (4 + 3a + 4a^2)d1^72d2^283 + (0 + 3a + 2a^2)d1^73d2^283 + (1 + 1a + 4a^2)d1^75d2^283 + (2 + 4a + 1a^2)d1^76d2^283 + (1 + 1a + 3a^2)d1^77d2^283 + (0 + 2a + 1a^2)d1^78d2^283 + (2 + 2a + 3a^2)d1^79d2^283 + (3 + 0a + 3a^2)d1^80d2^283 + (3 + 0a + 0a^2)d1^81d2^283 + (4 + 2a + 1a^2)d1^82d2^283 + (4 + 4a + 4a^2)d1^83d2^283 + (3 + 4a + 4a^2)d1^84d2^283 + (1 + 3a + 4a^2)d1^85d2^283 + (3 + 1a + 3a^2)d1^86d2^283 + (3 + 0a + 0a^2)d1^87d2^283 + (1 + 0a + 3a^2)d1^88d2^283 + (1 + 4a + 3a^2)d1^89d2^283 + (2 + 2a + 3a^2)d1^90d2^283 + (1 + 3a + 4a^2)d1^91d2^283 + (0 + 0a + 3a^2)d1^92d2^283 + (4 + 4a + 3a^2)d1^93d2^283 + (3 + 1a + 0a^2)d1^94d2^283 + (2 + 4a + 4a^2)d1^95d2^283 + (3 + 0a + 0a^2)d1^96d2^283 + (0 + 0a + 2a^2)d1^97d2^283 + (1 + 2a + 3a^2)d1^98d2^283 + (2 + 0a + 0a^2)d1^99d2^283 + (4 + 2a + 1a^2)d1^100d2^283 + (2 + 2a + 3a^2)d1^101d2^283 + (0 + 3a + 2a^2)d1^102d2^283 + (2 + 1a + 0a^2)d1^103d2^283 + (4 + 0a + 3a^2)d1^104d2^283 + (3 + 0a + 0a^2)d1^105d2^283 + (3 + 2a + 2a^2)d1^106d2^283 + (1 + 1a + 0a^2)d1^107d2^283 + (3 + 4a + 3a^2)d1^109d2^283 + (4 + 1a + 3a^2)d1^110d2^283 + (3 + 1a + 0a^2)d1^111d2^283 + (4 + 0a + 0a^2)d1^112d2^283 + (4 + 4a + 1a^2)d1^113d2^283 + (0 + 4a + 2a^2)d1^114d2^283 + (4 + 3a + 2a^2)d1^115d2^283 + (2 + 2a + 1a^2)d1^116d2^283 + (2 + 2a + 4a^2)d1^117d2^283 + (1 + 0a + 2a^2)d1^118d2^283 + (3 + 3a + 3a^2)d1^119d2^283 + (4 + 3a + 1a^2)d1^120d2^283 + (4 + 1a + 2a^2)d1^121d2^283 + (4 + 0a + 0a^2)d1^122d2^283 + (0 + 0a + 3a^2)d1^123d2^283 + (2 + 0a + 1a^2)d1^124d2^283 + (0 + 0a + 1a^2)d1^125d2^283 + (2 + 4a + 3a^2)d1^126d2^283 + (4 + 4a + 4a^2)d1^127d2^283 + (0 + 2a + 4a^2)d1^128d2^283 + (3 + 1a + 1a^2)d1^129d2^283 + (4 + 3a + 4a^2)d1^130d2^283 + (4 + 1a + 2a^2)d1^131d2^283 + (1 + 1a + 2a^2)d1^132d2^283 + (1 + 1a + 2a^2)d1^133d2^283 + (4 + 4a + 4a^2)d1^134d2^283 + (3 + 2a + 0a^2)d1^135d2^283 + (2 + 1a + 1a^2)d1^136d2^283 + (0 + 2a + 2a^2)d1^137d2^283 + (4 + 2a + 0a^2)d1^138d2^283 + (2 + 2a + 0a^2)d1^139d2^283 + (0 + 3a + 0a^2)d1^140d2^283 + (0 + 0a + 4a^2)d1^141d2^283 + (0 + 2a + 3a^2)d1^142d2^283 + (2 + 0a + 2a^2)d1^143d2^283 + (3 + 3a + 1a^2)d1^144d2^283 + (4 + 0a + 4a^2)d1^145d2^283 + (2 + 3a + 1a^2)d1^146d2^283 + (3 + 2a + 3a^2)d1^147d2^283 + (1 + 3a + 1a^2)d1^148d2^283 + (2 + 0a + 1a^2)d1^149d2^283 + (4 + 0a + 1a^2)d1^150d2^283 + (2 + 3a + 4a^2)d1^151d2^283 + (4 + 1a + 2a^2)d1^152d2^283 + (1 + 2a + 4a^2)d1^153d2^283 + (3 + 0a + 1a^2)d1^154d2^283 + (0 + 0a + 1a^2)d1^155d2^283 + (1 + 4a + 0a^2)d1^156d2^283 + (4 + 2a + 4a^2)d1^157d2^283 + (1 + 3a + 2a^2)d1^158d2^283 + (1 + 3a + 4a^2)d1^159d2^283 + (0 + 4a + 3a^2)d1^160d2^283 + (2 + 1a + 0a^2)d1^161d2^283 + (4 + 0a + 0a^2)d1^162d2^283 + (4 + 2a + 3a^2)d1^163d2^283 + (1 + 2a + 1a^2)d1^164d2^283 + (0 + 3a + 2a^2)d1^165d2^283 + (4 + 2a + 2a^2)d1^166d2^283 + (3 + 0a + 4a^2)d1^167d2^283 + (0 + 2a + 0a^2)d1^168d2^283 + (3 + 2a + 1a^2)d1^169d2^283 + (0 + 2a + 0a^2)d1^170d2^283 + (3 + 4a + 3a^2)d1^171d2^283 + (4 + 3a + 3a^2)d1^172d2^283 + (1 + 4a + 4a^2)d1^173d2^283 + (2 + 0a + 4a^2)d1^174d2^283 + (0 + 1a + 2a^2)d1^175d2^283 + (3 + 1a + 3a^2)d1^176d2^283 + (3 + 3a + 0a^2)d1^177d2^283 + (3 + 2a + 1a^2)d1^178d2^283 + (4 + 3a + 0a^2)d1^179d2^283 + (0 + 0a + 1a^2)d1^180d2^283 + (4 + 4a + 4a^2)d1^181d2^283 + (2 + 4a + 2a^2)d1^182d2^283 + (2 + 0a + 4a^2)d1^183d2^283 + (1 + 2a + 4a^2)d1^184d2^283 + (0 + 1a + 2a^2)d1^185d2^283 + (2 + 2a + 4a^2)d1^186d2^283 + (3 + 2a + 1a^2)d1^187d2^283 + (4 + 1a + 1a^2)d1^188d2^283 + (1 + 2a + 3a^2)d1^190d2^283 + (3 + 4a + 1a^2)d1^191d2^283 + (1 + 0a + 2a^2)d1^192d2^283 + (0 + 1a + 2a^2)d1^193d2^283 + (2 + 4a + 2a^2)d1^194d2^283 + (4 + 2a + 0a^2)d1^195d2^283 + (2 + 1a + 3a^2)d1^196d2^283 + (4 + 4a + 4a^2)d1^197d2^283 + (2 + 3a + 2a^2)d1^198d2^283 + (2 + 1a + 1a^2)d1^199d2^283 + (0 + 1a + 2a^2)d1^200d2^283 + (4 + 4a + 0a^2)d1^201d2^283 + (2 + 0a + 4a^2)d1^202d2^283 + (4 + 1a + 1a^2)d1^203d2^283 + (4 + 3a + 4a^2)d1^204d2^283 + (4 + 0a + 3a^2)d1^205d2^283 + (0 + 2a + 2a^2)d1^206d2^283 + (4 + 2a + 0a^2)d1^207d2^283 + (2 + 2a + 1a^2)d1^208d2^283 + (3 + 2a + 1a^2)d1^209d2^283 + (2 + 3a + 1a^2)d1^210d2^283 + (2 + 3a + 3a^2)d1^211d2^283 + (2 + 3a + 4a^2)d1^212d2^283 + (4 + 2a + 1a^2)d1^213d2^283 + (0 + 3a + 4a^2)d1^214d2^283 + (4 + 3a + 4a^2)d1^215d2^283 + (0 + 3a + 1a^2)d1^216d2^283 + (4 + 2a + 4a^2)d1^217d2^283 + (3 + 4a + 3a^2)d1^218d2^283 + (1 + 1a + 2a^2)d1^219d2^283 + (2 + 0a + 2a^2)d1^220d2^283 + (1 + 0a + 1a^2)d1^221d2^283 + (3 + 0a + 2a^2)d1^222d2^283 + (1 + 1a + 1a^2)d1^223d2^283 + (0 + 3a + 4a^2)d1^224d2^283 + (3 + 0a + 2a^2)d1^225d2^283 + (2 + 3a + 1a^2)d1^226d2^283 + (4 + 3a + 3a^2)d1^227d2^283 + (2 + 3a + 0a^2)d1^228d2^283 + (4 + 0a + 4a^2)d1^229d2^283 + (4 + 4a + 3a^2)d1^230d2^283 + (0 + 0a + 4a^2)d1^231d2^283 + (0 + 4a + 1a^2)d1^232d2^283 + (4 + 1a + 0a^2)d1^233d2^283 + (4 + 3a + 2a^2)d1^234d2^283 + (3 + 0a + 1a^2)d1^235d2^283 + (1 + 3a + 3a^2)d1^236d2^283 + (2 + 4a + 4a^2)d1^237d2^283 + (2 + 2a + 3a^2)d1^238d2^283 + (1 + 2a + 1a^2)d1^239d2^283 + (3 + 3a + 0a^2)d1^240d2^283 + (4 + 2a + 3a^2)d1^241d2^283 + (2 + 1a + 2a^2)d1^242d2^283 + (0 + 0a + 2a^2)d1^243d2^283 + (4 + 3a + 4a^2)d1^244d2^283 + (1 + 3a + 4a^2)d1^245d2^283 + (0 + 2a + 0a^2)d1^246d2^283 + (3 + 3a + 0a^2)d1^247d2^283 + (4 + 3a + 2a^2)d1^248d2^283 + (3 + 2a + 0a^2)d1^249d2^283 + (0 + 2a + 3a^2)d1^250d2^283 + (0 + 1a + 1a^2)d1^251d2^283 + (3 + 1a + 2a^2)d1^252d2^283 + (1 + 3a + 1a^2)d1^253d2^283 + (4 + 2a + 4a^2)d1^254d2^283 + (2 + 2a + 2a^2)d1^255d2^283 + (3 + 2a + 0a^2)d1^256d2^283 + (2 + 1a + 4a^2)d1^257d2^283 + (0 + 3a + 2a^2)d1^258d2^283 + (4 + 0a + 3a^2)d1^259d2^283 + (2 + 2a + 3a^2)d1^260d2^283 + (3 + 0a + 4a^2)d1^261d2^283 + (3 + 0a + 0a^2)d1^262d2^283 + (2 + 3a + 4a^2)d1^263d2^283 + (0 + 3a + 1a^2)d1^264d2^283 + (4 + 2a + 3a^2)d1^265d2^283 + (3 + 1a + 0a^2)d1^266d2^283 + (3 + 3a + 3a^2)d1^267d2^283 + (3 + 4a + 3a^2)d1^268d2^283 + (3 + 3a + 1a^2)d1^269d2^283 + (1 + 2a + 3a^2)d1^270d2^283 + (4 + 0a + 0a^2)d1^271d2^283 + (4 + 0a + 0a^2)d1^272d2^283 + (4 + 2a + 4a^2)d1^273d2^283 + (0 + 3a + 3a^2)d1^274d2^283 + (0 + 1a + 4a^2)d1^275d2^283 + (2 + 2a + 1a^2)d1^276d2^283 + (2 + 2a + 4a^2)d1^277d2^283 + (4 + 4a + 4a^2)d1^278d2^283 + (0 + 2a + 0a^2)d1^279d2^283 + (2 + 4a + 2a^2)d1^280d2^283 + (3 + 3a + 2a^2)d1^281d2^283 + (4 + 3a + 1a^2)d1^282d2^283 + (2 + 0a + 2a^2)d1^283d2^283 + (4 + 4a + 3a^2)d1^284d2^283 + (0 + 3a + 3a^2)d1^285d2^283 + (0 + 2a + 2a^2)d1^286d2^283 + (1 + 1a + 1a^2)d1^287d2^283 + (4 + 4a + 3a^2)d1^288d2^283 + (4 + 0a + 4a^2)d1^289d2^283 + (1 + 3a + 4a^2)d1^290d2^283 + (2 + 0a + 3a^2)d1^291d2^283 + (2 + 4a + 4a^2)d1^292d2^283 + (2 + 3a + 4a^2)d1^293d2^283 + (1 + 3a + 4a^2)d2^284 + (3 + 2a + 3a^2)d1^1d2^284 + (1 + 2a + 0a^2)d1^2d2^284 + (2 + 2a + 1a^2)d1^3d2^284 + (3 + 3a + 1a^2)d1^4d2^284 + (0 + 2a + 4a^2)d1^5d2^284 + (2 + 1a + 3a^2)d1^6d2^284 + (3 + 1a + 2a^2)d1^7d2^284 + (1 + 3a + 2a^2)d1^8d2^284 + (3 + 3a + 3a^2)d1^9d2^284 + (0 + 0a + 1a^2)d1^10d2^284 + (3 + 1a + 0a^2)d1^11d2^284 + (0 + 4a + 4a^2)d1^12d2^284 + (3 + 2a + 4a^2)d1^13d2^284 + (1 + 1a + 1a^2)d1^14d2^284 + (4 + 0a + 4a^2)d1^15d2^284 + (3 + 1a + 1a^2)d1^16d2^284 + (3 + 2a + 1a^2)d1^17d2^284 + (3 + 1a + 3a^2)d1^18d2^284 + (1 + 1a + 3a^2)d1^19d2^284 + (4 + 4a + 1a^2)d1^20d2^284 + (0 + 3a + 0a^2)d1^21d2^284 + (3 + 4a + 0a^2)d1^22d2^284 + (2 + 2a + 2a^2)d1^23d2^284 + (1 + 1a + 4a^2)d1^24d2^284 + (0 + 3a + 0a^2)d1^25d2^284 + (3 + 2a + 3a^2)d1^26d2^284 + (1 + 1a + 0a^2)d1^27d2^284 + (0 + 3a + 0a^2)d1^28d2^284 + (4 + 2a + 4a^2)d1^29d2^284 + (3 + 0a + 3a^2)d1^30d2^284 + (1 + 3a + 4a^2)d1^31d2^284 + (1 + 0a + 2a^2)d1^32d2^284 + (4 + 4a + 4a^2)d1^33d2^284 + (0 + 4a + 4a^2)d1^34d2^284 + (1 + 3a + 4a^2)d1^35d2^284 + (0 + 4a + 4a^2)d1^36d2^284 + (4 + 1a + 2a^2)d1^37d2^284 + (4 + 4a + 4a^2)d1^38d2^284 + (0 + 3a + 3a^2)d1^39d2^284 + (2 + 4a + 3a^2)d1^40d2^284 + (2 + 4a + 2a^2)d1^41d2^284 + (2 + 3a + 0a^2)d1^42d2^284 + (2 + 1a + 3a^2)d1^43d2^284 + (1 + 3a + 2a^2)d1^44d2^284 + (0 + 4a + 1a^2)d1^45d2^284 + (2 + 4a + 1a^2)d1^46d2^284 + (3 + 0a + 1a^2)d1^47d2^284 + (2 + 3a + 1a^2)d1^48d2^284 + (4 + 3a + 1a^2)d1^49d2^284 + (1 + 2a + 2a^2)d1^50d2^284 + (2 + 2a + 3a^2)d1^51d2^284 + (2 + 2a + 2a^2)d1^52d2^284 + (0 + 2a + 4a^2)d1^53d2^284 + (2 + 0a + 2a^2)d1^54d2^284 + (4 + 1a + 4a^2)d1^55d2^284 + (2 + 2a + 3a^2)d1^56d2^284 + (1 + 0a + 4a^2)d1^57d2^284 + (0 + 0a + 3a^2)d1^58d2^284 + (0 + 1a + 3a^2)d1^59d2^284 + (4 + 0a + 1a^2)d1^61d2^284 + (2 + 1a + 3a^2)d1^62d2^284 + (0 + 2a + 1a^2)d1^63d2^284 + (2 + 2a + 2a^2)d1^64d2^284 + (4 + 0a + 3a^2)d1^65d2^284 + (3 + 3a + 2a^2)d1^66d2^284 + (4 + 2a + 3a^2)d1^67d2^284 + (2 + 3a + 0a^2)d1^68d2^284 + (2 + 3a + 1a^2)d1^69d2^284 + (1 + 0a + 1a^2)d1^70d2^284 + (3 + 0a + 0a^2)d1^71d2^284 + (4 + 0a + 4a^2)d1^72d2^284 + (2 + 2a + 4a^2)d1^73d2^284 + (1 + 1a + 1a^2)d1^74d2^284 + (4 + 1a + 2a^2)d1^75d2^284 + (0 + 3a + 1a^2)d1^76d2^284 + (1 + 1a + 4a^2)d1^77d2^284 + (3 + 4a + 1a^2)d1^78d2^284 + (0 + 1a + 4a^2)d1^79d2^284 + (3 + 2a + 2a^2)d1^80d2^284 + (3 + 4a + 0a^2)d1^81d2^284 + (3 + 0a + 0a^2)d1^82d2^284 + (3 + 0a + 3a^2)d1^83d2^284 + (2 + 0a + 3a^2)d1^84d2^284 + (1 + 3a + 3a^2)d1^85d2^284 + (1 + 0a + 1a^2)d1^86d2^284 + (1 + 0a + 2a^2)d1^87d2^284 + (4 + 2a + 3a^2)d1^88d2^284 + (4 + 4a + 3a^2)d1^90d2^284 + (1 + 1a + 1a^2)d1^91d2^284 + (0 + 0a + 2a^2)d1^92d2^284 + (2 + 2a + 0a^2)d1^93d2^284 + (2 + 1a + 0a^2)d1^94d2^284 + (4 + 0a + 2a^2)d1^95d2^284 + (3 + 0a + 4a^2)d1^96d2^284 + (3 + 3a + 2a^2)d1^97d2^284 + (2 + 2a + 2a^2)d1^98d2^284 + (2 + 3a + 2a^2)d1^99d2^284 + (0 + 2a + 1a^2)d1^100d2^284 + (0 + 3a + 0a^2)d1^101d2^284 + (3 + 3a + 0a^2)d1^102d2^284 + (3 + 1a + 1a^2)d1^103d2^284 + (3 + 4a + 2a^2)d1^104d2^284 + (3 + 0a + 1a^2)d1^105d2^284 + (4 + 1a + 4a^2)d1^106d2^284 + (2 + 0a + 3a^2)d1^107d2^284 + (4 + 2a + 2a^2)d1^108d2^284 + (2 + 3a + 0a^2)d1^109d2^284 + (1 + 3a + 2a^2)d1^110d2^284 + (2 + 4a + 1a^2)d1^111d2^284 + (2 + 0a + 0a^2)d1^112d2^284 + (0 + 2a + 4a^2)d1^113d2^284 + (1 + 3a + 1a^2)d1^114d2^284 + (3 + 1a + 2a^2)d1^115d2^284 + (1 + 3a + 1a^2)d1^116d2^284 + (0 + 2a + 3a^2)d1^117d2^284 + (0 + 1a + 3a^2)d1^118d2^284 + (2 + 4a + 3a^2)d1^119d2^284 + (1 + 1a + 1a^2)d1^120d2^284 + (0 + 1a + 1a^2)d1^121d2^284 + (3 + 3a + 2a^2)d1^122d2^284 + (1 + 1a + 2a^2)d1^123d2^284 + (2 + 2a + 2a^2)d1^124d2^284 + (4 + 1a + 3a^2)d1^125d2^284 + (1 + 3a + 2a^2)d1^126d2^284 + (2 + 0a + 0a^2)d1^127d2^284 + (0 + 0a + 2a^2)d1^128d2^284 + (4 + 3a + 3a^2)d1^129d2^284 + (4 + 4a + 4a^2)d1^130d2^284 + (4 + 3a + 4a^2)d1^131d2^284 + (3 + 1a + 1a^2)d1^132d2^284 + (4 + 1a + 1a^2)d1^133d2^284 + (3 + 1a + 1a^2)d1^134d2^284 + (3 + 2a + 1a^2)d1^135d2^284 + (2 + 0a + 0a^2)d1^136d2^284 + (4 + 1a + 0a^2)d1^137d2^284 + (0 + 2a + 1a^2)d1^139d2^284 + (3 + 2a + 0a^2)d1^140d2^284 + (2 + 3a + 4a^2)d1^141d2^284 + (4 + 1a + 1a^2)d1^142d2^284 + (1 + 2a + 3a^2)d1^143d2^284 + (4 + 3a + 0a^2)d1^144d2^284 + (3 + 4a + 2a^2)d1^145d2^284 + (0 + 1a + 3a^2)d1^146d2^284 + (1 + 4a + 1a^2)d1^147d2^284 + (4 + 3a + 3a^2)d1^148d2^284 + (3 + 3a + 0a^2)d1^149d2^284 + (3 + 2a + 0a^2)d1^150d2^284 + (0 + 2a + 3a^2)d1^151d2^284 + (1 + 1a + 4a^2)d1^152d2^284 + (1 + 3a + 0a^2)d1^153d2^284 + (1 + 1a + 1a^2)d1^154d2^284 + (2 + 4a + 0a^2)d1^155d2^284 + (3 + 4a + 0a^2)d1^156d2^284 + (4 + 4a + 4a^2)d1^157d2^284 + (3 + 1a + 3a^2)d1^158d2^284 + (3 + 3a + 4a^2)d1^159d2^284 + (3 + 3a + 3a^2)d1^160d2^284 + (4 + 4a + 4a^2)d1^161d2^284 + (2 + 1a + 0a^2)d1^162d2^284 + (1 + 4a + 4a^2)d1^163d2^284 + (2 + 3a + 2a^2)d1^164d2^284 + (4 + 2a + 2a^2)d1^165d2^284 + (0 + 3a + 4a^2)d1^166d2^284 + (4 + 2a + 3a^2)d1^167d2^284 + (0 + 2a + 4a^2)d1^168d2^284 + (0 + 3a + 1a^2)d1^169d2^284 + (1 + 0a + 3a^2)d1^170d2^284 + (4 + 0a + 3a^2)d1^171d2^284 + (3 + 3a + 2a^2)d1^172d2^284 + (1 + 3a + 3a^2)d1^173d2^284 + (2 + 3a + 0a^2)d1^174d2^284 + (1 + 1a + 0a^2)d1^175d2^284 + (3 + 1a + 4a^2)d1^176d2^284 + (2 + 2a + 3a^2)d1^177d2^284 + (0 + 4a + 0a^2)d1^178d2^284 + (1 + 4a + 2a^2)d1^179d2^284 + (1 + 4a + 1a^2)d1^180d2^284 + (2 + 0a + 1a^2)d1^181d2^284 + (3 + 2a + 2a^2)d1^182d2^284 + (3 + 2a + 3a^2)d1^183d2^284 + (4 + 3a + 0a^2)d1^184d2^284 + (3 + 2a + 0a^2)d1^185d2^284 + (2 + 1a + 3a^2)d1^186d2^284 + (1 + 4a + 0a^2)d1^187d2^284 + (2 + 4a + 0a^2)d1^189d2^284 + (0 + 1a + 3a^2)d1^190d2^284 + (3 + 2a + 2a^2)d1^191d2^284 + (1 + 0a + 4a^2)d1^192d2^284 + (0 + 2a + 3a^2)d1^193d2^284 + (2 + 4a + 0a^2)d1^194d2^284 + (0 + 0a + 3a^2)d1^195d2^284 + (3 + 3a + 0a^2)d1^196d2^284 + (2 + 4a + 3a^2)d1^197d2^284 + (1 + 4a + 3a^2)d1^198d2^284 + (3 + 0a + 4a^2)d1^199d2^284 + (1 + 1a + 0a^2)d1^200d2^284 + (2 + 2a + 2a^2)d1^201d2^284 + (1 + 2a + 4a^2)d1^202d2^284 + (2 + 3a + 2a^2)d1^203d2^284 + (4 + 3a + 3a^2)d1^204d2^284 + (2 + 1a + 0a^2)d1^205d2^284 + (1 + 3a + 3a^2)d1^206d2^284 + (2 + 3a + 1a^2)d1^207d2^284 + (3 + 1a + 3a^2)d1^208d2^284 + (1 + 3a + 0a^2)d1^209d2^284 + (2 + 2a + 2a^2)d1^210d2^284 + (2 + 2a + 4a^2)d1^211d2^284 + (3 + 1a + 3a^2)d1^212d2^284 + (1 + 2a + 2a^2)d1^213d2^284 + (0 + 1a + 0a^2)d1^214d2^284 + (0 + 3a + 4a^2)d1^215d2^284 + (0 + 2a + 2a^2)d1^216d2^284 + (0 + 2a + 0a^2)d1^217d2^284 + (2 + 4a + 0a^2)d1^218d2^284 + (4 + 2a + 2a^2)d1^219d2^284 + (4 + 4a + 3a^2)d1^220d2^284 + (4 + 4a + 4a^2)d1^221d2^284 + (3 + 3a + 2a^2)d1^222d2^284 + (2 + 2a + 2a^2)d1^223d2^284 + (0 + 3a + 0a^2)d1^224d2^284 + (3 + 0a + 3a^2)d1^225d2^284 + (4 + 1a + 0a^2)d1^226d2^284 + (4 + 1a + 1a^2)d1^227d2^284 + (0 + 2a + 3a^2)d1^228d2^284 + (2 + 1a + 3a^2)d1^229d2^284 + (2 + 0a + 3a^2)d1^230d2^284 + (4 + 1a + 3a^2)d1^231d2^284 + (1 + 1a + 2a^2)d1^232d2^284 + (1 + 2a + 1a^2)d1^233d2^284 + (0 + 1a + 4a^2)d1^234d2^284 + (0 + 3a + 0a^2)d1^235d2^284 + (3 + 1a + 0a^2)d1^236d2^284 + (4 + 0a + 1a^2)d1^237d2^284 + (2 + 2a + 3a^2)d1^238d2^284 + (1 + 3a + 0a^2)d1^239d2^284 + (2 + 1a + 4a^2)d1^240d2^284 + (3 + 0a + 2a^2)d1^241d2^284 + (4 + 3a + 0a^2)d1^242d2^284 + (1 + 3a + 2a^2)d1^243d2^284 + (4 + 1a + 1a^2)d1^244d2^284 + (3 + 1a + 1a^2)d1^245d2^284 + (2 + 4a + 2a^2)d1^246d2^284 + (2 + 2a + 2a^2)d1^247d2^284 + (0 + 0a + 1a^2)d1^248d2^284 + (4 + 3a + 3a^2)d1^249d2^284 + (4 + 3a + 0a^2)d1^250d2^284 + (1 + 2a + 2a^2)d1^251d2^284 + (3 + 3a + 1a^2)d1^252d2^284 + (1 + 3a + 1a^2)d1^253d2^284 + (4 + 3a + 4a^2)d1^254d2^284 + (2 + 2a + 3a^2)d1^255d2^284 + (1 + 1a + 0a^2)d1^256d2^284 + (4 + 2a + 2a^2)d1^257d2^284 + (1 + 4a + 0a^2)d1^258d2^284 + (1 + 3a + 2a^2)d1^259d2^284 + (0 + 1a + 3a^2)d1^260d2^284 + (4 + 4a + 1a^2)d1^261d2^284 + (0 + 1a + 3a^2)d1^262d2^284 + (4 + 4a + 3a^2)d1^264d2^284 + (4 + 1a + 4a^2)d1^265d2^284 + (0 + 4a + 2a^2)d1^266d2^284 + (3 + 4a + 0a^2)d1^267d2^284 + (0 + 3a + 2a^2)d1^268d2^284 + (3 + 2a + 4a^2)d1^269d2^284 + (3 + 4a + 4a^2)d1^270d2^284 + (1 + 2a + 0a^2)d1^271d2^284 + (2 + 2a + 0a^2)d1^272d2^284 + (1 + 1a + 4a^2)d1^273d2^284 + (2 + 4a + 0a^2)d1^274d2^284 + (4 + 0a + 3a^2)d1^275d2^284 + (0 + 1a + 3a^2)d1^276d2^284 + (2 + 0a + 1a^2)d1^277d2^284 + (0 + 1a + 2a^2)d1^278d2^284 + (1 + 1a + 4a^2)d1^279d2^284 + (4 + 2a + 3a^2)d1^280d2^284 + (1 + 2a + 4a^2)d1^281d2^284 + (4 + 1a + 3a^2)d1^282d2^284 + (2 + 4a + 1a^2)d1^283d2^284 + (1 + 3a + 0a^2)d1^284d2^284 + (1 + 0a + 3a^2)d1^285d2^284 + (3 + 1a + 2a^2)d1^286d2^284 + (4 + 3a + 2a^2)d1^287d2^284 + (2 + 0a + 0a^2)d1^288d2^284 + (0 + 1a + 3a^2)d1^289d2^284 + (3 + 3a + 3a^2)d1^290d2^284 + (4 + 0a + 0a^2)d1^291d2^284 + (0 + 3a + 4a^2)d1^292d2^284 + (0 + 2a + 3a^2)d1^293d2^284 + (0 + 1a + 3a^2)d2^285 + (1 + 2a + 2a^2)d1^1d2^285 + (2 + 1a + 4a^2)d1^2d2^285 + (2 + 2a + 4a^2)d1^3d2^285 + (0 + 0a + 2a^2)d1^4d2^285 + (3 + 2a + 0a^2)d1^5d2^285 + (3 + 3a + 3a^2)d1^6d2^285 + (2 + 0a + 0a^2)d1^8d2^285 + (2 + 1a + 2a^2)d1^9d2^285 + (2 + 1a + 2a^2)d1^10d2^285 + (2 + 4a + 0a^2)d1^11d2^285 + (3 + 2a + 2a^2)d1^12d2^285 + (2 + 3a + 0a^2)d1^13d2^285 + (0 + 1a + 4a^2)d1^14d2^285 + (2 + 0a + 0a^2)d1^15d2^285 + (4 + 2a + 0a^2)d1^16d2^285 + (1 + 1a + 4a^2)d1^17d2^285 + (3 + 0a + 1a^2)d1^18d2^285 + (1 + 4a + 1a^2)d1^19d2^285 + (4 + 1a + 1a^2)d1^20d2^285 + (4 + 4a + 3a^2)d1^21d2^285 + (4 + 4a + 3a^2)d1^22d2^285 + (3 + 1a + 2a^2)d1^23d2^285 + (4 + 0a + 3a^2)d1^24d2^285 + (2 + 4a + 2a^2)d1^25d2^285 + (3 + 1a + 0a^2)d1^26d2^285 + (3 + 2a + 0a^2)d1^27d2^285 + (4 + 1a + 0a^2)d1^28d2^285 + (4 + 4a + 3a^2)d1^29d2^285 + (2 + 2a + 1a^2)d1^30d2^285 + (0 + 2a + 0a^2)d1^31d2^285 + (4 + 4a + 4a^2)d1^32d2^285 + (3 + 1a + 1a^2)d1^33d2^285 + (1 + 1a + 1a^2)d1^34d2^285 + (3 + 3a + 4a^2)d1^35d2^285 + (4 + 4a + 2a^2)d1^36d2^285 + (1 + 0a + 4a^2)d1^37d2^285 + (2 + 4a + 2a^2)d1^38d2^285 + (3 + 0a + 3a^2)d1^39d2^285 + (3 + 0a + 3a^2)d1^40d2^285 + (1 + 2a + 1a^2)d1^41d2^285 + (1 + 0a + 0a^2)d1^42d2^285 + (2 + 0a + 2a^2)d1^43d2^285 + (2 + 1a + 1a^2)d1^44d2^285 + (2 + 0a + 1a^2)d1^45d2^285 + (3 + 0a + 2a^2)d1^46d2^285 + (2 + 2a + 2a^2)d1^47d2^285 + (3 + 2a + 3a^2)d1^48d2^285 + (4 + 3a + 4a^2)d1^49d2^285 + (2 + 0a + 3a^2)d1^50d2^285 + (1 + 4a + 2a^2)d1^51d2^285 + (3 + 0a + 2a^2)d1^52d2^285 + (0 + 1a + 2a^2)d1^53d2^285 + (2 + 4a + 3a^2)d1^54d2^285 + (1 + 2a + 4a^2)d1^55d2^285 + (2 + 4a + 4a^2)d1^56d2^285 + (1 + 4a + 1a^2)d1^57d2^285 + (2 + 4a + 1a^2)d1^58d2^285 + (4 + 1a + 0a^2)d1^59d2^285 + (2 + 4a + 4a^2)d1^60d2^285 + (2 + 4a + 3a^2)d1^61d2^285 + (4 + 2a + 2a^2)d1^62d2^285 + (0 + 1a + 3a^2)d1^63d2^285 + (2 + 1a + 4a^2)d1^64d2^285 + (4 + 4a + 3a^2)d1^65d2^285 + (2 + 1a + 0a^2)d1^66d2^285 + (1 + 3a + 1a^2)d1^67d2^285 + (0 + 4a + 0a^2)d1^68d2^285 + (0 + 2a + 2a^2)d1^69d2^285 + (3 + 4a + 4a^2)d1^70d2^285 + (0 + 2a + 0a^2)d1^71d2^285 + (2 + 4a + 0a^2)d1^72d2^285 + (1 + 3a + 4a^2)d1^73d2^285 + (2 + 3a + 4a^2)d1^74d2^285 + (4 + 1a + 1a^2)d1^75d2^285 + (2 + 1a + 4a^2)d1^76d2^285 + (0 + 4a + 1a^2)d1^77d2^285 + (3 + 4a + 4a^2)d1^78d2^285 + (2 + 3a + 4a^2)d1^79d2^285 + (3 + 2a + 4a^2)d1^80d2^285 + (1 + 4a + 1a^2)d1^81d2^285 + (4 + 4a + 4a^2)d1^82d2^285 + (4 + 0a + 1a^2)d1^83d2^285 + (4 + 2a + 1a^2)d1^84d2^285 + (3 + 1a + 3a^2)d1^85d2^285 + (4 + 2a + 0a^2)d1^86d2^285 + (4 + 2a + 0a^2)d1^87d2^285 + (3 + 3a + 4a^2)d1^88d2^285 + (3 + 2a + 2a^2)d1^89d2^285 + (1 + 3a + 2a^2)d1^90d2^285 + (4 + 3a + 1a^2)d1^91d2^285 + (4 + 1a + 1a^2)d1^92d2^285 + (2 + 0a + 0a^2)d1^93d2^285 + (4 + 1a + 3a^2)d1^94d2^285 + (1 + 4a + 2a^2)d1^95d2^285 + (3 + 4a + 2a^2)d1^96d2^285 + (0 + 0a + 3a^2)d1^97d2^285 + (1 + 1a + 0a^2)d1^98d2^285 + (0 + 2a + 3a^2)d1^99d2^285 + (4 + 3a + 4a^2)d1^100d2^285 + (3 + 0a + 1a^2)d1^101d2^285 + (2 + 1a + 3a^2)d1^102d2^285 + (1 + 3a + 0a^2)d1^103d2^285 + (4 + 1a + 3a^2)d1^104d2^285 + (4 + 1a + 2a^2)d1^105d2^285 + (2 + 4a + 1a^2)d1^106d2^285 + (1 + 1a + 3a^2)d1^107d2^285 + (1 + 1a + 0a^2)d1^108d2^285 + (3 + 3a + 4a^2)d1^109d2^285 + (3 + 4a + 2a^2)d1^110d2^285 + (4 + 0a + 3a^2)d1^111d2^285 + (3 + 4a + 4a^2)d1^112d2^285 + (1 + 3a + 3a^2)d1^113d2^285 + (2 + 3a + 0a^2)d1^114d2^285 + (3 + 3a + 4a^2)d1^115d2^285 + (2 + 2a + 2a^2)d1^116d2^285 + (3 + 0a + 3a^2)d1^117d2^285 + (0 + 3a + 2a^2)d1^118d2^285 + (4 + 0a + 2a^2)d1^119d2^285 + (0 + 3a + 0a^2)d1^120d2^285 + (1 + 1a + 0a^2)d1^121d2^285 + (4 + 2a + 1a^2)d1^122d2^285 + (3 + 1a + 3a^2)d1^123d2^285 + (1 + 1a + 2a^2)d1^124d2^285 + (4 + 3a + 2a^2)d1^125d2^285 + (3 + 0a + 2a^2)d1^126d2^285 + (0 + 4a + 0a^2)d1^127d2^285 + (4 + 2a + 3a^2)d1^128d2^285 + (2 + 3a + 0a^2)d1^129d2^285 + (4 + 1a + 4a^2)d1^130d2^285 + (2 + 4a + 1a^2)d1^131d2^285 + (1 + 0a + 0a^2)d1^132d2^285 + (2 + 0a + 0a^2)d1^133d2^285 + (2 + 2a + 0a^2)d1^134d2^285 + (4 + 0a + 0a^2)d1^135d2^285 + (4 + 4a + 2a^2)d1^136d2^285 + (4 + 1a + 1a^2)d1^137d2^285 + (3 + 2a + 4a^2)d1^138d2^285 + (0 + 4a + 0a^2)d1^139d2^285 + (0 + 0a + 4a^2)d1^140d2^285 + (3 + 3a + 2a^2)d1^141d2^285 + (1 + 3a + 0a^2)d1^142d2^285 + (3 + 0a + 1a^2)d1^143d2^285 + (4 + 2a + 4a^2)d1^144d2^285 + (1 + 1a + 1a^2)d1^145d2^285 + (4 + 3a + 1a^2)d1^146d2^285 + (0 + 0a + 3a^2)d1^147d2^285 + (0 + 2a + 1a^2)d1^148d2^285 + (2 + 4a + 3a^2)d1^149d2^285 + (4 + 0a + 3a^2)d1^151d2^285 + (0 + 1a + 3a^2)d1^152d2^285 + (3 + 2a + 2a^2)d1^153d2^285 + (3 + 2a + 3a^2)d1^154d2^285 + (3 + 4a + 2a^2)d1^155d2^285 + (4 + 1a + 4a^2)d1^156d2^285 + (1 + 1a + 0a^2)d1^157d2^285 + (3 + 1a + 0a^2)d1^158d2^285 + (3 + 2a + 0a^2)d1^159d2^285 + (3 + 3a + 3a^2)d1^160d2^285 + (1 + 3a + 0a^2)d1^161d2^285 + (3 + 0a + 0a^2)d1^162d2^285 + (1 + 2a + 3a^2)d1^163d2^285 + (3 + 2a + 4a^2)d1^164d2^285 + (1 + 3a + 1a^2)d1^165d2^285 + (3 + 1a + 2a^2)d1^166d2^285 + (0 + 1a + 3a^2)d1^167d2^285 + (2 + 1a + 3a^2)d1^168d2^285 + (3 + 4a + 1a^2)d1^169d2^285 + (4 + 0a + 3a^2)d1^170d2^285 + (1 + 4a + 1a^2)d1^171d2^285 + (3 + 3a + 1a^2)d1^172d2^285 + (3 + 4a + 2a^2)d1^173d2^285 + (1 + 0a + 2a^2)d1^174d2^285 + (1 + 1a + 3a^2)d1^175d2^285 + (1 + 3a + 4a^2)d1^176d2^285 + (3 + 1a + 1a^2)d1^177d2^285 + (2 + 2a + 4a^2)d1^178d2^285 + (0 + 3a + 2a^2)d1^179d2^285 + (4 + 1a + 3a^2)d1^180d2^285 + (4 + 2a + 3a^2)d1^181d2^285 + (0 + 3a + 3a^2)d1^182d2^285 + (2 + 0a + 1a^2)d1^183d2^285 + (2 + 0a + 3a^2)d1^184d2^285 + (0 + 0a + 2a^2)d1^185d2^285 + (2 + 1a + 2a^2)d1^186d2^285 + (2 + 2a + 3a^2)d1^187d2^285 + (2 + 4a + 4a^2)d1^188d2^285 + (0 + 4a + 1a^2)d1^189d2^285 + (2 + 2a + 1a^2)d1^190d2^285 + (2 + 2a + 1a^2)d1^191d2^285 + (2 + 3a + 1a^2)d1^192d2^285 + (0 + 1a + 2a^2)d1^193d2^285 + (1 + 2a + 4a^2)d1^194d2^285 + (2 + 2a + 1a^2)d1^195d2^285 + (4 + 4a + 4a^2)d1^196d2^285 + (1 + 3a + 4a^2)d1^197d2^285 + (0 + 4a + 3a^2)d1^198d2^285 + (2 + 3a + 3a^2)d1^199d2^285 + (4 + 0a + 3a^2)d1^200d2^285 + (0 + 4a + 2a^2)d1^201d2^285 + (1 + 1a + 4a^2)d1^202d2^285 + (4 + 3a + 3a^2)d1^203d2^285 + (3 + 2a + 2a^2)d1^204d2^285 + (0 + 3a + 3a^2)d1^205d2^285 + (0 + 1a + 2a^2)d1^206d2^285 + (0 + 0a + 4a^2)d1^207d2^285 + (4 + 3a + 0a^2)d1^208d2^285 + (4 + 4a + 3a^2)d1^209d2^285 + (1 + 4a + 0a^2)d1^210d2^285 + (1 + 4a + 4a^2)d1^211d2^285 + (2 + 4a + 4a^2)d1^212d2^285 + (1 + 2a + 4a^2)d1^213d2^285 + (4 + 3a + 4a^2)d1^214d2^285 + (2 + 0a + 4a^2)d1^215d2^285 + (2 + 2a + 4a^2)d1^216d2^285 + (0 + 2a + 4a^2)d1^217d2^285 + (0 + 2a + 4a^2)d1^218d2^285 + (0 + 3a + 0a^2)d1^219d2^285 + (2 + 4a + 2a^2)d1^220d2^285 + (1 + 4a + 2a^2)d1^221d2^285 + (1 + 0a + 0a^2)d1^222d2^285 + (0 + 1a + 1a^2)d1^223d2^285 + (4 + 1a + 0a^2)d1^224d2^285 + (1 + 1a + 4a^2)d1^225d2^285 + (2 + 2a + 0a^2)d1^226d2^285 + (3 + 2a + 0a^2)d1^227d2^285 + (4 + 2a + 3a^2)d1^228d2^285 + (2 + 1a + 0a^2)d1^229d2^285 + (2 + 2a + 4a^2)d1^230d2^285 + (2 + 4a + 0a^2)d1^231d2^285 + (1 + 2a + 2a^2)d1^232d2^285 + (1 + 1a + 4a^2)d1^233d2^285 + (3 + 3a + 2a^2)d1^234d2^285 + (2 + 1a + 2a^2)d1^235d2^285 + (0 + 4a + 3a^2)d1^236d2^285 + (4 + 3a + 2a^2)d1^237d2^285 + (4 + 0a + 3a^2)d1^238d2^285 + (2 + 1a + 0a^2)d1^239d2^285 + (3 + 2a + 4a^2)d1^240d2^285 + (0 + 2a + 0a^2)d1^241d2^285 + (4 + 3a + 1a^2)d1^242d2^285 + (2 + 2a + 0a^2)d1^243d2^285 + (4 + 1a + 3a^2)d1^244d2^285 + (0 + 1a + 1a^2)d1^245d2^285 + (0 + 3a + 1a^2)d1^246d2^285 + (2 + 3a + 2a^2)d1^247d2^285 + (0 + 4a + 4a^2)d1^248d2^285 + (3 + 3a + 3a^2)d1^249d2^285 + (4 + 4a + 3a^2)d1^250d2^285 + (0 + 0a + 1a^2)d1^251d2^285 + (2 + 1a + 2a^2)d1^252d2^285 + (4 + 1a + 0a^2)d1^253d2^285 + (3 + 0a + 2a^2)d1^254d2^285 + (1 + 3a + 3a^2)d1^255d2^285 + (2 + 2a + 3a^2)d1^256d2^285 + (0 + 3a + 3a^2)d1^257d2^285 + (1 + 3a + 2a^2)d1^258d2^285 + (0 + 1a + 4a^2)d1^259d2^285 + (3 + 2a + 1a^2)d1^260d2^285 + (2 + 1a + 0a^2)d1^261d2^285 + (2 + 3a + 3a^2)d1^262d2^285 + (4 + 2a + 4a^2)d1^263d2^285 + (1 + 4a + 4a^2)d1^264d2^285 + (4 + 4a + 0a^2)d1^265d2^285 + (3 + 2a + 0a^2)d1^266d2^285 + (4 + 3a + 0a^2)d1^267d2^285 + (3 + 0a + 3a^2)d1^268d2^285 + (1 + 1a + 4a^2)d1^269d2^285 + (1 + 4a + 0a^2)d1^270d2^285 + (3 + 4a + 3a^2)d1^271d2^285 + (1 + 1a + 1a^2)d1^272d2^285 + (1 + 0a + 4a^2)d1^273d2^285 + (1 + 2a + 4a^2)d1^274d2^285 + (4 + 2a + 4a^2)d1^275d2^285 + (1 + 1a + 0a^2)d1^276d2^285 + (1 + 3a + 3a^2)d1^277d2^285 + (0 + 4a + 1a^2)d1^278d2^285 + (2 + 2a + 4a^2)d1^279d2^285 + (4 + 2a + 1a^2)d1^280d2^285 + (2 + 4a + 3a^2)d1^281d2^285 + (1 + 0a + 3a^2)d1^282d2^285 + (3 + 0a + 0a^2)d1^283d2^285 + (1 + 1a + 2a^2)d1^284d2^285 + (3 + 4a + 1a^2)d1^285d2^285 + (2 + 3a + 1a^2)d1^286d2^285 + (0 + 0a + 3a^2)d1^287d2^285 + (0 + 1a + 3a^2)d1^288d2^285 + (4 + 3a + 2a^2)d1^289d2^285 + (2 + 2a + 2a^2)d1^290d2^285 + (2 + 0a + 0a^2)d1^291d2^285 + (3 + 1a + 1a^2)d1^292d2^285 + (0 + 1a + 2a^2)d1^293d2^285 + (2 + 0a + 0a^2)d2^286 + (2 + 3a + 3a^2)d1^1d2^286 + (4 + 0a + 3a^2)d1^2d2^286 + (4 + 3a + 0a^2)d1^3d2^286 + (3 + 3a + 0a^2)d1^4d2^286 + (4 + 3a + 3a^2)d1^5d2^286 + (1 + 2a + 3a^2)d1^6d2^286 + (2 + 3a + 3a^2)d1^7d2^286 + (0 + 1a + 4a^2)d1^8d2^286 + (4 + 2a + 1a^2)d1^9d2^286 + (1 + 1a + 1a^2)d1^10d2^286 + (0 + 2a + 3a^2)d1^11d2^286 + (4 + 4a + 1a^2)d1^12d2^286 + (3 + 4a + 2a^2)d1^13d2^286 + (3 + 1a + 4a^2)d1^14d2^286 + (3 + 3a + 4a^2)d1^15d2^286 + (2 + 2a + 3a^2)d1^16d2^286 + (2 + 0a + 4a^2)d1^17d2^286 + (2 + 0a + 0a^2)d1^18d2^286 + (1 + 1a + 0a^2)d1^19d2^286 + (1 + 4a + 2a^2)d1^20d2^286 + (2 + 3a + 1a^2)d1^21d2^286 + (2 + 2a + 1a^2)d1^22d2^286 + (2 + 2a + 0a^2)d1^23d2^286 + (1 + 2a + 4a^2)d1^24d2^286 + (3 + 2a + 1a^2)d1^25d2^286 + (0 + 3a + 3a^2)d1^26d2^286 + (2 + 2a + 4a^2)d1^27d2^286 + (1 + 2a + 0a^2)d1^28d2^286 + (0 + 2a + 4a^2)d1^29d2^286 + (1 + 3a + 3a^2)d1^30d2^286 + (0 + 0a + 4a^2)d1^31d2^286 + (1 + 0a + 4a^2)d1^32d2^286 + (0 + 0a + 3a^2)d1^33d2^286 + (3 + 1a + 2a^2)d1^34d2^286 + (1 + 4a + 0a^2)d1^35d2^286 + (0 + 0a + 3a^2)d1^36d2^286 + (0 + 4a + 0a^2)d1^37d2^286 + (3 + 2a + 1a^2)d1^38d2^286 + (1 + 2a + 3a^2)d1^39d2^286 + (4 + 1a + 2a^2)d1^40d2^286 + (0 + 3a + 4a^2)d1^41d2^286 + (3 + 3a + 2a^2)d1^42d2^286 + (1 + 2a + 0a^2)d1^43d2^286 + (0 + 2a + 1a^2)d1^44d2^286 + (4 + 2a + 1a^2)d1^45d2^286 + (1 + 0a + 4a^2)d1^46d2^286 + (4 + 0a + 2a^2)d1^47d2^286 + (2 + 0a + 0a^2)d1^48d2^286 + (3 + 3a + 2a^2)d1^49d2^286 + (2 + 4a + 4a^2)d1^50d2^286 + (2 + 2a + 0a^2)d1^51d2^286 + (0 + 3a + 3a^2)d1^52d2^286 + (0 + 0a + 4a^2)d1^53d2^286 + (0 + 0a + 3a^2)d1^54d2^286 + (2 + 4a + 3a^2)d1^55d2^286 + (0 + 1a + 0a^2)d1^56d2^286 + (1 + 4a + 4a^2)d1^57d2^286 + (1 + 0a + 4a^2)d1^58d2^286 + (2 + 2a + 3a^2)d1^59d2^286 + (4 + 4a + 2a^2)d1^60d2^286 + (0 + 0a + 2a^2)d1^61d2^286 + (3 + 3a + 2a^2)d1^62d2^286 + (4 + 0a + 1a^2)d1^63d2^286 + (0 + 4a + 2a^2)d1^64d2^286 + (1 + 3a + 1a^2)d1^65d2^286 + (3 + 4a + 4a^2)d1^66d2^286 + (0 + 1a + 2a^2)d1^67d2^286 + (4 + 2a + 2a^2)d1^68d2^286 + (2 + 4a + 2a^2)d1^69d2^286 + (0 + 2a + 1a^2)d1^70d2^286 + (0 + 2a + 3a^2)d1^71d2^286 + (1 + 4a + 3a^2)d1^72d2^286 + (3 + 0a + 0a^2)d1^73d2^286 + (0 + 4a + 1a^2)d1^74d2^286 + (0 + 0a + 3a^2)d1^75d2^286 + (4 + 4a + 4a^2)d1^76d2^286 + (0 + 1a + 2a^2)d1^78d2^286 + (3 + 4a + 1a^2)d1^79d2^286 + (0 + 2a + 2a^2)d1^80d2^286 + (4 + 1a + 1a^2)d1^81d2^286 + (4 + 4a + 3a^2)d1^82d2^286 + (1 + 4a + 3a^2)d1^83d2^286 + (3 + 2a + 3a^2)d1^84d2^286 + (3 + 3a + 0a^2)d1^85d2^286 + (1 + 2a + 2a^2)d1^86d2^286 + (4 + 3a + 3a^2)d1^87d2^286 + (0 + 2a + 3a^2)d1^88d2^286 + (4 + 2a + 0a^2)d1^89d2^286 + (4 + 3a + 4a^2)d1^90d2^286 + (0 + 2a + 1a^2)d1^91d2^286 + (3 + 0a + 4a^2)d1^92d2^286 + (3 + 3a + 4a^2)d1^93d2^286 + (0 + 3a + 3a^2)d1^94d2^286 + (2 + 4a + 2a^2)d1^95d2^286 + (3 + 0a + 3a^2)d1^96d2^286 + (3 + 4a + 3a^2)d1^97d2^286 + (3 + 2a + 0a^2)d1^98d2^286 + (4 + 3a + 3a^2)d1^99d2^286 + (2 + 2a + 0a^2)d1^100d2^286 + (4 + 1a + 0a^2)d1^101d2^286 + (2 + 2a + 3a^2)d1^102d2^286 + (3 + 4a + 1a^2)d1^103d2^286 + (3 + 2a + 0a^2)d1^104d2^286 + (2 + 2a + 3a^2)d1^105d2^286 + (1 + 4a + 1a^2)d1^106d2^286 + (2 + 4a + 0a^2)d1^107d2^286 + (1 + 2a + 1a^2)d1^108d2^286 + (4 + 3a + 1a^2)d1^109d2^286 + (2 + 0a + 0a^2)d1^110d2^286 + (0 + 0a + 4a^2)d1^111d2^286 + (4 + 4a + 3a^2)d1^112d2^286 + (3 + 3a + 0a^2)d1^113d2^286 + (4 + 0a + 4a^2)d1^114d2^286 + (1 + 2a + 1a^2)d1^115d2^286 + (2 + 4a + 3a^2)d1^116d2^286 + (2 + 3a + 4a^2)d1^117d2^286 + (0 + 4a + 3a^2)d1^118d2^286 + (2 + 2a + 2a^2)d1^119d2^286 + (3 + 0a + 0a^2)d1^120d2^286 + (0 + 1a + 2a^2)d1^121d2^286 + (0 + 0a + 3a^2)d1^122d2^286 + (1 + 2a + 2a^2)d1^123d2^286 + (1 + 3a + 0a^2)d1^124d2^286 + (0 + 3a + 2a^2)d1^125d2^286 + (1 + 2a + 2a^2)d1^126d2^286 + (2 + 2a + 4a^2)d1^127d2^286 + (2 + 0a + 3a^2)d1^128d2^286 + (3 + 2a + 2a^2)d1^129d2^286 + (1 + 4a + 2a^2)d1^130d2^286 + (1 + 1a + 0a^2)d1^131d2^286 + (3 + 0a + 2a^2)d1^133d2^286 + (3 + 4a + 1a^2)d1^134d2^286 + (2 + 0a + 1a^2)d1^135d2^286 + (4 + 1a + 4a^2)d1^136d2^286 + (4 + 3a + 2a^2)d1^137d2^286 + (2 + 2a + 0a^2)d1^138d2^286 + (3 + 3a + 3a^2)d1^139d2^286 + (1 + 3a + 1a^2)d1^140d2^286 + (2 + 2a + 2a^2)d1^141d2^286 + (3 + 3a + 4a^2)d1^142d2^286 + (2 + 3a + 0a^2)d1^143d2^286 + (2 + 2a + 0a^2)d1^144d2^286 + (2 + 2a + 4a^2)d1^145d2^286 + (2 + 3a + 4a^2)d1^146d2^286 + (3 + 4a + 3a^2)d1^147d2^286 + (3 + 2a + 2a^2)d1^148d2^286 + (3 + 3a + 3a^2)d1^149d2^286 + (3 + 2a + 3a^2)d1^150d2^286 + (1 + 1a + 1a^2)d1^151d2^286 + (2 + 2a + 1a^2)d1^152d2^286 + (4 + 1a + 4a^2)d1^153d2^286 + (4 + 1a + 1a^2)d1^154d2^286 + (1 + 0a + 0a^2)d1^155d2^286 + (1 + 2a + 0a^2)d1^156d2^286 + (1 + 0a + 1a^2)d1^157d2^286 + (4 + 1a + 0a^2)d1^158d2^286 + (4 + 4a + 2a^2)d1^159d2^286 + (2 + 2a + 1a^2)d1^160d2^286 + (1 + 0a + 3a^2)d1^161d2^286 + (3 + 2a + 0a^2)d1^162d2^286 + (1 + 2a + 1a^2)d1^163d2^286 + (1 + 3a + 2a^2)d1^164d2^286 + (1 + 4a + 4a^2)d1^165d2^286 + (2 + 2a + 2a^2)d1^166d2^286 + (4 + 1a + 0a^2)d1^167d2^286 + (4 + 3a + 2a^2)d1^168d2^286 + (1 + 2a + 2a^2)d1^169d2^286 + (2 + 1a + 2a^2)d1^170d2^286 + (4 + 2a + 1a^2)d1^171d2^286 + (2 + 1a + 0a^2)d1^172d2^286 + (4 + 0a + 3a^2)d1^173d2^286 + (2 + 1a + 4a^2)d1^174d2^286 + (0 + 1a + 2a^2)d1^175d2^286 + (4 + 4a + 2a^2)d1^176d2^286 + (3 + 0a + 3a^2)d1^177d2^286 + (0 + 1a + 0a^2)d1^178d2^286 + (3 + 3a + 1a^2)d1^179d2^286 + (1 + 4a + 2a^2)d1^180d2^286 + (4 + 4a + 2a^2)d1^181d2^286 + (1 + 1a + 2a^2)d1^182d2^286 + (2 + 3a + 4a^2)d1^183d2^286 + (2 + 1a + 3a^2)d1^184d2^286 + (2 + 0a + 0a^2)d1^185d2^286 + (1 + 4a + 1a^2)d1^186d2^286 + (1 + 3a + 4a^2)d1^187d2^286 + (0 + 1a + 2a^2)d1^188d2^286 + (3 + 3a + 0a^2)d1^189d2^286 + (0 + 2a + 1a^2)d1^190d2^286 + (3 + 1a + 2a^2)d1^191d2^286 + (0 + 4a + 4a^2)d1^192d2^286 + (0 + 2a + 3a^2)d1^193d2^286 + (1 + 4a + 2a^2)d1^194d2^286 + (2 + 1a + 4a^2)d1^195d2^286 + (4 + 3a + 4a^2)d1^196d2^286 + (4 + 1a + 1a^2)d1^197d2^286 + (1 + 2a + 2a^2)d1^198d2^286 + (4 + 2a + 2a^2)d1^199d2^286 + (1 + 4a + 3a^2)d1^200d2^286 + (0 + 4a + 3a^2)d1^201d2^286 + (1 + 0a + 4a^2)d1^202d2^286 + (0 + 4a + 0a^2)d1^203d2^286 + (3 + 2a + 4a^2)d1^204d2^286 + (3 + 1a + 4a^2)d1^205d2^286 + (3 + 1a + 3a^2)d1^206d2^286 + (2 + 1a + 0a^2)d1^207d2^286 + (3 + 2a + 2a^2)d1^208d2^286 + (3 + 0a + 2a^2)d1^209d2^286 + (2 + 2a + 3a^2)d1^210d2^286 + (1 + 3a + 3a^2)d1^211d2^286 + (3 + 0a + 2a^2)d1^212d2^286 + (3 + 4a + 1a^2)d1^213d2^286 + (2 + 4a + 4a^2)d1^214d2^286 + (0 + 1a + 2a^2)d1^215d2^286 + (0 + 2a + 0a^2)d1^216d2^286 + (1 + 4a + 0a^2)d1^217d2^286 + (2 + 2a + 1a^2)d1^218d2^286 + (4 + 3a + 1a^2)d1^219d2^286 + (2 + 4a + 4a^2)d1^220d2^286 + (1 + 1a + 0a^2)d1^221d2^286 + (0 + 0a + 3a^2)d1^222d2^286 + (1 + 3a + 0a^2)d1^223d2^286 + (0 + 0a + 2a^2)d1^224d2^286 + (4 + 1a + 0a^2)d1^225d2^286 + (4 + 4a + 4a^2)d1^226d2^286 + (3 + 3a + 0a^2)d1^227d2^286 + (2 + 1a + 4a^2)d1^228d2^286 + (3 + 2a + 2a^2)d1^229d2^286 + (2 + 2a + 1a^2)d1^230d2^286 + (0 + 4a + 1a^2)d1^231d2^286 + (4 + 1a + 4a^2)d1^232d2^286 + (3 + 0a + 0a^2)d1^233d2^286 + (3 + 2a + 2a^2)d1^234d2^286 + (3 + 2a + 1a^2)d1^235d2^286 + (2 + 1a + 4a^2)d1^236d2^286 + (0 + 2a + 4a^2)d1^237d2^286 + (2 + 3a + 0a^2)d1^238d2^286 + (4 + 0a + 4a^2)d1^239d2^286 + (4 + 4a + 0a^2)d1^240d2^286 + (1 + 0a + 1a^2)d1^241d2^286 + (3 + 1a + 2a^2)d1^242d2^286 + (2 + 3a + 2a^2)d1^243d2^286 + (2 + 3a + 2a^2)d1^244d2^286 + (2 + 4a + 2a^2)d1^245d2^286 + (1 + 0a + 4a^2)d1^246d2^286 + (4 + 4a + 2a^2)d1^247d2^286 + (1 + 2a + 0a^2)d1^248d2^286 + (4 + 2a + 3a^2)d1^249d2^286 + (3 + 2a + 0a^2)d1^250d2^286 + (2 + 1a + 2a^2)d1^251d2^286 + (1 + 4a + 2a^2)d1^252d2^286 + (3 + 3a + 1a^2)d1^253d2^286 + (0 + 2a + 0a^2)d1^254d2^286 + (0 + 2a + 1a^2)d1^255d2^286 + (0 + 2a + 2a^2)d1^256d2^286 + (3 + 4a + 0a^2)d1^257d2^286 + (2 + 2a + 2a^2)d1^258d2^286 + (2 + 3a + 4a^2)d1^260d2^286 + (2 + 1a + 1a^2)d1^261d2^286 + (1 + 1a + 0a^2)d1^262d2^286 + (0 + 3a + 2a^2)d1^263d2^286 + (1 + 4a + 4a^2)d1^264d2^286 + (0 + 4a + 2a^2)d1^265d2^286 + (3 + 3a + 2a^2)d1^266d2^286 + (2 + 1a + 3a^2)d1^267d2^286 + (3 + 4a + 4a^2)d1^268d2^286 + (1 + 4a + 1a^2)d1^269d2^286 + (3 + 1a + 0a^2)d1^270d2^286 + (3 + 0a + 4a^2)d1^271d2^286 + (3 + 1a + 1a^2)d1^272d2^286 + (3 + 1a + 3a^2)d1^273d2^286 + (3 + 0a + 2a^2)d1^274d2^286 + (3 + 4a + 0a^2)d1^275d2^286 + (2 + 3a + 2a^2)d1^276d2^286 + (3 + 3a + 1a^2)d1^277d2^286 + (2 + 3a + 0a^2)d1^278d2^286 + (4 + 2a + 2a^2)d1^279d2^286 + (1 + 1a + 0a^2)d1^280d2^286 + (2 + 3a + 3a^2)d1^281d2^286 + (1 + 0a + 0a^2)d1^282d2^286 + (3 + 4a + 4a^2)d1^283d2^286 + (4 + 2a + 3a^2)d1^284d2^286 + (3 + 0a + 4a^2)d1^285d2^286 + (4 + 2a + 4a^2)d1^286d2^286 + (1 + 1a + 4a^2)d1^287d2^286 + (4 + 3a + 2a^2)d1^288d2^286 + (0 + 1a + 2a^2)d1^289d2^286 + (2 + 3a + 4a^2)d1^290d2^286 + (1 + 4a + 4a^2)d1^291d2^286 + (3 + 3a + 1a^2)d1^292d2^286 + (1 + 3a + 4a^2)d1^293d2^286 + (3 + 2a + 3a^2)d2^287 + (3 + 4a + 1a^2)d1^1d2^287 + (3 + 2a + 2a^2)d1^2d2^287 + (0 + 3a + 4a^2)d1^3d2^287 + (0 + 3a + 0a^2)d1^4d2^287 + (0 + 1a + 4a^2)d1^5d2^287 + (4 + 0a + 4a^2)d1^6d2^287 + (2 + 1a + 0a^2)d1^7d2^287 + (1 + 4a + 4a^2)d1^8d2^287 + (3 + 3a + 1a^2)d1^9d2^287 + (1 + 2a + 4a^2)d1^10d2^287 + (4 + 3a + 3a^2)d1^11d2^287 + (4 + 1a + 4a^2)d1^12d2^287 + (0 + 1a + 1a^2)d1^13d2^287 + (4 + 0a + 2a^2)d1^14d2^287 + (0 + 4a + 2a^2)d1^15d2^287 + (0 + 4a + 0a^2)d1^16d2^287 + (3 + 2a + 3a^2)d1^17d2^287 + (1 + 0a + 1a^2)d1^18d2^287 + (0 + 2a + 1a^2)d1^19d2^287 + (2 + 3a + 2a^2)d1^20d2^287 + (2 + 3a + 3a^2)d1^21d2^287 + (2 + 4a + 4a^2)d1^22d2^287 + (4 + 4a + 0a^2)d1^23d2^287 + (0 + 4a + 3a^2)d1^25d2^287 + (2 + 2a + 0a^2)d1^26d2^287 + (1 + 0a + 1a^2)d1^27d2^287 + (2 + 1a + 2a^2)d1^28d2^287 + (1 + 2a + 4a^2)d1^29d2^287 + (2 + 3a + 1a^2)d1^30d2^287 + (3 + 4a + 2a^2)d1^31d2^287 + (1 + 1a + 4a^2)d1^32d2^287 + (1 + 4a + 3a^2)d1^33d2^287 + (0 + 2a + 0a^2)d1^34d2^287 + (2 + 3a + 2a^2)d1^35d2^287 + (0 + 1a + 1a^2)d1^36d2^287 + (3 + 2a + 2a^2)d1^37d2^287 + (4 + 4a + 3a^2)d1^38d2^287 + (3 + 3a + 3a^2)d1^39d2^287 + (2 + 3a + 4a^2)d1^40d2^287 + (1 + 2a + 2a^2)d1^41d2^287 + (4 + 0a + 0a^2)d1^42d2^287 + (0 + 4a + 0a^2)d1^43d2^287 + (4 + 4a + 0a^2)d1^44d2^287 + (1 + 4a + 4a^2)d1^45d2^287 + (0 + 4a + 1a^2)d1^46d2^287 + (4 + 1a + 0a^2)d1^47d2^287 + (3 + 0a + 4a^2)d1^48d2^287 + (2 + 0a + 0a^2)d1^49d2^287 + (4 + 1a + 4a^2)d1^50d2^287 + (3 + 3a + 2a^2)d1^51d2^287 + (3 + 3a + 2a^2)d1^52d2^287 + (3 + 1a + 0a^2)d1^53d2^287 + (0 + 4a + 2a^2)d1^54d2^287 + (2 + 0a + 3a^2)d1^55d2^287 + (2 + 4a + 2a^2)d1^56d2^287 + (1 + 4a + 3a^2)d1^57d2^287 + (4 + 2a + 2a^2)d1^58d2^287 + (1 + 1a + 0a^2)d1^59d2^287 + (3 + 2a + 2a^2)d1^60d2^287 + (1 + 1a + 3a^2)d1^61d2^287 + (0 + 0a + 3a^2)d1^62d2^287 + (4 + 2a + 2a^2)d1^63d2^287 + (1 + 3a + 4a^2)d1^64d2^287 + (4 + 1a + 1a^2)d1^65d2^287 + (3 + 4a + 1a^2)d1^66d2^287 + (4 + 0a + 2a^2)d1^67d2^287 + (1 + 0a + 4a^2)d1^68d2^287 + (2 + 0a + 4a^2)d1^69d2^287 + (1 + 4a + 3a^2)d1^70d2^287 + (4 + 1a + 0a^2)d1^71d2^287 + (1 + 3a + 3a^2)d1^72d2^287 + (1 + 4a + 3a^2)d1^73d2^287 + (0 + 1a + 1a^2)d1^74d2^287 + (3 + 4a + 4a^2)d1^75d2^287 + (4 + 3a + 0a^2)d1^76d2^287 + (4 + 2a + 2a^2)d1^77d2^287 + (1 + 3a + 4a^2)d1^78d2^287 + (0 + 2a + 1a^2)d1^79d2^287 + (1 + 0a + 0a^2)d1^80d2^287 + (3 + 2a + 2a^2)d1^81d2^287 + (1 + 0a + 0a^2)d1^82d2^287 + (3 + 1a + 4a^2)d1^83d2^287 + (2 + 1a + 2a^2)d1^84d2^287 + (1 + 0a + 2a^2)d1^85d2^287 + (2 + 2a + 1a^2)d1^86d2^287 + (3 + 1a + 1a^2)d1^87d2^287 + (2 + 3a + 1a^2)d1^88d2^287 + (2 + 4a + 0a^2)d1^89d2^287 + (4 + 0a + 4a^2)d1^90d2^287 + (4 + 0a + 0a^2)d1^91d2^287 + (3 + 2a + 4a^2)d1^92d2^287 + (4 + 0a + 0a^2)d1^93d2^287 + (4 + 3a + 4a^2)d1^94d2^287 + (0 + 0a + 4a^2)d1^95d2^287 + (1 + 3a + 1a^2)d1^96d2^287 + (1 + 1a + 2a^2)d1^97d2^287 + (2 + 2a + 3a^2)d1^98d2^287 + (4 + 1a + 2a^2)d1^99d2^287 + (1 + 1a + 3a^2)d1^100d2^287 + (1 + 4a + 0a^2)d1^101d2^287 + (0 + 2a + 1a^2)d1^102d2^287 + (1 + 3a + 0a^2)d1^103d2^287 + (4 + 0a + 4a^2)d1^104d2^287 + (2 + 1a + 2a^2)d1^105d2^287 + (3 + 1a + 0a^2)d1^106d2^287 + (2 + 0a + 0a^2)d1^107d2^287 + (3 + 1a + 1a^2)d1^108d2^287 + (3 + 0a + 3a^2)d1^109d2^287 + (4 + 4a + 1a^2)d1^110d2^287 + (0 + 1a + 0a^2)d1^111d2^287 + (3 + 2a + 3a^2)d1^112d2^287 + (1 + 3a + 4a^2)d1^113d2^287 + (3 + 3a + 1a^2)d1^114d2^287 + (4 + 3a + 3a^2)d1^115d2^287 + (2 + 3a + 4a^2)d1^116d2^287 + (1 + 4a + 1a^2)d1^117d2^287 + (0 + 2a + 0a^2)d1^118d2^287 + (0 + 1a + 0a^2)d1^119d2^287 + (0 + 4a + 1a^2)d1^120d2^287 + (4 + 2a + 1a^2)d1^121d2^287 + (0 + 4a + 1a^2)d1^122d2^287 + (2 + 3a + 2a^2)d1^123d2^287 + (4 + 3a + 0a^2)d1^124d2^287 + (0 + 4a + 4a^2)d1^125d2^287 + (1 + 3a + 4a^2)d1^126d2^287 + (0 + 4a + 2a^2)d1^127d2^287 + (4 + 0a + 0a^2)d1^128d2^287 + (4 + 4a + 4a^2)d1^129d2^287 + (2 + 1a + 1a^2)d1^130d2^287 + (3 + 3a + 4a^2)d1^131d2^287 + (2 + 2a + 2a^2)d1^132d2^287 + (0 + 4a + 4a^2)d1^133d2^287 + (2 + 2a + 4a^2)d1^134d2^287 + (0 + 1a + 1a^2)d1^135d2^287 + (0 + 3a + 3a^2)d1^136d2^287 + (0 + 0a + 2a^2)d1^137d2^287 + (0 + 3a + 2a^2)d1^138d2^287 + (3 + 2a + 1a^2)d1^139d2^287 + (2 + 1a + 3a^2)d1^140d2^287 + (0 + 1a + 0a^2)d1^141d2^287 + (3 + 1a + 1a^2)d1^142d2^287 + (3 + 4a + 1a^2)d1^143d2^287 + (0 + 4a + 4a^2)d1^144d2^287 + (3 + 3a + 2a^2)d1^145d2^287 + (4 + 4a + 4a^2)d1^146d2^287 + (2 + 1a + 1a^2)d1^147d2^287 + (4 + 0a + 0a^2)d1^148d2^287 + (0 + 2a + 3a^2)d1^149d2^287 + (4 + 3a + 2a^2)d1^150d2^287 + (1 + 3a + 1a^2)d1^151d2^287 + (1 + 1a + 1a^2)d1^152d2^287 + (0 + 1a + 2a^2)d1^153d2^287 + (4 + 2a + 2a^2)d1^154d2^287 + (2 + 3a + 4a^2)d1^155d2^287 + (2 + 3a + 1a^2)d1^156d2^287 + (1 + 2a + 1a^2)d1^157d2^287 + (3 + 4a + 3a^2)d1^158d2^287 + (1 + 2a + 2a^2)d1^159d2^287 + (1 + 3a + 2a^2)d1^160d2^287 + (0 + 3a + 2a^2)d1^161d2^287 + (4 + 3a + 0a^2)d1^162d2^287 + (0 + 1a + 1a^2)d1^163d2^287 + (1 + 1a + 1a^2)d1^164d2^287 + (1 + 4a + 2a^2)d1^165d2^287 + (0 + 4a + 3a^2)d1^166d2^287 + (0 + 4a + 3a^2)d1^167d2^287 + (2 + 1a + 2a^2)d1^168d2^287 + (0 + 4a + 1a^2)d1^169d2^287 + (4 + 4a + 2a^2)d1^170d2^287 + (1 + 2a + 4a^2)d1^171d2^287 + (2 + 0a + 0a^2)d1^172d2^287 + (2 + 2a + 1a^2)d1^173d2^287 + (0 + 1a + 0a^2)d1^174d2^287 + (1 + 3a + 3a^2)d1^175d2^287 + (4 + 3a + 4a^2)d1^176d2^287 + (3 + 1a + 4a^2)d1^177d2^287 + (1 + 0a + 4a^2)d1^178d2^287 + (0 + 1a + 4a^2)d1^179d2^287 + (4 + 1a + 3a^2)d1^180d2^287 + (3 + 3a + 4a^2)d1^181d2^287 + (4 + 4a + 2a^2)d1^182d2^287 + (3 + 1a + 0a^2)d1^183d2^287 + (1 + 4a + 1a^2)d1^184d2^287 + (2 + 2a + 2a^2)d1^185d2^287 + (2 + 1a + 0a^2)d1^186d2^287 + (0 + 1a + 2a^2)d1^187d2^287 + (2 + 3a + 2a^2)d1^188d2^287 + (2 + 2a + 1a^2)d1^189d2^287 + (0 + 4a + 2a^2)d1^190d2^287 + (3 + 3a + 0a^2)d1^191d2^287 + (2 + 0a + 2a^2)d1^192d2^287 + (0 + 4a + 1a^2)d1^194d2^287 + (3 + 4a + 4a^2)d1^195d2^287 + (1 + 1a + 2a^2)d1^196d2^287 + (0 + 2a + 2a^2)d1^197d2^287 + (4 + 4a + 4a^2)d1^198d2^287 + (1 + 3a + 4a^2)d1^199d2^287 + (2 + 2a + 4a^2)d1^200d2^287 + (2 + 0a + 4a^2)d1^201d2^287 + (0 + 0a + 4a^2)d1^202d2^287 + (3 + 0a + 0a^2)d1^203d2^287 + (4 + 2a + 2a^2)d1^204d2^287 + (4 + 3a + 3a^2)d1^205d2^287 + (2 + 3a + 3a^2)d1^206d2^287 + (4 + 0a + 2a^2)d1^207d2^287 + (4 + 2a + 4a^2)d1^208d2^287 + (3 + 4a + 1a^2)d1^209d2^287 + (4 + 2a + 0a^2)d1^210d2^287 + (0 + 3a + 1a^2)d1^211d2^287 + (2 + 2a + 2a^2)d1^212d2^287 + (3 + 1a + 1a^2)d1^213d2^287 + (3 + 3a + 1a^2)d1^214d2^287 + (2 + 1a + 2a^2)d1^215d2^287 + (0 + 2a + 4a^2)d1^216d2^287 + (4 + 2a + 1a^2)d1^217d2^287 + (2 + 2a + 3a^2)d1^218d2^287 + (3 + 3a + 0a^2)d1^219d2^287 + (4 + 1a + 2a^2)d1^220d2^287 + (4 + 0a + 2a^2)d1^221d2^287 + (2 + 4a + 4a^2)d1^222d2^287 + (2 + 2a + 3a^2)d1^223d2^287 + (0 + 3a + 4a^2)d1^224d2^287 + (1 + 0a + 3a^2)d1^225d2^287 + (1 + 2a + 1a^2)d1^226d2^287 + (3 + 1a + 2a^2)d1^227d2^287 + (3 + 2a + 0a^2)d1^228d2^287 + (0 + 0a + 3a^2)d1^229d2^287 + (1 + 1a + 1a^2)d1^230d2^287 + (2 + 0a + 3a^2)d1^231d2^287 + (1 + 2a + 2a^2)d1^232d2^287 + (1 + 1a + 3a^2)d1^233d2^287 + (0 + 2a + 4a^2)d1^235d2^287 + (1 + 1a + 3a^2)d1^236d2^287 + (2 + 3a + 0a^2)d1^237d2^287 + (4 + 0a + 1a^2)d1^238d2^287 + (2 + 0a + 3a^2)d1^239d2^287 + (3 + 3a + 1a^2)d1^240d2^287 + (1 + 2a + 4a^2)d1^241d2^287 + (3 + 2a + 0a^2)d1^242d2^287 + (0 + 0a + 1a^2)d1^243d2^287 + (3 + 1a + 4a^2)d1^244d2^287 + (3 + 3a + 4a^2)d1^245d2^287 + (4 + 3a + 4a^2)d1^246d2^287 + (3 + 4a + 4a^2)d1^247d2^287 + (0 + 1a + 3a^2)d1^248d2^287 + (3 + 4a + 0a^2)d1^249d2^287 + (3 + 3a + 3a^2)d1^250d2^287 + (0 + 3a + 3a^2)d1^251d2^287 + (1 + 0a + 2a^2)d1^252d2^287 + (0 + 4a + 4a^2)d1^253d2^287 + (0 + 2a + 3a^2)d1^254d2^287 + (3 + 0a + 2a^2)d1^255d2^287 + (2 + 4a + 4a^2)d1^256d2^287 + (1 + 2a + 1a^2)d1^257d2^287 + (2 + 2a + 2a^2)d1^258d2^287 + (3 + 2a + 3a^2)d1^259d2^287 + (3 + 2a + 4a^2)d1^260d2^287 + (1 + 1a + 3a^2)d1^261d2^287 + (3 + 4a + 1a^2)d1^262d2^287 + (2 + 1a + 2a^2)d1^263d2^287 + (4 + 2a + 1a^2)d1^264d2^287 + (2 + 0a + 4a^2)d1^265d2^287 + (4 + 4a + 4a^2)d1^266d2^287 + (1 + 0a + 4a^2)d1^267d2^287 + (4 + 1a + 1a^2)d1^268d2^287 + (1 + 4a + 4a^2)d1^269d2^287 + (1 + 3a + 3a^2)d1^270d2^287 + (4 + 2a + 2a^2)d1^271d2^287 + (3 + 3a + 4a^2)d1^272d2^287 + (1 + 4a + 4a^2)d1^273d2^287 + (4 + 2a + 3a^2)d1^274d2^287 + (1 + 3a + 3a^2)d1^275d2^287 + (3 + 0a + 3a^2)d1^276d2^287 + (0 + 3a + 3a^2)d1^277d2^287 + (3 + 1a + 1a^2)d1^278d2^287 + (1 + 4a + 0a^2)d1^279d2^287 + (4 + 4a + 0a^2)d1^280d2^287 + (0 + 1a + 2a^2)d1^281d2^287 + (1 + 3a + 0a^2)d1^282d2^287 + (2 + 1a + 0a^2)d1^283d2^287 + (2 + 4a + 2a^2)d1^284d2^287 + (1 + 3a + 2a^2)d1^285d2^287 + (2 + 4a + 2a^2)d1^286d2^287 + (3 + 3a + 4a^2)d1^287d2^287 + (0 + 2a + 3a^2)d1^288d2^287 + (1 + 0a + 3a^2)d1^289d2^287 + (3 + 1a + 0a^2)d1^290d2^287 + (4 + 2a + 0a^2)d1^291d2^287 + (0 + 2a + 3a^2)d1^292d2^287 + (4 + 1a + 4a^2)d1^293d2^287 + (4 + 0a + 4a^2)d2^288 + (2 + 3a + 2a^2)d1^1d2^288 + (0 + 1a + 2a^2)d1^2d2^288 + (2 + 4a + 2a^2)d1^3d2^288 + (3 + 3a + 3a^2)d1^4d2^288 + (2 + 2a + 3a^2)d1^5d2^288 + (3 + 0a + 4a^2)d1^6d2^288 + (1 + 3a + 1a^2)d1^7d2^288 + (1 + 4a + 1a^2)d1^8d2^288 + (1 + 4a + 1a^2)d1^9d2^288 + (0 + 3a + 0a^2)d1^10d2^288 + (2 + 1a + 4a^2)d1^11d2^288 + (4 + 3a + 1a^2)d1^12d2^288 + (0 + 0a + 3a^2)d1^13d2^288 + (4 + 0a + 0a^2)d1^14d2^288 + (3 + 2a + 2a^2)d1^15d2^288 + (3 + 1a + 0a^2)d1^16d2^288 + (4 + 2a + 0a^2)d1^17d2^288 + (4 + 3a + 1a^2)d1^18d2^288 + (2 + 1a + 4a^2)d1^19d2^288 + (0 + 2a + 1a^2)d1^20d2^288 + (3 + 2a + 4a^2)d1^21d2^288 + (3 + 1a + 4a^2)d1^22d2^288 + (4 + 1a + 1a^2)d1^23d2^288 + (0 + 0a + 3a^2)d1^24d2^288 + (0 + 2a + 4a^2)d1^25d2^288 + (1 + 3a + 3a^2)d1^26d2^288 + (3 + 0a + 4a^2)d1^27d2^288 + (0 + 4a + 2a^2)d1^28d2^288 + (1 + 1a + 0a^2)d1^29d2^288 + (3 + 1a + 2a^2)d1^30d2^288 + (1 + 0a + 1a^2)d1^31d2^288 + (1 + 0a + 1a^2)d1^32d2^288 + (1 + 2a + 3a^2)d1^33d2^288 + (4 + 0a + 0a^2)d1^34d2^288 + (2 + 4a + 4a^2)d1^35d2^288 + (1 + 4a + 1a^2)d1^36d2^288 + (0 + 2a + 1a^2)d1^37d2^288 + (2 + 2a + 2a^2)d1^38d2^288 + (3 + 4a + 3a^2)d1^39d2^288 + (0 + 0a + 1a^2)d1^40d2^288 + (3 + 1a + 1a^2)d1^41d2^288 + (2 + 0a + 3a^2)d1^42d2^288 + (2 + 2a + 3a^2)d1^44d2^288 + (2 + 4a + 3a^2)d1^45d2^288 + (2 + 0a + 2a^2)d1^47d2^288 + (2 + 4a + 2a^2)d1^48d2^288 + (1 + 3a + 2a^2)d1^49d2^288 + (1 + 4a + 2a^2)d1^50d2^288 + (4 + 1a + 0a^2)d1^51d2^288 + (1 + 0a + 4a^2)d1^52d2^288 + (1 + 3a + 4a^2)d1^53d2^288 + (1 + 0a + 1a^2)d1^54d2^288 + (4 + 2a + 4a^2)d1^55d2^288 + (2 + 1a + 0a^2)d1^56d2^288 + (2 + 4a + 2a^2)d1^57d2^288 + (1 + 1a + 4a^2)d1^58d2^288 + (1 + 3a + 4a^2)d1^59d2^288 + (1 + 2a + 3a^2)d1^60d2^288 + (1 + 4a + 1a^2)d1^61d2^288 + (4 + 4a + 0a^2)d1^62d2^288 + (2 + 2a + 1a^2)d1^63d2^288 + (1 + 1a + 3a^2)d1^64d2^288 + (4 + 0a + 4a^2)d1^65d2^288 + (1 + 1a + 1a^2)d1^66d2^288 + (4 + 4a + 0a^2)d1^67d2^288 + (0 + 2a + 1a^2)d1^68d2^288 + (2 + 0a + 1a^2)d1^69d2^288 + (2 + 2a + 4a^2)d1^70d2^288 + (0 + 4a + 3a^2)d1^71d2^288 + (0 + 4a + 3a^2)d1^72d2^288 + (2 + 1a + 3a^2)d1^73d2^288 + (4 + 3a + 4a^2)d1^74d2^288 + (2 + 4a + 1a^2)d1^75d2^288 + (4 + 2a + 4a^2)d1^76d2^288 + (3 + 2a + 2a^2)d1^77d2^288 + (2 + 3a + 2a^2)d1^78d2^288 + (4 + 1a + 1a^2)d1^79d2^288 + (0 + 3a + 3a^2)d1^80d2^288 + (0 + 3a + 0a^2)d1^81d2^288 + (2 + 2a + 1a^2)d1^82d2^288 + (2 + 2a + 1a^2)d1^83d2^288 + (4 + 0a + 2a^2)d1^84d2^288 + (2 + 3a + 4a^2)d1^85d2^288 + (3 + 3a + 0a^2)d1^86d2^288 + (3 + 1a + 2a^2)d1^87d2^288 + (4 + 4a + 1a^2)d1^88d2^288 + (0 + 1a + 1a^2)d1^89d2^288 + (2 + 0a + 4a^2)d1^90d2^288 + (1 + 0a + 2a^2)d1^91d2^288 + (3 + 4a + 3a^2)d1^92d2^288 + (4 + 4a + 1a^2)d1^93d2^288 + (4 + 4a + 0a^2)d1^94d2^288 + (2 + 2a + 1a^2)d1^95d2^288 + (0 + 0a + 4a^2)d1^96d2^288 + (2 + 3a + 4a^2)d1^97d2^288 + (3 + 1a + 3a^2)d1^98d2^288 + (3 + 0a + 0a^2)d1^99d2^288 + (3 + 1a + 1a^2)d1^100d2^288 + (3 + 0a + 4a^2)d1^101d2^288 + (2 + 4a + 0a^2)d1^102d2^288 + (3 + 1a + 0a^2)d1^103d2^288 + (4 + 0a + 4a^2)d1^104d2^288 + (0 + 4a + 4a^2)d1^105d2^288 + (2 + 0a + 3a^2)d1^106d2^288 + (3 + 1a + 2a^2)d1^107d2^288 + (4 + 3a + 3a^2)d1^108d2^288 + (4 + 0a + 3a^2)d1^109d2^288 + (1 + 1a + 3a^2)d1^110d2^288 + (1 + 1a + 4a^2)d1^111d2^288 + (2 + 4a + 0a^2)d1^112d2^288 + (4 + 1a + 0a^2)d1^113d2^288 + (0 + 3a + 0a^2)d1^114d2^288 + (4 + 3a + 3a^2)d1^115d2^288 + (0 + 4a + 0a^2)d1^116d2^288 + (3 + 0a + 0a^2)d1^117d2^288 + (4 + 0a + 0a^2)d1^118d2^288 + (0 + 3a + 0a^2)d1^119d2^288 + (3 + 3a + 3a^2)d1^120d2^288 + (4 + 1a + 3a^2)d1^121d2^288 + (1 + 3a + 4a^2)d1^122d2^288 + (0 + 3a + 0a^2)d1^123d2^288 + (1 + 0a + 0a^2)d1^124d2^288 + (0 + 4a + 2a^2)d1^125d2^288 + (4 + 2a + 4a^2)d1^126d2^288 + (2 + 3a + 3a^2)d1^127d2^288 + (2 + 3a + 4a^2)d1^128d2^288 + (3 + 3a + 4a^2)d1^129d2^288 + (1 + 2a + 3a^2)d1^130d2^288 + (4 + 1a + 2a^2)d1^131d2^288 + (0 + 0a + 2a^2)d1^132d2^288 + (2 + 2a + 3a^2)d1^133d2^288 + (4 + 3a + 4a^2)d1^134d2^288 + (4 + 0a + 0a^2)d1^135d2^288 + (4 + 4a + 3a^2)d1^136d2^288 + (4 + 0a + 0a^2)d1^137d2^288 + (3 + 4a + 0a^2)d1^138d2^288 + (4 + 0a + 0a^2)d1^139d2^288 + (4 + 0a + 2a^2)d1^140d2^288 + (3 + 0a + 4a^2)d1^141d2^288 + (1 + 2a + 1a^2)d1^142d2^288 + (0 + 2a + 4a^2)d1^143d2^288 + (2 + 3a + 4a^2)d1^144d2^288 + (2 + 0a + 4a^2)d1^145d2^288 + (2 + 3a + 0a^2)d1^146d2^288 + (1 + 0a + 1a^2)d1^147d2^288 + (2 + 3a + 0a^2)d1^148d2^288 + (2 + 3a + 0a^2)d1^149d2^288 + (4 + 0a + 3a^2)d1^150d2^288 + (1 + 2a + 1a^2)d1^151d2^288 + (4 + 2a + 2a^2)d1^152d2^288 + (3 + 1a + 2a^2)d1^153d2^288 + (4 + 0a + 2a^2)d1^154d2^288 + (2 + 1a + 3a^2)d1^155d2^288 + (3 + 0a + 3a^2)d1^156d2^288 + (3 + 0a + 0a^2)d1^157d2^288 + (3 + 3a + 0a^2)d1^158d2^288 + (4 + 4a + 1a^2)d1^159d2^288 + (3 + 4a + 0a^2)d1^160d2^288 + (3 + 4a + 1a^2)d1^161d2^288 + (0 + 0a + 4a^2)d1^162d2^288 + (3 + 4a + 4a^2)d1^163d2^288 + (4 + 1a + 3a^2)d1^164d2^288 + (0 + 4a + 4a^2)d1^165d2^288 + (1 + 0a + 0a^2)d1^166d2^288 + (0 + 0a + 3a^2)d1^167d2^288 + (4 + 3a + 4a^2)d1^168d2^288 + (4 + 0a + 1a^2)d1^169d2^288 + (4 + 4a + 0a^2)d1^170d2^288 + (3 + 1a + 2a^2)d1^171d2^288 + (2 + 3a + 4a^2)d1^172d2^288 + (4 + 4a + 2a^2)d1^173d2^288 + (4 + 4a + 2a^2)d1^174d2^288 + (4 + 2a + 0a^2)d1^175d2^288 + (0 + 0a + 4a^2)d1^176d2^288 + (3 + 3a + 4a^2)d1^177d2^288 + (0 + 3a + 4a^2)d1^178d2^288 + (4 + 1a + 2a^2)d1^179d2^288 + (4 + 3a + 4a^2)d1^180d2^288 + (0 + 4a + 0a^2)d1^181d2^288 + (3 + 4a + 0a^2)d1^182d2^288 + (4 + 2a + 2a^2)d1^183d2^288 + (4 + 4a + 0a^2)d1^184d2^288 + (4 + 4a + 0a^2)d1^185d2^288 + (3 + 0a + 4a^2)d1^186d2^288 + (3 + 2a + 3a^2)d1^187d2^288 + (2 + 2a + 1a^2)d1^188d2^288 + (2 + 0a + 1a^2)d1^189d2^288 + (0 + 2a + 0a^2)d1^190d2^288 + (0 + 2a + 4a^2)d1^191d2^288 + (4 + 3a + 4a^2)d1^193d2^288 + (4 + 2a + 3a^2)d1^194d2^288 + (4 + 3a + 0a^2)d1^195d2^288 + (4 + 0a + 1a^2)d1^196d2^288 + (0 + 0a + 3a^2)d1^197d2^288 + (1 + 4a + 3a^2)d1^198d2^288 + (0 + 2a + 4a^2)d1^199d2^288 + (3 + 2a + 3a^2)d1^200d2^288 + (1 + 0a + 3a^2)d1^201d2^288 + (1 + 1a + 0a^2)d1^202d2^288 + (1 + 1a + 2a^2)d1^203d2^288 + (0 + 4a + 1a^2)d1^204d2^288 + (0 + 0a + 2a^2)d1^205d2^288 + (1 + 2a + 4a^2)d1^206d2^288 + (4 + 3a + 4a^2)d1^207d2^288 + (0 + 3a + 0a^2)d1^208d2^288 + (1 + 1a + 1a^2)d1^209d2^288 + (4 + 4a + 0a^2)d1^210d2^288 + (1 + 1a + 0a^2)d1^212d2^288 + (0 + 1a + 3a^2)d1^213d2^288 + (3 + 0a + 4a^2)d1^214d2^288 + (3 + 3a + 1a^2)d1^215d2^288 + (1 + 2a + 0a^2)d1^216d2^288 + (1 + 1a + 0a^2)d1^217d2^288 + (4 + 1a + 2a^2)d1^218d2^288 + (3 + 2a + 1a^2)d1^219d2^288 + (2 + 2a + 2a^2)d1^220d2^288 + (1 + 2a + 0a^2)d1^221d2^288 + (1 + 4a + 0a^2)d1^222d2^288 + (0 + 4a + 3a^2)d1^223d2^288 + (4 + 1a + 1a^2)d1^224d2^288 + (4 + 4a + 3a^2)d1^225d2^288 + (4 + 2a + 3a^2)d1^226d2^288 + (2 + 1a + 0a^2)d1^227d2^288 + (1 + 1a + 2a^2)d1^228d2^288 + (3 + 3a + 1a^2)d1^229d2^288 + (1 + 3a + 1a^2)d1^230d2^288 + (2 + 4a + 4a^2)d1^231d2^288 + (1 + 1a + 1a^2)d1^232d2^288 + (4 + 2a + 3a^2)d1^233d2^288 + (4 + 3a + 3a^2)d1^234d2^288 + (0 + 2a + 2a^2)d1^235d2^288 + (4 + 3a + 2a^2)d1^236d2^288 + (3 + 2a + 4a^2)d1^237d2^288 + (4 + 1a + 1a^2)d1^238d2^288 + (0 + 1a + 2a^2)d1^239d2^288 + (4 + 1a + 3a^2)d1^240d2^288 + (4 + 0a + 1a^2)d1^241d2^288 + (3 + 3a + 0a^2)d1^242d2^288 + (4 + 1a + 3a^2)d1^243d2^288 + (4 + 1a + 4a^2)d1^244d2^288 + (1 + 3a + 1a^2)d1^245d2^288 + (0 + 1a + 4a^2)d1^246d2^288 + (1 + 2a + 1a^2)d1^247d2^288 + (0 + 2a + 2a^2)d1^248d2^288 + (3 + 2a + 2a^2)d1^249d2^288 + (3 + 2a + 0a^2)d1^250d2^288 + (4 + 3a + 1a^2)d1^251d2^288 + (0 + 0a + 3a^2)d1^252d2^288 + (1 + 4a + 3a^2)d1^253d2^288 + (3 + 3a + 3a^2)d1^254d2^288 + (3 + 1a + 2a^2)d1^255d2^288 + (0 + 2a + 0a^2)d1^256d2^288 + (1 + 2a + 4a^2)d1^257d2^288 + (0 + 2a + 0a^2)d1^258d2^288 + (3 + 2a + 2a^2)d1^259d2^288 + (1 + 1a + 3a^2)d1^260d2^288 + (2 + 3a + 4a^2)d1^261d2^288 + (2 + 0a + 0a^2)d1^262d2^288 + (4 + 1a + 2a^2)d1^263d2^288 + (3 + 1a + 2a^2)d1^264d2^288 + (0 + 2a + 0a^2)d1^265d2^288 + (2 + 3a + 1a^2)d1^266d2^288 + (1 + 1a + 1a^2)d1^267d2^288 + (0 + 0a + 3a^2)d1^268d2^288 + (2 + 4a + 1a^2)d1^269d2^288 + (3 + 1a + 0a^2)d1^270d2^288 + (2 + 2a + 1a^2)d1^271d2^288 + (2 + 2a + 0a^2)d1^272d2^288 + (1 + 0a + 4a^2)d1^273d2^288 + (0 + 2a + 0a^2)d1^274d2^288 + (2 + 4a + 2a^2)d1^275d2^288 + (2 + 1a + 0a^2)d1^276d2^288 + (2 + 1a + 3a^2)d1^277d2^288 + (1 + 3a + 4a^2)d1^278d2^288 + (2 + 1a + 2a^2)d1^279d2^288 + (0 + 3a + 4a^2)d1^280d2^288 + (3 + 0a + 4a^2)d1^281d2^288 + (0 + 1a + 2a^2)d1^282d2^288 + (1 + 4a + 2a^2)d1^283d2^288 + (3 + 1a + 0a^2)d1^284d2^288 + (3 + 4a + 1a^2)d1^285d2^288 + (1 + 3a + 2a^2)d1^286d2^288 + (0 + 2a + 4a^2)d1^287d2^288 + (2 + 2a + 1a^2)d1^288d2^288 + (3 + 4a + 4a^2)d1^289d2^288 + (0 + 1a + 3a^2)d1^290d2^288 + (3 + 0a + 3a^2)d1^291d2^288 + (2 + 3a + 4a^2)d1^292d2^288 + (0 + 2a + 3a^2)d1^293d2^288 + (3 + 3a + 0a^2)d2^289 + (3 + 2a + 3a^2)d1^1d2^289 + (2 + 1a + 2a^2)d1^2d2^289 + (0 + 0a + 1a^2)d1^3d2^289 + (2 + 3a + 2a^2)d1^4d2^289 + (4 + 2a + 0a^2)d1^5d2^289 + (3 + 4a + 3a^2)d1^6d2^289 + (0 + 1a + 2a^2)d1^7d2^289 + (4 + 0a + 2a^2)d1^9d2^289 + (4 + 2a + 2a^2)d1^10d2^289 + (3 + 1a + 0a^2)d1^11d2^289 + (0 + 2a + 2a^2)d1^12d2^289 + (1 + 2a + 3a^2)d1^13d2^289 + (1 + 0a + 0a^2)d1^14d2^289 + (4 + 1a + 3a^2)d1^15d2^289 + (3 + 1a + 3a^2)d1^16d2^289 + (4 + 1a + 3a^2)d1^17d2^289 + (3 + 3a + 0a^2)d1^18d2^289 + (1 + 1a + 4a^2)d1^19d2^289 + (1 + 3a + 1a^2)d1^20d2^289 + (4 + 3a + 4a^2)d1^21d2^289 + (1 + 4a + 1a^2)d1^22d2^289 + (0 + 0a + 1a^2)d1^23d2^289 + (0 + 4a + 0a^2)d1^24d2^289 + (2 + 0a + 0a^2)d1^25d2^289 + (0 + 2a + 1a^2)d1^26d2^289 + (0 + 4a + 3a^2)d1^27d2^289 + (4 + 4a + 4a^2)d1^28d2^289 + (2 + 3a + 1a^2)d1^29d2^289 + (4 + 4a + 4a^2)d1^30d2^289 + (1 + 1a + 1a^2)d1^31d2^289 + (3 + 3a + 4a^2)d1^32d2^289 + (0 + 0a + 3a^2)d1^33d2^289 + (2 + 4a + 2a^2)d1^34d2^289 + (3 + 0a + 2a^2)d1^35d2^289 + (1 + 4a + 2a^2)d1^36d2^289 + (3 + 2a + 2a^2)d1^37d2^289 + (3 + 3a + 0a^2)d1^38d2^289 + (2 + 3a + 2a^2)d1^39d2^289 + (1 + 1a + 2a^2)d1^40d2^289 + (2 + 4a + 4a^2)d1^41d2^289 + (1 + 0a + 1a^2)d1^42d2^289 + (4 + 1a + 2a^2)d1^43d2^289 + (2 + 2a + 3a^2)d1^44d2^289 + (0 + 1a + 1a^2)d1^45d2^289 + (3 + 4a + 4a^2)d1^46d2^289 + (4 + 0a + 1a^2)d1^47d2^289 + (1 + 0a + 2a^2)d1^48d2^289 + (1 + 1a + 0a^2)d1^49d2^289 + (0 + 0a + 4a^2)d1^50d2^289 + (3 + 2a + 4a^2)d1^51d2^289 + (0 + 0a + 3a^2)d1^52d2^289 + (3 + 0a + 0a^2)d1^53d2^289 + (1 + 3a + 3a^2)d1^54d2^289 + (3 + 4a + 2a^2)d1^55d2^289 + (1 + 0a + 1a^2)d1^56d2^289 + (1 + 3a + 1a^2)d1^57d2^289 + (2 + 3a + 4a^2)d1^58d2^289 + (1 + 2a + 4a^2)d1^59d2^289 + (3 + 2a + 4a^2)d1^60d2^289 + (1 + 4a + 2a^2)d1^61d2^289 + (1 + 4a + 2a^2)d1^62d2^289 + (1 + 3a + 4a^2)d1^63d2^289 + (2 + 0a + 2a^2)d1^64d2^289 + (4 + 3a + 0a^2)d1^65d2^289 + (0 + 0a + 2a^2)d1^66d2^289 + (3 + 0a + 3a^2)d1^67d2^289 + (0 + 0a + 4a^2)d1^68d2^289 + (1 + 1a + 2a^2)d1^69d2^289 + (2 + 4a + 3a^2)d1^70d2^289 + (3 + 0a + 0a^2)d1^71d2^289 + (2 + 3a + 3a^2)d1^72d2^289 + (1 + 0a + 0a^2)d1^73d2^289 + (2 + 2a + 3a^2)d1^74d2^289 + (3 + 4a + 0a^2)d1^75d2^289 + (4 + 2a + 4a^2)d1^76d2^289 + (3 + 1a + 1a^2)d1^78d2^289 + (3 + 3a + 1a^2)d1^79d2^289 + (1 + 4a + 2a^2)d1^80d2^289 + (3 + 0a + 2a^2)d1^81d2^289 + (4 + 4a + 3a^2)d1^82d2^289 + (0 + 0a + 4a^2)d1^83d2^289 + (3 + 2a + 1a^2)d1^84d2^289 + (4 + 2a + 0a^2)d1^85d2^289 + (0 + 3a + 4a^2)d1^86d2^289 + (3 + 4a + 4a^2)d1^87d2^289 + (1 + 2a + 3a^2)d1^88d2^289 + (3 + 1a + 1a^2)d1^89d2^289 + (2 + 4a + 3a^2)d1^90d2^289 + (2 + 4a + 1a^2)d1^91d2^289 + (1 + 1a + 4a^2)d1^92d2^289 + (4 + 4a + 2a^2)d1^93d2^289 + (1 + 1a + 0a^2)d1^94d2^289 + (3 + 1a + 4a^2)d1^95d2^289 + (2 + 4a + 0a^2)d1^96d2^289 + (0 + 2a + 4a^2)d1^97d2^289 + (3 + 2a + 3a^2)d1^98d2^289 + (1 + 1a + 1a^2)d1^99d2^289 + (1 + 1a + 1a^2)d1^100d2^289 + (2 + 1a + 3a^2)d1^101d2^289 + (2 + 1a + 2a^2)d1^102d2^289 + (1 + 0a + 0a^2)d1^103d2^289 + (4 + 1a + 0a^2)d1^104d2^289 + (1 + 0a + 4a^2)d1^105d2^289 + (3 + 1a + 4a^2)d1^106d2^289 + (0 + 4a + 2a^2)d1^107d2^289 + (2 + 3a + 2a^2)d1^108d2^289 + (1 + 4a + 4a^2)d1^109d2^289 + (2 + 3a + 2a^2)d1^110d2^289 + (2 + 0a + 2a^2)d1^111d2^289 + (3 + 2a + 2a^2)d1^112d2^289 + (3 + 1a + 3a^2)d1^113d2^289 + (3 + 2a + 0a^2)d1^114d2^289 + (4 + 0a + 1a^2)d1^115d2^289 + (0 + 0a + 2a^2)d1^116d2^289 + (2 + 2a + 1a^2)d1^117d2^289 + (4 + 3a + 4a^2)d1^118d2^289 + (4 + 1a + 1a^2)d1^119d2^289 + (0 + 1a + 1a^2)d1^120d2^289 + (1 + 2a + 3a^2)d1^121d2^289 + (2 + 0a + 1a^2)d1^122d2^289 + (0 + 1a + 3a^2)d1^123d2^289 + (1 + 3a + 3a^2)d1^124d2^289 + (0 + 0a + 3a^2)d1^125d2^289 + (1 + 3a + 3a^2)d1^127d2^289 + (0 + 4a + 1a^2)d1^128d2^289 + (3 + 1a + 4a^2)d1^129d2^289 + (4 + 2a + 0a^2)d1^130d2^289 + (0 + 2a + 0a^2)d1^131d2^289 + (2 + 2a + 2a^2)d1^132d2^289 + (2 + 2a + 3a^2)d1^133d2^289 + (3 + 1a + 1a^2)d1^134d2^289 + (0 + 3a + 4a^2)d1^135d2^289 + (1 + 0a + 2a^2)d1^136d2^289 + (3 + 3a + 4a^2)d1^137d2^289 + (0 + 0a + 2a^2)d1^138d2^289 + (4 + 4a + 2a^2)d1^139d2^289 + (1 + 3a + 3a^2)d1^140d2^289 + (0 + 3a + 3a^2)d1^141d2^289 + (0 + 1a + 4a^2)d1^142d2^289 + (4 + 0a + 3a^2)d1^143d2^289 + (1 + 3a + 2a^2)d1^144d2^289 + (0 + 2a + 4a^2)d1^145d2^289 + (4 + 1a + 4a^2)d1^146d2^289 + (1 + 3a + 4a^2)d1^147d2^289 + (0 + 2a + 4a^2)d1^148d2^289 + (0 + 1a + 4a^2)d1^149d2^289 + (4 + 4a + 0a^2)d1^150d2^289 + (1 + 2a + 0a^2)d1^151d2^289 + (3 + 3a + 3a^2)d1^152d2^289 + (3 + 2a + 1a^2)d1^153d2^289 + (2 + 1a + 0a^2)d1^154d2^289 + (4 + 0a + 0a^2)d1^155d2^289 + (3 + 2a + 0a^2)d1^156d2^289 + (0 + 3a + 3a^2)d1^157d2^289 + (2 + 1a + 3a^2)d1^158d2^289 + (4 + 3a + 4a^2)d1^159d2^289 + (2 + 4a + 2a^2)d1^160d2^289 + (2 + 3a + 0a^2)d1^161d2^289 + (0 + 3a + 4a^2)d1^162d2^289 + (1 + 2a + 3a^2)d1^163d2^289 + (0 + 0a + 2a^2)d1^164d2^289 + (3 + 0a + 0a^2)d1^165d2^289 + (4 + 4a + 2a^2)d1^166d2^289 + (2 + 4a + 4a^2)d1^167d2^289 + (3 + 2a + 0a^2)d1^168d2^289 + (0 + 4a + 4a^2)d1^169d2^289 + (0 + 3a + 3a^2)d1^170d2^289 + (4 + 3a + 4a^2)d1^171d2^289 + (4 + 0a + 1a^2)d1^172d2^289 + (0 + 4a + 2a^2)d1^173d2^289 + (2 + 3a + 2a^2)d1^174d2^289 + (2 + 3a + 1a^2)d1^175d2^289 + (1 + 0a + 3a^2)d1^176d2^289 + (3 + 4a + 3a^2)d1^177d2^289 + (0 + 0a + 1a^2)d1^178d2^289 + (0 + 3a + 0a^2)d1^179d2^289 + (4 + 2a + 3a^2)d1^180d2^289 + (2 + 1a + 3a^2)d1^181d2^289 + (4 + 1a + 3a^2)d1^182d2^289 + (4 + 0a + 0a^2)d1^183d2^289 + (0 + 2a + 3a^2)d1^184d2^289 + (1 + 2a + 1a^2)d1^185d2^289 + (2 + 4a + 0a^2)d1^186d2^289 + (1 + 3a + 4a^2)d1^187d2^289 + (4 + 4a + 0a^2)d1^188d2^289 + (3 + 3a + 4a^2)d1^189d2^289 + (2 + 1a + 0a^2)d1^190d2^289 + (4 + 3a + 3a^2)d1^191d2^289 + (1 + 0a + 0a^2)d1^192d2^289 + (4 + 2a + 2a^2)d1^193d2^289 + (2 + 0a + 0a^2)d1^194d2^289 + (3 + 3a + 0a^2)d1^195d2^289 + (1 + 1a + 4a^2)d1^196d2^289 + (0 + 0a + 2a^2)d1^197d2^289 + (3 + 1a + 2a^2)d1^198d2^289 + (2 + 4a + 0a^2)d1^199d2^289 + (3 + 4a + 2a^2)d1^200d2^289 + (0 + 2a + 1a^2)d1^201d2^289 + (4 + 3a + 3a^2)d1^202d2^289 + (1 + 3a + 3a^2)d1^203d2^289 + (3 + 2a + 1a^2)d1^204d2^289 + (3 + 2a + 0a^2)d1^205d2^289 + (4 + 3a + 2a^2)d1^206d2^289 + (0 + 3a + 2a^2)d1^207d2^289 + (0 + 1a + 3a^2)d1^208d2^289 + (4 + 3a + 1a^2)d1^209d2^289 + (0 + 4a + 2a^2)d1^210d2^289 + (1 + 4a + 4a^2)d1^211d2^289 + (1 + 3a + 1a^2)d1^212d2^289 + (3 + 2a + 4a^2)d1^213d2^289 + (3 + 2a + 3a^2)d1^214d2^289 + (4 + 1a + 4a^2)d1^215d2^289 + (2 + 4a + 3a^2)d1^216d2^289 + (1 + 0a + 3a^2)d1^217d2^289 + (4 + 2a + 4a^2)d1^218d2^289 + (3 + 2a + 2a^2)d1^219d2^289 + (2 + 4a + 0a^2)d1^220d2^289 + (2 + 0a + 2a^2)d1^221d2^289 + (3 + 3a + 4a^2)d1^222d2^289 + (1 + 0a + 4a^2)d1^223d2^289 + (0 + 2a + 2a^2)d1^224d2^289 + (3 + 4a + 2a^2)d1^225d2^289 + (3 + 1a + 4a^2)d1^226d2^289 + (1 + 0a + 0a^2)d1^227d2^289 + (4 + 1a + 3a^2)d1^228d2^289 + (2 + 3a + 3a^2)d1^229d2^289 + (0 + 1a + 4a^2)d1^230d2^289 + (1 + 2a + 0a^2)d1^231d2^289 + (1 + 3a + 1a^2)d1^232d2^289 + (0 + 4a + 1a^2)d1^233d2^289 + (2 + 3a + 2a^2)d1^234d2^289 + (1 + 3a + 3a^2)d1^235d2^289 + (0 + 4a + 4a^2)d1^236d2^289 + (2 + 0a + 1a^2)d1^237d2^289 + (2 + 4a + 4a^2)d1^238d2^289 + (1 + 1a + 3a^2)d1^239d2^289 + (1 + 2a + 4a^2)d1^240d2^289 + (3 + 0a + 2a^2)d1^241d2^289 + (1 + 3a + 0a^2)d1^242d2^289 + (4 + 2a + 0a^2)d1^243d2^289 + (2 + 4a + 2a^2)d1^244d2^289 + (3 + 4a + 4a^2)d1^245d2^289 + (3 + 1a + 0a^2)d1^246d2^289 + (1 + 2a + 3a^2)d1^247d2^289 + (1 + 4a + 2a^2)d1^248d2^289 + (2 + 2a + 2a^2)d1^249d2^289 + (3 + 3a + 2a^2)d1^250d2^289 + (1 + 0a + 3a^2)d1^251d2^289 + (4 + 3a + 3a^2)d1^252d2^289 + (2 + 3a + 1a^2)d1^253d2^289 + (0 + 0a + 1a^2)d1^254d2^289 + (3 + 4a + 4a^2)d1^255d2^289 + (2 + 2a + 1a^2)d1^256d2^289 + (3 + 0a + 1a^2)d1^257d2^289 + (1 + 0a + 1a^2)d1^258d2^289 + (1 + 3a + 4a^2)d1^259d2^289 + (3 + 1a + 0a^2)d1^260d2^289 + (1 + 3a + 2a^2)d1^261d2^289 + (2 + 0a + 0a^2)d1^262d2^289 + (2 + 3a + 0a^2)d1^263d2^289 + (4 + 3a + 4a^2)d1^264d2^289 + (1 + 0a + 2a^2)d1^265d2^289 + (4 + 4a + 3a^2)d1^266d2^289 + (0 + 0a + 3a^2)d1^267d2^289 + (2 + 4a + 3a^2)d1^268d2^289 + (3 + 2a + 3a^2)d1^269d2^289 + (4 + 4a + 4a^2)d1^270d2^289 + (3 + 3a + 2a^2)d1^271d2^289 + (3 + 2a + 4a^2)d1^272d2^289 + (2 + 4a + 1a^2)d1^273d2^289 + (4 + 0a + 3a^2)d1^274d2^289 + (3 + 3a + 1a^2)d1^275d2^289 + (4 + 4a + 4a^2)d1^276d2^289 + (1 + 2a + 2a^2)d1^277d2^289 + (0 + 3a + 2a^2)d1^278d2^289 + (0 + 0a + 3a^2)d1^279d2^289 + (3 + 0a + 1a^2)d1^280d2^289 + (3 + 4a + 4a^2)d1^281d2^289 + (3 + 0a + 1a^2)d1^282d2^289 + (4 + 4a + 2a^2)d1^283d2^289 + (4 + 1a + 2a^2)d1^284d2^289 + (0 + 1a + 4a^2)d1^285d2^289 + (3 + 3a + 3a^2)d1^286d2^289 + (2 + 0a + 0a^2)d1^287d2^289 + (2 + 2a + 0a^2)d1^288d2^289 + (2 + 2a + 3a^2)d1^289d2^289 + (0 + 0a + 3a^2)d1^290d2^289 + (0 + 1a + 0a^2)d1^291d2^289 + (1 + 3a + 2a^2)d1^292d2^289 + (1 + 0a + 0a^2)d1^293d2^289 + (3 + 1a + 1a^2)d2^290 + (4 + 0a + 1a^2)d1^1d2^290 + (0 + 4a + 0a^2)d1^2d2^290 + (1 + 3a + 3a^2)d1^3d2^290 + (2 + 4a + 3a^2)d1^4d2^290 + (3 + 2a + 2a^2)d1^5d2^290 + (2 + 0a + 0a^2)d1^6d2^290 + (1 + 3a + 0a^2)d1^7d2^290 + (0 + 4a + 2a^2)d1^8d2^290 + (3 + 3a + 0a^2)d1^9d2^290 + (4 + 2a + 4a^2)d1^10d2^290 + (0 + 4a + 1a^2)d1^11d2^290 + (1 + 2a + 1a^2)d1^12d2^290 + (1 + 1a + 2a^2)d1^13d2^290 + (4 + 3a + 0a^2)d1^14d2^290 + (3 + 1a + 3a^2)d1^15d2^290 + (3 + 0a + 0a^2)d1^16d2^290 + (1 + 1a + 0a^2)d1^17d2^290 + (3 + 4a + 3a^2)d1^18d2^290 + (3 + 1a + 2a^2)d1^19d2^290 + (0 + 2a + 2a^2)d1^20d2^290 + (2 + 0a + 2a^2)d1^21d2^290 + (3 + 0a + 0a^2)d1^22d2^290 + (0 + 3a + 3a^2)d1^23d2^290 + (2 + 2a + 2a^2)d1^24d2^290 + (1 + 3a + 2a^2)d1^25d2^290 + (0 + 1a + 1a^2)d1^26d2^290 + (4 + 0a + 2a^2)d1^27d2^290 + (1 + 1a + 2a^2)d1^28d2^290 + (4 + 1a + 1a^2)d1^29d2^290 + (0 + 3a + 0a^2)d1^30d2^290 + (4 + 0a + 3a^2)d1^32d2^290 + (4 + 4a + 1a^2)d1^33d2^290 + (1 + 0a + 1a^2)d1^34d2^290 + (0 + 4a + 4a^2)d1^35d2^290 + (2 + 0a + 2a^2)d1^36d2^290 + (0 + 2a + 2a^2)d1^37d2^290 + (4 + 2a + 1a^2)d1^38d2^290 + (2 + 4a + 1a^2)d1^39d2^290 + (2 + 1a + 0a^2)d1^40d2^290 + (4 + 3a + 0a^2)d1^41d2^290 + (3 + 4a + 4a^2)d1^42d2^290 + (1 + 3a + 2a^2)d1^43d2^290 + (1 + 0a + 3a^2)d1^44d2^290 + (1 + 0a + 1a^2)d1^45d2^290 + (3 + 0a + 0a^2)d1^46d2^290 + (4 + 2a + 2a^2)d1^47d2^290 + (0 + 3a + 3a^2)d1^48d2^290 + (3 + 4a + 3a^2)d1^49d2^290 + (4 + 0a + 3a^2)d1^50d2^290 + (3 + 1a + 0a^2)d1^51d2^290 + (0 + 0a + 4a^2)d1^52d2^290 + (1 + 0a + 2a^2)d1^53d2^290 + (1 + 0a + 0a^2)d1^54d2^290 + (2 + 3a + 4a^2)d1^55d2^290 + (3 + 2a + 2a^2)d1^56d2^290 + (3 + 2a + 2a^2)d1^57d2^290 + (0 + 1a + 0a^2)d1^58d2^290 + (3 + 3a + 1a^2)d1^59d2^290 + (2 + 3a + 0a^2)d1^60d2^290 + (3 + 2a + 1a^2)d1^61d2^290 + (0 + 3a + 2a^2)d1^62d2^290 + (0 + 1a + 1a^2)d1^63d2^290 + (4 + 4a + 0a^2)d1^64d2^290 + (1 + 4a + 4a^2)d1^65d2^290 + (3 + 0a + 4a^2)d1^66d2^290 + (2 + 3a + 3a^2)d1^67d2^290 + (1 + 4a + 0a^2)d1^68d2^290 + (1 + 3a + 2a^2)d1^69d2^290 + (1 + 3a + 4a^2)d1^70d2^290 + (2 + 0a + 2a^2)d1^71d2^290 + (3 + 0a + 4a^2)d1^72d2^290 + (0 + 0a + 1a^2)d1^73d2^290 + (1 + 1a + 4a^2)d1^74d2^290 + (3 + 3a + 2a^2)d1^75d2^290 + (2 + 4a + 3a^2)d1^76d2^290 + (4 + 3a + 0a^2)d1^77d2^290 + (3 + 0a + 1a^2)d1^78d2^290 + (1 + 0a + 0a^2)d1^79d2^290 + (2 + 1a + 1a^2)d1^80d2^290 + (0 + 2a + 0a^2)d1^81d2^290 + (4 + 1a + 4a^2)d1^82d2^290 + (4 + 3a + 4a^2)d1^83d2^290 + (0 + 2a + 1a^2)d1^84d2^290 + (4 + 3a + 3a^2)d1^85d2^290 + (3 + 4a + 0a^2)d1^86d2^290 + (0 + 3a + 0a^2)d1^87d2^290 + (3 + 4a + 0a^2)d1^88d2^290 + (4 + 3a + 4a^2)d1^89d2^290 + (3 + 3a + 4a^2)d1^90d2^290 + (4 + 3a + 3a^2)d1^91d2^290 + (4 + 0a + 0a^2)d1^92d2^290 + (4 + 2a + 0a^2)d1^93d2^290 + (4 + 2a + 4a^2)d1^94d2^290 + (2 + 0a + 1a^2)d1^95d2^290 + (0 + 1a + 0a^2)d1^96d2^290 + (2 + 3a + 0a^2)d1^97d2^290 + (1 + 3a + 0a^2)d1^98d2^290 + (4 + 1a + 0a^2)d1^99d2^290 + (0 + 2a + 2a^2)d1^100d2^290 + (1 + 3a + 3a^2)d1^101d2^290 + (2 + 0a + 1a^2)d1^102d2^290 + (0 + 4a + 2a^2)d1^103d2^290 + (2 + 1a + 0a^2)d1^104d2^290 + (1 + 3a + 3a^2)d1^105d2^290 + (1 + 2a + 0a^2)d1^106d2^290 + (2 + 2a + 2a^2)d1^107d2^290 + (2 + 0a + 4a^2)d1^108d2^290 + (4 + 0a + 1a^2)d1^109d2^290 + (4 + 3a + 3a^2)d1^110d2^290 + (0 + 3a + 0a^2)d1^111d2^290 + (1 + 3a + 1a^2)d1^112d2^290 + (4 + 4a + 4a^2)d1^113d2^290 + (4 + 1a + 3a^2)d1^115d2^290 + (2 + 2a + 4a^2)d1^116d2^290 + (1 + 4a + 0a^2)d1^117d2^290 + (2 + 1a + 3a^2)d1^118d2^290 + (2 + 3a + 0a^2)d1^119d2^290 + (1 + 0a + 0a^2)d1^120d2^290 + (0 + 3a + 4a^2)d1^121d2^290 + (2 + 3a + 1a^2)d1^122d2^290 + (0 + 3a + 2a^2)d1^123d2^290 + (4 + 2a + 3a^2)d1^124d2^290 + (4 + 1a + 3a^2)d1^125d2^290 + (2 + 0a + 3a^2)d1^126d2^290 + (0 + 4a + 0a^2)d1^127d2^290 + (4 + 2a + 2a^2)d1^128d2^290 + (0 + 2a + 2a^2)d1^129d2^290 + (3 + 1a + 4a^2)d1^130d2^290 + (4 + 4a + 2a^2)d1^131d2^290 + (3 + 1a + 2a^2)d1^132d2^290 + (1 + 3a + 0a^2)d1^133d2^290 + (3 + 4a + 3a^2)d1^134d2^290 + (4 + 4a + 2a^2)d1^135d2^290 + (4 + 4a + 2a^2)d1^136d2^290 + (4 + 3a + 2a^2)d1^137d2^290 + (3 + 4a + 1a^2)d1^138d2^290 + (2 + 0a + 2a^2)d1^139d2^290 + (3 + 2a + 2a^2)d1^140d2^290 + (1 + 0a + 4a^2)d1^141d2^290 + (3 + 1a + 3a^2)d1^142d2^290 + (3 + 4a + 2a^2)d1^143d2^290 + (4 + 1a + 0a^2)d1^144d2^290 + (3 + 2a + 1a^2)d1^145d2^290 + (2 + 2a + 2a^2)d1^146d2^290 + (2 + 0a + 0a^2)d1^147d2^290 + (2 + 3a + 3a^2)d1^148d2^290 + (4 + 2a + 2a^2)d1^149d2^290 + (3 + 0a + 4a^2)d1^150d2^290 + (4 + 2a + 4a^2)d1^151d2^290 + (2 + 2a + 2a^2)d1^152d2^290 + (0 + 2a + 2a^2)d1^153d2^290 + (0 + 4a + 2a^2)d1^154d2^290 + (4 + 0a + 0a^2)d1^155d2^290 + (4 + 3a + 4a^2)d1^156d2^290 + (1 + 0a + 4a^2)d1^157d2^290 + (0 + 1a + 3a^2)d1^158d2^290 + (2 + 0a + 1a^2)d1^159d2^290 + (0 + 4a + 4a^2)d1^160d2^290 + (1 + 0a + 3a^2)d1^161d2^290 + (3 + 1a + 0a^2)d1^162d2^290 + (2 + 1a + 0a^2)d1^163d2^290 + (2 + 2a + 3a^2)d1^164d2^290 + (0 + 2a + 4a^2)d1^165d2^290 + (3 + 1a + 4a^2)d1^166d2^290 + (1 + 2a + 0a^2)d1^167d2^290 + (4 + 0a + 4a^2)d1^168d2^290 + (0 + 2a + 3a^2)d1^169d2^290 + (1 + 4a + 0a^2)d1^170d2^290 + (1 + 3a + 3a^2)d1^171d2^290 + (0 + 2a + 2a^2)d1^172d2^290 + (3 + 2a + 1a^2)d1^173d2^290 + (2 + 4a + 4a^2)d1^174d2^290 + (2 + 0a + 0a^2)d1^175d2^290 + (2 + 0a + 3a^2)d1^176d2^290 + (4 + 0a + 4a^2)d1^177d2^290 + (2 + 3a + 1a^2)d1^178d2^290 + (2 + 2a + 2a^2)d1^179d2^290 + (3 + 2a + 3a^2)d1^180d2^290 + (3 + 0a + 4a^2)d1^181d2^290 + (2 + 1a + 3a^2)d1^182d2^290 + (3 + 4a + 4a^2)d1^183d2^290 + (3 + 1a + 3a^2)d1^184d2^290 + (4 + 2a + 4a^2)d1^185d2^290 + (2 + 2a + 3a^2)d1^186d2^290 + (1 + 0a + 2a^2)d1^187d2^290 + (1 + 2a + 4a^2)d1^188d2^290 + (2 + 3a + 0a^2)d1^189d2^290 + (3 + 1a + 2a^2)d1^190d2^290 + (4 + 2a + 4a^2)d1^191d2^290 + (1 + 0a + 2a^2)d1^192d2^290 + (2 + 4a + 2a^2)d1^193d2^290 + (2 + 2a + 0a^2)d1^194d2^290 + (2 + 1a + 2a^2)d1^195d2^290 + (0 + 1a + 3a^2)d1^196d2^290 + (1 + 3a + 1a^2)d1^197d2^290 + (0 + 2a + 2a^2)d1^198d2^290 + (2 + 2a + 1a^2)d1^199d2^290 + (2 + 4a + 4a^2)d1^200d2^290 + (1 + 3a + 2a^2)d1^201d2^290 + (3 + 3a + 3a^2)d1^202d2^290 + (1 + 4a + 3a^2)d1^203d2^290 + (4 + 3a + 4a^2)d1^204d2^290 + (4 + 4a + 3a^2)d1^205d2^290 + (1 + 2a + 3a^2)d1^206d2^290 + (2 + 2a + 1a^2)d1^207d2^290 + (0 + 2a + 2a^2)d1^208d2^290 + (3 + 0a + 2a^2)d1^209d2^290 + (3 + 4a + 0a^2)d1^210d2^290 + (3 + 4a + 4a^2)d1^211d2^290 + (1 + 3a + 2a^2)d1^212d2^290 + (0 + 0a + 4a^2)d1^213d2^290 + (0 + 2a + 2a^2)d1^214d2^290 + (1 + 3a + 2a^2)d1^215d2^290 + (3 + 4a + 4a^2)d1^216d2^290 + (4 + 0a + 2a^2)d1^217d2^290 + (1 + 4a + 4a^2)d1^218d2^290 + (3 + 3a + 1a^2)d1^219d2^290 + (1 + 4a + 4a^2)d1^220d2^290 + (1 + 4a + 3a^2)d1^221d2^290 + (4 + 0a + 3a^2)d1^222d2^290 + (2 + 4a + 0a^2)d1^223d2^290 + (2 + 2a + 2a^2)d1^224d2^290 + (3 + 3a + 1a^2)d1^225d2^290 + (0 + 4a + 2a^2)d1^226d2^290 + (0 + 1a + 1a^2)d1^227d2^290 + (4 + 3a + 2a^2)d1^228d2^290 + (0 + 0a + 4a^2)d1^229d2^290 + (2 + 4a + 3a^2)d1^230d2^290 + (2 + 1a + 0a^2)d1^231d2^290 + (1 + 3a + 0a^2)d1^232d2^290 + (2 + 4a + 1a^2)d1^233d2^290 + (0 + 0a + 3a^2)d1^234d2^290 + (4 + 2a + 1a^2)d1^235d2^290 + (2 + 2a + 0a^2)d1^236d2^290 + (3 + 1a + 0a^2)d1^237d2^290 + (0 + 1a + 3a^2)d1^238d2^290 + (1 + 1a + 1a^2)d1^239d2^290 + (0 + 2a + 3a^2)d1^240d2^290 + (3 + 3a + 3a^2)d1^241d2^290 + (1 + 3a + 1a^2)d1^242d2^290 + (2 + 4a + 1a^2)d1^243d2^290 + (1 + 2a + 4a^2)d1^244d2^290 + (4 + 1a + 3a^2)d1^245d2^290 + (3 + 0a + 3a^2)d1^246d2^290 + (2 + 4a + 3a^2)d1^247d2^290 + (1 + 3a + 3a^2)d1^248d2^290 + (2 + 1a + 4a^2)d1^249d2^290 + (4 + 1a + 2a^2)d1^250d2^290 + (0 + 0a + 1a^2)d1^251d2^290 + (3 + 1a + 2a^2)d1^252d2^290 + (4 + 0a + 1a^2)d1^253d2^290 + (3 + 1a + 0a^2)d1^255d2^290 + (3 + 3a + 1a^2)d1^256d2^290 + (4 + 3a + 4a^2)d1^257d2^290 + (2 + 1a + 4a^2)d1^258d2^290 + (1 + 1a + 2a^2)d1^259d2^290 + (2 + 2a + 3a^2)d1^260d2^290 + (1 + 1a + 3a^2)d1^261d2^290 + (4 + 1a + 4a^2)d1^262d2^290 + (4 + 3a + 3a^2)d1^263d2^290 + (4 + 0a + 2a^2)d1^264d2^290 + (2 + 2a + 1a^2)d1^265d2^290 + (0 + 2a + 4a^2)d1^266d2^290 + (3 + 4a + 4a^2)d1^267d2^290 + (0 + 2a + 4a^2)d1^268d2^290 + (2 + 3a + 1a^2)d1^269d2^290 + (4 + 3a + 1a^2)d1^270d2^290 + (3 + 4a + 2a^2)d1^271d2^290 + (2 + 3a + 2a^2)d1^272d2^290 + (2 + 3a + 1a^2)d1^273d2^290 + (0 + 4a + 1a^2)d1^274d2^290 + (0 + 1a + 3a^2)d1^275d2^290 + (3 + 4a + 1a^2)d1^276d2^290 + (2 + 4a + 3a^2)d1^277d2^290 + (1 + 2a + 1a^2)d1^278d2^290 + (0 + 1a + 0a^2)d1^279d2^290 + (1 + 1a + 4a^2)d1^280d2^290 + (3 + 3a + 0a^2)d1^281d2^290 + (2 + 4a + 2a^2)d1^282d2^290 + (2 + 3a + 3a^2)d1^283d2^290 + (0 + 4a + 1a^2)d1^284d2^290 + (1 + 2a + 3a^2)d1^285d2^290 + (0 + 4a + 1a^2)d1^286d2^290 + (1 + 2a + 1a^2)d1^287d2^290 + (4 + 0a + 2a^2)d1^288d2^290 + (0 + 3a + 4a^2)d1^289d2^290 + (1 + 0a + 4a^2)d1^290d2^290 + (3 + 3a + 1a^2)d1^291d2^290 + (0 + 3a + 1a^2)d1^292d2^290 + (1 + 3a + 0a^2)d1^293d2^290 + (0 + 2a + 0a^2)d2^291 + (1 + 3a + 2a^2)d1^1d2^291 + (1 + 4a + 4a^2)d1^2d2^291 + (2 + 3a + 4a^2)d1^3d2^291 + (4 + 0a + 0a^2)d1^4d2^291 + (2 + 1a + 0a^2)d1^5d2^291 + (4 + 4a + 0a^2)d1^7d2^291 + (4 + 2a + 0a^2)d1^8d2^291 + (1 + 4a + 3a^2)d1^9d2^291 + (2 + 1a + 3a^2)d1^10d2^291 + (0 + 3a + 3a^2)d1^11d2^291 + (1 + 2a + 0a^2)d1^12d2^291 + (2 + 3a + 3a^2)d1^13d2^291 + (0 + 1a + 3a^2)d1^14d2^291 + (3 + 2a + 3a^2)d1^15d2^291 + (1 + 3a + 4a^2)d1^16d2^291 + (1 + 2a + 2a^2)d1^17d2^291 + (3 + 2a + 2a^2)d1^18d2^291 + (1 + 4a + 3a^2)d1^19d2^291 + (4 + 0a + 3a^2)d1^20d2^291 + (3 + 4a + 3a^2)d1^21d2^291 + (4 + 4a + 0a^2)d1^22d2^291 + (0 + 2a + 0a^2)d1^23d2^291 + (2 + 1a + 2a^2)d1^24d2^291 + (4 + 3a + 2a^2)d1^26d2^291 + (4 + 4a + 2a^2)d1^27d2^291 + (2 + 0a + 1a^2)d1^28d2^291 + (1 + 0a + 4a^2)d1^29d2^291 + (3 + 0a + 2a^2)d1^30d2^291 + (2 + 1a + 4a^2)d1^31d2^291 + (1 + 4a + 0a^2)d1^32d2^291 + (3 + 1a + 3a^2)d1^33d2^291 + (0 + 0a + 3a^2)d1^34d2^291 + (3 + 2a + 0a^2)d1^35d2^291 + (2 + 4a + 4a^2)d1^36d2^291 + (2 + 2a + 3a^2)d1^37d2^291 + (2 + 4a + 0a^2)d1^38d2^291 + (2 + 4a + 2a^2)d1^39d2^291 + (2 + 3a + 3a^2)d1^40d2^291 + (2 + 4a + 1a^2)d1^41d2^291 + (0 + 3a + 0a^2)d1^42d2^291 + (2 + 4a + 4a^2)d1^43d2^291 + (1 + 4a + 4a^2)d1^44d2^291 + (2 + 1a + 3a^2)d1^45d2^291 + (1 + 0a + 0a^2)d1^46d2^291 + (1 + 3a + 2a^2)d1^47d2^291 + (2 + 3a + 2a^2)d1^48d2^291 + (1 + 4a + 0a^2)d1^49d2^291 + (3 + 2a + 4a^2)d1^50d2^291 + (1 + 3a + 3a^2)d1^51d2^291 + (1 + 1a + 2a^2)d1^52d2^291 + (4 + 0a + 0a^2)d1^53d2^291 + (1 + 3a + 4a^2)d1^54d2^291 + (2 + 4a + 0a^2)d1^55d2^291 + (2 + 0a + 3a^2)d1^56d2^291 + (4 + 2a + 0a^2)d1^57d2^291 + (3 + 2a + 0a^2)d1^58d2^291 + (4 + 4a + 0a^2)d1^59d2^291 + (4 + 0a + 0a^2)d1^60d2^291 + (4 + 3a + 3a^2)d1^61d2^291 + (0 + 3a + 1a^2)d1^62d2^291 + (1 + 2a + 4a^2)d1^63d2^291 + (2 + 1a + 0a^2)d1^64d2^291 + (0 + 4a + 0a^2)d1^65d2^291 + (4 + 3a + 1a^2)d1^66d2^291 + (4 + 0a + 0a^2)d1^67d2^291 + (4 + 4a + 4a^2)d1^68d2^291 + (2 + 4a + 2a^2)d1^69d2^291 + (4 + 4a + 1a^2)d1^70d2^291 + (3 + 1a + 4a^2)d1^71d2^291 + (0 + 2a + 1a^2)d1^72d2^291 + (4 + 0a + 2a^2)d1^73d2^291 + (3 + 4a + 4a^2)d1^74d2^291 + (1 + 3a + 1a^2)d1^75d2^291 + (0 + 1a + 4a^2)d1^76d2^291 + (3 + 3a + 2a^2)d1^77d2^291 + (0 + 1a + 0a^2)d1^78d2^291 + (3 + 0a + 1a^2)d1^79d2^291 + (2 + 2a + 0a^2)d1^80d2^291 + (4 + 3a + 1a^2)d1^81d2^291 + (2 + 4a + 4a^2)d1^82d2^291 + (4 + 2a + 2a^2)d1^83d2^291 + (0 + 2a + 0a^2)d1^84d2^291 + (0 + 2a + 2a^2)d1^85d2^291 + (0 + 4a + 1a^2)d1^86d2^291 + (1 + 3a + 3a^2)d1^87d2^291 + (3 + 0a + 2a^2)d1^88d2^291 + (2 + 3a + 3a^2)d1^89d2^291 + (1 + 4a + 0a^2)d1^90d2^291 + (4 + 3a + 1a^2)d1^91d2^291 + (0 + 4a + 1a^2)d1^92d2^291 + (1 + 4a + 4a^2)d1^93d2^291 + (1 + 0a + 1a^2)d1^94d2^291 + (0 + 3a + 1a^2)d1^95d2^291 + (0 + 2a + 3a^2)d1^96d2^291 + (2 + 0a + 1a^2)d1^97d2^291 + (2 + 0a + 0a^2)d1^98d2^291 + (2 + 0a + 4a^2)d1^99d2^291 + (1 + 2a + 2a^2)d1^100d2^291 + (1 + 4a + 4a^2)d1^101d2^291 + (0 + 4a + 2a^2)d1^102d2^291 + (0 + 0a + 4a^2)d1^103d2^291 + (0 + 1a + 2a^2)d1^104d2^291 + (3 + 0a + 1a^2)d1^105d2^291 + (4 + 2a + 2a^2)d1^106d2^291 + (3 + 2a + 1a^2)d1^107d2^291 + (3 + 1a + 0a^2)d1^108d2^291 + (2 + 4a + 0a^2)d1^109d2^291 + (2 + 0a + 0a^2)d1^110d2^291 + (2 + 3a + 1a^2)d1^111d2^291 + (1 + 4a + 3a^2)d1^112d2^291 + (0 + 1a + 2a^2)d1^113d2^291 + (3 + 2a + 0a^2)d1^114d2^291 + (1 + 4a + 3a^2)d1^115d2^291 + (2 + 3a + 4a^2)d1^116d2^291 + (1 + 0a + 3a^2)d1^117d2^291 + (1 + 1a + 3a^2)d1^118d2^291 + (2 + 2a + 2a^2)d1^119d2^291 + (2 + 3a + 0a^2)d1^120d2^291 + (3 + 3a + 4a^2)d1^121d2^291 + (2 + 0a + 3a^2)d1^122d2^291 + (3 + 2a + 3a^2)d1^123d2^291 + (1 + 2a + 3a^2)d1^124d2^291 + (2 + 0a + 0a^2)d1^125d2^291 + (1 + 3a + 2a^2)d1^126d2^291 + (2 + 1a + 3a^2)d1^127d2^291 + (0 + 3a + 1a^2)d1^128d2^291 + (4 + 4a + 4a^2)d1^129d2^291 + (3 + 2a + 1a^2)d1^130d2^291 + (1 + 4a + 1a^2)d1^131d2^291 + (1 + 3a + 3a^2)d1^132d2^291 + (2 + 1a + 2a^2)d1^133d2^291 + (2 + 3a + 4a^2)d1^134d2^291 + (1 + 4a + 2a^2)d1^135d2^291 + (4 + 4a + 2a^2)d1^136d2^291 + (1 + 1a + 2a^2)d1^137d2^291 + (0 + 4a + 3a^2)d1^138d2^291 + (2 + 3a + 2a^2)d1^139d2^291 + (0 + 4a + 2a^2)d1^140d2^291 + (1 + 2a + 1a^2)d1^141d2^291 + (0 + 3a + 0a^2)d1^142d2^291 + (4 + 3a + 1a^2)d1^143d2^291 + (3 + 4a + 1a^2)d1^144d2^291 + (1 + 0a + 1a^2)d1^145d2^291 + (1 + 3a + 2a^2)d1^146d2^291 + (4 + 3a + 0a^2)d1^147d2^291 + (2 + 1a + 3a^2)d1^148d2^291 + (0 + 0a + 3a^2)d1^149d2^291 + (0 + 4a + 1a^2)d1^150d2^291 + (4 + 0a + 0a^2)d1^151d2^291 + (4 + 0a + 0a^2)d1^152d2^291 + (2 + 2a + 4a^2)d1^153d2^291 + (4 + 4a + 0a^2)d1^154d2^291 + (3 + 1a + 2a^2)d1^155d2^291 + (3 + 3a + 2a^2)d1^156d2^291 + (2 + 3a + 2a^2)d1^157d2^291 + (3 + 2a + 4a^2)d1^158d2^291 + (3 + 4a + 2a^2)d1^159d2^291 + (1 + 1a + 4a^2)d1^160d2^291 + (1 + 3a + 4a^2)d1^161d2^291 + (3 + 0a + 1a^2)d1^162d2^291 + (4 + 4a + 4a^2)d1^163d2^291 + (4 + 2a + 4a^2)d1^164d2^291 + (2 + 1a + 3a^2)d1^165d2^291 + (2 + 3a + 1a^2)d1^166d2^291 + (0 + 1a + 4a^2)d1^167d2^291 + (1 + 1a + 0a^2)d1^168d2^291 + (4 + 3a + 4a^2)d1^169d2^291 + (2 + 2a + 1a^2)d1^170d2^291 + (1 + 2a + 2a^2)d1^171d2^291 + (1 + 0a + 2a^2)d1^172d2^291 + (1 + 4a + 1a^2)d1^173d2^291 + (1 + 1a + 3a^2)d1^174d2^291 + (0 + 1a + 0a^2)d1^175d2^291 + (4 + 0a + 4a^2)d1^176d2^291 + (4 + 2a + 0a^2)d1^177d2^291 + (3 + 2a + 4a^2)d1^178d2^291 + (3 + 4a + 4a^2)d1^179d2^291 + (0 + 3a + 0a^2)d1^180d2^291 + (3 + 4a + 0a^2)d1^181d2^291 + (3 + 1a + 2a^2)d1^182d2^291 + (1 + 3a + 1a^2)d1^183d2^291 + (2 + 2a + 2a^2)d1^184d2^291 + (2 + 1a + 4a^2)d1^185d2^291 + (1 + 1a + 4a^2)d1^186d2^291 + (1 + 4a + 3a^2)d1^187d2^291 + (1 + 2a + 4a^2)d1^188d2^291 + (0 + 1a + 2a^2)d1^189d2^291 + (2 + 3a + 2a^2)d1^190d2^291 + (4 + 3a + 0a^2)d1^191d2^291 + (2 + 1a + 1a^2)d1^192d2^291 + (2 + 0a + 2a^2)d1^193d2^291 + (3 + 3a + 3a^2)d1^194d2^291 + (2 + 4a + 4a^2)d1^195d2^291 + (1 + 1a + 0a^2)d1^196d2^291 + (1 + 0a + 2a^2)d1^197d2^291 + (0 + 3a + 3a^2)d1^198d2^291 + (2 + 4a + 2a^2)d1^199d2^291 + (2 + 4a + 3a^2)d1^200d2^291 + (2 + 4a + 2a^2)d1^201d2^291 + (0 + 1a + 0a^2)d1^202d2^291 + (0 + 4a + 4a^2)d1^203d2^291 + (2 + 0a + 0a^2)d1^204d2^291 + (1 + 1a + 0a^2)d1^205d2^291 + (2 + 0a + 0a^2)d1^206d2^291 + (1 + 1a + 4a^2)d1^207d2^291 + (3 + 0a + 1a^2)d1^208d2^291 + (3 + 4a + 4a^2)d1^209d2^291 + (4 + 0a + 3a^2)d1^210d2^291 + (4 + 4a + 0a^2)d1^211d2^291 + (0 + 2a + 4a^2)d1^212d2^291 + (1 + 4a + 1a^2)d1^213d2^291 + (0 + 2a + 2a^2)d1^214d2^291 + (0 + 4a + 1a^2)d1^215d2^291 + (3 + 0a + 0a^2)d1^216d2^291 + (4 + 3a + 3a^2)d1^217d2^291 + (4 + 2a + 3a^2)d1^218d2^291 + (4 + 4a + 4a^2)d1^219d2^291 + (4 + 1a + 0a^2)d1^220d2^291 + (2 + 2a + 1a^2)d1^221d2^291 + (4 + 1a + 4a^2)d1^222d2^291 + (0 + 2a + 0a^2)d1^223d2^291 + (0 + 2a + 1a^2)d1^224d2^291 + (3 + 1a + 3a^2)d1^225d2^291 + (3 + 0a + 2a^2)d1^226d2^291 + (2 + 0a + 3a^2)d1^227d2^291 + (0 + 1a + 2a^2)d1^228d2^291 + (2 + 0a + 0a^2)d1^229d2^291 + (2 + 4a + 4a^2)d1^230d2^291 + (3 + 3a + 4a^2)d1^231d2^291 + (1 + 2a + 4a^2)d1^232d2^291 + (4 + 1a + 1a^2)d1^233d2^291 + (4 + 0a + 1a^2)d1^234d2^291 + (1 + 2a + 4a^2)d1^235d2^291 + (1 + 4a + 1a^2)d1^236d2^291 + (1 + 1a + 3a^2)d1^237d2^291 + (3 + 0a + 0a^2)d1^238d2^291 + (4 + 3a + 3a^2)d1^239d2^291 + (1 + 0a + 2a^2)d1^240d2^291 + (0 + 2a + 1a^2)d1^241d2^291 + (0 + 3a + 0a^2)d1^242d2^291 + (3 + 1a + 4a^2)d1^243d2^291 + (0 + 3a + 0a^2)d1^244d2^291 + (0 + 1a + 2a^2)d1^245d2^291 + (0 + 4a + 1a^2)d1^246d2^291 + (3 + 0a + 2a^2)d1^247d2^291 + (3 + 4a + 0a^2)d1^248d2^291 + (1 + 1a + 2a^2)d1^249d2^291 + (2 + 0a + 4a^2)d1^250d2^291 + (3 + 3a + 2a^2)d1^251d2^291 + (3 + 1a + 1a^2)d1^252d2^291 + (4 + 4a + 1a^2)d1^253d2^291 + (1 + 0a + 2a^2)d1^254d2^291 + (1 + 4a + 1a^2)d1^255d2^291 + (3 + 2a + 1a^2)d1^256d2^291 + (1 + 4a + 0a^2)d1^257d2^291 + (1 + 4a + 0a^2)d1^258d2^291 + (4 + 3a + 4a^2)d1^259d2^291 + (4 + 1a + 4a^2)d1^260d2^291 + (0 + 1a + 2a^2)d1^261d2^291 + (2 + 3a + 3a^2)d1^262d2^291 + (1 + 2a + 3a^2)d1^263d2^291 + (0 + 1a + 3a^2)d1^264d2^291 + (0 + 1a + 0a^2)d1^265d2^291 + (2 + 2a + 2a^2)d1^266d2^291 + (1 + 4a + 2a^2)d1^267d2^291 + (1 + 1a + 3a^2)d1^268d2^291 + (0 + 0a + 2a^2)d1^269d2^291 + (1 + 4a + 3a^2)d1^270d2^291 + (4 + 3a + 4a^2)d1^271d2^291 + (1 + 3a + 3a^2)d1^272d2^291 + (1 + 1a + 3a^2)d1^273d2^291 + (3 + 2a + 3a^2)d1^274d2^291 + (2 + 0a + 3a^2)d1^275d2^291 + (1 + 1a + 2a^2)d1^276d2^291 + (0 + 0a + 2a^2)d1^277d2^291 + (0 + 1a + 0a^2)d1^278d2^291 + (4 + 0a + 3a^2)d1^279d2^291 + (0 + 0a + 2a^2)d1^280d2^291 + (3 + 0a + 3a^2)d1^281d2^291 + (0 + 1a + 2a^2)d1^282d2^291 + (1 + 2a + 2a^2)d1^283d2^291 + (1 + 0a + 2a^2)d1^284d2^291 + (4 + 4a + 1a^2)d1^285d2^291 + (0 + 2a + 3a^2)d1^286d2^291 + (4 + 0a + 4a^2)d1^287d2^291 + (4 + 2a + 3a^2)d1^288d2^291 + (3 + 1a + 3a^2)d1^289d2^291 + (1 + 1a + 3a^2)d1^290d2^291 + (4 + 0a + 0a^2)d1^291d2^291 + (4 + 3a + 1a^2)d1^292d2^291 + (3 + 3a + 2a^2)d1^293d2^291 + (1 + 1a + 0a^2)d2^292 + (4 + 4a + 1a^2)d1^1d2^292 + (4 + 1a + 3a^2)d1^2d2^292 + (3 + 0a + 1a^2)d1^3d2^292 + (2 + 3a + 4a^2)d1^4d2^292 + (3 + 1a + 1a^2)d1^5d2^292 + (3 + 1a + 4a^2)d1^6d2^292 + (2 + 2a + 0a^2)d1^7d2^292 + (1 + 2a + 2a^2)d1^8d2^292 + (2 + 4a + 3a^2)d1^9d2^292 + (4 + 2a + 3a^2)d1^10d2^292 + (4 + 0a + 1a^2)d1^11d2^292 + (0 + 0a + 2a^2)d1^12d2^292 + (3 + 4a + 2a^2)d1^13d2^292 + (4 + 3a + 3a^2)d1^14d2^292 + (2 + 2a + 1a^2)d1^15d2^292 + (3 + 0a + 2a^2)d1^16d2^292 + (3 + 2a + 4a^2)d1^17d2^292 + (0 + 2a + 4a^2)d1^18d2^292 + (4 + 4a + 4a^2)d1^19d2^292 + (1 + 2a + 1a^2)d1^20d2^292 + (1 + 4a + 2a^2)d1^21d2^292 + (0 + 1a + 2a^2)d1^22d2^292 + (0 + 2a + 3a^2)d1^23d2^292 + (0 + 0a + 1a^2)d1^24d2^292 + (1 + 4a + 0a^2)d1^25d2^292 + (3 + 1a + 4a^2)d1^26d2^292 + (4 + 4a + 3a^2)d1^27d2^292 + (1 + 0a + 2a^2)d1^28d2^292 + (3 + 1a + 4a^2)d1^29d2^292 + (1 + 0a + 1a^2)d1^30d2^292 + (2 + 0a + 4a^2)d1^31d2^292 + (1 + 0a + 4a^2)d1^32d2^292 + (2 + 3a + 0a^2)d1^34d2^292 + (0 + 4a + 4a^2)d1^35d2^292 + (4 + 2a + 4a^2)d1^36d2^292 + (2 + 4a + 1a^2)d1^37d2^292 + (1 + 1a + 4a^2)d1^38d2^292 + (3 + 0a + 3a^2)d1^39d2^292 + (3 + 0a + 4a^2)d1^40d2^292 + (0 + 4a + 2a^2)d1^41d2^292 + (2 + 4a + 1a^2)d1^42d2^292 + (1 + 0a + 2a^2)d1^43d2^292 + (0 + 4a + 2a^2)d1^44d2^292 + (4 + 1a + 0a^2)d1^45d2^292 + (2 + 1a + 2a^2)d1^46d2^292 + (0 + 0a + 4a^2)d1^47d2^292 + (1 + 3a + 4a^2)d1^48d2^292 + (1 + 2a + 2a^2)d1^49d2^292 + (2 + 1a + 4a^2)d1^50d2^292 + (2 + 0a + 1a^2)d1^51d2^292 + (0 + 0a + 4a^2)d1^52d2^292 + (1 + 4a + 0a^2)d1^53d2^292 + (4 + 0a + 0a^2)d1^54d2^292 + (3 + 0a + 0a^2)d1^55d2^292 + (3 + 3a + 2a^2)d1^56d2^292 + (1 + 1a + 2a^2)d1^57d2^292 + (2 + 4a + 4a^2)d1^58d2^292 + (1 + 3a + 4a^2)d1^59d2^292 + (1 + 2a + 1a^2)d1^60d2^292 + (2 + 0a + 3a^2)d1^61d2^292 + (4 + 0a + 0a^2)d1^62d2^292 + (0 + 4a + 1a^2)d1^63d2^292 + (1 + 4a + 0a^2)d1^64d2^292 + (0 + 4a + 2a^2)d1^65d2^292 + (1 + 1a + 2a^2)d1^66d2^292 + (2 + 2a + 2a^2)d1^67d2^292 + (0 + 3a + 3a^2)d1^68d2^292 + (3 + 2a + 0a^2)d1^69d2^292 + (1 + 0a + 1a^2)d1^70d2^292 + (3 + 3a + 3a^2)d1^71d2^292 + (4 + 1a + 4a^2)d1^72d2^292 + (4 + 0a + 0a^2)d1^73d2^292 + (1 + 2a + 3a^2)d1^74d2^292 + (4 + 3a + 0a^2)d1^75d2^292 + (0 + 3a + 3a^2)d1^76d2^292 + (3 + 3a + 2a^2)d1^77d2^292 + (3 + 3a + 4a^2)d1^78d2^292 + (2 + 1a + 3a^2)d1^79d2^292 + (3 + 0a + 4a^2)d1^80d2^292 + (0 + 3a + 1a^2)d1^81d2^292 + (2 + 2a + 0a^2)d1^82d2^292 + (2 + 0a + 3a^2)d1^83d2^292 + (2 + 0a + 0a^2)d1^84d2^292 + (2 + 2a + 0a^2)d1^85d2^292 + (1 + 3a + 4a^2)d1^86d2^292 + (0 + 2a + 3a^2)d1^87d2^292 + (3 + 1a + 4a^2)d1^88d2^292 + (2 + 0a + 1a^2)d1^89d2^292 + (2 + 4a + 3a^2)d1^90d2^292 + (1 + 0a + 4a^2)d1^91d2^292 + (3 + 4a + 4a^2)d1^92d2^292 + (1 + 0a + 4a^2)d1^93d2^292 + (1 + 3a + 3a^2)d1^94d2^292 + (2 + 0a + 1a^2)d1^95d2^292 + (0 + 1a + 2a^2)d1^96d2^292 + (0 + 4a + 4a^2)d1^97d2^292 + (1 + 4a + 3a^2)d1^98d2^292 + (1 + 2a + 3a^2)d1^99d2^292 + (0 + 0a + 3a^2)d1^100d2^292 + (0 + 0a + 1a^2)d1^101d2^292 + (4 + 1a + 3a^2)d1^102d2^292 + (3 + 0a + 3a^2)d1^103d2^292 + (1 + 4a + 0a^2)d1^104d2^292 + (0 + 4a + 2a^2)d1^105d2^292 + (2 + 1a + 2a^2)d1^106d2^292 + (3 + 0a + 4a^2)d1^107d2^292 + (3 + 0a + 2a^2)d1^108d2^292 + (2 + 3a + 1a^2)d1^109d2^292 + (4 + 3a + 4a^2)d1^110d2^292 + (3 + 1a + 3a^2)d1^111d2^292 + (4 + 0a + 4a^2)d1^112d2^292 + (3 + 4a + 2a^2)d1^113d2^292 + (2 + 3a + 2a^2)d1^114d2^292 + (3 + 1a + 4a^2)d1^115d2^292 + (4 + 2a + 1a^2)d1^116d2^292 + (4 + 0a + 2a^2)d1^117d2^292 + (1 + 4a + 3a^2)d1^118d2^292 + (0 + 4a + 3a^2)d1^119d2^292 + (4 + 3a + 2a^2)d1^120d2^292 + (3 + 1a + 1a^2)d1^121d2^292 + (3 + 4a + 4a^2)d1^122d2^292 + (1 + 2a + 2a^2)d1^123d2^292 + (3 + 2a + 3a^2)d1^124d2^292 + (3 + 0a + 4a^2)d1^125d2^292 + (2 + 3a + 1a^2)d1^126d2^292 + (4 + 4a + 0a^2)d1^127d2^292 + (1 + 0a + 1a^2)d1^128d2^292 + (2 + 2a + 4a^2)d1^129d2^292 + (1 + 0a + 3a^2)d1^130d2^292 + (2 + 4a + 2a^2)d1^131d2^292 + (3 + 4a + 2a^2)d1^132d2^292 + (4 + 3a + 3a^2)d1^133d2^292 + (4 + 3a + 1a^2)d1^134d2^292 + (4 + 3a + 2a^2)d1^135d2^292 + (1 + 1a + 3a^2)d1^136d2^292 + (0 + 4a + 2a^2)d1^137d2^292 + (4 + 4a + 4a^2)d1^138d2^292 + (4 + 1a + 0a^2)d1^139d2^292 + (3 + 2a + 1a^2)d1^140d2^292 + (3 + 2a + 0a^2)d1^141d2^292 + (4 + 1a + 1a^2)d1^142d2^292 + (2 + 4a + 2a^2)d1^143d2^292 + (2 + 2a + 4a^2)d1^144d2^292 + (1 + 3a + 3a^2)d1^145d2^292 + (0 + 3a + 4a^2)d1^146d2^292 + (4 + 0a + 3a^2)d1^147d2^292 + (4 + 4a + 2a^2)d1^148d2^292 + (2 + 3a + 2a^2)d1^149d2^292 + (4 + 0a + 0a^2)d1^150d2^292 + (0 + 1a + 0a^2)d1^151d2^292 + (3 + 3a + 4a^2)d1^152d2^292 + (2 + 4a + 2a^2)d1^153d2^292 + (1 + 2a + 0a^2)d1^154d2^292 + (4 + 4a + 3a^2)d1^155d2^292 + (2 + 0a + 3a^2)d1^156d2^292 + (0 + 3a + 2a^2)d1^157d2^292 + (1 + 3a + 3a^2)d1^158d2^292 + (4 + 0a + 3a^2)d1^159d2^292 + (1 + 1a + 0a^2)d1^160d2^292 + (4 + 4a + 0a^2)d1^161d2^292 + (1 + 2a + 0a^2)d1^162d2^292 + (0 + 3a + 1a^2)d1^163d2^292 + (4 + 0a + 3a^2)d1^164d2^292 + (1 + 3a + 3a^2)d1^165d2^292 + (4 + 4a + 0a^2)d1^166d2^292 + (1 + 1a + 2a^2)d1^167d2^292 + (3 + 4a + 0a^2)d1^168d2^292 + (2 + 3a + 0a^2)d1^169d2^292 + (4 + 1a + 2a^2)d1^170d2^292 + (0 + 4a + 4a^2)d1^171d2^292 + (4 + 4a + 2a^2)d1^172d2^292 + (1 + 1a + 0a^2)d1^173d2^292 + (2 + 3a + 3a^2)d1^174d2^292 + (3 + 2a + 2a^2)d1^175d2^292 + (4 + 1a + 0a^2)d1^176d2^292 + (2 + 0a + 3a^2)d1^177d2^292 + (4 + 1a + 2a^2)d1^178d2^292 + (3 + 2a + 0a^2)d1^179d2^292 + (3 + 0a + 2a^2)d1^180d2^292 + (1 + 3a + 0a^2)d1^181d2^292 + (3 + 0a + 2a^2)d1^182d2^292 + (2 + 2a + 3a^2)d1^183d2^292 + (3 + 1a + 1a^2)d1^184d2^292 + (2 + 4a + 0a^2)d1^185d2^292 + (2 + 4a + 1a^2)d1^186d2^292 + (0 + 4a + 4a^2)d1^187d2^292 + (0 + 4a + 0a^2)d1^188d2^292 + (4 + 0a + 3a^2)d1^189d2^292 + (3 + 2a + 0a^2)d1^190d2^292 + (1 + 4a + 0a^2)d1^191d2^292 + (1 + 3a + 3a^2)d1^192d2^292 + (4 + 4a + 4a^2)d1^193d2^292 + (4 + 3a + 0a^2)d1^194d2^292 + (0 + 3a + 3a^2)d1^195d2^292 + (0 + 1a + 2a^2)d1^196d2^292 + (2 + 3a + 0a^2)d1^197d2^292 + (0 + 3a + 3a^2)d1^198d2^292 + (4 + 1a + 4a^2)d1^199d2^292 + (0 + 2a + 2a^2)d1^200d2^292 + (1 + 4a + 3a^2)d1^201d2^292 + (4 + 2a + 4a^2)d1^202d2^292 + (2 + 2a + 1a^2)d1^203d2^292 + (1 + 1a + 1a^2)d1^204d2^292 + (4 + 1a + 0a^2)d1^205d2^292 + (4 + 0a + 1a^2)d1^206d2^292 + (1 + 0a + 0a^2)d1^207d2^292 + (1 + 4a + 3a^2)d1^208d2^292 + (0 + 3a + 2a^2)d1^209d2^292 + (3 + 0a + 1a^2)d1^210d2^292 + (4 + 0a + 0a^2)d1^211d2^292 + (1 + 3a + 3a^2)d1^212d2^292 + (3 + 2a + 0a^2)d1^213d2^292 + (0 + 2a + 1a^2)d1^214d2^292 + (0 + 0a + 2a^2)d1^215d2^292 + (2 + 3a + 0a^2)d1^217d2^292 + (3 + 0a + 1a^2)d1^218d2^292 + (4 + 2a + 0a^2)d1^219d2^292 + (4 + 0a + 4a^2)d1^220d2^292 + (4 + 1a + 2a^2)d1^221d2^292 + (0 + 1a + 3a^2)d1^222d2^292 + (1 + 0a + 0a^2)d1^223d2^292 + (1 + 0a + 0a^2)d1^224d2^292 + (3 + 2a + 3a^2)d1^225d2^292 + (3 + 0a + 4a^2)d1^226d2^292 + (1 + 2a + 4a^2)d1^227d2^292 + (3 + 4a + 2a^2)d1^228d2^292 + (0 + 3a + 3a^2)d1^229d2^292 + (1 + 3a + 0a^2)d1^230d2^292 + (2 + 4a + 0a^2)d1^231d2^292 + (3 + 1a + 4a^2)d1^232d2^292 + (1 + 2a + 0a^2)d1^233d2^292 + (3 + 3a + 1a^2)d1^234d2^292 + (3 + 1a + 3a^2)d1^235d2^292 + (0 + 0a + 4a^2)d1^236d2^292 + (4 + 0a + 4a^2)d1^237d2^292 + (4 + 3a + 3a^2)d1^238d2^292 + (4 + 4a + 0a^2)d1^239d2^292 + (3 + 1a + 3a^2)d1^240d2^292 + (3 + 1a + 0a^2)d1^241d2^292 + (1 + 3a + 0a^2)d1^242d2^292 + (1 + 2a + 0a^2)d1^243d2^292 + (4 + 1a + 3a^2)d1^244d2^292 + (4 + 2a + 0a^2)d1^245d2^292 + (1 + 2a + 1a^2)d1^246d2^292 + (4 + 2a + 0a^2)d1^247d2^292 + (2 + 2a + 1a^2)d1^248d2^292 + (3 + 0a + 1a^2)d1^249d2^292 + (3 + 4a + 2a^2)d1^250d2^292 + (2 + 3a + 1a^2)d1^251d2^292 + (0 + 2a + 1a^2)d1^252d2^292 + (0 + 3a + 0a^2)d1^253d2^292 + (0 + 3a + 2a^2)d1^254d2^292 + (0 + 1a + 4a^2)d1^255d2^292 + (1 + 1a + 0a^2)d1^256d2^292 + (1 + 2a + 0a^2)d1^257d2^292 + (1 + 1a + 3a^2)d1^258d2^292 + (3 + 4a + 1a^2)d1^259d2^292 + (3 + 1a + 3a^2)d1^260d2^292 + (0 + 2a + 1a^2)d1^261d2^292 + (4 + 0a + 4a^2)d1^262d2^292 + (0 + 1a + 3a^2)d1^263d2^292 + (1 + 2a + 2a^2)d1^264d2^292 + (2 + 4a + 2a^2)d1^265d2^292 + (0 + 4a + 1a^2)d1^266d2^292 + (0 + 2a + 0a^2)d1^267d2^292 + (0 + 0a + 4a^2)d1^269d2^292 + (1 + 2a + 2a^2)d1^270d2^292 + (2 + 0a + 4a^2)d1^271d2^292 + (0 + 0a + 4a^2)d1^272d2^292 + (0 + 4a + 0a^2)d1^273d2^292 + (3 + 0a + 3a^2)d1^274d2^292 + (2 + 3a + 3a^2)d1^275d2^292 + (4 + 2a + 3a^2)d1^276d2^292 + (0 + 3a + 2a^2)d1^278d2^292 + (1 + 1a + 0a^2)d1^279d2^292 + (1 + 2a + 1a^2)d1^280d2^292 + (1 + 2a + 0a^2)d1^281d2^292 + (1 + 1a + 3a^2)d1^282d2^292 + (0 + 4a + 2a^2)d1^283d2^292 + (2 + 1a + 2a^2)d1^284d2^292 + (2 + 0a + 3a^2)d1^285d2^292 + (3 + 4a + 1a^2)d1^286d2^292 + (1 + 4a + 4a^2)d1^287d2^292 + (1 + 4a + 0a^2)d1^288d2^292 + (0 + 2a + 0a^2)d1^289d2^292 + (3 + 4a + 4a^2)d1^290d2^292 + (1 + 4a + 1a^2)d1^291d2^292 + (1 + 1a + 4a^2)d1^292d2^292 + (3 + 1a + 3a^2)d1^293d2^292
Message Bob to Alice:
(1 + 4a + 0a^2) + (2 + 2a + 4a^2)d1^1 + (3 + 3a + 2a^2)d1^2 + (1 + 4a + 4a^2)d1^3 + (3 + 2a + 0a^2)d1^4 + (1 + 2a + 3a^2)d1^5 + (4 + 4a + 4a^2)d1^6 + (2 + 3a + 4a^2)d1^7 + (1 + 0a + 0a^2)d1^8 + (2 + 2a + 2a^2)d1^9 + (3 + 3a + 2a^2)d1^10 + (1 + 1a + 1a^2)d1^11 + (3 + 3a + 1a^2)d1^12 + (4 + 3a + 1a^2)d1^13 + (1 + 2a + 1a^2)d1^14 + (4 + 2a + 2a^2)d1^15 + (4 + 1a + 4a^2)d1^16 + (3 + 3a + 4a^2)d1^17 + (1 + 4a + 3a^2)d1^18 + (3 + 2a + 2a^2)d1^20 + (1 + 0a + 3a^2)d1^21 + (3 + 4a + 3a^2)d1^22 + (0 + 2a + 4a^2)d1^23 + (1 + 3a + 3a^2)d1^24 + (0 + 1a + 1a^2)d1^25 + (3 + 3a + 0a^2)d1^26 + (0 + 3a + 1a^2)d1^27 + (2 + 2a + 4a^2)d1^28 + (1 + 1a + 2a^2)d1^29 + (2 + 2a + 2a^2)d1^30 + (3 + 0a + 3a^2)d1^31 + (4 + 2a + 1a^2)d1^32 + (2 + 4a + 4a^2)d1^33 + (4 + 3a + 4a^2)d1^34 + (3 + 0a + 1a^2)d1^35 + (4 + 0a + 3a^2)d1^36 + (2 + 4a + 4a^2)d1^37 + (2 + 3a + 1a^2)d1^38 + (2 + 4a + 3a^2)d1^39 + (0 + 3a + 3a^2)d1^40 + (2 + 2a + 1a^2)d1^41 + (0 + 2a + 1a^2)d1^42 + (4 + 0a + 0a^2)d1^43 + (3 + 1a + 3a^2)d1^44 + (0 + 0a + 4a^2)d1^45 + (3 + 2a + 0a^2)d1^46 + (2 + 0a + 3a^2)d1^47 + (3 + 4a + 0a^2)d1^48 + (4 + 4a + 4a^2)d1^49 + (3 + 4a + 2a^2)d1^50 + (0 + 1a + 3a^2)d1^51 + (4 + 1a + 4a^2)d1^52 + (0 + 4a + 4a^2)d1^53 + (2 + 0a + 1a^2)d1^54 + (4 + 3a + 0a^2)d1^55 + (4 + 0a + 3a^2)d1^56 + (1 + 3a + 1a^2)d1^57 + (4 + 0a + 4a^2)d1^58 + (2 + 1a + 0a^2)d1^59 + (4 + 2a + 0a^2)d1^60 + (0 + 2a + 0a^2)d1^61 + (1 + 3a + 2a^2)d1^62 + (1 + 4a + 1a^2)d1^63 + (0 + 4a + 0a^2)d1^64 + (1 + 3a + 2a^2)d1^65 + (3 + 3a + 4a^2)d1^66 + (3 + 4a + 0a^2)d1^67 + (3 + 0a + 3a^2)d1^68 + (0 + 3a + 4a^2)d1^69 + (1 + 2a + 3a^2)d1^70 + (3 + 1a + 0a^2)d1^71 + (3 + 0a + 2a^2)d1^72 + (3 + 3a + 3a^2)d1^73 + (2 + 3a + 3a^2)d1^74 + (2 + 2a + 3a^2)d1^75 + (2 + 3a + 4a^2)d1^76 + (0 + 3a + 0a^2)d1^77 + (3 + 1a + 1a^2)d1^78 + (0 + 3a + 4a^2)d1^79 + (3 + 1a + 3a^2)d1^80 + (4 + 0a + 0a^2)d1^81 + (4 + 3a + 4a^2)d1^82 + (2 + 3a + 3a^2)d1^83 + (1 + 4a + 4a^2)d1^84 + (3 + 2a + 3a^2)d1^85 + (4 + 1a + 0a^2)d1^86 + (4 + 4a + 3a^2)d1^87 + (2 + 1a + 4a^2)d1^88 + (2 + 0a + 2a^2)d1^89 + (0 + 3a + 4a^2)d1^90 + (3 + 0a + 0a^2)d1^91 + (1 + 1a + 2a^2)d1^92 + (1 + 0a + 2a^2)d1^93 + (4 + 4a + 4a^2)d1^94 + (0 + 3a + 2a^2)d1^95 + (1 + 2a + 3a^2)d1^96 + (2 + 2a + 2a^2)d1^97 + (4 + 3a + 2a^2)d1^98 + (0 + 3a + 3a^2)d1^99 + (1 + 3a + 4a^2)d1^100 + (1 + 3a + 4a^2)d1^101 + (1 + 0a + 4a^2)d1^102 + (2 + 4a + 3a^2)d1^103 + (3 + 4a + 4a^2)d1^104 + (4 + 3a + 0a^2)d1^105 + (1 + 1a + 3a^2)d1^106 + (0 + 0a + 3a^2)d1^107 + (4 + 4a + 3a^2)d1^108 + (2 + 2a + 2a^2)d1^109 + (0 + 3a + 0a^2)d1^110 + (2 + 3a + 3a^2)d1^111 + (1 + 2a + 2a^2)d1^112 + (1 + 4a + 4a^2)d1^113 + (1 + 2a + 1a^2)d1^114 + (0 + 2a + 3a^2)d1^115 + (4 + 3a + 3a^2)d1^116 + (3 + 4a + 2a^2)d1^117 + (3 + 4a + 1a^2)d1^118 + (3 + 4a + 2a^2)d1^119 + (1 + 3a + 2a^2)d1^120 + (2 + 4a + 3a^2)d1^121 + (3 + 0a + 4a^2)d1^122 + (4 + 4a + 1a^2)d1^123 + (0 + 2a + 0a^2)d1^124 + (1 + 2a + 3a^2)d1^125 + (2 + 3a + 4a^2)d1^126 + (0 + 2a + 3a^2)d1^127 + (0 + 3a + 4a^2)d1^128 + (0 + 1a + 2a^2)d1^129 + (3 + 4a + 2a^2)d1^130 + (1 + 4a + 4a^2)d1^131 + (4 + 2a + 0a^2)d1^132 + (4 + 3a + 2a^2)d1^133 + (3 + 1a + 4a^2)d1^134 + (4 + 1a + 4a^2)d1^135 + (1 + 1a + 4a^2)d1^136 + (4 + 4a + 1a^2)d1^137 + (4 + 4a + 2a^2)d1^138 + (3 + 1a + 4a^2)d1^139 + (3 + 1a + 1a^2)d1^140 + (2 + 0a + 3a^2)d1^141 + (4 + 0a + 0a^2)d1^142 + (1 + 0a + 0a^2)d1^143 + (4 + 1a + 2a^2)d1^144 + (0 + 2a + 1a^2)d1^145 + (1 + 2a + 0a^2)d1^146 + (4 + 2a + 3a^2)d1^147 + (3 + 4a + 0a^2)d1^148 + (2 + 0a + 0a^2)d1^149 + (4 + 3a + 3a^2)d1^150 + (3 + 1a + 0a^2)d1^151 + (4 + 2a + 1a^2)d1^152 + (2 + 4a + 1a^2)d1^153 + (4 + 1a + 1a^2)d1^154 + (1 + 0a + 0a^2)d1^155 + (2 + 1a + 1a^2)d1^156 + (1 + 3a + 4a^2)d1^157 + (1 + 3a + 2a^2)d1^158 + (4 + 2a + 0a^2)d1^159 + (2 + 4a + 4a^2)d1^160 + (1 + 4a + 3a^2)d1^161 + (2 + 3a + 4a^2)d1^162 + (1 + 2a + 1a^2)d1^163 + (0 + 1a + 2a^2)d1^164 + (0 + 2a + 2a^2)d1^165 + (4 + 3a + 0a^2)d1^166 + (4 + 0a + 1a^2)d1^167 + (3 + 0a + 4a^2)d1^168 + (0 + 3a + 0a^2)d1^169 + (3 + 3a + 2a^2)d1^170 + (2 + 2a + 1a^2)d1^171 + (2 + 4a + 0a^2)d1^172 + (0 + 4a + 3a^2)d1^173 + (1 + 4a + 1a^2)d1^174 + (3 + 4a + 4a^2)d1^175 + (3 + 4a + 3a^2)d1^176 + (3 + 3a + 3a^2)d1^177 + (3 + 2a + 3a^2)d1^178 + (1 + 1a + 3a^2)d1^179 + (4 + 0a + 2a^2)d1^180 + (2 + 0a + 0a^2)d1^181 + (0 + 2a + 4a^2)d1^182 + (3 + 2a + 3a^2)d1^183 + (2 + 0a + 4a^2)d1^184 + (4 + 3a + 2a^2)d1^185 + (1 + 2a + 3a^2)d1^186 + (0 + 3a + 4a^2)d1^187 + (3 + 0a + 2a^2)d1^188 + (1 + 2a + 3a^2)d1^189 + (4 + 0a + 1a^2)d1^190 + (1 + 2a + 3a^2)d1^191 + (1 + 2a + 3a^2)d1^192 + (4 + 0a + 1a^2)d1^193 + (2 + 3a + 1a^2)d1^194 + (2 + 3a + 4a^2)d1^195 + (3 + 3a + 3a^2)d1^196 + (4 + 4a + 3a^2)d1^197 + (2 + 0a + 2a^2)d1^198 + (1 + 0a + 0a^2)d1^199 + (0 + 2a + 0a^2)d1^200 + (1 + 4a + 4a^2)d1^201 + (4 + 1a + 1a^2)d1^202 + (3 + 3a + 1a^2)d1^203 + (3 + 4a + 2a^2)d1^204 + (2 + 4a + 1a^2)d1^205 + (4 + 1a + 4a^2)d1^206 + (1 + 3a + 4a^2)d1^207 + (3 + 0a + 0a^2)d1^208 + (4 + 3a + 2a^2)d1^209 + (3 + 4a + 0a^2)d1^210 + (4 + 2a + 2a^2)d1^211 + (1 + 0a + 2a^2)d1^212 + (2 + 2a + 3a^2)d1^213 + (3 + 1a + 0a^2)d1^214 + (3 + 4a + 0a^2)d1^215 + (4 + 4a + 3a^2)d1^216 + (4 + 4a + 1a^2)d1^217 + (4 + 3a + 3a^2)d1^218 + (0 + 1a + 3a^2)d1^219 + (2 + 4a + 1a^2)d1^220 + (2 + 0a + 4a^2)d1^221 + (4 + 4a + 4a^2)d1^222 + (0 + 2a + 0a^2)d1^223 + (0 + 2a + 1a^2)d1^224 + (2 + 0a + 3a^2)d1^225 + (2 + 4a + 4a^2)d1^226 + (1 + 0a + 2a^2)d1^227 + (3 + 1a + 0a^2)d1^228 + (4 + 3a + 4a^2)d1^229 + (4 + 4a + 2a^2)d1^230 + (2 + 1a + 3a^2)d1^231 + (1 + 3a + 1a^2)d1^232 + (0 + 0a + 4a^2)d1^233 + (4 + 3a + 3a^2)d1^234 + (4 + 1a + 0a^2)d1^235 + (0 + 4a + 3a^2)d1^236 + (4 + 3a + 2a^2)d1^237 + (2 + 3a + 3a^2)d1^238 + (2 + 0a + 4a^2)d1^239 + (4 + 1a + 2a^2)d1^240 + (2 + 0a + 0a^2)d1^241 + (2 + 0a + 0a^2)d1^242 + (2 + 2a + 3a^2)d1^243 + (2 + 2a + 0a^2)d1^245 + (4 + 2a + 3a^2)d1^246 + (0 + 4a + 4a^2)d1^247 + (3 + 4a + 3a^2)d1^248 + (3 + 2a + 1a^2)d1^249 + (0 + 1a + 3a^2)d1^250 + (4 + 2a + 4a^2)d1^251 + (4 + 3a + 2a^2)d1^252 + (3 + 3a + 1a^2)d1^253 + (1 + 0a + 1a^2)d1^254 + (1 + 3a + 2a^2)d1^255 + (3 + 3a + 4a^2)d1^256 + (0 + 4a + 0a^2)d1^257 + (0 + 0a + 1a^2)d1^258 + (0 + 4a + 2a^2)d1^259 + (0 + 1a + 2a^2)d1^260 + (4 + 2a + 2a^2)d1^261 + (3 + 0a + 3a^2)d1^262 + (3 + 2a + 2a^2)d1^263 + (2 + 2a + 0a^2)d1^264 + (2 + 3a + 3a^2)d1^265 + (2 + 4a + 1a^2)d1^266 + (1 + 0a + 1a^2)d1^267 + (1 + 2a + 3a^2)d1^268 + (3 + 4a + 1a^2)d1^269 + (1 + 3a + 0a^2)d1^270 + (2 + 1a + 3a^2)d1^271 + (3 + 4a + 1a^2)d1^272 + (4 + 4a + 3a^2)d1^273 + (1 + 1a + 2a^2)d1^274 + (1 + 4a + 4a^2)d1^275 + (4 + 2a + 4a^2)d1^276 + (2 + 0a + 3a^2)d1^277 + (0 + 3a + 4a^2)d1^278 + (3 + 0a + 0a^2)d1^279 + (1 + 0a + 1a^2)d1^280 + (0 + 1a + 2a^2)d1^281 + (2 + 3a + 3a^2)d1^282 + (2 + 3a + 4a^2)d1^283 + (3 + 4a + 4a^2)d1^284 + (2 + 2a + 2a^2)d1^285 + (3 + 3a + 1a^2)d1^286 + (3 + 0a + 4a^2)d1^287 + (1 + 3a + 0a^2)d1^288 + (4 + 3a + 3a^2)d1^289 + (1 + 0a + 0a^2)d1^290 + (0 + 3a + 1a^2)d1^291 + (2 + 0a + 3a^2)d1^292 + (3 + 2a + 3a^2)d1^293 + (1 + 0a + 1a^2)d2^1 + (0 + 1a + 4a^2)d1^1d2^1 + (4 + 1a + 3a^2)d1^2d2^1 + (4 + 2a + 3a^2)d1^3d2^1 + (4 + 1a + 0a^2)d1^4d2^1 + (0 + 0a + 3a^2)d1^5d2^1 + (1 + 1a + 0a^2)d1^6d2^1 + (4 + 3a + 4a^2)d1^7d2^1 + (0 + 4a + 0a^2)d1^8d2^1 + (3 + 4a + 0a^2)d1^9d2^1 + (2 + 4a + 0a^2)d1^10d2^1 + (2 + 4a + 1a^2)d1^11d2^1 + (4 + 4a + 4a^2)d1^12d2^1 + (0 + 4a + 2a^2)d1^13d2^1 + (4 + 2a + 3a^2)d1^14d2^1 + (2 + 4a + 0a^2)d1^15d2^1 + (1 + 4a + 4a^2)d1^16d2^1 + (4 + 3a + 4a^2)d1^17d2^1 + (2 + 1a + 2a^2)d1^18d2^1 + (2 + 0a + 4a^2)d1^19d2^1 + (2 + 3a + 2a^2)d1^20d2^1 + (3 + 2a + 1a^2)d1^21d2^1 + (3 + 4a + 3a^2)d1^22d2^1 + (2 + 3a + 4a^2)d1^23d2^1 + (2 + 2a + 4a^2)d1^24d2^1 + (4 + 1a + 1a^2)d1^25d2^1 + (2 + 1a + 2a^2)d1^26d2^1 + (0 + 1a + 0a^2)d1^27d2^1 + (2 + 1a + 2a^2)d1^28d2^1 + (3 + 0a + 2a^2)d1^29d2^1 + (1 + 1a + 3a^2)d1^30d2^1 + (3 + 2a + 1a^2)d1^31d2^1 + (4 + 3a + 1a^2)d1^32d2^1 + (1 + 1a + 3a^2)d1^33d2^1 + (1 + 3a + 0a^2)d1^34d2^1 + (0 + 1a + 1a^2)d1^35d2^1 + (0 + 1a + 1a^2)d1^36d2^1 + (4 + 0a + 1a^2)d1^37d2^1 + (2 + 2a + 3a^2)d1^38d2^1 + (3 + 0a + 3a^2)d1^39d2^1 + (3 + 2a + 2a^2)d1^40d2^1 + (3 + 4a + 1a^2)d1^41d2^1 + (1 + 0a + 2a^2)d1^42d2^1 + (1 + 1a + 1a^2)d1^43d2^1 + (0 + 0a + 2a^2)d1^44d2^1 + (0 + 3a + 1a^2)d1^45d2^1 + (1 + 4a + 4a^2)d1^46d2^1 + (0 + 3a + 3a^2)d1^47d2^1 + (1 + 3a + 1a^2)d1^48d2^1 + (4 + 0a + 4a^2)d1^49d2^1 + (3 + 4a + 2a^2)d1^50d2^1 + (0 + 0a + 2a^2)d1^51d2^1 + (3 + 3a + 3a^2)d1^52d2^1 + (0 + 1a + 4a^2)d1^53d2^1 + (3 + 0a + 4a^2)d1^54d2^1 + (4 + 4a + 4a^2)d1^55d2^1 + (2 + 4a + 2a^2)d1^56d2^1 + (1 + 1a + 1a^2)d1^57d2^1 + (4 + 3a + 3a^2)d1^58d2^1 + (3 + 3a + 0a^2)d1^59d2^1 + (3 + 0a + 2a^2)d1^60d2^1 + (1 + 3a + 1a^2)d1^61d2^1 + (0 + 4a + 1a^2)d1^62d2^1 + (2 + 3a + 4a^2)d1^63d2^1 + (1 + 3a + 4a^2)d1^64d2^1 + (0 + 3a + 4a^2)d1^65d2^1 + (3 + 4a + 4a^2)d1^66d2^1 + (3 + 2a + 1a^2)d1^67d2^1 + (3 + 2a + 2a^2)d1^68d2^1 + (2 + 2a + 4a^2)d1^69d2^1 + (3 + 1a + 4a^2)d1^70d2^1 + (1 + 1a + 2a^2)d1^71d2^1 + (0 + 2a + 1a^2)d1^72d2^1 + (3 + 0a + 3a^2)d1^73d2^1 + (1 + 2a + 3a^2)d1^74d2^1 + (1 + 2a + 1a^2)d1^75d2^1 + (4 + 2a + 2a^2)d1^76d2^1 + (1 + 2a + 4a^2)d1^77d2^1 + (0 + 4a + 3a^2)d1^78d2^1 + (3 + 1a + 0a^2)d1^79d2^1 + (2 + 1a + 2a^2)d1^80d2^1 + (1 + 4a + 4a^2)d1^81d2^1 + (2 + 3a + 2a^2)d1^82d2^1 + (2 + 0a + 3a^2)d1^83d2^1 + (2 + 2a + 2a^2)d1^84d2^1 + (4 + 0a + 1a^2)d1^85d2^1 + (2 + 1a + 1a^2)d1^86d2^1 + (0 + 1a + 1a^2)d1^87d2^1 + (4 + 0a + 1a^2)d1^88d2^1 + (2 + 3a + 1a^2)d1^89d2^1 + (2 + 2a + 2a^2)d1^90d2^1 + (4 + 0a + 3a^2)d1^91d2^1 + (3 + 0a + 4a^2)d1^92d2^1 + (4 + 1a + 4a^2)d1^93d2^1 + (1 + 0a + 2a^2)d1^94d2^1 + (2 + 3a + 3a^2)d1^95d2^1 + (4 + 3a + 4a^2)d1^96d2^1 + (0 + 4a + 3a^2)d1^97d2^1 + (4 + 2a + 3a^2)d1^98d2^1 + (2 + 0a + 3a^2)d1^99d2^1 + (2 + 2a + 0a^2)d1^100d2^1 + (0 + 4a + 0a^2)d1^101d2^1 + (3 + 1a + 3a^2)d1^102d2^1 + (1 + 0a + 2a^2)d1^103d2^1 + (2 + 0a + 4a^2)d1^104d2^1 + (4 + 0a + 4a^2)d1^105d2^1 + (4 + 0a + 4a^2)d1^106d2^1 + (1 + 1a + 1a^2)d1^107d2^1 + (0 + 4a + 3a^2)d1^108d2^1 + (4 + 1a + 1a^2)d1^109d2^1 + (1 + 0a + 4a^2)d1^110d2^1 + (0 + 3a + 1a^2)d1^111d2^1 + (1 + 0a + 0a^2)d1^112d2^1 + (1 + 3a + 0a^2)d1^113d2^1 + (3 + 3a + 3a^2)d1^114d2^1 + (2 + 4a + 3a^2)d1^115d2^1 + (3 + 1a + 3a^2)d1^116d2^1 + (3 + 4a + 0a^2)d1^117d2^1 + (0 + 2a + 2a^2)d1^118d2^1 + (2 + 0a + 0a^2)d1^119d2^1 + (0 + 0a + 4a^2)d1^120d2^1 + (0 + 1a + 0a^2)d1^121d2^1 + (1 + 0a + 4a^2)d1^122d2^1 + (3 + 4a + 2a^2)d1^123d2^1 + (3 + 2a + 1a^2)d1^124d2^1 + (2 + 4a + 0a^2)d1^125d2^1 + (4 + 2a + 1a^2)d1^126d2^1 + (3 + 3a + 3a^2)d1^127d2^1 + (0 + 3a + 0a^2)d1^128d2^1 + (1 + 1a + 3a^2)d1^129d2^1 + (3 + 3a + 4a^2)d1^130d2^1 + (2 + 4a + 3a^2)d1^131d2^1 + (0 + 2a + 3a^2)d1^132d2^1 + (0 + 0a + 4a^2)d1^133d2^1 + (1 + 1a + 3a^2)d1^134d2^1 + (0 + 2a + 4a^2)d1^135d2^1 + (4 + 4a + 4a^2)d1^136d2^1 + (0 + 3a + 0a^2)d1^137d2^1 + (0 + 2a + 4a^2)d1^138d2^1 + (0 + 4a + 2a^2)d1^139d2^1 + (0 + 1a + 0a^2)d1^140d2^1 + (1 + 4a + 4a^2)d1^141d2^1 + (4 + 0a + 2a^2)d1^142d2^1 + (1 + 1a + 3a^2)d1^143d2^1 + (3 + 1a + 1a^2)d1^144d2^1 + (1 + 1a + 4a^2)d1^145d2^1 + (0 + 2a + 0a^2)d1^146d2^1 + (4 + 2a + 4a^2)d1^147d2^1 + (4 + 2a + 2a^2)d1^148d2^1 + (3 + 2a + 0a^2)d1^149d2^1 + (3 + 4a + 1a^2)d1^150d2^1 + (1 + 0a + 1a^2)d1^151d2^1 + (1 + 0a + 0a^2)d1^152d2^1 + (4 + 2a + 0a^2)d1^153d2^1 + (4 + 2a + 2a^2)d1^154d2^1 + (3 + 3a + 4a^2)d1^155d2^1 + (0 + 4a + 0a^2)d1^156d2^1 + (2 + 0a + 4a^2)d1^157d2^1 + (3 + 4a + 3a^2)d1^158d2^1 + (3 + 1a + 2a^2)d1^159d2^1 + (1 + 2a + 4a^2)d1^160d2^1 + (0 + 2a + 4a^2)d1^161d2^1 + (4 + 1a + 2a^2)d1^162d2^1 + (2 + 2a + 3a^2)d1^163d2^1 + (2 + 2a + 4a^2)d1^164d2^1 + (0 + 1a + 0a^2)d1^165d2^1 + (4 + 2a + 4a^2)d1^166d2^1 + (4 + 2a + 1a^2)d1^167d2^1 + (2 + 0a + 4a^2)d1^168d2^1 + (3 + 3a + 3a^2)d1^169d2^1 + (3 + 1a + 2a^2)d1^170d2^1 + (2 + 1a + 2a^2)d1^171d2^1 + (2 + 2a + 3a^2)d1^172d2^1 + (2 + 1a + 2a^2)d1^173d2^1 + (3 + 4a + 3a^2)d1^174d2^1 + (4 + 2a + 4a^2)d1^175d2^1 + (0 + 3a + 0a^2)d1^176d2^1 + (4 + 2a + 1a^2)d1^177d2^1 + (3 + 4a + 1a^2)d1^178d2^1 + (3 + 4a + 4a^2)d1^179d2^1 + (3 + 0a + 2a^2)d1^180d2^1 + (1 + 1a + 3a^2)d1^181d2^1 + (2 + 0a + 3a^2)d1^182d2^1 + (2 + 3a + 0a^2)d1^183d2^1 + (4 + 1a + 2a^2)d1^184d2^1 + (2 + 1a + 1a^2)d1^185d2^1 + (0 + 1a + 3a^2)d1^186d2^1 + (0 + 4a + 4a^2)d1^187d2^1 + (2 + 0a + 1a^2)d1^188d2^1 + (4 + 0a + 3a^2)d1^189d2^1 + (3 + 3a + 0a^2)d1^190d2^1 + (3 + 0a + 4a^2)d1^191d2^1 + (2 + 4a + 0a^2)d1^192d2^1 + (2 + 1a + 0a^2)d1^193d2^1 + (3 + 4a + 3a^2)d1^194d2^1 + (4 + 2a + 2a^2)d1^195d2^1 + (1 + 0a + 4a^2)d1^196d2^1 + (1 + 2a + 2a^2)d1^197d2^1 + (2 + 1a + 2a^2)d1^198d2^1 + (3 + 4a + 1a^2)d1^199d2^1 + (2 + 2a + 2a^2)d1^200d2^1 + (0 + 1a + 2a^2)d1^201d2^1 + (4 + 3a + 1a^2)d1^202d2^1 + (0 + 3a + 1a^2)d1^203d2^1 + (0 + 3a + 3a^2)d1^204d2^1 + (4 + 4a + 0a^2)d1^205d2^1 + (0 + 1a + 0a^2)d1^206d2^1 + (4 + 2a + 3a^2)d1^207d2^1 + (0 + 0a + 4a^2)d1^208d2^1 + (4 + 3a + 3a^2)d1^209d2^1 + (3 + 2a + 3a^2)d1^210d2^1 + (0 + 1a + 0a^2)d1^211d2^1 + (2 + 2a + 1a^2)d1^212d2^1 + (2 + 4a + 0a^2)d1^213d2^1 + (2 + 0a + 3a^2)d1^214d2^1 + (4 + 2a + 2a^2)d1^215d2^1 + (3 + 4a + 4a^2)d1^216d2^1 + (3 + 3a + 0a^2)d1^217d2^1 + (4 + 2a + 4a^2)d1^218d2^1 + (1 + 1a + 4a^2)d1^219d2^1 + (2 + 0a + 0a^2)d1^220d2^1 + (4 + 0a + 0a^2)d1^221d2^1 + (3 + 1a + 0a^2)d1^222d2^1 + (3 + 2a + 1a^2)d1^223d2^1 + (0 + 4a + 0a^2)d1^224d2^1 + (1 + 1a + 2a^2)d1^225d2^1 + (2 + 1a + 4a^2)d1^226d2^1 + (1 + 1a + 0a^2)d1^227d2^1 + (3 + 4a + 3a^2)d1^228d2^1 + (1 + 1a + 4a^2)d1^229d2^1 + (4 + 1a + 0a^2)d1^230d2^1 + (3 + 0a + 3a^2)d1^231d2^1 + (4 + 1a + 2a^2)d1^232d2^1 + (3 + 2a + 2a^2)d1^233d2^1 + (0 + 2a + 2a^2)d1^234d2^1 + (1 + 4a + 1a^2)d1^235d2^1 + (2 + 3a + 1a^2)d1^236d2^1 + (1 + 4a + 2a^2)d1^237d2^1 + (3 + 3a + 4a^2)d1^238d2^1 + (0 + 2a + 3a^2)d1^239d2^1 + (3 + 1a + 0a^2)d1^240d2^1 + (1 + 4a + 4a^2)d1^241d2^1 + (3 + 1a + 0a^2)d1^242d2^1 + (2 + 1a + 3a^2)d1^243d2^1 + (0 + 2a + 0a^2)d1^244d2^1 + (0 + 0a + 1a^2)d1^245d2^1 + (3 + 1a + 2a^2)d1^246d2^1 + (4 + 1a + 3a^2)d1^247d2^1 + (4 + 0a + 2a^2)d1^248d2^1 + (3 + 0a + 0a^2)d1^249d2^1 + (3 + 0a + 3a^2)d1^250d2^1 + (0 + 4a + 4a^2)d1^251d2^1 + (0 + 2a + 2a^2)d1^252d2^1 + (3 + 0a + 3a^2)d1^253d2^1 + (2 + 1a + 3a^2)d1^254d2^1 + (4 + 1a + 1a^2)d1^255d2^1 + (4 + 1a + 0a^2)d1^256d2^1 + (3 + 4a + 1a^2)d1^257d2^1 + (4 + 3a + 2a^2)d1^258d2^1 + (0 + 4a + 2a^2)d1^259d2^1 + (0 + 3a + 4a^2)d1^260d2^1 + (3 + 3a + 1a^2)d1^261d2^1 + (3 + 0a + 2a^2)d1^262d2^1 + (0 + 3a + 3a^2)d1^263d2^1 + (3 + 0a + 0a^2)d1^264d2^1 + (3 + 0a + 1a^2)d1^265d2^1 + (0 + 0a + 4a^2)d1^266d2^1 + (2 + 3a + 1a^2)d1^267d2^1 + (1 + 4a + 4a^2)d1^268d2^1 + (4 + 0a + 3a^2)d1^269d2^1 + (0 + 4a + 1a^2)d1^270d2^1 + (0 + 2a + 2a^2)d1^271d2^1 + (2 + 3a + 1a^2)d1^272d2^1 + (1 + 4a + 0a^2)d1^273d2^1 + (2 + 3a + 4a^2)d1^274d2^1 + (1 + 2a + 1a^2)d1^275d2^1 + (4 + 3a + 0a^2)d1^276d2^1 + (3 + 0a + 4a^2)d1^277d2^1 + (0 + 1a + 4a^2)d1^278d2^1 + (4 + 0a + 1a^2)d1^279d2^1 + (4 + 2a + 0a^2)d1^280d2^1 + (4 + 0a + 0a^2)d1^281d2^1 + (0 + 3a + 2a^2)d1^282d2^1 + (1 + 0a + 0a^2)d1^283d2^1 + (3 + 1a + 4a^2)d1^284d2^1 + (4 + 1a + 2a^2)d1^285d2^1 + (1 + 1a + 2a^2)d1^286d2^1 + (3 + 3a + 4a^2)d1^287d2^1 + (2 + 0a + 3a^2)d1^288d2^1 + (2 + 3a + 3a^2)d1^289d2^1 + (0 + 2a + 4a^2)d1^290d2^1 + (0 + 3a + 4a^2)d1^291d2^1 + (0 + 0a + 4a^2)d1^292d2^1 + (1 + 2a + 1a^2)d1^293d2^1 + (2 + 3a + 2a^2)d2^2 + (2 + 0a + 3a^2)d1^1d2^2 + (2 + 0a + 1a^2)d1^2d2^2 + (3 + 4a + 3a^2)d1^3d2^2 + (2 + 2a + 4a^2)d1^4d2^2 + (4 + 2a + 3a^2)d1^5d2^2 + (4 + 2a + 2a^2)d1^6d2^2 + (1 + 1a + 1a^2)d1^7d2^2 + (2 + 3a + 3a^2)d1^8d2^2 + (3 + 4a + 1a^2)d1^9d2^2 + (1 + 0a + 3a^2)d1^10d2^2 + (3 + 4a + 2a^2)d1^11d2^2 + (2 + 1a + 4a^2)d1^12d2^2 + (2 + 4a + 4a^2)d1^13d2^2 + (1 + 0a + 1a^2)d1^15d2^2 + (4 + 4a + 0a^2)d1^16d2^2 + (4 + 0a + 1a^2)d1^17d2^2 + (1 + 2a + 4a^2)d1^18d2^2 + (3 + 0a + 3a^2)d1^19d2^2 + (1 + 0a + 0a^2)d1^20d2^2 + (2 + 0a + 1a^2)d1^21d2^2 + (3 + 4a + 0a^2)d1^22d2^2 + (3 + 4a + 2a^2)d1^23d2^2 + (4 + 3a + 4a^2)d1^24d2^2 + (4 + 1a + 4a^2)d1^25d2^2 + (2 + 4a + 1a^2)d1^26d2^2 + (2 + 3a + 3a^2)d1^27d2^2 + (3 + 2a + 1a^2)d1^28d2^2 + (4 + 2a + 0a^2)d1^29d2^2 + (3 + 0a + 4a^2)d1^30d2^2 + (2 + 3a + 2a^2)d1^31d2^2 + (1 + 4a + 3a^2)d1^32d2^2 + (4 + 0a + 3a^2)d1^33d2^2 + (4 + 1a + 1a^2)d1^34d2^2 + (1 + 0a + 0a^2)d1^35d2^2 + (2 + 2a + 2a^2)d1^36d2^2 + (4 + 0a + 3a^2)d1^37d2^2 + (3 + 4a + 3a^2)d1^38d2^2 + (4 + 0a + 4a^2)d1^39d2^2 + (3 + 2a + 4a^2)d1^40d2^2 + (0 + 2a + 2a^2)d1^41d2^2 + (4 + 3a + 3a^2)d1^42d2^2 + (0 + 2a + 3a^2)d1^43d2^2 + (0 + 0a + 3a^2)d1^44d2^2 + (0 + 4a + 1a^2)d1^45d2^2 + (1 + 0a + 0a^2)d1^46d2^2 + (3 + 0a + 0a^2)d1^47d2^2 + (1 + 3a + 1a^2)d1^48d2^2 + (2 + 3a + 2a^2)d1^49d2^2 + (4 + 1a + 2a^2)d1^50d2^2 + (1 + 0a + 4a^2)d1^51d2^2 + (2 + 0a + 3a^2)d1^52d2^2 + (4 + 1a + 2a^2)d1^53d2^2 + (2 + 1a + 3a^2)d1^54d2^2 + (3 + 4a + 1a^2)d1^55d2^2 + (3 + 3a + 3a^2)d1^56d2^2 + (1 + 0a + 3a^2)d1^57d2^2 + (3 + 1a + 4a^2)d1^58d2^2 + (2 + 3a + 1a^2)d1^59d2^2 + (4 + 3a + 1a^2)d1^60d2^2 + (1 + 2a + 3a^2)d1^61d2^2 + (2 + 4a + 2a^2)d1^62d2^2 + (0 + 4a + 3a^2)d1^63d2^2 + (2 + 4a + 3a^2)d1^64d2^2 + (2 + 3a + 0a^2)d1^65d2^2 + (1 + 0a + 0a^2)d1^66d2^2 + (3 + 1a + 1a^2)d1^67d2^2 + (1 + 4a + 2a^2)d1^68d2^2 + (4 + 1a + 1a^2)d1^69d2^2 + (2 + 0a + 0a^2)d1^70d2^2 + (0 + 2a + 3a^2)d1^71d2^2 + (1 + 0a + 0a^2)d1^72d2^2 + (4 + 3a + 4a^2)d1^73d2^2 + (1 + 0a + 0a^2)d1^74d2^2 + (4 + 2a + 3a^2)d1^75d2^2 + (2 + 2a + 1a^2)d1^76d2^2 + (0 + 2a + 2a^2)d1^77d2^2 + (4 + 0a + 0a^2)d1^78d2^2 + (0 + 4a + 1a^2)d1^79d2^2 + (1 + 3a + 0a^2)d1^80d2^2 + (2 + 3a + 3a^2)d1^81d2^2 + (3 + 0a + 3a^2)d1^82d2^2 + (1 + 0a + 2a^2)d1^83d2^2 + (1 + 2a + 4a^2)d1^84d2^2 + (0 + 0a + 4a^2)d1^85d2^2 + (0 + 1a + 3a^2)d1^86d2^2 + (3 + 3a + 4a^2)d1^87d2^2 + (1 + 2a + 2a^2)d1^88d2^2 + (0 + 2a + 2a^2)d1^89d2^2 + (4 + 4a + 1a^2)d1^90d2^2 + (3 + 4a + 0a^2)d1^91d2^2 + (2 + 3a + 1a^2)d1^92d2^2 + (4 + 1a + 2a^2)d1^93d2^2 + (1 + 3a + 4a^2)d1^94d2^2 + (2 + 4a + 4a^2)d1^95d2^2 + (4 + 2a + 2a^2)d1^96d2^2 + (3 + 3a + 4a^2)d1^97d2^2 + (4 + 2a + 0a^2)d1^98d2^2 + (3 + 0a + 2a^2)d1^99d2^2 + (1 + 2a + 4a^2)d1^100d2^2 + (1 + 3a + 0a^2)d1^101d2^2 + (4 + 2a + 3a^2)d1^102d2^2 + (2 + 4a + 1a^2)d1^103d2^2 + (1 + 3a + 4a^2)d1^104d2^2 + (1 + 4a + 3a^2)d1^105d2^2 + (2 + 3a + 3a^2)d1^106d2^2 + (3 + 0a + 4a^2)d1^107d2^2 + (0 + 3a + 3a^2)d1^108d2^2 + (4 + 1a + 4a^2)d1^109d2^2 + (2 + 2a + 2a^2)d1^110d2^2 + (3 + 1a + 2a^2)d1^111d2^2 + (3 + 4a + 1a^2)d1^112d2^2 + (0 + 4a + 0a^2)d1^113d2^2 + (3 + 2a + 1a^2)d1^114d2^2 + (1 + 2a + 2a^2)d1^115d2^2 + (0 + 1a + 0a^2)d1^116d2^2 + (2 + 1a + 4a^2)d1^117d2^2 + (2 + 4a + 4a^2)d1^118d2^2 + (1 + 4a + 2a^2)d1^119d2^2 + (1 + 0a + 2a^2)d1^120d2^2 + (4 + 2a + 3a^2)d1^121d2^2 + (2 + 4a + 1a^2)d1^122d2^2 + (3 + 3a + 4a^2)d1^123d2^2 + (4 + 4a + 0a^2)d1^124d2^2 + (3 + 3a + 2a^2)d1^125d2^2 + (3 + 1a + 1a^2)d1^126d2^2 + (3 + 1a + 0a^2)d1^127d2^2 + (0 + 1a + 4a^2)d1^128d2^2 + (2 + 2a + 2a^2)d1^129d2^2 + (3 + 3a + 0a^2)d1^130d2^2 + (3 + 2a + 2a^2)d1^131d2^2 + (3 + 0a + 3a^2)d1^132d2^2 + (0 + 0a + 1a^2)d1^133d2^2 + (3 + 2a + 1a^2)d1^134d2^2 + (3 + 0a + 1a^2)d1^135d2^2 + (4 + 3a + 2a^2)d1^136d2^2 + (2 + 3a + 4a^2)d1^137d2^2 + (0 + 1a + 4a^2)d1^138d2^2 + (2 + 3a + 1a^2)d1^139d2^2 + (4 + 2a + 2a^2)d1^140d2^2 + (0 + 4a + 0a^2)d1^141d2^2 + (4 + 0a + 0a^2)d1^142d2^2 + (0 + 0a + 4a^2)d1^143d2^2 + (1 + 2a + 3a^2)d1^144d2^2 + (2 + 3a + 3a^2)d1^145d2^2 + (4 + 0a + 2a^2)d1^146d2^2 + (3 + 3a + 2a^2)d1^147d2^2 + (4 + 2a + 3a^2)d1^148d2^2 + (0 + 3a + 0a^2)d1^149d2^2 + (0 + 4a + 3a^2)d1^150d2^2 + (3 + 4a + 4a^2)d1^151d2^2 + (0 + 0a + 4a^2)d1^152d2^2 + (0 + 2a + 3a^2)d1^153d2^2 + (1 + 2a + 4a^2)d1^154d2^2 + (3 + 4a + 2a^2)d1^155d2^2 + (3 + 1a + 4a^2)d1^156d2^2 + (4 + 0a + 1a^2)d1^157d2^2 + (3 + 1a + 0a^2)d1^158d2^2 + (3 + 1a + 2a^2)d1^159d2^2 + (4 + 3a + 0a^2)d1^160d2^2 + (0 + 3a + 2a^2)d1^161d2^2 + (1 + 3a + 0a^2)d1^162d2^2 + (1 + 4a + 1a^2)d1^163d2^2 + (1 + 4a + 4a^2)d1^164d2^2 + (3 + 2a + 0a^2)d1^165d2^2 + (2 + 2a + 2a^2)d1^166d2^2 + (0 + 4a + 4a^2)d1^167d2^2 + (4 + 4a + 1a^2)d1^169d2^2 + (2 + 2a + 3a^2)d1^170d2^2 + (1 + 4a + 1a^2)d1^171d2^2 + (3 + 0a + 1a^2)d1^172d2^2 + (3 + 3a + 1a^2)d1^173d2^2 + (2 + 0a + 1a^2)d1^174d2^2 + (2 + 4a + 1a^2)d1^175d2^2 + (4 + 3a + 2a^2)d1^176d2^2 + (3 + 4a + 3a^2)d1^177d2^2 + (3 + 1a + 0a^2)d1^178d2^2 + (0 + 4a + 3a^2)d1^179d2^2 + (4 + 0a + 3a^2)d1^180d2^2 + (4 + 0a + 4a^2)d1^181d2^2 + (3 + 4a + 0a^2)d1^182d2^2 + (1 + 0a + 2a^2)d1^183d2^2 + (0 + 0a + 4a^2)d1^184d2^2 + (3 + 4a + 1a^2)d1^185d2^2 + (1 + 1a + 0a^2)d1^186d2^2 + (1 + 1a + 1a^2)d1^187d2^2 + (3 + 4a + 0a^2)d1^188d2^2 + (0 + 1a + 4a^2)d1^189d2^2 + (3 + 1a + 0a^2)d1^190d2^2 + (3 + 1a + 3a^2)d1^191d2^2 + (1 + 3a + 4a^2)d1^192d2^2 + (0 + 0a + 4a^2)d1^193d2^2 + (2 + 2a + 1a^2)d1^194d2^2 + (4 + 0a + 4a^2)d1^195d2^2 + (0 + 0a + 1a^2)d1^196d2^2 + (0 + 3a + 4a^2)d1^197d2^2 + (2 + 1a + 4a^2)d1^198d2^2 + (1 + 3a + 3a^2)d1^199d2^2 + (2 + 1a + 4a^2)d1^200d2^2 + (0 + 2a + 4a^2)d1^201d2^2 + (1 + 0a + 1a^2)d1^202d2^2 + (4 + 4a + 4a^2)d1^203d2^2 + (1 + 2a + 3a^2)d1^204d2^2 + (0 + 3a + 1a^2)d1^205d2^2 + (4 + 2a + 1a^2)d1^206d2^2 + (4 + 4a + 4a^2)d1^207d2^2 + (2 + 0a + 4a^2)d1^208d2^2 + (2 + 1a + 4a^2)d1^209d2^2 + (2 + 1a + 4a^2)d1^210d2^2 + (1 + 4a + 4a^2)d1^211d2^2 + (0 + 2a + 1a^2)d1^212d2^2 + (0 + 3a + 2a^2)d1^213d2^2 + (0 + 1a + 2a^2)d1^214d2^2 + (1 + 2a + 0a^2)d1^215d2^2 + (4 + 4a + 2a^2)d1^216d2^2 + (4 + 0a + 3a^2)d1^217d2^2 + (1 + 0a + 0a^2)d1^218d2^2 + (1 + 1a + 3a^2)d1^219d2^2 + (2 + 2a + 1a^2)d1^220d2^2 + (4 + 4a + 0a^2)d1^221d2^2 + (2 + 0a + 0a^2)d1^222d2^2 + (3 + 1a + 0a^2)d1^223d2^2 + (4 + 3a + 3a^2)d1^224d2^2 + (4 + 0a + 3a^2)d1^225d2^2 + (4 + 3a + 2a^2)d1^226d2^2 + (3 + 4a + 0a^2)d1^227d2^2 + (3 + 4a + 1a^2)d1^228d2^2 + (0 + 3a + 2a^2)d1^229d2^2 + (2 + 4a + 3a^2)d1^230d2^2 + (2 + 2a + 4a^2)d1^231d2^2 + (1 + 3a + 0a^2)d1^232d2^2 + (3 + 1a + 4a^2)d1^233d2^2 + (2 + 3a + 1a^2)d1^234d2^2 + (4 + 1a + 1a^2)d1^235d2^2 + (4 + 0a + 1a^2)d1^236d2^2 + (3 + 3a + 2a^2)d1^237d2^2 + (0 + 2a + 2a^2)d1^238d2^2 + (0 + 4a + 4a^2)d1^239d2^2 + (2 + 1a + 0a^2)d1^240d2^2 + (1 + 4a + 1a^2)d1^241d2^2 + (1 + 0a + 0a^2)d1^242d2^2 + (1 + 2a + 1a^2)d1^243d2^2 + (4 + 2a + 4a^2)d1^244d2^2 + (4 + 3a + 3a^2)d1^245d2^2 + (4 + 2a + 2a^2)d1^246d2^2 + (0 + 3a + 3a^2)d1^247d2^2 + (1 + 2a + 4a^2)d1^248d2^2 + (2 + 1a + 3a^2)d1^249d2^2 + (4 + 4a + 1a^2)d1^250d2^2 + (4 + 4a + 3a^2)d1^251d2^2 + (4 + 3a + 3a^2)d1^252d2^2 + (2 + 3a + 2a^2)d1^253d2^2 + (3 + 1a + 0a^2)d1^254d2^2 + (4 + 1a + 3a^2)d1^255d2^2 + (2 + 0a + 3a^2)d1^256d2^2 + (4 + 1a + 3a^2)d1^257d2^2 + (2 + 0a + 3a^2)d1^258d2^2 + (1 + 4a + 3a^2)d1^259d2^2 + (3 + 0a + 3a^2)d1^260d2^2 + (4 + 1a + 2a^2)d1^261d2^2 + (0 + 0a + 1a^2)d1^262d2^2 + (3 + 4a + 4a^2)d1^263d2^2 + (1 + 4a + 3a^2)d1^264d2^2 + (2 + 3a + 3a^2)d1^265d2^2 + (4 + 3a + 2a^2)d1^266d2^2 + (4 + 4a + 3a^2)d1^267d2^2 + (3 + 0a + 3a^2)d1^268d2^2 + (4 + 3a + 3a^2)d1^269d2^2 + (4 + 1a + 3a^2)d1^270d2^2 + (3 + 0a + 0a^2)d1^271d2^2 + (4 + 2a + 0a^2)d1^272d2^2 + (2 + 4a + 2a^2)d1^273d2^2 + (0 + 2a + 3a^2)d1^274d2^2 + (2 + 0a + 2a^2)d1^275d2^2 + (0 + 4a + 3a^2)d1^276d2^2 + (0 + 3a + 3a^2)d1^277d2^2 + (4 + 1a + 0a^2)d1^278d2^2 + (3 + 4a + 1a^2)d1^279d2^2 + (3 + 4a + 2a^2)d1^280d2^2 + (1 + 0a + 0a^2)d1^281d2^2 + (2 + 2a + 2a^2)d1^282d2^2 + (2 + 2a + 1a^2)d1^283d2^2 + (2 + 4a + 2a^2)d1^284d2^2 + (3 + 0a + 0a^2)d1^285d2^2 + (1 + 4a + 1a^2)d1^286d2^2 + (4 + 3a + 0a^2)d1^287d2^2 + (2 + 3a + 4a^2)d1^288d2^2 + (3 + 3a + 2a^2)d1^289d2^2 + (4 + 2a + 0a^2)d1^290d2^2 + (4 + 4a + 0a^2)d1^291d2^2 + (0 + 1a + 2a^2)d1^292d2^2 + (4 + 3a + 1a^2)d1^293d2^2 + (0 + 2a + 0a^2)d2^3 + (3 + 4a + 1a^2)d1^1d2^3 + (2 + 2a + 3a^2)d1^2d2^3 + (0 + 0a + 3a^2)d1^3d2^3 + (4 + 4a + 1a^2)d1^4d2^3 + (4 + 0a + 0a^2)d1^5d2^3 + (0 + 2a + 0a^2)d1^6d2^3 + (0 + 2a + 1a^2)d1^7d2^3 + (0 + 1a + 2a^2)d1^8d2^3 + (3 + 0a + 3a^2)d1^9d2^3 + (2 + 0a + 2a^2)d1^10d2^3 + (4 + 4a + 1a^2)d1^11d2^3 + (1 + 3a + 1a^2)d1^12d2^3 + (3 + 0a + 2a^2)d1^13d2^3 + (2 + 3a + 3a^2)d1^14d2^3 + (0 + 0a + 2a^2)d1^15d2^3 + (1 + 2a + 0a^2)d1^16d2^3 + (0 + 1a + 4a^2)d1^17d2^3 + (1 + 2a + 3a^2)d1^19d2^3 + (0 + 0a + 4a^2)d1^20d2^3 + (1 + 4a + 2a^2)d1^21d2^3 + (0 + 0a + 4a^2)d1^22d2^3 + (3 + 2a + 0a^2)d1^23d2^3 + (2 + 1a + 3a^2)d1^24d2^3 + (4 + 1a + 2a^2)d1^25d2^3 + (3 + 0a + 0a^2)d1^26d2^3 + (1 + 4a + 0a^2)d1^27d2^3 + (2 + 4a + 3a^2)d1^28d2^3 + (1 + 0a + 3a^2)d1^29d2^3 + (1 + 1a + 0a^2)d1^30d2^3 + (0 + 3a + 4a^2)d1^31d2^3 + (2 + 0a + 0a^2)d1^32d2^3 + (1 + 1a + 2a^2)d1^33d2^3 + (0 + 1a + 2a^2)d1^34d2^3 + (3 + 1a + 1a^2)d1^35d2^3 + (4 + 4a + 4a^2)d1^36d2^3 + (4 + 3a + 2a^2)d1^37d2^3 + (3 + 2a + 1a^2)d1^38d2^3 + (0 + 4a + 2a^2)d1^39d2^3 + (1 + 1a + 1a^2)d1^40d2^3 + (3 + 4a + 4a^2)d1^41d2^3 + (3 + 1a + 2a^2)d1^42d2^3 + (1 + 3a + 4a^2)d1^43d2^3 + (4 + 0a + 2a^2)d1^44d2^3 + (1 + 1a + 0a^2)d1^45d2^3 + (1 + 4a + 2a^2)d1^46d2^3 + (1 + 3a + 0a^2)d1^47d2^3 + (0 + 2a + 0a^2)d1^48d2^3 + (2 + 3a + 3a^2)d1^49d2^3 + (2 + 1a + 4a^2)d1^50d2^3 + (3 + 3a + 3a^2)d1^51d2^3 + (4 + 1a + 4a^2)d1^52d2^3 + (0 + 4a + 3a^2)d1^53d2^3 + (0 + 4a + 1a^2)d1^54d2^3 + (1 + 3a + 3a^2)d1^55d2^3 + (0 + 3a + 2a^2)d1^56d2^3 + (1 + 4a + 1a^2)d1^57d2^3 + (2 + 2a + 1a^2)d1^58d2^3 + (3 + 4a + 4a^2)d1^59d2^3 + (2 + 4a + 0a^2)d1^60d2^3 + (0 + 4a + 0a^2)d1^61d2^3 + (2 + 3a + 2a^2)d1^62d2^3 + (4 + 3a + 4a^2)d1^63d2^3 + (1 + 1a + 3a^2)d1^64d2^3 + (2 + 2a + 0a^2)d1^65d2^3 + (2 + 0a + 3a^2)d1^66d2^3 + (1 + 2a + 1a^2)d1^67d2^3 + (0 + 2a + 4a^2)d1^68d2^3 + (0 + 4a + 1a^2)d1^69d2^3 + (4 + 0a + 3a^2)d1^70d2^3 + (3 + 3a + 0a^2)d1^71d2^3 + (4 + 4a + 2a^2)d1^72d2^3 + (2 + 0a + 3a^2)d1^73d2^3 + (2 + 4a + 2a^2)d1^74d2^3 + (3 + 1a + 1a^2)d1^75d2^3 + (3 + 4a + 1a^2)d1^76d2^3 + (3 + 2a + 1a^2)d1^77d2^3 + (1 + 4a + 0a^2)d1^78d2^3 + (2 + 0a + 0a^2)d1^79d2^3 + (3 + 1a + 1a^2)d1^80d2^3 + (2 + 3a + 2a^2)d1^81d2^3 + (4 + 0a + 2a^2)d1^82d2^3 + (1 + 4a + 0a^2)d1^83d2^3 + (3 + 4a + 1a^2)d1^84d2^3 + (1 + 4a + 4a^2)d1^85d2^3 + (2 + 0a + 0a^2)d1^86d2^3 + (2 + 1a + 4a^2)d1^87d2^3 + (0 + 3a + 2a^2)d1^88d2^3 + (3 + 2a + 1a^2)d1^89d2^3 + (0 + 2a + 4a^2)d1^90d2^3 + (4 + 0a + 3a^2)d1^91d2^3 + (2 + 0a + 2a^2)d1^92d2^3 + (4 + 4a + 0a^2)d1^93d2^3 + (1 + 4a + 4a^2)d1^94d2^3 + (3 + 3a + 3a^2)d1^95d2^3 + (1 + 2a + 0a^2)d1^96d2^3 + (2 + 0a + 1a^2)d1^97d2^3 + (3 + 0a + 2a^2)d1^98d2^3 + (1 + 0a + 2a^2)d1^99d2^3 + (0 + 0a + 2a^2)d1^100d2^3 + (1 + 2a + 3a^2)d1^101d2^3 + (1 + 4a + 4a^2)d1^102d2^3 + (4 + 1a + 4a^2)d1^103d2^3 + (3 + 0a + 3a^2)d1^104d2^3 + (2 + 2a + 3a^2)d1^105d2^3 + (0 + 2a + 1a^2)d1^106d2^3 + (4 + 2a + 3a^2)d1^107d2^3 + (3 + 4a + 3a^2)d1^108d2^3 + (1 + 0a + 3a^2)d1^109d2^3 + (1 + 2a + 0a^2)d1^110d2^3 + (1 + 4a + 2a^2)d1^111d2^3 + (3 + 1a + 1a^2)d1^112d2^3 + (1 + 3a + 1a^2)d1^113d2^3 + (3 + 3a + 3a^2)d1^114d2^3 + (3 + 0a + 1a^2)d1^115d2^3 + (0 + 2a + 0a^2)d1^116d2^3 + (2 + 4a + 1a^2)d1^117d2^3 + (4 + 1a + 0a^2)d1^118d2^3 + (3 + 3a + 2a^2)d1^119d2^3 + (1 + 2a + 3a^2)d1^120d2^3 + (4 + 2a + 4a^2)d1^121d2^3 + (4 + 3a + 1a^2)d1^122d2^3 + (1 + 3a + 1a^2)d1^123d2^3 + (2 + 2a + 2a^2)d1^124d2^3 + (2 + 4a + 3a^2)d1^125d2^3 + (3 + 4a + 0a^2)d1^126d2^3 + (0 + 1a + 1a^2)d1^127d2^3 + (1 + 3a + 3a^2)d1^128d2^3 + (2 + 1a + 3a^2)d1^129d2^3 + (1 + 4a + 4a^2)d1^130d2^3 + (0 + 3a + 4a^2)d1^131d2^3 + (2 + 0a + 1a^2)d1^132d2^3 + (4 + 3a + 1a^2)d1^133d2^3 + (0 + 0a + 2a^2)d1^134d2^3 + (1 + 4a + 2a^2)d1^135d2^3 + (2 + 1a + 3a^2)d1^136d2^3 + (1 + 3a + 0a^2)d1^137d2^3 + (0 + 3a + 2a^2)d1^138d2^3 + (0 + 0a + 3a^2)d1^139d2^3 + (1 + 2a + 0a^2)d1^140d2^3 + (3 + 0a + 4a^2)d1^141d2^3 + (2 + 3a + 3a^2)d1^142d2^3 + (1 + 3a + 3a^2)d1^143d2^3 + (4 + 0a + 3a^2)d1^144d2^3 + (0 + 3a + 3a^2)d1^145d2^3 + (1 + 2a + 1a^2)d1^146d2^3 + (1 + 3a + 3a^2)d1^147d2^3 + (2 + 2a + 0a^2)d1^148d2^3 + (4 + 4a + 3a^2)d1^149d2^3 + (0 + 1a + 3a^2)d1^150d2^3 + (1 + 0a + 4a^2)d1^151d2^3 + (1 + 3a + 3a^2)d1^152d2^3 + (2 + 4a + 4a^2)d1^153d2^3 + (3 + 4a + 2a^2)d1^154d2^3 + (3 + 2a + 3a^2)d1^155d2^3 + (0 + 1a + 0a^2)d1^156d2^3 + (4 + 1a + 0a^2)d1^157d2^3 + (1 + 3a + 4a^2)d1^158d2^3 + (3 + 0a + 2a^2)d1^159d2^3 + (0 + 1a + 2a^2)d1^160d2^3 + (3 + 4a + 1a^2)d1^161d2^3 + (2 + 1a + 2a^2)d1^162d2^3 + (1 + 1a + 4a^2)d1^163d2^3 + (1 + 2a + 0a^2)d1^164d2^3 + (1 + 1a + 2a^2)d1^165d2^3 + (0 + 1a + 0a^2)d1^166d2^3 + (0 + 1a + 3a^2)d1^167d2^3 + (2 + 0a + 4a^2)d1^168d2^3 + (1 + 2a + 2a^2)d1^169d2^3 + (4 + 2a + 0a^2)d1^170d2^3 + (3 + 2a + 3a^2)d1^171d2^3 + (4 + 1a + 0a^2)d1^173d2^3 + (3 + 0a + 3a^2)d1^174d2^3 + (1 + 1a + 4a^2)d1^175d2^3 + (0 + 1a + 1a^2)d1^176d2^3 + (1 + 4a + 1a^2)d1^177d2^3 + (4 + 4a + 0a^2)d1^178d2^3 + (0 + 0a + 1a^2)d1^179d2^3 + (0 + 1a + 1a^2)d1^180d2^3 + (3 + 1a + 2a^2)d1^181d2^3 + (1 + 0a + 0a^2)d1^182d2^3 + (4 + 3a + 0a^2)d1^183d2^3 + (3 + 1a + 0a^2)d1^184d2^3 + (3 + 4a + 4a^2)d1^185d2^3 + (1 + 0a + 4a^2)d1^186d2^3 + (4 + 2a + 0a^2)d1^187d2^3 + (3 + 4a + 4a^2)d1^188d2^3 + (0 + 3a + 2a^2)d1^189d2^3 + (2 + 4a + 0a^2)d1^190d2^3 + (1 + 4a + 0a^2)d1^191d2^3 + (0 + 1a + 0a^2)d1^192d2^3 + (2 + 3a + 3a^2)d1^193d2^3 + (4 + 1a + 1a^2)d1^194d2^3 + (4 + 1a + 1a^2)d1^195d2^3 + (4 + 0a + 4a^2)d1^196d2^3 + (1 + 3a + 4a^2)d1^197d2^3 + (2 + 2a + 2a^2)d1^198d2^3 + (1 + 0a + 0a^2)d1^199d2^3 + (4 + 0a + 0a^2)d1^200d2^3 + (4 + 2a + 2a^2)d1^201d2^3 + (0 + 2a + 1a^2)d1^202d2^3 + (3 + 4a + 2a^2)d1^203d2^3 + (2 + 2a + 4a^2)d1^204d2^3 + (0 + 1a + 1a^2)d1^205d2^3 + (1 + 2a + 4a^2)d1^206d2^3 + (3 + 2a + 1a^2)d1^207d2^3 + (3 + 3a + 1a^2)d1^208d2^3 + (1 + 2a + 4a^2)d1^209d2^3 + (3 + 2a + 4a^2)d1^211d2^3 + (0 + 0a + 2a^2)d1^212d2^3 + (4 + 2a + 3a^2)d1^213d2^3 + (0 + 0a + 4a^2)d1^214d2^3 + (3 + 3a + 3a^2)d1^215d2^3 + (2 + 3a + 0a^2)d1^216d2^3 + (4 + 3a + 1a^2)d1^217d2^3 + (3 + 1a + 4a^2)d1^218d2^3 + (1 + 1a + 3a^2)d1^219d2^3 + (4 + 3a + 3a^2)d1^220d2^3 + (3 + 2a + 1a^2)d1^221d2^3 + (0 + 2a + 2a^2)d1^222d2^3 + (3 + 0a + 0a^2)d1^223d2^3 + (4 + 1a + 3a^2)d1^224d2^3 + (0 + 0a + 3a^2)d1^225d2^3 + (1 + 0a + 1a^2)d1^226d2^3 + (2 + 3a + 0a^2)d1^227d2^3 + (3 + 2a + 0a^2)d1^228d2^3 + (0 + 1a + 4a^2)d1^229d2^3 + (0 + 4a + 0a^2)d1^230d2^3 + (4 + 0a + 2a^2)d1^231d2^3 + (3 + 0a + 3a^2)d1^232d2^3 + (0 + 3a + 4a^2)d1^233d2^3 + (0 + 0a + 2a^2)d1^234d2^3 + (4 + 0a + 0a^2)d1^235d2^3 + (1 + 4a + 1a^2)d1^236d2^3 + (2 + 0a + 4a^2)d1^237d2^3 + (3 + 3a + 4a^2)d1^238d2^3 + (4 + 0a + 2a^2)d1^239d2^3 + (0 + 1a + 4a^2)d1^240d2^3 + (4 + 0a + 0a^2)d1^241d2^3 + (2 + 2a + 0a^2)d1^242d2^3 + (0 + 0a + 3a^2)d1^243d2^3 + (3 + 3a + 3a^2)d1^244d2^3 + (3 + 2a + 3a^2)d1^245d2^3 + (1 + 1a + 4a^2)d1^246d2^3 + (3 + 0a + 4a^2)d1^247d2^3 + (0 + 4a + 4a^2)d1^248d2^3 + (3 + 1a + 1a^2)d1^249d2^3 + (0 + 1a + 3a^2)d1^250d2^3 + (4 + 4a + 1a^2)d1^251d2^3 + (3 + 4a + 4a^2)d1^252d2^3 + (0 + 1a + 3a^2)d1^253d2^3 + (3 + 3a + 2a^2)d1^254d2^3 + (4 + 1a + 3a^2)d1^255d2^3 + (2 + 2a + 1a^2)d1^256d2^3 + (1 + 3a + 1a^2)d1^257d2^3 + (4 + 4a + 3a^2)d1^258d2^3 + (2 + 3a + 0a^2)d1^259d2^3 + (4 + 1a + 2a^2)d1^260d2^3 + (4 + 4a + 4a^2)d1^261d2^3 + (0 + 2a + 3a^2)d1^262d2^3 + (3 + 4a + 1a^2)d1^263d2^3 + (4 + 4a + 3a^2)d1^264d2^3 + (3 + 2a + 3a^2)d1^265d2^3 + (4 + 3a + 4a^2)d1^266d2^3 + (4 + 0a + 1a^2)d1^267d2^3 + (0 + 4a + 0a^2)d1^268d2^3 + (4 + 3a + 0a^2)d1^269d2^3 + (0 + 3a + 3a^2)d1^270d2^3 + (1 + 0a + 4a^2)d1^271d2^3 + (4 + 2a + 4a^2)d1^272d2^3 + (4 + 2a + 4a^2)d1^273d2^3 + (4 + 3a + 2a^2)d1^274d2^3 + (1 + 0a + 1a^2)d1^275d2^3 + (4 + 1a + 2a^2)d1^276d2^3 + (0 + 3a + 0a^2)d1^277d2^3 + (0 + 1a + 4a^2)d1^278d2^3 + (3 + 2a + 3a^2)d1^279d2^3 + (4 + 4a + 0a^2)d1^280d2^3 + (2 + 3a + 4a^2)d1^281d2^3 + (0 + 1a + 4a^2)d1^282d2^3 + (0 + 0a + 1a^2)d1^283d2^3 + (2 + 0a + 4a^2)d1^284d2^3 + (3 + 0a + 3a^2)d1^285d2^3 + (4 + 2a + 2a^2)d1^286d2^3 + (0 + 2a + 0a^2)d1^287d2^3 + (2 + 1a + 0a^2)d1^288d2^3 + (2 + 1a + 3a^2)d1^289d2^3 + (0 + 0a + 3a^2)d1^290d2^3 + (2 + 0a + 0a^2)d1^291d2^3 + (1 + 0a + 2a^2)d1^292d2^3 + (1 + 0a + 4a^2)d1^293d2^3 + (3 + 1a + 4a^2)d2^4 + (4 + 0a + 4a^2)d1^1d2^4 + (0 + 3a + 2a^2)d1^2d2^4 + (3 + 1a + 3a^2)d1^3d2^4 + (2 + 1a + 0a^2)d1^4d2^4 + (4 + 0a + 1a^2)d1^5d2^4 + (3 + 2a + 2a^2)d1^6d2^4 + (3 + 1a + 3a^2)d1^7d2^4 + (2 + 0a + 1a^2)d1^8d2^4 + (2 + 0a + 1a^2)d1^9d2^4 + (0 + 3a + 1a^2)d1^10d2^4 + (4 + 0a + 0a^2)d1^11d2^4 + (2 + 3a + 4a^2)d1^12d2^4 + (4 + 4a + 1a^2)d1^13d2^4 + (2 + 3a + 1a^2)d1^14d2^4 + (1 + 1a + 3a^2)d1^15d2^4 + (3 + 0a + 1a^2)d1^16d2^4 + (2 + 2a + 4a^2)d1^17d2^4 + (2 + 0a + 3a^2)d1^18d2^4 + (0 + 0a + 1a^2)d1^19d2^4 + (3 + 2a + 2a^2)d1^20d2^4 + (2 + 1a + 3a^2)d1^21d2^4 + (2 + 2a + 0a^2)d1^22d2^4 + (3 + 3a + 1a^2)d1^23d2^4 + (3 + 1a + 4a^2)d1^24d2^4 + (3 + 0a + 2a^2)d1^25d2^4 + (4 + 0a + 1a^2)d1^26d2^4 + (2 + 3a + 0a^2)d1^27d2^4 + (4 + 1a + 0a^2)d1^28d2^4 + (2 + 2a + 2a^2)d1^29d2^4 + (3 + 0a + 2a^2)d1^30d2^4 + (0 + 4a + 1a^2)d1^31d2^4 + (1 + 3a + 0a^2)d1^32d2^4 + (3 + 0a + 1a^2)d1^33d2^4 + (1 + 4a + 1a^2)d1^34d2^4 + (1 + 1a + 3a^2)d1^35d2^4 + (2 + 2a + 2a^2)d1^36d2^4 + (0 + 2a + 2a^2)d1^37d2^4 + (0 + 2a + 1a^2)d1^38d2^4 + (3 + 0a + 4a^2)d1^39d2^4 + (3 + 3a + 4a^2)d1^40d2^4 + (4 + 2a + 3a^2)d1^41d2^4 + (3 + 0a + 3a^2)d1^42d2^4 + (3 + 1a + 1a^2)d1^43d2^4 + (4 + 0a + 3a^2)d1^44d2^4 + (0 + 4a + 1a^2)d1^45d2^4 + (3 + 3a + 3a^2)d1^46d2^4 + (3 + 3a + 1a^2)d1^47d2^4 + (3 + 4a + 2a^2)d1^48d2^4 + (2 + 4a + 2a^2)d1^49d2^4 + (1 + 0a + 0a^2)d1^50d2^4 + (1 + 1a + 1a^2)d1^51d2^4 + (3 + 2a + 3a^2)d1^52d2^4 + (4 + 2a + 4a^2)d1^53d2^4 + (3 + 3a + 4a^2)d1^54d2^4 + (0 + 3a + 1a^2)d1^55d2^4 + (0 + 0a + 2a^2)d1^56d2^4 + (2 + 3a + 4a^2)d1^57d2^4 + (4 + 3a + 0a^2)d1^58d2^4 + (4 + 3a + 4a^2)d1^59d2^4 + (1 + 2a + 1a^2)d1^60d2^4 + (4 + 3a + 4a^2)d1^61d2^4 + (1 + 2a + 2a^2)d1^62d2^4 + (0 + 4a + 1a^2)d1^63d2^4 + (0 + 1a + 2a^2)d1^64d2^4 + (0 + 4a + 0a^2)d1^65d2^4 + (4 + 1a + 4a^2)d1^66d2^4 + (2 + 4a + 4a^2)d1^67d2^4 + (3 + 4a + 2a^2)d1^68d2^4 + (3 + 1a + 1a^2)d1^69d2^4 + (0 + 0a + 4a^2)d1^70d2^4 + (3 + 2a + 0a^2)d1^71d2^4 + (4 + 0a + 4a^2)d1^72d2^4 + (1 + 4a + 1a^2)d1^73d2^4 + (1 + 0a + 3a^2)d1^74d2^4 + (2 + 4a + 0a^2)d1^75d2^4 + (4 + 0a + 1a^2)d1^76d2^4 + (0 + 3a + 0a^2)d1^77d2^4 + (2 + 1a + 1a^2)d1^78d2^4 + (4 + 4a + 1a^2)d1^79d2^4 + (2 + 2a + 3a^2)d1^80d2^4 + (1 + 4a + 0a^2)d1^81d2^4 + (1 + 0a + 4a^2)d1^82d2^4 + (0 + 4a + 3a^2)d1^83d2^4 + (1 + 0a + 3a^2)d1^84d2^4 + (0 + 2a + 1a^2)d1^85d2^4 + (1 + 4a + 4a^2)d1^86d2^4 + (0 + 1a + 0a^2)d1^87d2^4 + (1 + 4a + 1a^2)d1^88d2^4 + (0 + 4a + 2a^2)d1^89d2^4 + (4 + 4a + 1a^2)d1^90d2^4 + (2 + 2a + 2a^2)d1^91d2^4 + (0 + 2a + 3a^2)d1^92d2^4 + (3 + 4a + 4a^2)d1^93d2^4 + (0 + 2a + 2a^2)d1^94d2^4 + (3 + 3a + 2a^2)d1^95d2^4 + (2 + 3a + 4a^2)d1^96d2^4 + (3 + 0a + 2a^2)d1^97d2^4 + (1 + 4a + 1a^2)d1^98d2^4 + (4 + 4a + 2a^2)d1^99d2^4 + (2 + 0a + 2a^2)d1^101d2^4 + (4 + 0a + 3a^2)d1^102d2^4 + (1 + 1a + 1a^2)d1^103d2^4 + (0 + 2a + 4a^2)d1^104d2^4 + (2 + 0a + 3a^2)d1^105d2^4 + (2 + 0a + 1a^2)d1^106d2^4 + (4 + 0a + 2a^2)d1^107d2^4 + (1 + 0a + 2a^2)d1^108d2^4 + (2 + 3a + 3a^2)d1^109d2^4 + (4 + 4a + 1a^2)d1^110d2^4 + (0 + 2a + 0a^2)d1^111d2^4 + (3 + 0a + 4a^2)d1^112d2^4 + (3 + 4a + 1a^2)d1^113d2^4 + (0 + 1a + 1a^2)d1^114d2^4 + (1 + 3a + 3a^2)d1^115d2^4 + (0 + 1a + 2a^2)d1^116d2^4 + (2 + 3a + 4a^2)d1^117d2^4 + (2 + 2a + 3a^2)d1^118d2^4 + (3 + 3a + 4a^2)d1^119d2^4 + (4 + 1a + 0a^2)d1^120d2^4 + (4 + 2a + 4a^2)d1^121d2^4 + (4 + 1a + 1a^2)d1^122d2^4 + (2 + 3a + 0a^2)d1^123d2^4 + (1 + 1a + 2a^2)d1^124d2^4 + (2 + 2a + 2a^2)d1^125d2^4 + (2 + 0a + 3a^2)d1^126d2^4 + (4 + 2a + 4a^2)d1^127d2^4 + (4 + 3a + 4a^2)d1^128d2^4 + (1 + 4a + 4a^2)d1^129d2^4 + (0 + 4a + 4a^2)d1^130d2^4 + (1 + 3a + 1a^2)d1^131d2^4 + (0 + 3a + 1a^2)d1^132d2^4 + (4 + 3a + 3a^2)d1^133d2^4 + (1 + 1a + 2a^2)d1^134d2^4 + (2 + 1a + 4a^2)d1^135d2^4 + (2 + 1a + 2a^2)d1^136d2^4 + (4 + 0a + 0a^2)d1^137d2^4 + (0 + 1a + 4a^2)d1^138d2^4 + (1 + 0a + 1a^2)d1^139d2^4 + (0 + 1a + 0a^2)d1^140d2^4 + (0 + 1a + 0a^2)d1^141d2^4 + (2 + 0a + 2a^2)d1^142d2^4 + (0 + 1a + 2a^2)d1^143d2^4 + (3 + 1a + 0a^2)d1^144d2^4 + (4 + 2a + 2a^2)d1^145d2^4 + (0 + 0a + 3a^2)d1^146d2^4 + (4 + 4a + 0a^2)d1^147d2^4 + (2 + 4a + 1a^2)d1^148d2^4 + (0 + 4a + 4a^2)d1^149d2^4 + (3 + 4a + 4a^2)d1^150d2^4 + (4 + 0a + 3a^2)d1^151d2^4 + (0 + 2a + 0a^2)d1^152d2^4 + (4 + 1a + 3a^2)d1^153d2^4 + (0 + 2a + 2a^2)d1^154d2^4 + (2 + 3a + 4a^2)d1^155d2^4 + (3 + 2a + 3a^2)d1^156d2^4 + (3 + 4a + 3a^2)d1^157d2^4 + (0 + 1a + 1a^2)d1^158d2^4 + (1 + 1a + 3a^2)d1^159d2^4 + (4 + 1a + 0a^2)d1^160d2^4 + (2 + 0a + 4a^2)d1^161d2^4 + (3 + 2a + 3a^2)d1^162d2^4 + (2 + 4a + 4a^2)d1^163d2^4 + (3 + 3a + 3a^2)d1^164d2^4 + (4 + 4a + 4a^2)d1^165d2^4 + (1 + 2a + 4a^2)d1^166d2^4 + (2 + 0a + 4a^2)d1^167d2^4 + (4 + 3a + 4a^2)d1^168d2^4 + (1 + 3a + 4a^2)d1^169d2^4 + (2 + 2a + 3a^2)d1^170d2^4 + (3 + 2a + 2a^2)d1^171d2^4 + (0 + 4a + 4a^2)d1^172d2^4 + (3 + 2a + 0a^2)d1^173d2^4 + (0 + 1a + 1a^2)d1^174d2^4 + (0 + 3a + 3a^2)d1^175d2^4 + (2 + 0a + 3a^2)d1^176d2^4 + (4 + 0a + 3a^2)d1^177d2^4 + (0 + 3a + 2a^2)d1^178d2^4 + (3 + 1a + 2a^2)d1^179d2^4 + (2 + 1a + 2a^2)d1^180d2^4 + (3 + 4a + 0a^2)d1^181d2^4 + (1 + 4a + 1a^2)d1^182d2^4 + (3 + 0a + 0a^2)d1^183d2^4 + (2 + 2a + 2a^2)d1^184d2^4 + (4 + 1a + 0a^2)d1^185d2^4 + (3 + 4a + 2a^2)d1^186d2^4 + (0 + 4a + 4a^2)d1^187d2^4 + (0 + 4a + 2a^2)d1^188d2^4 + (4 + 1a + 2a^2)d1^189d2^4 + (0 + 2a + 0a^2)d1^190d2^4 + (1 + 1a + 4a^2)d1^191d2^4 + (3 + 0a + 3a^2)d1^192d2^4 + (0 + 1a + 4a^2)d1^193d2^4 + (4 + 0a + 2a^2)d1^194d2^4 + (3 + 1a + 4a^2)d1^195d2^4 + (0 + 2a + 2a^2)d1^196d2^4 + (1 + 1a + 1a^2)d1^197d2^4 + (1 + 0a + 0a^2)d1^198d2^4 + (4 + 2a + 1a^2)d1^199d2^4 + (2 + 2a + 0a^2)d1^200d2^4 + (1 + 0a + 0a^2)d1^201d2^4 + (2 + 1a + 1a^2)d1^202d2^4 + (2 + 4a + 4a^2)d1^203d2^4 + (4 + 0a + 1a^2)d1^204d2^4 + (2 + 4a + 3a^2)d1^205d2^4 + (1 + 2a + 2a^2)d1^206d2^4 + (3 + 3a + 1a^2)d1^207d2^4 + (3 + 4a + 1a^2)d1^208d2^4 + (1 + 2a + 1a^2)d1^209d2^4 + (2 + 1a + 1a^2)d1^210d2^4 + (2 + 4a + 0a^2)d1^211d2^4 + (3 + 3a + 3a^2)d1^212d2^4 + (4 + 1a + 2a^2)d1^213d2^4 + (4 + 0a + 0a^2)d1^214d2^4 + (1 + 1a + 1a^2)d1^215d2^4 + (3 + 2a + 4a^2)d1^216d2^4 + (3 + 3a + 1a^2)d1^217d2^4 + (2 + 3a + 4a^2)d1^218d2^4 + (1 + 1a + 4a^2)d1^219d2^4 + (1 + 4a + 2a^2)d1^220d2^4 + (2 + 2a + 0a^2)d1^221d2^4 + (3 + 1a + 2a^2)d1^222d2^4 + (2 + 1a + 2a^2)d1^223d2^4 + (1 + 3a + 1a^2)d1^224d2^4 + (0 + 0a + 3a^2)d1^225d2^4 + (2 + 3a + 1a^2)d1^226d2^4 + (3 + 3a + 0a^2)d1^227d2^4 + (2 + 0a + 0a^2)d1^228d2^4 + (3 + 0a + 2a^2)d1^229d2^4 + (1 + 3a + 4a^2)d1^230d2^4 + (2 + 1a + 3a^2)d1^231d2^4 + (0 + 2a + 0a^2)d1^232d2^4 + (4 + 4a + 2a^2)d1^233d2^4 + (3 + 2a + 4a^2)d1^234d2^4 + (2 + 2a + 1a^2)d1^235d2^4 + (0 + 3a + 2a^2)d1^236d2^4 + (2 + 4a + 1a^2)d1^237d2^4 + (1 + 2a + 1a^2)d1^238d2^4 + (1 + 1a + 2a^2)d1^239d2^4 + (4 + 2a + 0a^2)d1^240d2^4 + (3 + 3a + 0a^2)d1^241d2^4 + (1 + 4a + 2a^2)d1^242d2^4 + (2 + 2a + 2a^2)d1^243d2^4 + (1 + 4a + 3a^2)d1^244d2^4 + (4 + 1a + 3a^2)d1^245d2^4 + (0 + 2a + 3a^2)d1^246d2^4 + (1 + 4a + 0a^2)d1^247d2^4 + (3 + 2a + 2a^2)d1^248d2^4 + (2 + 0a + 2a^2)d1^249d2^4 + (2 + 1a + 4a^2)d1^250d2^4 + (3 + 2a + 3a^2)d1^251d2^4 + (0 + 4a + 3a^2)d1^252d2^4 + (0 + 1a + 0a^2)d1^253d2^4 + (1 + 4a + 1a^2)d1^254d2^4 + (2 + 1a + 3a^2)d1^255d2^4 + (4 + 1a + 4a^2)d1^256d2^4 + (1 + 4a + 3a^2)d1^257d2^4 + (4 + 0a + 4a^2)d1^258d2^4 + (4 + 0a + 3a^2)d1^259d2^4 + (2 + 4a + 0a^2)d1^260d2^4 + (0 + 4a + 1a^2)d1^261d2^4 + (2 + 4a + 0a^2)d1^262d2^4 + (4 + 3a + 0a^2)d1^263d2^4 + (0 + 3a + 4a^2)d1^264d2^4 + (4 + 3a + 0a^2)d1^265d2^4 + (4 + 1a + 4a^2)d1^266d2^4 + (1 + 3a + 2a^2)d1^267d2^4 + (3 + 3a + 2a^2)d1^268d2^4 + (2 + 0a + 3a^2)d1^269d2^4 + (2 + 4a + 4a^2)d1^270d2^4 + (1 + 4a + 4a^2)d1^271d2^4 + (1 + 4a + 0a^2)d1^272d2^4 + (4 + 0a + 4a^2)d1^273d2^4 + (0 + 0a + 1a^2)d1^274d2^4 + (2 + 2a + 2a^2)d1^275d2^4 + (3 + 2a + 2a^2)d1^276d2^4 + (3 + 3a + 3a^2)d1^277d2^4 + (4 + 4a + 0a^2)d1^278d2^4 + (3 + 4a + 2a^2)d1^279d2^4 + (0 + 3a + 2a^2)d1^280d2^4 + (3 + 0a + 3a^2)d1^281d2^4 + (2 + 3a + 0a^2)d1^282d2^4 + (2 + 3a + 3a^2)d1^283d2^4 + (3 + 0a + 0a^2)d1^284d2^4 + (3 + 0a + 2a^2)d1^285d2^4 + (2 + 1a + 4a^2)d1^286d2^4 + (4 + 2a + 1a^2)d1^287d2^4 + (3 + 0a + 3a^2)d1^288d2^4 + (1 + 4a + 0a^2)d1^289d2^4 + (3 + 1a + 4a^2)d1^290d2^4 + (2 + 4a + 1a^2)d1^291d2^4 + (4 + 0a + 4a^2)d1^292d2^4 + (3 + 3a + 0a^2)d1^293d2^4 + (0 + 3a + 1a^2)d2^5 + (4 + 3a + 2a^2)d1^1d2^5 + (0 + 2a + 3a^2)d1^2d2^5 + (0 + 3a + 0a^2)d1^3d2^5 + (2 + 1a + 1a^2)d1^4d2^5 + (1 + 3a + 4a^2)d1^5d2^5 + (2 + 3a + 3a^2)d1^6d2^5 + (3 + 2a + 4a^2)d1^7d2^5 + (2 + 2a + 1a^2)d1^8d2^5 + (2 + 4a + 2a^2)d1^9d2^5 + (3 + 3a + 2a^2)d1^10d2^5 + (3 + 0a + 2a^2)d1^11d2^5 + (4 + 1a + 1a^2)d1^12d2^5 + (1 + 3a + 1a^2)d1^13d2^5 + (3 + 0a + 0a^2)d1^14d2^5 + (4 + 3a + 4a^2)d1^15d2^5 + (4 + 1a + 1a^2)d1^16d2^5 + (1 + 3a + 2a^2)d1^17d2^5 + (2 + 2a + 4a^2)d1^18d2^5 + (2 + 1a + 3a^2)d1^19d2^5 + (2 + 2a + 4a^2)d1^20d2^5 + (1 + 1a + 0a^2)d1^21d2^5 + (4 + 4a + 4a^2)d1^22d2^5 + (1 + 1a + 4a^2)d1^23d2^5 + (4 + 1a + 1a^2)d1^24d2^5 + (0 + 4a + 4a^2)d1^25d2^5 + (3 + 4a + 4a^2)d1^26d2^5 + (3 + 0a + 1a^2)d1^27d2^5 + (3 + 2a + 0a^2)d1^28d2^5 + (0 + 1a + 2a^2)d1^29d2^5 + (3 + 0a + 3a^2)d1^30d2^5 + (1 + 3a + 0a^2)d1^31d2^5 + (0 + 4a + 4a^2)d1^32d2^5 + (2 + 1a + 4a^2)d1^33d2^5 + (1 + 2a + 1a^2)d1^34d2^5 + (1 + 0a + 1a^2)d1^35d2^5 + (1 + 1a + 4a^2)d1^36d2^5 + (0 + 3a + 1a^2)d1^37d2^5 + (1 + 2a + 0a^2)d1^38d2^5 + (4 + 3a + 3a^2)d1^39d2^5 + (1 + 2a + 0a^2)d1^40d2^5 + (2 + 2a + 0a^2)d1^41d2^5 + (0 + 3a + 0a^2)d1^42d2^5 + (3 + 1a + 0a^2)d1^43d2^5 + (0 + 0a + 1a^2)d1^44d2^5 + (3 + 1a + 3a^2)d1^45d2^5 + (2 + 1a + 2a^2)d1^46d2^5 + (2 + 1a + 0a^2)d1^47d2^5 + (3 + 1a + 0a^2)d1^48d2^5 + (1 + 1a + 2a^2)d1^49d2^5 + (1 + 3a + 2a^2)d1^50d2^5 + (0 + 0a + 4a^2)d1^51d2^5 + (3 + 4a + 0a^2)d1^52d2^5 + (3 + 2a + 1a^2)d1^54d2^5 + (1 + 3a + 1a^2)d1^55d2^5 + (4 + 2a + 3a^2)d1^56d2^5 + (1 + 3a + 2a^2)d1^57d2^5 + (2 + 0a + 3a^2)d1^58d2^5 + (2 + 1a + 3a^2)d1^59d2^5 + (4 + 3a + 2a^2)d1^60d2^5 + (2 + 4a + 1a^2)d1^61d2^5 + (4 + 1a + 4a^2)d1^62d2^5 + (4 + 4a + 4a^2)d1^63d2^5 + (0 + 1a + 1a^2)d1^64d2^5 + (3 + 2a + 3a^2)d1^65d2^5 + (0 + 2a + 0a^2)d1^66d2^5 + (4 + 4a + 3a^2)d1^67d2^5 + (0 + 1a + 4a^2)d1^68d2^5 + (0 + 1a + 2a^2)d1^69d2^5 + (3 + 2a + 0a^2)d1^70d2^5 + (4 + 3a + 2a^2)d1^71d2^5 + (3 + 4a + 4a^2)d1^72d2^5 + (2 + 0a + 0a^2)d1^73d2^5 + (4 + 4a + 0a^2)d1^74d2^5 + (0 + 2a + 3a^2)d1^75d2^5 + (0 + 1a + 4a^2)d1^76d2^5 + (0 + 4a + 2a^2)d1^77d2^5 + (0 + 1a + 3a^2)d1^78d2^5 + (1 + 1a + 4a^2)d1^79d2^5 + (0 + 1a + 3a^2)d1^80d2^5 + (0 + 4a + 0a^2)d1^81d2^5 + (3 + 4a + 3a^2)d1^82d2^5 + (3 + 0a + 0a^2)d1^83d2^5 + (3 + 1a + 4a^2)d1^84d2^5 + (1 + 2a + 1a^2)d1^85d2^5 + (0 + 1a + 2a^2)d1^86d2^5 + (1 + 1a + 2a^2)d1^87d2^5 + (3 + 3a + 2a^2)d1^88d2^5 + (3 + 0a + 3a^2)d1^89d2^5 + (3 + 3a + 0a^2)d1^90d2^5 + (2 + 2a + 1a^2)d1^91d2^5 + (1 + 3a + 3a^2)d1^92d2^5 + (3 + 2a + 2a^2)d1^93d2^5 + (2 + 0a + 4a^2)d1^94d2^5 + (3 + 3a + 1a^2)d1^95d2^5 + (3 + 2a + 2a^2)d1^96d2^5 + (1 + 0a + 3a^2)d1^97d2^5 + (0 + 0a + 1a^2)d1^98d2^5 + (0 + 2a + 3a^2)d1^99d2^5 + (3 + 1a + 0a^2)d1^100d2^5 + (2 + 0a + 1a^2)d1^101d2^5 + (4 + 3a + 4a^2)d1^102d2^5 + (2 + 2a + 4a^2)d1^103d2^5 + (4 + 3a + 4a^2)d1^104d2^5 + (4 + 3a + 2a^2)d1^105d2^5 + (2 + 3a + 4a^2)d1^106d2^5 + (2 + 1a + 0a^2)d1^107d2^5 + (1 + 3a + 4a^2)d1^108d2^5 + (2 + 2a + 0a^2)d1^109d2^5 + (3 + 1a + 1a^2)d1^110d2^5 + (0 + 4a + 2a^2)d1^111d2^5 + (0 + 1a + 0a^2)d1^112d2^5 + (1 + 3a + 4a^2)d1^113d2^5 + (2 + 0a + 4a^2)d1^114d2^5 + (2 + 0a + 4a^2)d1^115d2^5 + (0 + 2a + 2a^2)d1^116d2^5 + (3 + 0a + 2a^2)d1^117d2^5 + (0 + 2a + 0a^2)d1^118d2^5 + (0 + 0a + 3a^2)d1^119d2^5 + (3 + 3a + 1a^2)d1^120d2^5 + (3 + 0a + 2a^2)d1^121d2^5 + (0 + 2a + 3a^2)d1^122d2^5 + (4 + 2a + 4a^2)d1^123d2^5 + (1 + 4a + 2a^2)d1^124d2^5 + (2 + 3a + 3a^2)d1^125d2^5 + (3 + 3a + 4a^2)d1^126d2^5 + (0 + 2a + 1a^2)d1^127d2^5 + (2 + 3a + 1a^2)d1^128d2^5 + (2 + 0a + 4a^2)d1^129d2^5 + (4 + 3a + 3a^2)d1^130d2^5 + (0 + 4a + 3a^2)d1^131d2^5 + (3 + 4a + 4a^2)d1^132d2^5 + (0 + 4a + 0a^2)d1^133d2^5 + (4 + 1a + 2a^2)d1^134d2^5 + (0 + 2a + 0a^2)d1^135d2^5 + (2 + 4a + 1a^2)d1^136d2^5 + (4 + 3a + 2a^2)d1^137d2^5 + (4 + 4a + 2a^2)d1^138d2^5 + (1 + 3a + 1a^2)d1^139d2^5 + (4 + 1a + 1a^2)d1^140d2^5 + (4 + 4a + 4a^2)d1^141d2^5 + (0 + 1a + 1a^2)d1^142d2^5 + (1 + 3a + 4a^2)d1^143d2^5 + (0 + 4a + 0a^2)d1^144d2^5 + (3 + 2a + 1a^2)d1^145d2^5 + (3 + 1a + 0a^2)d1^146d2^5 + (4 + 0a + 3a^2)d1^147d2^5 + (2 + 2a + 4a^2)d1^148d2^5 + (2 + 1a + 1a^2)d1^149d2^5 + (0 + 1a + 2a^2)d1^150d2^5 + (3 + 2a + 4a^2)d1^151d2^5 + (2 + 2a + 3a^2)d1^152d2^5 + (1 + 0a + 2a^2)d1^153d2^5 + (0 + 1a + 1a^2)d1^154d2^5 + (1 + 3a + 4a^2)d1^155d2^5 + (1 + 2a + 2a^2)d1^156d2^5 + (2 + 1a + 1a^2)d1^157d2^5 + (2 + 4a + 3a^2)d1^158d2^5 + (1 + 4a + 1a^2)d1^159d2^5 + (1 + 0a + 4a^2)d1^160d2^5 + (1 + 3a + 0a^2)d1^162d2^5 + (4 + 1a + 3a^2)d1^163d2^5 + (3 + 4a + 0a^2)d1^164d2^5 + (0 + 1a + 2a^2)d1^165d2^5 + (0 + 3a + 1a^2)d1^166d2^5 + (1 + 3a + 4a^2)d1^167d2^5 + (2 + 1a + 1a^2)d1^168d2^5 + (3 + 2a + 0a^2)d1^169d2^5 + (4 + 3a + 1a^2)d1^170d2^5 + (3 + 0a + 1a^2)d1^171d2^5 + (4 + 4a + 2a^2)d1^172d2^5 + (4 + 0a + 2a^2)d1^173d2^5 + (4 + 1a + 2a^2)d1^174d2^5 + (3 + 1a + 3a^2)d1^175d2^5 + (4 + 2a + 3a^2)d1^176d2^5 + (2 + 4a + 1a^2)d1^177d2^5 + (0 + 4a + 0a^2)d1^178d2^5 + (4 + 2a + 2a^2)d1^179d2^5 + (3 + 3a + 2a^2)d1^180d2^5 + (4 + 4a + 0a^2)d1^181d2^5 + (3 + 2a + 2a^2)d1^182d2^5 + (1 + 4a + 1a^2)d1^183d2^5 + (2 + 3a + 0a^2)d1^184d2^5 + (2 + 3a + 3a^2)d1^185d2^5 + (2 + 1a + 4a^2)d1^186d2^5 + (1 + 1a + 0a^2)d1^187d2^5 + (1 + 1a + 0a^2)d1^188d2^5 + (2 + 3a + 1a^2)d1^189d2^5 + (4 + 0a + 3a^2)d1^190d2^5 + (0 + 2a + 3a^2)d1^191d2^5 + (1 + 4a + 4a^2)d1^192d2^5 + (2 + 3a + 2a^2)d1^193d2^5 + (1 + 1a + 0a^2)d1^194d2^5 + (1 + 0a + 4a^2)d1^195d2^5 + (4 + 2a + 3a^2)d1^196d2^5 + (4 + 0a + 0a^2)d1^197d2^5 + (1 + 1a + 1a^2)d1^198d2^5 + (2 + 0a + 3a^2)d1^199d2^5 + (3 + 4a + 2a^2)d1^200d2^5 + (2 + 1a + 4a^2)d1^201d2^5 + (0 + 2a + 0a^2)d1^202d2^5 + (3 + 4a + 1a^2)d1^203d2^5 + (0 + 3a + 1a^2)d1^204d2^5 + (4 + 4a + 1a^2)d1^205d2^5 + (2 + 1a + 0a^2)d1^206d2^5 + (0 + 1a + 0a^2)d1^207d2^5 + (4 + 3a + 0a^2)d1^208d2^5 + (3 + 4a + 2a^2)d1^209d2^5 + (2 + 4a + 2a^2)d1^210d2^5 + (4 + 4a + 3a^2)d1^211d2^5 + (0 + 4a + 3a^2)d1^212d2^5 + (3 + 2a + 3a^2)d1^213d2^5 + (1 + 2a + 1a^2)d1^214d2^5 + (0 + 0a + 1a^2)d1^215d2^5 + (3 + 1a + 0a^2)d1^216d2^5 + (0 + 3a + 3a^2)d1^217d2^5 + (3 + 3a + 1a^2)d1^218d2^5 + (4 + 1a + 2a^2)d1^219d2^5 + (4 + 4a + 2a^2)d1^220d2^5 + (0 + 0a + 2a^2)d1^221d2^5 + (0 + 3a + 2a^2)d1^222d2^5 + (2 + 0a + 2a^2)d1^223d2^5 + (1 + 0a + 4a^2)d1^224d2^5 + (1 + 4a + 2a^2)d1^225d2^5 + (4 + 2a + 0a^2)d1^226d2^5 + (2 + 0a + 4a^2)d1^227d2^5 + (0 + 2a + 1a^2)d1^228d2^5 + (2 + 3a + 1a^2)d1^229d2^5 + (3 + 0a + 2a^2)d1^230d2^5 + (1 + 3a + 0a^2)d1^231d2^5 + (1 + 3a + 4a^2)d1^232d2^5 + (2 + 1a + 4a^2)d1^233d2^5 + (4 + 4a + 2a^2)d1^234d2^5 + (3 + 4a + 3a^2)d1^235d2^5 + (0 + 2a + 3a^2)d1^236d2^5 + (2 + 3a + 3a^2)d1^237d2^5 + (1 + 1a + 2a^2)d1^238d2^5 + (3 + 0a + 2a^2)d1^239d2^5 + (3 + 1a + 3a^2)d1^240d2^5 + (1 + 2a + 1a^2)d1^241d2^5 + (3 + 1a + 1a^2)d1^242d2^5 + (0 + 3a + 0a^2)d1^243d2^5 + (0 + 0a + 4a^2)d1^244d2^5 + (2 + 0a + 1a^2)d1^245d2^5 + (0 + 2a + 1a^2)d1^246d2^5 + (1 + 0a + 4a^2)d1^247d2^5 + (0 + 3a + 4a^2)d1^248d2^5 + (3 + 4a + 3a^2)d1^249d2^5 + (1 + 3a + 0a^2)d1^250d2^5 + (4 + 3a + 2a^2)d1^251d2^5 + (2 + 0a + 3a^2)d1^252d2^5 + (4 + 0a + 2a^2)d1^253d2^5 + (0 + 0a + 4a^2)d1^254d2^5 + (1 + 1a + 4a^2)d1^255d2^5 + (4 + 4a + 4a^2)d1^256d2^5 + (2 + 4a + 3a^2)d1^257d2^5 + (1 + 4a + 1a^2)d1^258d2^5 + (1 + 1a + 4a^2)d1^259d2^5 + (4 + 0a + 1a^2)d1^260d2^5 + (3 + 1a + 3a^2)d1^261d2^5 + (1 + 4a + 2a^2)d1^262d2^5 + (4 + 3a + 2a^2)d1^263d2^5 + (1 + 4a + 2a^2)d1^264d2^5 + (4 + 2a + 0a^2)d1^265d2^5 + (0 + 2a + 3a^2)d1^266d2^5 + (4 + 0a + 1a^2)d1^267d2^5 + (1 + 0a + 2a^2)d1^268d2^5 + (4 + 3a + 2a^2)d1^269d2^5 + (4 + 3a + 1a^2)d1^270d2^5 + (3 + 1a + 0a^2)d1^271d2^5 + (2 + 3a + 4a^2)d1^272d2^5 + (4 + 2a + 2a^2)d1^273d2^5 + (4 + 4a + 0a^2)d1^274d2^5 + (3 + 3a + 0a^2)d1^275d2^5 + (1 + 1a + 0a^2)d1^276d2^5 + (3 + 1a + 2a^2)d1^277d2^5 + (1 + 1a + 0a^2)d1^278d2^5 + (2 + 4a + 3a^2)d1^279d2^5 + (2 + 2a + 0a^2)d1^280d2^5 + (2 + 2a + 0a^2)d1^281d2^5 + (2 + 3a + 0a^2)d1^282d2^5 + (0 + 0a + 1a^2)d1^283d2^5 + (1 + 4a + 4a^2)d1^284d2^5 + (2 + 4a + 2a^2)d1^285d2^5 + (1 + 1a + 3a^2)d1^286d2^5 + (3 + 2a + 4a^2)d1^287d2^5 + (0 + 1a + 3a^2)d1^288d2^5 + (2 + 3a + 4a^2)d1^289d2^5 + (1 + 0a + 4a^2)d1^290d2^5 + (3 + 0a + 4a^2)d1^291d2^5 + (4 + 3a + 2a^2)d1^292d2^5 + (2 + 4a + 1a^2)d1^293d2^5 + (2 + 3a + 1a^2)d2^6 + (1 + 4a + 3a^2)d1^1d2^6 + (1 + 2a + 2a^2)d1^2d2^6 + (3 + 3a + 1a^2)d1^3d2^6 + (1 + 0a + 2a^2)d1^4d2^6 + (3 + 4a + 2a^2)d1^5d2^6 + (4 + 3a + 1a^2)d1^6d2^6 + (0 + 1a + 4a^2)d1^7d2^6 + (2 + 2a + 4a^2)d1^8d2^6 + (2 + 0a + 2a^2)d1^9d2^6 + (4 + 3a + 2a^2)d1^10d2^6 + (4 + 1a + 4a^2)d1^11d2^6 + (3 + 4a + 3a^2)d1^12d2^6 + (4 + 1a + 4a^2)d1^13d2^6 + (1 + 0a + 1a^2)d1^14d2^6 + (3 + 0a + 4a^2)d1^15d2^6 + (4 + 2a + 0a^2)d1^16d2^6 + (4 + 0a + 1a^2)d1^17d2^6 + (0 + 1a + 0a^2)d1^18d2^6 + (1 + 2a + 4a^2)d1^19d2^6 + (1 + 4a + 1a^2)d1^20d2^6 + (4 + 1a + 2a^2)d1^21d2^6 + (2 + 1a + 2a^2)d1^22d2^6 + (0 + 1a + 1a^2)d1^23d2^6 + (3 + 4a + 0a^2)d1^24d2^6 + (3 + 1a + 3a^2)d1^25d2^6 + (1 + 2a + 2a^2)d1^26d2^6 + (2 + 3a + 0a^2)d1^27d2^6 + (4 + 2a + 1a^2)d1^28d2^6 + (0 + 0a + 2a^2)d1^29d2^6 + (4 + 4a + 3a^2)d1^30d2^6 + (3 + 4a + 1a^2)d1^31d2^6 + (4 + 3a + 2a^2)d1^32d2^6 + (1 + 3a + 0a^2)d1^33d2^6 + (0 + 2a + 0a^2)d1^34d2^6 + (3 + 3a + 0a^2)d1^35d2^6 + (4 + 3a + 0a^2)d1^36d2^6 + (3 + 2a + 3a^2)d1^37d2^6 + (1 + 4a + 4a^2)d1^38d2^6 + (2 + 1a + 2a^2)d1^39d2^6 + (2 + 4a + 2a^2)d1^40d2^6 + (2 + 4a + 2a^2)d1^41d2^6 + (1 + 3a + 2a^2)d1^42d2^6 + (1 + 3a + 2a^2)d1^43d2^6 + (1 + 1a + 2a^2)d1^44d2^6 + (3 + 4a + 4a^2)d1^45d2^6 + (2 + 3a + 2a^2)d1^46d2^6 + (0 + 0a + 1a^2)d1^47d2^6 + (3 + 4a + 3a^2)d1^48d2^6 + (3 + 0a + 0a^2)d1^49d2^6 + (4 + 2a + 3a^2)d1^50d2^6 + (0 + 1a + 0a^2)d1^51d2^6 + (1 + 0a + 4a^2)d1^52d2^6 + (4 + 1a + 1a^2)d1^53d2^6 + (2 + 0a + 0a^2)d1^54d2^6 + (1 + 4a + 1a^2)d1^55d2^6 + (4 + 4a + 3a^2)d1^56d2^6 + (3 + 2a + 3a^2)d1^57d2^6 + (4 + 2a + 1a^2)d1^58d2^6 + (2 + 4a + 1a^2)d1^59d2^6 + (2 + 2a + 0a^2)d1^60d2^6 + (4 + 2a + 2a^2)d1^61d2^6 + (2 + 0a + 2a^2)d1^62d2^6 + (2 + 0a + 4a^2)d1^63d2^6 + (0 + 1a + 2a^2)d1^64d2^6 + (3 + 0a + 0a^2)d1^65d2^6 + (2 + 3a + 1a^2)d1^66d2^6 + (0 + 1a + 0a^2)d1^67d2^6 + (0 + 4a + 4a^2)d1^68d2^6 + (3 + 1a + 3a^2)d1^69d2^6 + (1 + 3a + 4a^2)d1^70d2^6 + (3 + 2a + 1a^2)d1^71d2^6 + (1 + 1a + 2a^2)d1^72d2^6 + (3 + 4a + 3a^2)d1^73d2^6 + (2 + 4a + 4a^2)d1^74d2^6 + (1 + 0a + 4a^2)d1^75d2^6 + (3 + 1a + 1a^2)d1^76d2^6 + (1 + 4a + 4a^2)d1^77d2^6 + (1 + 0a + 3a^2)d1^78d2^6 + (3 + 0a + 0a^2)d1^79d2^6 + (0 + 4a + 1a^2)d1^80d2^6 + (0 + 4a + 3a^2)d1^81d2^6 + (3 + 0a + 2a^2)d1^82d2^6 + (2 + 1a + 1a^2)d1^83d2^6 + (2 + 2a + 4a^2)d1^84d2^6 + (3 + 1a + 4a^2)d1^85d2^6 + (1 + 0a + 0a^2)d1^86d2^6 + (3 + 0a + 4a^2)d1^87d2^6 + (3 + 0a + 4a^2)d1^88d2^6 + (4 + 3a + 1a^2)d1^89d2^6 + (0 + 1a + 3a^2)d1^90d2^6 + (1 + 2a + 4a^2)d1^91d2^6 + (0 + 4a + 2a^2)d1^92d2^6 + (2 + 4a + 2a^2)d1^93d2^6 + (2 + 4a + 4a^2)d1^94d2^6 + (4 + 2a + 0a^2)d1^95d2^6 + (3 + 2a + 4a^2)d1^96d2^6 + (4 + 4a + 1a^2)d1^97d2^6 + (4 + 3a + 2a^2)d1^98d2^6 + (3 + 0a + 3a^2)d1^99d2^6 + (2 + 1a + 1a^2)d1^100d2^6 + (1 + 1a + 0a^2)d1^101d2^6 + (1 + 1a + 2a^2)d1^102d2^6 + (2 + 2a + 4a^2)d1^103d2^6 + (3 + 1a + 3a^2)d1^104d2^6 + (2 + 0a + 0a^2)d1^105d2^6 + (3 + 4a + 4a^2)d1^106d2^6 + (4 + 2a + 1a^2)d1^107d2^6 + (1 + 3a + 1a^2)d1^108d2^6 + (2 + 1a + 2a^2)d1^109d2^6 + (1 + 3a + 4a^2)d1^110d2^6 + (2 + 1a + 4a^2)d1^111d2^6 + (0 + 4a + 4a^2)d1^112d2^6 + (4 + 2a + 1a^2)d1^113d2^6 + (3 + 4a + 4a^2)d1^114d2^6 + (3 + 3a + 0a^2)d1^115d2^6 + (3 + 0a + 1a^2)d1^116d2^6 + (0 + 0a + 2a^2)d1^117d2^6 + (1 + 1a + 0a^2)d1^118d2^6 + (3 + 1a + 4a^2)d1^119d2^6 + (2 + 2a + 1a^2)d1^120d2^6 + (2 + 2a + 1a^2)d1^121d2^6 + (4 + 2a + 3a^2)d1^122d2^6 + (3 + 2a + 2a^2)d1^123d2^6 + (4 + 2a + 4a^2)d1^124d2^6 + (0 + 0a + 1a^2)d1^125d2^6 + (1 + 0a + 0a^2)d1^126d2^6 + (1 + 0a + 2a^2)d1^127d2^6 + (3 + 2a + 0a^2)d1^128d2^6 + (4 + 0a + 3a^2)d1^129d2^6 + (3 + 4a + 1a^2)d1^130d2^6 + (4 + 0a + 1a^2)d1^131d2^6 + (1 + 2a + 0a^2)d1^132d2^6 + (0 + 2a + 1a^2)d1^133d2^6 + (4 + 4a + 1a^2)d1^134d2^6 + (1 + 4a + 0a^2)d1^135d2^6 + (0 + 3a + 2a^2)d1^136d2^6 + (1 + 1a + 3a^2)d1^137d2^6 + (4 + 0a + 0a^2)d1^138d2^6 + (0 + 4a + 4a^2)d1^139d2^6 + (0 + 0a + 4a^2)d1^140d2^6 + (2 + 1a + 2a^2)d1^141d2^6 + (4 + 1a + 1a^2)d1^142d2^6 + (4 + 3a + 0a^2)d1^143d2^6 + (1 + 3a + 4a^2)d1^144d2^6 + (1 + 1a + 4a^2)d1^145d2^6 + (1 + 2a + 2a^2)d1^146d2^6 + (0 + 4a + 0a^2)d1^147d2^6 + (1 + 4a + 2a^2)d1^148d2^6 + (4 + 0a + 0a^2)d1^149d2^6 + (2 + 0a + 2a^2)d1^150d2^6 + (2 + 1a + 3a^2)d1^151d2^6 + (1 + 3a + 0a^2)d1^152d2^6 + (0 + 3a + 0a^2)d1^153d2^6 + (3 + 2a + 2a^2)d1^154d2^6 + (3 + 3a + 3a^2)d1^155d2^6 + (2 + 4a + 0a^2)d1^156d2^6 + (2 + 0a + 4a^2)d1^157d2^6 + (3 + 0a + 4a^2)d1^158d2^6 + (2 + 0a + 2a^2)d1^159d2^6 + (4 + 3a + 2a^2)d1^160d2^6 + (1 + 1a + 2a^2)d1^161d2^6 + (1 + 4a + 1a^2)d1^162d2^6 + (0 + 2a + 0a^2)d1^163d2^6 + (0 + 0a + 2a^2)d1^164d2^6 + (4 + 2a + 3a^2)d1^165d2^6 + (1 + 4a + 3a^2)d1^166d2^6 + (1 + 1a + 1a^2)d1^167d2^6 + (0 + 0a + 1a^2)d1^168d2^6 + (4 + 3a + 2a^2)d1^169d2^6 + (1 + 3a + 2a^2)d1^170d2^6 + (3 + 1a + 3a^2)d1^171d2^6 + (1 + 4a + 4a^2)d1^172d2^6 + (3 + 0a + 0a^2)d1^173d2^6 + (1 + 4a + 3a^2)d1^174d2^6 + (1 + 2a + 1a^2)d1^175d2^6 + (1 + 2a + 4a^2)d1^176d2^6 + (1 + 4a + 4a^2)d1^177d2^6 + (4 + 0a + 2a^2)d1^178d2^6 + (0 + 2a + 0a^2)d1^179d2^6 + (4 + 2a + 0a^2)d1^180d2^6 + (2 + 2a + 0a^2)d1^181d2^6 + (0 + 4a + 1a^2)d1^182d2^6 + (2 + 0a + 4a^2)d1^183d2^6 + (0 + 2a + 2a^2)d1^184d2^6 + (3 + 1a + 0a^2)d1^185d2^6 + (0 + 1a + 0a^2)d1^186d2^6 + (4 + 1a + 2a^2)d1^187d2^6 + (3 + 2a + 1a^2)d1^188d2^6 + (4 + 4a + 2a^2)d1^189d2^6 + (3 + 3a + 0a^2)d1^190d2^6 + (2 + 1a + 3a^2)d1^191d2^6 + (1 + 1a + 1a^2)d1^192d2^6 + (2 + 2a + 2a^2)d1^193d2^6 + (4 + 4a + 0a^2)d1^194d2^6 + (2 + 3a + 0a^2)d1^195d2^6 + (2 + 2a + 1a^2)d1^196d2^6 + (1 + 3a + 2a^2)d1^197d2^6 + (2 + 2a + 3a^2)d1^198d2^6 + (1 + 4a + 2a^2)d1^199d2^6 + (0 + 2a + 0a^2)d1^200d2^6 + (1 + 3a + 3a^2)d1^201d2^6 + (4 + 2a + 2a^2)d1^202d2^6 + (3 + 3a + 4a^2)d1^203d2^6 + (1 + 4a + 3a^2)d1^204d2^6 + (0 + 0a + 3a^2)d1^205d2^6 + (0 + 3a + 2a^2)d1^206d2^6 + (2 + 4a + 2a^2)d1^207d2^6 + (3 + 0a + 0a^2)d1^208d2^6 + (0 + 2a + 1a^2)d1^209d2^6 + (0 + 4a + 1a^2)d1^210d2^6 + (2 + 2a + 3a^2)d1^211d2^6 + (4 + 4a + 1a^2)d1^212d2^6 + (2 + 0a + 1a^2)d1^213d2^6 + (2 + 1a + 4a^2)d1^214d2^6 + (2 + 2a + 1a^2)d1^215d2^6 + (0 + 3a + 1a^2)d1^216d2^6 + (3 + 3a + 2a^2)d1^217d2^6 + (0 + 1a + 4a^2)d1^218d2^6 + (3 + 1a + 3a^2)d1^219d2^6 + (4 + 4a + 0a^2)d1^220d2^6 + (2 + 3a + 4a^2)d1^221d2^6 + (4 + 0a + 4a^2)d1^222d2^6 + (4 + 4a + 2a^2)d1^223d2^6 + (1 + 3a + 2a^2)d1^224d2^6 + (2 + 3a + 3a^2)d1^225d2^6 + (0 + 1a + 3a^2)d1^226d2^6 + (1 + 4a + 1a^2)d1^227d2^6 + (0 + 1a + 1a^2)d1^228d2^6 + (1 + 4a + 1a^2)d1^229d2^6 + (1 + 3a + 3a^2)d1^230d2^6 + (0 + 3a + 1a^2)d1^231d2^6 + (2 + 0a + 0a^2)d1^232d2^6 + (2 + 4a + 2a^2)d1^233d2^6 + (1 + 4a + 1a^2)d1^234d2^6 + (2 + 2a + 0a^2)d1^235d2^6 + (4 + 0a + 0a^2)d1^236d2^6 + (1 + 3a + 3a^2)d1^237d2^6 + (2 + 0a + 3a^2)d1^238d2^6 + (3 + 4a + 0a^2)d1^239d2^6 + (0 + 4a + 2a^2)d1^240d2^6 + (2 + 0a + 3a^2)d1^241d2^6 + (3 + 4a + 4a^2)d1^242d2^6 + (0 + 2a + 3a^2)d1^243d2^6 + (2 + 2a + 4a^2)d1^244d2^6 + (1 + 2a + 0a^2)d1^245d2^6 + (1 + 0a + 1a^2)d1^246d2^6 + (4 + 0a + 4a^2)d1^247d2^6 + (3 + 2a + 4a^2)d1^248d2^6 + (3 + 1a + 2a^2)d1^249d2^6 + (0 + 2a + 2a^2)d1^250d2^6 + (2 + 0a + 3a^2)d1^251d2^6 + (3 + 3a + 0a^2)d1^252d2^6 + (0 + 0a + 2a^2)d1^253d2^6 + (4 + 2a + 4a^2)d1^254d2^6 + (4 + 2a + 1a^2)d1^255d2^6 + (0 + 0a + 1a^2)d1^256d2^6 + (3 + 3a + 0a^2)d1^257d2^6 + (3 + 3a + 0a^2)d1^258d2^6 + (4 + 0a + 3a^2)d1^259d2^6 + (3 + 4a + 4a^2)d1^260d2^6 + (0 + 3a + 4a^2)d1^261d2^6 + (4 + 1a + 0a^2)d1^262d2^6 + (4 + 3a + 4a^2)d1^263d2^6 + (1 + 3a + 2a^2)d1^264d2^6 + (3 + 3a + 3a^2)d1^265d2^6 + (0 + 4a + 3a^2)d1^266d2^6 + (4 + 0a + 4a^2)d1^267d2^6 + (2 + 1a + 1a^2)d1^268d2^6 + (0 + 4a + 4a^2)d1^269d2^6 + (3 + 4a + 3a^2)d1^270d2^6 + (2 + 1a + 1a^2)d1^271d2^6 + (4 + 1a + 2a^2)d1^272d2^6 + (1 + 3a + 0a^2)d1^273d2^6 + (0 + 2a + 1a^2)d1^274d2^6 + (2 + 3a + 0a^2)d1^275d2^6 + (0 + 4a + 4a^2)d1^276d2^6 + (4 + 2a + 4a^2)d1^277d2^6 + (2 + 2a + 1a^2)d1^278d2^6 + (2 + 0a + 3a^2)d1^279d2^6 + (4 + 1a + 3a^2)d1^280d2^6 + (0 + 2a + 1a^2)d1^281d2^6 + (0 + 2a + 1a^2)d1^282d2^6 + (0 + 2a + 4a^2)d1^283d2^6 + (0 + 2a + 2a^2)d1^284d2^6 + (1 + 4a + 0a^2)d1^285d2^6 + (1 + 2a + 0a^2)d1^286d2^6 + (3 + 2a + 0a^2)d1^287d2^6 + (1 + 2a + 1a^2)d1^288d2^6 + (4 + 2a + 2a^2)d1^289d2^6 + (3 + 3a + 2a^2)d1^290d2^6 + (0 + 4a + 4a^2)d1^291d2^6 + (2 + 2a + 2a^2)d1^292d2^6 + (2 + 0a + 4a^2)d1^293d2^6 + (1 + 3a + 3a^2)d2^7 + (4 + 2a + 0a^2)d1^1d2^7 + (3 + 1a + 4a^2)d1^2d2^7 + (4 + 0a + 3a^2)d1^3d2^7 + (0 + 1a + 2a^2)d1^4d2^7 + (3 + 0a + 1a^2)d1^5d2^7 + (2 + 0a + 1a^2)d1^6d2^7 + (4 + 1a + 1a^2)d1^7d2^7 + (4 + 3a + 0a^2)d1^8d2^7 + (0 + 4a + 1a^2)d1^9d2^7 + (3 + 4a + 2a^2)d1^10d2^7 + (4 + 0a + 4a^2)d1^11d2^7 + (0 + 2a + 1a^2)d1^12d2^7 + (4 + 1a + 2a^2)d1^13d2^7 + (1 + 1a + 2a^2)d1^14d2^7 + (3 + 0a + 4a^2)d1^15d2^7 + (0 + 1a + 0a^2)d1^16d2^7 + (3 + 0a + 3a^2)d1^17d2^7 + (1 + 0a + 4a^2)d1^18d2^7 + (4 + 0a + 0a^2)d1^19d2^7 + (4 + 0a + 4a^2)d1^20d2^7 + (1 + 1a + 3a^2)d1^21d2^7 + (4 + 4a + 1a^2)d1^22d2^7 + (3 + 4a + 3a^2)d1^23d2^7 + (2 + 0a + 1a^2)d1^24d2^7 + (0 + 1a + 4a^2)d1^25d2^7 + (2 + 3a + 3a^2)d1^26d2^7 + (3 + 4a + 2a^2)d1^27d2^7 + (1 + 3a + 0a^2)d1^28d2^7 + (2 + 3a + 4a^2)d1^29d2^7 + (2 + 4a + 2a^2)d1^30d2^7 + (1 + 2a + 3a^2)d1^31d2^7 + (1 + 4a + 3a^2)d1^32d2^7 + (2 + 4a + 1a^2)d1^33d2^7 + (3 + 3a + 3a^2)d1^34d2^7 + (3 + 3a + 0a^2)d1^35d2^7 + (2 + 3a + 3a^2)d1^36d2^7 + (2 + 4a + 1a^2)d1^37d2^7 + (3 + 4a + 1a^2)d1^38d2^7 + (2 + 1a + 2a^2)d1^39d2^7 + (2 + 4a + 1a^2)d1^40d2^7 + (1 + 4a + 2a^2)d1^41d2^7 + (1 + 3a + 2a^2)d1^42d2^7 + (1 + 3a + 0a^2)d1^43d2^7 + (2 + 1a + 0a^2)d1^44d2^7 + (2 + 3a + 0a^2)d1^45d2^7 + (2 + 0a + 3a^2)d1^46d2^7 + (1 + 3a + 0a^2)d1^47d2^7 + (0 + 4a + 0a^2)d1^48d2^7 + (3 + 0a + 4a^2)d1^49d2^7 + (1 + 2a + 3a^2)d1^50d2^7 + (1 + 4a + 0a^2)d1^51d2^7 + (1 + 0a + 2a^2)d1^52d2^7 + (3 + 1a + 0a^2)d1^53d2^7 + (0 + 1a + 1a^2)d1^54d2^7 + (1 + 4a + 3a^2)d1^55d2^7 + (2 + 0a + 0a^2)d1^56d2^7 + (1 + 3a + 3a^2)d1^57d2^7 + (3 + 1a + 1a^2)d1^58d2^7 + (4 + 4a + 0a^2)d1^59d2^7 + (0 + 3a + 2a^2)d1^60d2^7 + (0 + 4a + 4a^2)d1^61d2^7 + (2 + 2a + 0a^2)d1^62d2^7 + (4 + 0a + 1a^2)d1^63d2^7 + (3 + 0a + 4a^2)d1^64d2^7 + (3 + 4a + 2a^2)d1^65d2^7 + (0 + 3a + 0a^2)d1^66d2^7 + (3 + 0a + 1a^2)d1^67d2^7 + (2 + 2a + 4a^2)d1^68d2^7 + (3 + 1a + 3a^2)d1^69d2^7 + (4 + 4a + 0a^2)d1^70d2^7 + (2 + 2a + 0a^2)d1^71d2^7 + (1 + 0a + 2a^2)d1^72d2^7 + (3 + 4a + 4a^2)d1^73d2^7 + (1 + 4a + 2a^2)d1^74d2^7 + (4 + 2a + 2a^2)d1^75d2^7 + (3 + 1a + 3a^2)d1^76d2^7 + (3 + 4a + 2a^2)d1^77d2^7 + (2 + 1a + 4a^2)d1^78d2^7 + (2 + 0a + 2a^2)d1^79d2^7 + (4 + 3a + 3a^2)d1^80d2^7 + (0 + 1a + 0a^2)d1^81d2^7 + (4 + 1a + 1a^2)d1^82d2^7 + (2 + 2a + 4a^2)d1^83d2^7 + (1 + 4a + 2a^2)d1^84d2^7 + (1 + 0a + 2a^2)d1^86d2^7 + (1 + 4a + 0a^2)d1^87d2^7 + (2 + 2a + 0a^2)d1^88d2^7 + (4 + 2a + 4a^2)d1^89d2^7 + (4 + 3a + 4a^2)d1^90d2^7 + (4 + 1a + 2a^2)d1^91d2^7 + (1 + 0a + 4a^2)d1^92d2^7 + (4 + 0a + 2a^2)d1^93d2^7 + (3 + 3a + 4a^2)d1^94d2^7 + (1 + 2a + 3a^2)d1^95d2^7 + (4 + 2a + 0a^2)d1^96d2^7 + (2 + 4a + 1a^2)d1^97d2^7 + (4 + 1a + 3a^2)d1^98d2^7 + (0 + 4a + 4a^2)d1^99d2^7 + (3 + 1a + 2a^2)d1^100d2^7 + (4 + 4a + 1a^2)d1^101d2^7 + (2 + 1a + 3a^2)d1^102d2^7 + (0 + 3a + 3a^2)d1^103d2^7 + (0 + 3a + 2a^2)d1^104d2^7 + (3 + 1a + 3a^2)d1^105d2^7 + (0 + 3a + 4a^2)d1^106d2^7 + (0 + 1a + 3a^2)d1^107d2^7 + (0 + 3a + 2a^2)d1^108d2^7 + (0 + 0a + 1a^2)d1^109d2^7 + (3 + 1a + 0a^2)d1^111d2^7 + (3 + 4a + 3a^2)d1^112d2^7 + (3 + 0a + 1a^2)d1^113d2^7 + (4 + 0a + 4a^2)d1^114d2^7 + (4 + 4a + 2a^2)d1^115d2^7 + (0 + 4a + 3a^2)d1^116d2^7 + (3 + 3a + 0a^2)d1^117d2^7 + (2 + 1a + 3a^2)d1^118d2^7 + (1 + 1a + 3a^2)d1^119d2^7 + (0 + 4a + 2a^2)d1^120d2^7 + (3 + 4a + 4a^2)d1^121d2^7 + (4 + 1a + 2a^2)d1^122d2^7 + (4 + 2a + 2a^2)d1^123d2^7 + (0 + 4a + 1a^2)d1^124d2^7 + (2 + 0a + 0a^2)d1^125d2^7 + (2 + 1a + 1a^2)d1^126d2^7 + (2 + 4a + 1a^2)d1^127d2^7 + (3 + 2a + 0a^2)d1^128d2^7 + (4 + 2a + 0a^2)d1^129d2^7 + (1 + 1a + 4a^2)d1^130d2^7 + (1 + 4a + 2a^2)d1^131d2^7 + (1 + 1a + 3a^2)d1^132d2^7 + (0 + 4a + 3a^2)d1^133d2^7 + (3 + 3a + 3a^2)d1^134d2^7 + (2 + 3a + 1a^2)d1^135d2^7 + (3 + 4a + 4a^2)d1^136d2^7 + (3 + 1a + 4a^2)d1^137d2^7 + (3 + 1a + 3a^2)d1^138d2^7 + (0 + 1a + 1a^2)d1^139d2^7 + (3 + 3a + 3a^2)d1^140d2^7 + (1 + 2a + 0a^2)d1^141d2^7 + (1 + 2a + 1a^2)d1^142d2^7 + (0 + 4a + 0a^2)d1^143d2^7 + (1 + 0a + 2a^2)d1^144d2^7 + (1 + 3a + 0a^2)d1^145d2^7 + (4 + 0a + 1a^2)d1^146d2^7 + (3 + 2a + 1a^2)d1^147d2^7 + (0 + 2a + 4a^2)d1^148d2^7 + (3 + 4a + 4a^2)d1^149d2^7 + (3 + 4a + 3a^2)d1^150d2^7 + (2 + 1a + 2a^2)d1^151d2^7 + (0 + 2a + 3a^2)d1^152d2^7 + (4 + 3a + 2a^2)d1^153d2^7 + (2 + 2a + 3a^2)d1^154d2^7 + (4 + 0a + 1a^2)d1^155d2^7 + (3 + 2a + 2a^2)d1^156d2^7 + (0 + 0a + 3a^2)d1^157d2^7 + (0 + 1a + 4a^2)d1^158d2^7 + (0 + 3a + 2a^2)d1^159d2^7 + (0 + 1a + 1a^2)d1^160d2^7 + (2 + 0a + 4a^2)d1^161d2^7 + (2 + 0a + 1a^2)d1^162d2^7 + (0 + 1a + 3a^2)d1^163d2^7 + (3 + 4a + 2a^2)d1^164d2^7 + (3 + 0a + 4a^2)d1^165d2^7 + (0 + 2a + 2a^2)d1^166d2^7 + (4 + 1a + 1a^2)d1^167d2^7 + (4 + 0a + 2a^2)d1^168d2^7 + (4 + 3a + 1a^2)d1^169d2^7 + (1 + 4a + 4a^2)d1^170d2^7 + (2 + 3a + 3a^2)d1^171d2^7 + (3 + 3a + 1a^2)d1^172d2^7 + (3 + 3a + 3a^2)d1^173d2^7 + (0 + 2a + 4a^2)d1^174d2^7 + (4 + 4a + 3a^2)d1^175d2^7 + (2 + 2a + 0a^2)d1^176d2^7 + (3 + 1a + 2a^2)d1^177d2^7 + (4 + 1a + 1a^2)d1^178d2^7 + (4 + 2a + 0a^2)d1^179d2^7 + (2 + 4a + 0a^2)d1^180d2^7 + (1 + 0a + 0a^2)d1^181d2^7 + (2 + 4a + 4a^2)d1^182d2^7 + (0 + 2a + 4a^2)d1^183d2^7 + (0 + 2a + 4a^2)d1^184d2^7 + (1 + 1a + 0a^2)d1^185d2^7 + (2 + 0a + 2a^2)d1^186d2^7 + (1 + 1a + 0a^2)d1^187d2^7 + (2 + 2a + 1a^2)d1^188d2^7 + (1 + 4a + 2a^2)d1^190d2^7 + (4 + 3a + 1a^2)d1^191d2^7 + (3 + 2a + 3a^2)d1^192d2^7 + (2 + 1a + 2a^2)d1^193d2^7 + (1 + 1a + 4a^2)d1^194d2^7 + (2 + 0a + 4a^2)d1^195d2^7 + (0 + 4a + 3a^2)d1^196d2^7 + (0 + 4a + 4a^2)d1^197d2^7 + (3 + 1a + 3a^2)d1^198d2^7 + (4 + 3a + 3a^2)d1^199d2^7 + (1 + 2a + 0a^2)d1^200d2^7 + (2 + 4a + 1a^2)d1^201d2^7 + (3 + 0a + 2a^2)d1^202d2^7 + (0 + 0a + 3a^2)d1^203d2^7 + (3 + 1a + 3a^2)d1^204d2^7 + (3 + 0a + 4a^2)d1^205d2^7 + (4 + 3a + 1a^2)d1^206d2^7 + (1 + 1a + 3a^2)d1^207d2^7 + (3 + 4a + 0a^2)d1^208d2^7 + (3 + 4a + 0a^2)d1^209d2^7 + (2 + 1a + 3a^2)d1^210d2^7 + (4 + 0a + 4a^2)d1^211d2^7 + (0 + 2a + 2a^2)d1^212d2^7 + (3 + 1a + 0a^2)d1^213d2^7 + (0 + 2a + 3a^2)d1^214d2^7 + (4 + 0a + 2a^2)d1^215d2^7 + (0 + 2a + 1a^2)d1^216d2^7 + (4 + 0a + 1a^2)d1^217d2^7 + (3 + 1a + 1a^2)d1^218d2^7 + (1 + 1a + 4a^2)d1^219d2^7 + (3 + 3a + 2a^2)d1^220d2^7 + (2 + 4a + 0a^2)d1^221d2^7 + (4 + 4a + 1a^2)d1^222d2^7 + (4 + 0a + 3a^2)d1^223d2^7 + (3 + 0a + 3a^2)d1^224d2^7 + (2 + 2a + 4a^2)d1^225d2^7 + (2 + 2a + 0a^2)d1^226d2^7 + (1 + 2a + 3a^2)d1^227d2^7 + (3 + 2a + 3a^2)d1^228d2^7 + (1 + 2a + 1a^2)d1^229d2^7 + (0 + 1a + 2a^2)d1^230d2^7 + (1 + 3a + 1a^2)d1^231d2^7 + (0 + 2a + 0a^2)d1^232d2^7 + (0 + 4a + 0a^2)d1^233d2^7 + (4 + 0a + 2a^2)d1^234d2^7 + (3 + 1a + 1a^2)d1^235d2^7 + (3 + 1a + 2a^2)d1^236d2^7 + (4 + 4a + 2a^2)d1^237d2^7 + (1 + 0a + 0a^2)d1^238d2^7 + (4 + 4a + 3a^2)d1^239d2^7 + (3 + 2a + 1a^2)d1^240d2^7 + (1 + 3a + 2a^2)d1^241d2^7 + (2 + 0a + 2a^2)d1^242d2^7 + (1 + 1a + 3a^2)d1^243d2^7 + (2 + 3a + 4a^2)d1^244d2^7 + (3 + 2a + 1a^2)d1^245d2^7 + (3 + 3a + 0a^2)d1^246d2^7 + (3 + 1a + 1a^2)d1^247d2^7 + (4 + 2a + 2a^2)d1^248d2^7 + (2 + 3a + 4a^2)d1^249d2^7 + (4 + 1a + 3a^2)d1^250d2^7 + (1 + 2a + 2a^2)d1^251d2^7 + (0 + 0a + 2a^2)d1^252d2^7 + (3 + 4a + 2a^2)d1^253d2^7 + (3 + 4a + 3a^2)d1^254d2^7 + (3 + 3a + 0a^2)d1^255d2^7 + (1 + 3a + 1a^2)d1^256d2^7 + (4 + 2a + 1a^2)d1^257d2^7 + (1 + 1a + 0a^2)d1^258d2^7 + (4 + 4a + 2a^2)d1^259d2^7 + (2 + 4a + 2a^2)d1^260d2^7 + (3 + 4a + 4a^2)d1^261d2^7 + (2 + 1a + 3a^2)d1^262d2^7 + (4 + 1a + 1a^2)d1^263d2^7 + (4 + 0a + 4a^2)d1^264d2^7 + (4 + 2a + 2a^2)d1^265d2^7 + (1 + 4a + 1a^2)d1^266d2^7 + (2 + 3a + 2a^2)d1^267d2^7 + (2 + 1a + 4a^2)d1^268d2^7 + (1 + 3a + 3a^2)d1^270d2^7 + (0 + 0a + 3a^2)d1^271d2^7 + (1 + 2a + 0a^2)d1^272d2^7 + (2 + 2a + 4a^2)d1^273d2^7 + (0 + 4a + 1a^2)d1^274d2^7 + (1 + 3a + 0a^2)d1^275d2^7 + (3 + 0a + 1a^2)d1^276d2^7 + (3 + 4a + 1a^2)d1^277d2^7 + (4 + 0a + 1a^2)d1^278d2^7 + (3 + 0a + 4a^2)d1^279d2^7 + (3 + 4a + 0a^2)d1^280d2^7 + (4 + 2a + 0a^2)d1^281d2^7 + (3 + 2a + 4a^2)d1^282d2^7 + (0 + 3a + 1a^2)d1^283d2^7 + (1 + 1a + 3a^2)d1^284d2^7 + (2 + 4a + 4a^2)d1^285d2^7 + (0 + 3a + 3a^2)d1^286d2^7 + (2 + 1a + 2a^2)d1^287d2^7 + (0 + 0a + 2a^2)d1^288d2^7 + (1 + 3a + 3a^2)d1^289d2^7 + (3 + 3a + 4a^2)d1^290d2^7 + (1 + 3a + 2a^2)d1^291d2^7 + (2 + 1a + 0a^2)d1^292d2^7 + (4 + 3a + 2a^2)d1^293d2^7 + (1 + 4a + 0a^2)d2^8 + (2 + 2a + 4a^2)d1^1d2^8 + (2 + 3a + 4a^2)d1^2d2^8 + (3 + 2a + 0a^2)d1^3d2^8 + (2 + 3a + 3a^2)d1^4d2^8 + (4 + 2a + 2a^2)d1^5d2^8 + (3 + 3a + 2a^2)d1^6d2^8 + (3 + 1a + 4a^2)d1^7d2^8 + (0 + 2a + 2a^2)d1^8d2^8 + (4 + 4a + 3a^2)d1^9d2^8 + (1 + 0a + 2a^2)d1^10d2^8 + (2 + 3a + 1a^2)d1^11d2^8 + (3 + 0a + 1a^2)d1^12d2^8 + (4 + 0a + 2a^2)d1^13d2^8 + (4 + 4a + 3a^2)d1^14d2^8 + (4 + 4a + 2a^2)d1^15d2^8 + (2 + 4a + 2a^2)d1^16d2^8 + (2 + 3a + 0a^2)d1^17d2^8 + (1 + 1a + 2a^2)d1^18d2^8 + (1 + 2a + 3a^2)d1^19d2^8 + (1 + 2a + 3a^2)d1^20d2^8 + (4 + 0a + 0a^2)d1^21d2^8 + (1 + 1a + 3a^2)d1^22d2^8 + (2 + 0a + 3a^2)d1^23d2^8 + (0 + 2a + 4a^2)d1^24d2^8 + (2 + 4a + 0a^2)d1^25d2^8 + (4 + 1a + 0a^2)d1^26d2^8 + (1 + 2a + 4a^2)d1^27d2^8 + (1 + 2a + 4a^2)d1^28d2^8 + (1 + 0a + 4a^2)d1^29d2^8 + (1 + 4a + 4a^2)d1^30d2^8 + (1 + 4a + 2a^2)d1^31d2^8 + (3 + 4a + 3a^2)d1^32d2^8 + (1 + 3a + 0a^2)d1^33d2^8 + (1 + 4a + 4a^2)d1^34d2^8 + (2 + 3a + 0a^2)d1^35d2^8 + (1 + 1a + 4a^2)d1^36d2^8 + (1 + 4a + 3a^2)d1^37d2^8 + (3 + 3a + 4a^2)d1^38d2^8 + (2 + 3a + 1a^2)d1^39d2^8 + (2 + 0a + 1a^2)d1^40d2^8 + (0 + 3a + 2a^2)d1^41d2^8 + (0 + 4a + 0a^2)d1^42d2^8 + (2 + 2a + 4a^2)d1^43d2^8 + (0 + 3a + 4a^2)d1^44d2^8 + (3 + 3a + 0a^2)d1^46d2^8 + (4 + 4a + 3a^2)d1^47d2^8 + (2 + 0a + 3a^2)d1^48d2^8 + (0 + 3a + 4a^2)d1^49d2^8 + (3 + 0a + 1a^2)d1^50d2^8 + (1 + 1a + 3a^2)d1^51d2^8 + (3 + 0a + 2a^2)d1^52d2^8 + (0 + 4a + 3a^2)d1^53d2^8 + (1 + 1a + 0a^2)d1^54d2^8 + (2 + 1a + 4a^2)d1^55d2^8 + (0 + 4a + 3a^2)d1^56d2^8 + (4 + 4a + 0a^2)d1^57d2^8 + (2 + 0a + 0a^2)d1^58d2^8 + (4 + 3a + 1a^2)d1^59d2^8 + (3 + 2a + 0a^2)d1^60d2^8 + (2 + 1a + 4a^2)d1^61d2^8 + (3 + 4a + 4a^2)d1^62d2^8 + (1 + 4a + 3a^2)d1^63d2^8 + (2 + 0a + 1a^2)d1^64d2^8 + (3 + 3a + 0a^2)d1^65d2^8 + (4 + 0a + 2a^2)d1^66d2^8 + (3 + 2a + 2a^2)d1^67d2^8 + (3 + 2a + 3a^2)d1^68d2^8 + (1 + 0a + 0a^2)d1^69d2^8 + (3 + 4a + 1a^2)d1^70d2^8 + (3 + 2a + 3a^2)d1^71d2^8 + (4 + 0a + 2a^2)d1^72d2^8 + (2 + 4a + 1a^2)d1^73d2^8 + (2 + 3a + 4a^2)d1^74d2^8 + (0 + 3a + 3a^2)d1^75d2^8 + (2 + 2a + 2a^2)d1^76d2^8 + (3 + 1a + 3a^2)d1^77d2^8 + (2 + 1a + 4a^2)d1^78d2^8 + (2 + 1a + 2a^2)d1^79d2^8 + (3 + 0a + 1a^2)d1^80d2^8 + (3 + 1a + 2a^2)d1^81d2^8 + (4 + 4a + 1a^2)d1^82d2^8 + (4 + 2a + 1a^2)d1^83d2^8 + (0 + 4a + 1a^2)d1^84d2^8 + (4 + 2a + 2a^2)d1^85d2^8 + (4 + 3a + 0a^2)d1^86d2^8 + (0 + 3a + 4a^2)d1^87d2^8 + (2 + 2a + 2a^2)d1^88d2^8 + (1 + 0a + 3a^2)d1^89d2^8 + (3 + 0a + 2a^2)d1^90d2^8 + (3 + 1a + 2a^2)d1^91d2^8 + (3 + 0a + 2a^2)d1^92d2^8 + (3 + 4a + 3a^2)d1^93d2^8 + (1 + 3a + 0a^2)d1^94d2^8 + (3 + 4a + 1a^2)d1^95d2^8 + (2 + 0a + 1a^2)d1^96d2^8 + (3 + 0a + 1a^2)d1^97d2^8 + (0 + 4a + 1a^2)d1^98d2^8 + (0 + 2a + 0a^2)d1^99d2^8 + (4 + 3a + 0a^2)d1^100d2^8 + (1 + 2a + 2a^2)d1^101d2^8 + (3 + 3a + 0a^2)d1^102d2^8 + (3 + 2a + 3a^2)d1^103d2^8 + (1 + 1a + 4a^2)d1^104d2^8 + (3 + 0a + 2a^2)d1^105d2^8 + (3 + 1a + 0a^2)d1^106d2^8 + (2 + 4a + 3a^2)d1^107d2^8 + (1 + 3a + 1a^2)d1^108d2^8 + (0 + 3a + 4a^2)d1^109d2^8 + (3 + 2a + 1a^2)d1^110d2^8 + (2 + 3a + 4a^2)d1^111d2^8 + (3 + 4a + 1a^2)d1^112d2^8 + (1 + 0a + 4a^2)d1^113d2^8 + (3 + 3a + 2a^2)d1^114d2^8 + (4 + 3a + 4a^2)d1^115d2^8 + (2 + 1a + 0a^2)d1^116d2^8 + (1 + 0a + 2a^2)d1^117d2^8 + (2 + 0a + 2a^2)d1^118d2^8 + (2 + 1a + 2a^2)d1^119d2^8 + (2 + 1a + 0a^2)d1^120d2^8 + (1 + 4a + 4a^2)d1^121d2^8 + (2 + 1a + 4a^2)d1^122d2^8 + (3 + 0a + 0a^2)d1^123d2^8 + (1 + 1a + 3a^2)d1^124d2^8 + (0 + 4a + 4a^2)d1^125d2^8 + (3 + 2a + 1a^2)d1^126d2^8 + (3 + 1a + 0a^2)d1^127d2^8 + (0 + 3a + 3a^2)d1^128d2^8 + (1 + 4a + 1a^2)d1^129d2^8 + (4 + 1a + 4a^2)d1^130d2^8 + (1 + 0a + 1a^2)d1^131d2^8 + (3 + 4a + 3a^2)d1^132d2^8 + (4 + 3a + 3a^2)d1^133d2^8 + (2 + 4a + 3a^2)d1^134d2^8 + (4 + 3a + 0a^2)d1^135d2^8 + (3 + 1a + 4a^2)d1^136d2^8 + (2 + 2a + 4a^2)d1^137d2^8 + (4 + 1a + 0a^2)d1^138d2^8 + (3 + 3a + 2a^2)d1^139d2^8 + (0 + 2a + 2a^2)d1^140d2^8 + (2 + 0a + 3a^2)d1^141d2^8 + (2 + 0a + 0a^2)d1^142d2^8 + (0 + 0a + 4a^2)d1^143d2^8 + (4 + 3a + 2a^2)d1^144d2^8 + (1 + 4a + 0a^2)d1^145d2^8 + (1 + 3a + 3a^2)d1^146d2^8 + (4 + 2a + 4a^2)d1^147d2^8 + (3 + 4a + 2a^2)d1^148d2^8 + (3 + 1a + 2a^2)d1^149d2^8 + (1 + 1a + 2a^2)d1^150d2^8 + (4 + 3a + 2a^2)d1^151d2^8 + (1 + 3a + 2a^2)d1^152d2^8 + (3 + 3a + 4a^2)d1^153d2^8 + (3 + 3a + 1a^2)d1^154d2^8 + (4 + 4a + 0a^2)d1^155d2^8 + (3 + 1a + 3a^2)d1^157d2^8 + (2 + 0a + 4a^2)d1^158d2^8 + (1 + 1a + 0a^2)d1^159d2^8 + (0 + 3a + 4a^2)d1^160d2^8 + (3 + 1a + 4a^2)d1^161d2^8 + (1 + 1a + 4a^2)d1^162d2^8 + (3 + 2a + 2a^2)d1^163d2^8 + (4 + 3a + 4a^2)d1^164d2^8 + (0 + 2a + 2a^2)d1^165d2^8 + (0 + 0a + 3a^2)d1^166d2^8 + (1 + 3a + 0a^2)d1^167d2^8 + (1 + 4a + 2a^2)d1^168d2^8 + (1 + 3a + 3a^2)d1^169d2^8 + (4 + 0a + 3a^2)d1^170d2^8 + (2 + 3a + 2a^2)d1^171d2^8 + (4 + 3a + 4a^2)d1^172d2^8 + (1 + 3a + 4a^2)d1^173d2^8 + (4 + 3a + 1a^2)d1^174d2^8 + (3 + 4a + 1a^2)d1^175d2^8 + (2 + 4a + 4a^2)d1^176d2^8 + (4 + 0a + 2a^2)d1^177d2^8 + (1 + 1a + 2a^2)d1^178d2^8 + (2 + 2a + 4a^2)d1^179d2^8 + (2 + 0a + 4a^2)d1^180d2^8 + (3 + 0a + 4a^2)d1^181d2^8 + (1 + 1a + 2a^2)d1^182d2^8 + (3 + 1a + 4a^2)d1^183d2^8 + (0 + 2a + 0a^2)d1^184d2^8 + (2 + 4a + 1a^2)d1^185d2^8 + (1 + 4a + 2a^2)d1^186d2^8 + (2 + 1a + 1a^2)d1^187d2^8 + (0 + 2a + 2a^2)d1^188d2^8 + (4 + 1a + 4a^2)d1^189d2^8 + (1 + 0a + 3a^2)d1^190d2^8 + (0 + 4a + 1a^2)d1^191d2^8 + (4 + 0a + 4a^2)d1^192d2^8 + (1 + 4a + 3a^2)d1^193d2^8 + (0 + 3a + 0a^2)d1^194d2^8 + (2 + 2a + 0a^2)d1^195d2^8 + (4 + 2a + 3a^2)d1^196d2^8 + (2 + 1a + 1a^2)d1^197d2^8 + (1 + 1a + 3a^2)d1^198d2^8 + (3 + 0a + 0a^2)d1^199d2^8 + (0 + 1a + 0a^2)d1^200d2^8 + (1 + 3a + 1a^2)d1^201d2^8 + (2 + 3a + 1a^2)d1^202d2^8 + (3 + 3a + 0a^2)d1^203d2^8 + (1 + 4a + 1a^2)d1^204d2^8 + (2 + 2a + 2a^2)d1^205d2^8 + (1 + 3a + 3a^2)d1^206d2^8 + (0 + 1a + 4a^2)d1^207d2^8 + (3 + 3a + 3a^2)d1^208d2^8 + (3 + 4a + 3a^2)d1^209d2^8 + (2 + 2a + 0a^2)d1^210d2^8 + (1 + 4a + 4a^2)d1^211d2^8 + (3 + 4a + 4a^2)d1^212d2^8 + (2 + 3a + 4a^2)d1^213d2^8 + (3 + 1a + 1a^2)d1^214d2^8 + (0 + 2a + 2a^2)d1^215d2^8 + (4 + 4a + 0a^2)d1^216d2^8 + (3 + 0a + 3a^2)d1^217d2^8 + (0 + 1a + 2a^2)d1^218d2^8 + (1 + 4a + 2a^2)d1^219d2^8 + (0 + 4a + 0a^2)d1^220d2^8 + (3 + 0a + 2a^2)d1^221d2^8 + (4 + 3a + 0a^2)d1^222d2^8 + (3 + 1a + 4a^2)d1^223d2^8 + (3 + 0a + 3a^2)d1^224d2^8 + (2 + 2a + 3a^2)d1^225d2^8 + (1 + 3a + 4a^2)d1^226d2^8 + (0 + 3a + 0a^2)d1^227d2^8 + (3 + 0a + 2a^2)d1^228d2^8 + (4 + 4a + 4a^2)d1^229d2^8 + (3 + 4a + 0a^2)d1^230d2^8 + (4 + 3a + 2a^2)d1^231d2^8 + (1 + 3a + 4a^2)d1^232d2^8 + (2 + 1a + 2a^2)d1^233d2^8 + (3 + 0a + 1a^2)d1^234d2^8 + (3 + 0a + 0a^2)d1^235d2^8 + (1 + 2a + 3a^2)d1^236d2^8 + (0 + 1a + 2a^2)d1^237d2^8 + (4 + 4a + 3a^2)d1^238d2^8 + (1 + 3a + 3a^2)d1^239d2^8 + (0 + 4a + 0a^2)d1^240d2^8 + (2 + 1a + 4a^2)d1^241d2^8 + (3 + 0a + 2a^2)d1^242d2^8 + (1 + 0a + 1a^2)d1^243d2^8 + (2 + 1a + 2a^2)d1^244d2^8 + (4 + 0a + 2a^2)d1^245d2^8 + (3 + 1a + 4a^2)d1^246d2^8 + (4 + 4a + 1a^2)d1^247d2^8 + (2 + 1a + 2a^2)d1^248d2^8 + (2 + 0a + 2a^2)d1^249d2^8 + (4 + 4a + 0a^2)d1^250d2^8 + (3 + 0a + 0a^2)d1^251d2^8 + (3 + 1a + 2a^2)d1^252d2^8 + (0 + 3a + 2a^2)d1^253d2^8 + (2 + 3a + 4a^2)d1^254d2^8 + (1 + 0a + 4a^2)d1^255d2^8 + (4 + 1a + 0a^2)d1^256d2^8 + (4 + 2a + 4a^2)d1^257d2^8 + (4 + 3a + 3a^2)d1^258d2^8 + (3 + 1a + 0a^2)d1^259d2^8 + (3 + 1a + 3a^2)d1^260d2^8 + (4 + 4a + 3a^2)d1^261d2^8 + (0 + 3a + 0a^2)d1^262d2^8 + (3 + 4a + 3a^2)d1^263d2^8 + (4 + 1a + 1a^2)d1^264d2^8 + (4 + 2a + 2a^2)d1^265d2^8 + (4 + 0a + 1a^2)d1^266d2^8 + (4 + 2a + 1a^2)d1^267d2^8 + (4 + 3a + 2a^2)d1^268d2^8 + (2 + 1a + 3a^2)d1^269d2^8 + (4 + 0a + 2a^2)d1^270d2^8 + (2 + 4a + 4a^2)d1^271d2^8 + (4 + 2a + 1a^2)d1^272d2^8 + (2 + 1a + 0a^2)d1^273d2^8 + (1 + 2a + 3a^2)d1^274d2^8 + (1 + 0a + 2a^2)d1^275d2^8 + (4 + 2a + 1a^2)d1^276d2^8 + (2 + 4a + 3a^2)d1^277d2^8 + (2 + 1a + 4a^2)d1^278d2^8 + (1 + 2a + 0a^2)d1^279d2^8 + (0 + 3a + 3a^2)d1^280d2^8 + (3 + 1a + 4a^2)d1^281d2^8 + (0 + 3a + 4a^2)d1^282d2^8 + (3 + 2a + 3a^2)d1^283d2^8 + (4 + 0a + 4a^2)d1^284d2^8 + (3 + 1a + 4a^2)d1^285d2^8 + (3 + 0a + 0a^2)d1^286d2^8 + (1 + 0a + 3a^2)d1^287d2^8 + (4 + 3a + 3a^2)d1^288d2^8 + (1 + 1a + 2a^2)d1^289d2^8 + (0 + 0a + 1a^2)d1^290d2^8 + (0 + 0a + 4a^2)d1^291d2^8 + (3 + 3a + 2a^2)d1^292d2^8 + (1 + 4a + 0a^2)d1^293d2^8 + (2 + 2a + 0a^2)d2^9 + (0 + 3a + 1a^2)d1^1d2^9 + (0 + 0a + 4a^2)d1^2d2^9 + (4 + 3a + 4a^2)d1^3d2^9 + (2 + 2a + 4a^2)d1^4d2^9 + (2 + 3a + 3a^2)d1^5d2^9 + (4 + 4a + 1a^2)d1^6d2^9 + (0 + 1a + 4a^2)d1^8d2^9 + (3 + 2a + 4a^2)d1^9d2^9 + (3 + 0a + 0a^2)d1^10d2^9 + (4 + 1a + 4a^2)d1^11d2^9 + (0 + 3a + 4a^2)d1^12d2^9 + (2 + 2a + 3a^2)d1^13d2^9 + (3 + 0a + 0a^2)d1^14d2^9 + (1 + 0a + 4a^2)d1^15d2^9 + (3 + 2a + 2a^2)d1^16d2^9 + (4 + 2a + 3a^2)d1^17d2^9 + (0 + 4a + 4a^2)d1^18d2^9 + (2 + 3a + 3a^2)d1^19d2^9 + (1 + 1a + 0a^2)d1^20d2^9 + (3 + 3a + 1a^2)d1^21d2^9 + (4 + 2a + 4a^2)d1^22d2^9 + (3 + 4a + 0a^2)d1^23d2^9 + (0 + 2a + 4a^2)d1^24d2^9 + (4 + 4a + 1a^2)d1^25d2^9 + (0 + 3a + 2a^2)d1^26d2^9 + (4 + 1a + 0a^2)d1^27d2^9 + (2 + 3a + 1a^2)d1^28d2^9 + (4 + 3a + 1a^2)d1^29d2^9 + (0 + 3a + 4a^2)d1^30d2^9 + (2 + 0a + 2a^2)d1^31d2^9 + (3 + 1a + 1a^2)d1^32d2^9 + (1 + 3a + 2a^2)d1^33d2^9 + (4 + 1a + 2a^2)d1^34d2^9 + (4 + 1a + 4a^2)d1^35d2^9 + (3 + 3a + 3a^2)d1^36d2^9 + (1 + 4a + 0a^2)d1^37d2^9 + (0 + 0a + 4a^2)d1^38d2^9 + (3 + 0a + 3a^2)d1^39d2^9 + (4 + 2a + 2a^2)d1^40d2^9 + (3 + 1a + 3a^2)d1^41d2^9 + (2 + 2a + 0a^2)d1^42d2^9 + (1 + 3a + 3a^2)d1^43d2^9 + (0 + 3a + 0a^2)d1^44d2^9 + (4 + 2a + 3a^2)d1^45d2^9 + (4 + 2a + 1a^2)d1^46d2^9 + (0 + 2a + 4a^2)d1^47d2^9 + (3 + 0a + 1a^2)d1^48d2^9 + (3 + 1a + 0a^2)d1^49d2^9 + (4 + 2a + 0a^2)d1^50d2^9 + (1 + 4a + 1a^2)d1^51d2^9 + (4 + 4a + 3a^2)d1^52d2^9 + (2 + 0a + 1a^2)d1^53d2^9 + (4 + 4a + 3a^2)d1^54d2^9 + (3 + 2a + 4a^2)d1^55d2^9 + (0 + 3a + 2a^2)d1^56d2^9 + (2 + 0a + 2a^2)d1^57d2^9 + (2 + 0a + 4a^2)d1^58d2^9 + (2 + 3a + 3a^2)d1^59d2^9 + (1 + 4a + 1a^2)d1^60d2^9 + (3 + 4a + 4a^2)d1^61d2^9 + (3 + 1a + 3a^2)d1^62d2^9 + (4 + 1a + 1a^2)d1^63d2^9 + (2 + 1a + 2a^2)d1^64d2^9 + (0 + 4a + 3a^2)d1^65d2^9 + (3 + 0a + 1a^2)d1^66d2^9 + (2 + 0a + 3a^2)d1^67d2^9 + (3 + 2a + 0a^2)d1^68d2^9 + (2 + 0a + 3a^2)d1^69d2^9 + (1 + 0a + 0a^2)d1^70d2^9 + (1 + 4a + 4a^2)d1^71d2^9 + (2 + 0a + 3a^2)d1^72d2^9 + (3 + 0a + 4a^2)d1^73d2^9 + (1 + 1a + 4a^2)d1^74d2^9 + (4 + 0a + 3a^2)d1^75d2^9 + (0 + 1a + 0a^2)d1^76d2^9 + (0 + 0a + 1a^2)d1^77d2^9 + (0 + 1a + 0a^2)d1^78d2^9 + (0 + 1a + 1a^2)d1^79d2^9 + (3 + 2a + 1a^2)d1^80d2^9 + (2 + 0a + 1a^2)d1^81d2^9 + (0 + 2a + 1a^2)d1^82d2^9 + (0 + 3a + 3a^2)d1^83d2^9 + (3 + 3a + 2a^2)d1^84d2^9 + (1 + 3a + 3a^2)d1^85d2^9 + (1 + 1a + 3a^2)d1^86d2^9 + (3 + 1a + 3a^2)d1^87d2^9 + (0 + 4a + 2a^2)d1^88d2^9 + (1 + 1a + 1a^2)d1^89d2^9 + (2 + 2a + 4a^2)d1^90d2^9 + (4 + 4a + 2a^2)d1^91d2^9 + (1 + 2a + 1a^2)d1^92d2^9 + (0 + 1a + 0a^2)d1^93d2^9 + (0 + 0a + 4a^2)d1^94d2^9 + (3 + 3a + 2a^2)d1^96d2^9 + (3 + 2a + 4a^2)d1^97d2^9 + (3 + 3a + 1a^2)d1^98d2^9 + (1 + 4a + 3a^2)d1^99d2^9 + (1 + 1a + 2a^2)d1^100d2^9 + (2 + 0a + 2a^2)d1^101d2^9 + (4 + 0a + 2a^2)d1^102d2^9 + (3 + 3a + 0a^2)d1^103d2^9 + (3 + 3a + 3a^2)d1^104d2^9 + (4 + 4a + 3a^2)d1^105d2^9 + (3 + 3a + 4a^2)d1^106d2^9 + (3 + 1a + 0a^2)d1^107d2^9 + (1 + 0a + 4a^2)d1^108d2^9 + (3 + 2a + 3a^2)d1^109d2^9 + (2 + 2a + 2a^2)d1^110d2^9 + (2 + 4a + 2a^2)d1^111d2^9 + (2 + 4a + 2a^2)d1^112d2^9 + (4 + 0a + 0a^2)d1^113d2^9 + (0 + 1a + 0a^2)d1^114d2^9 + (0 + 3a + 2a^2)d1^115d2^9 + (0 + 3a + 1a^2)d1^116d2^9 + (3 + 1a + 2a^2)d1^117d2^9 + (1 + 1a + 2a^2)d1^118d2^9 + (3 + 0a + 2a^2)d1^119d2^9 + (2 + 0a + 1a^2)d1^120d2^9 + (3 + 3a + 4a^2)d1^121d2^9 + (1 + 3a + 0a^2)d1^122d2^9 + (3 + 0a + 0a^2)d1^123d2^9 + (0 + 2a + 4a^2)d1^124d2^9 + (4 + 1a + 4a^2)d1^125d2^9 + (3 + 0a + 4a^2)d1^126d2^9 + (4 + 3a + 4a^2)d1^127d2^9 + (3 + 0a + 4a^2)d1^128d2^9 + (1 + 0a + 3a^2)d1^129d2^9 + (0 + 2a + 1a^2)d1^130d2^9 + (1 + 0a + 0a^2)d1^131d2^9 + (1 + 4a + 3a^2)d1^132d2^9 + (0 + 0a + 3a^2)d1^133d2^9 + (1 + 0a + 2a^2)d1^134d2^9 + (0 + 0a + 1a^2)d1^135d2^9 + (3 + 4a + 4a^2)d1^136d2^9 + (1 + 4a + 0a^2)d1^137d2^9 + (4 + 4a + 1a^2)d1^138d2^9 + (2 + 0a + 4a^2)d1^139d2^9 + (2 + 2a + 2a^2)d1^140d2^9 + (2 + 3a + 2a^2)d1^141d2^9 + (0 + 2a + 1a^2)d1^142d2^9 + (4 + 1a + 1a^2)d1^143d2^9 + (2 + 1a + 4a^2)d1^144d2^9 + (2 + 0a + 2a^2)d1^145d2^9 + (4 + 1a + 1a^2)d1^146d2^9 + (0 + 3a + 2a^2)d1^147d2^9 + (0 + 0a + 2a^2)d1^148d2^9 + (1 + 1a + 4a^2)d1^149d2^9 + (3 + 0a + 4a^2)d1^150d2^9 + (0 + 2a + 3a^2)d1^151d2^9 + (3 + 1a + 3a^2)d1^152d2^9 + (0 + 0a + 2a^2)d1^153d2^9 + (2 + 0a + 0a^2)d1^154d2^9 + (3 + 4a + 1a^2)d1^155d2^9 + (2 + 2a + 3a^2)d1^156d2^9 + (2 + 0a + 1a^2)d1^157d2^9 + (0 + 1a + 3a^2)d1^158d2^9 + (4 + 1a + 1a^2)d1^159d2^9 + (3 + 0a + 2a^2)d1^160d2^9 + (0 + 0a + 4a^2)d1^161d2^9 + (3 + 0a + 2a^2)d1^162d2^9 + (0 + 4a + 3a^2)d1^163d2^9 + (1 + 4a + 3a^2)d1^164d2^9 + (2 + 0a + 4a^2)d1^165d2^9 + (0 + 3a + 1a^2)d1^166d2^9 + (0 + 1a + 0a^2)d1^167d2^9 + (4 + 1a + 1a^2)d1^168d2^9 + (0 + 3a + 0a^2)d1^169d2^9 + (2 + 2a + 1a^2)d1^170d2^9 + (4 + 0a + 2a^2)d1^171d2^9 + (0 + 4a + 3a^2)d1^172d2^9 + (1 + 2a + 0a^2)d1^173d2^9 + (4 + 2a + 0a^2)d1^174d2^9 + (4 + 2a + 4a^2)d1^175d2^9 + (1 + 2a + 3a^2)d1^176d2^9 + (1 + 1a + 0a^2)d1^177d2^9 + (2 + 0a + 1a^2)d1^178d2^9 + (0 + 1a + 0a^2)d1^179d2^9 + (1 + 1a + 4a^2)d1^180d2^9 + (1 + 1a + 0a^2)d1^181d2^9 + (2 + 3a + 4a^2)d1^182d2^9 + (1 + 4a + 4a^2)d1^183d2^9 + (1 + 0a + 0a^2)d1^184d2^9 + (0 + 3a + 3a^2)d1^185d2^9 + (1 + 2a + 0a^2)d1^186d2^9 + (0 + 1a + 0a^2)d1^187d2^9 + (2 + 2a + 1a^2)d1^188d2^9 + (3 + 4a + 1a^2)d1^189d2^9 + (3 + 3a + 1a^2)d1^190d2^9 + (1 + 0a + 2a^2)d1^191d2^9 + (2 + 0a + 0a^2)d1^192d2^9 + (2 + 2a + 4a^2)d1^193d2^9 + (0 + 2a + 4a^2)d1^194d2^9 + (1 + 2a + 4a^2)d1^195d2^9 + (0 + 2a + 2a^2)d1^196d2^9 + (4 + 4a + 3a^2)d1^197d2^9 + (4 + 3a + 3a^2)d1^198d2^9 + (0 + 4a + 3a^2)d1^199d2^9 + (3 + 3a + 3a^2)d1^200d2^9 + (0 + 4a + 2a^2)d1^201d2^9 + (3 + 1a + 1a^2)d1^202d2^9 + (1 + 0a + 4a^2)d1^203d2^9 + (1 + 0a + 4a^2)d1^204d2^9 + (3 + 0a + 3a^2)d1^205d2^9 + (4 + 0a + 1a^2)d1^206d2^9 + (0 + 2a + 4a^2)d1^207d2^9 + (1 + 1a + 1a^2)d1^208d2^9 + (4 + 0a + 2a^2)d1^209d2^9 + (2 + 4a + 1a^2)d1^210d2^9 + (1 + 3a + 4a^2)d1^211d2^9 + (1 + 0a + 0a^2)d1^212d2^9 + (3 + 3a + 2a^2)d1^213d2^9 + (2 + 2a + 4a^2)d1^214d2^9 + (1 + 4a + 3a^2)d1^215d2^9 + (3 + 2a + 1a^2)d1^216d2^9 + (3 + 4a + 1a^2)d1^217d2^9 + (4 + 2a + 0a^2)d1^218d2^9 + (4 + 2a + 1a^2)d1^219d2^9 + (0 + 0a + 2a^2)d1^220d2^9 + (1 + 3a + 4a^2)d1^221d2^9 + (0 + 4a + 0a^2)d1^222d2^9 + (3 + 3a + 2a^2)d1^223d2^9 + (4 + 3a + 1a^2)d1^224d2^9 + (4 + 4a + 1a^2)d1^225d2^9 + (1 + 2a + 2a^2)d1^226d2^9 + (1 + 4a + 4a^2)d1^227d2^9 + (0 + 1a + 1a^2)d1^228d2^9 + (2 + 1a + 4a^2)d1^229d2^9 + (0 + 2a + 3a^2)d1^230d2^9 + (2 + 3a + 1a^2)d1^231d2^9 + (3 + 2a + 1a^2)d1^232d2^9 + (1 + 1a + 0a^2)d1^233d2^9 + (0 + 2a + 2a^2)d1^234d2^9 + (1 + 3a + 1a^2)d1^235d2^9 + (4 + 1a + 4a^2)d1^236d2^9 + (1 + 3a + 3a^2)d1^237d2^9 + (4 + 1a + 2a^2)d1^238d2^9 + (0 + 0a + 3a^2)d1^239d2^9 + (4 + 1a + 4a^2)d1^240d2^9 + (3 + 2a + 2a^2)d1^241d2^9 + (0 + 0a + 2a^2)d1^242d2^9 + (3 + 1a + 1a^2)d1^244d2^9 + (2 + 1a + 2a^2)d1^245d2^9 + (4 + 0a + 1a^2)d1^246d2^9 + (4 + 1a + 3a^2)d1^247d2^9 + (1 + 3a + 4a^2)d1^248d2^9 + (0 + 0a + 3a^2)d1^249d2^9 + (1 + 1a + 3a^2)d1^250d2^9 + (0 + 3a + 2a^2)d1^251d2^9 + (4 + 0a + 2a^2)d1^252d2^9 + (3 + 1a + 1a^2)d1^253d2^9 + (3 + 2a + 3a^2)d1^254d2^9 + (2 + 0a + 1a^2)d1^255d2^9 + (4 + 3a + 3a^2)d1^256d2^9 + (4 + 3a + 0a^2)d1^257d2^9 + (1 + 4a + 0a^2)d1^258d2^9 + (4 + 2a + 2a^2)d1^259d2^9 + (3 + 2a + 1a^2)d1^260d2^9 + (1 + 4a + 3a^2)d1^261d2^9 + (2 + 0a + 2a^2)d1^262d2^9 + (1 + 0a + 0a^2)d1^263d2^9 + (2 + 0a + 0a^2)d1^264d2^9 + (2 + 3a + 1a^2)d1^265d2^9 + (2 + 0a + 2a^2)d1^266d2^9 + (0 + 0a + 3a^2)d1^267d2^9 + (3 + 3a + 0a^2)d1^268d2^9 + (4 + 3a + 0a^2)d1^269d2^9 + (4 + 4a + 4a^2)d1^270d2^9 + (2 + 2a + 1a^2)d1^271d2^9 + (0 + 1a + 4a^2)d1^272d2^9 + (3 + 0a + 2a^2)d1^273d2^9 + (3 + 4a + 2a^2)d1^274d2^9 + (0 + 4a + 4a^2)d1^275d2^9 + (4 + 1a + 3a^2)d1^276d2^9 + (1 + 0a + 0a^2)d1^277d2^9 + (1 + 4a + 1a^2)d1^278d2^9 + (0 + 3a + 1a^2)d1^279d2^9 + (4 + 0a + 2a^2)d1^280d2^9 + (3 + 4a + 0a^2)d1^281d2^9 + (1 + 0a + 3a^2)d1^282d2^9 + (4 + 1a + 2a^2)d1^283d2^9 + (2 + 4a + 4a^2)d1^284d2^9 + (1 + 0a + 1a^2)d1^285d2^9 + (4 + 3a + 1a^2)d1^286d2^9 + (0 + 4a + 3a^2)d1^287d2^9 + (2 + 2a + 1a^2)d1^288d2^9 + (4 + 4a + 4a^2)d1^289d2^9 + (4 + 2a + 3a^2)d1^290d2^9 + (0 + 4a + 3a^2)d1^291d2^9 + (4 + 1a + 1a^2)d1^292d2^9 + (0 + 0a + 1a^2)d1^293d2^9 + (0 + 4a + 3a^2)d2^10 + (1 + 3a + 0a^2)d1^1d2^10 + (3 + 1a + 2a^2)d1^2d2^10 + (2 + 3a + 3a^2)d1^3d2^10 + (0 + 2a + 2a^2)d1^4d2^10 + (2 + 1a + 3a^2)d1^5d2^10 + (2 + 3a + 1a^2)d1^6d2^10 + (2 + 3a + 0a^2)d1^7d2^10 + (0 + 3a + 0a^2)d1^8d2^10 + (1 + 1a + 1a^2)d1^9d2^10 + (1 + 4a + 1a^2)d1^10d2^10 + (2 + 1a + 2a^2)d1^11d2^10 + (2 + 0a + 4a^2)d1^12d2^10 + (0 + 4a + 1a^2)d1^13d2^10 + (4 + 4a + 1a^2)d1^14d2^10 + (1 + 1a + 0a^2)d1^15d2^10 + (4 + 4a + 0a^2)d1^16d2^10 + (3 + 0a + 4a^2)d1^17d2^10 + (1 + 3a + 2a^2)d1^18d2^10 + (2 + 0a + 3a^2)d1^19d2^10 + (2 + 1a + 2a^2)d1^20d2^10 + (2 + 3a + 2a^2)d1^21d2^10 + (3 + 3a + 1a^2)d1^22d2^10 + (4 + 3a + 2a^2)d1^23d2^10 + (0 + 1a + 2a^2)d1^24d2^10 + (0 + 3a + 1a^2)d1^25d2^10 + (0 + 4a + 1a^2)d1^26d2^10 + (1 + 0a + 0a^2)d1^27d2^10 + (1 + 4a + 3a^2)d1^28d2^10 + (0 + 1a + 1a^2)d1^29d2^10 + (1 + 3a + 4a^2)d1^30d2^10 + (1 + 0a + 2a^2)d1^31d2^10 + (0 + 3a + 3a^2)d1^32d2^10 + (4 + 1a + 4a^2)d1^33d2^10 + (0 + 4a + 0a^2)d1^34d2^10 + (0 + 3a + 1a^2)d1^35d2^10 + (4 + 2a + 2a^2)d1^36d2^10 + (0 + 2a + 4a^2)d1^37d2^10 + (2 + 1a + 4a^2)d1^38d2^10 + (1 + 1a + 4a^2)d1^39d2^10 + (0 + 0a + 1a^2)d1^40d2^10 + (0 + 3a + 3a^2)d1^41d2^10 + (0 + 4a + 1a^2)d1^42d2^10 + (0 + 4a + 3a^2)d1^43d2^10 + (3 + 1a + 2a^2)d1^44d2^10 + (3 + 0a + 0a^2)d1^45d2^10 + (1 + 4a + 4a^2)d1^46d2^10 + (3 + 0a + 4a^2)d1^47d2^10 + (2 + 1a + 1a^2)d1^48d2^10 + (0 + 2a + 0a^2)d1^49d2^10 + (2 + 0a + 3a^2)d1^50d2^10 + (1 + 0a + 0a^2)d1^51d2^10 + (2 + 2a + 3a^2)d1^52d2^10 + (2 + 3a + 4a^2)d1^53d2^10 + (1 + 4a + 3a^2)d1^54d2^10 + (0 + 2a + 2a^2)d1^55d2^10 + (3 + 2a + 1a^2)d1^56d2^10 + (1 + 3a + 2a^2)d1^57d2^10 + (2 + 0a + 4a^2)d1^58d2^10 + (0 + 0a + 3a^2)d1^59d2^10 + (2 + 3a + 3a^2)d1^60d2^10 + (4 + 1a + 0a^2)d1^61d2^10 + (3 + 4a + 1a^2)d1^62d2^10 + (4 + 3a + 4a^2)d1^63d2^10 + (2 + 0a + 4a^2)d1^64d2^10 + (4 + 2a + 2a^2)d1^65d2^10 + (2 + 4a + 2a^2)d1^66d2^10 + (0 + 2a + 0a^2)d1^67d2^10 + (3 + 2a + 2a^2)d1^68d2^10 + (4 + 2a + 0a^2)d1^69d2^10 + (2 + 2a + 2a^2)d1^70d2^10 + (2 + 3a + 1a^2)d1^71d2^10 + (1 + 3a + 1a^2)d1^72d2^10 + (4 + 2a + 2a^2)d1^73d2^10 + (0 + 0a + 2a^2)d1^74d2^10 + (0 + 1a + 0a^2)d1^75d2^10 + (0 + 1a + 2a^2)d1^76d2^10 + (2 + 0a + 4a^2)d1^77d2^10 + (4 + 1a + 2a^2)d1^78d2^10 + (0 + 4a + 0a^2)d1^79d2^10 + (0 + 3a + 1a^2)d1^80d2^10 + (0 + 3a + 3a^2)d1^81d2^10 + (3 + 4a + 0a^2)d1^82d2^10 + (1 + 4a + 2a^2)d1^83d2^10 + (1 + 4a + 3a^2)d1^84d2^10 + (4 + 2a + 1a^2)d1^85d2^10 + (2 + 2a + 2a^2)d1^86d2^10 + (3 + 1a + 0a^2)d1^87d2^10 + (0 + 3a + 0a^2)d1^88d2^10 + (3 + 2a + 1a^2)d1^89d2^10 + (4 + 4a + 3a^2)d1^90d2^10 + (0 + 2a + 3a^2)d1^91d2^10 + (3 + 2a + 1a^2)d1^92d2^10 + (4 + 0a + 2a^2)d1^93d2^10 + (2 + 3a + 1a^2)d1^94d2^10 + (4 + 4a + 2a^2)d1^95d2^10 + (1 + 4a + 4a^2)d1^96d2^10 + (2 + 2a + 1a^2)d1^97d2^10 + (4 + 2a + 0a^2)d1^98d2^10 + (4 + 1a + 4a^2)d1^99d2^10 + (4 + 2a + 3a^2)d1^100d2^10 + (0 + 0a + 1a^2)d1^101d2^10 + (2 + 3a + 1a^2)d1^102d2^10 + (2 + 0a + 2a^2)d1^103d2^10 + (4 + 3a + 0a^2)d1^104d2^10 + (0 + 1a + 3a^2)d1^105d2^10 + (4 + 4a + 3a^2)d1^106d2^10 + (3 + 4a + 0a^2)d1^107d2^10 + (4 + 4a + 3a^2)d1^108d2^10 + (2 + 1a + 3a^2)d1^109d2^10 + (1 + 2a + 3a^2)d1^110d2^10 + (2 + 4a + 2a^2)d1^111d2^10 + (1 + 4a + 0a^2)d1^112d2^10 + (2 + 3a + 4a^2)d1^113d2^10 + (2 + 3a + 3a^2)d1^114d2^10 + (0 + 1a + 4a^2)d1^115d2^10 + (2 + 4a + 3a^2)d1^116d2^10 + (2 + 1a + 2a^2)d1^117d2^10 + (3 + 2a + 2a^2)d1^118d2^10 + (4 + 3a + 0a^2)d1^119d2^10 + (0 + 1a + 4a^2)d1^120d2^10 + (3 + 2a + 0a^2)d1^121d2^10 + (1 + 3a + 3a^2)d1^122d2^10 + (3 + 1a + 3a^2)d1^123d2^10 + (4 + 2a + 2a^2)d1^124d2^10 + (1 + 0a + 4a^2)d1^125d2^10 + (3 + 0a + 3a^2)d1^126d2^10 + (3 + 0a + 1a^2)d1^127d2^10 + (4 + 1a + 2a^2)d1^128d2^10 + (1 + 1a + 3a^2)d1^129d2^10 + (3 + 1a + 2a^2)d1^130d2^10 + (4 + 4a + 1a^2)d1^131d2^10 + (0 + 2a + 3a^2)d1^132d2^10 + (0 + 4a + 0a^2)d1^133d2^10 + (3 + 0a + 2a^2)d1^134d2^10 + (3 + 0a + 0a^2)d1^135d2^10 + (1 + 4a + 3a^2)d1^136d2^10 + (2 + 1a + 2a^2)d1^137d2^10 + (0 + 4a + 0a^2)d1^138d2^10 + (3 + 3a + 0a^2)d1^139d2^10 + (0 + 2a + 2a^2)d1^140d2^10 + (4 + 1a + 3a^2)d1^141d2^10 + (1 + 4a + 1a^2)d1^142d2^10 + (4 + 1a + 4a^2)d1^143d2^10 + (0 + 2a + 3a^2)d1^144d2^10 + (2 + 2a + 3a^2)d1^145d2^10 + (4 + 4a + 4a^2)d1^146d2^10 + (1 + 3a + 3a^2)d1^147d2^10 + (1 + 3a + 1a^2)d1^148d2^10 + (4 + 4a + 0a^2)d1^149d2^10 + (3 + 1a + 3a^2)d1^150d2^10 + (0 + 2a + 3a^2)d1^151d2^10 + (4 + 4a + 4a^2)d1^152d2^10 + (4 + 3a + 2a^2)d1^153d2^10 + (1 + 2a + 3a^2)d1^155d2^10 + (0 + 1a + 0a^2)d1^156d2^10 + (2 + 0a + 2a^2)d1^157d2^10 + (4 + 3a + 4a^2)d1^158d2^10 + (0 + 3a + 1a^2)d1^159d2^10 + (4 + 4a + 2a^2)d1^160d2^10 + (4 + 1a + 4a^2)d1^161d2^10 + (0 + 1a + 3a^2)d1^162d2^10 + (2 + 3a + 1a^2)d1^163d2^10 + (4 + 1a + 0a^2)d1^164d2^10 + (0 + 3a + 3a^2)d1^165d2^10 + (3 + 2a + 4a^2)d1^166d2^10 + (1 + 2a + 4a^2)d1^167d2^10 + (0 + 4a + 2a^2)d1^168d2^10 + (2 + 4a + 0a^2)d1^169d2^10 + (0 + 1a + 0a^2)d1^170d2^10 + (2 + 0a + 3a^2)d1^171d2^10 + (4 + 0a + 1a^2)d1^172d2^10 + (2 + 4a + 4a^2)d1^173d2^10 + (1 + 2a + 0a^2)d1^174d2^10 + (0 + 1a + 2a^2)d1^175d2^10 + (3 + 1a + 3a^2)d1^176d2^10 + (2 + 0a + 0a^2)d1^177d2^10 + (4 + 2a + 3a^2)d1^178d2^10 + (1 + 1a + 3a^2)d1^179d2^10 + (2 + 4a + 4a^2)d1^180d2^10 + (2 + 4a + 3a^2)d1^181d2^10 + (3 + 2a + 1a^2)d1^182d2^10 + (3 + 0a + 3a^2)d1^183d2^10 + (2 + 1a + 2a^2)d1^184d2^10 + (3 + 0a + 4a^2)d1^185d2^10 + (0 + 0a + 1a^2)d1^186d2^10 + (3 + 4a + 0a^2)d1^187d2^10 + (0 + 1a + 2a^2)d1^188d2^10 + (4 + 3a + 1a^2)d1^189d2^10 + (1 + 4a + 0a^2)d1^190d2^10 + (3 + 3a + 0a^2)d1^191d2^10 + (3 + 1a + 2a^2)d1^192d2^10 + (1 + 3a + 0a^2)d1^193d2^10 + (0 + 2a + 2a^2)d1^194d2^10 + (1 + 1a + 0a^2)d1^195d2^10 + (1 + 2a + 4a^2)d1^196d2^10 + (2 + 4a + 2a^2)d1^197d2^10 + (4 + 0a + 3a^2)d1^198d2^10 + (3 + 1a + 1a^2)d1^199d2^10 + (1 + 0a + 1a^2)d1^200d2^10 + (0 + 4a + 1a^2)d1^201d2^10 + (1 + 2a + 4a^2)d1^202d2^10 + (0 + 1a + 2a^2)d1^203d2^10 + (0 + 0a + 3a^2)d1^204d2^10 + (2 + 1a + 3a^2)d1^205d2^10 + (0 + 4a + 4a^2)d1^206d2^10 + (2 + 4a + 1a^2)d1^207d2^10 + (1 + 1a + 3a^2)d1^208d2^10 + (1 + 2a + 0a^2)d1^209d2^10 + (1 + 1a + 2a^2)d1^210d2^10 + (3 + 2a + 2a^2)d1^211d2^10 + (2 + 3a + 1a^2)d1^212d2^10 + (4 + 3a + 3a^2)d1^213d2^10 + (3 + 1a + 4a^2)d1^214d2^10 + (0 + 3a + 3a^2)d1^215d2^10 + (2 + 1a + 2a^2)d1^216d2^10 + (0 + 4a + 4a^2)d1^217d2^10 + (0 + 3a + 3a^2)d1^218d2^10 + (0 + 4a + 2a^2)d1^219d2^10 + (3 + 4a + 1a^2)d1^220d2^10 + (2 + 4a + 3a^2)d1^221d2^10 + (1 + 1a + 4a^2)d1^222d2^10 + (1 + 0a + 0a^2)d1^223d2^10 + (2 + 1a + 2a^2)d1^224d2^10 + (3 + 1a + 0a^2)d1^225d2^10 + (1 + 3a + 2a^2)d1^226d2^10 + (1 + 1a + 4a^2)d1^227d2^10 + (0 + 0a + 1a^2)d1^228d2^10 + (4 + 2a + 0a^2)d1^229d2^10 + (4 + 3a + 2a^2)d1^230d2^10 + (2 + 1a + 4a^2)d1^231d2^10 + (1 + 3a + 3a^2)d1^232d2^10 + (0 + 3a + 4a^2)d1^233d2^10 + (1 + 2a + 2a^2)d1^234d2^10 + (3 + 2a + 3a^2)d1^235d2^10 + (1 + 4a + 4a^2)d1^236d2^10 + (4 + 3a + 4a^2)d1^237d2^10 + (3 + 1a + 1a^2)d1^238d2^10 + (1 + 0a + 0a^2)d1^239d2^10 + (4 + 4a + 1a^2)d1^240d2^10 + (1 + 3a + 0a^2)d1^241d2^10 + (3 + 3a + 4a^2)d1^242d2^10 + (1 + 0a + 2a^2)d1^243d2^10 + (3 + 0a + 3a^2)d1^244d2^10 + (0 + 1a + 3a^2)d1^245d2^10 + (4 + 0a + 4a^2)d1^246d2^10 + (0 + 4a + 4a^2)d1^247d2^10 + (1 + 1a + 1a^2)d1^248d2^10 + (0 + 1a + 3a^2)d1^249d2^10 + (3 + 2a + 3a^2)d1^250d2^10 + (2 + 0a + 1a^2)d1^251d2^10 + (0 + 2a + 4a^2)d1^252d2^10 + (4 + 4a + 1a^2)d1^253d2^10 + (1 + 3a + 2a^2)d1^254d2^10 + (4 + 0a + 0a^2)d1^255d2^10 + (4 + 0a + 0a^2)d1^256d2^10 + (3 + 2a + 4a^2)d1^257d2^10 + (4 + 0a + 0a^2)d1^258d2^10 + (4 + 0a + 4a^2)d1^259d2^10 + (0 + 1a + 4a^2)d1^260d2^10 + (1 + 4a + 4a^2)d1^261d2^10 + (2 + 1a + 4a^2)d1^262d2^10 + (1 + 3a + 1a^2)d1^263d2^10 + (3 + 3a + 4a^2)d1^264d2^10 + (0 + 3a + 1a^2)d1^265d2^10 + (3 + 4a + 3a^2)d1^266d2^10 + (4 + 3a + 3a^2)d1^267d2^10 + (4 + 1a + 2a^2)d1^268d2^10 + (1 + 0a + 2a^2)d1^269d2^10 + (2 + 1a + 2a^2)d1^270d2^10 + (4 + 0a + 2a^2)d1^271d2^10 + (2 + 4a + 0a^2)d1^272d2^10 + (4 + 2a + 4a^2)d1^273d2^10 + (1 + 4a + 2a^2)d1^274d2^10 + (1 + 2a + 0a^2)d1^275d2^10 + (1 + 3a + 2a^2)d1^276d2^10 + (0 + 4a + 0a^2)d1^277d2^10 + (3 + 4a + 0a^2)d1^278d2^10 + (2 + 0a + 3a^2)d1^279d2^10 + (4 + 0a + 1a^2)d1^280d2^10 + (0 + 4a + 0a^2)d1^281d2^10 + (3 + 0a + 0a^2)d1^282d2^10 + (3 + 0a + 0a^2)d1^283d2^10 + (2 + 0a + 0a^2)d1^284d2^10 + (2 + 3a + 3a^2)d1^285d2^10 + (2 + 2a + 4a^2)d1^286d2^10 + (3 + 4a + 4a^2)d1^287d2^10 + (0 + 1a + 2a^2)d1^288d2^10 + (2 + 0a + 3a^2)d1^289d2^10 + (2 + 4a + 0a^2)d1^290d2^10 + (0 + 1a + 2a^2)d1^291d2^10 + (1 + 1a + 4a^2)d1^292d2^10 + (3 + 2a + 1a^2)d1^293d2^10 + (2 + 1a + 3a^2)d2^11 + (1 + 4a + 3a^2)d1^1d2^11 + (0 + 0a + 3a^2)d1^2d2^11 + (3 + 1a + 0a^2)d1^3d2^11 + (4 + 2a + 4a^2)d1^4d2^11 + (1 + 4a + 2a^2)d1^5d2^11 + (3 + 4a + 3a^2)d1^6d2^11 + (0 + 1a + 4a^2)d1^7d2^11 + (3 + 3a + 4a^2)d1^8d2^11 + (2 + 4a + 1a^2)d1^9d2^11 + (4 + 0a + 3a^2)d1^10d2^11 + (1 + 4a + 1a^2)d1^11d2^11 + (4 + 0a + 4a^2)d1^12d2^11 + (3 + 1a + 1a^2)d1^13d2^11 + (2 + 0a + 2a^2)d1^14d2^11 + (2 + 2a + 0a^2)d1^15d2^11 + (3 + 1a + 3a^2)d1^16d2^11 + (3 + 3a + 3a^2)d1^17d2^11 + (4 + 4a + 3a^2)d1^18d2^11 + (2 + 3a + 1a^2)d1^19d2^11 + (2 + 1a + 2a^2)d1^20d2^11 + (3 + 1a + 2a^2)d1^21d2^11 + (1 + 2a + 4a^2)d1^22d2^11 + (2 + 1a + 4a^2)d1^23d2^11 + (1 + 1a + 0a^2)d1^24d2^11 + (1 + 3a + 1a^2)d1^25d2^11 + (2 + 1a + 4a^2)d1^26d2^11 + (3 + 4a + 3a^2)d1^27d2^11 + (4 + 4a + 2a^2)d1^28d2^11 + (2 + 1a + 4a^2)d1^29d2^11 + (0 + 1a + 0a^2)d1^30d2^11 + (2 + 1a + 3a^2)d1^31d2^11 + (2 + 4a + 0a^2)d1^32d2^11 + (4 + 2a + 4a^2)d1^33d2^11 + (3 + 3a + 0a^2)d1^34d2^11 + (4 + 3a + 1a^2)d1^35d2^11 + (4 + 0a + 1a^2)d1^36d2^11 + (1 + 2a + 3a^2)d1^37d2^11 + (0 + 4a + 2a^2)d1^38d2^11 + (4 + 0a + 3a^2)d1^39d2^11 + (0 + 4a + 0a^2)d1^40d2^11 + (2 + 2a + 3a^2)d1^41d2^11 + (0 + 4a + 1a^2)d1^42d2^11 + (0 + 3a + 0a^2)d1^43d2^11 + (3 + 3a + 3a^2)d1^44d2^11 + (2 + 4a + 4a^2)d1^45d2^11 + (4 + 1a + 0a^2)d1^46d2^11 + (4 + 0a + 1a^2)d1^47d2^11 + (4 + 1a + 2a^2)d1^48d2^11 + (1 + 0a + 1a^2)d1^49d2^11 + (0 + 2a + 0a^2)d1^50d2^11 + (2 + 1a + 1a^2)d1^51d2^11 + (3 + 4a + 4a^2)d1^52d2^11 + (0 + 3a + 4a^2)d1^53d2^11 + (4 + 4a + 2a^2)d1^54d2^11 + (4 + 3a + 2a^2)d1^55d2^11 + (1 + 2a + 3a^2)d1^56d2^11 + (0 + 3a + 3a^2)d1^57d2^11 + (1 + 2a + 4a^2)d1^58d2^11 + (4 + 1a + 3a^2)d1^59d2^11 + (1 + 4a + 3a^2)d1^60d2^11 + (3 + 2a + 2a^2)d1^61d2^11 + (2 + 0a + 2a^2)d1^62d2^11 + (1 + 1a + 3a^2)d1^63d2^11 + (0 + 4a + 3a^2)d1^64d2^11 + (1 + 3a + 4a^2)d1^65d2^11 + (2 + 0a + 2a^2)d1^66d2^11 + (3 + 3a + 2a^2)d1^67d2^11 + (3 + 0a + 4a^2)d1^68d2^11 + (0 + 3a + 3a^2)d1^69d2^11 + (0 + 4a + 2a^2)d1^70d2^11 + (2 + 0a + 3a^2)d1^71d2^11 + (0 + 2a + 2a^2)d1^72d2^11 + (3 + 0a + 0a^2)d1^73d2^11 + (4 + 4a + 4a^2)d1^74d2^11 + (2 + 4a + 2a^2)d1^75d2^11 + (4 + 0a + 2a^2)d1^76d2^11 + (4 + 1a + 0a^2)d1^77d2^11 + (4 + 4a + 1a^2)d1^78d2^11 + (0 + 3a + 2a^2)d1^79d2^11 + (1 + 3a + 1a^2)d1^80d2^11 + (4 + 4a + 2a^2)d1^81d2^11 + (0 + 2a + 0a^2)d1^82d2^11 + (3 + 1a + 1a^2)d1^83d2^11 + (1 + 4a + 1a^2)d1^84d2^11 + (0 + 1a + 4a^2)d1^85d2^11 + (3 + 3a + 1a^2)d1^86d2^11 + (2 + 1a + 2a^2)d1^87d2^11 + (2 + 0a + 2a^2)d1^88d2^11 + (2 + 4a + 0a^2)d1^89d2^11 + (3 + 4a + 4a^2)d1^90d2^11 + (0 + 1a + 0a^2)d1^91d2^11 + (1 + 0a + 0a^2)d1^92d2^11 + (2 + 3a + 2a^2)d1^93d2^11 + (1 + 2a + 1a^2)d1^94d2^11 + (3 + 4a + 4a^2)d1^95d2^11 + (1 + 2a + 4a^2)d1^96d2^11 + (1 + 1a + 4a^2)d1^97d2^11 + (1 + 3a + 2a^2)d1^98d2^11 + (2 + 0a + 1a^2)d1^100d2^11 + (2 + 0a + 3a^2)d1^101d2^11 + (3 + 0a + 0a^2)d1^102d2^11 + (4 + 3a + 1a^2)d1^103d2^11 + (3 + 0a + 3a^2)d1^104d2^11 + (2 + 2a + 4a^2)d1^105d2^11 + (4 + 0a + 4a^2)d1^106d2^11 + (1 + 0a + 1a^2)d1^108d2^11 + (3 + 3a + 4a^2)d1^109d2^11 + (3 + 1a + 2a^2)d1^110d2^11 + (0 + 2a + 2a^2)d1^111d2^11 + (1 + 2a + 2a^2)d1^112d2^11 + (2 + 1a + 0a^2)d1^113d2^11 + (1 + 0a + 0a^2)d1^114d2^11 + (3 + 4a + 0a^2)d1^115d2^11 + (1 + 1a + 0a^2)d1^116d2^11 + (4 + 4a + 3a^2)d1^117d2^11 + (4 + 3a + 4a^2)d1^118d2^11 + (1 + 2a + 1a^2)d1^119d2^11 + (0 + 0a + 1a^2)d1^120d2^11 + (3 + 3a + 0a^2)d1^121d2^11 + (4 + 1a + 0a^2)d1^122d2^11 + (4 + 2a + 0a^2)d1^123d2^11 + (4 + 2a + 1a^2)d1^124d2^11 + (4 + 2a + 3a^2)d1^125d2^11 + (4 + 3a + 3a^2)d1^126d2^11 + (1 + 0a + 3a^2)d1^127d2^11 + (0 + 3a + 3a^2)d1^128d2^11 + (1 + 2a + 3a^2)d1^129d2^11 + (0 + 1a + 3a^2)d1^130d2^11 + (2 + 4a + 1a^2)d1^131d2^11 + (2 + 2a + 2a^2)d1^132d2^11 + (0 + 2a + 3a^2)d1^133d2^11 + (3 + 1a + 2a^2)d1^134d2^11 + (4 + 0a + 1a^2)d1^135d2^11 + (3 + 4a + 0a^2)d1^136d2^11 + (4 + 0a + 0a^2)d1^137d2^11 + (1 + 4a + 4a^2)d1^138d2^11 + (0 + 2a + 0a^2)d1^139d2^11 + (2 + 3a + 0a^2)d1^140d2^11 + (3 + 0a + 4a^2)d1^141d2^11 + (2 + 3a + 2a^2)d1^142d2^11 + (2 + 4a + 2a^2)d1^143d2^11 + (1 + 4a + 4a^2)d1^144d2^11 + (2 + 3a + 4a^2)d1^145d2^11 + (2 + 1a + 1a^2)d1^146d2^11 + (1 + 1a + 3a^2)d1^147d2^11 + (4 + 4a + 1a^2)d1^148d2^11 + (0 + 2a + 3a^2)d1^149d2^11 + (3 + 2a + 4a^2)d1^150d2^11 + (0 + 4a + 0a^2)d1^151d2^11 + (4 + 2a + 4a^2)d1^152d2^11 + (0 + 3a + 1a^2)d1^153d2^11 + (4 + 4a + 1a^2)d1^154d2^11 + (2 + 3a + 1a^2)d1^155d2^11 + (0 + 2a + 0a^2)d1^156d2^11 + (0 + 1a + 2a^2)d1^157d2^11 + (0 + 3a + 4a^2)d1^158d2^11 + (4 + 2a + 0a^2)d1^159d2^11 + (4 + 1a + 0a^2)d1^160d2^11 + (0 + 3a + 2a^2)d1^161d2^11 + (4 + 4a + 1a^2)d1^162d2^11 + (2 + 3a + 0a^2)d1^163d2^11 + (3 + 2a + 2a^2)d1^164d2^11 + (1 + 0a + 2a^2)d1^165d2^11 + (0 + 4a + 1a^2)d1^166d2^11 + (4 + 2a + 0a^2)d1^167d2^11 + (4 + 3a + 1a^2)d1^168d2^11 + (3 + 0a + 0a^2)d1^169d2^11 + (3 + 2a + 1a^2)d1^170d2^11 + (3 + 2a + 1a^2)d1^171d2^11 + (3 + 4a + 1a^2)d1^172d2^11 + (4 + 2a + 4a^2)d1^173d2^11 + (1 + 2a + 3a^2)d1^174d2^11 + (0 + 0a + 2a^2)d1^175d2^11 + (3 + 0a + 1a^2)d1^176d2^11 + (4 + 0a + 0a^2)d1^177d2^11 + (3 + 3a + 0a^2)d1^178d2^11 + (4 + 3a + 3a^2)d1^179d2^11 + (3 + 2a + 1a^2)d1^180d2^11 + (3 + 2a + 0a^2)d1^181d2^11 + (3 + 4a + 1a^2)d1^182d2^11 + (0 + 2a + 2a^2)d1^183d2^11 + (2 + 1a + 4a^2)d1^184d2^11 + (3 + 0a + 2a^2)d1^185d2^11 + (2 + 0a + 4a^2)d1^186d2^11 + (2 + 1a + 1a^2)d1^187d2^11 + (1 + 2a + 4a^2)d1^188d2^11 + (3 + 0a + 4a^2)d1^189d2^11 + (0 + 0a + 1a^2)d1^190d2^11 + (4 + 3a + 4a^2)d1^191d2^11 + (0 + 2a + 0a^2)d1^192d2^11 + (1 + 1a + 2a^2)d1^193d2^11 + (0 + 1a + 4a^2)d1^194d2^11 + (4 + 2a + 0a^2)d1^195d2^11 + (2 + 0a + 4a^2)d1^196d2^11 + (2 + 3a + 0a^2)d1^197d2^11 + (2 + 0a + 4a^2)d1^198d2^11 + (3 + 0a + 2a^2)d1^199d2^11 + (4 + 2a + 3a^2)d1^200d2^11 + (0 + 2a + 2a^2)d1^201d2^11 + (1 + 2a + 2a^2)d1^202d2^11 + (2 + 1a + 4a^2)d1^203d2^11 + (4 + 0a + 2a^2)d1^204d2^11 + (4 + 3a + 1a^2)d1^205d2^11 + (4 + 1a + 0a^2)d1^206d2^11 + (4 + 4a + 3a^2)d1^207d2^11 + (2 + 1a + 2a^2)d1^208d2^11 + (0 + 2a + 4a^2)d1^209d2^11 + (1 + 3a + 4a^2)d1^210d2^11 + (0 + 4a + 3a^2)d1^211d2^11 + (1 + 4a + 2a^2)d1^212d2^11 + (4 + 3a + 0a^2)d1^213d2^11 + (4 + 2a + 3a^2)d1^215d2^11 + (4 + 1a + 3a^2)d1^216d2^11 + (3 + 3a + 3a^2)d1^217d2^11 + (4 + 1a + 4a^2)d1^218d2^11 + (3 + 3a + 4a^2)d1^219d2^11 + (3 + 4a + 2a^2)d1^220d2^11 + (0 + 4a + 1a^2)d1^221d2^11 + (0 + 4a + 0a^2)d1^222d2^11 + (1 + 4a + 2a^2)d1^223d2^11 + (4 + 3a + 0a^2)d1^224d2^11 + (2 + 0a + 0a^2)d1^225d2^11 + (2 + 0a + 4a^2)d1^226d2^11 + (1 + 2a + 3a^2)d1^227d2^11 + (2 + 0a + 4a^2)d1^228d2^11 + (1 + 4a + 2a^2)d1^229d2^11 + (3 + 0a + 3a^2)d1^230d2^11 + (0 + 4a + 2a^2)d1^231d2^11 + (1 + 0a + 1a^2)d1^232d2^11 + (3 + 1a + 1a^2)d1^233d2^11 + (4 + 0a + 2a^2)d1^234d2^11 + (1 + 3a + 0a^2)d1^235d2^11 + (0 + 3a + 1a^2)d1^236d2^11 + (0 + 2a + 1a^2)d1^237d2^11 + (3 + 0a + 3a^2)d1^238d2^11 + (1 + 1a + 4a^2)d1^239d2^11 + (3 + 2a + 2a^2)d1^240d2^11 + (3 + 4a + 4a^2)d1^241d2^11 + (2 + 3a + 4a^2)d1^242d2^11 + (2 + 0a + 1a^2)d1^243d2^11 + (4 + 3a + 2a^2)d1^244d2^11 + (1 + 0a + 4a^2)d1^245d2^11 + (1 + 3a + 4a^2)d1^246d2^11 + (0 + 0a + 1a^2)d1^247d2^11 + (2 + 2a + 2a^2)d1^248d2^11 + (0 + 0a + 4a^2)d1^249d2^11 + (4 + 2a + 0a^2)d1^250d2^11 + (4 + 2a + 3a^2)d1^251d2^11 + (4 + 3a + 1a^2)d1^252d2^11 + (1 + 2a + 3a^2)d1^253d2^11 + (4 + 3a + 1a^2)d1^254d2^11 + (1 + 4a + 4a^2)d1^255d2^11 + (0 + 1a + 2a^2)d1^256d2^11 + (3 + 4a + 2a^2)d1^257d2^11 + (3 + 4a + 3a^2)d1^258d2^11 + (3 + 1a + 1a^2)d1^259d2^11 + (1 + 2a + 3a^2)d1^260d2^11 + (0 + 0a + 2a^2)d1^261d2^11 + (1 + 3a + 1a^2)d1^262d2^11 + (1 + 4a + 0a^2)d1^263d2^11 + (3 + 4a + 1a^2)d1^264d2^11 + (0 + 3a + 1a^2)d1^265d2^11 + (1 + 2a + 2a^2)d1^266d2^11 + (1 + 4a + 2a^2)d1^267d2^11 + (3 + 2a + 0a^2)d1^268d2^11 + (1 + 0a + 0a^2)d1^269d2^11 + (4 + 2a + 1a^2)d1^270d2^11 + (2 + 1a + 1a^2)d1^271d2^11 + (2 + 2a + 2a^2)d1^272d2^11 + (2 + 4a + 1a^2)d1^273d2^11 + (2 + 2a + 1a^2)d1^274d2^11 + (1 + 4a + 4a^2)d1^275d2^11 + (1 + 3a + 1a^2)d1^276d2^11 + (1 + 0a + 2a^2)d1^277d2^11 + (1 + 2a + 1a^2)d1^278d2^11 + (4 + 0a + 4a^2)d1^279d2^11 + (0 + 1a + 1a^2)d1^280d2^11 + (2 + 3a + 4a^2)d1^281d2^11 + (0 + 4a + 1a^2)d1^282d2^11 + (4 + 3a + 1a^2)d1^283d2^11 + (0 + 3a + 2a^2)d1^284d2^11 + (4 + 1a + 1a^2)d1^285d2^11 + (3 + 2a + 0a^2)d1^286d2^11 + (4 + 4a + 0a^2)d1^287d2^11 + (0 + 0a + 4a^2)d1^288d2^11 + (1 + 2a + 3a^2)d1^289d2^11 + (4 + 3a + 2a^2)d1^290d2^11 + (3 + 3a + 4a^2)d1^291d2^11 + (0 + 2a + 4a^2)d1^292d2^11 + (0 + 1a + 4a^2)d1^293d2^11 + (4 + 2a + 1a^2)d2^12 + (3 + 2a + 1a^2)d1^1d2^12 + (0 + 4a + 3a^2)d1^2d2^12 + (0 + 3a + 0a^2)d1^3d2^12 + (4 + 2a + 0a^2)d1^4d2^12 + (3 + 4a + 1a^2)d1^5d2^12 + (2 + 0a + 3a^2)d1^6d2^12 + (4 + 0a + 0a^2)d1^7d2^12 + (0 + 2a + 4a^2)d1^8d2^12 + (1 + 0a + 2a^2)d1^9d2^12 + (2 + 1a + 2a^2)d1^10d2^12 + (3 + 1a + 2a^2)d1^11d2^12 + (2 + 1a + 2a^2)d1^12d2^12 + (1 + 2a + 3a^2)d1^13d2^12 + (0 + 3a + 1a^2)d1^14d2^12 + (1 + 2a + 2a^2)d1^15d2^12 + (2 + 1a + 4a^2)d1^16d2^12 + (0 + 4a + 1a^2)d1^17d2^12 + (0 + 1a + 2a^2)d1^18d2^12 + (2 + 2a + 4a^2)d1^19d2^12 + (3 + 2a + 2a^2)d1^20d2^12 + (4 + 1a + 0a^2)d1^21d2^12 + (3 + 3a + 1a^2)d1^22d2^12 + (2 + 0a + 4a^2)d1^23d2^12 + (1 + 4a + 0a^2)d1^24d2^12 + (4 + 3a + 3a^2)d1^25d2^12 + (2 + 0a + 3a^2)d1^26d2^12 + (2 + 3a + 3a^2)d1^27d2^12 + (0 + 4a + 4a^2)d1^28d2^12 + (3 + 1a + 4a^2)d1^29d2^12 + (1 + 2a + 0a^2)d1^30d2^12 + (4 + 2a + 2a^2)d1^31d2^12 + (3 + 2a + 0a^2)d1^32d2^12 + (0 + 3a + 4a^2)d1^33d2^12 + (0 + 0a + 3a^2)d1^34d2^12 + (4 + 4a + 2a^2)d1^35d2^12 + (0 + 3a + 1a^2)d1^36d2^12 + (0 + 0a + 1a^2)d1^37d2^12 + (0 + 3a + 3a^2)d1^38d2^12 + (4 + 2a + 3a^2)d1^39d2^12 + (4 + 1a + 2a^2)d1^40d2^12 + (3 + 3a + 3a^2)d1^41d2^12 + (1 + 3a + 0a^2)d1^42d2^12 + (0 + 3a + 4a^2)d1^43d2^12 + (4 + 1a + 3a^2)d1^44d2^12 + (3 + 3a + 3a^2)d1^45d2^12 + (3 + 0a + 4a^2)d1^46d2^12 + (2 + 3a + 2a^2)d1^47d2^12 + (3 + 4a + 0a^2)d1^48d2^12 + (4 + 4a + 2a^2)d1^49d2^12 + (2 + 3a + 1a^2)d1^50d2^12 + (1 + 3a + 3a^2)d1^51d2^12 + (1 + 2a + 2a^2)d1^52d2^12 + (3 + 1a + 0a^2)d1^53d2^12 + (2 + 2a + 3a^2)d1^54d2^12 + (0 + 2a + 1a^2)d1^55d2^12 + (3 + 0a + 2a^2)d1^56d2^12 + (4 + 0a + 4a^2)d1^57d2^12 + (0 + 1a + 3a^2)d1^58d2^12 + (2 + 4a + 1a^2)d1^59d2^12 + (2 + 1a + 4a^2)d1^60d2^12 + (0 + 4a + 4a^2)d1^61d2^12 + (3 + 0a + 0a^2)d1^62d2^12 + (2 + 2a + 3a^2)d1^63d2^12 + (3 + 0a + 3a^2)d1^64d2^12 + (3 + 3a + 0a^2)d1^65d2^12 + (3 + 1a + 1a^2)d1^66d2^12 + (1 + 1a + 4a^2)d1^67d2^12 + (1 + 2a + 2a^2)d1^68d2^12 + (1 + 1a + 3a^2)d1^69d2^12 + (2 + 0a + 1a^2)d1^70d2^12 + (1 + 3a + 4a^2)d1^71d2^12 + (1 + 2a + 3a^2)d1^72d2^12 + (3 + 3a + 3a^2)d1^73d2^12 + (0 + 2a + 0a^2)d1^74d2^12 + (3 + 1a + 4a^2)d1^75d2^12 + (4 + 4a + 4a^2)d1^76d2^12 + (0 + 4a + 1a^2)d1^77d2^12 + (1 + 1a + 4a^2)d1^78d2^12 + (1 + 4a + 4a^2)d1^79d2^12 + (3 + 2a + 3a^2)d1^80d2^12 + (3 + 2a + 1a^2)d1^81d2^12 + (4 + 2a + 3a^2)d1^82d2^12 + (1 + 4a + 4a^2)d1^84d2^12 + (0 + 0a + 3a^2)d1^85d2^12 + (0 + 2a + 4a^2)d1^86d2^12 + (3 + 4a + 4a^2)d1^87d2^12 + (4 + 4a + 4a^2)d1^88d2^12 + (2 + 1a + 4a^2)d1^89d2^12 + (4 + 2a + 1a^2)d1^90d2^12 + (0 + 2a + 1a^2)d1^91d2^12 + (1 + 2a + 4a^2)d1^92d2^12 + (3 + 0a + 2a^2)d1^93d2^12 + (4 + 0a + 0a^2)d1^94d2^12 + (0 + 3a + 2a^2)d1^95d2^12 + (0 + 2a + 3a^2)d1^96d2^12 + (1 + 1a + 3a^2)d1^97d2^12 + (3 + 0a + 0a^2)d1^98d2^12 + (1 + 4a + 3a^2)d1^99d2^12 + (2 + 0a + 2a^2)d1^100d2^12 + (2 + 1a + 2a^2)d1^101d2^12 + (3 + 0a + 4a^2)d1^102d2^12 + (3 + 1a + 2a^2)d1^103d2^12 + (1 + 1a + 1a^2)d1^104d2^12 + (4 + 4a + 4a^2)d1^105d2^12 + (0 + 2a + 2a^2)d1^106d2^12 + (4 + 4a + 1a^2)d1^107d2^12 + (3 + 1a + 4a^2)d1^108d2^12 + (2 + 2a + 1a^2)d1^109d2^12 + (1 + 4a + 3a^2)d1^110d2^12 + (4 + 4a + 1a^2)d1^111d2^12 + (2 + 3a + 1a^2)d1^112d2^12 + (3 + 2a + 0a^2)d1^113d2^12 + (2 + 0a + 4a^2)d1^114d2^12 + (0 + 2a + 3a^2)d1^115d2^12 + (3 + 1a + 3a^2)d1^116d2^12 + (2 + 1a + 4a^2)d1^117d2^12 + (1 + 4a + 1a^2)d1^118d2^12 + (2 + 3a + 0a^2)d1^119d2^12 + (3 + 0a + 4a^2)d1^120d2^12 + (4 + 2a + 3a^2)d1^121d2^12 + (4 + 1a + 0a^2)d1^122d2^12 + (4 + 4a + 1a^2)d1^123d2^12 + (4 + 3a + 2a^2)d1^124d2^12 + (1 + 0a + 1a^2)d1^125d2^12 + (0 + 0a + 4a^2)d1^126d2^12 + (3 + 2a + 2a^2)d1^127d2^12 + (0 + 2a + 2a^2)d1^128d2^12 + (4 + 1a + 0a^2)d1^129d2^12 + (1 + 0a + 1a^2)d1^130d2^12 + (4 + 4a + 0a^2)d1^131d2^12 + (0 + 3a + 3a^2)d1^132d2^12 + (3 + 2a + 2a^2)d1^133d2^12 + (3 + 4a + 1a^2)d1^134d2^12 + (2 + 0a + 4a^2)d1^135d2^12 + (4 + 1a + 0a^2)d1^136d2^12 + (3 + 0a + 0a^2)d1^137d2^12 + (4 + 3a + 3a^2)d1^138d2^12 + (2 + 1a + 3a^2)d1^139d2^12 + (1 + 4a + 2a^2)d1^140d2^12 + (0 + 2a + 4a^2)d1^141d2^12 + (4 + 2a + 3a^2)d1^142d2^12 + (1 + 3a + 4a^2)d1^143d2^12 + (4 + 1a + 4a^2)d1^144d2^12 + (2 + 3a + 1a^2)d1^145d2^12 + (1 + 2a + 2a^2)d1^146d2^12 + (0 + 4a + 0a^2)d1^147d2^12 + (0 + 2a + 4a^2)d1^148d2^12 + (2 + 1a + 2a^2)d1^149d2^12 + (1 + 4a + 1a^2)d1^150d2^12 + (4 + 2a + 2a^2)d1^151d2^12 + (2 + 0a + 4a^2)d1^152d2^12 + (0 + 4a + 0a^2)d1^153d2^12 + (1 + 0a + 2a^2)d1^154d2^12 + (0 + 3a + 1a^2)d1^155d2^12 + (2 + 1a + 0a^2)d1^156d2^12 + (1 + 0a + 0a^2)d1^157d2^12 + (2 + 2a + 2a^2)d1^158d2^12 + (0 + 2a + 1a^2)d1^159d2^12 + (4 + 2a + 4a^2)d1^160d2^12 + (4 + 2a + 1a^2)d1^161d2^12 + (3 + 2a + 2a^2)d1^162d2^12 + (1 + 0a + 4a^2)d1^163d2^12 + (2 + 4a + 2a^2)d1^164d2^12 + (1 + 2a + 2a^2)d1^165d2^12 + (0 + 2a + 0a^2)d1^166d2^12 + (4 + 0a + 0a^2)d1^167d2^12 + (0 + 1a + 1a^2)d1^168d2^12 + (4 + 1a + 2a^2)d1^169d2^12 + (3 + 1a + 0a^2)d1^170d2^12 + (2 + 4a + 3a^2)d1^171d2^12 + (2 + 1a + 4a^2)d1^172d2^12 + (2 + 0a + 3a^2)d1^173d2^12 + (1 + 1a + 3a^2)d1^174d2^12 + (3 + 4a + 3a^2)d1^175d2^12 + (3 + 0a + 2a^2)d1^176d2^12 + (1 + 1a + 0a^2)d1^177d2^12 + (0 + 4a + 2a^2)d1^178d2^12 + (2 + 3a + 2a^2)d1^179d2^12 + (4 + 2a + 1a^2)d1^180d2^12 + (1 + 1a + 1a^2)d1^181d2^12 + (4 + 2a + 0a^2)d1^182d2^12 + (3 + 1a + 2a^2)d1^183d2^12 + (1 + 1a + 2a^2)d1^184d2^12 + (1 + 3a + 2a^2)d1^185d2^12 + (0 + 3a + 4a^2)d1^186d2^12 + (3 + 1a + 1a^2)d1^187d2^12 + (4 + 4a + 2a^2)d1^188d2^12 + (0 + 1a + 0a^2)d1^189d2^12 + (4 + 2a + 0a^2)d1^190d2^12 + (3 + 1a + 0a^2)d1^191d2^12 + (0 + 4a + 2a^2)d1^192d2^12 + (2 + 3a + 2a^2)d1^193d2^12 + (0 + 3a + 2a^2)d1^194d2^12 + (2 + 1a + 4a^2)d1^195d2^12 + (3 + 4a + 2a^2)d1^196d2^12 + (3 + 3a + 4a^2)d1^197d2^12 + (2 + 4a + 0a^2)d1^198d2^12 + (2 + 2a + 2a^2)d1^199d2^12 + (2 + 3a + 2a^2)d1^200d2^12 + (0 + 2a + 4a^2)d1^201d2^12 + (4 + 1a + 0a^2)d1^202d2^12 + (2 + 0a + 2a^2)d1^203d2^12 + (2 + 0a + 4a^2)d1^204d2^12 + (1 + 0a + 1a^2)d1^205d2^12 + (2 + 3a + 4a^2)d1^206d2^12 + (3 + 2a + 0a^2)d1^207d2^12 + (2 + 2a + 4a^2)d1^208d2^12 + (2 + 2a + 4a^2)d1^209d2^12 + (3 + 0a + 3a^2)d1^210d2^12 + (4 + 3a + 4a^2)d1^211d2^12 + (1 + 0a + 3a^2)d1^212d2^12 + (4 + 0a + 1a^2)d1^213d2^12 + (0 + 2a + 3a^2)d1^214d2^12 + (2 + 2a + 4a^2)d1^215d2^12 + (2 + 4a + 3a^2)d1^216d2^12 + (3 + 4a + 0a^2)d1^217d2^12 + (0 + 4a + 3a^2)d1^218d2^12 + (3 + 3a + 3a^2)d1^219d2^12 + (4 + 2a + 0a^2)d1^220d2^12 + (1 + 2a + 1a^2)d1^221d2^12 + (2 + 0a + 3a^2)d1^222d2^12 + (0 + 2a + 0a^2)d1^223d2^12 + (0 + 0a + 3a^2)d1^224d2^12 + (4 + 0a + 3a^2)d1^225d2^12 + (4 + 2a + 0a^2)d1^226d2^12 + (0 + 1a + 0a^2)d1^227d2^12 + (0 + 3a + 2a^2)d1^228d2^12 + (3 + 3a + 4a^2)d1^229d2^12 + (1 + 2a + 3a^2)d1^230d2^12 + (0 + 1a + 1a^2)d1^231d2^12 + (1 + 1a + 4a^2)d1^232d2^12 + (2 + 2a + 0a^2)d1^233d2^12 + (3 + 0a + 0a^2)d1^234d2^12 + (4 + 3a + 4a^2)d1^235d2^12 + (1 + 1a + 4a^2)d1^236d2^12 + (1 + 0a + 1a^2)d1^237d2^12 + (0 + 4a + 4a^2)d1^238d2^12 + (2 + 2a + 4a^2)d1^239d2^12 + (4 + 2a + 1a^2)d1^240d2^12 + (2 + 0a + 4a^2)d1^241d2^12 + (2 + 4a + 3a^2)d1^242d2^12 + (3 + 0a + 1a^2)d1^243d2^12 + (2 + 1a + 1a^2)d1^244d2^12 + (4 + 4a + 2a^2)d1^245d2^12 + (4 + 4a + 4a^2)d1^246d2^12 + (1 + 2a + 3a^2)d1^247d2^12 + (0 + 0a + 4a^2)d1^248d2^12 + (2 + 2a + 4a^2)d1^249d2^12 + (0 + 4a + 2a^2)d1^250d2^12 + (3 + 3a + 0a^2)d1^251d2^12 + (3 + 4a + 4a^2)d1^252d2^12 + (2 + 2a + 4a^2)d1^253d2^12 + (1 + 2a + 2a^2)d1^254d2^12 + (2 + 0a + 2a^2)d1^255d2^12 + (2 + 0a + 4a^2)d1^256d2^12 + (3 + 4a + 1a^2)d1^257d2^12 + (1 + 3a + 2a^2)d1^258d2^12 + (3 + 3a + 4a^2)d1^259d2^12 + (3 + 3a + 3a^2)d1^260d2^12 + (1 + 1a + 2a^2)d1^261d2^12 + (3 + 2a + 0a^2)d1^262d2^12 + (1 + 2a + 4a^2)d1^263d2^12 + (2 + 0a + 1a^2)d1^264d2^12 + (1 + 3a + 4a^2)d1^265d2^12 + (3 + 2a + 3a^2)d1^266d2^12 + (2 + 0a + 0a^2)d1^267d2^12 + (3 + 1a + 0a^2)d1^268d2^12 + (3 + 1a + 1a^2)d1^269d2^12 + (4 + 4a + 0a^2)d1^270d2^12 + (3 + 2a + 0a^2)d1^271d2^12 + (3 + 1a + 4a^2)d1^272d2^12 + (0 + 2a + 3a^2)d1^273d2^12 + (1 + 3a + 1a^2)d1^274d2^12 + (3 + 0a + 1a^2)d1^275d2^12 + (1 + 4a + 3a^2)d1^276d2^12 + (4 + 2a + 1a^2)d1^277d2^12 + (0 + 3a + 2a^2)d1^278d2^12 + (3 + 4a + 3a^2)d1^279d2^12 + (1 + 1a + 0a^2)d1^280d2^12 + (0 + 4a + 3a^2)d1^281d2^12 + (2 + 4a + 1a^2)d1^282d2^12 + (1 + 3a + 2a^2)d1^283d2^12 + (3 + 2a + 0a^2)d1^284d2^12 + (0 + 3a + 4a^2)d1^285d2^12 + (2 + 0a + 2a^2)d1^286d2^12 + (3 + 2a + 2a^2)d1^287d2^12 + (2 + 4a + 0a^2)d1^288d2^12 + (2 + 2a + 1a^2)d1^289d2^12 + (2 + 2a + 1a^2)d1^290d2^12 + (1 + 2a + 4a^2)d1^291d2^12 + (0 + 0a + 3a^2)d1^292d2^12 + (0 + 0a + 1a^2)d1^293d2^12 + (1 + 2a + 4a^2)d2^13 + (1 + 3a + 2a^2)d1^1d2^13 + (0 + 0a + 1a^2)d1^2d2^13 + (3 + 2a + 0a^2)d1^3d2^13 + (4 + 4a + 3a^2)d1^4d2^13 + (0 + 1a + 3a^2)d1^5d2^13 + (1 + 3a + 3a^2)d1^6d2^13 + (1 + 1a + 4a^2)d1^7d2^13 + (2 + 1a + 0a^2)d1^8d2^13 + (4 + 0a + 4a^2)d1^9d2^13 + (0 + 4a + 4a^2)d1^10d2^13 + (0 + 0a + 2a^2)d1^11d2^13 + (2 + 0a + 4a^2)d1^12d2^13 + (2 + 4a + 1a^2)d1^13d2^13 + (3 + 0a + 3a^2)d1^14d2^13 + (3 + 2a + 4a^2)d1^15d2^13 + (3 + 2a + 0a^2)d1^16d2^13 + (4 + 4a + 2a^2)d1^17d2^13 + (2 + 4a + 1a^2)d1^18d2^13 + (2 + 2a + 1a^2)d1^19d2^13 + (3 + 1a + 0a^2)d1^20d2^13 + (1 + 3a + 4a^2)d1^21d2^13 + (4 + 4a + 2a^2)d1^22d2^13 + (3 + 1a + 3a^2)d1^23d2^13 + (4 + 0a + 1a^2)d1^24d2^13 + (0 + 0a + 3a^2)d1^25d2^13 + (1 + 3a + 1a^2)d1^26d2^13 + (0 + 4a + 2a^2)d1^27d2^13 + (1 + 0a + 1a^2)d1^28d2^13 + (4 + 1a + 3a^2)d1^29d2^13 + (4 + 1a + 2a^2)d1^30d2^13 + (2 + 0a + 4a^2)d1^31d2^13 + (4 + 2a + 3a^2)d1^32d2^13 + (4 + 4a + 3a^2)d1^33d2^13 + (1 + 0a + 3a^2)d1^34d2^13 + (2 + 2a + 1a^2)d1^35d2^13 + (3 + 3a + 4a^2)d1^36d2^13 + (2 + 0a + 1a^2)d1^37d2^13 + (0 + 4a + 4a^2)d1^38d2^13 + (4 + 1a + 4a^2)d1^39d2^13 + (4 + 0a + 0a^2)d1^40d2^13 + (2 + 2a + 1a^2)d1^41d2^13 + (1 + 2a + 2a^2)d1^42d2^13 + (1 + 0a + 1a^2)d1^43d2^13 + (1 + 3a + 0a^2)d1^44d2^13 + (2 + 4a + 4a^2)d1^45d2^13 + (1 + 4a + 0a^2)d1^46d2^13 + (1 + 2a + 2a^2)d1^47d2^13 + (2 + 0a + 2a^2)d1^48d2^13 + (0 + 4a + 0a^2)d1^49d2^13 + (3 + 2a + 0a^2)d1^50d2^13 + (1 + 0a + 0a^2)d1^51d2^13 + (3 + 3a + 3a^2)d1^52d2^13 + (2 + 2a + 0a^2)d1^53d2^13 + (4 + 2a + 4a^2)d1^54d2^13 + (2 + 0a + 0a^2)d1^55d2^13 + (0 + 2a + 1a^2)d1^56d2^13 + (3 + 2a + 0a^2)d1^57d2^13 + (0 + 3a + 0a^2)d1^58d2^13 + (3 + 4a + 3a^2)d1^59d2^13 + (2 + 2a + 2a^2)d1^60d2^13 + (1 + 4a + 3a^2)d1^62d2^13 + (3 + 2a + 0a^2)d1^63d2^13 + (1 + 1a + 0a^2)d1^64d2^13 + (2 + 4a + 1a^2)d1^65d2^13 + (2 + 4a + 0a^2)d1^66d2^13 + (2 + 1a + 3a^2)d1^67d2^13 + (4 + 4a + 1a^2)d1^68d2^13 + (3 + 2a + 4a^2)d1^69d2^13 + (1 + 0a + 3a^2)d1^70d2^13 + (0 + 4a + 2a^2)d1^71d2^13 + (3 + 0a + 4a^2)d1^72d2^13 + (3 + 3a + 1a^2)d1^73d2^13 + (4 + 1a + 2a^2)d1^74d2^13 + (3 + 3a + 0a^2)d1^75d2^13 + (3 + 1a + 0a^2)d1^76d2^13 + (1 + 3a + 4a^2)d1^77d2^13 + (4 + 1a + 1a^2)d1^78d2^13 + (2 + 1a + 4a^2)d1^79d2^13 + (4 + 1a + 2a^2)d1^80d2^13 + (2 + 4a + 3a^2)d1^81d2^13 + (3 + 4a + 1a^2)d1^82d2^13 + (2 + 0a + 1a^2)d1^83d2^13 + (0 + 1a + 3a^2)d1^84d2^13 + (4 + 1a + 4a^2)d1^85d2^13 + (2 + 3a + 2a^2)d1^86d2^13 + (1 + 3a + 2a^2)d1^87d2^13 + (3 + 4a + 1a^2)d1^88d2^13 + (4 + 1a + 3a^2)d1^89d2^13 + (1 + 2a + 0a^2)d1^90d2^13 + (2 + 2a + 3a^2)d1^91d2^13 + (4 + 4a + 0a^2)d1^92d2^13 + (2 + 0a + 1a^2)d1^93d2^13 + (4 + 3a + 1a^2)d1^94d2^13 + (1 + 3a + 3a^2)d1^95d2^13 + (1 + 2a + 0a^2)d1^96d2^13 + (0 + 4a + 1a^2)d1^97d2^13 + (2 + 1a + 2a^2)d1^98d2^13 + (3 + 3a + 4a^2)d1^99d2^13 + (1 + 2a + 4a^2)d1^100d2^13 + (0 + 2a + 4a^2)d1^101d2^13 + (2 + 0a + 1a^2)d1^102d2^13 + (3 + 0a + 4a^2)d1^103d2^13 + (2 + 0a + 0a^2)d1^104d2^13 + (2 + 3a + 2a^2)d1^105d2^13 + (1 + 3a + 3a^2)d1^106d2^13 + (0 + 0a + 3a^2)d1^107d2^13 + (0 + 3a + 1a^2)d1^108d2^13 + (3 + 0a + 4a^2)d1^109d2^13 + (3 + 4a + 3a^2)d1^110d2^13 + (0 + 1a + 2a^2)d1^111d2^13 + (4 + 1a + 1a^2)d1^112d2^13 + (1 + 4a + 4a^2)d1^113d2^13 + (1 + 1a + 4a^2)d1^114d2^13 + (0 + 0a + 2a^2)d1^115d2^13 + (3 + 2a + 2a^2)d1^116d2^13 + (2 + 3a + 2a^2)d1^117d2^13 + (0 + 3a + 0a^2)d1^118d2^13 + (3 + 4a + 0a^2)d1^119d2^13 + (2 + 4a + 4a^2)d1^120d2^13 + (2 + 4a + 0a^2)d1^121d2^13 + (2 + 1a + 3a^2)d1^122d2^13 + (2 + 0a + 4a^2)d1^123d2^13 + (3 + 1a + 3a^2)d1^124d2^13 + (3 + 2a + 1a^2)d1^125d2^13 + (1 + 0a + 2a^2)d1^126d2^13 + (3 + 4a + 2a^2)d1^127d2^13 + (4 + 3a + 3a^2)d1^128d2^13 + (2 + 0a + 3a^2)d1^129d2^13 + (4 + 3a + 2a^2)d1^130d2^13 + (4 + 0a + 4a^2)d1^131d2^13 + (0 + 1a + 0a^2)d1^132d2^13 + (0 + 3a + 4a^2)d1^133d2^13 + (4 + 0a + 2a^2)d1^134d2^13 + (2 + 3a + 3a^2)d1^135d2^13 + (1 + 4a + 0a^2)d1^136d2^13 + (3 + 0a + 2a^2)d1^137d2^13 + (4 + 1a + 0a^2)d1^138d2^13 + (1 + 4a + 3a^2)d1^139d2^13 + (2 + 0a + 4a^2)d1^140d2^13 + (1 + 4a + 2a^2)d1^141d2^13 + (3 + 1a + 4a^2)d1^142d2^13 + (2 + 0a + 3a^2)d1^143d2^13 + (0 + 1a + 3a^2)d1^144d2^13 + (4 + 0a + 2a^2)d1^145d2^13 + (4 + 1a + 1a^2)d1^146d2^13 + (3 + 0a + 1a^2)d1^147d2^13 + (0 + 1a + 1a^2)d1^148d2^13 + (3 + 2a + 1a^2)d1^149d2^13 + (2 + 0a + 2a^2)d1^150d2^13 + (4 + 0a + 1a^2)d1^151d2^13 + (1 + 4a + 4a^2)d1^152d2^13 + (0 + 2a + 1a^2)d1^153d2^13 + (2 + 0a + 3a^2)d1^154d2^13 + (1 + 2a + 4a^2)d1^155d2^13 + (1 + 0a + 4a^2)d1^156d2^13 + (2 + 2a + 1a^2)d1^157d2^13 + (2 + 3a + 4a^2)d1^158d2^13 + (2 + 0a + 2a^2)d1^159d2^13 + (2 + 1a + 3a^2)d1^160d2^13 + (3 + 0a + 2a^2)d1^161d2^13 + (2 + 2a + 0a^2)d1^162d2^13 + (4 + 1a + 2a^2)d1^163d2^13 + (4 + 0a + 1a^2)d1^164d2^13 + (0 + 2a + 0a^2)d1^165d2^13 + (4 + 3a + 1a^2)d1^166d2^13 + (3 + 2a + 4a^2)d1^167d2^13 + (2 + 1a + 2a^2)d1^168d2^13 + (4 + 4a + 0a^2)d1^169d2^13 + (3 + 1a + 3a^2)d1^170d2^13 + (2 + 4a + 2a^2)d1^171d2^13 + (4 + 1a + 3a^2)d1^172d2^13 + (1 + 4a + 2a^2)d1^173d2^13 + (4 + 3a + 4a^2)d1^174d2^13 + (2 + 2a + 4a^2)d1^175d2^13 + (1 + 2a + 1a^2)d1^176d2^13 + (3 + 3a + 3a^2)d1^177d2^13 + (2 + 1a + 1a^2)d1^178d2^13 + (2 + 1a + 1a^2)d1^179d2^13 + (2 + 3a + 0a^2)d1^180d2^13 + (2 + 0a + 2a^2)d1^181d2^13 + (4 + 3a + 0a^2)d1^182d2^13 + (4 + 0a + 1a^2)d1^183d2^13 + (2 + 0a + 1a^2)d1^184d2^13 + (3 + 4a + 1a^2)d1^185d2^13 + (1 + 1a + 3a^2)d1^186d2^13 + (2 + 2a + 1a^2)d1^187d2^13 + (3 + 1a + 1a^2)d1^188d2^13 + (0 + 0a + 4a^2)d1^189d2^13 + (4 + 4a + 2a^2)d1^190d2^13 + (1 + 1a + 3a^2)d1^191d2^13 + (2 + 0a + 1a^2)d1^192d2^13 + (2 + 1a + 4a^2)d1^193d2^13 + (1 + 2a + 1a^2)d1^194d2^13 + (3 + 2a + 0a^2)d1^195d2^13 + (4 + 0a + 0a^2)d1^196d2^13 + (0 + 3a + 4a^2)d1^197d2^13 + (3 + 2a + 4a^2)d1^198d2^13 + (4 + 2a + 0a^2)d1^199d2^13 + (4 + 1a + 3a^2)d1^200d2^13 + (1 + 3a + 4a^2)d1^201d2^13 + (1 + 1a + 4a^2)d1^202d2^13 + (1 + 4a + 4a^2)d1^203d2^13 + (1 + 0a + 1a^2)d1^204d2^13 + (0 + 4a + 1a^2)d1^205d2^13 + (3 + 3a + 0a^2)d1^206d2^13 + (4 + 0a + 3a^2)d1^207d2^13 + (1 + 1a + 2a^2)d1^208d2^13 + (0 + 2a + 0a^2)d1^209d2^13 + (3 + 4a + 2a^2)d1^210d2^13 + (0 + 4a + 4a^2)d1^211d2^13 + (1 + 1a + 2a^2)d1^212d2^13 + (1 + 0a + 2a^2)d1^213d2^13 + (0 + 1a + 0a^2)d1^214d2^13 + (3 + 3a + 1a^2)d1^215d2^13 + (4 + 3a + 4a^2)d1^216d2^13 + (4 + 1a + 2a^2)d1^217d2^13 + (0 + 0a + 3a^2)d1^218d2^13 + (3 + 2a + 0a^2)d1^219d2^13 + (4 + 1a + 1a^2)d1^220d2^13 + (4 + 3a + 4a^2)d1^221d2^13 + (4 + 3a + 3a^2)d1^222d2^13 + (3 + 2a + 3a^2)d1^223d2^13 + (1 + 0a + 1a^2)d1^224d2^13 + (3 + 3a + 4a^2)d1^225d2^13 + (4 + 0a + 1a^2)d1^226d2^13 + (4 + 4a + 4a^2)d1^227d2^13 + (0 + 2a + 0a^2)d1^228d2^13 + (0 + 4a + 3a^2)d1^229d2^13 + (1 + 3a + 3a^2)d1^230d2^13 + (0 + 4a + 0a^2)d1^231d2^13 + (2 + 1a + 0a^2)d1^232d2^13 + (2 + 3a + 3a^2)d1^233d2^13 + (4 + 4a + 2a^2)d1^234d2^13 + (2 + 1a + 2a^2)d1^235d2^13 + (2 + 2a + 1a^2)d1^236d2^13 + (1 + 1a + 0a^2)d1^237d2^13 + (0 + 2a + 0a^2)d1^238d2^13 + (1 + 2a + 2a^2)d1^239d2^13 + (4 + 0a + 4a^2)d1^240d2^13 + (2 + 3a + 3a^2)d1^241d2^13 + (2 + 1a + 2a^2)d1^242d2^13 + (2 + 4a + 2a^2)d1^243d2^13 + (1 + 2a + 1a^2)d1^244d2^13 + (3 + 2a + 1a^2)d1^245d2^13 + (0 + 4a + 2a^2)d1^246d2^13 + (4 + 2a + 4a^2)d1^247d2^13 + (1 + 0a + 0a^2)d1^248d2^13 + (2 + 4a + 3a^2)d1^249d2^13 + (1 + 0a + 0a^2)d1^250d2^13 + (1 + 2a + 3a^2)d1^251d2^13 + (1 + 0a + 1a^2)d1^252d2^13 + (2 + 3a + 3a^2)d1^253d2^13 + (4 + 2a + 3a^2)d1^254d2^13 + (0 + 4a + 0a^2)d1^255d2^13 + (3 + 3a + 1a^2)d1^256d2^13 + (2 + 0a + 3a^2)d1^257d2^13 + (2 + 1a + 1a^2)d1^258d2^13 + (1 + 2a + 1a^2)d1^259d2^13 + (2 + 3a + 1a^2)d1^260d2^13 + (3 + 1a + 2a^2)d1^261d2^13 + (3 + 1a + 3a^2)d1^262d2^13 + (4 + 3a + 3a^2)d1^263d2^13 + (3 + 2a + 1a^2)d1^264d2^13 + (0 + 2a + 1a^2)d1^265d2^13 + (0 + 1a + 3a^2)d1^266d2^13 + (1 + 3a + 3a^2)d1^267d2^13 + (2 + 3a + 1a^2)d1^268d2^13 + (4 + 2a + 2a^2)d1^269d2^13 + (0 + 1a + 0a^2)d1^270d2^13 + (2 + 3a + 3a^2)d1^271d2^13 + (0 + 4a + 3a^2)d1^272d2^13 + (1 + 3a + 4a^2)d1^273d2^13 + (1 + 1a + 3a^2)d1^274d2^13 + (2 + 4a + 3a^2)d1^275d2^13 + (0 + 1a + 2a^2)d1^276d2^13 + (2 + 1a + 1a^2)d1^277d2^13 + (4 + 1a + 3a^2)d1^278d2^13 + (3 + 4a + 3a^2)d1^279d2^13 + (4 + 0a + 4a^2)d1^280d2^13 + (4 + 1a + 1a^2)d1^281d2^13 + (4 + 3a + 2a^2)d1^282d2^13 + (2 + 0a + 0a^2)d1^283d2^13 + (0 + 0a + 2a^2)d1^284d2^13 + (2 + 4a + 2a^2)d1^285d2^13 + (2 + 4a + 2a^2)d1^286d2^13 + (4 + 0a + 2a^2)d1^287d2^13 + (0 + 1a + 0a^2)d1^288d2^13 + (3 + 2a + 1a^2)d1^289d2^13 + (3 + 2a + 3a^2)d1^290d2^13 + (0 + 4a + 3a^2)d1^291d2^13 + (4 + 2a + 2a^2)d1^292d2^13 + (2 + 0a + 3a^2)d1^293d2^13 + (1 + 2a + 0a^2)d2^14 + (1 + 0a + 2a^2)d1^1d2^14 + (4 + 4a + 1a^2)d1^2d2^14 + (0 + 1a + 2a^2)d1^3d2^14 + (4 + 2a + 1a^2)d1^4d2^14 + (1 + 1a + 4a^2)d1^5d2^14 + (1 + 0a + 4a^2)d1^6d2^14 + (3 + 1a + 4a^2)d1^7d2^14 + (2 + 3a + 1a^2)d1^8d2^14 + (3 + 1a + 4a^2)d1^9d2^14 + (1 + 3a + 1a^2)d1^10d2^14 + (4 + 4a + 0a^2)d1^11d2^14 + (0 + 3a + 4a^2)d1^12d2^14 + (2 + 4a + 0a^2)d1^13d2^14 + (2 + 2a + 0a^2)d1^14d2^14 + (0 + 3a + 1a^2)d1^15d2^14 + (2 + 4a + 4a^2)d1^16d2^14 + (1 + 1a + 3a^2)d1^17d2^14 + (0 + 2a + 4a^2)d1^18d2^14 + (1 + 2a + 2a^2)d1^19d2^14 + (1 + 0a + 0a^2)d1^20d2^14 + (1 + 2a + 0a^2)d1^21d2^14 + (1 + 1a + 2a^2)d1^22d2^14 + (1 + 2a + 3a^2)d1^23d2^14 + (1 + 1a + 1a^2)d1^24d2^14 + (1 + 1a + 1a^2)d1^25d2^14 + (4 + 2a + 1a^2)d1^26d2^14 + (3 + 0a + 2a^2)d1^27d2^14 + (3 + 3a + 0a^2)d1^28d2^14 + (3 + 0a + 0a^2)d1^29d2^14 + (4 + 1a + 1a^2)d1^30d2^14 + (3 + 2a + 0a^2)d1^31d2^14 + (1 + 3a + 0a^2)d1^32d2^14 + (2 + 3a + 1a^2)d1^33d2^14 + (2 + 4a + 0a^2)d1^34d2^14 + (4 + 4a + 4a^2)d1^35d2^14 + (1 + 2a + 4a^2)d1^36d2^14 + (3 + 2a + 4a^2)d1^37d2^14 + (2 + 0a + 1a^2)d1^38d2^14 + (1 + 3a + 1a^2)d1^39d2^14 + (1 + 3a + 2a^2)d1^40d2^14 + (2 + 4a + 0a^2)d1^41d2^14 + (3 + 4a + 2a^2)d1^42d2^14 + (0 + 1a + 3a^2)d1^43d2^14 + (2 + 0a + 1a^2)d1^44d2^14 + (4 + 4a + 1a^2)d1^45d2^14 + (1 + 1a + 2a^2)d1^46d2^14 + (3 + 2a + 1a^2)d1^47d2^14 + (4 + 1a + 2a^2)d1^48d2^14 + (1 + 4a + 0a^2)d1^49d2^14 + (2 + 4a + 1a^2)d1^50d2^14 + (4 + 0a + 1a^2)d1^51d2^14 + (3 + 0a + 0a^2)d1^52d2^14 + (4 + 1a + 2a^2)d1^53d2^14 + (1 + 0a + 4a^2)d1^54d2^14 + (3 + 1a + 2a^2)d1^55d2^14 + (2 + 4a + 1a^2)d1^56d2^14 + (2 + 4a + 1a^2)d1^57d2^14 + (4 + 2a + 4a^2)d1^58d2^14 + (1 + 1a + 4a^2)d1^59d2^14 + (0 + 1a + 0a^2)d1^60d2^14 + (1 + 1a + 0a^2)d1^61d2^14 + (0 + 1a + 1a^2)d1^62d2^14 + (1 + 4a + 4a^2)d1^63d2^14 + (1 + 1a + 1a^2)d1^64d2^14 + (4 + 4a + 3a^2)d1^65d2^14 + (4 + 0a + 4a^2)d1^66d2^14 + (2 + 2a + 3a^2)d1^67d2^14 + (2 + 2a + 0a^2)d1^68d2^14 + (3 + 2a + 2a^2)d1^69d2^14 + (1 + 4a + 1a^2)d1^70d2^14 + (4 + 2a + 4a^2)d1^71d2^14 + (2 + 4a + 3a^2)d1^72d2^14 + (3 + 3a + 4a^2)d1^73d2^14 + (4 + 0a + 3a^2)d1^74d2^14 + (3 + 0a + 4a^2)d1^75d2^14 + (4 + 2a + 1a^2)d1^76d2^14 + (0 + 3a + 2a^2)d1^77d2^14 + (3 + 2a + 1a^2)d1^78d2^14 + (1 + 0a + 3a^2)d1^79d2^14 + (1 + 1a + 2a^2)d1^80d2^14 + (2 + 0a + 2a^2)d1^81d2^14 + (1 + 2a + 2a^2)d1^82d2^14 + (1 + 2a + 3a^2)d1^83d2^14 + (3 + 3a + 3a^2)d1^84d2^14 + (2 + 0a + 2a^2)d1^85d2^14 + (2 + 3a + 4a^2)d1^86d2^14 + (2 + 4a + 3a^2)d1^87d2^14 + (1 + 4a + 3a^2)d1^88d2^14 + (4 + 4a + 0a^2)d1^89d2^14 + (3 + 1a + 3a^2)d1^90d2^14 + (2 + 2a + 3a^2)d1^91d2^14 + (1 + 3a + 4a^2)d1^92d2^14 + (2 + 3a + 4a^2)d1^93d2^14 + (4 + 1a + 3a^2)d1^94d2^14 + (3 + 4a + 2a^2)d1^95d2^14 + (3 + 4a + 1a^2)d1^96d2^14 + (1 + 1a + 1a^2)d1^97d2^14 + (2 + 0a + 1a^2)d1^98d2^14 + (3 + 1a + 3a^2)d1^99d2^14 + (4 + 1a + 0a^2)d1^100d2^14 + (1 + 0a + 0a^2)d1^101d2^14 + (1 + 1a + 3a^2)d1^102d2^14 + (0 + 3a + 4a^2)d1^103d2^14 + (4 + 3a + 0a^2)d1^104d2^14 + (4 + 0a + 3a^2)d1^105d2^14 + (3 + 2a + 4a^2)d1^106d2^14 + (4 + 0a + 3a^2)d1^107d2^14 + (0 + 1a + 2a^2)d1^108d2^14 + (1 + 1a + 1a^2)d1^109d2^14 + (4 + 1a + 1a^2)d1^110d2^14 + (2 + 4a + 1a^2)d1^111d2^14 + (1 + 2a + 3a^2)d1^112d2^14 + (1 + 2a + 2a^2)d1^113d2^14 + (3 + 3a + 2a^2)d1^114d2^14 + (2 + 1a + 2a^2)d1^115d2^14 + (2 + 2a + 0a^2)d1^116d2^14 + (0 + 1a + 4a^2)d1^117d2^14 + (3 + 4a + 3a^2)d1^118d2^14 + (0 + 0a + 3a^2)d1^119d2^14 + (4 + 2a + 1a^2)d1^120d2^14 + (0 + 4a + 2a^2)d1^121d2^14 + (4 + 1a + 2a^2)d1^122d2^14 + (1 + 3a + 1a^2)d1^123d2^14 + (1 + 3a + 0a^2)d1^124d2^14 + (3 + 3a + 2a^2)d1^125d2^14 + (0 + 0a + 3a^2)d1^126d2^14 + (0 + 1a + 2a^2)d1^127d2^14 + (4 + 3a + 1a^2)d1^128d2^14 + (3 + 2a + 0a^2)d1^129d2^14 + (0 + 0a + 2a^2)d1^130d2^14 + (4 + 3a + 2a^2)d1^131d2^14 + (1 + 3a + 3a^2)d1^132d2^14 + (2 + 1a + 4a^2)d1^133d2^14 + (1 + 0a + 4a^2)d1^134d2^14 + (3 + 3a + 1a^2)d1^135d2^14 + (1 + 4a + 4a^2)d1^136d2^14 + (1 + 3a + 2a^2)d1^137d2^14 + (2 + 3a + 1a^2)d1^138d2^14 + (2 + 4a + 3a^2)d1^139d2^14 + (0 + 1a + 1a^2)d1^140d2^14 + (3 + 3a + 0a^2)d1^141d2^14 + (1 + 0a + 0a^2)d1^142d2^14 + (4 + 1a + 2a^2)d1^143d2^14 + (4 + 2a + 1a^2)d1^144d2^14 + (3 + 1a + 3a^2)d1^145d2^14 + (2 + 4a + 4a^2)d1^146d2^14 + (2 + 3a + 4a^2)d1^147d2^14 + (2 + 1a + 3a^2)d1^148d2^14 + (2 + 0a + 0a^2)d1^149d2^14 + (4 + 3a + 1a^2)d1^150d2^14 + (2 + 3a + 3a^2)d1^151d2^14 + (0 + 1a + 0a^2)d1^152d2^14 + (3 + 2a + 2a^2)d1^153d2^14 + (1 + 3a + 0a^2)d1^154d2^14 + (1 + 3a + 2a^2)d1^155d2^14 + (0 + 2a + 3a^2)d1^156d2^14 + (3 + 3a + 4a^2)d1^157d2^14 + (3 + 4a + 4a^2)d1^158d2^14 + (4 + 2a + 2a^2)d1^159d2^14 + (4 + 4a + 0a^2)d1^160d2^14 + (3 + 4a + 2a^2)d1^161d2^14 + (4 + 1a + 0a^2)d1^162d2^14 + (4 + 4a + 3a^2)d1^164d2^14 + (2 + 2a + 3a^2)d1^165d2^14 + (2 + 4a + 4a^2)d1^166d2^14 + (2 + 2a + 3a^2)d1^167d2^14 + (2 + 1a + 1a^2)d1^168d2^14 + (4 + 0a + 0a^2)d1^169d2^14 + (4 + 0a + 1a^2)d1^170d2^14 + (2 + 1a + 4a^2)d1^171d2^14 + (1 + 2a + 1a^2)d1^172d2^14 + (2 + 2a + 1a^2)d1^173d2^14 + (4 + 0a + 3a^2)d1^174d2^14 + (1 + 1a + 3a^2)d1^175d2^14 + (1 + 0a + 4a^2)d1^176d2^14 + (3 + 1a + 3a^2)d1^177d2^14 + (1 + 3a + 1a^2)d1^178d2^14 + (0 + 0a + 3a^2)d1^179d2^14 + (1 + 4a + 3a^2)d1^180d2^14 + (2 + 4a + 3a^2)d1^181d2^14 + (2 + 3a + 1a^2)d1^182d2^14 + (4 + 1a + 1a^2)d1^183d2^14 + (0 + 2a + 3a^2)d1^184d2^14 + (3 + 2a + 0a^2)d1^186d2^14 + (4 + 0a + 4a^2)d1^187d2^14 + (0 + 2a + 4a^2)d1^188d2^14 + (2 + 3a + 2a^2)d1^189d2^14 + (0 + 3a + 0a^2)d1^190d2^14 + (2 + 4a + 2a^2)d1^191d2^14 + (0 + 4a + 4a^2)d1^192d2^14 + (4 + 2a + 1a^2)d1^193d2^14 + (4 + 0a + 4a^2)d1^194d2^14 + (2 + 1a + 3a^2)d1^195d2^14 + (3 + 2a + 1a^2)d1^196d2^14 + (1 + 1a + 2a^2)d1^197d2^14 + (4 + 4a + 4a^2)d1^198d2^14 + (3 + 0a + 2a^2)d1^199d2^14 + (0 + 2a + 2a^2)d1^200d2^14 + (2 + 1a + 4a^2)d1^201d2^14 + (4 + 2a + 1a^2)d1^202d2^14 + (2 + 1a + 4a^2)d1^203d2^14 + (4 + 1a + 3a^2)d1^204d2^14 + (4 + 4a + 3a^2)d1^205d2^14 + (4 + 1a + 4a^2)d1^206d2^14 + (4 + 3a + 2a^2)d1^207d2^14 + (1 + 4a + 2a^2)d1^208d2^14 + (0 + 0a + 3a^2)d1^209d2^14 + (4 + 1a + 2a^2)d1^210d2^14 + (2 + 2a + 0a^2)d1^211d2^14 + (4 + 1a + 3a^2)d1^212d2^14 + (3 + 4a + 4a^2)d1^213d2^14 + (0 + 3a + 3a^2)d1^214d2^14 + (2 + 4a + 2a^2)d1^215d2^14 + (0 + 2a + 3a^2)d1^216d2^14 + (4 + 0a + 3a^2)d1^217d2^14 + (3 + 4a + 2a^2)d1^218d2^14 + (2 + 0a + 1a^2)d1^219d2^14 + (4 + 2a + 3a^2)d1^220d2^14 + (0 + 0a + 1a^2)d1^221d2^14 + (3 + 3a + 2a^2)d1^222d2^14 + (3 + 4a + 3a^2)d1^223d2^14 + (3 + 0a + 0a^2)d1^224d2^14 + (3 + 2a + 3a^2)d1^225d2^14 + (1 + 0a + 4a^2)d1^226d2^14 + (4 + 3a + 1a^2)d1^227d2^14 + (2 + 0a + 0a^2)d1^228d2^14 + (1 + 1a + 2a^2)d1^229d2^14 + (1 + 4a + 0a^2)d1^230d2^14 + (3 + 2a + 3a^2)d1^231d2^14 + (3 + 3a + 1a^2)d1^232d2^14 + (3 + 0a + 4a^2)d1^233d2^14 + (2 + 1a + 0a^2)d1^234d2^14 + (0 + 1a + 0a^2)d1^235d2^14 + (3 + 1a + 2a^2)d1^236d2^14 + (2 + 3a + 3a^2)d1^237d2^14 + (3 + 3a + 3a^2)d1^238d2^14 + (0 + 2a + 1a^2)d1^239d2^14 + (2 + 2a + 4a^2)d1^240d2^14 + (2 + 3a + 1a^2)d1^241d2^14 + (1 + 3a + 4a^2)d1^242d2^14 + (2 + 3a + 4a^2)d1^243d2^14 + (4 + 4a + 3a^2)d1^244d2^14 + (3 + 1a + 4a^2)d1^246d2^14 + (3 + 4a + 4a^2)d1^247d2^14 + (0 + 1a + 2a^2)d1^248d2^14 + (2 + 0a + 0a^2)d1^249d2^14 + (2 + 4a + 4a^2)d1^250d2^14 + (4 + 1a + 1a^2)d1^251d2^14 + (4 + 0a + 0a^2)d1^252d2^14 + (1 + 1a + 1a^2)d1^253d2^14 + (1 + 2a + 1a^2)d1^254d2^14 + (0 + 4a + 1a^2)d1^255d2^14 + (1 + 3a + 0a^2)d1^256d2^14 + (0 + 0a + 2a^2)d1^258d2^14 + (1 + 4a + 4a^2)d1^259d2^14 + (1 + 4a + 1a^2)d1^261d2^14 + (0 + 0a + 2a^2)d1^262d2^14 + (1 + 4a + 4a^2)d1^263d2^14 + (0 + 1a + 1a^2)d1^264d2^14 + (0 + 1a + 1a^2)d1^265d2^14 + (2 + 1a + 4a^2)d1^266d2^14 + (2 + 4a + 0a^2)d1^267d2^14 + (0 + 0a + 1a^2)d1^268d2^14 + (0 + 3a + 1a^2)d1^269d2^14 + (3 + 3a + 2a^2)d1^270d2^14 + (4 + 0a + 1a^2)d1^271d2^14 + (1 + 3a + 3a^2)d1^272d2^14 + (0 + 1a + 1a^2)d1^273d2^14 + (0 + 2a + 2a^2)d1^274d2^14 + (2 + 1a + 1a^2)d1^275d2^14 + (4 + 2a + 3a^2)d1^276d2^14 + (0 + 2a + 2a^2)d1^277d2^14 + (2 + 1a + 4a^2)d1^278d2^14 + (4 + 3a + 1a^2)d1^279d2^14 + (3 + 0a + 2a^2)d1^280d2^14 + (0 + 4a + 3a^2)d1^281d2^14 + (4 + 3a + 4a^2)d1^282d2^14 + (2 + 1a + 1a^2)d1^283d2^14 + (1 + 2a + 4a^2)d1^284d2^14 + (3 + 2a + 1a^2)d1^285d2^14 + (0 + 4a + 3a^2)d1^286d2^14 + (2 + 4a + 2a^2)d1^287d2^14 + (0 + 1a + 3a^2)d1^288d2^14 + (3 + 1a + 1a^2)d1^289d2^14 + (4 + 1a + 2a^2)d1^290d2^14 + (0 + 2a + 0a^2)d1^291d2^14 + (2 + 2a + 2a^2)d1^292d2^14 + (1 + 0a + 3a^2)d1^293d2^14 + (3 + 3a + 3a^2)d2^15 + (1 + 1a + 0a^2)d1^1d2^15 + (0 + 2a + 3a^2)d1^2d2^15 + (0 + 0a + 4a^2)d1^3d2^15 + (4 + 0a + 2a^2)d1^4d2^15 + (3 + 4a + 1a^2)d1^5d2^15 + (3 + 1a + 3a^2)d1^6d2^15 + (1 + 4a + 1a^2)d1^7d2^15 + (1 + 2a + 0a^2)d1^8d2^15 + (1 + 1a + 1a^2)d1^9d2^15 + (2 + 0a + 0a^2)d1^10d2^15 + (1 + 2a + 0a^2)d1^11d2^15 + (3 + 1a + 2a^2)d1^12d2^15 + (1 + 2a + 3a^2)d1^13d2^15 + (3 + 4a + 4a^2)d1^14d2^15 + (0 + 3a + 2a^2)d1^15d2^15 + (0 + 1a + 0a^2)d1^16d2^15 + (1 + 3a + 3a^2)d1^17d2^15 + (3 + 4a + 3a^2)d1^18d2^15 + (3 + 1a + 1a^2)d1^19d2^15 + (2 + 0a + 4a^2)d1^20d2^15 + (1 + 1a + 0a^2)d1^21d2^15 + (0 + 4a + 1a^2)d1^22d2^15 + (3 + 2a + 4a^2)d1^23d2^15 + (4 + 2a + 2a^2)d1^24d2^15 + (0 + 3a + 1a^2)d1^25d2^15 + (4 + 1a + 4a^2)d1^26d2^15 + (3 + 1a + 3a^2)d1^27d2^15 + (4 + 0a + 2a^2)d1^28d2^15 + (1 + 0a + 0a^2)d1^29d2^15 + (3 + 4a + 2a^2)d1^30d2^15 + (3 + 1a + 1a^2)d1^31d2^15 + (4 + 1a + 1a^2)d1^32d2^15 + (3 + 0a + 1a^2)d1^33d2^15 + (3 + 2a + 4a^2)d1^34d2^15 + (1 + 4a + 0a^2)d1^35d2^15 + (3 + 3a + 2a^2)d1^36d2^15 + (1 + 3a + 1a^2)d1^37d2^15 + (0 + 2a + 2a^2)d1^38d2^15 + (3 + 2a + 3a^2)d1^39d2^15 + (4 + 3a + 2a^2)d1^40d2^15 + (4 + 1a + 2a^2)d1^41d2^15 + (2 + 4a + 1a^2)d1^42d2^15 + (4 + 4a + 2a^2)d1^43d2^15 + (3 + 1a + 2a^2)d1^44d2^15 + (4 + 2a + 2a^2)d1^45d2^15 + (1 + 0a + 4a^2)d1^46d2^15 + (3 + 3a + 3a^2)d1^47d2^15 + (1 + 4a + 0a^2)d1^48d2^15 + (0 + 0a + 2a^2)d1^49d2^15 + (2 + 2a + 4a^2)d1^50d2^15 + (1 + 4a + 2a^2)d1^51d2^15 + (4 + 4a + 4a^2)d1^52d2^15 + (3 + 0a + 4a^2)d1^53d2^15 + (1 + 0a + 0a^2)d1^54d2^15 + (4 + 1a + 4a^2)d1^55d2^15 + (0 + 3a + 3a^2)d1^56d2^15 + (4 + 4a + 3a^2)d1^57d2^15 + (3 + 3a + 1a^2)d1^58d2^15 + (1 + 3a + 2a^2)d1^59d2^15 + (3 + 4a + 4a^2)d1^60d2^15 + (1 + 3a + 3a^2)d1^61d2^15 + (4 + 3a + 4a^2)d1^62d2^15 + (0 + 4a + 0a^2)d1^63d2^15 + (4 + 0a + 1a^2)d1^64d2^15 + (3 + 1a + 3a^2)d1^65d2^15 + (3 + 4a + 0a^2)d1^66d2^15 + (4 + 3a + 1a^2)d1^67d2^15 + (0 + 2a + 0a^2)d1^68d2^15 + (0 + 4a + 1a^2)d1^69d2^15 + (2 + 3a + 1a^2)d1^70d2^15 + (1 + 2a + 2a^2)d1^71d2^15 + (1 + 2a + 2a^2)d1^72d2^15 + (1 + 1a + 4a^2)d1^73d2^15 + (2 + 4a + 4a^2)d1^74d2^15 + (1 + 3a + 3a^2)d1^75d2^15 + (4 + 0a + 3a^2)d1^76d2^15 + (3 + 1a + 3a^2)d1^77d2^15 + (3 + 2a + 0a^2)d1^78d2^15 + (3 + 1a + 2a^2)d1^79d2^15 + (3 + 0a + 2a^2)d1^80d2^15 + (0 + 3a + 3a^2)d1^81d2^15 + (1 + 0a + 3a^2)d1^82d2^15 + (1 + 2a + 0a^2)d1^83d2^15 + (4 + 2a + 3a^2)d1^84d2^15 + (0 + 4a + 2a^2)d1^85d2^15 + (0 + 1a + 1a^2)d1^86d2^15 + (3 + 0a + 0a^2)d1^87d2^15 + (2 + 2a + 1a^2)d1^88d2^15 + (4 + 3a + 3a^2)d1^89d2^15 + (0 + 4a + 2a^2)d1^90d2^15 + (2 + 3a + 0a^2)d1^91d2^15 + (0 + 1a + 3a^2)d1^92d2^15 + (2 + 3a + 1a^2)d1^93d2^15 + (2 + 1a + 1a^2)d1^94d2^15 + (3 + 0a + 2a^2)d1^95d2^15 + (1 + 3a + 3a^2)d1^96d2^15 + (3 + 4a + 1a^2)d1^97d2^15 + (3 + 2a + 3a^2)d1^98d2^15 + (1 + 3a + 1a^2)d1^99d2^15 + (0 + 0a + 2a^2)d1^100d2^15 + (4 + 1a + 3a^2)d1^101d2^15 + (2 + 1a + 0a^2)d1^102d2^15 + (4 + 4a + 3a^2)d1^103d2^15 + (1 + 2a + 2a^2)d1^104d2^15 + (4 + 3a + 2a^2)d1^105d2^15 + (2 + 2a + 1a^2)d1^106d2^15 + (3 + 1a + 1a^2)d1^107d2^15 + (0 + 3a + 1a^2)d1^108d2^15 + (3 + 4a + 4a^2)d1^109d2^15 + (1 + 1a + 2a^2)d1^110d2^15 + (0 + 2a + 0a^2)d1^111d2^15 + (2 + 0a + 1a^2)d1^112d2^15 + (0 + 3a + 1a^2)d1^113d2^15 + (1 + 1a + 0a^2)d1^114d2^15 + (2 + 4a + 3a^2)d1^115d2^15 + (0 + 0a + 1a^2)d1^116d2^15 + (3 + 0a + 4a^2)d1^117d2^15 + (0 + 0a + 3a^2)d1^118d2^15 + (3 + 3a + 1a^2)d1^119d2^15 + (1 + 1a + 0a^2)d1^120d2^15 + (1 + 3a + 2a^2)d1^121d2^15 + (2 + 2a + 4a^2)d1^122d2^15 + (3 + 2a + 1a^2)d1^123d2^15 + (4 + 3a + 2a^2)d1^124d2^15 + (3 + 3a + 3a^2)d1^125d2^15 + (1 + 3a + 1a^2)d1^126d2^15 + (2 + 1a + 4a^2)d1^127d2^15 + (4 + 3a + 1a^2)d1^128d2^15 + (4 + 4a + 1a^2)d1^129d2^15 + (4 + 4a + 3a^2)d1^130d2^15 + (1 + 3a + 1a^2)d1^131d2^15 + (2 + 4a + 2a^2)d1^132d2^15 + (2 + 0a + 2a^2)d1^133d2^15 + (1 + 3a + 3a^2)d1^134d2^15 + (2 + 4a + 2a^2)d1^135d2^15 + (4 + 3a + 2a^2)d1^136d2^15 + (4 + 1a + 4a^2)d1^137d2^15 + (3 + 1a + 2a^2)d1^138d2^15 + (1 + 4a + 3a^2)d1^139d2^15 + (0 + 2a + 2a^2)d1^140d2^15 + (4 + 2a + 4a^2)d1^141d2^15 + (4 + 2a + 4a^2)d1^142d2^15 + (4 + 1a + 2a^2)d1^143d2^15 + (1 + 1a + 3a^2)d1^144d2^15 + (0 + 2a + 2a^2)d1^145d2^15 + (1 + 4a + 4a^2)d1^146d2^15 + (3 + 3a + 4a^2)d1^147d2^15 + (4 + 1a + 3a^2)d1^148d2^15 + (3 + 1a + 0a^2)d1^149d2^15 + (2 + 2a + 2a^2)d1^150d2^15 + (0 + 4a + 4a^2)d1^151d2^15 + (0 + 0a + 3a^2)d1^152d2^15 + (4 + 2a + 3a^2)d1^153d2^15 + (1 + 2a + 1a^2)d1^154d2^15 + (0 + 3a + 3a^2)d1^155d2^15 + (0 + 1a + 1a^2)d1^156d2^15 + (2 + 3a + 4a^2)d1^157d2^15 + (4 + 2a + 3a^2)d1^158d2^15 + (3 + 4a + 0a^2)d1^159d2^15 + (2 + 0a + 0a^2)d1^160d2^15 + (3 + 1a + 3a^2)d1^161d2^15 + (0 + 2a + 3a^2)d1^162d2^15 + (3 + 0a + 4a^2)d1^163d2^15 + (0 + 4a + 4a^2)d1^164d2^15 + (4 + 0a + 2a^2)d1^165d2^15 + (4 + 3a + 4a^2)d1^166d2^15 + (2 + 2a + 2a^2)d1^167d2^15 + (1 + 0a + 1a^2)d1^168d2^15 + (0 + 1a + 1a^2)d1^169d2^15 + (1 + 1a + 1a^2)d1^170d2^15 + (2 + 3a + 4a^2)d1^171d2^15 + (0 + 4a + 2a^2)d1^172d2^15 + (2 + 2a + 2a^2)d1^173d2^15 + (4 + 1a + 4a^2)d1^174d2^15 + (4 + 3a + 2a^2)d1^175d2^15 + (0 + 0a + 4a^2)d1^176d2^15 + (2 + 0a + 2a^2)d1^177d2^15 + (2 + 0a + 0a^2)d1^178d2^15 + (2 + 3a + 2a^2)d1^179d2^15 + (1 + 1a + 4a^2)d1^180d2^15 + (2 + 1a + 3a^2)d1^181d2^15 + (0 + 4a + 4a^2)d1^182d2^15 + (4 + 1a + 0a^2)d1^183d2^15 + (0 + 4a + 2a^2)d1^184d2^15 + (0 + 1a + 2a^2)d1^185d2^15 + (4 + 3a + 2a^2)d1^186d2^15 + (1 + 1a + 2a^2)d1^187d2^15 + (1 + 0a + 2a^2)d1^188d2^15 + (3 + 0a + 1a^2)d1^189d2^15 + (1 + 3a + 3a^2)d1^190d2^15 + (3 + 2a + 3a^2)d1^191d2^15 + (1 + 0a + 0a^2)d1^192d2^15 + (2 + 2a + 1a^2)d1^193d2^15 + (1 + 0a + 3a^2)d1^194d2^15 + (0 + 2a + 4a^2)d1^195d2^15 + (4 + 4a + 2a^2)d1^196d2^15 + (4 + 3a + 4a^2)d1^197d2^15 + (1 + 4a + 2a^2)d1^198d2^15 + (2 + 4a + 2a^2)d1^199d2^15 + (3 + 1a + 2a^2)d1^200d2^15 + (1 + 0a + 1a^2)d1^201d2^15 + (2 + 3a + 3a^2)d1^202d2^15 + (0 + 1a + 2a^2)d1^203d2^15 + (1 + 2a + 1a^2)d1^204d2^15 + (2 + 1a + 1a^2)d1^205d2^15 + (2 + 2a + 1a^2)d1^206d2^15 + (4 + 4a + 2a^2)d1^207d2^15 + (4 + 1a + 3a^2)d1^208d2^15 + (4 + 4a + 0a^2)d1^209d2^15 + (2 + 0a + 3a^2)d1^210d2^15 + (4 + 4a + 4a^2)d1^211d2^15 + (1 + 0a + 2a^2)d1^212d2^15 + (2 + 1a + 0a^2)d1^213d2^15 + (0 + 2a + 1a^2)d1^214d2^15 + (3 + 4a + 4a^2)d1^215d2^15 + (2 + 1a + 2a^2)d1^216d2^15 + (3 + 3a + 0a^2)d1^217d2^15 + (3 + 2a + 0a^2)d1^218d2^15 + (0 + 0a + 4a^2)d1^219d2^15 + (1 + 3a + 4a^2)d1^220d2^15 + (1 + 2a + 1a^2)d1^221d2^15 + (4 + 2a + 3a^2)d1^222d2^15 + (3 + 1a + 1a^2)d1^223d2^15 + (0 + 4a + 1a^2)d1^224d2^15 + (3 + 4a + 4a^2)d1^225d2^15 + (1 + 3a + 0a^2)d1^226d2^15 + (2 + 3a + 3a^2)d1^227d2^15 + (2 + 1a + 1a^2)d1^228d2^15 + (0 + 4a + 0a^2)d1^229d2^15 + (1 + 4a + 4a^2)d1^230d2^15 + (3 + 2a + 3a^2)d1^231d2^15 + (3 + 3a + 2a^2)d1^232d2^15 + (2 + 4a + 0a^2)d1^233d2^15 + (4 + 2a + 1a^2)d1^234d2^15 + (1 + 1a + 0a^2)d1^235d2^15 + (1 + 3a + 1a^2)d1^236d2^15 + (0 + 0a + 2a^2)d1^237d2^15 + (0 + 2a + 4a^2)d1^238d2^15 + (2 + 4a + 4a^2)d1^239d2^15 + (2 + 1a + 3a^2)d1^240d2^15 + (4 + 3a + 3a^2)d1^241d2^15 + (1 + 3a + 1a^2)d1^242d2^15 + (1 + 0a + 2a^2)d1^243d2^15 + (2 + 2a + 3a^2)d1^244d2^15 + (1 + 4a + 4a^2)d1^245d2^15 + (0 + 2a + 3a^2)d1^246d2^15 + (3 + 0a + 3a^2)d1^247d2^15 + (0 + 1a + 2a^2)d1^248d2^15 + (3 + 0a + 3a^2)d1^249d2^15 + (1 + 0a + 2a^2)d1^250d2^15 + (3 + 1a + 3a^2)d1^251d2^15 + (3 + 4a + 2a^2)d1^252d2^15 + (2 + 0a + 1a^2)d1^253d2^15 + (0 + 3a + 3a^2)d1^254d2^15 + (2 + 3a + 2a^2)d1^256d2^15 + (2 + 2a + 3a^2)d1^258d2^15 + (3 + 4a + 1a^2)d1^259d2^15 + (0 + 3a + 3a^2)d1^260d2^15 + (0 + 2a + 1a^2)d1^261d2^15 + (1 + 3a + 0a^2)d1^262d2^15 + (4 + 0a + 4a^2)d1^263d2^15 + (3 + 1a + 4a^2)d1^264d2^15 + (1 + 0a + 3a^2)d1^265d2^15 + (0 + 1a + 0a^2)d1^266d2^15 + (2 + 2a + 0a^2)d1^267d2^15 + (2 + 3a + 1a^2)d1^268d2^15 + (4 + 3a + 3a^2)d1^269d2^15 + (4 + 1a + 1a^2)d1^270d2^15 + (2 + 3a + 0a^2)d1^271d2^15 + (2 + 0a + 2a^2)d1^272d2^15 + (0 + 0a + 3a^2)d1^273d2^15 + (1 + 4a + 4a^2)d1^274d2^15 + (1 + 1a + 1a^2)d1^275d2^15 + (1 + 0a + 0a^2)d1^276d2^15 + (2 + 1a + 4a^2)d1^277d2^15 + (3 + 4a + 0a^2)d1^278d2^15 + (2 + 1a + 1a^2)d1^279d2^15 + (3 + 1a + 0a^2)d1^280d2^15 + (1 + 2a + 3a^2)d1^281d2^15 + (3 + 1a + 3a^2)d1^282d2^15 + (3 + 2a + 2a^2)d1^283d2^15 + (1 + 0a + 0a^2)d1^284d2^15 + (2 + 2a + 4a^2)d1^285d2^15 + (1 + 3a + 1a^2)d1^286d2^15 + (0 + 4a + 1a^2)d1^287d2^15 + (0 + 2a + 4a^2)d1^288d2^15 + (4 + 0a + 1a^2)d1^289d2^15 + (2 + 4a + 2a^2)d1^290d2^15 + (0 + 3a + 4a^2)d1^291d2^15 + (0 + 1a + 0a^2)d1^292d2^15 + (0 + 2a + 3a^2)d1^293d2^15 + (1 + 0a + 2a^2)d2^16 + (3 + 0a + 1a^2)d1^1d2^16 + (1 + 4a + 3a^2)d1^2d2^16 + (2 + 3a + 0a^2)d1^3d2^16 + (1 + 3a + 2a^2)d1^4d2^16 + (3 + 4a + 4a^2)d1^5d2^16 + (1 + 2a + 0a^2)d1^6d2^16 + (1 + 0a + 1a^2)d1^7d2^16 + (2 + 2a + 2a^2)d1^8d2^16 + (1 + 1a + 1a^2)d1^9d2^16 + (4 + 0a + 1a^2)d1^10d2^16 + (0 + 2a + 3a^2)d1^11d2^16 + (1 + 3a + 4a^2)d1^12d2^16 + (1 + 1a + 3a^2)d1^13d2^16 + (0 + 4a + 2a^2)d1^14d2^16 + (2 + 4a + 0a^2)d1^15d2^16 + (4 + 4a + 0a^2)d1^16d2^16 + (3 + 0a + 0a^2)d1^17d2^16 + (1 + 3a + 2a^2)d1^18d2^16 + (0 + 1a + 0a^2)d1^19d2^16 + (3 + 1a + 3a^2)d1^20d2^16 + (4 + 2a + 3a^2)d1^21d2^16 + (4 + 0a + 0a^2)d1^22d2^16 + (0 + 0a + 3a^2)d1^23d2^16 + (2 + 4a + 4a^2)d1^24d2^16 + (1 + 2a + 1a^2)d1^25d2^16 + (4 + 3a + 1a^2)d1^26d2^16 + (2 + 0a + 2a^2)d1^27d2^16 + (1 + 1a + 3a^2)d1^28d2^16 + (3 + 3a + 3a^2)d1^29d2^16 + (0 + 1a + 2a^2)d1^30d2^16 + (4 + 3a + 4a^2)d1^31d2^16 + (4 + 3a + 2a^2)d1^32d2^16 + (3 + 2a + 0a^2)d1^33d2^16 + (0 + 2a + 0a^2)d1^34d2^16 + (1 + 4a + 1a^2)d1^35d2^16 + (0 + 4a + 4a^2)d1^36d2^16 + (2 + 1a + 3a^2)d1^37d2^16 + (1 + 4a + 3a^2)d1^38d2^16 + (2 + 3a + 4a^2)d1^39d2^16 + (2 + 4a + 0a^2)d1^40d2^16 + (1 + 0a + 1a^2)d1^41d2^16 + (3 + 2a + 3a^2)d1^42d2^16 + (2 + 4a + 1a^2)d1^43d2^16 + (3 + 4a + 0a^2)d1^44d2^16 + (4 + 1a + 3a^2)d1^45d2^16 + (4 + 1a + 1a^2)d1^46d2^16 + (3 + 4a + 0a^2)d1^47d2^16 + (4 + 3a + 1a^2)d1^48d2^16 + (3 + 4a + 3a^2)d1^49d2^16 + (3 + 1a + 3a^2)d1^50d2^16 + (0 + 1a + 1a^2)d1^51d2^16 + (4 + 3a + 3a^2)d1^52d2^16 + (3 + 4a + 1a^2)d1^53d2^16 + (0 + 3a + 3a^2)d1^54d2^16 + (1 + 1a + 3a^2)d1^55d2^16 + (2 + 1a + 1a^2)d1^56d2^16 + (3 + 3a + 0a^2)d1^57d2^16 + (0 + 1a + 4a^2)d1^58d2^16 + (4 + 3a + 3a^2)d1^59d2^16 + (4 + 1a + 1a^2)d1^60d2^16 + (0 + 3a + 3a^2)d1^61d2^16 + (3 + 4a + 2a^2)d1^62d2^16 + (2 + 1a + 4a^2)d1^63d2^16 + (1 + 1a + 1a^2)d1^64d2^16 + (4 + 0a + 1a^2)d1^65d2^16 + (3 + 2a + 3a^2)d1^66d2^16 + (4 + 2a + 1a^2)d1^67d2^16 + (2 + 2a + 3a^2)d1^68d2^16 + (2 + 4a + 1a^2)d1^69d2^16 + (0 + 1a + 0a^2)d1^70d2^16 + (3 + 2a + 1a^2)d1^71d2^16 + (1 + 3a + 1a^2)d1^72d2^16 + (0 + 0a + 4a^2)d1^73d2^16 + (4 + 0a + 0a^2)d1^74d2^16 + (3 + 4a + 1a^2)d1^75d2^16 + (2 + 3a + 4a^2)d1^76d2^16 + (2 + 3a + 2a^2)d1^77d2^16 + (3 + 2a + 0a^2)d1^78d2^16 + (0 + 4a + 1a^2)d1^79d2^16 + (0 + 2a + 1a^2)d1^80d2^16 + (1 + 3a + 2a^2)d1^81d2^16 + (0 + 0a + 1a^2)d1^83d2^16 + (1 + 3a + 3a^2)d1^84d2^16 + (2 + 3a + 1a^2)d1^85d2^16 + (1 + 2a + 4a^2)d1^86d2^16 + (0 + 4a + 0a^2)d1^87d2^16 + (0 + 2a + 1a^2)d1^88d2^16 + (3 + 1a + 3a^2)d1^89d2^16 + (3 + 4a + 2a^2)d1^90d2^16 + (3 + 2a + 0a^2)d1^91d2^16 + (0 + 4a + 4a^2)d1^92d2^16 + (1 + 2a + 2a^2)d1^93d2^16 + (0 + 3a + 0a^2)d1^94d2^16 + (2 + 0a + 3a^2)d1^95d2^16 + (1 + 3a + 0a^2)d1^96d2^16 + (1 + 3a + 3a^2)d1^97d2^16 + (1 + 4a + 0a^2)d1^98d2^16 + (0 + 2a + 3a^2)d1^99d2^16 + (1 + 4a + 4a^2)d1^100d2^16 + (1 + 1a + 4a^2)d1^101d2^16 + (2 + 3a + 0a^2)d1^102d2^16 + (0 + 0a + 2a^2)d1^103d2^16 + (2 + 3a + 2a^2)d1^104d2^16 + (1 + 2a + 1a^2)d1^105d2^16 + (3 + 0a + 0a^2)d1^106d2^16 + (1 + 0a + 3a^2)d1^107d2^16 + (3 + 3a + 0a^2)d1^108d2^16 + (1 + 0a + 3a^2)d1^109d2^16 + (3 + 3a + 4a^2)d1^110d2^16 + (3 + 4a + 1a^2)d1^111d2^16 + (3 + 3a + 4a^2)d1^112d2^16 + (1 + 4a + 0a^2)d1^113d2^16 + (4 + 2a + 2a^2)d1^114d2^16 + (0 + 3a + 3a^2)d1^115d2^16 + (1 + 1a + 1a^2)d1^116d2^16 + (2 + 0a + 4a^2)d1^117d2^16 + (4 + 0a + 2a^2)d1^118d2^16 + (2 + 2a + 4a^2)d1^119d2^16 + (2 + 1a + 3a^2)d1^120d2^16 + (3 + 2a + 2a^2)d1^121d2^16 + (4 + 3a + 4a^2)d1^122d2^16 + (1 + 2a + 1a^2)d1^123d2^16 + (2 + 0a + 1a^2)d1^124d2^16 + (3 + 1a + 1a^2)d1^125d2^16 + (0 + 2a + 3a^2)d1^126d2^16 + (1 + 1a + 0a^2)d1^127d2^16 + (1 + 3a + 2a^2)d1^128d2^16 + (2 + 4a + 1a^2)d1^129d2^16 + (4 + 4a + 0a^2)d1^130d2^16 + (0 + 3a + 4a^2)d1^131d2^16 + (3 + 3a + 1a^2)d1^132d2^16 + (3 + 4a + 4a^2)d1^134d2^16 + (4 + 0a + 0a^2)d1^135d2^16 + (2 + 1a + 1a^2)d1^136d2^16 + (2 + 3a + 4a^2)d1^137d2^16 + (1 + 4a + 2a^2)d1^138d2^16 + (1 + 2a + 0a^2)d1^139d2^16 + (4 + 2a + 1a^2)d1^140d2^16 + (3 + 2a + 4a^2)d1^141d2^16 + (4 + 0a + 3a^2)d1^142d2^16 + (0 + 1a + 4a^2)d1^143d2^16 + (3 + 2a + 4a^2)d1^144d2^16 + (1 + 3a + 1a^2)d1^145d2^16 + (3 + 4a + 0a^2)d1^146d2^16 + (1 + 1a + 2a^2)d1^147d2^16 + (1 + 0a + 0a^2)d1^148d2^16 + (0 + 3a + 4a^2)d1^149d2^16 + (1 + 2a + 1a^2)d1^150d2^16 + (3 + 1a + 4a^2)d1^151d2^16 + (3 + 4a + 0a^2)d1^152d2^16 + (0 + 1a + 4a^2)d1^153d2^16 + (3 + 3a + 3a^2)d1^154d2^16 + (0 + 2a + 1a^2)d1^155d2^16 + (4 + 2a + 1a^2)d1^156d2^16 + (4 + 3a + 0a^2)d1^157d2^16 + (2 + 2a + 2a^2)d1^158d2^16 + (2 + 3a + 2a^2)d1^159d2^16 + (3 + 4a + 0a^2)d1^160d2^16 + (2 + 3a + 1a^2)d1^162d2^16 + (0 + 4a + 4a^2)d1^163d2^16 + (2 + 1a + 1a^2)d1^164d2^16 + (0 + 2a + 2a^2)d1^165d2^16 + (3 + 2a + 4a^2)d1^166d2^16 + (0 + 2a + 2a^2)d1^167d2^16 + (1 + 0a + 3a^2)d1^168d2^16 + (0 + 1a + 4a^2)d1^169d2^16 + (2 + 1a + 4a^2)d1^170d2^16 + (4 + 2a + 1a^2)d1^171d2^16 + (3 + 1a + 3a^2)d1^172d2^16 + (1 + 1a + 1a^2)d1^173d2^16 + (4 + 2a + 2a^2)d1^174d2^16 + (2 + 3a + 1a^2)d1^175d2^16 + (4 + 3a + 2a^2)d1^176d2^16 + (0 + 2a + 4a^2)d1^177d2^16 + (1 + 0a + 3a^2)d1^178d2^16 + (4 + 3a + 4a^2)d1^179d2^16 + (1 + 1a + 0a^2)d1^180d2^16 + (0 + 4a + 3a^2)d1^181d2^16 + (4 + 0a + 2a^2)d1^182d2^16 + (0 + 1a + 0a^2)d1^183d2^16 + (0 + 2a + 3a^2)d1^184d2^16 + (4 + 0a + 4a^2)d1^185d2^16 + (0 + 3a + 0a^2)d1^186d2^16 + (1 + 2a + 0a^2)d1^187d2^16 + (1 + 0a + 2a^2)d1^188d2^16 + (0 + 0a + 3a^2)d1^189d2^16 + (4 + 4a + 0a^2)d1^190d2^16 + (3 + 4a + 1a^2)d1^191d2^16 + (2 + 4a + 3a^2)d1^192d2^16 + (2 + 0a + 1a^2)d1^193d2^16 + (0 + 3a + 1a^2)d1^194d2^16 + (3 + 1a + 3a^2)d1^195d2^16 + (4 + 3a + 4a^2)d1^196d2^16 + (1 + 4a + 2a^2)d1^197d2^16 + (0 + 3a + 0a^2)d1^198d2^16 + (1 + 2a + 4a^2)d1^199d2^16 + (0 + 1a + 4a^2)d1^200d2^16 + (1 + 4a + 1a^2)d1^201d2^16 + (2 + 4a + 3a^2)d1^202d2^16 + (0 + 2a + 0a^2)d1^203d2^16 + (2 + 2a + 4a^2)d1^204d2^16 + (1 + 3a + 3a^2)d1^205d2^16 + (2 + 2a + 4a^2)d1^206d2^16 + (1 + 3a + 1a^2)d1^207d2^16 + (2 + 1a + 2a^2)d1^208d2^16 + (3 + 0a + 4a^2)d1^209d2^16 + (2 + 3a + 4a^2)d1^210d2^16 + (1 + 0a + 2a^2)d1^211d2^16 + (4 + 3a + 1a^2)d1^212d2^16 + (2 + 3a + 4a^2)d1^213d2^16 + (2 + 2a + 0a^2)d1^214d2^16 + (0 + 4a + 1a^2)d1^215d2^16 + (2 + 3a + 3a^2)d1^216d2^16 + (0 + 0a + 1a^2)d1^217d2^16 + (3 + 4a + 4a^2)d1^218d2^16 + (4 + 2a + 2a^2)d1^219d2^16 + (0 + 4a + 0a^2)d1^220d2^16 + (4 + 0a + 3a^2)d1^221d2^16 + (0 + 3a + 2a^2)d1^222d2^16 + (1 + 0a + 2a^2)d1^223d2^16 + (0 + 0a + 4a^2)d1^224d2^16 + (1 + 3a + 4a^2)d1^225d2^16 + (3 + 0a + 1a^2)d1^226d2^16 + (0 + 1a + 3a^2)d1^227d2^16 + (0 + 4a + 2a^2)d1^228d2^16 + (1 + 2a + 1a^2)d1^229d2^16 + (0 + 0a + 1a^2)d1^230d2^16 + (3 + 4a + 0a^2)d1^231d2^16 + (2 + 2a + 0a^2)d1^232d2^16 + (1 + 0a + 4a^2)d1^233d2^16 + (0 + 0a + 4a^2)d1^234d2^16 + (4 + 1a + 1a^2)d1^235d2^16 + (1 + 4a + 3a^2)d1^236d2^16 + (1 + 1a + 1a^2)d1^237d2^16 + (1 + 0a + 3a^2)d1^238d2^16 + (2 + 2a + 0a^2)d1^239d2^16 + (3 + 1a + 1a^2)d1^240d2^16 + (4 + 1a + 3a^2)d1^241d2^16 + (3 + 4a + 1a^2)d1^242d2^16 + (4 + 2a + 4a^2)d1^243d2^16 + (3 + 1a + 2a^2)d1^244d2^16 + (4 + 3a + 1a^2)d1^245d2^16 + (2 + 2a + 1a^2)d1^246d2^16 + (1 + 1a + 3a^2)d1^247d2^16 + (1 + 1a + 4a^2)d1^248d2^16 + (3 + 4a + 2a^2)d1^249d2^16 + (3 + 1a + 1a^2)d1^250d2^16 + (0 + 1a + 4a^2)d1^251d2^16 + (4 + 0a + 0a^2)d1^252d2^16 + (0 + 1a + 2a^2)d1^253d2^16 + (4 + 3a + 3a^2)d1^254d2^16 + (0 + 1a + 4a^2)d1^255d2^16 + (2 + 1a + 3a^2)d1^256d2^16 + (2 + 3a + 4a^2)d1^257d2^16 + (1 + 1a + 0a^2)d1^258d2^16 + (4 + 2a + 0a^2)d1^259d2^16 + (1 + 1a + 1a^2)d1^260d2^16 + (3 + 1a + 1a^2)d1^261d2^16 + (1 + 2a + 1a^2)d1^262d2^16 + (1 + 1a + 1a^2)d1^263d2^16 + (1 + 4a + 0a^2)d1^264d2^16 + (2 + 3a + 3a^2)d1^265d2^16 + (2 + 4a + 2a^2)d1^266d2^16 + (3 + 2a + 3a^2)d1^267d2^16 + (0 + 1a + 4a^2)d1^268d2^16 + (0 + 2a + 2a^2)d1^269d2^16 + (0 + 1a + 4a^2)d1^270d2^16 + (4 + 3a + 3a^2)d1^271d2^16 + (4 + 3a + 4a^2)d1^272d2^16 + (2 + 2a + 4a^2)d1^273d2^16 + (1 + 0a + 3a^2)d1^274d2^16 + (4 + 3a + 0a^2)d1^275d2^16 + (3 + 2a + 4a^2)d1^276d2^16 + (4 + 2a + 4a^2)d1^277d2^16 + (2 + 2a + 3a^2)d1^278d2^16 + (1 + 1a + 0a^2)d1^279d2^16 + (4 + 1a + 0a^2)d1^280d2^16 + (0 + 4a + 0a^2)d1^281d2^16 + (4 + 2a + 1a^2)d1^282d2^16 + (2 + 4a + 2a^2)d1^283d2^16 + (0 + 3a + 1a^2)d1^284d2^16 + (3 + 0a + 2a^2)d1^285d2^16 + (1 + 2a + 2a^2)d1^286d2^16 + (4 + 0a + 1a^2)d1^287d2^16 + (1 + 1a + 1a^2)d1^288d2^16 + (4 + 3a + 4a^2)d1^289d2^16 + (2 + 2a + 4a^2)d1^290d2^16 + (0 + 1a + 0a^2)d1^291d2^16 + (4 + 1a + 3a^2)d1^292d2^16 + (4 + 4a + 2a^2)d1^293d2^16 + (2 + 1a + 4a^2)d2^17 + (4 + 4a + 1a^2)d1^1d2^17 + (3 + 0a + 1a^2)d1^2d2^17 + (2 + 0a + 1a^2)d1^3d2^17 + (0 + 2a + 1a^2)d1^4d2^17 + (1 + 2a + 1a^2)d1^5d2^17 + (2 + 4a + 4a^2)d1^6d2^17 + (4 + 2a + 2a^2)d1^7d2^17 + (0 + 1a + 4a^2)d1^8d2^17 + (3 + 3a + 1a^2)d1^9d2^17 + (4 + 0a + 2a^2)d1^10d2^17 + (2 + 2a + 4a^2)d1^11d2^17 + (2 + 1a + 2a^2)d1^12d2^17 + (4 + 3a + 3a^2)d1^13d2^17 + (0 + 3a + 2a^2)d1^14d2^17 + (0 + 3a + 4a^2)d1^15d2^17 + (3 + 3a + 4a^2)d1^16d2^17 + (3 + 3a + 4a^2)d1^17d2^17 + (3 + 3a + 4a^2)d1^18d2^17 + (3 + 4a + 4a^2)d1^19d2^17 + (4 + 2a + 0a^2)d1^20d2^17 + (3 + 4a + 1a^2)d1^21d2^17 + (1 + 1a + 3a^2)d1^22d2^17 + (2 + 0a + 3a^2)d1^23d2^17 + (0 + 4a + 1a^2)d1^24d2^17 + (2 + 2a + 3a^2)d1^25d2^17 + (3 + 4a + 3a^2)d1^26d2^17 + (1 + 0a + 1a^2)d1^27d2^17 + (2 + 4a + 2a^2)d1^28d2^17 + (1 + 3a + 4a^2)d1^29d2^17 + (1 + 1a + 1a^2)d1^30d2^17 + (1 + 0a + 2a^2)d1^31d2^17 + (1 + 4a + 3a^2)d1^32d2^17 + (1 + 3a + 1a^2)d1^33d2^17 + (1 + 3a + 4a^2)d1^34d2^17 + (2 + 4a + 3a^2)d1^35d2^17 + (4 + 3a + 4a^2)d1^36d2^17 + (2 + 0a + 0a^2)d1^37d2^17 + (3 + 0a + 4a^2)d1^38d2^17 + (0 + 3a + 3a^2)d1^39d2^17 + (1 + 1a + 2a^2)d1^40d2^17 + (2 + 1a + 3a^2)d1^41d2^17 + (2 + 1a + 3a^2)d1^42d2^17 + (3 + 1a + 4a^2)d1^43d2^17 + (1 + 4a + 3a^2)d1^44d2^17 + (3 + 4a + 3a^2)d1^45d2^17 + (0 + 3a + 1a^2)d1^46d2^17 + (4 + 1a + 3a^2)d1^47d2^17 + (4 + 4a + 4a^2)d1^48d2^17 + (0 + 4a + 1a^2)d1^49d2^17 + (2 + 1a + 2a^2)d1^50d2^17 + (0 + 1a + 4a^2)d1^51d2^17 + (4 + 0a + 1a^2)d1^52d2^17 + (3 + 2a + 1a^2)d1^53d2^17 + (0 + 4a + 4a^2)d1^54d2^17 + (3 + 1a + 0a^2)d1^55d2^17 + (0 + 2a + 0a^2)d1^56d2^17 + (0 + 1a + 0a^2)d1^57d2^17 + (1 + 3a + 0a^2)d1^58d2^17 + (4 + 2a + 2a^2)d1^59d2^17 + (2 + 0a + 2a^2)d1^60d2^17 + (1 + 4a + 0a^2)d1^61d2^17 + (1 + 0a + 3a^2)d1^62d2^17 + (4 + 2a + 3a^2)d1^63d2^17 + (0 + 4a + 2a^2)d1^64d2^17 + (4 + 2a + 0a^2)d1^65d2^17 + (0 + 3a + 3a^2)d1^66d2^17 + (4 + 2a + 3a^2)d1^67d2^17 + (4 + 0a + 3a^2)d1^68d2^17 + (1 + 1a + 1a^2)d1^69d2^17 + (4 + 0a + 3a^2)d1^70d2^17 + (0 + 4a + 3a^2)d1^71d2^17 + (2 + 2a + 3a^2)d1^72d2^17 + (3 + 3a + 4a^2)d1^73d2^17 + (4 + 0a + 1a^2)d1^74d2^17 + (4 + 1a + 1a^2)d1^75d2^17 + (3 + 0a + 2a^2)d1^76d2^17 + (3 + 2a + 2a^2)d1^77d2^17 + (2 + 3a + 0a^2)d1^78d2^17 + (2 + 3a + 4a^2)d1^79d2^17 + (1 + 4a + 0a^2)d1^80d2^17 + (4 + 0a + 3a^2)d1^81d2^17 + (0 + 0a + 4a^2)d1^82d2^17 + (3 + 1a + 3a^2)d1^83d2^17 + (4 + 3a + 2a^2)d1^84d2^17 + (3 + 4a + 1a^2)d1^85d2^17 + (4 + 3a + 2a^2)d1^86d2^17 + (3 + 3a + 0a^2)d1^87d2^17 + (1 + 4a + 1a^2)d1^88d2^17 + (0 + 4a + 4a^2)d1^89d2^17 + (4 + 3a + 2a^2)d1^90d2^17 + (3 + 3a + 4a^2)d1^91d2^17 + (4 + 4a + 2a^2)d1^92d2^17 + (1 + 4a + 4a^2)d1^94d2^17 + (3 + 2a + 3a^2)d1^95d2^17 + (2 + 2a + 1a^2)d1^96d2^17 + (1 + 0a + 1a^2)d1^97d2^17 + (2 + 3a + 1a^2)d1^98d2^17 + (3 + 1a + 2a^2)d1^99d2^17 + (1 + 1a + 2a^2)d1^100d2^17 + (1 + 2a + 1a^2)d1^101d2^17 + (2 + 2a + 4a^2)d1^102d2^17 + (3 + 1a + 0a^2)d1^103d2^17 + (2 + 3a + 4a^2)d1^104d2^17 + (3 + 4a + 1a^2)d1^105d2^17 + (3 + 3a + 0a^2)d1^106d2^17 + (2 + 1a + 4a^2)d1^107d2^17 + (1 + 1a + 1a^2)d1^108d2^17 + (1 + 2a + 2a^2)d1^109d2^17 + (0 + 4a + 4a^2)d1^110d2^17 + (0 + 4a + 3a^2)d1^111d2^17 + (1 + 3a + 4a^2)d1^112d2^17 + (3 + 2a + 3a^2)d1^113d2^17 + (1 + 0a + 0a^2)d1^114d2^17 + (3 + 4a + 1a^2)d1^115d2^17 + (0 + 3a + 4a^2)d1^116d2^17 + (3 + 4a + 1a^2)d1^117d2^17 + (3 + 4a + 4a^2)d1^118d2^17 + (4 + 2a + 2a^2)d1^119d2^17 + (3 + 0a + 3a^2)d1^120d2^17 + (0 + 1a + 0a^2)d1^121d2^17 + (3 + 0a + 0a^2)d1^122d2^17 + (1 + 0a + 1a^2)d1^123d2^17 + (2 + 4a + 2a^2)d1^124d2^17 + (0 + 1a + 2a^2)d1^125d2^17 + (1 + 3a + 2a^2)d1^126d2^17 + (3 + 2a + 2a^2)d1^127d2^17 + (4 + 4a + 0a^2)d1^128d2^17 + (2 + 2a + 1a^2)d1^129d2^17 + (3 + 0a + 3a^2)d1^130d2^17 + (2 + 1a + 2a^2)d1^131d2^17 + (0 + 4a + 3a^2)d1^132d2^17 + (4 + 4a + 2a^2)d1^133d2^17 + (4 + 1a + 3a^2)d1^134d2^17 + (4 + 4a + 1a^2)d1^135d2^17 + (4 + 3a + 4a^2)d1^136d2^17 + (1 + 1a + 3a^2)d1^137d2^17 + (3 + 0a + 4a^2)d1^138d2^17 + (0 + 3a + 0a^2)d1^139d2^17 + (3 + 0a + 3a^2)d1^140d2^17 + (3 + 0a + 2a^2)d1^141d2^17 + (3 + 1a + 3a^2)d1^142d2^17 + (1 + 1a + 0a^2)d1^143d2^17 + (0 + 0a + 3a^2)d1^144d2^17 + (4 + 4a + 2a^2)d1^145d2^17 + (2 + 1a + 1a^2)d1^146d2^17 + (2 + 1a + 4a^2)d1^147d2^17 + (1 + 3a + 4a^2)d1^148d2^17 + (2 + 1a + 0a^2)d1^149d2^17 + (4 + 1a + 2a^2)d1^150d2^17 + (0 + 4a + 4a^2)d1^151d2^17 + (3 + 0a + 1a^2)d1^152d2^17 + (4 + 2a + 0a^2)d1^153d2^17 + (4 + 4a + 2a^2)d1^154d2^17 + (2 + 4a + 3a^2)d1^155d2^17 + (2 + 1a + 4a^2)d1^156d2^17 + (0 + 2a + 4a^2)d1^157d2^17 + (0 + 2a + 3a^2)d1^158d2^17 + (0 + 0a + 2a^2)d1^159d2^17 + (4 + 1a + 3a^2)d1^160d2^17 + (1 + 2a + 3a^2)d1^161d2^17 + (0 + 3a + 1a^2)d1^162d2^17 + (4 + 2a + 4a^2)d1^163d2^17 + (2 + 0a + 2a^2)d1^164d2^17 + (1 + 3a + 4a^2)d1^165d2^17 + (3 + 4a + 0a^2)d1^166d2^17 + (2 + 3a + 4a^2)d1^167d2^17 + (3 + 2a + 4a^2)d1^168d2^17 + (3 + 4a + 0a^2)d1^169d2^17 + (3 + 1a + 2a^2)d1^170d2^17 + (0 + 0a + 1a^2)d1^171d2^17 + (1 + 0a + 4a^2)d1^172d2^17 + (2 + 1a + 0a^2)d1^174d2^17 + (1 + 2a + 3a^2)d1^175d2^17 + (3 + 2a + 0a^2)d1^176d2^17 + (0 + 4a + 0a^2)d1^177d2^17 + (2 + 0a + 0a^2)d1^178d2^17 + (1 + 2a + 0a^2)d1^179d2^17 + (3 + 1a + 3a^2)d1^180d2^17 + (4 + 3a + 0a^2)d1^181d2^17 + (1 + 2a + 0a^2)d1^182d2^17 + (4 + 0a + 2a^2)d1^183d2^17 + (0 + 2a + 4a^2)d1^184d2^17 + (2 + 1a + 3a^2)d1^185d2^17 + (4 + 3a + 0a^2)d1^186d2^17 + (0 + 2a + 2a^2)d1^187d2^17 + (2 + 2a + 3a^2)d1^188d2^17 + (0 + 1a + 0a^2)d1^189d2^17 + (1 + 4a + 4a^2)d1^190d2^17 + (1 + 1a + 1a^2)d1^191d2^17 + (0 + 2a + 0a^2)d1^192d2^17 + (0 + 3a + 2a^2)d1^193d2^17 + (3 + 3a + 2a^2)d1^194d2^17 + (1 + 2a + 4a^2)d1^195d2^17 + (4 + 2a + 2a^2)d1^196d2^17 + (4 + 3a + 4a^2)d1^197d2^17 + (0 + 0a + 4a^2)d1^198d2^17 + (4 + 2a + 3a^2)d1^199d2^17 + (0 + 2a + 3a^2)d1^200d2^17 + (4 + 4a + 3a^2)d1^201d2^17 + (2 + 4a + 4a^2)d1^202d2^17 + (2 + 2a + 1a^2)d1^203d2^17 + (0 + 3a + 4a^2)d1^204d2^17 + (1 + 2a + 4a^2)d1^205d2^17 + (2 + 1a + 0a^2)d1^206d2^17 + (1 + 1a + 0a^2)d1^207d2^17 + (1 + 2a + 4a^2)d1^208d2^17 + (2 + 2a + 2a^2)d1^209d2^17 + (3 + 4a + 4a^2)d1^210d2^17 + (4 + 1a + 0a^2)d1^211d2^17 + (2 + 0a + 2a^2)d1^212d2^17 + (2 + 2a + 3a^2)d1^213d2^17 + (1 + 0a + 1a^2)d1^214d2^17 + (4 + 4a + 4a^2)d1^215d2^17 + (2 + 3a + 3a^2)d1^216d2^17 + (0 + 1a + 0a^2)d1^217d2^17 + (4 + 0a + 0a^2)d1^218d2^17 + (3 + 4a + 3a^2)d1^219d2^17 + (2 + 1a + 3a^2)d1^220d2^17 + (4 + 3a + 1a^2)d1^221d2^17 + (1 + 1a + 1a^2)d1^222d2^17 + (0 + 1a + 2a^2)d1^223d2^17 + (4 + 1a + 1a^2)d1^224d2^17 + (2 + 0a + 4a^2)d1^225d2^17 + (4 + 4a + 0a^2)d1^226d2^17 + (3 + 3a + 2a^2)d1^227d2^17 + (1 + 2a + 3a^2)d1^228d2^17 + (3 + 3a + 4a^2)d1^229d2^17 + (1 + 1a + 1a^2)d1^230d2^17 + (4 + 3a + 2a^2)d1^231d2^17 + (0 + 4a + 3a^2)d1^232d2^17 + (3 + 1a + 1a^2)d1^233d2^17 + (2 + 1a + 1a^2)d1^234d2^17 + (4 + 4a + 2a^2)d1^235d2^17 + (3 + 4a + 4a^2)d1^236d2^17 + (4 + 1a + 2a^2)d1^237d2^17 + (0 + 0a + 4a^2)d1^238d2^17 + (0 + 3a + 4a^2)d1^239d2^17 + (1 + 2a + 1a^2)d1^240d2^17 + (2 + 0a + 0a^2)d1^241d2^17 + (4 + 1a + 2a^2)d1^242d2^17 + (2 + 1a + 3a^2)d1^243d2^17 + (0 + 4a + 1a^2)d1^244d2^17 + (0 + 4a + 2a^2)d1^245d2^17 + (2 + 2a + 0a^2)d1^246d2^17 + (1 + 0a + 3a^2)d1^247d2^17 + (0 + 2a + 4a^2)d1^248d2^17 + (1 + 0a + 1a^2)d1^249d2^17 + (1 + 4a + 2a^2)d1^250d2^17 + (1 + 0a + 3a^2)d1^251d2^17 + (0 + 3a + 2a^2)d1^252d2^17 + (2 + 2a + 3a^2)d1^253d2^17 + (2 + 1a + 0a^2)d1^254d2^17 + (0 + 1a + 4a^2)d1^255d2^17 + (2 + 1a + 0a^2)d1^256d2^17 + (1 + 0a + 0a^2)d1^257d2^17 + (3 + 3a + 1a^2)d1^258d2^17 + (0 + 1a + 0a^2)d1^259d2^17 + (0 + 1a + 2a^2)d1^260d2^17 + (1 + 0a + 1a^2)d1^261d2^17 + (2 + 3a + 3a^2)d1^262d2^17 + (3 + 2a + 2a^2)d1^263d2^17 + (4 + 3a + 1a^2)d1^264d2^17 + (1 + 1a + 3a^2)d1^265d2^17 + (3 + 1a + 0a^2)d1^266d2^17 + (1 + 1a + 0a^2)d1^267d2^17 + (2 + 3a + 2a^2)d1^268d2^17 + (4 + 0a + 3a^2)d1^269d2^17 + (1 + 3a + 0a^2)d1^270d2^17 + (1 + 4a + 0a^2)d1^271d2^17 + (3 + 4a + 3a^2)d1^272d2^17 + (4 + 1a + 4a^2)d1^273d2^17 + (2 + 4a + 1a^2)d1^274d2^17 + (0 + 0a + 4a^2)d1^275d2^17 + (0 + 2a + 1a^2)d1^276d2^17 + (2 + 3a + 3a^2)d1^277d2^17 + (0 + 4a + 3a^2)d1^278d2^17 + (4 + 1a + 4a^2)d1^279d2^17 + (3 + 4a + 0a^2)d1^280d2^17 + (0 + 2a + 2a^2)d1^281d2^17 + (4 + 3a + 0a^2)d1^282d2^17 + (1 + 3a + 1a^2)d1^283d2^17 + (1 + 0a + 4a^2)d1^284d2^17 + (2 + 4a + 3a^2)d1^285d2^17 + (0 + 1a + 0a^2)d1^286d2^17 + (0 + 3a + 3a^2)d1^287d2^17 + (2 + 2a + 0a^2)d1^288d2^17 + (2 + 2a + 1a^2)d1^289d2^17 + (2 + 0a + 1a^2)d1^290d2^17 + (2 + 4a + 2a^2)d1^291d2^17 + (2 + 1a + 3a^2)d1^292d2^17 + (0 + 3a + 4a^2)d1^293d2^17 + (0 + 0a + 1a^2)d2^18 + (4 + 1a + 0a^2)d1^1d2^18 + (2 + 4a + 4a^2)d1^2d2^18 + (0 + 0a + 4a^2)d1^3d2^18 + (3 + 3a + 2a^2)d1^4d2^18 + (2 + 0a + 3a^2)d1^5d2^18 + (2 + 1a + 2a^2)d1^6d2^18 + (1 + 2a + 2a^2)d1^7d2^18 + (4 + 1a + 0a^2)d1^8d2^18 + (4 + 4a + 4a^2)d1^9d2^18 + (2 + 0a + 0a^2)d1^10d2^18 + (0 + 0a + 4a^2)d1^11d2^18 + (3 + 0a + 0a^2)d1^12d2^18 + (3 + 4a + 1a^2)d1^13d2^18 + (2 + 2a + 4a^2)d1^14d2^18 + (2 + 2a + 2a^2)d1^15d2^18 + (4 + 1a + 3a^2)d1^16d2^18 + (4 + 2a + 2a^2)d1^17d2^18 + (1 + 2a + 2a^2)d1^18d2^18 + (3 + 2a + 1a^2)d1^19d2^18 + (0 + 1a + 1a^2)d1^20d2^18 + (0 + 2a + 3a^2)d1^21d2^18 + (0 + 4a + 1a^2)d1^22d2^18 + (1 + 2a + 0a^2)d1^23d2^18 + (4 + 1a + 2a^2)d1^24d2^18 + (1 + 1a + 3a^2)d1^25d2^18 + (2 + 1a + 1a^2)d1^26d2^18 + (4 + 0a + 2a^2)d1^27d2^18 + (1 + 3a + 2a^2)d1^28d2^18 + (4 + 4a + 2a^2)d1^29d2^18 + (0 + 0a + 1a^2)d1^30d2^18 + (0 + 2a + 0a^2)d1^31d2^18 + (2 + 2a + 0a^2)d1^32d2^18 + (1 + 0a + 2a^2)d1^33d2^18 + (4 + 4a + 1a^2)d1^34d2^18 + (3 + 1a + 3a^2)d1^35d2^18 + (1 + 0a + 2a^2)d1^36d2^18 + (1 + 0a + 4a^2)d1^37d2^18 + (4 + 0a + 2a^2)d1^38d2^18 + (2 + 1a + 3a^2)d1^39d2^18 + (4 + 0a + 3a^2)d1^40d2^18 + (1 + 2a + 1a^2)d1^41d2^18 + (4 + 0a + 1a^2)d1^42d2^18 + (0 + 3a + 3a^2)d1^43d2^18 + (2 + 3a + 3a^2)d1^44d2^18 + (0 + 0a + 2a^2)d1^45d2^18 + (4 + 0a + 4a^2)d1^46d2^18 + (3 + 3a + 4a^2)d1^47d2^18 + (2 + 0a + 1a^2)d1^48d2^18 + (2 + 1a + 0a^2)d1^49d2^18 + (4 + 0a + 1a^2)d1^50d2^18 + (3 + 0a + 4a^2)d1^51d2^18 + (4 + 1a + 1a^2)d1^52d2^18 + (1 + 3a + 1a^2)d1^53d2^18 + (4 + 0a + 4a^2)d1^54d2^18 + (1 + 2a + 0a^2)d1^55d2^18 + (3 + 4a + 2a^2)d1^56d2^18 + (2 + 2a + 2a^2)d1^57d2^18 + (3 + 3a + 3a^2)d1^58d2^18 + (4 + 0a + 4a^2)d1^59d2^18 + (3 + 1a + 2a^2)d1^60d2^18 + (3 + 4a + 4a^2)d1^61d2^18 + (4 + 2a + 1a^2)d1^62d2^18 + (2 + 3a + 4a^2)d1^63d2^18 + (4 + 4a + 2a^2)d1^64d2^18 + (3 + 1a + 3a^2)d1^65d2^18 + (3 + 4a + 4a^2)d1^66d2^18 + (0 + 3a + 1a^2)d1^67d2^18 + (2 + 4a + 0a^2)d1^68d2^18 + (2 + 4a + 2a^2)d1^69d2^18 + (4 + 1a + 0a^2)d1^70d2^18 + (3 + 4a + 0a^2)d1^71d2^18 + (2 + 1a + 0a^2)d1^72d2^18 + (0 + 3a + 1a^2)d1^73d2^18 + (0 + 4a + 3a^2)d1^74d2^18 + (2 + 2a + 0a^2)d1^75d2^18 + (3 + 2a + 1a^2)d1^76d2^18 + (2 + 4a + 4a^2)d1^77d2^18 + (1 + 4a + 2a^2)d1^78d2^18 + (1 + 1a + 0a^2)d1^79d2^18 + (0 + 1a + 3a^2)d1^80d2^18 + (3 + 1a + 1a^2)d1^81d2^18 + (2 + 0a + 4a^2)d1^82d2^18 + (4 + 0a + 1a^2)d1^83d2^18 + (1 + 2a + 1a^2)d1^84d2^18 + (0 + 2a + 0a^2)d1^85d2^18 + (3 + 1a + 1a^2)d1^86d2^18 + (1 + 3a + 2a^2)d1^87d2^18 + (3 + 2a + 0a^2)d1^88d2^18 + (1 + 0a + 1a^2)d1^89d2^18 + (1 + 3a + 2a^2)d1^90d2^18 + (0 + 4a + 4a^2)d1^91d2^18 + (0 + 1a + 1a^2)d1^92d2^18 + (3 + 1a + 2a^2)d1^93d2^18 + (1 + 3a + 4a^2)d1^94d2^18 + (0 + 3a + 2a^2)d1^95d2^18 + (4 + 3a + 4a^2)d1^96d2^18 + (3 + 3a + 1a^2)d1^97d2^18 + (4 + 1a + 0a^2)d1^98d2^18 + (2 + 4a + 1a^2)d1^100d2^18 + (3 + 0a + 3a^2)d1^101d2^18 + (2 + 4a + 4a^2)d1^102d2^18 + (3 + 1a + 3a^2)d1^103d2^18 + (2 + 2a + 0a^2)d1^104d2^18 + (0 + 0a + 3a^2)d1^105d2^18 + (4 + 0a + 3a^2)d1^106d2^18 + (1 + 3a + 2a^2)d1^107d2^18 + (4 + 2a + 2a^2)d1^108d2^18 + (4 + 4a + 1a^2)d1^109d2^18 + (4 + 1a + 3a^2)d1^110d2^18 + (3 + 2a + 4a^2)d1^111d2^18 + (3 + 0a + 2a^2)d1^112d2^18 + (4 + 4a + 4a^2)d1^113d2^18 + (0 + 1a + 4a^2)d1^114d2^18 + (4 + 3a + 2a^2)d1^115d2^18 + (0 + 1a + 2a^2)d1^116d2^18 + (1 + 3a + 4a^2)d1^117d2^18 + (0 + 1a + 4a^2)d1^118d2^18 + (2 + 1a + 2a^2)d1^119d2^18 + (3 + 1a + 2a^2)d1^120d2^18 + (3 + 0a + 0a^2)d1^121d2^18 + (3 + 1a + 3a^2)d1^122d2^18 + (3 + 1a + 2a^2)d1^123d2^18 + (3 + 1a + 2a^2)d1^124d2^18 + (3 + 1a + 4a^2)d1^125d2^18 + (2 + 3a + 3a^2)d1^126d2^18 + (0 + 3a + 4a^2)d1^127d2^18 + (0 + 2a + 2a^2)d1^128d2^18 + (3 + 0a + 0a^2)d1^129d2^18 + (4 + 2a + 0a^2)d1^130d2^18 + (4 + 4a + 2a^2)d1^131d2^18 + (0 + 0a + 4a^2)d1^132d2^18 + (0 + 3a + 1a^2)d1^133d2^18 + (1 + 4a + 2a^2)d1^134d2^18 + (4 + 1a + 1a^2)d1^135d2^18 + (1 + 1a + 3a^2)d1^136d2^18 + (1 + 3a + 3a^2)d1^137d2^18 + (2 + 4a + 1a^2)d1^138d2^18 + (1 + 0a + 2a^2)d1^139d2^18 + (0 + 4a + 1a^2)d1^140d2^18 + (4 + 4a + 2a^2)d1^141d2^18 + (3 + 2a + 4a^2)d1^142d2^18 + (0 + 4a + 3a^2)d1^143d2^18 + (1 + 1a + 2a^2)d1^144d2^18 + (1 + 4a + 2a^2)d1^145d2^18 + (1 + 3a + 1a^2)d1^146d2^18 + (4 + 2a + 0a^2)d1^147d2^18 + (3 + 1a + 3a^2)d1^148d2^18 + (2 + 3a + 4a^2)d1^149d2^18 + (1 + 1a + 1a^2)d1^150d2^18 + (4 + 4a + 2a^2)d1^151d2^18 + (4 + 1a + 3a^2)d1^152d2^18 + (3 + 1a + 3a^2)d1^153d2^18 + (2 + 1a + 4a^2)d1^154d2^18 + (3 + 2a + 1a^2)d1^155d2^18 + (4 + 3a + 2a^2)d1^156d2^18 + (0 + 2a + 3a^2)d1^158d2^18 + (1 + 3a + 1a^2)d1^159d2^18 + (1 + 4a + 1a^2)d1^160d2^18 + (4 + 1a + 2a^2)d1^162d2^18 + (2 + 0a + 2a^2)d1^163d2^18 + (4 + 3a + 1a^2)d1^164d2^18 + (1 + 1a + 4a^2)d1^165d2^18 + (0 + 0a + 1a^2)d1^166d2^18 + (4 + 2a + 0a^2)d1^167d2^18 + (0 + 0a + 3a^2)d1^168d2^18 + (4 + 0a + 0a^2)d1^169d2^18 + (0 + 3a + 2a^2)d1^170d2^18 + (3 + 3a + 2a^2)d1^171d2^18 + (2 + 0a + 4a^2)d1^172d2^18 + (4 + 1a + 0a^2)d1^173d2^18 + (1 + 3a + 3a^2)d1^174d2^18 + (4 + 4a + 1a^2)d1^175d2^18 + (0 + 4a + 3a^2)d1^176d2^18 + (0 + 3a + 3a^2)d1^177d2^18 + (4 + 0a + 3a^2)d1^178d2^18 + (0 + 3a + 1a^2)d1^179d2^18 + (4 + 1a + 4a^2)d1^180d2^18 + (0 + 1a + 4a^2)d1^181d2^18 + (2 + 0a + 4a^2)d1^182d2^18 + (3 + 4a + 0a^2)d1^183d2^18 + (4 + 2a + 1a^2)d1^184d2^18 + (2 + 3a + 3a^2)d1^185d2^18 + (1 + 4a + 4a^2)d1^186d2^18 + (1 + 1a + 4a^2)d1^187d2^18 + (2 + 3a + 3a^2)d1^188d2^18 + (0 + 2a + 0a^2)d1^189d2^18 + (4 + 1a + 1a^2)d1^190d2^18 + (0 + 3a + 1a^2)d1^191d2^18 + (4 + 4a + 2a^2)d1^192d2^18 + (1 + 2a + 3a^2)d1^193d2^18 + (3 + 2a + 0a^2)d1^194d2^18 + (1 + 2a + 4a^2)d1^195d2^18 + (1 + 2a + 1a^2)d1^196d2^18 + (2 + 2a + 4a^2)d1^197d2^18 + (2 + 3a + 3a^2)d1^198d2^18 + (4 + 2a + 2a^2)d1^199d2^18 + (0 + 0a + 1a^2)d1^200d2^18 + (0 + 2a + 4a^2)d1^201d2^18 + (4 + 3a + 0a^2)d1^202d2^18 + (4 + 1a + 2a^2)d1^203d2^18 + (0 + 2a + 4a^2)d1^204d2^18 + (2 + 1a + 2a^2)d1^205d2^18 + (1 + 1a + 4a^2)d1^206d2^18 + (2 + 3a + 4a^2)d1^207d2^18 + (2 + 1a + 0a^2)d1^208d2^18 + (0 + 1a + 3a^2)d1^209d2^18 + (2 + 3a + 3a^2)d1^210d2^18 + (4 + 4a + 1a^2)d1^211d2^18 + (0 + 2a + 1a^2)d1^212d2^18 + (3 + 1a + 2a^2)d1^213d2^18 + (0 + 3a + 0a^2)d1^214d2^18 + (4 + 4a + 1a^2)d1^215d2^18 + (2 + 4a + 4a^2)d1^216d2^18 + (0 + 4a + 1a^2)d1^217d2^18 + (2 + 0a + 3a^2)d1^218d2^18 + (1 + 3a + 3a^2)d1^219d2^18 + (2 + 0a + 2a^2)d1^220d2^18 + (3 + 2a + 2a^2)d1^221d2^18 + (3 + 1a + 0a^2)d1^222d2^18 + (1 + 4a + 4a^2)d1^223d2^18 + (2 + 2a + 0a^2)d1^224d2^18 + (1 + 1a + 4a^2)d1^225d2^18 + (0 + 2a + 4a^2)d1^226d2^18 + (4 + 3a + 1a^2)d1^227d2^18 + (1 + 0a + 4a^2)d1^228d2^18 + (1 + 4a + 4a^2)d1^229d2^18 + (2 + 0a + 1a^2)d1^230d2^18 + (2 + 1a + 4a^2)d1^231d2^18 + (1 + 2a + 4a^2)d1^232d2^18 + (1 + 0a + 3a^2)d1^233d2^18 + (2 + 1a + 3a^2)d1^234d2^18 + (2 + 4a + 0a^2)d1^235d2^18 + (2 + 1a + 4a^2)d1^236d2^18 + (4 + 3a + 1a^2)d1^237d2^18 + (1 + 0a + 4a^2)d1^238d2^18 + (3 + 3a + 2a^2)d1^239d2^18 + (4 + 3a + 0a^2)d1^240d2^18 + (3 + 3a + 2a^2)d1^241d2^18 + (0 + 3a + 1a^2)d1^242d2^18 + (4 + 2a + 0a^2)d1^243d2^18 + (1 + 4a + 0a^2)d1^244d2^18 + (1 + 1a + 1a^2)d1^245d2^18 + (0 + 2a + 2a^2)d1^246d2^18 + (0 + 1a + 0a^2)d1^247d2^18 + (1 + 2a + 2a^2)d1^248d2^18 + (3 + 4a + 3a^2)d1^249d2^18 + (3 + 3a + 1a^2)d1^250d2^18 + (2 + 1a + 3a^2)d1^251d2^18 + (1 + 2a + 1a^2)d1^252d2^18 + (1 + 1a + 4a^2)d1^253d2^18 + (2 + 3a + 0a^2)d1^254d2^18 + (1 + 0a + 4a^2)d1^255d2^18 + (3 + 4a + 2a^2)d1^256d2^18 + (2 + 3a + 0a^2)d1^257d2^18 + (0 + 4a + 1a^2)d1^258d2^18 + (3 + 1a + 4a^2)d1^259d2^18 + (2 + 1a + 0a^2)d1^260d2^18 + (4 + 0a + 1a^2)d1^262d2^18 + (2 + 4a + 3a^2)d1^263d2^18 + (0 + 0a + 3a^2)d1^264d2^18 + (1 + 4a + 4a^2)d1^265d2^18 + (4 + 2a + 0a^2)d1^266d2^18 + (3 + 3a + 0a^2)d1^267d2^18 + (2 + 0a + 0a^2)d1^268d2^18 + (1 + 3a + 1a^2)d1^269d2^18 + (0 + 3a + 3a^2)d1^270d2^18 + (2 + 3a + 2a^2)d1^271d2^18 + (2 + 0a + 3a^2)d1^272d2^18 + (3 + 4a + 2a^2)d1^273d2^18 + (0 + 4a + 1a^2)d1^274d2^18 + (0 + 1a + 2a^2)d1^275d2^18 + (2 + 4a + 3a^2)d1^276d2^18 + (2 + 3a + 1a^2)d1^277d2^18 + (3 + 1a + 0a^2)d1^278d2^18 + (4 + 0a + 0a^2)d1^279d2^18 + (1 + 3a + 4a^2)d1^280d2^18 + (0 + 2a + 2a^2)d1^281d2^18 + (2 + 4a + 2a^2)d1^282d2^18 + (1 + 4a + 0a^2)d1^283d2^18 + (2 + 2a + 0a^2)d1^284d2^18 + (4 + 3a + 4a^2)d1^285d2^18 + (0 + 0a + 1a^2)d1^286d2^18 + (2 + 1a + 4a^2)d1^287d2^18 + (1 + 4a + 2a^2)d1^288d2^18 + (4 + 1a + 2a^2)d1^289d2^18 + (2 + 0a + 0a^2)d1^290d2^18 + (3 + 3a + 2a^2)d1^291d2^18 + (2 + 4a + 4a^2)d1^292d2^18 + (0 + 4a + 2a^2)d1^293d2^18 + (3 + 2a + 4a^2)d2^19 + (3 + 1a + 3a^2)d1^1d2^19 + (2 + 4a + 3a^2)d1^2d2^19 + (3 + 4a + 3a^2)d1^3d2^19 + (2 + 0a + 4a^2)d1^4d2^19 + (1 + 4a + 0a^2)d1^5d2^19 + (1 + 4a + 0a^2)d1^6d2^19 + (0 + 3a + 3a^2)d1^7d2^19 + (3 + 3a + 2a^2)d1^8d2^19 + (3 + 2a + 4a^2)d1^9d2^19 + (3 + 0a + 2a^2)d1^10d2^19 + (2 + 0a + 1a^2)d1^11d2^19 + (2 + 4a + 0a^2)d1^12d2^19 + (4 + 0a + 3a^2)d1^13d2^19 + (1 + 1a + 2a^2)d1^14d2^19 + (4 + 4a + 0a^2)d1^15d2^19 + (2 + 4a + 2a^2)d1^16d2^19 + (4 + 4a + 2a^2)d1^17d2^19 + (0 + 1a + 1a^2)d1^18d2^19 + (3 + 1a + 2a^2)d1^19d2^19 + (3 + 4a + 3a^2)d1^20d2^19 + (3 + 0a + 2a^2)d1^21d2^19 + (4 + 4a + 1a^2)d1^22d2^19 + (0 + 4a + 2a^2)d1^23d2^19 + (1 + 1a + 4a^2)d1^24d2^19 + (3 + 3a + 2a^2)d1^25d2^19 + (3 + 0a + 2a^2)d1^26d2^19 + (0 + 2a + 3a^2)d1^27d2^19 + (2 + 4a + 4a^2)d1^28d2^19 + (4 + 3a + 1a^2)d1^29d2^19 + (1 + 0a + 0a^2)d1^30d2^19 + (1 + 4a + 0a^2)d1^31d2^19 + (4 + 3a + 3a^2)d1^32d2^19 + (4 + 0a + 0a^2)d1^33d2^19 + (0 + 2a + 4a^2)d1^34d2^19 + (4 + 4a + 2a^2)d1^35d2^19 + (1 + 3a + 1a^2)d1^36d2^19 + (0 + 0a + 2a^2)d1^37d2^19 + (3 + 2a + 2a^2)d1^38d2^19 + (2 + 2a + 2a^2)d1^39d2^19 + (1 + 3a + 0a^2)d1^40d2^19 + (3 + 0a + 0a^2)d1^41d2^19 + (4 + 3a + 3a^2)d1^42d2^19 + (3 + 0a + 2a^2)d1^43d2^19 + (3 + 2a + 4a^2)d1^44d2^19 + (0 + 2a + 4a^2)d1^45d2^19 + (3 + 4a + 2a^2)d1^46d2^19 + (2 + 0a + 1a^2)d1^47d2^19 + (1 + 3a + 4a^2)d1^48d2^19 + (2 + 0a + 1a^2)d1^49d2^19 + (1 + 2a + 3a^2)d1^50d2^19 + (4 + 3a + 4a^2)d1^51d2^19 + (0 + 1a + 0a^2)d1^52d2^19 + (0 + 4a + 4a^2)d1^53d2^19 + (1 + 2a + 3a^2)d1^54d2^19 + (3 + 1a + 3a^2)d1^55d2^19 + (2 + 3a + 4a^2)d1^56d2^19 + (0 + 3a + 1a^2)d1^57d2^19 + (0 + 2a + 4a^2)d1^58d2^19 + (0 + 4a + 2a^2)d1^59d2^19 + (2 + 4a + 2a^2)d1^60d2^19 + (3 + 1a + 1a^2)d1^61d2^19 + (1 + 1a + 1a^2)d1^62d2^19 + (4 + 4a + 4a^2)d1^63d2^19 + (4 + 4a + 4a^2)d1^64d2^19 + (2 + 4a + 1a^2)d1^65d2^19 + (3 + 0a + 4a^2)d1^66d2^19 + (1 + 4a + 0a^2)d1^67d2^19 + (0 + 4a + 0a^2)d1^68d2^19 + (3 + 1a + 2a^2)d1^69d2^19 + (3 + 0a + 0a^2)d1^70d2^19 + (2 + 1a + 2a^2)d1^71d2^19 + (1 + 4a + 0a^2)d1^72d2^19 + (4 + 0a + 4a^2)d1^73d2^19 + (2 + 1a + 4a^2)d1^74d2^19 + (3 + 2a + 1a^2)d1^75d2^19 + (4 + 2a + 2a^2)d1^76d2^19 + (1 + 1a + 3a^2)d1^77d2^19 + (4 + 2a + 4a^2)d1^78d2^19 + (4 + 4a + 0a^2)d1^79d2^19 + (1 + 4a + 0a^2)d1^80d2^19 + (1 + 3a + 1a^2)d1^81d2^19 + (4 + 4a + 2a^2)d1^82d2^19 + (3 + 3a + 2a^2)d1^83d2^19 + (4 + 1a + 3a^2)d1^85d2^19 + (2 + 2a + 3a^2)d1^86d2^19 + (0 + 1a + 4a^2)d1^87d2^19 + (3 + 2a + 3a^2)d1^88d2^19 + (3 + 4a + 1a^2)d1^89d2^19 + (1 + 4a + 3a^2)d1^90d2^19 + (4 + 1a + 3a^2)d1^91d2^19 + (1 + 0a + 0a^2)d1^92d2^19 + (0 + 1a + 3a^2)d1^93d2^19 + (3 + 0a + 3a^2)d1^94d2^19 + (4 + 4a + 1a^2)d1^95d2^19 + (1 + 4a + 3a^2)d1^96d2^19 + (3 + 0a + 4a^2)d1^97d2^19 + (1 + 2a + 0a^2)d1^98d2^19 + (0 + 4a + 3a^2)d1^99d2^19 + (4 + 4a + 2a^2)d1^100d2^19 + (3 + 2a + 4a^2)d1^101d2^19 + (4 + 3a + 3a^2)d1^102d2^19 + (2 + 0a + 1a^2)d1^103d2^19 + (2 + 4a + 1a^2)d1^104d2^19 + (2 + 4a + 4a^2)d1^105d2^19 + (1 + 3a + 3a^2)d1^106d2^19 + (3 + 0a + 2a^2)d1^108d2^19 + (3 + 4a + 0a^2)d1^109d2^19 + (0 + 0a + 4a^2)d1^110d2^19 + (3 + 3a + 0a^2)d1^111d2^19 + (2 + 4a + 1a^2)d1^112d2^19 + (1 + 3a + 0a^2)d1^113d2^19 + (1 + 2a + 3a^2)d1^114d2^19 + (2 + 0a + 0a^2)d1^115d2^19 + (2 + 2a + 3a^2)d1^116d2^19 + (1 + 0a + 2a^2)d1^117d2^19 + (3 + 0a + 1a^2)d1^118d2^19 + (1 + 1a + 4a^2)d1^119d2^19 + (3 + 1a + 1a^2)d1^120d2^19 + (0 + 2a + 2a^2)d1^121d2^19 + (1 + 4a + 3a^2)d1^122d2^19 + (0 + 0a + 1a^2)d1^123d2^19 + (3 + 2a + 1a^2)d1^124d2^19 + (0 + 3a + 2a^2)d1^125d2^19 + (0 + 4a + 0a^2)d1^126d2^19 + (3 + 3a + 4a^2)d1^127d2^19 + (4 + 2a + 2a^2)d1^128d2^19 + (1 + 1a + 4a^2)d1^129d2^19 + (0 + 2a + 4a^2)d1^130d2^19 + (2 + 2a + 2a^2)d1^131d2^19 + (1 + 2a + 4a^2)d1^132d2^19 + (2 + 0a + 3a^2)d1^133d2^19 + (3 + 1a + 3a^2)d1^134d2^19 + (2 + 3a + 2a^2)d1^135d2^19 + (2 + 1a + 1a^2)d1^136d2^19 + (1 + 1a + 0a^2)d1^137d2^19 + (1 + 4a + 3a^2)d1^138d2^19 + (1 + 2a + 3a^2)d1^139d2^19 + (3 + 0a + 4a^2)d1^140d2^19 + (4 + 0a + 4a^2)d1^141d2^19 + (0 + 3a + 3a^2)d1^142d2^19 + (2 + 1a + 2a^2)d1^143d2^19 + (2 + 1a + 0a^2)d1^144d2^19 + (4 + 0a + 2a^2)d1^145d2^19 + (3 + 1a + 4a^2)d1^146d2^19 + (3 + 2a + 3a^2)d1^147d2^19 + (2 + 3a + 4a^2)d1^148d2^19 + (2 + 2a + 1a^2)d1^149d2^19 + (2 + 0a + 1a^2)d1^150d2^19 + (0 + 1a + 2a^2)d1^151d2^19 + (2 + 2a + 0a^2)d1^152d2^19 + (4 + 1a + 1a^2)d1^153d2^19 + (3 + 2a + 0a^2)d1^154d2^19 + (2 + 0a + 3a^2)d1^155d2^19 + (2 + 1a + 2a^2)d1^156d2^19 + (2 + 0a + 2a^2)d1^157d2^19 + (2 + 0a + 1a^2)d1^158d2^19 + (4 + 2a + 4a^2)d1^159d2^19 + (4 + 4a + 1a^2)d1^160d2^19 + (2 + 2a + 4a^2)d1^161d2^19 + (0 + 0a + 3a^2)d1^162d2^19 + (4 + 1a + 3a^2)d1^163d2^19 + (4 + 1a + 3a^2)d1^164d2^19 + (4 + 3a + 3a^2)d1^165d2^19 + (0 + 1a + 0a^2)d1^166d2^19 + (2 + 2a + 3a^2)d1^167d2^19 + (4 + 1a + 2a^2)d1^168d2^19 + (4 + 4a + 2a^2)d1^169d2^19 + (0 + 1a + 1a^2)d1^170d2^19 + (3 + 2a + 4a^2)d1^171d2^19 + (4 + 1a + 2a^2)d1^172d2^19 + (3 + 4a + 0a^2)d1^173d2^19 + (1 + 1a + 3a^2)d1^174d2^19 + (3 + 0a + 1a^2)d1^175d2^19 + (3 + 2a + 4a^2)d1^176d2^19 + (2 + 3a + 1a^2)d1^177d2^19 + (2 + 2a + 3a^2)d1^178d2^19 + (3 + 3a + 0a^2)d1^179d2^19 + (4 + 0a + 2a^2)d1^180d2^19 + (0 + 2a + 3a^2)d1^181d2^19 + (3 + 3a + 3a^2)d1^182d2^19 + (1 + 0a + 0a^2)d1^183d2^19 + (0 + 4a + 3a^2)d1^184d2^19 + (3 + 0a + 2a^2)d1^185d2^19 + (0 + 4a + 4a^2)d1^186d2^19 + (2 + 3a + 0a^2)d1^187d2^19 + (4 + 3a + 2a^2)d1^188d2^19 + (3 + 0a + 1a^2)d1^189d2^19 + (0 + 3a + 4a^2)d1^190d2^19 + (2 + 4a + 4a^2)d1^191d2^19 + (2 + 1a + 3a^2)d1^192d2^19 + (2 + 2a + 1a^2)d1^193d2^19 + (4 + 4a + 3a^2)d1^194d2^19 + (1 + 3a + 0a^2)d1^195d2^19 + (1 + 0a + 3a^2)d1^196d2^19 + (3 + 0a + 3a^2)d1^197d2^19 + (2 + 2a + 1a^2)d1^198d2^19 + (4 + 0a + 2a^2)d1^199d2^19 + (2 + 1a + 4a^2)d1^200d2^19 + (4 + 3a + 2a^2)d1^201d2^19 + (3 + 2a + 3a^2)d1^202d2^19 + (2 + 1a + 0a^2)d1^203d2^19 + (2 + 3a + 3a^2)d1^204d2^19 + (1 + 3a + 3a^2)d1^205d2^19 + (2 + 1a + 0a^2)d1^206d2^19 + (4 + 0a + 2a^2)d1^207d2^19 + (0 + 2a + 3a^2)d1^208d2^19 + (4 + 3a + 2a^2)d1^209d2^19 + (4 + 2a + 3a^2)d1^210d2^19 + (1 + 0a + 2a^2)d1^211d2^19 + (3 + 1a + 0a^2)d1^212d2^19 + (2 + 4a + 1a^2)d1^213d2^19 + (4 + 3a + 4a^2)d1^214d2^19 + (3 + 4a + 1a^2)d1^215d2^19 + (3 + 1a + 2a^2)d1^216d2^19 + (1 + 0a + 2a^2)d1^217d2^19 + (1 + 2a + 2a^2)d1^218d2^19 + (3 + 2a + 2a^2)d1^219d2^19 + (3 + 0a + 4a^2)d1^220d2^19 + (4 + 3a + 2a^2)d1^221d2^19 + (1 + 4a + 4a^2)d1^222d2^19 + (0 + 4a + 2a^2)d1^223d2^19 + (3 + 2a + 2a^2)d1^224d2^19 + (0 + 3a + 4a^2)d1^225d2^19 + (1 + 2a + 3a^2)d1^226d2^19 + (1 + 4a + 3a^2)d1^227d2^19 + (1 + 3a + 3a^2)d1^228d2^19 + (1 + 2a + 4a^2)d1^229d2^19 + (1 + 2a + 4a^2)d1^230d2^19 + (2 + 0a + 3a^2)d1^231d2^19 + (3 + 2a + 0a^2)d1^232d2^19 + (4 + 4a + 1a^2)d1^233d2^19 + (4 + 1a + 2a^2)d1^234d2^19 + (0 + 0a + 2a^2)d1^235d2^19 + (1 + 0a + 4a^2)d1^236d2^19 + (0 + 0a + 4a^2)d1^237d2^19 + (2 + 0a + 1a^2)d1^238d2^19 + (1 + 1a + 2a^2)d1^239d2^19 + (3 + 2a + 3a^2)d1^240d2^19 + (1 + 0a + 0a^2)d1^241d2^19 + (0 + 4a + 1a^2)d1^242d2^19 + (1 + 2a + 2a^2)d1^243d2^19 + (3 + 2a + 1a^2)d1^244d2^19 + (3 + 3a + 0a^2)d1^245d2^19 + (0 + 2a + 3a^2)d1^246d2^19 + (3 + 1a + 0a^2)d1^247d2^19 + (2 + 2a + 2a^2)d1^248d2^19 + (1 + 2a + 1a^2)d1^249d2^19 + (4 + 4a + 4a^2)d1^250d2^19 + (2 + 3a + 1a^2)d1^251d2^19 + (0 + 1a + 0a^2)d1^252d2^19 + (0 + 4a + 3a^2)d1^253d2^19 + (2 + 3a + 3a^2)d1^254d2^19 + (0 + 3a + 0a^2)d1^255d2^19 + (0 + 3a + 4a^2)d1^256d2^19 + (3 + 4a + 1a^2)d1^257d2^19 + (2 + 2a + 0a^2)d1^259d2^19 + (3 + 0a + 1a^2)d1^260d2^19 + (0 + 2a + 4a^2)d1^261d2^19 + (0 + 2a + 2a^2)d1^262d2^19 + (2 + 2a + 0a^2)d1^263d2^19 + (2 + 2a + 4a^2)d1^264d2^19 + (2 + 1a + 4a^2)d1^265d2^19 + (1 + 0a + 1a^2)d1^266d2^19 + (4 + 4a + 0a^2)d1^267d2^19 + (1 + 4a + 4a^2)d1^268d2^19 + (4 + 1a + 3a^2)d1^269d2^19 + (4 + 1a + 2a^2)d1^270d2^19 + (0 + 1a + 4a^2)d1^271d2^19 + (4 + 1a + 4a^2)d1^272d2^19 + (1 + 0a + 4a^2)d1^273d2^19 + (4 + 2a + 1a^2)d1^274d2^19 + (4 + 0a + 1a^2)d1^275d2^19 + (0 + 3a + 4a^2)d1^276d2^19 + (3 + 2a + 2a^2)d1^277d2^19 + (0 + 0a + 4a^2)d1^278d2^19 + (4 + 2a + 3a^2)d1^279d2^19 + (1 + 2a + 2a^2)d1^280d2^19 + (1 + 3a + 0a^2)d1^281d2^19 + (0 + 2a + 4a^2)d1^282d2^19 + (3 + 0a + 4a^2)d1^283d2^19 + (2 + 1a + 1a^2)d1^284d2^19 + (4 + 4a + 0a^2)d1^285d2^19 + (3 + 3a + 1a^2)d1^286d2^19 + (1 + 0a + 2a^2)d1^287d2^19 + (1 + 1a + 0a^2)d1^288d2^19 + (0 + 4a + 2a^2)d1^289d2^19 + (1 + 0a + 2a^2)d1^290d2^19 + (3 + 2a + 4a^2)d1^291d2^19 + (0 + 4a + 0a^2)d1^292d2^19 + (3 + 1a + 2a^2)d1^293d2^19 + (0 + 4a + 2a^2)d2^20 + (0 + 4a + 4a^2)d1^1d2^20 + (2 + 2a + 1a^2)d1^2d2^20 + (4 + 4a + 3a^2)d1^3d2^20 + (3 + 1a + 1a^2)d1^4d2^20 + (2 + 2a + 2a^2)d1^6d2^20 + (0 + 3a + 3a^2)d1^7d2^20 + (2 + 4a + 2a^2)d1^8d2^20 + (1 + 2a + 3a^2)d1^9d2^20 + (3 + 1a + 4a^2)d1^10d2^20 + (1 + 3a + 0a^2)d1^11d2^20 + (3 + 4a + 0a^2)d1^12d2^20 + (0 + 2a + 4a^2)d1^13d2^20 + (0 + 4a + 1a^2)d1^14d2^20 + (2 + 4a + 1a^2)d1^15d2^20 + (2 + 1a + 0a^2)d1^16d2^20 + (1 + 2a + 2a^2)d1^17d2^20 + (4 + 4a + 1a^2)d1^18d2^20 + (0 + 4a + 3a^2)d1^19d2^20 + (0 + 0a + 1a^2)d1^20d2^20 + (0 + 1a + 0a^2)d1^21d2^20 + (0 + 1a + 4a^2)d1^22d2^20 + (0 + 1a + 2a^2)d1^23d2^20 + (0 + 2a + 4a^2)d1^24d2^20 + (1 + 2a + 4a^2)d1^25d2^20 + (0 + 2a + 4a^2)d1^26d2^20 + (4 + 0a + 2a^2)d1^27d2^20 + (2 + 3a + 0a^2)d1^28d2^20 + (0 + 2a + 1a^2)d1^29d2^20 + (4 + 1a + 0a^2)d1^30d2^20 + (4 + 4a + 0a^2)d1^31d2^20 + (0 + 0a + 1a^2)d1^32d2^20 + (2 + 4a + 1a^2)d1^33d2^20 + (4 + 4a + 0a^2)d1^34d2^20 + (1 + 3a + 3a^2)d1^35d2^20 + (2 + 2a + 1a^2)d1^36d2^20 + (3 + 2a + 0a^2)d1^37d2^20 + (3 + 0a + 3a^2)d1^38d2^20 + (1 + 3a + 0a^2)d1^39d2^20 + (1 + 3a + 3a^2)d1^40d2^20 + (0 + 4a + 2a^2)d1^41d2^20 + (1 + 3a + 3a^2)d1^42d2^20 + (0 + 0a + 1a^2)d1^43d2^20 + (4 + 2a + 2a^2)d1^44d2^20 + (4 + 2a + 2a^2)d1^45d2^20 + (1 + 4a + 3a^2)d1^46d2^20 + (1 + 1a + 3a^2)d1^47d2^20 + (3 + 3a + 2a^2)d1^48d2^20 + (2 + 2a + 0a^2)d1^49d2^20 + (3 + 0a + 4a^2)d1^50d2^20 + (2 + 4a + 2a^2)d1^51d2^20 + (4 + 0a + 1a^2)d1^52d2^20 + (0 + 3a + 4a^2)d1^53d2^20 + (3 + 0a + 2a^2)d1^54d2^20 + (4 + 1a + 1a^2)d1^55d2^20 + (0 + 2a + 3a^2)d1^56d2^20 + (3 + 4a + 1a^2)d1^57d2^20 + (1 + 4a + 3a^2)d1^58d2^20 + (4 + 0a + 4a^2)d1^59d2^20 + (2 + 0a + 1a^2)d1^60d2^20 + (0 + 4a + 4a^2)d1^61d2^20 + (3 + 0a + 2a^2)d1^62d2^20 + (2 + 1a + 3a^2)d1^63d2^20 + (1 + 4a + 3a^2)d1^64d2^20 + (4 + 4a + 0a^2)d1^65d2^20 + (2 + 4a + 3a^2)d1^66d2^20 + (1 + 0a + 0a^2)d1^67d2^20 + (4 + 3a + 2a^2)d1^68d2^20 + (2 + 1a + 2a^2)d1^69d2^20 + (1 + 1a + 1a^2)d1^70d2^20 + (1 + 2a + 2a^2)d1^71d2^20 + (2 + 0a + 1a^2)d1^72d2^20 + (1 + 3a + 3a^2)d1^73d2^20 + (3 + 0a + 2a^2)d1^74d2^20 + (3 + 1a + 1a^2)d1^75d2^20 + (0 + 3a + 2a^2)d1^76d2^20 + (0 + 3a + 0a^2)d1^77d2^20 + (4 + 3a + 4a^2)d1^78d2^20 + (1 + 0a + 1a^2)d1^79d2^20 + (0 + 4a + 2a^2)d1^80d2^20 + (0 + 4a + 0a^2)d1^81d2^20 + (4 + 2a + 1a^2)d1^82d2^20 + (1 + 0a + 1a^2)d1^83d2^20 + (4 + 0a + 0a^2)d1^84d2^20 + (0 + 1a + 2a^2)d1^85d2^20 + (0 + 1a + 1a^2)d1^86d2^20 + (4 + 0a + 1a^2)d1^87d2^20 + (4 + 0a + 4a^2)d1^88d2^20 + (4 + 4a + 4a^2)d1^89d2^20 + (4 + 2a + 1a^2)d1^90d2^20 + (3 + 2a + 1a^2)d1^91d2^20 + (1 + 4a + 4a^2)d1^92d2^20 + (1 + 1a + 1a^2)d1^93d2^20 + (2 + 3a + 1a^2)d1^94d2^20 + (3 + 4a + 2a^2)d1^95d2^20 + (4 + 0a + 1a^2)d1^96d2^20 + (0 + 2a + 3a^2)d1^97d2^20 + (4 + 0a + 0a^2)d1^98d2^20 + (0 + 3a + 3a^2)d1^99d2^20 + (1 + 3a + 2a^2)d1^100d2^20 + (1 + 0a + 0a^2)d1^101d2^20 + (0 + 2a + 2a^2)d1^102d2^20 + (2 + 1a + 2a^2)d1^103d2^20 + (4 + 2a + 0a^2)d1^104d2^20 + (4 + 0a + 0a^2)d1^105d2^20 + (2 + 1a + 3a^2)d1^106d2^20 + (2 + 0a + 4a^2)d1^107d2^20 + (0 + 0a + 3a^2)d1^108d2^20 + (2 + 3a + 4a^2)d1^109d2^20 + (3 + 1a + 4a^2)d1^110d2^20 + (3 + 2a + 0a^2)d1^111d2^20 + (1 + 2a + 3a^2)d1^112d2^20 + (4 + 3a + 1a^2)d1^113d2^20 + (1 + 2a + 0a^2)d1^114d2^20 + (1 + 2a + 3a^2)d1^115d2^20 + (4 + 3a + 3a^2)d1^116d2^20 + (3 + 3a + 2a^2)d1^117d2^20 + (0 + 3a + 2a^2)d1^118d2^20 + (4 + 1a + 3a^2)d1^119d2^20 + (4 + 3a + 4a^2)d1^120d2^20 + (3 + 0a + 3a^2)d1^121d2^20 + (0 + 4a + 3a^2)d1^122d2^20 + (1 + 1a + 2a^2)d1^123d2^20 + (2 + 4a + 1a^2)d1^124d2^20 + (1 + 4a + 0a^2)d1^125d2^20 + (0 + 4a + 0a^2)d1^126d2^20 + (1 + 0a + 3a^2)d1^127d2^20 + (0 + 1a + 2a^2)d1^128d2^20 + (4 + 3a + 4a^2)d1^129d2^20 + (4 + 2a + 2a^2)d1^130d2^20 + (2 + 2a + 4a^2)d1^131d2^20 + (0 + 2a + 4a^2)d1^132d2^20 + (4 + 2a + 0a^2)d1^133d2^20 + (1 + 4a + 2a^2)d1^134d2^20 + (2 + 1a + 4a^2)d1^135d2^20 + (3 + 0a + 4a^2)d1^136d2^20 + (0 + 2a + 4a^2)d1^137d2^20 + (0 + 4a + 3a^2)d1^138d2^20 + (0 + 4a + 2a^2)d1^139d2^20 + (4 + 2a + 0a^2)d1^140d2^20 + (0 + 0a + 4a^2)d1^141d2^20 + (3 + 1a + 4a^2)d1^142d2^20 + (3 + 2a + 1a^2)d1^143d2^20 + (4 + 1a + 4a^2)d1^144d2^20 + (0 + 4a + 1a^2)d1^145d2^20 + (0 + 3a + 0a^2)d1^146d2^20 + (2 + 3a + 1a^2)d1^147d2^20 + (2 + 1a + 0a^2)d1^148d2^20 + (3 + 4a + 3a^2)d1^149d2^20 + (1 + 2a + 2a^2)d1^150d2^20 + (2 + 2a + 0a^2)d1^151d2^20 + (1 + 2a + 1a^2)d1^152d2^20 + (3 + 1a + 3a^2)d1^153d2^20 + (0 + 2a + 0a^2)d1^154d2^20 + (2 + 1a + 4a^2)d1^155d2^20 + (1 + 1a + 0a^2)d1^156d2^20 + (2 + 4a + 2a^2)d1^157d2^20 + (3 + 3a + 1a^2)d1^158d2^20 + (2 + 4a + 1a^2)d1^159d2^20 + (0 + 3a + 1a^2)d1^160d2^20 + (4 + 4a + 4a^2)d1^161d2^20 + (3 + 2a + 1a^2)d1^162d2^20 + (4 + 1a + 0a^2)d1^163d2^20 + (4 + 3a + 0a^2)d1^164d2^20 + (3 + 2a + 3a^2)d1^165d2^20 + (1 + 4a + 0a^2)d1^166d2^20 + (1 + 2a + 2a^2)d1^167d2^20 + (4 + 1a + 0a^2)d1^168d2^20 + (4 + 4a + 1a^2)d1^169d2^20 + (4 + 0a + 2a^2)d1^170d2^20 + (4 + 4a + 4a^2)d1^171d2^20 + (0 + 4a + 0a^2)d1^172d2^20 + (3 + 1a + 3a^2)d1^173d2^20 + (4 + 2a + 0a^2)d1^174d2^20 + (0 + 0a + 4a^2)d1^175d2^20 + (1 + 2a + 0a^2)d1^176d2^20 + (3 + 1a + 2a^2)d1^177d2^20 + (3 + 2a + 3a^2)d1^178d2^20 + (0 + 2a + 4a^2)d1^179d2^20 + (2 + 3a + 2a^2)d1^180d2^20 + (4 + 1a + 1a^2)d1^181d2^20 + (4 + 0a + 3a^2)d1^182d2^20 + (4 + 4a + 0a^2)d1^183d2^20 + (3 + 4a + 0a^2)d1^184d2^20 + (0 + 3a + 4a^2)d1^185d2^20 + (0 + 4a + 4a^2)d1^186d2^20 + (1 + 1a + 4a^2)d1^187d2^20 + (3 + 1a + 3a^2)d1^188d2^20 + (3 + 3a + 0a^2)d1^189d2^20 + (0 + 1a + 3a^2)d1^190d2^20 + (2 + 1a + 3a^2)d1^191d2^20 + (1 + 4a + 0a^2)d1^192d2^20 + (0 + 1a + 2a^2)d1^193d2^20 + (3 + 4a + 4a^2)d1^194d2^20 + (3 + 4a + 3a^2)d1^195d2^20 + (3 + 3a + 0a^2)d1^196d2^20 + (1 + 0a + 1a^2)d1^197d2^20 + (0 + 4a + 2a^2)d1^198d2^20 + (2 + 3a + 0a^2)d1^199d2^20 + (1 + 3a + 4a^2)d1^200d2^20 + (2 + 2a + 1a^2)d1^201d2^20 + (3 + 3a + 1a^2)d1^202d2^20 + (4 + 1a + 2a^2)d1^203d2^20 + (2 + 3a + 3a^2)d1^204d2^20 + (3 + 3a + 4a^2)d1^205d2^20 + (0 + 0a + 2a^2)d1^206d2^20 + (2 + 4a + 1a^2)d1^207d2^20 + (2 + 2a + 0a^2)d1^208d2^20 + (0 + 2a + 4a^2)d1^209d2^20 + (4 + 2a + 2a^2)d1^210d2^20 + (0 + 0a + 1a^2)d1^211d2^20 + (4 + 0a + 2a^2)d1^212d2^20 + (1 + 2a + 0a^2)d1^213d2^20 + (3 + 1a + 0a^2)d1^214d2^20 + (2 + 3a + 3a^2)d1^215d2^20 + (0 + 4a + 4a^2)d1^216d2^20 + (1 + 0a + 3a^2)d1^217d2^20 + (0 + 1a + 2a^2)d1^218d2^20 + (3 + 3a + 4a^2)d1^219d2^20 + (0 + 3a + 0a^2)d1^220d2^20 + (3 + 1a + 2a^2)d1^221d2^20 + (4 + 1a + 0a^2)d1^222d2^20 + (2 + 3a + 1a^2)d1^223d2^20 + (1 + 3a + 1a^2)d1^224d2^20 + (1 + 1a + 0a^2)d1^225d2^20 + (4 + 0a + 4a^2)d1^226d2^20 + (3 + 0a + 4a^2)d1^227d2^20 + (1 + 4a + 4a^2)d1^228d2^20 + (0 + 3a + 1a^2)d1^229d2^20 + (3 + 1a + 1a^2)d1^230d2^20 + (3 + 0a + 1a^2)d1^231d2^20 + (3 + 3a + 2a^2)d1^232d2^20 + (4 + 1a + 2a^2)d1^233d2^20 + (0 + 4a + 4a^2)d1^234d2^20 + (3 + 0a + 1a^2)d1^235d2^20 + (4 + 2a + 3a^2)d1^236d2^20 + (3 + 0a + 3a^2)d1^237d2^20 + (4 + 0a + 0a^2)d1^238d2^20 + (3 + 2a + 4a^2)d1^239d2^20 + (1 + 2a + 1a^2)d1^240d2^20 + (4 + 1a + 3a^2)d1^241d2^20 + (1 + 2a + 0a^2)d1^242d2^20 + (2 + 0a + 4a^2)d1^243d2^20 + (4 + 2a + 3a^2)d1^244d2^20 + (4 + 1a + 2a^2)d1^245d2^20 + (1 + 1a + 0a^2)d1^246d2^20 + (4 + 3a + 4a^2)d1^247d2^20 + (3 + 4a + 3a^2)d1^248d2^20 + (4 + 3a + 2a^2)d1^249d2^20 + (4 + 2a + 2a^2)d1^250d2^20 + (3 + 4a + 1a^2)d1^251d2^20 + (3 + 2a + 2a^2)d1^252d2^20 + (2 + 2a + 4a^2)d1^253d2^20 + (1 + 4a + 1a^2)d1^254d2^20 + (0 + 4a + 4a^2)d1^255d2^20 + (1 + 4a + 1a^2)d1^256d2^20 + (3 + 1a + 0a^2)d1^257d2^20 + (0 + 0a + 4a^2)d1^258d2^20 + (3 + 1a + 2a^2)d1^259d2^20 + (1 + 4a + 2a^2)d1^260d2^20 + (3 + 1a + 0a^2)d1^261d2^20 + (0 + 2a + 2a^2)d1^262d2^20 + (2 + 1a + 0a^2)d1^263d2^20 + (3 + 3a + 3a^2)d1^264d2^20 + (4 + 4a + 2a^2)d1^265d2^20 + (1 + 3a + 3a^2)d1^266d2^20 + (4 + 1a + 2a^2)d1^267d2^20 + (4 + 4a + 1a^2)d1^268d2^20 + (3 + 3a + 1a^2)d1^270d2^20 + (1 + 2a + 2a^2)d1^271d2^20 + (0 + 0a + 1a^2)d1^272d2^20 + (4 + 1a + 1a^2)d1^273d2^20 + (1 + 1a + 4a^2)d1^274d2^20 + (3 + 1a + 1a^2)d1^275d2^20 + (3 + 0a + 0a^2)d1^276d2^20 + (1 + 1a + 2a^2)d1^277d2^20 + (4 + 1a + 1a^2)d1^278d2^20 + (1 + 2a + 2a^2)d1^279d2^20 + (1 + 3a + 4a^2)d1^280d2^20 + (4 + 0a + 1a^2)d1^281d2^20 + (4 + 4a + 3a^2)d1^282d2^20 + (2 + 1a + 1a^2)d1^283d2^20 + (3 + 1a + 0a^2)d1^284d2^20 + (3 + 0a + 3a^2)d1^285d2^20 + (3 + 1a + 2a^2)d1^286d2^20 + (2 + 1a + 2a^2)d1^287d2^20 + (3 + 4a + 3a^2)d1^288d2^20 + (1 + 0a + 0a^2)d1^289d2^20 + (2 + 2a + 2a^2)d1^290d2^20 + (1 + 0a + 2a^2)d1^291d2^20 + (2 + 0a + 4a^2)d1^292d2^20 + (1 + 0a + 3a^2)d1^293d2^20 + (0 + 1a + 4a^2)d2^21 + (1 + 1a + 1a^2)d1^1d2^21 + (2 + 0a + 2a^2)d1^2d2^21 + (4 + 1a + 0a^2)d1^3d2^21 + (2 + 2a + 3a^2)d1^4d2^21 + (4 + 3a + 0a^2)d1^5d2^21 + (4 + 2a + 3a^2)d1^6d2^21 + (2 + 3a + 4a^2)d1^7d2^21 + (1 + 1a + 0a^2)d1^8d2^21 + (0 + 1a + 0a^2)d1^9d2^21 + (3 + 2a + 4a^2)d1^10d2^21 + (0 + 2a + 3a^2)d1^11d2^21 + (4 + 2a + 4a^2)d1^12d2^21 + (4 + 1a + 3a^2)d1^13d2^21 + (0 + 4a + 2a^2)d1^14d2^21 + (1 + 2a + 1a^2)d1^15d2^21 + (4 + 0a + 0a^2)d1^16d2^21 + (3 + 2a + 2a^2)d1^17d2^21 + (0 + 1a + 4a^2)d1^18d2^21 + (3 + 3a + 0a^2)d1^19d2^21 + (4 + 0a + 0a^2)d1^20d2^21 + (4 + 4a + 1a^2)d1^21d2^21 + (3 + 3a + 2a^2)d1^22d2^21 + (1 + 2a + 1a^2)d1^23d2^21 + (4 + 2a + 4a^2)d1^24d2^21 + (0 + 3a + 1a^2)d1^25d2^21 + (4 + 0a + 2a^2)d1^26d2^21 + (2 + 2a + 1a^2)d1^27d2^21 + (2 + 1a + 0a^2)d1^28d2^21 + (4 + 2a + 1a^2)d1^29d2^21 + (3 + 3a + 4a^2)d1^30d2^21 + (0 + 4a + 2a^2)d1^31d2^21 + (4 + 3a + 1a^2)d1^32d2^21 + (3 + 2a + 0a^2)d1^33d2^21 + (1 + 2a + 4a^2)d1^34d2^21 + (4 + 3a + 2a^2)d1^35d2^21 + (4 + 1a + 4a^2)d1^36d2^21 + (3 + 4a + 2a^2)d1^37d2^21 + (4 + 4a + 1a^2)d1^38d2^21 + (1 + 3a + 4a^2)d1^39d2^21 + (2 + 2a + 3a^2)d1^40d2^21 + (4 + 1a + 1a^2)d1^41d2^21 + (3 + 2a + 4a^2)d1^42d2^21 + (0 + 0a + 1a^2)d1^43d2^21 + (1 + 3a + 1a^2)d1^44d2^21 + (0 + 2a + 0a^2)d1^45d2^21 + (3 + 2a + 3a^2)d1^46d2^21 + (1 + 3a + 1a^2)d1^47d2^21 + (0 + 2a + 2a^2)d1^48d2^21 + (0 + 1a + 3a^2)d1^49d2^21 + (4 + 2a + 4a^2)d1^50d2^21 + (0 + 2a + 1a^2)d1^51d2^21 + (3 + 0a + 4a^2)d1^52d2^21 + (2 + 3a + 2a^2)d1^53d2^21 + (2 + 0a + 2a^2)d1^54d2^21 + (4 + 3a + 4a^2)d1^56d2^21 + (1 + 2a + 0a^2)d1^57d2^21 + (0 + 2a + 2a^2)d1^58d2^21 + (0 + 2a + 4a^2)d1^59d2^21 + (1 + 4a + 0a^2)d1^60d2^21 + (4 + 4a + 0a^2)d1^61d2^21 + (3 + 1a + 3a^2)d1^62d2^21 + (1 + 1a + 3a^2)d1^63d2^21 + (2 + 4a + 4a^2)d1^64d2^21 + (3 + 1a + 4a^2)d1^65d2^21 + (1 + 3a + 2a^2)d1^66d2^21 + (3 + 1a + 1a^2)d1^67d2^21 + (1 + 3a + 1a^2)d1^68d2^21 + (3 + 3a + 4a^2)d1^69d2^21 + (2 + 3a + 3a^2)d1^70d2^21 + (0 + 4a + 3a^2)d1^71d2^21 + (3 + 4a + 3a^2)d1^72d2^21 + (0 + 3a + 2a^2)d1^73d2^21 + (2 + 4a + 1a^2)d1^74d2^21 + (1 + 3a + 4a^2)d1^75d2^21 + (4 + 3a + 2a^2)d1^76d2^21 + (2 + 4a + 3a^2)d1^77d2^21 + (2 + 1a + 4a^2)d1^78d2^21 + (4 + 3a + 3a^2)d1^79d2^21 + (3 + 3a + 0a^2)d1^80d2^21 + (1 + 3a + 3a^2)d1^81d2^21 + (3 + 3a + 1a^2)d1^82d2^21 + (2 + 0a + 4a^2)d1^83d2^21 + (3 + 0a + 3a^2)d1^84d2^21 + (2 + 4a + 2a^2)d1^85d2^21 + (1 + 4a + 2a^2)d1^86d2^21 + (2 + 2a + 0a^2)d1^87d2^21 + (4 + 4a + 4a^2)d1^88d2^21 + (3 + 1a + 3a^2)d1^89d2^21 + (1 + 0a + 3a^2)d1^90d2^21 + (0 + 1a + 3a^2)d1^91d2^21 + (0 + 1a + 0a^2)d1^92d2^21 + (4 + 0a + 4a^2)d1^93d2^21 + (0 + 2a + 3a^2)d1^94d2^21 + (2 + 2a + 2a^2)d1^95d2^21 + (4 + 2a + 2a^2)d1^96d2^21 + (0 + 3a + 0a^2)d1^97d2^21 + (4 + 1a + 3a^2)d1^98d2^21 + (4 + 3a + 1a^2)d1^99d2^21 + (1 + 3a + 2a^2)d1^100d2^21 + (3 + 1a + 3a^2)d1^101d2^21 + (3 + 0a + 0a^2)d1^102d2^21 + (3 + 0a + 3a^2)d1^103d2^21 + (4 + 1a + 1a^2)d1^104d2^21 + (1 + 0a + 2a^2)d1^105d2^21 + (4 + 0a + 1a^2)d1^106d2^21 + (4 + 4a + 4a^2)d1^107d2^21 + (2 + 4a + 2a^2)d1^108d2^21 + (1 + 4a + 4a^2)d1^109d2^21 + (1 + 4a + 3a^2)d1^110d2^21 + (0 + 1a + 3a^2)d1^111d2^21 + (0 + 4a + 3a^2)d1^112d2^21 + (3 + 1a + 3a^2)d1^113d2^21 + (2 + 4a + 4a^2)d1^114d2^21 + (1 + 1a + 3a^2)d1^115d2^21 + (4 + 0a + 2a^2)d1^116d2^21 + (2 + 3a + 3a^2)d1^117d2^21 + (1 + 4a + 2a^2)d1^118d2^21 + (0 + 3a + 0a^2)d1^119d2^21 + (4 + 3a + 3a^2)d1^120d2^21 + (0 + 1a + 0a^2)d1^121d2^21 + (3 + 1a + 0a^2)d1^122d2^21 + (0 + 4a + 3a^2)d1^123d2^21 + (1 + 2a + 0a^2)d1^124d2^21 + (4 + 1a + 0a^2)d1^125d2^21 + (0 + 2a + 4a^2)d1^126d2^21 + (2 + 2a + 1a^2)d1^127d2^21 + (1 + 2a + 2a^2)d1^128d2^21 + (3 + 2a + 0a^2)d1^129d2^21 + (4 + 4a + 4a^2)d1^130d2^21 + (3 + 3a + 4a^2)d1^131d2^21 + (4 + 1a + 4a^2)d1^132d2^21 + (3 + 1a + 2a^2)d1^133d2^21 + (2 + 4a + 3a^2)d1^134d2^21 + (3 + 2a + 1a^2)d1^135d2^21 + (0 + 1a + 1a^2)d1^136d2^21 + (2 + 1a + 2a^2)d1^137d2^21 + (1 + 3a + 0a^2)d1^138d2^21 + (3 + 3a + 4a^2)d1^139d2^21 + (3 + 3a + 2a^2)d1^140d2^21 + (4 + 4a + 1a^2)d1^141d2^21 + (2 + 0a + 4a^2)d1^142d2^21 + (2 + 0a + 4a^2)d1^143d2^21 + (3 + 4a + 1a^2)d1^144d2^21 + (3 + 0a + 4a^2)d1^145d2^21 + (1 + 2a + 3a^2)d1^146d2^21 + (3 + 2a + 1a^2)d1^147d2^21 + (1 + 0a + 2a^2)d1^148d2^21 + (1 + 2a + 4a^2)d1^149d2^21 + (3 + 3a + 2a^2)d1^150d2^21 + (3 + 4a + 0a^2)d1^151d2^21 + (2 + 4a + 4a^2)d1^152d2^21 + (0 + 1a + 4a^2)d1^154d2^21 + (4 + 4a + 2a^2)d1^155d2^21 + (1 + 3a + 0a^2)d1^156d2^21 + (2 + 0a + 2a^2)d1^157d2^21 + (4 + 0a + 2a^2)d1^158d2^21 + (3 + 2a + 4a^2)d1^159d2^21 + (4 + 1a + 0a^2)d1^160d2^21 + (4 + 1a + 3a^2)d1^161d2^21 + (0 + 0a + 2a^2)d1^162d2^21 + (3 + 3a + 3a^2)d1^163d2^21 + (4 + 2a + 2a^2)d1^164d2^21 + (0 + 1a + 4a^2)d1^165d2^21 + (0 + 3a + 1a^2)d1^166d2^21 + (3 + 2a + 4a^2)d1^167d2^21 + (2 + 2a + 0a^2)d1^168d2^21 + (1 + 4a + 2a^2)d1^169d2^21 + (1 + 1a + 2a^2)d1^170d2^21 + (2 + 4a + 3a^2)d1^171d2^21 + (0 + 4a + 3a^2)d1^172d2^21 + (4 + 1a + 0a^2)d1^173d2^21 + (2 + 3a + 3a^2)d1^174d2^21 + (3 + 3a + 0a^2)d1^175d2^21 + (2 + 3a + 0a^2)d1^176d2^21 + (3 + 4a + 2a^2)d1^177d2^21 + (1 + 1a + 2a^2)d1^178d2^21 + (4 + 0a + 4a^2)d1^179d2^21 + (2 + 0a + 4a^2)d1^180d2^21 + (1 + 1a + 2a^2)d1^181d2^21 + (0 + 4a + 2a^2)d1^182d2^21 + (2 + 2a + 4a^2)d1^183d2^21 + (4 + 2a + 4a^2)d1^184d2^21 + (3 + 4a + 1a^2)d1^185d2^21 + (2 + 3a + 3a^2)d1^186d2^21 + (0 + 3a + 0a^2)d1^187d2^21 + (4 + 0a + 0a^2)d1^188d2^21 + (4 + 0a + 3a^2)d1^189d2^21 + (0 + 3a + 1a^2)d1^190d2^21 + (2 + 3a + 1a^2)d1^191d2^21 + (4 + 2a + 4a^2)d1^192d2^21 + (0 + 1a + 1a^2)d1^193d2^21 + (4 + 1a + 1a^2)d1^194d2^21 + (0 + 4a + 3a^2)d1^195d2^21 + (4 + 3a + 4a^2)d1^196d2^21 + (2 + 1a + 2a^2)d1^197d2^21 + (3 + 1a + 3a^2)d1^198d2^21 + (1 + 2a + 2a^2)d1^199d2^21 + (3 + 1a + 4a^2)d1^200d2^21 + (2 + 4a + 3a^2)d1^201d2^21 + (2 + 4a + 2a^2)d1^202d2^21 + (0 + 1a + 4a^2)d1^203d2^21 + (0 + 4a + 0a^2)d1^204d2^21 + (3 + 1a + 3a^2)d1^205d2^21 + (1 + 3a + 3a^2)d1^206d2^21 + (4 + 1a + 3a^2)d1^207d2^21 + (3 + 0a + 2a^2)d1^208d2^21 + (0 + 0a + 3a^2)d1^209d2^21 + (0 + 2a + 0a^2)d1^210d2^21 + (3 + 3a + 0a^2)d1^211d2^21 + (0 + 4a + 0a^2)d1^212d2^21 + (0 + 0a + 3a^2)d1^213d2^21 + (1 + 1a + 1a^2)d1^214d2^21 + (4 + 4a + 4a^2)d1^215d2^21 + (2 + 1a + 3a^2)d1^216d2^21 + (4 + 2a + 1a^2)d1^217d2^21 + (1 + 3a + 0a^2)d1^218d2^21 + (0 + 2a + 1a^2)d1^219d2^21 + (4 + 2a + 2a^2)d1^220d2^21 + (3 + 2a + 2a^2)d1^221d2^21 + (3 + 2a + 2a^2)d1^222d2^21 + (3 + 1a + 4a^2)d1^223d2^21 + (3 + 2a + 1a^2)d1^224d2^21 + (2 + 3a + 3a^2)d1^225d2^21 + (2 + 4a + 0a^2)d1^226d2^21 + (2 + 1a + 3a^2)d1^227d2^21 + (1 + 4a + 2a^2)d1^228d2^21 + (2 + 1a + 0a^2)d1^229d2^21 + (4 + 4a + 2a^2)d1^230d2^21 + (3 + 1a + 1a^2)d1^231d2^21 + (3 + 0a + 0a^2)d1^232d2^21 + (3 + 0a + 1a^2)d1^233d2^21 + (4 + 4a + 0a^2)d1^234d2^21 + (4 + 3a + 4a^2)d1^235d2^21 + (4 + 2a + 0a^2)d1^236d2^21 + (1 + 2a + 4a^2)d1^237d2^21 + (0 + 0a + 4a^2)d1^238d2^21 + (1 + 0a + 3a^2)d1^239d2^21 + (4 + 0a + 2a^2)d1^240d2^21 + (1 + 4a + 0a^2)d1^241d2^21 + (2 + 0a + 0a^2)d1^242d2^21 + (2 + 2a + 4a^2)d1^243d2^21 + (3 + 2a + 2a^2)d1^244d2^21 + (1 + 3a + 0a^2)d1^245d2^21 + (3 + 4a + 2a^2)d1^246d2^21 + (2 + 2a + 2a^2)d1^248d2^21 + (2 + 0a + 1a^2)d1^249d2^21 + (1 + 0a + 4a^2)d1^250d2^21 + (2 + 1a + 3a^2)d1^251d2^21 + (2 + 0a + 1a^2)d1^252d2^21 + (0 + 1a + 2a^2)d1^253d2^21 + (3 + 0a + 1a^2)d1^254d2^21 + (2 + 4a + 4a^2)d1^255d2^21 + (0 + 1a + 2a^2)d1^256d2^21 + (3 + 1a + 1a^2)d1^257d2^21 + (0 + 3a + 4a^2)d1^258d2^21 + (4 + 1a + 4a^2)d1^259d2^21 + (0 + 2a + 1a^2)d1^260d2^21 + (3 + 1a + 0a^2)d1^261d2^21 + (0 + 1a + 2a^2)d1^262d2^21 + (1 + 2a + 2a^2)d1^263d2^21 + (0 + 0a + 1a^2)d1^264d2^21 + (2 + 3a + 3a^2)d1^265d2^21 + (3 + 2a + 0a^2)d1^266d2^21 + (0 + 0a + 3a^2)d1^267d2^21 + (1 + 0a + 4a^2)d1^268d2^21 + (3 + 0a + 4a^2)d1^269d2^21 + (1 + 1a + 0a^2)d1^270d2^21 + (2 + 3a + 0a^2)d1^271d2^21 + (2 + 2a + 4a^2)d1^272d2^21 + (2 + 2a + 0a^2)d1^273d2^21 + (0 + 4a + 0a^2)d1^274d2^21 + (3 + 3a + 4a^2)d1^275d2^21 + (4 + 1a + 3a^2)d1^276d2^21 + (1 + 0a + 0a^2)d1^277d2^21 + (0 + 2a + 1a^2)d1^278d2^21 + (1 + 0a + 4a^2)d1^279d2^21 + (2 + 2a + 2a^2)d1^280d2^21 + (4 + 4a + 2a^2)d1^281d2^21 + (1 + 3a + 2a^2)d1^282d2^21 + (4 + 3a + 4a^2)d1^283d2^21 + (0 + 0a + 4a^2)d1^284d2^21 + (4 + 3a + 3a^2)d1^285d2^21 + (2 + 4a + 0a^2)d1^286d2^21 + (1 + 1a + 0a^2)d1^287d2^21 + (2 + 4a + 3a^2)d1^288d2^21 + (2 + 1a + 2a^2)d1^289d2^21 + (4 + 3a + 3a^2)d1^290d2^21 + (3 + 4a + 2a^2)d1^291d2^21 + (3 + 3a + 1a^2)d1^292d2^21 + (2 + 4a + 4a^2)d1^293d2^21 + (0 + 1a + 2a^2)d2^22 + (1 + 0a + 0a^2)d1^1d2^22 + (4 + 2a + 4a^2)d1^2d2^22 + (3 + 4a + 2a^2)d1^3d2^22 + (3 + 3a + 1a^2)d1^4d2^22 + (0 + 4a + 0a^2)d1^5d2^22 + (4 + 1a + 1a^2)d1^6d2^22 + (3 + 4a + 2a^2)d1^7d2^22 + (0 + 3a + 2a^2)d1^8d2^22 + (3 + 4a + 4a^2)d1^9d2^22 + (4 + 4a + 1a^2)d1^10d2^22 + (2 + 2a + 2a^2)d1^11d2^22 + (4 + 2a + 4a^2)d1^12d2^22 + (0 + 3a + 2a^2)d1^13d2^22 + (3 + 2a + 3a^2)d1^14d2^22 + (2 + 3a + 1a^2)d1^15d2^22 + (1 + 3a + 1a^2)d1^16d2^22 + (3 + 2a + 4a^2)d1^17d2^22 + (4 + 3a + 2a^2)d1^18d2^22 + (3 + 2a + 4a^2)d1^19d2^22 + (2 + 0a + 3a^2)d1^20d2^22 + (0 + 1a + 2a^2)d1^21d2^22 + (0 + 1a + 1a^2)d1^22d2^22 + (1 + 3a + 3a^2)d1^23d2^22 + (2 + 4a + 0a^2)d1^24d2^22 + (3 + 4a + 0a^2)d1^25d2^22 + (4 + 2a + 0a^2)d1^26d2^22 + (4 + 0a + 1a^2)d1^27d2^22 + (1 + 1a + 3a^2)d1^28d2^22 + (0 + 4a + 1a^2)d1^29d2^22 + (3 + 4a + 2a^2)d1^30d2^22 + (3 + 0a + 1a^2)d1^31d2^22 + (2 + 3a + 4a^2)d1^32d2^22 + (3 + 1a + 1a^2)d1^33d2^22 + (3 + 0a + 2a^2)d1^34d2^22 + (4 + 2a + 4a^2)d1^35d2^22 + (0 + 0a + 3a^2)d1^36d2^22 + (2 + 2a + 4a^2)d1^37d2^22 + (0 + 0a + 3a^2)d1^38d2^22 + (1 + 2a + 4a^2)d1^39d2^22 + (0 + 2a + 0a^2)d1^40d2^22 + (2 + 3a + 4a^2)d1^41d2^22 + (4 + 2a + 4a^2)d1^42d2^22 + (0 + 3a + 3a^2)d1^43d2^22 + (1 + 0a + 3a^2)d1^44d2^22 + (2 + 1a + 2a^2)d1^45d2^22 + (4 + 2a + 2a^2)d1^46d2^22 + (2 + 1a + 4a^2)d1^47d2^22 + (2 + 4a + 2a^2)d1^48d2^22 + (4 + 4a + 3a^2)d1^49d2^22 + (0 + 1a + 3a^2)d1^50d2^22 + (0 + 3a + 4a^2)d1^51d2^22 + (3 + 0a + 0a^2)d1^52d2^22 + (2 + 0a + 3a^2)d1^53d2^22 + (3 + 3a + 1a^2)d1^54d2^22 + (0 + 1a + 0a^2)d1^55d2^22 + (4 + 0a + 1a^2)d1^56d2^22 + (4 + 4a + 2a^2)d1^57d2^22 + (0 + 0a + 4a^2)d1^58d2^22 + (0 + 1a + 4a^2)d1^59d2^22 + (2 + 4a + 2a^2)d1^60d2^22 + (4 + 0a + 4a^2)d1^61d2^22 + (4 + 2a + 2a^2)d1^62d2^22 + (2 + 3a + 2a^2)d1^63d2^22 + (2 + 3a + 2a^2)d1^64d2^22 + (1 + 4a + 1a^2)d1^65d2^22 + (4 + 3a + 3a^2)d1^66d2^22 + (3 + 2a + 1a^2)d1^67d2^22 + (4 + 1a + 3a^2)d1^68d2^22 + (0 + 0a + 4a^2)d1^69d2^22 + (1 + 2a + 4a^2)d1^70d2^22 + (0 + 0a + 4a^2)d1^71d2^22 + (3 + 2a + 2a^2)d1^72d2^22 + (1 + 3a + 3a^2)d1^73d2^22 + (2 + 0a + 4a^2)d1^74d2^22 + (3 + 0a + 1a^2)d1^75d2^22 + (2 + 0a + 1a^2)d1^76d2^22 + (1 + 3a + 0a^2)d1^77d2^22 + (3 + 1a + 3a^2)d1^78d2^22 + (2 + 1a + 0a^2)d1^79d2^22 + (0 + 2a + 1a^2)d1^80d2^22 + (0 + 4a + 0a^2)d1^81d2^22 + (0 + 4a + 4a^2)d1^82d2^22 + (2 + 0a + 4a^2)d1^83d2^22 + (2 + 0a + 2a^2)d1^84d2^22 + (4 + 4a + 4a^2)d1^85d2^22 + (2 + 3a + 0a^2)d1^86d2^22 + (0 + 4a + 0a^2)d1^87d2^22 + (1 + 1a + 4a^2)d1^88d2^22 + (4 + 1a + 3a^2)d1^89d2^22 + (3 + 2a + 3a^2)d1^90d2^22 + (0 + 2a + 3a^2)d1^91d2^22 + (2 + 3a + 2a^2)d1^92d2^22 + (1 + 3a + 0a^2)d1^93d2^22 + (4 + 0a + 0a^2)d1^94d2^22 + (4 + 2a + 3a^2)d1^95d2^22 + (2 + 2a + 4a^2)d1^96d2^22 + (3 + 1a + 2a^2)d1^97d2^22 + (4 + 1a + 1a^2)d1^98d2^22 + (0 + 4a + 2a^2)d1^99d2^22 + (1 + 4a + 0a^2)d1^100d2^22 + (3 + 2a + 2a^2)d1^101d2^22 + (3 + 3a + 0a^2)d1^102d2^22 + (3 + 3a + 1a^2)d1^103d2^22 + (1 + 1a + 3a^2)d1^104d2^22 + (4 + 3a + 0a^2)d1^105d2^22 + (0 + 3a + 1a^2)d1^106d2^22 + (3 + 1a + 4a^2)d1^107d2^22 + (3 + 1a + 3a^2)d1^108d2^22 + (2 + 3a + 1a^2)d1^109d2^22 + (0 + 0a + 3a^2)d1^110d2^22 + (1 + 2a + 2a^2)d1^111d2^22 + (4 + 0a + 0a^2)d1^112d2^22 + (1 + 2a + 0a^2)d1^113d2^22 + (4 + 1a + 0a^2)d1^114d2^22 + (1 + 0a + 4a^2)d1^115d2^22 + (4 + 4a + 0a^2)d1^116d2^22 + (1 + 0a + 0a^2)d1^117d2^22 + (3 + 2a + 3a^2)d1^118d2^22 + (1 + 0a + 2a^2)d1^119d2^22 + (1 + 0a + 4a^2)d1^120d2^22 + (4 + 1a + 3a^2)d1^121d2^22 + (4 + 1a + 1a^2)d1^122d2^22 + (1 + 4a + 1a^2)d1^123d2^22 + (3 + 3a + 4a^2)d1^124d2^22 + (2 + 3a + 0a^2)d1^125d2^22 + (1 + 1a + 1a^2)d1^126d2^22 + (0 + 1a + 4a^2)d1^127d2^22 + (3 + 1a + 4a^2)d1^128d2^22 + (3 + 3a + 0a^2)d1^129d2^22 + (3 + 2a + 4a^2)d1^130d2^22 + (3 + 4a + 2a^2)d1^131d2^22 + (3 + 1a + 4a^2)d1^132d2^22 + (4 + 1a + 2a^2)d1^133d2^22 + (1 + 1a + 4a^2)d1^134d2^22 + (3 + 1a + 2a^2)d1^135d2^22 + (2 + 0a + 2a^2)d1^136d2^22 + (1 + 4a + 2a^2)d1^137d2^22 + (1 + 0a + 0a^2)d1^138d2^22 + (3 + 4a + 0a^2)d1^139d2^22 + (3 + 3a + 4a^2)d1^140d2^22 + (1 + 3a + 3a^2)d1^141d2^22 + (3 + 1a + 4a^2)d1^142d2^22 + (2 + 4a + 3a^2)d1^143d2^22 + (4 + 1a + 4a^2)d1^144d2^22 + (3 + 1a + 2a^2)d1^145d2^22 + (2 + 4a + 4a^2)d1^146d2^22 + (2 + 2a + 4a^2)d1^147d2^22 + (1 + 1a + 0a^2)d1^148d2^22 + (4 + 2a + 4a^2)d1^149d2^22 + (1 + 0a + 4a^2)d1^150d2^22 + (2 + 1a + 4a^2)d1^151d2^22 + (4 + 2a + 2a^2)d1^152d2^22 + (1 + 1a + 3a^2)d1^153d2^22 + (2 + 4a + 2a^2)d1^154d2^22 + (0 + 3a + 4a^2)d1^155d2^22 + (0 + 0a + 1a^2)d1^156d2^22 + (1 + 4a + 2a^2)d1^157d2^22 + (4 + 4a + 3a^2)d1^158d2^22 + (3 + 2a + 3a^2)d1^159d2^22 + (1 + 4a + 2a^2)d1^160d2^22 + (4 + 4a + 3a^2)d1^161d2^22 + (3 + 0a + 4a^2)d1^162d2^22 + (4 + 2a + 3a^2)d1^163d2^22 + (3 + 4a + 0a^2)d1^164d2^22 + (1 + 4a + 0a^2)d1^165d2^22 + (0 + 2a + 1a^2)d1^166d2^22 + (0 + 1a + 1a^2)d1^167d2^22 + (3 + 0a + 2a^2)d1^168d2^22 + (2 + 0a + 0a^2)d1^169d2^22 + (4 + 2a + 0a^2)d1^170d2^22 + (0 + 1a + 2a^2)d1^171d2^22 + (1 + 0a + 4a^2)d1^172d2^22 + (1 + 4a + 1a^2)d1^173d2^22 + (2 + 4a + 2a^2)d1^174d2^22 + (4 + 0a + 3a^2)d1^175d2^22 + (2 + 0a + 2a^2)d1^176d2^22 + (4 + 3a + 3a^2)d1^177d2^22 + (0 + 2a + 3a^2)d1^178d2^22 + (2 + 3a + 2a^2)d1^179d2^22 + (1 + 0a + 0a^2)d1^180d2^22 + (3 + 0a + 1a^2)d1^181d2^22 + (2 + 0a + 4a^2)d1^182d2^22 + (1 + 3a + 1a^2)d1^183d2^22 + (4 + 1a + 1a^2)d1^184d2^22 + (1 + 0a + 3a^2)d1^185d2^22 + (2 + 4a + 0a^2)d1^186d2^22 + (4 + 0a + 2a^2)d1^187d2^22 + (3 + 0a + 1a^2)d1^188d2^22 + (1 + 4a + 0a^2)d1^189d2^22 + (3 + 2a + 1a^2)d1^190d2^22 + (2 + 0a + 2a^2)d1^191d2^22 + (0 + 2a + 4a^2)d1^192d2^22 + (0 + 0a + 2a^2)d1^193d2^22 + (1 + 1a + 3a^2)d1^194d2^22 + (3 + 4a + 2a^2)d1^195d2^22 + (2 + 4a + 0a^2)d1^196d2^22 + (3 + 3a + 0a^2)d1^197d2^22 + (3 + 4a + 1a^2)d1^198d2^22 + (3 + 2a + 1a^2)d1^199d2^22 + (1 + 0a + 2a^2)d1^201d2^22 + (1 + 3a + 4a^2)d1^202d2^22 + (0 + 3a + 4a^2)d1^203d2^22 + (0 + 1a + 1a^2)d1^204d2^22 + (3 + 4a + 1a^2)d1^205d2^22 + (3 + 0a + 3a^2)d1^206d2^22 + (2 + 2a + 0a^2)d1^207d2^22 + (3 + 4a + 3a^2)d1^208d2^22 + (2 + 4a + 3a^2)d1^209d2^22 + (4 + 4a + 4a^2)d1^210d2^22 + (4 + 3a + 2a^2)d1^211d2^22 + (3 + 4a + 3a^2)d1^212d2^22 + (1 + 4a + 3a^2)d1^213d2^22 + (3 + 1a + 2a^2)d1^214d2^22 + (2 + 2a + 3a^2)d1^215d2^22 + (1 + 4a + 1a^2)d1^216d2^22 + (1 + 2a + 1a^2)d1^217d2^22 + (3 + 0a + 3a^2)d1^218d2^22 + (0 + 0a + 1a^2)d1^219d2^22 + (1 + 4a + 2a^2)d1^220d2^22 + (1 + 4a + 3a^2)d1^221d2^22 + (1 + 1a + 0a^2)d1^222d2^22 + (3 + 3a + 0a^2)d1^223d2^22 + (2 + 1a + 4a^2)d1^224d2^22 + (3 + 4a + 3a^2)d1^225d2^22 + (1 + 2a + 3a^2)d1^226d2^22 + (0 + 3a + 3a^2)d1^227d2^22 + (4 + 2a + 1a^2)d1^228d2^22 + (0 + 4a + 2a^2)d1^229d2^22 + (0 + 2a + 0a^2)d1^230d2^22 + (2 + 3a + 4a^2)d1^231d2^22 + (4 + 0a + 4a^2)d1^232d2^22 + (0 + 3a + 1a^2)d1^233d2^22 + (0 + 1a + 2a^2)d1^235d2^22 + (0 + 1a + 1a^2)d1^236d2^22 + (2 + 3a + 2a^2)d1^237d2^22 + (2 + 0a + 0a^2)d1^238d2^22 + (3 + 2a + 0a^2)d1^239d2^22 + (4 + 1a + 4a^2)d1^240d2^22 + (3 + 1a + 4a^2)d1^241d2^22 + (1 + 1a + 2a^2)d1^242d2^22 + (4 + 3a + 0a^2)d1^243d2^22 + (0 + 4a + 2a^2)d1^244d2^22 + (2 + 0a + 4a^2)d1^245d2^22 + (1 + 1a + 1a^2)d1^246d2^22 + (1 + 4a + 4a^2)d1^247d2^22 + (0 + 4a + 3a^2)d1^248d2^22 + (2 + 3a + 3a^2)d1^249d2^22 + (3 + 4a + 2a^2)d1^250d2^22 + (4 + 4a + 3a^2)d1^251d2^22 + (2 + 2a + 1a^2)d1^252d2^22 + (4 + 4a + 4a^2)d1^253d2^22 + (1 + 4a + 1a^2)d1^254d2^22 + (1 + 0a + 4a^2)d1^255d2^22 + (3 + 4a + 4a^2)d1^256d2^22 + (4 + 1a + 3a^2)d1^257d2^22 + (1 + 4a + 4a^2)d1^258d2^22 + (1 + 2a + 1a^2)d1^259d2^22 + (4 + 2a + 0a^2)d1^260d2^22 + (3 + 3a + 4a^2)d1^261d2^22 + (3 + 3a + 2a^2)d1^262d2^22 + (4 + 4a + 1a^2)d1^263d2^22 + (2 + 3a + 3a^2)d1^264d2^22 + (4 + 2a + 2a^2)d1^265d2^22 + (2 + 3a + 4a^2)d1^266d2^22 + (0 + 4a + 2a^2)d1^267d2^22 + (2 + 0a + 0a^2)d1^268d2^22 + (1 + 3a + 4a^2)d1^269d2^22 + (3 + 0a + 2a^2)d1^270d2^22 + (0 + 1a + 4a^2)d1^271d2^22 + (0 + 2a + 2a^2)d1^272d2^22 + (1 + 1a + 3a^2)d1^273d2^22 + (1 + 2a + 2a^2)d1^274d2^22 + (2 + 2a + 3a^2)d1^275d2^22 + (1 + 4a + 4a^2)d1^276d2^22 + (0 + 2a + 4a^2)d1^277d2^22 + (4 + 0a + 4a^2)d1^278d2^22 + (4 + 4a + 1a^2)d1^279d2^22 + (4 + 4a + 3a^2)d1^280d2^22 + (1 + 2a + 0a^2)d1^281d2^22 + (4 + 0a + 2a^2)d1^282d2^22 + (2 + 1a + 0a^2)d1^283d2^22 + (1 + 4a + 2a^2)d1^284d2^22 + (3 + 2a + 3a^2)d1^285d2^22 + (0 + 2a + 2a^2)d1^286d2^22 + (0 + 4a + 4a^2)d1^287d2^22 + (2 + 4a + 3a^2)d1^288d2^22 + (3 + 3a + 0a^2)d1^289d2^22 + (4 + 2a + 0a^2)d1^290d2^22 + (0 + 1a + 1a^2)d1^291d2^22 + (2 + 0a + 0a^2)d1^292d2^22 + (4 + 0a + 1a^2)d1^293d2^22 + (4 + 4a + 1a^2)d2^23 + (3 + 2a + 2a^2)d1^1d2^23 + (1 + 0a + 2a^2)d1^2d2^23 + (3 + 0a + 4a^2)d1^3d2^23 + (0 + 0a + 4a^2)d1^4d2^23 + (3 + 3a + 3a^2)d1^5d2^23 + (2 + 4a + 3a^2)d1^6d2^23 + (2 + 0a + 2a^2)d1^7d2^23 + (1 + 1a + 2a^2)d1^8d2^23 + (0 + 2a + 4a^2)d1^9d2^23 + (2 + 0a + 4a^2)d1^10d2^23 + (1 + 3a + 0a^2)d1^11d2^23 + (3 + 2a + 2a^2)d1^12d2^23 + (0 + 3a + 3a^2)d1^13d2^23 + (2 + 1a + 2a^2)d1^14d2^23 + (2 + 0a + 3a^2)d1^15d2^23 + (3 + 2a + 2a^2)d1^16d2^23 + (3 + 1a + 4a^2)d1^17d2^23 + (2 + 0a + 1a^2)d1^18d2^23 + (3 + 4a + 0a^2)d1^19d2^23 + (0 + 1a + 3a^2)d1^20d2^23 + (0 + 1a + 4a^2)d1^21d2^23 + (4 + 3a + 3a^2)d1^22d2^23 + (1 + 2a + 3a^2)d1^23d2^23 + (2 + 1a + 0a^2)d1^24d2^23 + (2 + 1a + 4a^2)d1^25d2^23 + (4 + 1a + 1a^2)d1^26d2^23 + (4 + 4a + 2a^2)d1^27d2^23 + (1 + 4a + 4a^2)d1^28d2^23 + (2 + 3a + 3a^2)d1^29d2^23 + (1 + 1a + 0a^2)d1^30d2^23 + (1 + 2a + 1a^2)d1^31d2^23 + (3 + 2a + 0a^2)d1^32d2^23 + (4 + 1a + 4a^2)d1^33d2^23 + (0 + 3a + 4a^2)d1^34d2^23 + (2 + 3a + 1a^2)d1^35d2^23 + (3 + 4a + 0a^2)d1^36d2^23 + (0 + 1a + 0a^2)d1^37d2^23 + (1 + 4a + 0a^2)d1^38d2^23 + (0 + 3a + 3a^2)d1^39d2^23 + (4 + 2a + 0a^2)d1^40d2^23 + (4 + 2a + 4a^2)d1^41d2^23 + (3 + 4a + 2a^2)d1^42d2^23 + (4 + 2a + 0a^2)d1^43d2^23 + (3 + 1a + 3a^2)d1^44d2^23 + (4 + 3a + 1a^2)d1^45d2^23 + (3 + 3a + 4a^2)d1^46d2^23 + (1 + 3a + 4a^2)d1^47d2^23 + (3 + 0a + 0a^2)d1^48d2^23 + (0 + 3a + 1a^2)d1^49d2^23 + (2 + 3a + 0a^2)d1^50d2^23 + (4 + 2a + 1a^2)d1^51d2^23 + (3 + 1a + 4a^2)d1^52d2^23 + (3 + 3a + 0a^2)d1^53d2^23 + (0 + 1a + 0a^2)d1^54d2^23 + (1 + 4a + 3a^2)d1^55d2^23 + (4 + 2a + 3a^2)d1^56d2^23 + (1 + 3a + 4a^2)d1^57d2^23 + (0 + 4a + 0a^2)d1^58d2^23 + (1 + 1a + 0a^2)d1^59d2^23 + (2 + 1a + 3a^2)d1^60d2^23 + (2 + 3a + 3a^2)d1^61d2^23 + (4 + 1a + 1a^2)d1^62d2^23 + (0 + 2a + 3a^2)d1^63d2^23 + (4 + 4a + 2a^2)d1^64d2^23 + (4 + 2a + 2a^2)d1^65d2^23 + (2 + 1a + 1a^2)d1^66d2^23 + (2 + 1a + 3a^2)d1^67d2^23 + (2 + 3a + 0a^2)d1^68d2^23 + (3 + 0a + 3a^2)d1^69d2^23 + (2 + 0a + 4a^2)d1^70d2^23 + (0 + 1a + 1a^2)d1^71d2^23 + (4 + 3a + 4a^2)d1^72d2^23 + (0 + 4a + 1a^2)d1^73d2^23 + (2 + 0a + 1a^2)d1^74d2^23 + (3 + 2a + 1a^2)d1^75d2^23 + (4 + 1a + 1a^2)d1^76d2^23 + (1 + 3a + 2a^2)d1^77d2^23 + (0 + 4a + 0a^2)d1^78d2^23 + (0 + 0a + 2a^2)d1^79d2^23 + (2 + 0a + 1a^2)d1^80d2^23 + (0 + 1a + 0a^2)d1^81d2^23 + (2 + 3a + 1a^2)d1^82d2^23 + (0 + 0a + 1a^2)d1^83d2^23 + (1 + 0a + 0a^2)d1^84d2^23 + (2 + 2a + 4a^2)d1^85d2^23 + (4 + 3a + 1a^2)d1^86d2^23 + (1 + 0a + 4a^2)d1^87d2^23 + (2 + 3a + 4a^2)d1^88d2^23 + (3 + 4a + 3a^2)d1^89d2^23 + (3 + 3a + 3a^2)d1^90d2^23 + (0 + 4a + 2a^2)d1^91d2^23 + (0 + 3a + 3a^2)d1^92d2^23 + (4 + 4a + 0a^2)d1^93d2^23 + (3 + 1a + 2a^2)d1^94d2^23 + (4 + 0a + 2a^2)d1^95d2^23 + (1 + 3a + 3a^2)d1^96d2^23 + (3 + 0a + 4a^2)d1^97d2^23 + (0 + 3a + 0a^2)d1^98d2^23 + (1 + 3a + 1a^2)d1^99d2^23 + (1 + 3a + 4a^2)d1^100d2^23 + (4 + 1a + 4a^2)d1^101d2^23 + (0 + 4a + 0a^2)d1^102d2^23 + (0 + 1a + 1a^2)d1^103d2^23 + (3 + 2a + 4a^2)d1^104d2^23 + (4 + 2a + 4a^2)d1^105d2^23 + (0 + 2a + 2a^2)d1^106d2^23 + (0 + 3a + 0a^2)d1^107d2^23 + (1 + 0a + 1a^2)d1^108d2^23 + (0 + 1a + 3a^2)d1^109d2^23 + (2 + 1a + 3a^2)d1^110d2^23 + (2 + 4a + 4a^2)d1^111d2^23 + (0 + 4a + 4a^2)d1^112d2^23 + (0 + 1a + 3a^2)d1^113d2^23 + (3 + 2a + 4a^2)d1^114d2^23 + (4 + 2a + 3a^2)d1^115d2^23 + (3 + 2a + 3a^2)d1^116d2^23 + (4 + 0a + 1a^2)d1^117d2^23 + (0 + 2a + 0a^2)d1^118d2^23 + (3 + 1a + 1a^2)d1^119d2^23 + (2 + 1a + 0a^2)d1^120d2^23 + (4 + 1a + 3a^2)d1^121d2^23 + (3 + 1a + 0a^2)d1^122d2^23 + (3 + 3a + 4a^2)d1^123d2^23 + (3 + 4a + 1a^2)d1^124d2^23 + (3 + 2a + 3a^2)d1^125d2^23 + (2 + 0a + 1a^2)d1^126d2^23 + (1 + 3a + 0a^2)d1^127d2^23 + (4 + 3a + 0a^2)d1^128d2^23 + (4 + 1a + 3a^2)d1^129d2^23 + (4 + 4a + 2a^2)d1^130d2^23 + (4 + 1a + 2a^2)d1^131d2^23 + (3 + 4a + 2a^2)d1^132d2^23 + (2 + 0a + 2a^2)d1^133d2^23 + (2 + 0a + 0a^2)d1^134d2^23 + (4 + 2a + 0a^2)d1^135d2^23 + (4 + 3a + 2a^2)d1^136d2^23 + (3 + 2a + 3a^2)d1^137d2^23 + (3 + 3a + 1a^2)d1^138d2^23 + (4 + 4a + 2a^2)d1^139d2^23 + (3 + 3a + 2a^2)d1^140d2^23 + (1 + 3a + 2a^2)d1^141d2^23 + (4 + 2a + 3a^2)d1^142d2^23 + (2 + 3a + 3a^2)d1^143d2^23 + (3 + 0a + 3a^2)d1^144d2^23 + (4 + 3a + 4a^2)d1^145d2^23 + (2 + 0a + 2a^2)d1^146d2^23 + (1 + 1a + 0a^2)d1^147d2^23 + (2 + 2a + 1a^2)d1^148d2^23 + (0 + 4a + 2a^2)d1^149d2^23 + (1 + 0a + 4a^2)d1^150d2^23 + (1 + 1a + 0a^2)d1^151d2^23 + (2 + 1a + 2a^2)d1^152d2^23 + (4 + 1a + 4a^2)d1^153d2^23 + (2 + 4a + 0a^2)d1^154d2^23 + (1 + 1a + 1a^2)d1^155d2^23 + (4 + 4a + 0a^2)d1^156d2^23 + (3 + 4a + 3a^2)d1^157d2^23 + (2 + 1a + 3a^2)d1^158d2^23 + (4 + 1a + 0a^2)d1^159d2^23 + (1 + 1a + 4a^2)d1^160d2^23 + (1 + 0a + 0a^2)d1^161d2^23 + (1 + 1a + 1a^2)d1^162d2^23 + (3 + 4a + 2a^2)d1^163d2^23 + (0 + 3a + 4a^2)d1^164d2^23 + (3 + 0a + 0a^2)d1^165d2^23 + (4 + 3a + 1a^2)d1^166d2^23 + (2 + 0a + 3a^2)d1^167d2^23 + (0 + 3a + 2a^2)d1^168d2^23 + (4 + 0a + 3a^2)d1^169d2^23 + (2 + 0a + 3a^2)d1^170d2^23 + (3 + 4a + 1a^2)d1^171d2^23 + (4 + 1a + 1a^2)d1^172d2^23 + (0 + 4a + 0a^2)d1^173d2^23 + (4 + 0a + 0a^2)d1^174d2^23 + (2 + 4a + 2a^2)d1^175d2^23 + (2 + 2a + 4a^2)d1^176d2^23 + (3 + 3a + 3a^2)d1^177d2^23 + (3 + 4a + 4a^2)d1^178d2^23 + (4 + 1a + 1a^2)d1^179d2^23 + (4 + 4a + 3a^2)d1^180d2^23 + (1 + 2a + 1a^2)d1^181d2^23 + (0 + 0a + 1a^2)d1^182d2^23 + (3 + 0a + 0a^2)d1^183d2^23 + (1 + 3a + 4a^2)d1^184d2^23 + (3 + 2a + 2a^2)d1^185d2^23 + (2 + 0a + 1a^2)d1^186d2^23 + (1 + 1a + 2a^2)d1^187d2^23 + (2 + 4a + 3a^2)d1^188d2^23 + (2 + 4a + 0a^2)d1^189d2^23 + (2 + 1a + 4a^2)d1^190d2^23 + (2 + 2a + 4a^2)d1^191d2^23 + (3 + 0a + 3a^2)d1^192d2^23 + (4 + 2a + 1a^2)d1^193d2^23 + (2 + 3a + 2a^2)d1^194d2^23 + (0 + 2a + 1a^2)d1^195d2^23 + (2 + 0a + 2a^2)d1^196d2^23 + (1 + 1a + 3a^2)d1^197d2^23 + (3 + 4a + 0a^2)d1^198d2^23 + (3 + 2a + 4a^2)d1^199d2^23 + (2 + 2a + 3a^2)d1^200d2^23 + (4 + 2a + 1a^2)d1^201d2^23 + (1 + 4a + 2a^2)d1^202d2^23 + (4 + 0a + 2a^2)d1^203d2^23 + (3 + 1a + 4a^2)d1^204d2^23 + (1 + 1a + 3a^2)d1^205d2^23 + (0 + 3a + 0a^2)d1^206d2^23 + (2 + 1a + 1a^2)d1^207d2^23 + (3 + 3a + 2a^2)d1^208d2^23 + (2 + 4a + 2a^2)d1^209d2^23 + (2 + 4a + 0a^2)d1^210d2^23 + (2 + 1a + 2a^2)d1^211d2^23 + (1 + 4a + 3a^2)d1^212d2^23 + (0 + 4a + 0a^2)d1^213d2^23 + (0 + 3a + 2a^2)d1^214d2^23 + (4 + 4a + 0a^2)d1^215d2^23 + (3 + 1a + 3a^2)d1^216d2^23 + (1 + 3a + 2a^2)d1^217d2^23 + (4 + 4a + 3a^2)d1^218d2^23 + (3 + 2a + 1a^2)d1^219d2^23 + (0 + 4a + 2a^2)d1^220d2^23 + (2 + 4a + 1a^2)d1^221d2^23 + (1 + 1a + 0a^2)d1^222d2^23 + (4 + 3a + 3a^2)d1^223d2^23 + (1 + 4a + 0a^2)d1^224d2^23 + (1 + 2a + 3a^2)d1^225d2^23 + (2 + 1a + 0a^2)d1^226d2^23 + (3 + 1a + 0a^2)d1^227d2^23 + (1 + 3a + 0a^2)d1^228d2^23 + (3 + 2a + 1a^2)d1^229d2^23 + (3 + 1a + 2a^2)d1^230d2^23 + (1 + 2a + 3a^2)d1^231d2^23 + (4 + 1a + 4a^2)d1^232d2^23 + (0 + 2a + 3a^2)d1^233d2^23 + (0 + 2a + 0a^2)d1^235d2^23 + (3 + 3a + 2a^2)d1^236d2^23 + (2 + 3a + 2a^2)d1^237d2^23 + (2 + 2a + 1a^2)d1^238d2^23 + (4 + 0a + 4a^2)d1^239d2^23 + (2 + 1a + 2a^2)d1^240d2^23 + (3 + 0a + 3a^2)d1^241d2^23 + (2 + 4a + 3a^2)d1^242d2^23 + (1 + 2a + 0a^2)d1^243d2^23 + (3 + 1a + 1a^2)d1^244d2^23 + (2 + 3a + 1a^2)d1^245d2^23 + (2 + 4a + 2a^2)d1^246d2^23 + (2 + 4a + 4a^2)d1^247d2^23 + (3 + 3a + 2a^2)d1^248d2^23 + (0 + 3a + 4a^2)d1^249d2^23 + (0 + 1a + 0a^2)d1^250d2^23 + (3 + 0a + 0a^2)d1^251d2^23 + (3 + 2a + 0a^2)d1^252d2^23 + (1 + 2a + 0a^2)d1^253d2^23 + (2 + 2a + 3a^2)d1^254d2^23 + (3 + 0a + 4a^2)d1^255d2^23 + (1 + 4a + 0a^2)d1^256d2^23 + (2 + 3a + 3a^2)d1^257d2^23 + (4 + 0a + 4a^2)d1^258d2^23 + (4 + 0a + 2a^2)d1^259d2^23 + (2 + 0a + 0a^2)d1^260d2^23 + (0 + 4a + 4a^2)d1^261d2^23 + (0 + 3a + 3a^2)d1^262d2^23 + (4 + 0a + 1a^2)d1^263d2^23 + (4 + 4a + 0a^2)d1^265d2^23 + (0 + 0a + 3a^2)d1^266d2^23 + (2 + 2a + 2a^2)d1^267d2^23 + (4 + 4a + 4a^2)d1^268d2^23 + (2 + 1a + 0a^2)d1^269d2^23 + (2 + 1a + 0a^2)d1^270d2^23 + (3 + 3a + 4a^2)d1^271d2^23 + (3 + 0a + 4a^2)d1^272d2^23 + (2 + 0a + 1a^2)d1^273d2^23 + (3 + 4a + 4a^2)d1^274d2^23 + (4 + 3a + 0a^2)d1^275d2^23 + (0 + 3a + 0a^2)d1^276d2^23 + (2 + 1a + 3a^2)d1^277d2^23 + (1 + 3a + 4a^2)d1^278d2^23 + (0 + 4a + 3a^2)d1^279d2^23 + (1 + 1a + 2a^2)d1^280d2^23 + (3 + 3a + 3a^2)d1^281d2^23 + (1 + 1a + 4a^2)d1^282d2^23 + (3 + 1a + 4a^2)d1^283d2^23 + (1 + 0a + 3a^2)d1^284d2^23 + (1 + 3a + 4a^2)d1^285d2^23 + (1 + 4a + 4a^2)d1^286d2^23 + (3 + 1a + 1a^2)d1^287d2^23 + (2 + 4a + 1a^2)d1^288d2^23 + (3 + 2a + 0a^2)d1^289d2^23 + (3 + 4a + 4a^2)d1^290d2^23 + (0 + 3a + 1a^2)d1^291d2^23 + (1 + 4a + 2a^2)d1^292d2^23 + (4 + 0a + 1a^2)d1^293d2^23 + (4 + 0a + 4a^2)d2^24 + (0 + 1a + 3a^2)d1^1d2^24 + (1 + 3a + 0a^2)d1^2d2^24 + (1 + 1a + 0a^2)d1^3d2^24 + (1 + 3a + 2a^2)d1^4d2^24 + (4 + 0a + 0a^2)d1^5d2^24 + (3 + 2a + 1a^2)d1^6d2^24 + (2 + 1a + 2a^2)d1^7d2^24 + (0 + 1a + 1a^2)d1^8d2^24 + (0 + 1a + 0a^2)d1^9d2^24 + (4 + 2a + 1a^2)d1^10d2^24 + (1 + 4a + 0a^2)d1^11d2^24 + (0 + 4a + 1a^2)d1^12d2^24 + (1 + 2a + 2a^2)d1^13d2^24 + (3 + 3a + 2a^2)d1^14d2^24 + (1 + 2a + 2a^2)d1^15d2^24 + (4 + 0a + 2a^2)d1^16d2^24 + (2 + 2a + 3a^2)d1^17d2^24 + (1 + 4a + 1a^2)d1^18d2^24 + (0 + 4a + 4a^2)d1^19d2^24 + (4 + 2a + 0a^2)d1^20d2^24 + (3 + 3a + 2a^2)d1^21d2^24 + (4 + 1a + 3a^2)d1^22d2^24 + (3 + 0a + 2a^2)d1^23d2^24 + (0 + 4a + 3a^2)d1^24d2^24 + (0 + 2a + 0a^2)d1^25d2^24 + (0 + 1a + 2a^2)d1^26d2^24 + (3 + 1a + 4a^2)d1^27d2^24 + (0 + 2a + 3a^2)d1^28d2^24 + (0 + 2a + 1a^2)d1^29d2^24 + (0 + 0a + 3a^2)d1^30d2^24 + (4 + 4a + 4a^2)d1^31d2^24 + (2 + 4a + 1a^2)d1^32d2^24 + (2 + 4a + 3a^2)d1^33d2^24 + (1 + 2a + 4a^2)d1^34d2^24 + (4 + 4a + 2a^2)d1^35d2^24 + (2 + 1a + 3a^2)d1^36d2^24 + (4 + 1a + 1a^2)d1^37d2^24 + (0 + 2a + 0a^2)d1^38d2^24 + (0 + 3a + 4a^2)d1^39d2^24 + (4 + 1a + 1a^2)d1^40d2^24 + (3 + 0a + 0a^2)d1^41d2^24 + (2 + 2a + 0a^2)d1^42d2^24 + (3 + 3a + 0a^2)d1^43d2^24 + (4 + 2a + 1a^2)d1^44d2^24 + (2 + 4a + 2a^2)d1^45d2^24 + (3 + 1a + 4a^2)d1^46d2^24 + (2 + 4a + 0a^2)d1^47d2^24 + (4 + 4a + 1a^2)d1^48d2^24 + (0 + 0a + 1a^2)d1^49d2^24 + (4 + 3a + 1a^2)d1^50d2^24 + (0 + 0a + 4a^2)d1^51d2^24 + (4 + 2a + 2a^2)d1^52d2^24 + (1 + 3a + 0a^2)d1^53d2^24 + (0 + 3a + 3a^2)d1^54d2^24 + (4 + 0a + 4a^2)d1^55d2^24 + (3 + 0a + 1a^2)d1^56d2^24 + (1 + 4a + 1a^2)d1^57d2^24 + (4 + 2a + 3a^2)d1^58d2^24 + (2 + 1a + 4a^2)d1^59d2^24 + (3 + 3a + 3a^2)d1^60d2^24 + (1 + 3a + 2a^2)d1^61d2^24 + (2 + 0a + 2a^2)d1^62d2^24 + (2 + 2a + 4a^2)d1^63d2^24 + (4 + 0a + 1a^2)d1^64d2^24 + (1 + 0a + 4a^2)d1^65d2^24 + (1 + 4a + 3a^2)d1^66d2^24 + (1 + 3a + 4a^2)d1^67d2^24 + (3 + 3a + 4a^2)d1^68d2^24 + (1 + 3a + 4a^2)d1^69d2^24 + (1 + 3a + 1a^2)d1^70d2^24 + (3 + 3a + 2a^2)d1^71d2^24 + (3 + 1a + 1a^2)d1^72d2^24 + (1 + 0a + 3a^2)d1^73d2^24 + (0 + 1a + 4a^2)d1^74d2^24 + (1 + 1a + 2a^2)d1^75d2^24 + (4 + 0a + 0a^2)d1^76d2^24 + (0 + 2a + 2a^2)d1^77d2^24 + (1 + 0a + 0a^2)d1^78d2^24 + (4 + 1a + 2a^2)d1^79d2^24 + (1 + 0a + 3a^2)d1^80d2^24 + (4 + 4a + 1a^2)d1^81d2^24 + (3 + 2a + 0a^2)d1^82d2^24 + (0 + 1a + 4a^2)d1^83d2^24 + (3 + 4a + 4a^2)d1^84d2^24 + (0 + 2a + 3a^2)d1^85d2^24 + (4 + 3a + 0a^2)d1^86d2^24 + (4 + 3a + 2a^2)d1^87d2^24 + (3 + 2a + 1a^2)d1^88d2^24 + (3 + 0a + 0a^2)d1^89d2^24 + (3 + 1a + 4a^2)d1^90d2^24 + (0 + 4a + 1a^2)d1^91d2^24 + (4 + 4a + 1a^2)d1^92d2^24 + (3 + 2a + 4a^2)d1^93d2^24 + (4 + 1a + 0a^2)d1^94d2^24 + (4 + 2a + 4a^2)d1^95d2^24 + (2 + 4a + 4a^2)d1^96d2^24 + (0 + 1a + 1a^2)d1^97d2^24 + (4 + 3a + 4a^2)d1^98d2^24 + (2 + 0a + 2a^2)d1^99d2^24 + (1 + 3a + 2a^2)d1^100d2^24 + (4 + 3a + 4a^2)d1^101d2^24 + (1 + 3a + 3a^2)d1^102d2^24 + (0 + 1a + 2a^2)d1^103d2^24 + (1 + 3a + 0a^2)d1^104d2^24 + (3 + 0a + 1a^2)d1^105d2^24 + (1 + 3a + 4a^2)d1^106d2^24 + (0 + 2a + 3a^2)d1^107d2^24 + (0 + 1a + 0a^2)d1^108d2^24 + (3 + 3a + 0a^2)d1^109d2^24 + (0 + 2a + 2a^2)d1^110d2^24 + (4 + 1a + 4a^2)d1^111d2^24 + (2 + 1a + 0a^2)d1^112d2^24 + (4 + 4a + 2a^2)d1^113d2^24 + (2 + 3a + 3a^2)d1^114d2^24 + (2 + 1a + 3a^2)d1^116d2^24 + (1 + 0a + 1a^2)d1^117d2^24 + (4 + 3a + 3a^2)d1^118d2^24 + (2 + 2a + 4a^2)d1^119d2^24 + (0 + 3a + 1a^2)d1^120d2^24 + (3 + 1a + 0a^2)d1^121d2^24 + (0 + 4a + 4a^2)d1^122d2^24 + (2 + 0a + 1a^2)d1^123d2^24 + (2 + 1a + 3a^2)d1^124d2^24 + (4 + 4a + 2a^2)d1^125d2^24 + (0 + 3a + 2a^2)d1^126d2^24 + (3 + 0a + 1a^2)d1^127d2^24 + (1 + 3a + 1a^2)d1^128d2^24 + (3 + 0a + 3a^2)d1^129d2^24 + (4 + 1a + 0a^2)d1^130d2^24 + (3 + 1a + 4a^2)d1^131d2^24 + (2 + 4a + 2a^2)d1^132d2^24 + (1 + 2a + 1a^2)d1^133d2^24 + (0 + 2a + 2a^2)d1^134d2^24 + (3 + 2a + 0a^2)d1^135d2^24 + (0 + 0a + 1a^2)d1^136d2^24 + (1 + 3a + 0a^2)d1^137d2^24 + (0 + 1a + 3a^2)d1^138d2^24 + (2 + 0a + 2a^2)d1^139d2^24 + (3 + 0a + 2a^2)d1^140d2^24 + (0 + 4a + 0a^2)d1^142d2^24 + (4 + 4a + 1a^2)d1^143d2^24 + (2 + 0a + 0a^2)d1^144d2^24 + (0 + 2a + 3a^2)d1^145d2^24 + (2 + 4a + 1a^2)d1^146d2^24 + (3 + 2a + 2a^2)d1^147d2^24 + (1 + 4a + 2a^2)d1^148d2^24 + (1 + 1a + 2a^2)d1^149d2^24 + (4 + 0a + 0a^2)d1^150d2^24 + (2 + 0a + 1a^2)d1^151d2^24 + (4 + 4a + 0a^2)d1^152d2^24 + (4 + 1a + 0a^2)d1^153d2^24 + (3 + 1a + 3a^2)d1^154d2^24 + (3 + 2a + 1a^2)d1^155d2^24 + (3 + 4a + 3a^2)d1^156d2^24 + (2 + 3a + 4a^2)d1^157d2^24 + (2 + 1a + 0a^2)d1^158d2^24 + (3 + 1a + 2a^2)d1^159d2^24 + (4 + 4a + 3a^2)d1^160d2^24 + (3 + 3a + 4a^2)d1^161d2^24 + (4 + 0a + 3a^2)d1^162d2^24 + (1 + 4a + 1a^2)d1^163d2^24 + (2 + 3a + 0a^2)d1^164d2^24 + (0 + 1a + 1a^2)d1^165d2^24 + (4 + 2a + 1a^2)d1^166d2^24 + (4 + 3a + 1a^2)d1^167d2^24 + (3 + 2a + 2a^2)d1^168d2^24 + (2 + 3a + 1a^2)d1^169d2^24 + (4 + 1a + 2a^2)d1^170d2^24 + (3 + 0a + 2a^2)d1^171d2^24 + (2 + 0a + 4a^2)d1^172d2^24 + (2 + 2a + 3a^2)d1^173d2^24 + (1 + 4a + 0a^2)d1^174d2^24 + (4 + 3a + 2a^2)d1^175d2^24 + (3 + 2a + 3a^2)d1^176d2^24 + (1 + 2a + 4a^2)d1^177d2^24 + (2 + 2a + 4a^2)d1^178d2^24 + (1 + 0a + 1a^2)d1^179d2^24 + (4 + 4a + 0a^2)d1^180d2^24 + (1 + 0a + 0a^2)d1^181d2^24 + (4 + 0a + 0a^2)d1^182d2^24 + (0 + 3a + 2a^2)d1^183d2^24 + (0 + 2a + 2a^2)d1^184d2^24 + (2 + 0a + 1a^2)d1^185d2^24 + (2 + 4a + 4a^2)d1^186d2^24 + (1 + 3a + 3a^2)d1^187d2^24 + (2 + 4a + 2a^2)d1^188d2^24 + (1 + 2a + 1a^2)d1^189d2^24 + (4 + 4a + 2a^2)d1^190d2^24 + (4 + 4a + 3a^2)d1^191d2^24 + (3 + 1a + 1a^2)d1^192d2^24 + (1 + 3a + 0a^2)d1^193d2^24 + (0 + 3a + 1a^2)d1^194d2^24 + (4 + 4a + 4a^2)d1^195d2^24 + (3 + 3a + 2a^2)d1^196d2^24 + (2 + 2a + 3a^2)d1^197d2^24 + (1 + 2a + 1a^2)d1^198d2^24 + (0 + 1a + 3a^2)d1^199d2^24 + (4 + 0a + 4a^2)d1^200d2^24 + (1 + 3a + 4a^2)d1^201d2^24 + (2 + 0a + 2a^2)d1^202d2^24 + (4 + 3a + 0a^2)d1^203d2^24 + (3 + 4a + 3a^2)d1^204d2^24 + (3 + 4a + 2a^2)d1^205d2^24 + (2 + 1a + 1a^2)d1^206d2^24 + (1 + 0a + 1a^2)d1^207d2^24 + (1 + 2a + 4a^2)d1^208d2^24 + (4 + 3a + 2a^2)d1^209d2^24 + (0 + 2a + 3a^2)d1^210d2^24 + (3 + 0a + 3a^2)d1^211d2^24 + (1 + 3a + 0a^2)d1^212d2^24 + (1 + 4a + 0a^2)d1^213d2^24 + (0 + 3a + 2a^2)d1^214d2^24 + (0 + 0a + 1a^2)d1^215d2^24 + (0 + 2a + 2a^2)d1^216d2^24 + (4 + 3a + 1a^2)d1^217d2^24 + (2 + 1a + 2a^2)d1^218d2^24 + (0 + 3a + 2a^2)d1^219d2^24 + (3 + 0a + 1a^2)d1^220d2^24 + (0 + 3a + 0a^2)d1^221d2^24 + (2 + 2a + 1a^2)d1^222d2^24 + (4 + 3a + 3a^2)d1^223d2^24 + (4 + 2a + 3a^2)d1^224d2^24 + (3 + 2a + 3a^2)d1^225d2^24 + (3 + 4a + 1a^2)d1^226d2^24 + (0 + 4a + 4a^2)d1^227d2^24 + (4 + 4a + 3a^2)d1^228d2^24 + (0 + 1a + 2a^2)d1^229d2^24 + (2 + 0a + 2a^2)d1^230d2^24 + (2 + 4a + 0a^2)d1^231d2^24 + (3 + 3a + 1a^2)d1^232d2^24 + (3 + 0a + 1a^2)d1^233d2^24 + (2 + 2a + 3a^2)d1^234d2^24 + (3 + 2a + 0a^2)d1^235d2^24 + (2 + 4a + 4a^2)d1^236d2^24 + (4 + 2a + 4a^2)d1^237d2^24 + (4 + 1a + 2a^2)d1^238d2^24 + (4 + 1a + 3a^2)d1^239d2^24 + (1 + 2a + 3a^2)d1^240d2^24 + (1 + 4a + 4a^2)d1^241d2^24 + (4 + 2a + 3a^2)d1^242d2^24 + (4 + 1a + 2a^2)d1^243d2^24 + (1 + 1a + 4a^2)d1^244d2^24 + (3 + 3a + 0a^2)d1^245d2^24 + (3 + 2a + 4a^2)d1^246d2^24 + (4 + 2a + 2a^2)d1^247d2^24 + (2 + 1a + 0a^2)d1^248d2^24 + (0 + 1a + 4a^2)d1^249d2^24 + (2 + 3a + 1a^2)d1^250d2^24 + (4 + 4a + 4a^2)d1^251d2^24 + (4 + 2a + 1a^2)d1^252d2^24 + (3 + 1a + 3a^2)d1^253d2^24 + (2 + 2a + 2a^2)d1^254d2^24 + (3 + 3a + 0a^2)d1^255d2^24 + (1 + 1a + 4a^2)d1^256d2^24 + (4 + 0a + 3a^2)d1^257d2^24 + (4 + 0a + 4a^2)d1^258d2^24 + (3 + 1a + 0a^2)d1^259d2^24 + (0 + 3a + 0a^2)d1^260d2^24 + (2 + 3a + 3a^2)d1^261d2^24 + (2 + 4a + 1a^2)d1^262d2^24 + (1 + 3a + 1a^2)d1^263d2^24 + (1 + 4a + 2a^2)d1^264d2^24 + (2 + 4a + 4a^2)d1^265d2^24 + (2 + 2a + 1a^2)d1^266d2^24 + (1 + 4a + 3a^2)d1^267d2^24 + (3 + 4a + 4a^2)d1^268d2^24 + (3 + 1a + 4a^2)d1^269d2^24 + (4 + 1a + 3a^2)d1^270d2^24 + (3 + 4a + 2a^2)d1^271d2^24 + (3 + 3a + 0a^2)d1^272d2^24 + (4 + 2a + 0a^2)d1^273d2^24 + (3 + 0a + 2a^2)d1^274d2^24 + (1 + 3a + 1a^2)d1^275d2^24 + (0 + 3a + 1a^2)d1^276d2^24 + (2 + 2a + 3a^2)d1^277d2^24 + (1 + 4a + 3a^2)d1^278d2^24 + (2 + 3a + 3a^2)d1^279d2^24 + (4 + 0a + 2a^2)d1^281d2^24 + (3 + 2a + 0a^2)d1^282d2^24 + (3 + 2a + 1a^2)d1^283d2^24 + (3 + 1a + 4a^2)d1^284d2^24 + (1 + 4a + 0a^2)d1^285d2^24 + (0 + 3a + 2a^2)d1^286d2^24 + (3 + 2a + 0a^2)d1^287d2^24 + (0 + 1a + 3a^2)d1^288d2^24 + (4 + 2a + 0a^2)d1^289d2^24 + (4 + 2a + 4a^2)d1^290d2^24 + (4 + 4a + 2a^2)d1^291d2^24 + (2 + 3a + 1a^2)d1^292d2^24 + (2 + 3a + 2a^2)d1^293d2^24 + (0 + 2a + 2a^2)d2^25 + (1 + 2a + 1a^2)d1^1d2^25 + (0 + 4a + 3a^2)d1^2d2^25 + (2 + 2a + 3a^2)d1^3d2^25 + (4 + 0a + 3a^2)d1^4d2^25 + (1 + 3a + 3a^2)d1^5d2^25 + (3 + 0a + 0a^2)d1^6d2^25 + (4 + 3a + 4a^2)d1^7d2^25 + (4 + 3a + 1a^2)d1^8d2^25 + (2 + 2a + 4a^2)d1^9d2^25 + (1 + 3a + 0a^2)d1^10d2^25 + (0 + 4a + 4a^2)d1^11d2^25 + (4 + 2a + 3a^2)d1^12d2^25 + (2 + 4a + 1a^2)d1^13d2^25 + (0 + 0a + 4a^2)d1^14d2^25 + (3 + 3a + 0a^2)d1^15d2^25 + (2 + 1a + 4a^2)d1^16d2^25 + (0 + 3a + 0a^2)d1^17d2^25 + (3 + 4a + 0a^2)d1^18d2^25 + (0 + 3a + 4a^2)d1^19d2^25 + (4 + 1a + 4a^2)d1^20d2^25 + (4 + 0a + 1a^2)d1^21d2^25 + (3 + 2a + 0a^2)d1^22d2^25 + (4 + 4a + 3a^2)d1^23d2^25 + (3 + 2a + 2a^2)d1^24d2^25 + (1 + 1a + 2a^2)d1^25d2^25 + (0 + 3a + 3a^2)d1^26d2^25 + (1 + 1a + 1a^2)d1^27d2^25 + (3 + 0a + 0a^2)d1^28d2^25 + (0 + 0a + 1a^2)d1^29d2^25 + (1 + 4a + 3a^2)d1^30d2^25 + (2 + 4a + 0a^2)d1^31d2^25 + (2 + 0a + 0a^2)d1^32d2^25 + (1 + 3a + 3a^2)d1^33d2^25 + (4 + 0a + 1a^2)d1^34d2^25 + (2 + 2a + 3a^2)d1^35d2^25 + (4 + 3a + 2a^2)d1^36d2^25 + (3 + 0a + 1a^2)d1^37d2^25 + (0 + 3a + 2a^2)d1^38d2^25 + (4 + 0a + 1a^2)d1^39d2^25 + (0 + 1a + 4a^2)d1^40d2^25 + (4 + 2a + 3a^2)d1^41d2^25 + (1 + 1a + 2a^2)d1^42d2^25 + (3 + 2a + 2a^2)d1^43d2^25 + (2 + 2a + 0a^2)d1^44d2^25 + (0 + 2a + 0a^2)d1^45d2^25 + (3 + 0a + 4a^2)d1^46d2^25 + (0 + 0a + 1a^2)d1^47d2^25 + (4 + 0a + 3a^2)d1^48d2^25 + (4 + 2a + 0a^2)d1^49d2^25 + (0 + 0a + 3a^2)d1^50d2^25 + (2 + 2a + 2a^2)d1^51d2^25 + (3 + 3a + 1a^2)d1^52d2^25 + (0 + 3a + 2a^2)d1^53d2^25 + (4 + 1a + 2a^2)d1^54d2^25 + (4 + 0a + 2a^2)d1^55d2^25 + (3 + 4a + 3a^2)d1^56d2^25 + (4 + 1a + 0a^2)d1^57d2^25 + (1 + 3a + 3a^2)d1^58d2^25 + (3 + 4a + 1a^2)d1^59d2^25 + (4 + 2a + 2a^2)d1^60d2^25 + (4 + 0a + 0a^2)d1^61d2^25 + (2 + 0a + 4a^2)d1^62d2^25 + (1 + 2a + 1a^2)d1^63d2^25 + (4 + 1a + 1a^2)d1^64d2^25 + (4 + 3a + 2a^2)d1^65d2^25 + (4 + 2a + 4a^2)d1^66d2^25 + (0 + 3a + 2a^2)d1^67d2^25 + (1 + 1a + 1a^2)d1^68d2^25 + (0 + 3a + 3a^2)d1^69d2^25 + (2 + 3a + 1a^2)d1^70d2^25 + (3 + 1a + 3a^2)d1^71d2^25 + (3 + 4a + 3a^2)d1^72d2^25 + (1 + 4a + 4a^2)d1^73d2^25 + (1 + 1a + 2a^2)d1^74d2^25 + (0 + 1a + 4a^2)d1^75d2^25 + (0 + 3a + 3a^2)d1^76d2^25 + (0 + 4a + 3a^2)d1^77d2^25 + (4 + 3a + 2a^2)d1^78d2^25 + (2 + 3a + 1a^2)d1^79d2^25 + (4 + 3a + 4a^2)d1^80d2^25 + (1 + 2a + 1a^2)d1^81d2^25 + (0 + 4a + 0a^2)d1^82d2^25 + (2 + 2a + 3a^2)d1^83d2^25 + (0 + 4a + 3a^2)d1^84d2^25 + (0 + 1a + 0a^2)d1^85d2^25 + (1 + 0a + 2a^2)d1^86d2^25 + (0 + 2a + 1a^2)d1^87d2^25 + (1 + 1a + 0a^2)d1^88d2^25 + (4 + 4a + 0a^2)d1^89d2^25 + (4 + 2a + 0a^2)d1^90d2^25 + (2 + 3a + 3a^2)d1^91d2^25 + (1 + 0a + 4a^2)d1^92d2^25 + (4 + 4a + 4a^2)d1^93d2^25 + (2 + 1a + 4a^2)d1^94d2^25 + (3 + 4a + 3a^2)d1^95d2^25 + (0 + 0a + 4a^2)d1^96d2^25 + (3 + 4a + 2a^2)d1^97d2^25 + (3 + 4a + 1a^2)d1^98d2^25 + (2 + 1a + 2a^2)d1^99d2^25 + (1 + 2a + 3a^2)d1^100d2^25 + (2 + 1a + 1a^2)d1^101d2^25 + (2 + 2a + 1a^2)d1^102d2^25 + (1 + 3a + 0a^2)d1^103d2^25 + (2 + 4a + 0a^2)d1^104d2^25 + (4 + 3a + 3a^2)d1^105d2^25 + (1 + 4a + 3a^2)d1^106d2^25 + (0 + 4a + 0a^2)d1^107d2^25 + (2 + 0a + 2a^2)d1^108d2^25 + (3 + 0a + 1a^2)d1^109d2^25 + (2 + 4a + 4a^2)d1^110d2^25 + (0 + 4a + 4a^2)d1^111d2^25 + (4 + 4a + 2a^2)d1^112d2^25 + (0 + 4a + 2a^2)d1^113d2^25 + (1 + 3a + 3a^2)d1^114d2^25 + (2 + 2a + 2a^2)d1^115d2^25 + (4 + 3a + 4a^2)d1^116d2^25 + (2 + 2a + 1a^2)d1^117d2^25 + (4 + 2a + 3a^2)d1^118d2^25 + (0 + 4a + 1a^2)d1^119d2^25 + (2 + 4a + 4a^2)d1^120d2^25 + (2 + 4a + 1a^2)d1^121d2^25 + (0 + 2a + 1a^2)d1^122d2^25 + (1 + 4a + 2a^2)d1^123d2^25 + (0 + 1a + 4a^2)d1^124d2^25 + (2 + 2a + 0a^2)d1^125d2^25 + (0 + 3a + 0a^2)d1^126d2^25 + (4 + 0a + 0a^2)d1^127d2^25 + (3 + 0a + 2a^2)d1^128d2^25 + (2 + 2a + 2a^2)d1^129d2^25 + (1 + 2a + 2a^2)d1^130d2^25 + (2 + 1a + 1a^2)d1^131d2^25 + (1 + 0a + 2a^2)d1^132d2^25 + (0 + 2a + 2a^2)d1^133d2^25 + (4 + 1a + 0a^2)d1^134d2^25 + (2 + 4a + 3a^2)d1^135d2^25 + (2 + 4a + 4a^2)d1^136d2^25 + (1 + 2a + 4a^2)d1^137d2^25 + (4 + 0a + 2a^2)d1^138d2^25 + (2 + 0a + 0a^2)d1^139d2^25 + (1 + 0a + 4a^2)d1^140d2^25 + (3 + 2a + 3a^2)d1^141d2^25 + (3 + 1a + 0a^2)d1^142d2^25 + (2 + 1a + 0a^2)d1^143d2^25 + (3 + 1a + 1a^2)d1^144d2^25 + (0 + 3a + 0a^2)d1^145d2^25 + (1 + 3a + 1a^2)d1^146d2^25 + (3 + 4a + 1a^2)d1^147d2^25 + (3 + 4a + 0a^2)d1^148d2^25 + (0 + 0a + 2a^2)d1^149d2^25 + (0 + 3a + 2a^2)d1^150d2^25 + (3 + 1a + 4a^2)d1^151d2^25 + (1 + 4a + 1a^2)d1^152d2^25 + (0 + 4a + 4a^2)d1^153d2^25 + (0 + 4a + 0a^2)d1^154d2^25 + (4 + 0a + 3a^2)d1^155d2^25 + (1 + 2a + 3a^2)d1^156d2^25 + (3 + 2a + 0a^2)d1^157d2^25 + (2 + 1a + 0a^2)d1^158d2^25 + (1 + 1a + 3a^2)d1^159d2^25 + (4 + 2a + 3a^2)d1^160d2^25 + (3 + 1a + 3a^2)d1^161d2^25 + (2 + 2a + 4a^2)d1^162d2^25 + (4 + 1a + 1a^2)d1^163d2^25 + (1 + 0a + 1a^2)d1^164d2^25 + (3 + 3a + 0a^2)d1^165d2^25 + (0 + 4a + 1a^2)d1^166d2^25 + (0 + 1a + 0a^2)d1^167d2^25 + (1 + 4a + 4a^2)d1^169d2^25 + (0 + 2a + 2a^2)d1^170d2^25 + (1 + 1a + 2a^2)d1^171d2^25 + (0 + 0a + 2a^2)d1^172d2^25 + (3 + 2a + 3a^2)d1^173d2^25 + (2 + 2a + 2a^2)d1^174d2^25 + (2 + 1a + 1a^2)d1^175d2^25 + (4 + 1a + 2a^2)d1^176d2^25 + (3 + 2a + 4a^2)d1^177d2^25 + (2 + 4a + 2a^2)d1^178d2^25 + (0 + 4a + 2a^2)d1^179d2^25 + (1 + 4a + 1a^2)d1^180d2^25 + (1 + 2a + 4a^2)d1^181d2^25 + (1 + 1a + 4a^2)d1^182d2^25 + (1 + 2a + 3a^2)d1^183d2^25 + (0 + 4a + 4a^2)d1^184d2^25 + (0 + 1a + 0a^2)d1^185d2^25 + (1 + 3a + 3a^2)d1^186d2^25 + (0 + 0a + 1a^2)d1^187d2^25 + (2 + 4a + 3a^2)d1^188d2^25 + (2 + 2a + 0a^2)d1^189d2^25 + (3 + 2a + 3a^2)d1^190d2^25 + (4 + 1a + 4a^2)d1^191d2^25 + (2 + 3a + 3a^2)d1^192d2^25 + (2 + 2a + 2a^2)d1^193d2^25 + (3 + 1a + 2a^2)d1^194d2^25 + (1 + 4a + 1a^2)d1^195d2^25 + (4 + 2a + 0a^2)d1^196d2^25 + (3 + 4a + 4a^2)d1^197d2^25 + (1 + 3a + 1a^2)d1^198d2^25 + (1 + 1a + 1a^2)d1^199d2^25 + (0 + 2a + 0a^2)d1^200d2^25 + (4 + 3a + 0a^2)d1^201d2^25 + (0 + 3a + 4a^2)d1^202d2^25 + (0 + 0a + 3a^2)d1^203d2^25 + (1 + 3a + 3a^2)d1^204d2^25 + (1 + 4a + 3a^2)d1^205d2^25 + (4 + 2a + 0a^2)d1^206d2^25 + (1 + 4a + 4a^2)d1^207d2^25 + (3 + 4a + 2a^2)d1^208d2^25 + (3 + 4a + 0a^2)d1^209d2^25 + (4 + 1a + 1a^2)d1^210d2^25 + (3 + 0a + 4a^2)d1^211d2^25 + (3 + 2a + 1a^2)d1^212d2^25 + (1 + 3a + 3a^2)d1^213d2^25 + (2 + 4a + 0a^2)d1^214d2^25 + (4 + 2a + 3a^2)d1^215d2^25 + (0 + 3a + 1a^2)d1^216d2^25 + (1 + 2a + 2a^2)d1^217d2^25 + (1 + 3a + 0a^2)d1^218d2^25 + (4 + 3a + 3a^2)d1^219d2^25 + (3 + 2a + 2a^2)d1^220d2^25 + (0 + 2a + 4a^2)d1^221d2^25 + (3 + 4a + 3a^2)d1^222d2^25 + (3 + 3a + 1a^2)d1^224d2^25 + (1 + 4a + 2a^2)d1^225d2^25 + (0 + 3a + 3a^2)d1^226d2^25 + (1 + 3a + 2a^2)d1^227d2^25 + (2 + 2a + 3a^2)d1^228d2^25 + (3 + 3a + 1a^2)d1^229d2^25 + (1 + 0a + 3a^2)d1^230d2^25 + (2 + 4a + 4a^2)d1^231d2^25 + (0 + 2a + 1a^2)d1^232d2^25 + (2 + 4a + 1a^2)d1^233d2^25 + (2 + 1a + 3a^2)d1^234d2^25 + (3 + 2a + 1a^2)d1^235d2^25 + (3 + 4a + 4a^2)d1^236d2^25 + (3 + 3a + 0a^2)d1^237d2^25 + (2 + 3a + 0a^2)d1^238d2^25 + (3 + 4a + 2a^2)d1^239d2^25 + (0 + 1a + 1a^2)d1^240d2^25 + (4 + 4a + 3a^2)d1^241d2^25 + (0 + 0a + 1a^2)d1^242d2^25 + (0 + 1a + 3a^2)d1^243d2^25 + (0 + 2a + 0a^2)d1^244d2^25 + (0 + 1a + 4a^2)d1^245d2^25 + (0 + 1a + 4a^2)d1^246d2^25 + (1 + 4a + 1a^2)d1^247d2^25 + (4 + 0a + 2a^2)d1^248d2^25 + (1 + 3a + 4a^2)d1^250d2^25 + (3 + 0a + 2a^2)d1^251d2^25 + (1 + 0a + 4a^2)d1^252d2^25 + (2 + 3a + 2a^2)d1^253d2^25 + (2 + 1a + 3a^2)d1^254d2^25 + (4 + 1a + 0a^2)d1^255d2^25 + (2 + 0a + 0a^2)d1^256d2^25 + (1 + 4a + 2a^2)d1^257d2^25 + (3 + 3a + 3a^2)d1^258d2^25 + (2 + 0a + 1a^2)d1^259d2^25 + (1 + 3a + 4a^2)d1^261d2^25 + (1 + 0a + 3a^2)d1^262d2^25 + (3 + 3a + 1a^2)d1^263d2^25 + (3 + 4a + 3a^2)d1^264d2^25 + (4 + 3a + 2a^2)d1^265d2^25 + (4 + 1a + 4a^2)d1^266d2^25 + (3 + 2a + 4a^2)d1^267d2^25 + (2 + 3a + 2a^2)d1^268d2^25 + (4 + 0a + 4a^2)d1^269d2^25 + (2 + 4a + 1a^2)d1^270d2^25 + (3 + 2a + 2a^2)d1^271d2^25 + (2 + 4a + 4a^2)d1^272d2^25 + (3 + 3a + 4a^2)d1^273d2^25 + (4 + 1a + 3a^2)d1^274d2^25 + (0 + 3a + 0a^2)d1^275d2^25 + (1 + 1a + 1a^2)d1^276d2^25 + (2 + 1a + 0a^2)d1^277d2^25 + (1 + 2a + 0a^2)d1^278d2^25 + (2 + 2a + 3a^2)d1^279d2^25 + (0 + 3a + 3a^2)d1^280d2^25 + (2 + 2a + 1a^2)d1^281d2^25 + (4 + 2a + 0a^2)d1^282d2^25 + (0 + 0a + 3a^2)d1^283d2^25 + (4 + 4a + 0a^2)d1^284d2^25 + (2 + 3a + 0a^2)d1^285d2^25 + (1 + 4a + 4a^2)d1^286d2^25 + (2 + 4a + 3a^2)d1^287d2^25 + (4 + 1a + 0a^2)d1^288d2^25 + (0 + 4a + 3a^2)d1^289d2^25 + (0 + 3a + 2a^2)d1^290d2^25 + (2 + 2a + 2a^2)d1^291d2^25 + (2 + 3a + 1a^2)d1^292d2^25 + (0 + 2a + 2a^2)d1^293d2^25 + (2 + 0a + 4a^2)d2^26 + (0 + 3a + 3a^2)d1^1d2^26 + (2 + 0a + 1a^2)d1^2d2^26 + (1 + 1a + 2a^2)d1^3d2^26 + (1 + 1a + 2a^2)d1^4d2^26 + (1 + 1a + 3a^2)d1^5d2^26 + (4 + 1a + 0a^2)d1^6d2^26 + (4 + 3a + 2a^2)d1^7d2^26 + (3 + 4a + 4a^2)d1^8d2^26 + (2 + 2a + 0a^2)d1^9d2^26 + (4 + 0a + 3a^2)d1^10d2^26 + (1 + 0a + 3a^2)d1^11d2^26 + (3 + 4a + 2a^2)d1^12d2^26 + (1 + 4a + 0a^2)d1^13d2^26 + (4 + 1a + 4a^2)d1^14d2^26 + (3 + 2a + 3a^2)d1^15d2^26 + (2 + 2a + 0a^2)d1^16d2^26 + (2 + 2a + 4a^2)d1^17d2^26 + (1 + 3a + 1a^2)d1^18d2^26 + (1 + 1a + 3a^2)d1^19d2^26 + (4 + 2a + 2a^2)d1^20d2^26 + (1 + 1a + 0a^2)d1^21d2^26 + (3 + 4a + 3a^2)d1^22d2^26 + (0 + 0a + 4a^2)d1^23d2^26 + (3 + 0a + 3a^2)d1^24d2^26 + (1 + 0a + 1a^2)d1^25d2^26 + (4 + 1a + 4a^2)d1^26d2^26 + (1 + 3a + 1a^2)d1^27d2^26 + (2 + 0a + 0a^2)d1^28d2^26 + (4 + 3a + 0a^2)d1^30d2^26 + (4 + 3a + 1a^2)d1^31d2^26 + (4 + 4a + 3a^2)d1^32d2^26 + (0 + 4a + 4a^2)d1^33d2^26 + (0 + 1a + 3a^2)d1^34d2^26 + (4 + 0a + 1a^2)d1^35d2^26 + (1 + 4a + 1a^2)d1^36d2^26 + (3 + 1a + 2a^2)d1^37d2^26 + (0 + 0a + 2a^2)d1^39d2^26 + (1 + 4a + 2a^2)d1^40d2^26 + (1 + 2a + 2a^2)d1^41d2^26 + (0 + 3a + 3a^2)d1^42d2^26 + (1 + 4a + 4a^2)d1^43d2^26 + (1 + 1a + 2a^2)d1^44d2^26 + (3 + 0a + 0a^2)d1^45d2^26 + (4 + 1a + 4a^2)d1^46d2^26 + (1 + 4a + 4a^2)d1^47d2^26 + (1 + 2a + 4a^2)d1^48d2^26 + (1 + 3a + 2a^2)d1^49d2^26 + (1 + 1a + 3a^2)d1^50d2^26 + (3 + 0a + 1a^2)d1^51d2^26 + (1 + 0a + 0a^2)d1^52d2^26 + (0 + 2a + 2a^2)d1^53d2^26 + (4 + 3a + 4a^2)d1^54d2^26 + (0 + 3a + 4a^2)d1^55d2^26 + (1 + 0a + 1a^2)d1^56d2^26 + (4 + 1a + 0a^2)d1^57d2^26 + (4 + 4a + 3a^2)d1^58d2^26 + (2 + 4a + 3a^2)d1^59d2^26 + (4 + 0a + 4a^2)d1^60d2^26 + (3 + 1a + 4a^2)d1^61d2^26 + (3 + 0a + 4a^2)d1^62d2^26 + (2 + 4a + 2a^2)d1^63d2^26 + (0 + 4a + 0a^2)d1^65d2^26 + (1 + 0a + 2a^2)d1^66d2^26 + (1 + 2a + 1a^2)d1^67d2^26 + (0 + 2a + 3a^2)d1^68d2^26 + (2 + 0a + 4a^2)d1^69d2^26 + (1 + 4a + 2a^2)d1^70d2^26 + (1 + 4a + 3a^2)d1^71d2^26 + (1 + 3a + 4a^2)d1^72d2^26 + (1 + 0a + 4a^2)d1^73d2^26 + (3 + 3a + 1a^2)d1^74d2^26 + (3 + 1a + 1a^2)d1^75d2^26 + (0 + 0a + 1a^2)d1^76d2^26 + (1 + 4a + 2a^2)d1^77d2^26 + (1 + 0a + 4a^2)d1^78d2^26 + (3 + 2a + 1a^2)d1^79d2^26 + (2 + 3a + 0a^2)d1^80d2^26 + (3 + 3a + 2a^2)d1^81d2^26 + (2 + 2a + 0a^2)d1^82d2^26 + (0 + 0a + 2a^2)d1^83d2^26 + (4 + 4a + 0a^2)d1^84d2^26 + (3 + 4a + 4a^2)d1^85d2^26 + (3 + 3a + 0a^2)d1^86d2^26 + (1 + 1a + 3a^2)d1^87d2^26 + (1 + 4a + 2a^2)d1^88d2^26 + (3 + 2a + 0a^2)d1^89d2^26 + (4 + 2a + 4a^2)d1^90d2^26 + (1 + 1a + 0a^2)d1^91d2^26 + (3 + 0a + 2a^2)d1^92d2^26 + (4 + 1a + 2a^2)d1^93d2^26 + (1 + 3a + 0a^2)d1^94d2^26 + (3 + 3a + 3a^2)d1^95d2^26 + (3 + 1a + 3a^2)d1^96d2^26 + (3 + 4a + 4a^2)d1^97d2^26 + (0 + 2a + 3a^2)d1^98d2^26 + (2 + 1a + 1a^2)d1^99d2^26 + (1 + 0a + 2a^2)d1^100d2^26 + (4 + 2a + 3a^2)d1^101d2^26 + (3 + 2a + 3a^2)d1^102d2^26 + (0 + 3a + 3a^2)d1^103d2^26 + (4 + 3a + 3a^2)d1^104d2^26 + (0 + 0a + 3a^2)d1^105d2^26 + (4 + 2a + 3a^2)d1^106d2^26 + (4 + 2a + 2a^2)d1^107d2^26 + (0 + 3a + 3a^2)d1^108d2^26 + (2 + 3a + 0a^2)d1^109d2^26 + (1 + 2a + 1a^2)d1^110d2^26 + (3 + 2a + 4a^2)d1^111d2^26 + (0 + 1a + 2a^2)d1^112d2^26 + (0 + 1a + 2a^2)d1^113d2^26 + (4 + 3a + 4a^2)d1^114d2^26 + (2 + 1a + 4a^2)d1^115d2^26 + (1 + 2a + 0a^2)d1^116d2^26 + (0 + 4a + 4a^2)d1^117d2^26 + (0 + 3a + 2a^2)d1^118d2^26 + (3 + 1a + 2a^2)d1^119d2^26 + (4 + 2a + 1a^2)d1^120d2^26 + (4 + 4a + 4a^2)d1^121d2^26 + (3 + 2a + 3a^2)d1^122d2^26 + (4 + 4a + 1a^2)d1^123d2^26 + (3 + 0a + 1a^2)d1^124d2^26 + (3 + 1a + 1a^2)d1^125d2^26 + (2 + 0a + 0a^2)d1^126d2^26 + (4 + 1a + 3a^2)d1^127d2^26 + (3 + 4a + 2a^2)d1^128d2^26 + (1 + 3a + 3a^2)d1^129d2^26 + (3 + 1a + 0a^2)d1^130d2^26 + (2 + 1a + 3a^2)d1^131d2^26 + (3 + 3a + 1a^2)d1^132d2^26 + (4 + 3a + 4a^2)d1^133d2^26 + (0 + 0a + 3a^2)d1^134d2^26 + (4 + 2a + 1a^2)d1^135d2^26 + (4 + 0a + 4a^2)d1^136d2^26 + (0 + 3a + 1a^2)d1^137d2^26 + (1 + 3a + 3a^2)d1^138d2^26 + (3 + 0a + 0a^2)d1^139d2^26 + (0 + 2a + 2a^2)d1^140d2^26 + (2 + 4a + 0a^2)d1^141d2^26 + (1 + 4a + 0a^2)d1^142d2^26 + (1 + 4a + 1a^2)d1^143d2^26 + (4 + 1a + 1a^2)d1^144d2^26 + (2 + 3a + 4a^2)d1^145d2^26 + (3 + 3a + 3a^2)d1^146d2^26 + (2 + 4a + 3a^2)d1^147d2^26 + (1 + 3a + 4a^2)d1^148d2^26 + (1 + 4a + 2a^2)d1^149d2^26 + (2 + 2a + 3a^2)d1^150d2^26 + (1 + 4a + 2a^2)d1^151d2^26 + (1 + 4a + 4a^2)d1^152d2^26 + (0 + 4a + 1a^2)d1^153d2^26 + (1 + 2a + 2a^2)d1^154d2^26 + (3 + 3a + 4a^2)d1^155d2^26 + (3 + 3a + 0a^2)d1^156d2^26 + (2 + 0a + 1a^2)d1^157d2^26 + (0 + 0a + 2a^2)d1^158d2^26 + (1 + 2a + 1a^2)d1^159d2^26 + (4 + 4a + 2a^2)d1^160d2^26 + (4 + 3a + 1a^2)d1^161d2^26 + (4 + 3a + 0a^2)d1^162d2^26 + (1 + 2a + 3a^2)d1^163d2^26 + (4 + 2a + 4a^2)d1^164d2^26 + (3 + 3a + 1a^2)d1^165d2^26 + (0 + 0a + 3a^2)d1^166d2^26 + (0 + 0a + 3a^2)d1^167d2^26 + (3 + 0a + 2a^2)d1^168d2^26 + (2 + 3a + 3a^2)d1^169d2^26 + (1 + 2a + 4a^2)d1^170d2^26 + (1 + 2a + 1a^2)d1^171d2^26 + (4 + 2a + 0a^2)d1^172d2^26 + (4 + 1a + 3a^2)d1^173d2^26 + (0 + 3a + 4a^2)d1^174d2^26 + (3 + 4a + 3a^2)d1^175d2^26 + (3 + 2a + 3a^2)d1^176d2^26 + (4 + 2a + 1a^2)d1^177d2^26 + (2 + 4a + 4a^2)d1^178d2^26 + (0 + 1a + 3a^2)d1^179d2^26 + (3 + 3a + 0a^2)d1^180d2^26 + (4 + 1a + 3a^2)d1^181d2^26 + (1 + 1a + 1a^2)d1^182d2^26 + (4 + 3a + 1a^2)d1^183d2^26 + (1 + 1a + 2a^2)d1^184d2^26 + (1 + 0a + 1a^2)d1^185d2^26 + (2 + 0a + 2a^2)d1^186d2^26 + (2 + 2a + 2a^2)d1^187d2^26 + (0 + 4a + 4a^2)d1^188d2^26 + (0 + 1a + 3a^2)d1^189d2^26 + (4 + 3a + 2a^2)d1^190d2^26 + (1 + 3a + 1a^2)d1^191d2^26 + (1 + 2a + 3a^2)d1^192d2^26 + (1 + 3a + 0a^2)d1^193d2^26 + (2 + 4a + 1a^2)d1^194d2^26 + (1 + 3a + 0a^2)d1^195d2^26 + (0 + 3a + 2a^2)d1^196d2^26 + (3 + 3a + 4a^2)d1^197d2^26 + (3 + 0a + 2a^2)d1^198d2^26 + (0 + 1a + 2a^2)d1^199d2^26 + (1 + 0a + 1a^2)d1^200d2^26 + (3 + 2a + 2a^2)d1^201d2^26 + (2 + 2a + 2a^2)d1^202d2^26 + (1 + 0a + 2a^2)d1^203d2^26 + (2 + 1a + 0a^2)d1^204d2^26 + (0 + 2a + 0a^2)d1^205d2^26 + (1 + 4a + 1a^2)d1^206d2^26 + (4 + 1a + 1a^2)d1^207d2^26 + (4 + 1a + 4a^2)d1^208d2^26 + (2 + 1a + 1a^2)d1^209d2^26 + (4 + 2a + 1a^2)d1^210d2^26 + (1 + 0a + 2a^2)d1^211d2^26 + (4 + 0a + 1a^2)d1^212d2^26 + (2 + 2a + 0a^2)d1^213d2^26 + (4 + 1a + 2a^2)d1^214d2^26 + (2 + 3a + 4a^2)d1^215d2^26 + (1 + 0a + 2a^2)d1^216d2^26 + (0 + 2a + 0a^2)d1^217d2^26 + (2 + 0a + 3a^2)d1^218d2^26 + (4 + 1a + 4a^2)d1^219d2^26 + (4 + 4a + 1a^2)d1^220d2^26 + (4 + 3a + 0a^2)d1^221d2^26 + (4 + 1a + 0a^2)d1^222d2^26 + (4 + 2a + 4a^2)d1^223d2^26 + (1 + 4a + 1a^2)d1^224d2^26 + (3 + 0a + 1a^2)d1^225d2^26 + (0 + 0a + 4a^2)d1^226d2^26 + (4 + 2a + 1a^2)d1^227d2^26 + (0 + 0a + 1a^2)d1^228d2^26 + (4 + 2a + 2a^2)d1^229d2^26 + (3 + 4a + 2a^2)d1^230d2^26 + (4 + 0a + 1a^2)d1^231d2^26 + (0 + 1a + 3a^2)d1^232d2^26 + (1 + 4a + 3a^2)d1^233d2^26 + (1 + 2a + 2a^2)d1^234d2^26 + (3 + 2a + 3a^2)d1^235d2^26 + (2 + 2a + 4a^2)d1^236d2^26 + (4 + 3a + 1a^2)d1^237d2^26 + (0 + 3a + 0a^2)d1^238d2^26 + (2 + 3a + 1a^2)d1^239d2^26 + (0 + 1a + 3a^2)d1^240d2^26 + (1 + 4a + 3a^2)d1^241d2^26 + (0 + 0a + 1a^2)d1^242d2^26 + (2 + 4a + 2a^2)d1^243d2^26 + (1 + 3a + 2a^2)d1^244d2^26 + (4 + 3a + 1a^2)d1^245d2^26 + (4 + 0a + 4a^2)d1^246d2^26 + (1 + 3a + 4a^2)d1^247d2^26 + (0 + 1a + 3a^2)d1^248d2^26 + (1 + 3a + 0a^2)d1^249d2^26 + (0 + 3a + 2a^2)d1^250d2^26 + (0 + 0a + 4a^2)d1^251d2^26 + (1 + 4a + 0a^2)d1^252d2^26 + (0 + 3a + 2a^2)d1^253d2^26 + (0 + 3a + 3a^2)d1^254d2^26 + (0 + 0a + 4a^2)d1^255d2^26 + (1 + 3a + 3a^2)d1^256d2^26 + (0 + 4a + 1a^2)d1^257d2^26 + (3 + 1a + 1a^2)d1^258d2^26 + (0 + 1a + 0a^2)d1^259d2^26 + (4 + 4a + 1a^2)d1^260d2^26 + (1 + 3a + 3a^2)d1^261d2^26 + (0 + 1a + 2a^2)d1^262d2^26 + (2 + 3a + 0a^2)d1^263d2^26 + (1 + 0a + 1a^2)d1^264d2^26 + (1 + 3a + 0a^2)d1^265d2^26 + (0 + 2a + 4a^2)d1^266d2^26 + (2 + 0a + 1a^2)d1^267d2^26 + (4 + 2a + 1a^2)d1^268d2^26 + (3 + 3a + 2a^2)d1^269d2^26 + (3 + 0a + 2a^2)d1^270d2^26 + (1 + 4a + 2a^2)d1^271d2^26 + (0 + 3a + 4a^2)d1^272d2^26 + (4 + 0a + 0a^2)d1^273d2^26 + (0 + 3a + 3a^2)d1^274d2^26 + (1 + 2a + 0a^2)d1^275d2^26 + (2 + 1a + 2a^2)d1^276d2^26 + (1 + 2a + 3a^2)d1^277d2^26 + (2 + 2a + 2a^2)d1^278d2^26 + (1 + 1a + 3a^2)d1^279d2^26 + (3 + 2a + 3a^2)d1^280d2^26 + (1 + 1a + 4a^2)d1^281d2^26 + (1 + 2a + 4a^2)d1^282d2^26 + (2 + 1a + 2a^2)d1^283d2^26 + (3 + 1a + 3a^2)d1^284d2^26 + (2 + 2a + 0a^2)d1^285d2^26 + (0 + 2a + 2a^2)d1^286d2^26 + (1 + 1a + 0a^2)d1^287d2^26 + (3 + 2a + 1a^2)d1^288d2^26 + (1 + 0a + 1a^2)d1^289d2^26 + (1 + 1a + 4a^2)d1^290d2^26 + (0 + 0a + 1a^2)d1^291d2^26 + (0 + 0a + 1a^2)d1^292d2^26 + (3 + 0a + 3a^2)d1^293d2^26 + (2 + 3a + 2a^2)d2^27 + (4 + 4a + 4a^2)d1^1d2^27 + (0 + 0a + 2a^2)d1^2d2^27 + (0 + 1a + 2a^2)d1^3d2^27 + (0 + 3a + 3a^2)d1^4d2^27 + (4 + 0a + 0a^2)d1^5d2^27 + (1 + 1a + 4a^2)d1^6d2^27 + (4 + 4a + 4a^2)d1^7d2^27 + (2 + 0a + 0a^2)d1^8d2^27 + (0 + 4a + 2a^2)d1^9d2^27 + (4 + 0a + 1a^2)d1^10d2^27 + (2 + 4a + 2a^2)d1^11d2^27 + (3 + 2a + 2a^2)d1^12d2^27 + (0 + 1a + 0a^2)d1^13d2^27 + (1 + 4a + 4a^2)d1^14d2^27 + (3 + 3a + 2a^2)d1^15d2^27 + (0 + 4a + 3a^2)d1^16d2^27 + (2 + 3a + 2a^2)d1^17d2^27 + (0 + 1a + 3a^2)d1^18d2^27 + (0 + 3a + 4a^2)d1^19d2^27 + (3 + 2a + 2a^2)d1^20d2^27 + (4 + 0a + 3a^2)d1^21d2^27 + (1 + 4a + 3a^2)d1^22d2^27 + (0 + 0a + 2a^2)d1^23d2^27 + (0 + 4a + 0a^2)d1^24d2^27 + (4 + 3a + 0a^2)d1^25d2^27 + (4 + 4a + 2a^2)d1^26d2^27 + (1 + 0a + 4a^2)d1^27d2^27 + (2 + 3a + 3a^2)d1^28d2^27 + (0 + 2a + 3a^2)d1^29d2^27 + (2 + 1a + 1a^2)d1^30d2^27 + (3 + 3a + 0a^2)d1^31d2^27 + (4 + 3a + 3a^2)d1^32d2^27 + (4 + 4a + 3a^2)d1^33d2^27 + (2 + 3a + 3a^2)d1^34d2^27 + (3 + 3a + 0a^2)d1^35d2^27 + (4 + 2a + 0a^2)d1^36d2^27 + (2 + 4a + 0a^2)d1^37d2^27 + (3 + 4a + 0a^2)d1^38d2^27 + (3 + 2a + 2a^2)d1^39d2^27 + (1 + 3a + 3a^2)d1^40d2^27 + (1 + 2a + 4a^2)d1^41d2^27 + (4 + 0a + 3a^2)d1^42d2^27 + (4 + 0a + 1a^2)d1^43d2^27 + (1 + 1a + 4a^2)d1^44d2^27 + (1 + 0a + 4a^2)d1^45d2^27 + (3 + 0a + 4a^2)d1^46d2^27 + (3 + 2a + 4a^2)d1^47d2^27 + (3 + 2a + 0a^2)d1^48d2^27 + (4 + 1a + 4a^2)d1^49d2^27 + (3 + 4a + 0a^2)d1^50d2^27 + (4 + 0a + 0a^2)d1^51d2^27 + (3 + 0a + 0a^2)d1^52d2^27 + (2 + 3a + 4a^2)d1^54d2^27 + (3 + 1a + 1a^2)d1^55d2^27 + (1 + 0a + 4a^2)d1^56d2^27 + (0 + 2a + 1a^2)d1^57d2^27 + (3 + 1a + 1a^2)d1^58d2^27 + (2 + 1a + 4a^2)d1^59d2^27 + (4 + 1a + 0a^2)d1^60d2^27 + (3 + 4a + 1a^2)d1^61d2^27 + (2 + 2a + 1a^2)d1^62d2^27 + (0 + 2a + 3a^2)d1^63d2^27 + (2 + 4a + 4a^2)d1^64d2^27 + (0 + 0a + 1a^2)d1^65d2^27 + (0 + 4a + 1a^2)d1^66d2^27 + (0 + 1a + 3a^2)d1^67d2^27 + (0 + 1a + 4a^2)d1^68d2^27 + (4 + 0a + 1a^2)d1^69d2^27 + (4 + 3a + 2a^2)d1^70d2^27 + (0 + 4a + 3a^2)d1^71d2^27 + (2 + 3a + 3a^2)d1^72d2^27 + (4 + 4a + 0a^2)d1^73d2^27 + (2 + 3a + 3a^2)d1^74d2^27 + (0 + 3a + 1a^2)d1^75d2^27 + (0 + 1a + 4a^2)d1^76d2^27 + (3 + 2a + 3a^2)d1^77d2^27 + (4 + 1a + 1a^2)d1^78d2^27 + (1 + 4a + 3a^2)d1^79d2^27 + (2 + 0a + 4a^2)d1^80d2^27 + (0 + 1a + 2a^2)d1^81d2^27 + (0 + 2a + 4a^2)d1^82d2^27 + (2 + 1a + 1a^2)d1^83d2^27 + (1 + 0a + 1a^2)d1^84d2^27 + (1 + 4a + 2a^2)d1^85d2^27 + (2 + 1a + 1a^2)d1^86d2^27 + (2 + 0a + 1a^2)d1^87d2^27 + (1 + 4a + 4a^2)d1^88d2^27 + (0 + 4a + 2a^2)d1^89d2^27 + (1 + 4a + 4a^2)d1^90d2^27 + (4 + 4a + 2a^2)d1^91d2^27 + (1 + 1a + 2a^2)d1^93d2^27 + (2 + 2a + 3a^2)d1^94d2^27 + (4 + 3a + 1a^2)d1^95d2^27 + (0 + 3a + 2a^2)d1^96d2^27 + (1 + 0a + 2a^2)d1^97d2^27 + (0 + 3a + 0a^2)d1^98d2^27 + (0 + 3a + 1a^2)d1^99d2^27 + (4 + 1a + 1a^2)d1^100d2^27 + (1 + 1a + 4a^2)d1^101d2^27 + (3 + 0a + 3a^2)d1^102d2^27 + (2 + 4a + 3a^2)d1^103d2^27 + (1 + 1a + 4a^2)d1^104d2^27 + (0 + 0a + 1a^2)d1^105d2^27 + (4 + 3a + 1a^2)d1^106d2^27 + (2 + 1a + 2a^2)d1^107d2^27 + (3 + 4a + 1a^2)d1^108d2^27 + (2 + 4a + 4a^2)d1^109d2^27 + (2 + 2a + 4a^2)d1^110d2^27 + (4 + 0a + 2a^2)d1^111d2^27 + (2 + 4a + 1a^2)d1^112d2^27 + (1 + 1a + 2a^2)d1^113d2^27 + (0 + 0a + 2a^2)d1^114d2^27 + (2 + 0a + 4a^2)d1^115d2^27 + (0 + 1a + 1a^2)d1^116d2^27 + (0 + 4a + 3a^2)d1^117d2^27 + (4 + 0a + 2a^2)d1^118d2^27 + (1 + 0a + 3a^2)d1^119d2^27 + (2 + 2a + 0a^2)d1^120d2^27 + (1 + 1a + 2a^2)d1^121d2^27 + (2 + 1a + 3a^2)d1^122d2^27 + (2 + 3a + 0a^2)d1^123d2^27 + (1 + 4a + 4a^2)d1^124d2^27 + (3 + 0a + 0a^2)d1^125d2^27 + (3 + 4a + 2a^2)d1^126d2^27 + (4 + 4a + 4a^2)d1^127d2^27 + (1 + 1a + 3a^2)d1^128d2^27 + (4 + 4a + 2a^2)d1^129d2^27 + (1 + 4a + 4a^2)d1^130d2^27 + (2 + 4a + 2a^2)d1^131d2^27 + (3 + 4a + 1a^2)d1^132d2^27 + (3 + 1a + 2a^2)d1^133d2^27 + (3 + 1a + 2a^2)d1^134d2^27 + (3 + 4a + 1a^2)d1^135d2^27 + (1 + 4a + 1a^2)d1^136d2^27 + (3 + 3a + 1a^2)d1^137d2^27 + (3 + 1a + 4a^2)d1^138d2^27 + (1 + 3a + 4a^2)d1^139d2^27 + (1 + 0a + 3a^2)d1^140d2^27 + (1 + 2a + 1a^2)d1^141d2^27 + (0 + 3a + 3a^2)d1^142d2^27 + (2 + 4a + 0a^2)d1^143d2^27 + (0 + 2a + 4a^2)d1^144d2^27 + (0 + 2a + 4a^2)d1^145d2^27 + (1 + 3a + 2a^2)d1^146d2^27 + (2 + 3a + 1a^2)d1^147d2^27 + (2 + 3a + 0a^2)d1^148d2^27 + (4 + 0a + 2a^2)d1^149d2^27 + (2 + 2a + 0a^2)d1^150d2^27 + (4 + 3a + 0a^2)d1^151d2^27 + (3 + 4a + 0a^2)d1^152d2^27 + (4 + 1a + 3a^2)d1^153d2^27 + (1 + 0a + 3a^2)d1^154d2^27 + (4 + 1a + 3a^2)d1^155d2^27 + (2 + 4a + 1a^2)d1^156d2^27 + (1 + 2a + 2a^2)d1^157d2^27 + (4 + 1a + 2a^2)d1^158d2^27 + (3 + 2a + 4a^2)d1^159d2^27 + (2 + 2a + 1a^2)d1^160d2^27 + (4 + 2a + 0a^2)d1^161d2^27 + (1 + 1a + 1a^2)d1^163d2^27 + (1 + 3a + 0a^2)d1^164d2^27 + (0 + 4a + 0a^2)d1^165d2^27 + (3 + 3a + 4a^2)d1^166d2^27 + (1 + 2a + 4a^2)d1^167d2^27 + (4 + 1a + 2a^2)d1^168d2^27 + (0 + 0a + 3a^2)d1^169d2^27 + (2 + 2a + 0a^2)d1^170d2^27 + (2 + 3a + 2a^2)d1^171d2^27 + (0 + 3a + 2a^2)d1^172d2^27 + (2 + 2a + 1a^2)d1^173d2^27 + (1 + 1a + 0a^2)d1^174d2^27 + (3 + 0a + 1a^2)d1^175d2^27 + (3 + 2a + 0a^2)d1^176d2^27 + (1 + 2a + 0a^2)d1^177d2^27 + (2 + 4a + 1a^2)d1^178d2^27 + (0 + 0a + 2a^2)d1^179d2^27 + (4 + 4a + 2a^2)d1^180d2^27 + (4 + 0a + 0a^2)d1^181d2^27 + (0 + 1a + 0a^2)d1^182d2^27 + (3 + 3a + 3a^2)d1^183d2^27 + (4 + 0a + 2a^2)d1^184d2^27 + (0 + 1a + 3a^2)d1^185d2^27 + (2 + 3a + 1a^2)d1^186d2^27 + (2 + 1a + 2a^2)d1^187d2^27 + (0 + 3a + 1a^2)d1^188d2^27 + (4 + 0a + 3a^2)d1^189d2^27 + (2 + 3a + 1a^2)d1^190d2^27 + (2 + 4a + 3a^2)d1^191d2^27 + (4 + 1a + 3a^2)d1^192d2^27 + (3 + 2a + 2a^2)d1^193d2^27 + (3 + 1a + 3a^2)d1^194d2^27 + (1 + 2a + 3a^2)d1^195d2^27 + (1 + 1a + 4a^2)d1^196d2^27 + (1 + 0a + 0a^2)d1^197d2^27 + (1 + 3a + 4a^2)d1^198d2^27 + (4 + 2a + 3a^2)d1^199d2^27 + (4 + 2a + 0a^2)d1^200d2^27 + (1 + 0a + 3a^2)d1^201d2^27 + (2 + 2a + 0a^2)d1^202d2^27 + (3 + 1a + 4a^2)d1^203d2^27 + (4 + 1a + 2a^2)d1^204d2^27 + (0 + 2a + 0a^2)d1^205d2^27 + (3 + 3a + 1a^2)d1^206d2^27 + (2 + 4a + 2a^2)d1^207d2^27 + (3 + 1a + 2a^2)d1^208d2^27 + (2 + 3a + 3a^2)d1^209d2^27 + (2 + 4a + 1a^2)d1^210d2^27 + (2 + 1a + 0a^2)d1^211d2^27 + (4 + 2a + 1a^2)d1^212d2^27 + (1 + 0a + 2a^2)d1^213d2^27 + (2 + 2a + 4a^2)d1^214d2^27 + (2 + 1a + 3a^2)d1^215d2^27 + (2 + 2a + 0a^2)d1^216d2^27 + (2 + 3a + 2a^2)d1^217d2^27 + (3 + 4a + 1a^2)d1^218d2^27 + (2 + 4a + 1a^2)d1^219d2^27 + (3 + 0a + 2a^2)d1^220d2^27 + (4 + 0a + 2a^2)d1^221d2^27 + (3 + 3a + 0a^2)d1^222d2^27 + (1 + 3a + 3a^2)d1^223d2^27 + (2 + 4a + 3a^2)d1^224d2^27 + (1 + 1a + 3a^2)d1^225d2^27 + (1 + 4a + 0a^2)d1^226d2^27 + (1 + 3a + 3a^2)d1^227d2^27 + (1 + 3a + 3a^2)d1^228d2^27 + (4 + 3a + 1a^2)d1^229d2^27 + (1 + 1a + 3a^2)d1^230d2^27 + (2 + 4a + 2a^2)d1^231d2^27 + (0 + 1a + 1a^2)d1^232d2^27 + (3 + 2a + 4a^2)d1^233d2^27 + (4 + 0a + 0a^2)d1^234d2^27 + (2 + 0a + 4a^2)d1^235d2^27 + (4 + 3a + 4a^2)d1^236d2^27 + (1 + 1a + 1a^2)d1^237d2^27 + (1 + 4a + 0a^2)d1^238d2^27 + (2 + 4a + 1a^2)d1^239d2^27 + (1 + 2a + 4a^2)d1^240d2^27 + (3 + 0a + 4a^2)d1^241d2^27 + (1 + 2a + 1a^2)d1^242d2^27 + (4 + 2a + 1a^2)d1^243d2^27 + (3 + 2a + 4a^2)d1^244d2^27 + (3 + 0a + 2a^2)d1^245d2^27 + (2 + 3a + 1a^2)d1^246d2^27 + (3 + 2a + 1a^2)d1^247d2^27 + (2 + 0a + 3a^2)d1^248d2^27 + (4 + 3a + 0a^2)d1^249d2^27 + (0 + 0a + 3a^2)d1^250d2^27 + (0 + 0a + 2a^2)d1^251d2^27 + (3 + 0a + 4a^2)d1^252d2^27 + (4 + 2a + 0a^2)d1^253d2^27 + (1 + 1a + 3a^2)d1^254d2^27 + (2 + 3a + 3a^2)d1^255d2^27 + (4 + 0a + 1a^2)d1^256d2^27 + (4 + 2a + 2a^2)d1^257d2^27 + (2 + 4a + 3a^2)d1^258d2^27 + (3 + 4a + 0a^2)d1^259d2^27 + (2 + 0a + 4a^2)d1^260d2^27 + (2 + 0a + 0a^2)d1^261d2^27 + (2 + 2a + 2a^2)d1^262d2^27 + (0 + 0a + 3a^2)d1^263d2^27 + (0 + 0a + 3a^2)d1^264d2^27 + (4 + 4a + 1a^2)d1^265d2^27 + (0 + 1a + 2a^2)d1^266d2^27 + (4 + 3a + 4a^2)d1^267d2^27 + (4 + 2a + 4a^2)d1^268d2^27 + (1 + 2a + 3a^2)d1^269d2^27 + (2 + 0a + 2a^2)d1^270d2^27 + (3 + 1a + 3a^2)d1^271d2^27 + (1 + 0a + 4a^2)d1^272d2^27 + (1 + 3a + 0a^2)d1^273d2^27 + (2 + 3a + 2a^2)d1^275d2^27 + (3 + 0a + 1a^2)d1^276d2^27 + (1 + 0a + 3a^2)d1^277d2^27 + (2 + 2a + 3a^2)d1^278d2^27 + (2 + 1a + 1a^2)d1^279d2^27 + (3 + 1a + 4a^2)d1^280d2^27 + (0 + 1a + 1a^2)d1^281d2^27 + (3 + 0a + 1a^2)d1^282d2^27 + (1 + 1a + 1a^2)d1^283d2^27 + (1 + 3a + 4a^2)d1^284d2^27 + (0 + 3a + 4a^2)d1^285d2^27 + (4 + 0a + 0a^2)d1^286d2^27 + (1 + 1a + 0a^2)d1^287d2^27 + (1 + 3a + 2a^2)d1^288d2^27 + (4 + 3a + 4a^2)d1^289d2^27 + (0 + 1a + 0a^2)d1^290d2^27 + (0 + 3a + 4a^2)d1^291d2^27 + (2 + 0a + 3a^2)d1^292d2^27 + (1 + 2a + 4a^2)d1^293d2^27 + (0 + 0a + 3a^2)d2^28 + (4 + 4a + 1a^2)d1^1d2^28 + (1 + 0a + 0a^2)d1^2d2^28 + (1 + 0a + 4a^2)d1^3d2^28 + (4 + 0a + 0a^2)d1^4d2^28 + (4 + 0a + 1a^2)d1^5d2^28 + (2 + 3a + 3a^2)d1^6d2^28 + (1 + 2a + 4a^2)d1^7d2^28 + (0 + 4a + 2a^2)d1^8d2^28 + (3 + 2a + 3a^2)d1^9d2^28 + (0 + 1a + 0a^2)d1^10d2^28 + (1 + 4a + 2a^2)d1^11d2^28 + (0 + 0a + 2a^2)d1^12d2^28 + (4 + 2a + 3a^2)d1^13d2^28 + (3 + 0a + 3a^2)d1^14d2^28 + (3 + 3a + 1a^2)d1^15d2^28 + (0 + 0a + 4a^2)d1^16d2^28 + (4 + 0a + 1a^2)d1^17d2^28 + (2 + 4a + 0a^2)d1^18d2^28 + (1 + 1a + 3a^2)d1^19d2^28 + (1 + 4a + 1a^2)d1^20d2^28 + (4 + 4a + 0a^2)d1^21d2^28 + (3 + 0a + 2a^2)d1^22d2^28 + (4 + 0a + 4a^2)d1^23d2^28 + (3 + 0a + 3a^2)d1^24d2^28 + (0 + 1a + 4a^2)d1^25d2^28 + (2 + 0a + 0a^2)d1^26d2^28 + (0 + 3a + 4a^2)d1^27d2^28 + (2 + 4a + 4a^2)d1^28d2^28 + (1 + 3a + 3a^2)d1^29d2^28 + (1 + 2a + 3a^2)d1^30d2^28 + (3 + 3a + 4a^2)d1^31d2^28 + (4 + 2a + 2a^2)d1^32d2^28 + (0 + 3a + 4a^2)d1^33d2^28 + (3 + 3a + 2a^2)d1^34d2^28 + (1 + 3a + 2a^2)d1^35d2^28 + (0 + 1a + 3a^2)d1^36d2^28 + (0 + 0a + 3a^2)d1^37d2^28 + (1 + 4a + 0a^2)d1^38d2^28 + (4 + 3a + 2a^2)d1^39d2^28 + (2 + 4a + 4a^2)d1^40d2^28 + (2 + 3a + 4a^2)d1^41d2^28 + (2 + 2a + 0a^2)d1^42d2^28 + (0 + 4a + 0a^2)d1^43d2^28 + (4 + 0a + 0a^2)d1^44d2^28 + (1 + 0a + 4a^2)d1^46d2^28 + (0 + 4a + 2a^2)d1^47d2^28 + (3 + 2a + 1a^2)d1^48d2^28 + (3 + 4a + 4a^2)d1^49d2^28 + (3 + 1a + 1a^2)d1^50d2^28 + (4 + 0a + 4a^2)d1^51d2^28 + (2 + 0a + 4a^2)d1^52d2^28 + (4 + 4a + 3a^2)d1^53d2^28 + (1 + 2a + 2a^2)d1^54d2^28 + (3 + 4a + 4a^2)d1^55d2^28 + (3 + 3a + 3a^2)d1^56d2^28 + (1 + 4a + 0a^2)d1^57d2^28 + (4 + 4a + 1a^2)d1^58d2^28 + (3 + 0a + 2a^2)d1^59d2^28 + (4 + 4a + 0a^2)d1^60d2^28 + (3 + 3a + 0a^2)d1^61d2^28 + (1 + 1a + 4a^2)d1^62d2^28 + (1 + 2a + 1a^2)d1^63d2^28 + (4 + 4a + 3a^2)d1^64d2^28 + (1 + 1a + 0a^2)d1^65d2^28 + (0 + 2a + 2a^2)d1^67d2^28 + (4 + 0a + 0a^2)d1^68d2^28 + (2 + 3a + 4a^2)d1^69d2^28 + (2 + 1a + 2a^2)d1^70d2^28 + (2 + 0a + 2a^2)d1^71d2^28 + (3 + 4a + 0a^2)d1^72d2^28 + (3 + 0a + 2a^2)d1^73d2^28 + (2 + 2a + 4a^2)d1^74d2^28 + (1 + 2a + 3a^2)d1^75d2^28 + (3 + 1a + 2a^2)d1^76d2^28 + (4 + 2a + 2a^2)d1^77d2^28 + (1 + 0a + 2a^2)d1^78d2^28 + (4 + 3a + 4a^2)d1^79d2^28 + (2 + 4a + 4a^2)d1^80d2^28 + (3 + 1a + 4a^2)d1^81d2^28 + (4 + 1a + 4a^2)d1^82d2^28 + (0 + 4a + 1a^2)d1^83d2^28 + (4 + 4a + 0a^2)d1^84d2^28 + (4 + 1a + 3a^2)d1^85d2^28 + (1 + 0a + 2a^2)d1^86d2^28 + (1 + 0a + 4a^2)d1^87d2^28 + (1 + 1a + 3a^2)d1^88d2^28 + (1 + 2a + 1a^2)d1^89d2^28 + (4 + 2a + 4a^2)d1^90d2^28 + (0 + 4a + 1a^2)d1^91d2^28 + (4 + 2a + 3a^2)d1^92d2^28 + (0 + 4a + 2a^2)d1^93d2^28 + (4 + 4a + 0a^2)d1^94d2^28 + (2 + 0a + 1a^2)d1^95d2^28 + (2 + 1a + 4a^2)d1^96d2^28 + (0 + 3a + 2a^2)d1^97d2^28 + (0 + 1a + 2a^2)d1^98d2^28 + (4 + 1a + 0a^2)d1^99d2^28 + (2 + 4a + 3a^2)d1^100d2^28 + (4 + 3a + 3a^2)d1^101d2^28 + (0 + 3a + 1a^2)d1^102d2^28 + (2 + 4a + 4a^2)d1^103d2^28 + (1 + 1a + 3a^2)d1^104d2^28 + (0 + 0a + 2a^2)d1^105d2^28 + (4 + 2a + 2a^2)d1^106d2^28 + (0 + 4a + 0a^2)d1^107d2^28 + (3 + 4a + 0a^2)d1^108d2^28 + (1 + 1a + 4a^2)d1^109d2^28 + (1 + 3a + 1a^2)d1^110d2^28 + (3 + 2a + 1a^2)d1^111d2^28 + (0 + 1a + 0a^2)d1^112d2^28 + (1 + 3a + 2a^2)d1^113d2^28 + (2 + 1a + 2a^2)d1^114d2^28 + (2 + 4a + 1a^2)d1^115d2^28 + (4 + 4a + 4a^2)d1^116d2^28 + (0 + 1a + 2a^2)d1^117d2^28 + (2 + 2a + 0a^2)d1^118d2^28 + (4 + 2a + 2a^2)d1^119d2^28 + (2 + 4a + 3a^2)d1^120d2^28 + (4 + 3a + 0a^2)d1^121d2^28 + (2 + 1a + 3a^2)d1^122d2^28 + (2 + 4a + 1a^2)d1^123d2^28 + (3 + 0a + 4a^2)d1^124d2^28 + (1 + 3a + 0a^2)d1^125d2^28 + (2 + 2a + 0a^2)d1^126d2^28 + (0 + 0a + 1a^2)d1^127d2^28 + (1 + 4a + 1a^2)d1^128d2^28 + (2 + 1a + 2a^2)d1^129d2^28 + (3 + 1a + 3a^2)d1^130d2^28 + (0 + 2a + 0a^2)d1^131d2^28 + (4 + 4a + 4a^2)d1^132d2^28 + (2 + 4a + 1a^2)d1^133d2^28 + (1 + 0a + 4a^2)d1^134d2^28 + (4 + 4a + 3a^2)d1^135d2^28 + (1 + 0a + 1a^2)d1^136d2^28 + (3 + 0a + 2a^2)d1^137d2^28 + (2 + 0a + 1a^2)d1^138d2^28 + (4 + 4a + 2a^2)d1^139d2^28 + (1 + 0a + 3a^2)d1^140d2^28 + (3 + 2a + 2a^2)d1^141d2^28 + (4 + 3a + 0a^2)d1^142d2^28 + (4 + 3a + 2a^2)d1^143d2^28 + (2 + 1a + 1a^2)d1^144d2^28 + (1 + 4a + 3a^2)d1^145d2^28 + (0 + 3a + 4a^2)d1^146d2^28 + (2 + 0a + 1a^2)d1^147d2^28 + (0 + 4a + 3a^2)d1^148d2^28 + (1 + 4a + 2a^2)d1^149d2^28 + (2 + 2a + 3a^2)d1^150d2^28 + (0 + 4a + 2a^2)d1^151d2^28 + (2 + 0a + 3a^2)d1^152d2^28 + (2 + 1a + 3a^2)d1^153d2^28 + (3 + 1a + 2a^2)d1^154d2^28 + (2 + 2a + 2a^2)d1^155d2^28 + (1 + 4a + 0a^2)d1^156d2^28 + (2 + 3a + 3a^2)d1^157d2^28 + (0 + 2a + 4a^2)d1^158d2^28 + (3 + 2a + 4a^2)d1^159d2^28 + (2 + 1a + 3a^2)d1^160d2^28 + (2 + 2a + 0a^2)d1^161d2^28 + (1 + 1a + 4a^2)d1^162d2^28 + (4 + 2a + 3a^2)d1^163d2^28 + (4 + 4a + 2a^2)d1^164d2^28 + (2 + 4a + 4a^2)d1^165d2^28 + (3 + 3a + 2a^2)d1^166d2^28 + (3 + 4a + 1a^2)d1^167d2^28 + (0 + 0a + 1a^2)d1^168d2^28 + (0 + 4a + 4a^2)d1^169d2^28 + (3 + 3a + 2a^2)d1^170d2^28 + (0 + 2a + 2a^2)d1^171d2^28 + (0 + 2a + 2a^2)d1^172d2^28 + (1 + 1a + 2a^2)d1^173d2^28 + (0 + 3a + 1a^2)d1^174d2^28 + (1 + 1a + 4a^2)d1^175d2^28 + (4 + 1a + 1a^2)d1^176d2^28 + (2 + 3a + 0a^2)d1^177d2^28 + (1 + 0a + 4a^2)d1^178d2^28 + (0 + 1a + 3a^2)d1^179d2^28 + (2 + 4a + 4a^2)d1^180d2^28 + (4 + 1a + 1a^2)d1^181d2^28 + (0 + 1a + 4a^2)d1^182d2^28 + (4 + 4a + 2a^2)d1^183d2^28 + (2 + 2a + 1a^2)d1^184d2^28 + (3 + 3a + 1a^2)d1^185d2^28 + (2 + 3a + 4a^2)d1^186d2^28 + (0 + 2a + 3a^2)d1^187d2^28 + (0 + 4a + 3a^2)d1^188d2^28 + (2 + 3a + 1a^2)d1^189d2^28 + (4 + 1a + 0a^2)d1^190d2^28 + (0 + 4a + 2a^2)d1^191d2^28 + (0 + 2a + 2a^2)d1^192d2^28 + (1 + 2a + 1a^2)d1^193d2^28 + (2 + 3a + 2a^2)d1^194d2^28 + (2 + 2a + 2a^2)d1^195d2^28 + (4 + 3a + 4a^2)d1^196d2^28 + (0 + 1a + 4a^2)d1^197d2^28 + (2 + 1a + 1a^2)d1^198d2^28 + (1 + 2a + 2a^2)d1^199d2^28 + (4 + 4a + 2a^2)d1^200d2^28 + (4 + 3a + 4a^2)d1^201d2^28 + (3 + 1a + 0a^2)d1^202d2^28 + (0 + 3a + 0a^2)d1^203d2^28 + (4 + 0a + 0a^2)d1^204d2^28 + (0 + 4a + 4a^2)d1^205d2^28 + (3 + 2a + 0a^2)d1^206d2^28 + (1 + 1a + 1a^2)d1^207d2^28 + (4 + 1a + 4a^2)d1^208d2^28 + (1 + 0a + 0a^2)d1^209d2^28 + (2 + 2a + 0a^2)d1^210d2^28 + (2 + 4a + 1a^2)d1^211d2^28 + (1 + 2a + 1a^2)d1^212d2^28 + (4 + 0a + 2a^2)d1^213d2^28 + (4 + 2a + 2a^2)d1^214d2^28 + (2 + 3a + 0a^2)d1^215d2^28 + (3 + 3a + 0a^2)d1^216d2^28 + (2 + 2a + 0a^2)d1^217d2^28 + (4 + 3a + 2a^2)d1^218d2^28 + (1 + 3a + 1a^2)d1^219d2^28 + (4 + 2a + 2a^2)d1^221d2^28 + (3 + 2a + 4a^2)d1^222d2^28 + (1 + 2a + 3a^2)d1^223d2^28 + (3 + 0a + 4a^2)d1^224d2^28 + (4 + 2a + 0a^2)d1^225d2^28 + (3 + 2a + 3a^2)d1^226d2^28 + (2 + 0a + 4a^2)d1^227d2^28 + (3 + 1a + 3a^2)d1^228d2^28 + (2 + 3a + 0a^2)d1^229d2^28 + (2 + 1a + 1a^2)d1^230d2^28 + (3 + 3a + 3a^2)d1^231d2^28 + (4 + 0a + 2a^2)d1^232d2^28 + (4 + 2a + 4a^2)d1^233d2^28 + (2 + 3a + 2a^2)d1^234d2^28 + (1 + 3a + 3a^2)d1^235d2^28 + (2 + 4a + 1a^2)d1^236d2^28 + (3 + 2a + 2a^2)d1^237d2^28 + (1 + 1a + 4a^2)d1^238d2^28 + (1 + 4a + 0a^2)d1^239d2^28 + (1 + 1a + 3a^2)d1^240d2^28 + (4 + 3a + 0a^2)d1^241d2^28 + (0 + 0a + 4a^2)d1^242d2^28 + (3 + 1a + 4a^2)d1^243d2^28 + (0 + 2a + 0a^2)d1^244d2^28 + (3 + 3a + 1a^2)d1^245d2^28 + (4 + 1a + 1a^2)d1^246d2^28 + (3 + 2a + 2a^2)d1^247d2^28 + (1 + 0a + 3a^2)d1^248d2^28 + (3 + 3a + 0a^2)d1^249d2^28 + (2 + 4a + 3a^2)d1^250d2^28 + (0 + 2a + 1a^2)d1^251d2^28 + (2 + 4a + 3a^2)d1^252d2^28 + (1 + 0a + 2a^2)d1^253d2^28 + (3 + 0a + 3a^2)d1^254d2^28 + (1 + 0a + 3a^2)d1^255d2^28 + (4 + 2a + 4a^2)d1^256d2^28 + (1 + 4a + 0a^2)d1^257d2^28 + (1 + 3a + 1a^2)d1^258d2^28 + (1 + 4a + 4a^2)d1^259d2^28 + (3 + 0a + 0a^2)d1^260d2^28 + (0 + 4a + 0a^2)d1^261d2^28 + (0 + 2a + 1a^2)d1^262d2^28 + (2 + 4a + 4a^2)d1^263d2^28 + (3 + 3a + 1a^2)d1^264d2^28 + (1 + 1a + 3a^2)d1^265d2^28 + (3 + 2a + 4a^2)d1^266d2^28 + (0 + 3a + 4a^2)d1^267d2^28 + (2 + 4a + 1a^2)d1^268d2^28 + (0 + 1a + 4a^2)d1^269d2^28 + (3 + 3a + 2a^2)d1^270d2^28 + (2 + 3a + 0a^2)d1^271d2^28 + (2 + 2a + 2a^2)d1^272d2^28 + (1 + 4a + 3a^2)d1^273d2^28 + (0 + 0a + 1a^2)d1^274d2^28 + (3 + 3a + 3a^2)d1^275d2^28 + (4 + 2a + 1a^2)d1^276d2^28 + (1 + 1a + 1a^2)d1^277d2^28 + (2 + 2a + 4a^2)d1^278d2^28 + (0 + 4a + 1a^2)d1^279d2^28 + (3 + 0a + 0a^2)d1^280d2^28 + (4 + 3a + 1a^2)d1^281d2^28 + (4 + 0a + 4a^2)d1^282d2^28 + (0 + 3a + 0a^2)d1^283d2^28 + (4 + 1a + 4a^2)d1^284d2^28 + (0 + 4a + 1a^2)d1^285d2^28 + (3 + 3a + 3a^2)d1^286d2^28 + (3 + 3a + 0a^2)d1^287d2^28 + (0 + 4a + 2a^2)d1^288d2^28 + (4 + 2a + 3a^2)d1^289d2^28 + (1 + 4a + 4a^2)d1^290d2^28 + (4 + 1a + 3a^2)d1^291d2^28 + (0 + 0a + 1a^2)d1^292d2^28 + (0 + 4a + 1a^2)d1^293d2^28 + (4 + 4a + 3a^2)d2^29 + (3 + 2a + 1a^2)d1^1d2^29 + (1 + 1a + 1a^2)d1^2d2^29 + (1 + 1a + 2a^2)d1^3d2^29 + (4 + 4a + 1a^2)d1^4d2^29 + (1 + 3a + 2a^2)d1^5d2^29 + (2 + 3a + 1a^2)d1^6d2^29 + (3 + 2a + 1a^2)d1^7d2^29 + (4 + 0a + 2a^2)d1^8d2^29 + (0 + 3a + 2a^2)d1^9d2^29 + (1 + 3a + 3a^2)d1^10d2^29 + (0 + 4a + 3a^2)d1^11d2^29 + (4 + 3a + 3a^2)d1^12d2^29 + (0 + 4a + 0a^2)d1^13d2^29 + (3 + 4a + 4a^2)d1^14d2^29 + (2 + 0a + 2a^2)d1^15d2^29 + (1 + 2a + 2a^2)d1^16d2^29 + (2 + 2a + 0a^2)d1^17d2^29 + (4 + 3a + 2a^2)d1^18d2^29 + (2 + 1a + 1a^2)d1^19d2^29 + (1 + 1a + 4a^2)d1^20d2^29 + (4 + 2a + 2a^2)d1^21d2^29 + (0 + 4a + 3a^2)d1^22d2^29 + (2 + 4a + 3a^2)d1^24d2^29 + (3 + 3a + 0a^2)d1^25d2^29 + (3 + 0a + 1a^2)d1^26d2^29 + (1 + 3a + 4a^2)d1^27d2^29 + (1 + 2a + 2a^2)d1^28d2^29 + (2 + 3a + 0a^2)d1^29d2^29 + (3 + 0a + 4a^2)d1^30d2^29 + (2 + 2a + 2a^2)d1^31d2^29 + (2 + 1a + 0a^2)d1^32d2^29 + (1 + 4a + 0a^2)d1^33d2^29 + (4 + 4a + 4a^2)d1^34d2^29 + (3 + 4a + 2a^2)d1^35d2^29 + (0 + 4a + 3a^2)d1^36d2^29 + (2 + 4a + 1a^2)d1^37d2^29 + (1 + 1a + 3a^2)d1^38d2^29 + (0 + 1a + 0a^2)d1^39d2^29 + (4 + 3a + 3a^2)d1^40d2^29 + (3 + 3a + 3a^2)d1^41d2^29 + (2 + 3a + 0a^2)d1^42d2^29 + (1 + 2a + 1a^2)d1^43d2^29 + (3 + 2a + 4a^2)d1^44d2^29 + (2 + 1a + 4a^2)d1^45d2^29 + (1 + 2a + 1a^2)d1^46d2^29 + (2 + 0a + 4a^2)d1^47d2^29 + (2 + 4a + 0a^2)d1^48d2^29 + (4 + 2a + 4a^2)d1^49d2^29 + (2 + 3a + 1a^2)d1^50d2^29 + (3 + 2a + 1a^2)d1^51d2^29 + (3 + 2a + 4a^2)d1^52d2^29 + (4 + 1a + 1a^2)d1^53d2^29 + (1 + 3a + 3a^2)d1^54d2^29 + (4 + 3a + 0a^2)d1^55d2^29 + (2 + 0a + 4a^2)d1^56d2^29 + (2 + 3a + 1a^2)d1^57d2^29 + (4 + 3a + 4a^2)d1^58d2^29 + (4 + 4a + 0a^2)d1^59d2^29 + (2 + 0a + 3a^2)d1^60d2^29 + (1 + 2a + 2a^2)d1^61d2^29 + (0 + 0a + 2a^2)d1^62d2^29 + (0 + 3a + 2a^2)d1^63d2^29 + (1 + 1a + 1a^2)d1^64d2^29 + (0 + 4a + 1a^2)d1^66d2^29 + (2 + 0a + 2a^2)d1^67d2^29 + (1 + 4a + 2a^2)d1^68d2^29 + (1 + 4a + 1a^2)d1^69d2^29 + (2 + 3a + 0a^2)d1^70d2^29 + (3 + 4a + 4a^2)d1^71d2^29 + (0 + 2a + 1a^2)d1^72d2^29 + (4 + 3a + 2a^2)d1^73d2^29 + (3 + 0a + 2a^2)d1^74d2^29 + (0 + 2a + 2a^2)d1^75d2^29 + (4 + 4a + 1a^2)d1^76d2^29 + (0 + 0a + 3a^2)d1^77d2^29 + (1 + 2a + 2a^2)d1^78d2^29 + (3 + 3a + 2a^2)d1^79d2^29 + (4 + 3a + 4a^2)d1^80d2^29 + (1 + 2a + 4a^2)d1^81d2^29 + (3 + 2a + 1a^2)d1^82d2^29 + (0 + 1a + 1a^2)d1^83d2^29 + (1 + 2a + 3a^2)d1^84d2^29 + (3 + 0a + 1a^2)d1^85d2^29 + (3 + 1a + 0a^2)d1^86d2^29 + (2 + 3a + 3a^2)d1^87d2^29 + (1 + 3a + 4a^2)d1^88d2^29 + (3 + 4a + 2a^2)d1^89d2^29 + (0 + 4a + 4a^2)d1^90d2^29 + (1 + 4a + 0a^2)d1^91d2^29 + (0 + 2a + 0a^2)d1^92d2^29 + (4 + 4a + 4a^2)d1^93d2^29 + (1 + 2a + 0a^2)d1^94d2^29 + (2 + 0a + 4a^2)d1^95d2^29 + (3 + 0a + 4a^2)d1^96d2^29 + (0 + 3a + 1a^2)d1^97d2^29 + (1 + 1a + 0a^2)d1^98d2^29 + (1 + 2a + 4a^2)d1^99d2^29 + (3 + 1a + 2a^2)d1^100d2^29 + (2 + 2a + 0a^2)d1^101d2^29 + (4 + 4a + 1a^2)d1^102d2^29 + (3 + 0a + 0a^2)d1^103d2^29 + (1 + 1a + 0a^2)d1^104d2^29 + (2 + 4a + 1a^2)d1^105d2^29 + (3 + 1a + 1a^2)d1^106d2^29 + (1 + 4a + 3a^2)d1^107d2^29 + (4 + 3a + 2a^2)d1^108d2^29 + (4 + 2a + 4a^2)d1^109d2^29 + (4 + 2a + 1a^2)d1^110d2^29 + (1 + 2a + 2a^2)d1^111d2^29 + (1 + 3a + 4a^2)d1^112d2^29 + (1 + 1a + 2a^2)d1^113d2^29 + (2 + 2a + 2a^2)d1^114d2^29 + (4 + 3a + 0a^2)d1^115d2^29 + (0 + 3a + 2a^2)d1^116d2^29 + (0 + 4a + 1a^2)d1^117d2^29 + (3 + 3a + 2a^2)d1^118d2^29 + (3 + 2a + 0a^2)d1^119d2^29 + (2 + 0a + 3a^2)d1^120d2^29 + (2 + 3a + 3a^2)d1^121d2^29 + (1 + 1a + 4a^2)d1^122d2^29 + (3 + 2a + 1a^2)d1^123d2^29 + (0 + 1a + 0a^2)d1^124d2^29 + (1 + 1a + 1a^2)d1^125d2^29 + (0 + 4a + 0a^2)d1^126d2^29 + (2 + 2a + 0a^2)d1^127d2^29 + (4 + 3a + 0a^2)d1^128d2^29 + (2 + 0a + 1a^2)d1^129d2^29 + (2 + 3a + 0a^2)d1^130d2^29 + (4 + 2a + 1a^2)d1^131d2^29 + (2 + 0a + 3a^2)d1^132d2^29 + (3 + 1a + 1a^2)d1^133d2^29 + (3 + 4a + 2a^2)d1^134d2^29 + (0 + 1a + 3a^2)d1^135d2^29 + (2 + 4a + 3a^2)d1^136d2^29 + (4 + 3a + 2a^2)d1^137d2^29 + (0 + 0a + 3a^2)d1^138d2^29 + (2 + 2a + 1a^2)d1^139d2^29 + (3 + 2a + 3a^2)d1^140d2^29 + (1 + 3a + 1a^2)d1^141d2^29 + (2 + 0a + 3a^2)d1^142d2^29 + (2 + 1a + 0a^2)d1^143d2^29 + (4 + 4a + 1a^2)d1^144d2^29 + (2 + 1a + 3a^2)d1^145d2^29 + (3 + 4a + 2a^2)d1^146d2^29 + (2 + 2a + 1a^2)d1^147d2^29 + (0 + 4a + 3a^2)d1^148d2^29 + (2 + 3a + 2a^2)d1^149d2^29 + (2 + 1a + 3a^2)d1^150d2^29 + (2 + 3a + 4a^2)d1^151d2^29 + (0 + 4a + 4a^2)d1^152d2^29 + (0 + 2a + 2a^2)d1^153d2^29 + (0 + 2a + 1a^2)d1^154d2^29 + (2 + 1a + 1a^2)d1^155d2^29 + (1 + 3a + 2a^2)d1^156d2^29 + (3 + 2a + 2a^2)d1^157d2^29 + (2 + 3a + 0a^2)d1^158d2^29 + (1 + 2a + 2a^2)d1^159d2^29 + (2 + 0a + 0a^2)d1^160d2^29 + (0 + 2a + 4a^2)d1^161d2^29 + (3 + 1a + 3a^2)d1^162d2^29 + (2 + 0a + 1a^2)d1^163d2^29 + (3 + 1a + 1a^2)d1^164d2^29 + (4 + 1a + 2a^2)d1^165d2^29 + (4 + 3a + 4a^2)d1^166d2^29 + (1 + 2a + 0a^2)d1^167d2^29 + (2 + 2a + 2a^2)d1^168d2^29 + (2 + 2a + 4a^2)d1^169d2^29 + (1 + 1a + 2a^2)d1^170d2^29 + (0 + 3a + 2a^2)d1^171d2^29 + (0 + 1a + 3a^2)d1^172d2^29 + (0 + 4a + 2a^2)d1^173d2^29 + (2 + 0a + 4a^2)d1^174d2^29 + (4 + 0a + 0a^2)d1^175d2^29 + (2 + 4a + 0a^2)d1^176d2^29 + (3 + 4a + 2a^2)d1^177d2^29 + (2 + 4a + 2a^2)d1^178d2^29 + (3 + 3a + 0a^2)d1^179d2^29 + (1 + 4a + 2a^2)d1^180d2^29 + (3 + 4a + 3a^2)d1^181d2^29 + (3 + 3a + 0a^2)d1^182d2^29 + (1 + 3a + 4a^2)d1^183d2^29 + (4 + 0a + 0a^2)d1^184d2^29 + (1 + 0a + 0a^2)d1^185d2^29 + (3 + 3a + 3a^2)d1^186d2^29 + (3 + 1a + 2a^2)d1^187d2^29 + (4 + 0a + 1a^2)d1^188d2^29 + (4 + 2a + 0a^2)d1^189d2^29 + (4 + 0a + 1a^2)d1^190d2^29 + (0 + 1a + 2a^2)d1^191d2^29 + (1 + 1a + 0a^2)d1^192d2^29 + (3 + 2a + 4a^2)d1^193d2^29 + (0 + 3a + 3a^2)d1^194d2^29 + (2 + 1a + 1a^2)d1^195d2^29 + (4 + 4a + 1a^2)d1^196d2^29 + (1 + 0a + 1a^2)d1^197d2^29 + (1 + 1a + 0a^2)d1^198d2^29 + (4 + 3a + 1a^2)d1^199d2^29 + (0 + 3a + 3a^2)d1^200d2^29 + (0 + 4a + 1a^2)d1^201d2^29 + (4 + 1a + 2a^2)d1^202d2^29 + (2 + 2a + 4a^2)d1^203d2^29 + (2 + 1a + 2a^2)d1^204d2^29 + (4 + 4a + 1a^2)d1^205d2^29 + (3 + 0a + 1a^2)d1^206d2^29 + (3 + 1a + 1a^2)d1^207d2^29 + (1 + 1a + 1a^2)d1^208d2^29 + (2 + 4a + 0a^2)d1^209d2^29 + (2 + 0a + 1a^2)d1^210d2^29 + (4 + 3a + 1a^2)d1^211d2^29 + (3 + 2a + 2a^2)d1^212d2^29 + (4 + 3a + 0a^2)d1^213d2^29 + (0 + 4a + 2a^2)d1^214d2^29 + (0 + 3a + 2a^2)d1^215d2^29 + (2 + 0a + 0a^2)d1^216d2^29 + (2 + 2a + 0a^2)d1^217d2^29 + (4 + 4a + 4a^2)d1^218d2^29 + (2 + 4a + 0a^2)d1^219d2^29 + (1 + 3a + 1a^2)d1^220d2^29 + (4 + 2a + 2a^2)d1^221d2^29 + (4 + 0a + 3a^2)d1^222d2^29 + (3 + 4a + 3a^2)d1^223d2^29 + (2 + 0a + 0a^2)d1^224d2^29 + (3 + 0a + 0a^2)d1^225d2^29 + (0 + 3a + 1a^2)d1^226d2^29 + (0 + 3a + 1a^2)d1^227d2^29 + (0 + 1a + 1a^2)d1^228d2^29 + (3 + 1a + 4a^2)d1^229d2^29 + (3 + 2a + 2a^2)d1^230d2^29 + (4 + 3a + 4a^2)d1^231d2^29 + (4 + 2a + 0a^2)d1^232d2^29 + (4 + 3a + 2a^2)d1^233d2^29 + (1 + 4a + 3a^2)d1^234d2^29 + (2 + 3a + 2a^2)d1^235d2^29 + (4 + 3a + 4a^2)d1^236d2^29 + (2 + 3a + 3a^2)d1^237d2^29 + (1 + 1a + 2a^2)d1^238d2^29 + (1 + 1a + 3a^2)d1^239d2^29 + (2 + 4a + 0a^2)d1^240d2^29 + (3 + 4a + 2a^2)d1^241d2^29 + (4 + 0a + 0a^2)d1^242d2^29 + (1 + 2a + 1a^2)d1^243d2^29 + (3 + 1a + 2a^2)d1^244d2^29 + (2 + 3a + 0a^2)d1^245d2^29 + (3 + 4a + 3a^2)d1^246d2^29 + (3 + 0a + 1a^2)d1^247d2^29 + (4 + 3a + 2a^2)d1^248d2^29 + (0 + 2a + 1a^2)d1^249d2^29 + (0 + 2a + 4a^2)d1^250d2^29 + (2 + 0a + 1a^2)d1^251d2^29 + (3 + 2a + 2a^2)d1^252d2^29 + (4 + 0a + 3a^2)d1^253d2^29 + (2 + 1a + 0a^2)d1^254d2^29 + (1 + 0a + 2a^2)d1^255d2^29 + (1 + 1a + 2a^2)d1^256d2^29 + (0 + 1a + 4a^2)d1^257d2^29 + (3 + 2a + 1a^2)d1^259d2^29 + (2 + 2a + 0a^2)d1^260d2^29 + (4 + 0a + 3a^2)d1^261d2^29 + (4 + 3a + 4a^2)d1^262d2^29 + (0 + 3a + 3a^2)d1^263d2^29 + (3 + 2a + 4a^2)d1^264d2^29 + (0 + 1a + 1a^2)d1^265d2^29 + (4 + 0a + 0a^2)d1^266d2^29 + (0 + 2a + 3a^2)d1^267d2^29 + (1 + 2a + 2a^2)d1^268d2^29 + (1 + 2a + 2a^2)d1^269d2^29 + (3 + 3a + 1a^2)d1^270d2^29 + (4 + 3a + 0a^2)d1^271d2^29 + (1 + 0a + 3a^2)d1^272d2^29 + (3 + 1a + 4a^2)d1^273d2^29 + (2 + 1a + 4a^2)d1^274d2^29 + (0 + 0a + 1a^2)d1^275d2^29 + (1 + 0a + 0a^2)d1^276d2^29 + (1 + 0a + 2a^2)d1^277d2^29 + (1 + 4a + 1a^2)d1^278d2^29 + (2 + 2a + 4a^2)d1^279d2^29 + (3 + 4a + 4a^2)d1^280d2^29 + (0 + 1a + 0a^2)d1^281d2^29 + (0 + 0a + 2a^2)d1^282d2^29 + (3 + 0a + 1a^2)d1^283d2^29 + (3 + 2a + 0a^2)d1^284d2^29 + (1 + 0a + 3a^2)d1^285d2^29 + (0 + 4a + 0a^2)d1^286d2^29 + (1 + 4a + 3a^2)d1^287d2^29 + (4 + 0a + 3a^2)d1^288d2^29 + (1 + 3a + 0a^2)d1^289d2^29 + (2 + 1a + 1a^2)d1^290d2^29 + (4 + 2a + 4a^2)d1^291d2^29 + (0 + 2a + 2a^2)d1^292d2^29 + (3 + 2a + 3a^2)d1^293d2^29 + (4 + 4a + 4a^2)d2^30 + (2 + 1a + 1a^2)d1^1d2^30 + (1 + 0a + 0a^2)d1^2d2^30 + (0 + 2a + 0a^2)d1^3d2^30 + (1 + 4a + 3a^2)d1^4d2^30 + (2 + 3a + 3a^2)d1^5d2^30 + (3 + 4a + 2a^2)d1^6d2^30 + (3 + 0a + 4a^2)d1^8d2^30 + (2 + 0a + 2a^2)d1^9d2^30 + (1 + 2a + 3a^2)d1^10d2^30 + (1 + 2a + 0a^2)d1^11d2^30 + (4 + 1a + 0a^2)d1^12d2^30 + (4 + 4a + 0a^2)d1^13d2^30 + (4 + 1a + 3a^2)d1^14d2^30 + (0 + 1a + 4a^2)d1^15d2^30 + (2 + 1a + 4a^2)d1^16d2^30 + (0 + 2a + 4a^2)d1^17d2^30 + (3 + 4a + 2a^2)d1^18d2^30 + (2 + 2a + 1a^2)d1^19d2^30 + (4 + 2a + 1a^2)d1^20d2^30 + (4 + 2a + 3a^2)d1^21d2^30 + (1 + 1a + 1a^2)d1^22d2^30 + (0 + 2a + 2a^2)d1^23d2^30 + (2 + 4a + 0a^2)d1^24d2^30 + (4 + 2a + 2a^2)d1^25d2^30 + (2 + 1a + 4a^2)d1^26d2^30 + (2 + 3a + 2a^2)d1^27d2^30 + (0 + 3a + 3a^2)d1^28d2^30 + (0 + 3a + 3a^2)d1^29d2^30 + (4 + 2a + 1a^2)d1^30d2^30 + (4 + 0a + 1a^2)d1^31d2^30 + (4 + 3a + 1a^2)d1^32d2^30 + (2 + 3a + 1a^2)d1^33d2^30 + (0 + 3a + 1a^2)d1^34d2^30 + (3 + 0a + 4a^2)d1^35d2^30 + (4 + 0a + 0a^2)d1^36d2^30 + (1 + 3a + 4a^2)d1^37d2^30 + (2 + 1a + 2a^2)d1^38d2^30 + (0 + 4a + 0a^2)d1^39d2^30 + (2 + 4a + 4a^2)d1^40d2^30 + (1 + 1a + 0a^2)d1^41d2^30 + (3 + 2a + 4a^2)d1^42d2^30 + (4 + 0a + 4a^2)d1^43d2^30 + (3 + 4a + 1a^2)d1^44d2^30 + (3 + 0a + 2a^2)d1^45d2^30 + (3 + 3a + 4a^2)d1^46d2^30 + (1 + 0a + 2a^2)d1^47d2^30 + (4 + 3a + 1a^2)d1^48d2^30 + (4 + 3a + 4a^2)d1^49d2^30 + (4 + 4a + 4a^2)d1^50d2^30 + (3 + 4a + 1a^2)d1^51d2^30 + (1 + 1a + 2a^2)d1^52d2^30 + (1 + 1a + 1a^2)d1^53d2^30 + (1 + 4a + 3a^2)d1^54d2^30 + (3 + 4a + 1a^2)d1^55d2^30 + (3 + 3a + 2a^2)d1^56d2^30 + (1 + 2a + 4a^2)d1^57d2^30 + (4 + 3a + 4a^2)d1^58d2^30 + (1 + 0a + 2a^2)d1^59d2^30 + (2 + 3a + 0a^2)d1^60d2^30 + (1 + 4a + 1a^2)d1^61d2^30 + (3 + 1a + 0a^2)d1^62d2^30 + (3 + 4a + 1a^2)d1^63d2^30 + (3 + 1a + 0a^2)d1^64d2^30 + (2 + 2a + 2a^2)d1^65d2^30 + (2 + 0a + 3a^2)d1^66d2^30 + (1 + 0a + 3a^2)d1^67d2^30 + (4 + 0a + 0a^2)d1^68d2^30 + (0 + 2a + 0a^2)d1^69d2^30 + (4 + 2a + 1a^2)d1^70d2^30 + (2 + 3a + 4a^2)d1^71d2^30 + (4 + 2a + 3a^2)d1^72d2^30 + (0 + 0a + 1a^2)d1^73d2^30 + (1 + 1a + 0a^2)d1^74d2^30 + (3 + 3a + 1a^2)d1^75d2^30 + (3 + 1a + 3a^2)d1^76d2^30 + (3 + 3a + 1a^2)d1^77d2^30 + (2 + 1a + 2a^2)d1^78d2^30 + (1 + 4a + 4a^2)d1^79d2^30 + (2 + 4a + 1a^2)d1^80d2^30 + (2 + 2a + 0a^2)d1^81d2^30 + (1 + 0a + 3a^2)d1^82d2^30 + (3 + 4a + 2a^2)d1^83d2^30 + (4 + 0a + 0a^2)d1^84d2^30 + (4 + 1a + 0a^2)d1^85d2^30 + (0 + 1a + 4a^2)d1^86d2^30 + (4 + 1a + 0a^2)d1^87d2^30 + (3 + 2a + 2a^2)d1^88d2^30 + (0 + 1a + 1a^2)d1^89d2^30 + (3 + 4a + 0a^2)d1^90d2^30 + (3 + 4a + 2a^2)d1^91d2^30 + (1 + 1a + 2a^2)d1^92d2^30 + (0 + 2a + 3a^2)d1^93d2^30 + (4 + 3a + 4a^2)d1^94d2^30 + (1 + 4a + 1a^2)d1^95d2^30 + (3 + 1a + 0a^2)d1^96d2^30 + (2 + 4a + 4a^2)d1^97d2^30 + (1 + 4a + 3a^2)d1^98d2^30 + (2 + 1a + 0a^2)d1^99d2^30 + (0 + 1a + 1a^2)d1^100d2^30 + (4 + 2a + 1a^2)d1^101d2^30 + (2 + 3a + 0a^2)d1^102d2^30 + (4 + 4a + 0a^2)d1^103d2^30 + (1 + 3a + 2a^2)d1^104d2^30 + (0 + 0a + 2a^2)d1^105d2^30 + (4 + 1a + 2a^2)d1^106d2^30 + (4 + 2a + 3a^2)d1^107d2^30 + (0 + 4a + 0a^2)d1^108d2^30 + (2 + 0a + 4a^2)d1^109d2^30 + (4 + 1a + 1a^2)d1^110d2^30 + (4 + 4a + 1a^2)d1^111d2^30 + (4 + 1a + 3a^2)d1^112d2^30 + (2 + 3a + 3a^2)d1^113d2^30 + (4 + 3a + 1a^2)d1^114d2^30 + (1 + 3a + 1a^2)d1^115d2^30 + (2 + 1a + 2a^2)d1^116d2^30 + (2 + 4a + 0a^2)d1^117d2^30 + (1 + 1a + 3a^2)d1^118d2^30 + (1 + 1a + 2a^2)d1^119d2^30 + (2 + 1a + 1a^2)d1^120d2^30 + (2 + 0a + 3a^2)d1^121d2^30 + (3 + 0a + 2a^2)d1^122d2^30 + (1 + 1a + 0a^2)d1^123d2^30 + (1 + 4a + 4a^2)d1^124d2^30 + (4 + 0a + 3a^2)d1^125d2^30 + (0 + 3a + 1a^2)d1^126d2^30 + (4 + 0a + 0a^2)d1^127d2^30 + (2 + 2a + 0a^2)d1^128d2^30 + (2 + 3a + 1a^2)d1^129d2^30 + (4 + 0a + 2a^2)d1^130d2^30 + (2 + 3a + 4a^2)d1^131d2^30 + (0 + 2a + 1a^2)d1^132d2^30 + (1 + 1a + 2a^2)d1^133d2^30 + (4 + 0a + 0a^2)d1^134d2^30 + (3 + 4a + 2a^2)d1^135d2^30 + (2 + 1a + 2a^2)d1^136d2^30 + (1 + 2a + 0a^2)d1^137d2^30 + (3 + 1a + 4a^2)d1^138d2^30 + (0 + 3a + 0a^2)d1^139d2^30 + (3 + 3a + 4a^2)d1^140d2^30 + (3 + 0a + 4a^2)d1^141d2^30 + (2 + 3a + 2a^2)d1^142d2^30 + (2 + 3a + 3a^2)d1^143d2^30 + (3 + 1a + 3a^2)d1^144d2^30 + (3 + 2a + 3a^2)d1^145d2^30 + (1 + 0a + 4a^2)d1^146d2^30 + (2 + 1a + 4a^2)d1^147d2^30 + (3 + 4a + 2a^2)d1^148d2^30 + (4 + 2a + 3a^2)d1^149d2^30 + (4 + 0a + 2a^2)d1^150d2^30 + (3 + 4a + 4a^2)d1^151d2^30 + (3 + 4a + 4a^2)d1^152d2^30 + (0 + 3a + 3a^2)d1^153d2^30 + (0 + 1a + 2a^2)d1^154d2^30 + (2 + 1a + 4a^2)d1^155d2^30 + (4 + 0a + 0a^2)d1^156d2^30 + (0 + 2a + 2a^2)d1^157d2^30 + (1 + 2a + 3a^2)d1^158d2^30 + (4 + 4a + 0a^2)d1^159d2^30 + (2 + 3a + 3a^2)d1^160d2^30 + (2 + 2a + 0a^2)d1^161d2^30 + (1 + 4a + 3a^2)d1^162d2^30 + (0 + 1a + 0a^2)d1^163d2^30 + (4 + 1a + 1a^2)d1^164d2^30 + (1 + 2a + 1a^2)d1^165d2^30 + (2 + 1a + 0a^2)d1^166d2^30 + (1 + 0a + 2a^2)d1^167d2^30 + (4 + 2a + 3a^2)d1^168d2^30 + (4 + 2a + 0a^2)d1^169d2^30 + (3 + 4a + 1a^2)d1^170d2^30 + (1 + 0a + 1a^2)d1^171d2^30 + (1 + 4a + 3a^2)d1^172d2^30 + (4 + 0a + 1a^2)d1^173d2^30 + (2 + 1a + 4a^2)d1^174d2^30 + (1 + 2a + 2a^2)d1^175d2^30 + (1 + 1a + 1a^2)d1^176d2^30 + (4 + 0a + 1a^2)d1^177d2^30 + (3 + 4a + 3a^2)d1^178d2^30 + (1 + 0a + 0a^2)d1^179d2^30 + (3 + 4a + 4a^2)d1^180d2^30 + (1 + 1a + 3a^2)d1^181d2^30 + (0 + 0a + 1a^2)d1^182d2^30 + (1 + 2a + 4a^2)d1^183d2^30 + (2 + 1a + 0a^2)d1^184d2^30 + (3 + 3a + 3a^2)d1^185d2^30 + (2 + 3a + 4a^2)d1^186d2^30 + (4 + 1a + 0a^2)d1^187d2^30 + (4 + 3a + 1a^2)d1^188d2^30 + (2 + 3a + 0a^2)d1^189d2^30 + (4 + 0a + 2a^2)d1^190d2^30 + (0 + 1a + 0a^2)d1^191d2^30 + (3 + 3a + 2a^2)d1^192d2^30 + (1 + 2a + 0a^2)d1^193d2^30 + (2 + 1a + 2a^2)d1^194d2^30 + (1 + 2a + 4a^2)d1^195d2^30 + (1 + 0a + 2a^2)d1^196d2^30 + (4 + 4a + 4a^2)d1^197d2^30 + (4 + 0a + 4a^2)d1^198d2^30 + (4 + 0a + 0a^2)d1^199d2^30 + (4 + 0a + 3a^2)d1^200d2^30 + (3 + 4a + 3a^2)d1^201d2^30 + (2 + 2a + 2a^2)d1^202d2^30 + (2 + 1a + 0a^2)d1^203d2^30 + (1 + 0a + 0a^2)d1^204d2^30 + (4 + 3a + 3a^2)d1^205d2^30 + (3 + 4a + 2a^2)d1^206d2^30 + (1 + 1a + 4a^2)d1^207d2^30 + (4 + 3a + 4a^2)d1^208d2^30 + (0 + 4a + 3a^2)d1^209d2^30 + (3 + 1a + 3a^2)d1^210d2^30 + (1 + 1a + 4a^2)d1^211d2^30 + (4 + 1a + 2a^2)d1^212d2^30 + (3 + 1a + 3a^2)d1^213d2^30 + (1 + 3a + 1a^2)d1^214d2^30 + (0 + 4a + 2a^2)d1^215d2^30 + (3 + 3a + 1a^2)d1^216d2^30 + (2 + 2a + 0a^2)d1^217d2^30 + (3 + 3a + 1a^2)d1^218d2^30 + (1 + 0a + 2a^2)d1^219d2^30 + (4 + 1a + 2a^2)d1^220d2^30 + (0 + 0a + 1a^2)d1^221d2^30 + (4 + 1a + 1a^2)d1^222d2^30 + (4 + 1a + 0a^2)d1^223d2^30 + (4 + 2a + 1a^2)d1^224d2^30 + (0 + 0a + 4a^2)d1^225d2^30 + (0 + 2a + 1a^2)d1^226d2^30 + (2 + 2a + 3a^2)d1^227d2^30 + (4 + 0a + 0a^2)d1^228d2^30 + (0 + 4a + 1a^2)d1^229d2^30 + (4 + 1a + 3a^2)d1^230d2^30 + (4 + 4a + 3a^2)d1^231d2^30 + (3 + 3a + 2a^2)d1^232d2^30 + (4 + 2a + 0a^2)d1^233d2^30 + (4 + 1a + 3a^2)d1^234d2^30 + (3 + 4a + 0a^2)d1^235d2^30 + (3 + 4a + 2a^2)d1^236d2^30 + (4 + 1a + 2a^2)d1^237d2^30 + (1 + 4a + 2a^2)d1^238d2^30 + (4 + 3a + 0a^2)d1^239d2^30 + (2 + 4a + 0a^2)d1^240d2^30 + (2 + 1a + 2a^2)d1^241d2^30 + (4 + 3a + 1a^2)d1^242d2^30 + (0 + 2a + 0a^2)d1^243d2^30 + (0 + 3a + 3a^2)d1^244d2^30 + (2 + 4a + 4a^2)d1^245d2^30 + (0 + 2a + 0a^2)d1^246d2^30 + (2 + 3a + 1a^2)d1^247d2^30 + (0 + 3a + 0a^2)d1^248d2^30 + (1 + 4a + 1a^2)d1^249d2^30 + (4 + 1a + 4a^2)d1^250d2^30 + (0 + 3a + 0a^2)d1^251d2^30 + (3 + 2a + 1a^2)d1^252d2^30 + (2 + 2a + 1a^2)d1^253d2^30 + (1 + 1a + 3a^2)d1^254d2^30 + (1 + 4a + 3a^2)d1^255d2^30 + (2 + 3a + 3a^2)d1^256d2^30 + (1 + 1a + 1a^2)d1^257d2^30 + (4 + 0a + 2a^2)d1^258d2^30 + (0 + 3a + 1a^2)d1^259d2^30 + (1 + 2a + 4a^2)d1^260d2^30 + (1 + 0a + 2a^2)d1^261d2^30 + (2 + 3a + 4a^2)d1^262d2^30 + (0 + 3a + 4a^2)d1^263d2^30 + (3 + 0a + 0a^2)d1^264d2^30 + (0 + 0a + 3a^2)d1^265d2^30 + (1 + 3a + 3a^2)d1^266d2^30 + (1 + 1a + 0a^2)d1^267d2^30 + (2 + 0a + 1a^2)d1^268d2^30 + (4 + 3a + 3a^2)d1^269d2^30 + (1 + 4a + 0a^2)d1^270d2^30 + (4 + 2a + 2a^2)d1^271d2^30 + (2 + 1a + 0a^2)d1^272d2^30 + (1 + 1a + 2a^2)d1^273d2^30 + (0 + 1a + 3a^2)d1^274d2^30 + (1 + 1a + 4a^2)d1^275d2^30 + (4 + 1a + 4a^2)d1^276d2^30 + (3 + 0a + 4a^2)d1^277d2^30 + (2 + 4a + 2a^2)d1^278d2^30 + (2 + 4a + 3a^2)d1^279d2^30 + (2 + 2a + 2a^2)d1^280d2^30 + (1 + 1a + 2a^2)d1^281d2^30 + (1 + 1a + 1a^2)d1^282d2^30 + (0 + 2a + 3a^2)d1^283d2^30 + (3 + 3a + 2a^2)d1^284d2^30 + (2 + 0a + 0a^2)d1^285d2^30 + (4 + 3a + 4a^2)d1^286d2^30 + (3 + 2a + 4a^2)d1^287d2^30 + (1 + 4a + 4a^2)d1^288d2^30 + (0 + 3a + 0a^2)d1^289d2^30 + (2 + 2a + 0a^2)d1^290d2^30 + (1 + 4a + 3a^2)d1^291d2^30 + (4 + 0a + 2a^2)d1^292d2^30 + (3 + 4a + 3a^2)d1^293d2^30 + (1 + 3a + 1a^2)d2^31 + (3 + 3a + 1a^2)d1^1d2^31 + (1 + 4a + 2a^2)d1^2d2^31 + (2 + 3a + 1a^2)d1^3d2^31 + (3 + 0a + 3a^2)d1^4d2^31 + (1 + 3a + 2a^2)d1^5d2^31 + (2 + 3a + 0a^2)d1^6d2^31 + (0 + 4a + 1a^2)d1^7d2^31 + (2 + 4a + 0a^2)d1^8d2^31 + (2 + 2a + 2a^2)d1^9d2^31 + (1 + 3a + 4a^2)d1^10d2^31 + (0 + 0a + 4a^2)d1^11d2^31 + (1 + 0a + 3a^2)d1^12d2^31 + (0 + 4a + 3a^2)d1^13d2^31 + (0 + 3a + 4a^2)d1^14d2^31 + (0 + 0a + 3a^2)d1^15d2^31 + (3 + 2a + 1a^2)d1^16d2^31 + (0 + 3a + 1a^2)d1^17d2^31 + (3 + 4a + 3a^2)d1^18d2^31 + (4 + 2a + 0a^2)d1^19d2^31 + (0 + 0a + 1a^2)d1^20d2^31 + (3 + 4a + 2a^2)d1^21d2^31 + (3 + 3a + 3a^2)d1^22d2^31 + (3 + 0a + 4a^2)d1^23d2^31 + (0 + 4a + 0a^2)d1^24d2^31 + (1 + 2a + 0a^2)d1^25d2^31 + (2 + 0a + 2a^2)d1^26d2^31 + (1 + 4a + 0a^2)d1^27d2^31 + (0 + 4a + 1a^2)d1^28d2^31 + (2 + 3a + 2a^2)d1^29d2^31 + (2 + 0a + 0a^2)d1^30d2^31 + (4 + 2a + 4a^2)d1^31d2^31 + (4 + 0a + 4a^2)d1^32d2^31 + (4 + 0a + 1a^2)d1^33d2^31 + (2 + 2a + 0a^2)d1^34d2^31 + (4 + 4a + 2a^2)d1^35d2^31 + (0 + 4a + 4a^2)d1^36d2^31 + (4 + 3a + 4a^2)d1^37d2^31 + (3 + 3a + 2a^2)d1^38d2^31 + (2 + 0a + 4a^2)d1^39d2^31 + (2 + 1a + 3a^2)d1^40d2^31 + (1 + 3a + 2a^2)d1^41d2^31 + (1 + 4a + 2a^2)d1^42d2^31 + (0 + 0a + 4a^2)d1^43d2^31 + (3 + 3a + 1a^2)d1^44d2^31 + (0 + 0a + 3a^2)d1^45d2^31 + (4 + 2a + 3a^2)d1^46d2^31 + (1 + 0a + 3a^2)d1^47d2^31 + (4 + 4a + 2a^2)d1^48d2^31 + (3 + 4a + 0a^2)d1^49d2^31 + (1 + 4a + 0a^2)d1^50d2^31 + (2 + 0a + 2a^2)d1^51d2^31 + (4 + 2a + 1a^2)d1^52d2^31 + (3 + 4a + 3a^2)d1^53d2^31 + (0 + 0a + 2a^2)d1^54d2^31 + (2 + 0a + 3a^2)d1^55d2^31 + (2 + 3a + 1a^2)d1^56d2^31 + (0 + 4a + 4a^2)d1^57d2^31 + (0 + 3a + 1a^2)d1^58d2^31 + (0 + 4a + 3a^2)d1^59d2^31 + (2 + 1a + 2a^2)d1^60d2^31 + (3 + 1a + 2a^2)d1^61d2^31 + (4 + 3a + 2a^2)d1^62d2^31 + (4 + 4a + 0a^2)d1^63d2^31 + (0 + 2a + 3a^2)d1^64d2^31 + (4 + 1a + 3a^2)d1^65d2^31 + (4 + 3a + 4a^2)d1^66d2^31 + (2 + 0a + 4a^2)d1^67d2^31 + (3 + 4a + 3a^2)d1^68d2^31 + (4 + 4a + 0a^2)d1^70d2^31 + (4 + 1a + 3a^2)d1^71d2^31 + (4 + 0a + 2a^2)d1^72d2^31 + (1 + 0a + 0a^2)d1^73d2^31 + (4 + 1a + 0a^2)d1^74d2^31 + (2 + 1a + 2a^2)d1^75d2^31 + (3 + 2a + 0a^2)d1^76d2^31 + (0 + 2a + 3a^2)d1^77d2^31 + (2 + 1a + 1a^2)d1^78d2^31 + (4 + 1a + 4a^2)d1^79d2^31 + (4 + 4a + 2a^2)d1^80d2^31 + (0 + 2a + 3a^2)d1^81d2^31 + (2 + 4a + 0a^2)d1^82d2^31 + (3 + 4a + 1a^2)d1^83d2^31 + (1 + 0a + 1a^2)d1^84d2^31 + (2 + 2a + 0a^2)d1^85d2^31 + (0 + 2a + 1a^2)d1^86d2^31 + (4 + 1a + 1a^2)d1^87d2^31 + (2 + 1a + 0a^2)d1^88d2^31 + (3 + 1a + 2a^2)d1^89d2^31 + (1 + 4a + 4a^2)d1^90d2^31 + (3 + 3a + 4a^2)d1^91d2^31 + (2 + 1a + 2a^2)d1^92d2^31 + (1 + 3a + 4a^2)d1^93d2^31 + (1 + 1a + 2a^2)d1^94d2^31 + (0 + 1a + 2a^2)d1^95d2^31 + (0 + 1a + 3a^2)d1^96d2^31 + (1 + 0a + 1a^2)d1^97d2^31 + (4 + 0a + 4a^2)d1^98d2^31 + (3 + 1a + 2a^2)d1^99d2^31 + (1 + 2a + 3a^2)d1^100d2^31 + (4 + 0a + 4a^2)d1^101d2^31 + (3 + 1a + 3a^2)d1^102d2^31 + (1 + 0a + 0a^2)d1^103d2^31 + (3 + 3a + 0a^2)d1^104d2^31 + (3 + 3a + 3a^2)d1^105d2^31 + (4 + 4a + 0a^2)d1^106d2^31 + (0 + 1a + 4a^2)d1^107d2^31 + (1 + 0a + 3a^2)d1^108d2^31 + (1 + 2a + 4a^2)d1^109d2^31 + (1 + 4a + 0a^2)d1^110d2^31 + (0 + 0a + 1a^2)d1^111d2^31 + (0 + 1a + 2a^2)d1^112d2^31 + (2 + 1a + 2a^2)d1^113d2^31 + (3 + 2a + 3a^2)d1^114d2^31 + (3 + 1a + 2a^2)d1^115d2^31 + (1 + 2a + 4a^2)d1^116d2^31 + (1 + 0a + 4a^2)d1^117d2^31 + (2 + 2a + 1a^2)d1^118d2^31 + (2 + 3a + 4a^2)d1^119d2^31 + (0 + 3a + 4a^2)d1^120d2^31 + (2 + 4a + 2a^2)d1^121d2^31 + (4 + 4a + 3a^2)d1^122d2^31 + (2 + 4a + 1a^2)d1^123d2^31 + (3 + 4a + 3a^2)d1^124d2^31 + (2 + 2a + 1a^2)d1^125d2^31 + (4 + 1a + 4a^2)d1^126d2^31 + (4 + 3a + 3a^2)d1^127d2^31 + (3 + 3a + 1a^2)d1^128d2^31 + (0 + 1a + 3a^2)d1^129d2^31 + (1 + 0a + 1a^2)d1^130d2^31 + (4 + 3a + 1a^2)d1^131d2^31 + (2 + 4a + 0a^2)d1^132d2^31 + (4 + 1a + 2a^2)d1^133d2^31 + (3 + 0a + 0a^2)d1^134d2^31 + (3 + 0a + 0a^2)d1^135d2^31 + (1 + 1a + 2a^2)d1^136d2^31 + (1 + 1a + 2a^2)d1^137d2^31 + (4 + 1a + 1a^2)d1^138d2^31 + (4 + 3a + 1a^2)d1^139d2^31 + (4 + 4a + 2a^2)d1^140d2^31 + (0 + 0a + 2a^2)d1^141d2^31 + (4 + 2a + 1a^2)d1^142d2^31 + (3 + 0a + 1a^2)d1^143d2^31 + (0 + 2a + 2a^2)d1^144d2^31 + (1 + 0a + 3a^2)d1^145d2^31 + (2 + 2a + 4a^2)d1^146d2^31 + (0 + 0a + 3a^2)d1^147d2^31 + (2 + 2a + 0a^2)d1^148d2^31 + (1 + 3a + 4a^2)d1^149d2^31 + (0 + 1a + 0a^2)d1^150d2^31 + (4 + 0a + 3a^2)d1^151d2^31 + (2 + 0a + 2a^2)d1^152d2^31 + (4 + 4a + 3a^2)d1^153d2^31 + (4 + 4a + 4a^2)d1^154d2^31 + (2 + 1a + 4a^2)d1^155d2^31 + (2 + 2a + 4a^2)d1^156d2^31 + (2 + 2a + 4a^2)d1^157d2^31 + (1 + 3a + 1a^2)d1^158d2^31 + (1 + 3a + 3a^2)d1^159d2^31 + (3 + 4a + 3a^2)d1^160d2^31 + (2 + 3a + 0a^2)d1^161d2^31 + (0 + 4a + 3a^2)d1^162d2^31 + (3 + 4a + 3a^2)d1^163d2^31 + (2 + 4a + 1a^2)d1^164d2^31 + (4 + 3a + 1a^2)d1^165d2^31 + (3 + 3a + 3a^2)d1^166d2^31 + (4 + 2a + 0a^2)d1^167d2^31 + (2 + 2a + 3a^2)d1^168d2^31 + (1 + 3a + 1a^2)d1^169d2^31 + (1 + 1a + 0a^2)d1^170d2^31 + (1 + 1a + 1a^2)d1^171d2^31 + (2 + 0a + 2a^2)d1^172d2^31 + (2 + 3a + 1a^2)d1^173d2^31 + (4 + 4a + 1a^2)d1^174d2^31 + (0 + 4a + 4a^2)d1^175d2^31 + (4 + 2a + 0a^2)d1^176d2^31 + (0 + 1a + 0a^2)d1^177d2^31 + (4 + 3a + 0a^2)d1^178d2^31 + (4 + 4a + 3a^2)d1^179d2^31 + (4 + 0a + 3a^2)d1^180d2^31 + (4 + 3a + 0a^2)d1^181d2^31 + (3 + 1a + 3a^2)d1^182d2^31 + (4 + 0a + 3a^2)d1^183d2^31 + (3 + 0a + 2a^2)d1^184d2^31 + (3 + 4a + 3a^2)d1^185d2^31 + (1 + 1a + 4a^2)d1^186d2^31 + (4 + 0a + 1a^2)d1^187d2^31 + (2 + 0a + 4a^2)d1^188d2^31 + (2 + 0a + 4a^2)d1^189d2^31 + (2 + 2a + 0a^2)d1^190d2^31 + (3 + 2a + 2a^2)d1^191d2^31 + (4 + 3a + 3a^2)d1^192d2^31 + (0 + 4a + 2a^2)d1^193d2^31 + (1 + 3a + 1a^2)d1^194d2^31 + (0 + 4a + 0a^2)d1^195d2^31 + (3 + 3a + 2a^2)d1^196d2^31 + (0 + 1a + 3a^2)d1^197d2^31 + (1 + 0a + 3a^2)d1^198d2^31 + (0 + 2a + 2a^2)d1^199d2^31 + (1 + 3a + 4a^2)d1^200d2^31 + (1 + 2a + 4a^2)d1^201d2^31 + (2 + 1a + 0a^2)d1^202d2^31 + (4 + 4a + 1a^2)d1^203d2^31 + (3 + 4a + 4a^2)d1^204d2^31 + (3 + 4a + 1a^2)d1^205d2^31 + (3 + 4a + 4a^2)d1^206d2^31 + (1 + 3a + 3a^2)d1^207d2^31 + (4 + 2a + 4a^2)d1^208d2^31 + (3 + 2a + 4a^2)d1^209d2^31 + (2 + 3a + 4a^2)d1^210d2^31 + (4 + 0a + 0a^2)d1^211d2^31 + (3 + 2a + 0a^2)d1^212d2^31 + (3 + 2a + 1a^2)d1^213d2^31 + (1 + 1a + 3a^2)d1^214d2^31 + (0 + 3a + 4a^2)d1^215d2^31 + (3 + 2a + 4a^2)d1^216d2^31 + (3 + 3a + 4a^2)d1^218d2^31 + (1 + 4a + 2a^2)d1^219d2^31 + (3 + 4a + 2a^2)d1^220d2^31 + (4 + 1a + 1a^2)d1^221d2^31 + (3 + 2a + 0a^2)d1^222d2^31 + (3 + 3a + 2a^2)d1^223d2^31 + (2 + 1a + 4a^2)d1^224d2^31 + (3 + 4a + 0a^2)d1^225d2^31 + (2 + 3a + 0a^2)d1^226d2^31 + (3 + 2a + 1a^2)d1^227d2^31 + (3 + 3a + 4a^2)d1^228d2^31 + (2 + 1a + 1a^2)d1^229d2^31 + (0 + 2a + 1a^2)d1^230d2^31 + (2 + 1a + 3a^2)d1^231d2^31 + (1 + 1a + 0a^2)d1^232d2^31 + (2 + 1a + 3a^2)d1^233d2^31 + (0 + 4a + 3a^2)d1^234d2^31 + (2 + 3a + 3a^2)d1^235d2^31 + (2 + 4a + 3a^2)d1^236d2^31 + (1 + 0a + 4a^2)d1^237d2^31 + (3 + 2a + 1a^2)d1^238d2^31 + (4 + 0a + 1a^2)d1^239d2^31 + (2 + 3a + 4a^2)d1^240d2^31 + (2 + 1a + 2a^2)d1^241d2^31 + (4 + 0a + 0a^2)d1^242d2^31 + (1 + 2a + 1a^2)d1^243d2^31 + (1 + 3a + 0a^2)d1^244d2^31 + (0 + 3a + 2a^2)d1^245d2^31 + (0 + 2a + 2a^2)d1^246d2^31 + (3 + 4a + 2a^2)d1^247d2^31 + (0 + 0a + 2a^2)d1^248d2^31 + (4 + 3a + 2a^2)d1^249d2^31 + (1 + 0a + 3a^2)d1^250d2^31 + (1 + 2a + 4a^2)d1^251d2^31 + (2 + 2a + 3a^2)d1^252d2^31 + (2 + 1a + 4a^2)d1^253d2^31 + (4 + 2a + 1a^2)d1^254d2^31 + (0 + 4a + 3a^2)d1^255d2^31 + (2 + 0a + 3a^2)d1^256d2^31 + (1 + 4a + 3a^2)d1^257d2^31 + (2 + 3a + 1a^2)d1^258d2^31 + (3 + 1a + 0a^2)d1^259d2^31 + (4 + 4a + 0a^2)d1^260d2^31 + (0 + 0a + 2a^2)d1^261d2^31 + (4 + 3a + 3a^2)d1^262d2^31 + (0 + 2a + 1a^2)d1^263d2^31 + (0 + 0a + 3a^2)d1^264d2^31 + (4 + 0a + 3a^2)d1^265d2^31 + (0 + 0a + 4a^2)d1^266d2^31 + (0 + 1a + 4a^2)d1^267d2^31 + (2 + 1a + 4a^2)d1^268d2^31 + (3 + 0a + 1a^2)d1^269d2^31 + (1 + 1a + 1a^2)d1^270d2^31 + (3 + 2a + 4a^2)d1^271d2^31 + (4 + 0a + 1a^2)d1^272d2^31 + (1 + 3a + 3a^2)d1^273d2^31 + (4 + 0a + 3a^2)d1^274d2^31 + (2 + 1a + 2a^2)d1^275d2^31 + (2 + 3a + 0a^2)d1^276d2^31 + (0 + 0a + 1a^2)d1^277d2^31 + (2 + 4a + 1a^2)d1^278d2^31 + (4 + 3a + 1a^2)d1^279d2^31 + (2 + 0a + 1a^2)d1^280d2^31 + (3 + 0a + 4a^2)d1^281d2^31 + (4 + 4a + 2a^2)d1^282d2^31 + (1 + 1a + 0a^2)d1^283d2^31 + (2 + 0a + 0a^2)d1^284d2^31 + (1 + 0a + 4a^2)d1^285d2^31 + (1 + 2a + 4a^2)d1^286d2^31 + (1 + 0a + 0a^2)d1^287d2^31 + (3 + 3a + 2a^2)d1^289d2^31 + (1 + 2a + 0a^2)d1^290d2^31 + (1 + 0a + 2a^2)d1^291d2^31 + (0 + 1a + 4a^2)d1^292d2^31 + (2 + 3a + 3a^2)d1^293d2^31 + (2 + 3a + 4a^2)d2^32 + (2 + 1a + 1a^2)d1^1d2^32 + (3 + 1a + 1a^2)d1^2d2^32 + (2 + 4a + 1a^2)d1^3d2^32 + (0 + 3a + 4a^2)d1^4d2^32 + (4 + 1a + 1a^2)d1^5d2^32 + (4 + 4a + 2a^2)d1^6d2^32 + (2 + 1a + 0a^2)d1^7d2^32 + (4 + 2a + 2a^2)d1^8d2^32 + (3 + 1a + 3a^2)d1^9d2^32 + (2 + 0a + 2a^2)d1^10d2^32 + (1 + 2a + 2a^2)d1^11d2^32 + (2 + 0a + 2a^2)d1^12d2^32 + (4 + 1a + 4a^2)d1^13d2^32 + (3 + 4a + 4a^2)d1^14d2^32 + (2 + 1a + 0a^2)d1^15d2^32 + (1 + 3a + 3a^2)d1^16d2^32 + (2 + 2a + 1a^2)d1^17d2^32 + (2 + 4a + 2a^2)d1^18d2^32 + (0 + 1a + 3a^2)d1^19d2^32 + (0 + 0a + 3a^2)d1^20d2^32 + (1 + 0a + 2a^2)d1^21d2^32 + (2 + 2a + 4a^2)d1^22d2^32 + (1 + 3a + 2a^2)d1^23d2^32 + (2 + 4a + 1a^2)d1^24d2^32 + (3 + 0a + 3a^2)d1^25d2^32 + (2 + 0a + 1a^2)d1^26d2^32 + (0 + 3a + 2a^2)d1^27d2^32 + (2 + 2a + 1a^2)d1^28d2^32 + (1 + 3a + 1a^2)d1^29d2^32 + (1 + 4a + 1a^2)d1^30d2^32 + (3 + 0a + 2a^2)d1^31d2^32 + (4 + 4a + 3a^2)d1^32d2^32 + (2 + 3a + 1a^2)d1^33d2^32 + (3 + 4a + 1a^2)d1^34d2^32 + (2 + 3a + 0a^2)d1^35d2^32 + (4 + 2a + 0a^2)d1^36d2^32 + (2 + 2a + 1a^2)d1^37d2^32 + (1 + 4a + 1a^2)d1^38d2^32 + (4 + 2a + 2a^2)d1^39d2^32 + (0 + 4a + 4a^2)d1^40d2^32 + (1 + 1a + 1a^2)d1^41d2^32 + (1 + 2a + 0a^2)d1^42d2^32 + (1 + 4a + 4a^2)d1^43d2^32 + (0 + 3a + 0a^2)d1^44d2^32 + (2 + 1a + 3a^2)d1^45d2^32 + (3 + 0a + 2a^2)d1^46d2^32 + (1 + 1a + 3a^2)d1^47d2^32 + (4 + 1a + 4a^2)d1^48d2^32 + (0 + 1a + 3a^2)d1^49d2^32 + (3 + 2a + 0a^2)d1^50d2^32 + (4 + 3a + 1a^2)d1^51d2^32 + (1 + 0a + 4a^2)d1^52d2^32 + (0 + 1a + 4a^2)d1^53d2^32 + (0 + 4a + 1a^2)d1^54d2^32 + (4 + 0a + 0a^2)d1^55d2^32 + (3 + 1a + 4a^2)d1^56d2^32 + (1 + 4a + 0a^2)d1^57d2^32 + (3 + 3a + 2a^2)d1^58d2^32 + (3 + 4a + 4a^2)d1^59d2^32 + (2 + 4a + 1a^2)d1^60d2^32 + (4 + 0a + 0a^2)d1^61d2^32 + (2 + 1a + 4a^2)d1^62d2^32 + (0 + 1a + 4a^2)d1^63d2^32 + (1 + 4a + 4a^2)d1^64d2^32 + (0 + 4a + 3a^2)d1^65d2^32 + (0 + 1a + 4a^2)d1^66d2^32 + (1 + 1a + 4a^2)d1^67d2^32 + (0 + 1a + 1a^2)d1^68d2^32 + (2 + 0a + 2a^2)d1^69d2^32 + (3 + 1a + 2a^2)d1^70d2^32 + (4 + 3a + 0a^2)d1^71d2^32 + (0 + 0a + 4a^2)d1^72d2^32 + (2 + 0a + 2a^2)d1^73d2^32 + (2 + 0a + 1a^2)d1^74d2^32 + (2 + 0a + 1a^2)d1^75d2^32 + (2 + 0a + 4a^2)d1^76d2^32 + (0 + 3a + 0a^2)d1^77d2^32 + (1 + 0a + 0a^2)d1^78d2^32 + (2 + 3a + 1a^2)d1^79d2^32 + (2 + 4a + 3a^2)d1^80d2^32 + (1 + 2a + 4a^2)d1^81d2^32 + (3 + 0a + 1a^2)d1^82d2^32 + (3 + 1a + 2a^2)d1^83d2^32 + (3 + 4a + 4a^2)d1^84d2^32 + (1 + 1a + 1a^2)d1^85d2^32 + (2 + 1a + 1a^2)d1^86d2^32 + (1 + 1a + 4a^2)d1^87d2^32 + (2 + 0a + 3a^2)d1^88d2^32 + (3 + 3a + 0a^2)d1^89d2^32 + (4 + 0a + 1a^2)d1^90d2^32 + (0 + 3a + 0a^2)d1^91d2^32 + (4 + 3a + 4a^2)d1^92d2^32 + (1 + 4a + 3a^2)d1^93d2^32 + (0 + 1a + 4a^2)d1^94d2^32 + (4 + 4a + 1a^2)d1^95d2^32 + (0 + 1a + 3a^2)d1^96d2^32 + (4 + 4a + 4a^2)d1^97d2^32 + (1 + 4a + 3a^2)d1^98d2^32 + (3 + 3a + 2a^2)d1^99d2^32 + (3 + 1a + 2a^2)d1^100d2^32 + (4 + 3a + 1a^2)d1^101d2^32 + (1 + 2a + 3a^2)d1^102d2^32 + (0 + 2a + 3a^2)d1^103d2^32 + (4 + 2a + 4a^2)d1^104d2^32 + (3 + 0a + 4a^2)d1^105d2^32 + (2 + 1a + 1a^2)d1^106d2^32 + (1 + 0a + 3a^2)d1^107d2^32 + (0 + 4a + 4a^2)d1^108d2^32 + (1 + 3a + 4a^2)d1^109d2^32 + (4 + 4a + 1a^2)d1^110d2^32 + (3 + 0a + 3a^2)d1^111d2^32 + (0 + 3a + 4a^2)d1^112d2^32 + (4 + 4a + 0a^2)d1^113d2^32 + (0 + 1a + 2a^2)d1^114d2^32 + (4 + 1a + 2a^2)d1^115d2^32 + (3 + 0a + 0a^2)d1^116d2^32 + (4 + 1a + 3a^2)d1^117d2^32 + (3 + 2a + 1a^2)d1^118d2^32 + (3 + 0a + 0a^2)d1^119d2^32 + (2 + 1a + 4a^2)d1^120d2^32 + (4 + 3a + 1a^2)d1^121d2^32 + (2 + 2a + 2a^2)d1^122d2^32 + (4 + 4a + 4a^2)d1^123d2^32 + (3 + 4a + 3a^2)d1^124d2^32 + (4 + 0a + 0a^2)d1^125d2^32 + (3 + 2a + 4a^2)d1^126d2^32 + (1 + 2a + 0a^2)d1^127d2^32 + (4 + 2a + 3a^2)d1^128d2^32 + (4 + 1a + 3a^2)d1^129d2^32 + (3 + 3a + 3a^2)d1^131d2^32 + (2 + 2a + 2a^2)d1^132d2^32 + (3 + 3a + 3a^2)d1^133d2^32 + (3 + 3a + 4a^2)d1^134d2^32 + (2 + 2a + 1a^2)d1^135d2^32 + (1 + 3a + 2a^2)d1^136d2^32 + (0 + 4a + 1a^2)d1^137d2^32 + (4 + 2a + 1a^2)d1^138d2^32 + (2 + 3a + 1a^2)d1^139d2^32 + (2 + 3a + 1a^2)d1^140d2^32 + (1 + 4a + 2a^2)d1^141d2^32 + (3 + 0a + 3a^2)d1^142d2^32 + (2 + 2a + 0a^2)d1^143d2^32 + (4 + 3a + 0a^2)d1^144d2^32 + (3 + 2a + 3a^2)d1^145d2^32 + (1 + 4a + 3a^2)d1^146d2^32 + (0 + 3a + 2a^2)d1^147d2^32 + (3 + 3a + 1a^2)d1^148d2^32 + (0 + 4a + 2a^2)d1^149d2^32 + (4 + 0a + 2a^2)d1^150d2^32 + (0 + 3a + 0a^2)d1^151d2^32 + (0 + 4a + 0a^2)d1^152d2^32 + (2 + 3a + 1a^2)d1^153d2^32 + (1 + 3a + 3a^2)d1^154d2^32 + (2 + 0a + 1a^2)d1^155d2^32 + (0 + 0a + 4a^2)d1^156d2^32 + (4 + 3a + 3a^2)d1^157d2^32 + (4 + 0a + 3a^2)d1^158d2^32 + (2 + 3a + 2a^2)d1^159d2^32 + (4 + 0a + 0a^2)d1^160d2^32 + (4 + 4a + 0a^2)d1^161d2^32 + (0 + 2a + 2a^2)d1^162d2^32 + (3 + 1a + 2a^2)d1^163d2^32 + (2 + 4a + 3a^2)d1^164d2^32 + (3 + 1a + 2a^2)d1^165d2^32 + (1 + 1a + 4a^2)d1^166d2^32 + (1 + 1a + 4a^2)d1^167d2^32 + (4 + 0a + 3a^2)d1^168d2^32 + (3 + 4a + 1a^2)d1^169d2^32 + (3 + 2a + 0a^2)d1^170d2^32 + (0 + 3a + 3a^2)d1^171d2^32 + (2 + 1a + 2a^2)d1^172d2^32 + (3 + 0a + 2a^2)d1^173d2^32 + (1 + 3a + 3a^2)d1^174d2^32 + (0 + 3a + 3a^2)d1^175d2^32 + (4 + 3a + 4a^2)d1^176d2^32 + (4 + 4a + 4a^2)d1^177d2^32 + (2 + 3a + 1a^2)d1^178d2^32 + (2 + 0a + 3a^2)d1^179d2^32 + (2 + 4a + 1a^2)d1^180d2^32 + (4 + 2a + 4a^2)d1^181d2^32 + (0 + 2a + 0a^2)d1^182d2^32 + (3 + 2a + 0a^2)d1^183d2^32 + (2 + 3a + 3a^2)d1^184d2^32 + (0 + 4a + 4a^2)d1^185d2^32 + (4 + 2a + 1a^2)d1^186d2^32 + (3 + 1a + 1a^2)d1^187d2^32 + (1 + 2a + 4a^2)d1^188d2^32 + (1 + 4a + 0a^2)d1^189d2^32 + (2 + 1a + 2a^2)d1^190d2^32 + (3 + 3a + 2a^2)d1^191d2^32 + (1 + 0a + 3a^2)d1^192d2^32 + (3 + 4a + 0a^2)d1^193d2^32 + (4 + 4a + 3a^2)d1^194d2^32 + (3 + 1a + 0a^2)d1^195d2^32 + (4 + 2a + 4a^2)d1^196d2^32 + (2 + 0a + 4a^2)d1^197d2^32 + (4 + 3a + 3a^2)d1^198d2^32 + (1 + 4a + 4a^2)d1^199d2^32 + (1 + 3a + 3a^2)d1^200d2^32 + (2 + 4a + 0a^2)d1^201d2^32 + (4 + 1a + 3a^2)d1^202d2^32 + (4 + 0a + 3a^2)d1^203d2^32 + (3 + 0a + 4a^2)d1^204d2^32 + (3 + 3a + 3a^2)d1^205d2^32 + (4 + 2a + 4a^2)d1^206d2^32 + (0 + 3a + 2a^2)d1^207d2^32 + (0 + 1a + 2a^2)d1^208d2^32 + (0 + 3a + 0a^2)d1^209d2^32 + (3 + 2a + 1a^2)d1^210d2^32 + (0 + 1a + 2a^2)d1^211d2^32 + (4 + 2a + 2a^2)d1^212d2^32 + (1 + 4a + 3a^2)d1^213d2^32 + (0 + 4a + 1a^2)d1^214d2^32 + (2 + 4a + 4a^2)d1^215d2^32 + (0 + 1a + 4a^2)d1^216d2^32 + (4 + 3a + 0a^2)d1^217d2^32 + (3 + 4a + 4a^2)d1^218d2^32 + (2 + 1a + 0a^2)d1^219d2^32 + (4 + 2a + 4a^2)d1^220d2^32 + (4 + 1a + 4a^2)d1^221d2^32 + (3 + 0a + 3a^2)d1^222d2^32 + (4 + 1a + 3a^2)d1^224d2^32 + (2 + 0a + 1a^2)d1^225d2^32 + (3 + 0a + 2a^2)d1^226d2^32 + (4 + 1a + 4a^2)d1^227d2^32 + (2 + 1a + 0a^2)d1^228d2^32 + (2 + 2a + 2a^2)d1^229d2^32 + (1 + 4a + 3a^2)d1^230d2^32 + (2 + 4a + 3a^2)d1^231d2^32 + (4 + 1a + 4a^2)d1^232d2^32 + (0 + 1a + 1a^2)d1^233d2^32 + (3 + 4a + 0a^2)d1^234d2^32 + (3 + 4a + 0a^2)d1^235d2^32 + (4 + 2a + 2a^2)d1^236d2^32 + (0 + 4a + 4a^2)d1^237d2^32 + (3 + 4a + 2a^2)d1^238d2^32 + (1 + 4a + 1a^2)d1^239d2^32 + (4 + 3a + 0a^2)d1^240d2^32 + (2 + 0a + 3a^2)d1^241d2^32 + (3 + 3a + 2a^2)d1^242d2^32 + (2 + 1a + 0a^2)d1^243d2^32 + (1 + 2a + 0a^2)d1^244d2^32 + (4 + 3a + 0a^2)d1^245d2^32 + (1 + 2a + 1a^2)d1^246d2^32 + (2 + 3a + 2a^2)d1^247d2^32 + (2 + 4a + 4a^2)d1^248d2^32 + (4 + 3a + 4a^2)d1^249d2^32 + (0 + 1a + 3a^2)d1^250d2^32 + (1 + 4a + 3a^2)d1^251d2^32 + (1 + 1a + 2a^2)d1^252d2^32 + (3 + 3a + 0a^2)d1^253d2^32 + (1 + 1a + 0a^2)d1^254d2^32 + (2 + 3a + 3a^2)d1^255d2^32 + (2 + 0a + 0a^2)d1^256d2^32 + (4 + 0a + 0a^2)d1^257d2^32 + (4 + 1a + 0a^2)d1^258d2^32 + (1 + 4a + 3a^2)d1^259d2^32 + (1 + 1a + 0a^2)d1^260d2^32 + (0 + 2a + 0a^2)d1^261d2^32 + (0 + 3a + 0a^2)d1^262d2^32 + (1 + 2a + 4a^2)d1^263d2^32 + (0 + 2a + 4a^2)d1^264d2^32 + (1 + 1a + 0a^2)d1^265d2^32 + (0 + 3a + 1a^2)d1^266d2^32 + (1 + 0a + 2a^2)d1^267d2^32 + (0 + 4a + 3a^2)d1^268d2^32 + (0 + 4a + 3a^2)d1^269d2^32 + (1 + 1a + 2a^2)d1^270d2^32 + (3 + 4a + 4a^2)d1^271d2^32 + (2 + 3a + 2a^2)d1^272d2^32 + (4 + 1a + 2a^2)d1^273d2^32 + (1 + 3a + 0a^2)d1^274d2^32 + (2 + 4a + 2a^2)d1^275d2^32 + (1 + 0a + 4a^2)d1^276d2^32 + (1 + 1a + 3a^2)d1^277d2^32 + (3 + 4a + 2a^2)d1^278d2^32 + (4 + 1a + 0a^2)d1^279d2^32 + (1 + 4a + 4a^2)d1^280d2^32 + (4 + 0a + 3a^2)d1^281d2^32 + (3 + 4a + 3a^2)d1^282d2^32 + (3 + 0a + 4a^2)d1^283d2^32 + (0 + 2a + 1a^2)d1^284d2^32 + (2 + 0a + 0a^2)d1^285d2^32 + (4 + 4a + 2a^2)d1^286d2^32 + (0 + 4a + 1a^2)d1^287d2^32 + (3 + 0a + 2a^2)d1^288d2^32 + (1 + 1a + 0a^2)d1^289d2^32 + (0 + 2a + 3a^2)d1^290d2^32 + (4 + 1a + 3a^2)d1^291d2^32 + (0 + 4a + 1a^2)d1^292d2^32 + (0 + 2a + 4a^2)d1^293d2^32 + (3 + 1a + 0a^2)d2^33 + (1 + 0a + 1a^2)d1^1d2^33 + (0 + 1a + 0a^2)d1^2d2^33 + (4 + 2a + 3a^2)d1^3d2^33 + (0 + 3a + 3a^2)d1^4d2^33 + (1 + 2a + 3a^2)d1^5d2^33 + (3 + 3a + 1a^2)d1^6d2^33 + (4 + 4a + 2a^2)d1^7d2^33 + (0 + 0a + 2a^2)d1^8d2^33 + (3 + 1a + 1a^2)d1^9d2^33 + (1 + 2a + 4a^2)d1^10d2^33 + (2 + 1a + 1a^2)d1^11d2^33 + (0 + 3a + 2a^2)d1^12d2^33 + (1 + 3a + 3a^2)d1^13d2^33 + (1 + 3a + 3a^2)d1^14d2^33 + (1 + 1a + 3a^2)d1^15d2^33 + (0 + 0a + 3a^2)d1^16d2^33 + (3 + 0a + 0a^2)d1^17d2^33 + (1 + 2a + 1a^2)d1^18d2^33 + (2 + 0a + 3a^2)d1^19d2^33 + (4 + 3a + 0a^2)d1^20d2^33 + (3 + 3a + 4a^2)d1^21d2^33 + (4 + 0a + 2a^2)d1^22d2^33 + (1 + 0a + 0a^2)d1^23d2^33 + (3 + 3a + 0a^2)d1^24d2^33 + (0 + 0a + 1a^2)d1^25d2^33 + (3 + 0a + 4a^2)d1^26d2^33 + (2 + 0a + 3a^2)d1^27d2^33 + (4 + 1a + 3a^2)d1^28d2^33 + (1 + 4a + 4a^2)d1^29d2^33 + (4 + 4a + 1a^2)d1^30d2^33 + (1 + 0a + 3a^2)d1^31d2^33 + (4 + 0a + 4a^2)d1^32d2^33 + (3 + 1a + 3a^2)d1^33d2^33 + (4 + 1a + 0a^2)d1^34d2^33 + (2 + 2a + 3a^2)d1^35d2^33 + (4 + 3a + 3a^2)d1^36d2^33 + (4 + 4a + 4a^2)d1^37d2^33 + (3 + 0a + 0a^2)d1^38d2^33 + (0 + 4a + 4a^2)d1^39d2^33 + (0 + 0a + 2a^2)d1^40d2^33 + (2 + 0a + 1a^2)d1^41d2^33 + (4 + 1a + 3a^2)d1^42d2^33 + (0 + 0a + 3a^2)d1^43d2^33 + (1 + 1a + 4a^2)d1^44d2^33 + (4 + 0a + 1a^2)d1^45d2^33 + (1 + 3a + 2a^2)d1^46d2^33 + (4 + 1a + 0a^2)d1^47d2^33 + (2 + 3a + 3a^2)d1^48d2^33 + (2 + 3a + 0a^2)d1^49d2^33 + (1 + 0a + 3a^2)d1^50d2^33 + (3 + 1a + 3a^2)d1^51d2^33 + (2 + 4a + 0a^2)d1^52d2^33 + (2 + 0a + 0a^2)d1^53d2^33 + (0 + 4a + 4a^2)d1^54d2^33 + (2 + 1a + 1a^2)d1^55d2^33 + (2 + 3a + 2a^2)d1^56d2^33 + (4 + 0a + 2a^2)d1^57d2^33 + (4 + 3a + 2a^2)d1^58d2^33 + (4 + 2a + 4a^2)d1^59d2^33 + (2 + 4a + 4a^2)d1^60d2^33 + (2 + 0a + 2a^2)d1^61d2^33 + (1 + 0a + 4a^2)d1^62d2^33 + (0 + 2a + 3a^2)d1^63d2^33 + (1 + 0a + 4a^2)d1^64d2^33 + (0 + 2a + 2a^2)d1^65d2^33 + (4 + 3a + 1a^2)d1^66d2^33 + (4 + 4a + 4a^2)d1^67d2^33 + (0 + 0a + 3a^2)d1^68d2^33 + (0 + 2a + 4a^2)d1^69d2^33 + (2 + 0a + 0a^2)d1^70d2^33 + (0 + 4a + 3a^2)d1^71d2^33 + (3 + 1a + 4a^2)d1^72d2^33 + (4 + 3a + 3a^2)d1^73d2^33 + (0 + 3a + 0a^2)d1^74d2^33 + (4 + 4a + 1a^2)d1^75d2^33 + (1 + 2a + 4a^2)d1^76d2^33 + (1 + 2a + 2a^2)d1^77d2^33 + (4 + 4a + 2a^2)d1^78d2^33 + (1 + 2a + 0a^2)d1^79d2^33 + (2 + 1a + 4a^2)d1^80d2^33 + (0 + 0a + 4a^2)d1^81d2^33 + (2 + 2a + 3a^2)d1^82d2^33 + (1 + 3a + 0a^2)d1^83d2^33 + (0 + 0a + 3a^2)d1^84d2^33 + (3 + 1a + 3a^2)d1^85d2^33 + (1 + 3a + 2a^2)d1^86d2^33 + (4 + 4a + 4a^2)d1^87d2^33 + (3 + 4a + 4a^2)d1^88d2^33 + (1 + 3a + 0a^2)d1^89d2^33 + (1 + 2a + 1a^2)d1^90d2^33 + (3 + 1a + 3a^2)d1^91d2^33 + (3 + 1a + 4a^2)d1^92d2^33 + (0 + 0a + 1a^2)d1^93d2^33 + (4 + 1a + 3a^2)d1^94d2^33 + (0 + 4a + 4a^2)d1^96d2^33 + (3 + 0a + 0a^2)d1^97d2^33 + (2 + 1a + 2a^2)d1^98d2^33 + (0 + 0a + 3a^2)d1^99d2^33 + (2 + 1a + 4a^2)d1^100d2^33 + (3 + 4a + 3a^2)d1^101d2^33 + (0 + 0a + 3a^2)d1^102d2^33 + (2 + 1a + 2a^2)d1^103d2^33 + (0 + 1a + 0a^2)d1^104d2^33 + (0 + 4a + 4a^2)d1^105d2^33 + (2 + 1a + 2a^2)d1^106d2^33 + (3 + 1a + 0a^2)d1^107d2^33 + (0 + 3a + 1a^2)d1^108d2^33 + (1 + 0a + 3a^2)d1^109d2^33 + (2 + 1a + 1a^2)d1^110d2^33 + (2 + 2a + 0a^2)d1^111d2^33 + (1 + 3a + 3a^2)d1^112d2^33 + (3 + 1a + 1a^2)d1^113d2^33 + (1 + 3a + 3a^2)d1^114d2^33 + (0 + 2a + 1a^2)d1^115d2^33 + (1 + 3a + 3a^2)d1^116d2^33 + (2 + 0a + 3a^2)d1^117d2^33 + (0 + 4a + 4a^2)d1^118d2^33 + (3 + 3a + 0a^2)d1^119d2^33 + (1 + 4a + 1a^2)d1^120d2^33 + (2 + 3a + 4a^2)d1^121d2^33 + (1 + 3a + 3a^2)d1^122d2^33 + (3 + 0a + 0a^2)d1^123d2^33 + (3 + 0a + 1a^2)d1^124d2^33 + (2 + 2a + 0a^2)d1^125d2^33 + (4 + 3a + 0a^2)d1^126d2^33 + (2 + 0a + 0a^2)d1^127d2^33 + (2 + 2a + 2a^2)d1^128d2^33 + (3 + 2a + 1a^2)d1^129d2^33 + (4 + 3a + 0a^2)d1^130d2^33 + (0 + 2a + 2a^2)d1^131d2^33 + (1 + 0a + 1a^2)d1^132d2^33 + (3 + 4a + 1a^2)d1^133d2^33 + (1 + 0a + 3a^2)d1^134d2^33 + (3 + 2a + 2a^2)d1^136d2^33 + (2 + 4a + 3a^2)d1^137d2^33 + (2 + 4a + 0a^2)d1^138d2^33 + (0 + 0a + 2a^2)d1^139d2^33 + (1 + 2a + 1a^2)d1^140d2^33 + (0 + 2a + 4a^2)d1^141d2^33 + (4 + 4a + 1a^2)d1^142d2^33 + (4 + 0a + 0a^2)d1^143d2^33 + (4 + 0a + 3a^2)d1^144d2^33 + (2 + 4a + 3a^2)d1^145d2^33 + (1 + 0a + 3a^2)d1^146d2^33 + (1 + 3a + 0a^2)d1^147d2^33 + (2 + 3a + 3a^2)d1^148d2^33 + (4 + 2a + 3a^2)d1^149d2^33 + (1 + 0a + 1a^2)d1^150d2^33 + (2 + 2a + 3a^2)d1^151d2^33 + (4 + 4a + 2a^2)d1^152d2^33 + (2 + 2a + 0a^2)d1^153d2^33 + (4 + 2a + 0a^2)d1^154d2^33 + (2 + 1a + 2a^2)d1^155d2^33 + (4 + 1a + 1a^2)d1^156d2^33 + (1 + 0a + 1a^2)d1^157d2^33 + (1 + 0a + 0a^2)d1^158d2^33 + (1 + 3a + 3a^2)d1^159d2^33 + (3 + 1a + 3a^2)d1^160d2^33 + (1 + 0a + 0a^2)d1^161d2^33 + (0 + 2a + 2a^2)d1^162d2^33 + (0 + 3a + 0a^2)d1^163d2^33 + (1 + 0a + 0a^2)d1^164d2^33 + (0 + 1a + 3a^2)d1^165d2^33 + (3 + 3a + 0a^2)d1^166d2^33 + (2 + 0a + 2a^2)d1^167d2^33 + (2 + 1a + 4a^2)d1^168d2^33 + (4 + 4a + 0a^2)d1^169d2^33 + (3 + 3a + 2a^2)d1^170d2^33 + (3 + 0a + 3a^2)d1^171d2^33 + (1 + 3a + 4a^2)d1^172d2^33 + (0 + 1a + 4a^2)d1^173d2^33 + (1 + 4a + 2a^2)d1^174d2^33 + (2 + 4a + 3a^2)d1^175d2^33 + (3 + 3a + 2a^2)d1^176d2^33 + (4 + 2a + 0a^2)d1^177d2^33 + (3 + 4a + 0a^2)d1^178d2^33 + (4 + 1a + 2a^2)d1^179d2^33 + (0 + 2a + 3a^2)d1^180d2^33 + (0 + 4a + 1a^2)d1^181d2^33 + (4 + 4a + 3a^2)d1^182d2^33 + (1 + 3a + 4a^2)d1^183d2^33 + (0 + 3a + 4a^2)d1^184d2^33 + (1 + 2a + 3a^2)d1^185d2^33 + (0 + 1a + 0a^2)d1^186d2^33 + (2 + 2a + 4a^2)d1^187d2^33 + (0 + 2a + 3a^2)d1^188d2^33 + (3 + 1a + 0a^2)d1^189d2^33 + (4 + 4a + 3a^2)d1^190d2^33 + (0 + 4a + 3a^2)d1^191d2^33 + (1 + 3a + 0a^2)d1^192d2^33 + (0 + 1a + 1a^2)d1^193d2^33 + (2 + 0a + 0a^2)d1^194d2^33 + (1 + 1a + 3a^2)d1^195d2^33 + (3 + 3a + 0a^2)d1^196d2^33 + (4 + 1a + 3a^2)d1^197d2^33 + (4 + 4a + 2a^2)d1^198d2^33 + (4 + 2a + 3a^2)d1^199d2^33 + (2 + 2a + 1a^2)d1^200d2^33 + (3 + 2a + 1a^2)d1^201d2^33 + (3 + 4a + 0a^2)d1^202d2^33 + (3 + 3a + 1a^2)d1^203d2^33 + (4 + 0a + 2a^2)d1^204d2^33 + (4 + 2a + 0a^2)d1^205d2^33 + (3 + 4a + 2a^2)d1^206d2^33 + (4 + 1a + 2a^2)d1^207d2^33 + (4 + 3a + 1a^2)d1^208d2^33 + (4 + 2a + 0a^2)d1^209d2^33 + (0 + 0a + 3a^2)d1^210d2^33 + (0 + 2a + 2a^2)d1^211d2^33 + (2 + 3a + 2a^2)d1^212d2^33 + (0 + 1a + 2a^2)d1^213d2^33 + (3 + 4a + 1a^2)d1^214d2^33 + (3 + 1a + 2a^2)d1^215d2^33 + (1 + 3a + 4a^2)d1^216d2^33 + (2 + 1a + 0a^2)d1^217d2^33 + (0 + 3a + 4a^2)d1^218d2^33 + (1 + 2a + 2a^2)d1^219d2^33 + (2 + 1a + 0a^2)d1^220d2^33 + (3 + 3a + 1a^2)d1^221d2^33 + (2 + 3a + 2a^2)d1^222d2^33 + (4 + 3a + 4a^2)d1^223d2^33 + (3 + 0a + 3a^2)d1^224d2^33 + (1 + 1a + 0a^2)d1^225d2^33 + (4 + 3a + 0a^2)d1^226d2^33 + (2 + 0a + 3a^2)d1^227d2^33 + (1 + 3a + 4a^2)d1^228d2^33 + (0 + 2a + 2a^2)d1^229d2^33 + (2 + 1a + 4a^2)d1^230d2^33 + (1 + 0a + 0a^2)d1^231d2^33 + (4 + 4a + 2a^2)d1^232d2^33 + (0 + 0a + 3a^2)d1^233d2^33 + (2 + 2a + 4a^2)d1^234d2^33 + (1 + 3a + 2a^2)d1^235d2^33 + (2 + 1a + 1a^2)d1^236d2^33 + (0 + 0a + 2a^2)d1^237d2^33 + (0 + 1a + 1a^2)d1^238d2^33 + (3 + 0a + 2a^2)d1^239d2^33 + (4 + 4a + 0a^2)d1^240d2^33 + (0 + 0a + 3a^2)d1^241d2^33 + (1 + 4a + 2a^2)d1^242d2^33 + (3 + 0a + 4a^2)d1^243d2^33 + (1 + 3a + 3a^2)d1^244d2^33 + (0 + 1a + 3a^2)d1^245d2^33 + (2 + 0a + 4a^2)d1^246d2^33 + (3 + 0a + 1a^2)d1^247d2^33 + (4 + 1a + 4a^2)d1^248d2^33 + (0 + 3a + 4a^2)d1^249d2^33 + (2 + 2a + 2a^2)d1^250d2^33 + (1 + 2a + 2a^2)d1^251d2^33 + (1 + 4a + 2a^2)d1^252d2^33 + (4 + 0a + 3a^2)d1^253d2^33 + (2 + 0a + 3a^2)d1^254d2^33 + (0 + 4a + 4a^2)d1^255d2^33 + (0 + 4a + 4a^2)d1^256d2^33 + (2 + 4a + 3a^2)d1^257d2^33 + (1 + 4a + 0a^2)d1^258d2^33 + (4 + 0a + 1a^2)d1^259d2^33 + (2 + 0a + 1a^2)d1^260d2^33 + (0 + 4a + 1a^2)d1^261d2^33 + (2 + 1a + 4a^2)d1^262d2^33 + (0 + 4a + 3a^2)d1^263d2^33 + (4 + 1a + 2a^2)d1^264d2^33 + (4 + 4a + 4a^2)d1^265d2^33 + (0 + 4a + 0a^2)d1^266d2^33 + (0 + 4a + 4a^2)d1^267d2^33 + (1 + 1a + 3a^2)d1^268d2^33 + (1 + 3a + 0a^2)d1^269d2^33 + (0 + 4a + 4a^2)d1^271d2^33 + (1 + 3a + 2a^2)d1^272d2^33 + (4 + 3a + 3a^2)d1^273d2^33 + (1 + 3a + 1a^2)d1^274d2^33 + (2 + 3a + 1a^2)d1^275d2^33 + (1 + 4a + 2a^2)d1^276d2^33 + (2 + 4a + 3a^2)d1^277d2^33 + (2 + 4a + 1a^2)d1^278d2^33 + (2 + 3a + 4a^2)d1^279d2^33 + (1 + 4a + 3a^2)d1^280d2^33 + (0 + 0a + 1a^2)d1^281d2^33 + (2 + 2a + 4a^2)d1^282d2^33 + (1 + 2a + 2a^2)d1^283d2^33 + (3 + 0a + 0a^2)d1^284d2^33 + (0 + 0a + 4a^2)d1^285d2^33 + (1 + 0a + 4a^2)d1^286d2^33 + (3 + 2a + 0a^2)d1^287d2^33 + (0 + 1a + 1a^2)d1^288d2^33 + (2 + 2a + 0a^2)d1^289d2^33 + (3 + 0a + 2a^2)d1^290d2^33 + (1 + 2a + 1a^2)d1^291d2^33 + (4 + 3a + 2a^2)d1^292d2^33 + (2 + 3a + 3a^2)d1^293d2^33 + (1 + 2a + 2a^2)d2^34 + (0 + 4a + 0a^2)d1^1d2^34 + (1 + 1a + 0a^2)d1^2d2^34 + (2 + 1a + 1a^2)d1^3d2^34 + (3 + 4a + 4a^2)d1^4d2^34 + (4 + 2a + 4a^2)d1^5d2^34 + (1 + 1a + 3a^2)d1^6d2^34 + (0 + 4a + 1a^2)d1^7d2^34 + (4 + 4a + 1a^2)d1^8d2^34 + (4 + 2a + 2a^2)d1^9d2^34 + (1 + 1a + 2a^2)d1^10d2^34 + (3 + 1a + 3a^2)d1^11d2^34 + (4 + 1a + 4a^2)d1^12d2^34 + (0 + 3a + 3a^2)d1^13d2^34 + (3 + 3a + 0a^2)d1^14d2^34 + (0 + 2a + 1a^2)d1^15d2^34 + (1 + 4a + 3a^2)d1^16d2^34 + (4 + 3a + 3a^2)d1^17d2^34 + (0 + 2a + 0a^2)d1^18d2^34 + (1 + 2a + 3a^2)d1^19d2^34 + (1 + 4a + 3a^2)d1^20d2^34 + (0 + 2a + 2a^2)d1^21d2^34 + (4 + 4a + 2a^2)d1^22d2^34 + (0 + 2a + 4a^2)d1^23d2^34 + (4 + 2a + 4a^2)d1^24d2^34 + (2 + 3a + 1a^2)d1^25d2^34 + (4 + 4a + 4a^2)d1^26d2^34 + (0 + 3a + 0a^2)d1^27d2^34 + (4 + 4a + 2a^2)d1^28d2^34 + (4 + 2a + 4a^2)d1^29d2^34 + (0 + 3a + 2a^2)d1^30d2^34 + (3 + 1a + 2a^2)d1^31d2^34 + (3 + 1a + 0a^2)d1^32d2^34 + (3 + 1a + 4a^2)d1^33d2^34 + (4 + 4a + 3a^2)d1^34d2^34 + (1 + 4a + 0a^2)d1^35d2^34 + (0 + 3a + 3a^2)d1^36d2^34 + (0 + 1a + 1a^2)d1^37d2^34 + (1 + 2a + 2a^2)d1^38d2^34 + (2 + 2a + 4a^2)d1^39d2^34 + (0 + 1a + 1a^2)d1^40d2^34 + (2 + 1a + 0a^2)d1^41d2^34 + (3 + 0a + 0a^2)d1^42d2^34 + (3 + 2a + 4a^2)d1^43d2^34 + (1 + 0a + 2a^2)d1^44d2^34 + (0 + 4a + 4a^2)d1^45d2^34 + (2 + 3a + 3a^2)d1^46d2^34 + (2 + 3a + 4a^2)d1^47d2^34 + (2 + 4a + 1a^2)d1^48d2^34 + (3 + 3a + 3a^2)d1^49d2^34 + (2 + 1a + 3a^2)d1^50d2^34 + (0 + 1a + 4a^2)d1^51d2^34 + (1 + 2a + 1a^2)d1^52d2^34 + (4 + 0a + 4a^2)d1^53d2^34 + (1 + 3a + 4a^2)d1^54d2^34 + (1 + 0a + 0a^2)d1^55d2^34 + (4 + 4a + 2a^2)d1^56d2^34 + (3 + 2a + 3a^2)d1^57d2^34 + (4 + 2a + 0a^2)d1^58d2^34 + (2 + 2a + 1a^2)d1^59d2^34 + (2 + 4a + 3a^2)d1^60d2^34 + (4 + 2a + 1a^2)d1^61d2^34 + (2 + 2a + 0a^2)d1^62d2^34 + (4 + 1a + 3a^2)d1^63d2^34 + (1 + 1a + 4a^2)d1^64d2^34 + (2 + 3a + 4a^2)d1^65d2^34 + (4 + 3a + 0a^2)d1^66d2^34 + (1 + 0a + 4a^2)d1^67d2^34 + (1 + 4a + 3a^2)d1^68d2^34 + (3 + 0a + 4a^2)d1^69d2^34 + (2 + 2a + 0a^2)d1^70d2^34 + (3 + 2a + 2a^2)d1^71d2^34 + (1 + 0a + 2a^2)d1^72d2^34 + (4 + 1a + 4a^2)d1^73d2^34 + (2 + 3a + 1a^2)d1^74d2^34 + (1 + 4a + 4a^2)d1^75d2^34 + (4 + 0a + 0a^2)d1^76d2^34 + (4 + 4a + 4a^2)d1^77d2^34 + (0 + 0a + 1a^2)d1^78d2^34 + (2 + 0a + 1a^2)d1^79d2^34 + (2 + 1a + 3a^2)d1^80d2^34 + (4 + 2a + 0a^2)d1^81d2^34 + (2 + 1a + 3a^2)d1^82d2^34 + (1 + 3a + 2a^2)d1^83d2^34 + (2 + 3a + 3a^2)d1^84d2^34 + (3 + 1a + 2a^2)d1^85d2^34 + (1 + 4a + 3a^2)d1^86d2^34 + (2 + 2a + 2a^2)d1^87d2^34 + (0 + 2a + 3a^2)d1^88d2^34 + (3 + 0a + 2a^2)d1^89d2^34 + (4 + 0a + 4a^2)d1^90d2^34 + (1 + 4a + 2a^2)d1^91d2^34 + (4 + 2a + 4a^2)d1^92d2^34 + (3 + 0a + 1a^2)d1^93d2^34 + (0 + 3a + 2a^2)d1^94d2^34 + (0 + 2a + 3a^2)d1^95d2^34 + (4 + 4a + 2a^2)d1^96d2^34 + (4 + 0a + 3a^2)d1^97d2^34 + (1 + 2a + 4a^2)d1^98d2^34 + (2 + 3a + 0a^2)d1^99d2^34 + (0 + 3a + 1a^2)d1^100d2^34 + (3 + 3a + 3a^2)d1^101d2^34 + (1 + 0a + 2a^2)d1^102d2^34 + (2 + 1a + 1a^2)d1^103d2^34 + (0 + 0a + 1a^2)d1^104d2^34 + (3 + 1a + 0a^2)d1^106d2^34 + (1 + 2a + 3a^2)d1^107d2^34 + (2 + 2a + 0a^2)d1^108d2^34 + (4 + 2a + 0a^2)d1^109d2^34 + (2 + 0a + 0a^2)d1^110d2^34 + (4 + 2a + 1a^2)d1^111d2^34 + (3 + 1a + 4a^2)d1^112d2^34 + (2 + 2a + 2a^2)d1^113d2^34 + (1 + 4a + 0a^2)d1^114d2^34 + (4 + 2a + 0a^2)d1^115d2^34 + (0 + 0a + 3a^2)d1^116d2^34 + (1 + 3a + 0a^2)d1^117d2^34 + (1 + 2a + 4a^2)d1^118d2^34 + (1 + 2a + 4a^2)d1^119d2^34 + (2 + 0a + 2a^2)d1^120d2^34 + (4 + 3a + 4a^2)d1^121d2^34 + (3 + 3a + 4a^2)d1^122d2^34 + (2 + 2a + 0a^2)d1^123d2^34 + (2 + 4a + 2a^2)d1^124d2^34 + (3 + 3a + 4a^2)d1^125d2^34 + (1 + 2a + 1a^2)d1^126d2^34 + (0 + 1a + 3a^2)d1^127d2^34 + (1 + 3a + 0a^2)d1^128d2^34 + (0 + 1a + 2a^2)d1^129d2^34 + (4 + 4a + 0a^2)d1^130d2^34 + (4 + 4a + 0a^2)d1^131d2^34 + (1 + 3a + 3a^2)d1^132d2^34 + (4 + 2a + 0a^2)d1^133d2^34 + (4 + 0a + 4a^2)d1^134d2^34 + (2 + 1a + 0a^2)d1^135d2^34 + (3 + 4a + 3a^2)d1^136d2^34 + (4 + 1a + 2a^2)d1^137d2^34 + (1 + 3a + 1a^2)d1^138d2^34 + (3 + 4a + 4a^2)d1^139d2^34 + (3 + 3a + 2a^2)d1^140d2^34 + (1 + 0a + 2a^2)d1^141d2^34 + (4 + 0a + 4a^2)d1^142d2^34 + (2 + 4a + 0a^2)d1^143d2^34 + (2 + 0a + 3a^2)d1^144d2^34 + (0 + 0a + 4a^2)d1^145d2^34 + (0 + 4a + 1a^2)d1^146d2^34 + (0 + 3a + 0a^2)d1^147d2^34 + (3 + 3a + 3a^2)d1^148d2^34 + (4 + 0a + 4a^2)d1^149d2^34 + (0 + 2a + 4a^2)d1^150d2^34 + (1 + 1a + 1a^2)d1^151d2^34 + (3 + 0a + 2a^2)d1^152d2^34 + (4 + 0a + 1a^2)d1^153d2^34 + (2 + 2a + 4a^2)d1^154d2^34 + (1 + 4a + 1a^2)d1^155d2^34 + (1 + 3a + 2a^2)d1^156d2^34 + (3 + 2a + 4a^2)d1^157d2^34 + (4 + 3a + 3a^2)d1^158d2^34 + (4 + 0a + 2a^2)d1^159d2^34 + (1 + 1a + 0a^2)d1^160d2^34 + (0 + 4a + 4a^2)d1^162d2^34 + (2 + 2a + 2a^2)d1^163d2^34 + (0 + 4a + 4a^2)d1^164d2^34 + (0 + 2a + 4a^2)d1^165d2^34 + (1 + 4a + 0a^2)d1^166d2^34 + (2 + 0a + 1a^2)d1^167d2^34 + (2 + 3a + 4a^2)d1^168d2^34 + (3 + 0a + 1a^2)d1^169d2^34 + (1 + 3a + 3a^2)d1^170d2^34 + (3 + 4a + 2a^2)d1^171d2^34 + (3 + 4a + 1a^2)d1^172d2^34 + (4 + 2a + 4a^2)d1^173d2^34 + (3 + 3a + 3a^2)d1^174d2^34 + (4 + 0a + 0a^2)d1^175d2^34 + (1 + 2a + 3a^2)d1^176d2^34 + (0 + 3a + 1a^2)d1^177d2^34 + (3 + 3a + 1a^2)d1^178d2^34 + (1 + 0a + 2a^2)d1^179d2^34 + (2 + 3a + 1a^2)d1^180d2^34 + (2 + 0a + 0a^2)d1^181d2^34 + (2 + 1a + 4a^2)d1^182d2^34 + (0 + 1a + 1a^2)d1^183d2^34 + (2 + 2a + 3a^2)d1^184d2^34 + (3 + 2a + 2a^2)d1^185d2^34 + (4 + 3a + 0a^2)d1^186d2^34 + (4 + 4a + 2a^2)d1^187d2^34 + (1 + 2a + 1a^2)d1^188d2^34 + (2 + 2a + 3a^2)d1^189d2^34 + (0 + 4a + 0a^2)d1^190d2^34 + (1 + 0a + 3a^2)d1^191d2^34 + (4 + 3a + 1a^2)d1^192d2^34 + (1 + 3a + 1a^2)d1^193d2^34 + (3 + 3a + 0a^2)d1^194d2^34 + (3 + 4a + 2a^2)d1^195d2^34 + (3 + 3a + 4a^2)d1^196d2^34 + (4 + 1a + 3a^2)d1^197d2^34 + (0 + 1a + 3a^2)d1^198d2^34 + (0 + 1a + 3a^2)d1^199d2^34 + (0 + 3a + 4a^2)d1^200d2^34 + (4 + 3a + 0a^2)d1^201d2^34 + (4 + 2a + 2a^2)d1^202d2^34 + (4 + 3a + 0a^2)d1^203d2^34 + (3 + 0a + 0a^2)d1^204d2^34 + (1 + 0a + 1a^2)d1^205d2^34 + (0 + 2a + 3a^2)d1^206d2^34 + (1 + 2a + 4a^2)d1^207d2^34 + (2 + 0a + 1a^2)d1^208d2^34 + (4 + 1a + 0a^2)d1^209d2^34 + (3 + 4a + 2a^2)d1^210d2^34 + (0 + 3a + 1a^2)d1^211d2^34 + (0 + 3a + 4a^2)d1^212d2^34 + (2 + 3a + 1a^2)d1^213d2^34 + (2 + 2a + 3a^2)d1^214d2^34 + (2 + 1a + 1a^2)d1^215d2^34 + (4 + 4a + 0a^2)d1^216d2^34 + (4 + 4a + 4a^2)d1^217d2^34 + (3 + 2a + 3a^2)d1^218d2^34 + (0 + 3a + 3a^2)d1^219d2^34 + (0 + 2a + 4a^2)d1^220d2^34 + (2 + 3a + 4a^2)d1^221d2^34 + (1 + 2a + 2a^2)d1^222d2^34 + (2 + 1a + 2a^2)d1^223d2^34 + (1 + 1a + 4a^2)d1^224d2^34 + (2 + 0a + 0a^2)d1^225d2^34 + (2 + 0a + 3a^2)d1^227d2^34 + (1 + 4a + 4a^2)d1^228d2^34 + (1 + 0a + 0a^2)d1^229d2^34 + (3 + 1a + 0a^2)d1^230d2^34 + (4 + 4a + 0a^2)d1^231d2^34 + (0 + 2a + 0a^2)d1^232d2^34 + (4 + 3a + 3a^2)d1^233d2^34 + (0 + 1a + 3a^2)d1^234d2^34 + (2 + 0a + 2a^2)d1^235d2^34 + (2 + 2a + 2a^2)d1^236d2^34 + (0 + 2a + 3a^2)d1^237d2^34 + (2 + 4a + 3a^2)d1^238d2^34 + (1 + 2a + 0a^2)d1^239d2^34 + (1 + 0a + 4a^2)d1^240d2^34 + (0 + 3a + 1a^2)d1^241d2^34 + (1 + 0a + 3a^2)d1^242d2^34 + (3 + 2a + 0a^2)d1^243d2^34 + (0 + 1a + 2a^2)d1^244d2^34 + (4 + 0a + 0a^2)d1^245d2^34 + (1 + 4a + 4a^2)d1^246d2^34 + (4 + 3a + 0a^2)d1^247d2^34 + (4 + 0a + 1a^2)d1^248d2^34 + (2 + 2a + 3a^2)d1^249d2^34 + (0 + 4a + 2a^2)d1^250d2^34 + (2 + 3a + 4a^2)d1^251d2^34 + (4 + 0a + 1a^2)d1^252d2^34 + (2 + 1a + 2a^2)d1^253d2^34 + (4 + 1a + 2a^2)d1^254d2^34 + (0 + 0a + 4a^2)d1^255d2^34 + (3 + 2a + 4a^2)d1^256d2^34 + (3 + 4a + 3a^2)d1^257d2^34 + (3 + 3a + 2a^2)d1^258d2^34 + (4 + 2a + 2a^2)d1^259d2^34 + (3 + 1a + 3a^2)d1^260d2^34 + (1 + 1a + 0a^2)d1^261d2^34 + (2 + 0a + 1a^2)d1^262d2^34 + (1 + 3a + 3a^2)d1^263d2^34 + (0 + 4a + 2a^2)d1^264d2^34 + (2 + 4a + 1a^2)d1^265d2^34 + (4 + 3a + 3a^2)d1^266d2^34 + (4 + 0a + 1a^2)d1^267d2^34 + (0 + 3a + 0a^2)d1^268d2^34 + (0 + 3a + 4a^2)d1^269d2^34 + (2 + 3a + 4a^2)d1^270d2^34 + (4 + 4a + 0a^2)d1^271d2^34 + (2 + 4a + 4a^2)d1^272d2^34 + (0 + 2a + 0a^2)d1^273d2^34 + (2 + 2a + 3a^2)d1^274d2^34 + (0 + 2a + 4a^2)d1^275d2^34 + (4 + 1a + 1a^2)d1^276d2^34 + (1 + 4a + 1a^2)d1^277d2^34 + (1 + 3a + 0a^2)d1^278d2^34 + (2 + 1a + 1a^2)d1^279d2^34 + (4 + 2a + 4a^2)d1^280d2^34 + (2 + 3a + 4a^2)d1^281d2^34 + (1 + 3a + 1a^2)d1^282d2^34 + (1 + 1a + 2a^2)d1^283d2^34 + (2 + 2a + 0a^2)d1^284d2^34 + (4 + 4a + 4a^2)d1^285d2^34 + (4 + 1a + 1a^2)d1^286d2^34 + (0 + 2a + 2a^2)d1^287d2^34 + (1 + 4a + 0a^2)d1^288d2^34 + (4 + 1a + 3a^2)d1^289d2^34 + (4 + 0a + 1a^2)d1^291d2^34 + (3 + 1a + 3a^2)d1^292d2^34 + (0 + 3a + 3a^2)d1^293d2^34 + (2 + 3a + 2a^2)d2^35 + (2 + 0a + 4a^2)d1^1d2^35 + (4 + 2a + 3a^2)d1^2d2^35 + (4 + 2a + 4a^2)d1^3d2^35 + (2 + 2a + 1a^2)d1^4d2^35 + (2 + 2a + 1a^2)d1^5d2^35 + (3 + 3a + 1a^2)d1^6d2^35 + (4 + 0a + 2a^2)d1^7d2^35 + (4 + 3a + 3a^2)d1^8d2^35 + (3 + 0a + 1a^2)d1^9d2^35 + (4 + 2a + 1a^2)d1^10d2^35 + (0 + 3a + 3a^2)d1^11d2^35 + (0 + 0a + 4a^2)d1^12d2^35 + (0 + 3a + 4a^2)d1^13d2^35 + (1 + 2a + 0a^2)d1^14d2^35 + (2 + 3a + 4a^2)d1^15d2^35 + (4 + 4a + 0a^2)d1^16d2^35 + (2 + 2a + 2a^2)d1^17d2^35 + (3 + 4a + 4a^2)d1^18d2^35 + (3 + 2a + 4a^2)d1^19d2^35 + (1 + 1a + 4a^2)d1^20d2^35 + (2 + 2a + 0a^2)d1^21d2^35 + (3 + 4a + 2a^2)d1^22d2^35 + (1 + 2a + 4a^2)d1^23d2^35 + (1 + 4a + 4a^2)d1^24d2^35 + (4 + 1a + 3a^2)d1^25d2^35 + (3 + 1a + 0a^2)d1^26d2^35 + (0 + 3a + 3a^2)d1^27d2^35 + (2 + 3a + 4a^2)d1^28d2^35 + (1 + 0a + 0a^2)d1^29d2^35 + (1 + 0a + 2a^2)d1^30d2^35 + (0 + 1a + 2a^2)d1^31d2^35 + (1 + 4a + 3a^2)d1^32d2^35 + (1 + 0a + 0a^2)d1^33d2^35 + (1 + 0a + 4a^2)d1^34d2^35 + (4 + 0a + 3a^2)d1^35d2^35 + (3 + 1a + 0a^2)d1^37d2^35 + (1 + 4a + 0a^2)d1^38d2^35 + (0 + 4a + 2a^2)d1^39d2^35 + (4 + 2a + 1a^2)d1^40d2^35 + (0 + 4a + 0a^2)d1^41d2^35 + (4 + 1a + 3a^2)d1^42d2^35 + (0 + 4a + 1a^2)d1^43d2^35 + (0 + 0a + 3a^2)d1^44d2^35 + (4 + 1a + 2a^2)d1^45d2^35 + (0 + 4a + 3a^2)d1^46d2^35 + (4 + 1a + 4a^2)d1^47d2^35 + (4 + 4a + 0a^2)d1^48d2^35 + (4 + 0a + 3a^2)d1^49d2^35 + (3 + 0a + 0a^2)d1^50d2^35 + (4 + 4a + 2a^2)d1^51d2^35 + (4 + 0a + 1a^2)d1^52d2^35 + (4 + 1a + 2a^2)d1^53d2^35 + (2 + 2a + 3a^2)d1^54d2^35 + (0 + 0a + 2a^2)d1^55d2^35 + (0 + 2a + 4a^2)d1^56d2^35 + (4 + 4a + 1a^2)d1^57d2^35 + (2 + 0a + 3a^2)d1^58d2^35 + (3 + 2a + 2a^2)d1^59d2^35 + (0 + 0a + 2a^2)d1^60d2^35 + (1 + 1a + 0a^2)d1^61d2^35 + (4 + 1a + 4a^2)d1^62d2^35 + (3 + 4a + 3a^2)d1^63d2^35 + (4 + 3a + 2a^2)d1^64d2^35 + (3 + 0a + 3a^2)d1^65d2^35 + (0 + 4a + 4a^2)d1^66d2^35 + (3 + 2a + 3a^2)d1^67d2^35 + (0 + 0a + 4a^2)d1^68d2^35 + (2 + 4a + 2a^2)d1^69d2^35 + (0 + 3a + 2a^2)d1^70d2^35 + (3 + 4a + 1a^2)d1^71d2^35 + (3 + 1a + 1a^2)d1^72d2^35 + (2 + 4a + 3a^2)d1^73d2^35 + (1 + 4a + 4a^2)d1^74d2^35 + (4 + 4a + 4a^2)d1^75d2^35 + (2 + 0a + 1a^2)d1^76d2^35 + (0 + 4a + 1a^2)d1^77d2^35 + (1 + 4a + 0a^2)d1^78d2^35 + (2 + 1a + 3a^2)d1^79d2^35 + (3 + 3a + 3a^2)d1^80d2^35 + (0 + 1a + 3a^2)d1^81d2^35 + (0 + 4a + 1a^2)d1^82d2^35 + (0 + 1a + 1a^2)d1^83d2^35 + (2 + 4a + 4a^2)d1^84d2^35 + (0 + 1a + 2a^2)d1^85d2^35 + (1 + 1a + 3a^2)d1^86d2^35 + (3 + 0a + 4a^2)d1^87d2^35 + (3 + 1a + 1a^2)d1^88d2^35 + (4 + 0a + 3a^2)d1^89d2^35 + (4 + 4a + 4a^2)d1^90d2^35 + (2 + 4a + 4a^2)d1^91d2^35 + (0 + 2a + 0a^2)d1^92d2^35 + (3 + 2a + 0a^2)d1^93d2^35 + (3 + 0a + 3a^2)d1^94d2^35 + (3 + 3a + 1a^2)d1^95d2^35 + (4 + 0a + 3a^2)d1^96d2^35 + (4 + 2a + 0a^2)d1^97d2^35 + (0 + 4a + 1a^2)d1^98d2^35 + (1 + 0a + 2a^2)d1^99d2^35 + (0 + 3a + 1a^2)d1^100d2^35 + (2 + 2a + 1a^2)d1^101d2^35 + (1 + 2a + 0a^2)d1^103d2^35 + (1 + 0a + 4a^2)d1^104d2^35 + (1 + 2a + 3a^2)d1^105d2^35 + (2 + 0a + 2a^2)d1^106d2^35 + (0 + 0a + 2a^2)d1^107d2^35 + (2 + 0a + 2a^2)d1^108d2^35 + (3 + 2a + 2a^2)d1^110d2^35 + (2 + 3a + 3a^2)d1^111d2^35 + (0 + 0a + 1a^2)d1^112d2^35 + (0 + 2a + 3a^2)d1^113d2^35 + (1 + 3a + 1a^2)d1^114d2^35 + (0 + 2a + 4a^2)d1^115d2^35 + (4 + 4a + 1a^2)d1^116d2^35 + (4 + 1a + 1a^2)d1^117d2^35 + (2 + 3a + 3a^2)d1^118d2^35 + (0 + 4a + 4a^2)d1^119d2^35 + (0 + 4a + 1a^2)d1^120d2^35 + (2 + 4a + 4a^2)d1^121d2^35 + (0 + 0a + 2a^2)d1^122d2^35 + (4 + 1a + 2a^2)d1^124d2^35 + (0 + 2a + 4a^2)d1^125d2^35 + (0 + 4a + 4a^2)d1^126d2^35 + (1 + 1a + 3a^2)d1^127d2^35 + (0 + 2a + 4a^2)d1^128d2^35 + (0 + 0a + 4a^2)d1^129d2^35 + (0 + 2a + 0a^2)d1^130d2^35 + (0 + 1a + 2a^2)d1^131d2^35 + (4 + 1a + 4a^2)d1^132d2^35 + (4 + 1a + 2a^2)d1^133d2^35 + (0 + 3a + 2a^2)d1^134d2^35 + (1 + 2a + 4a^2)d1^135d2^35 + (3 + 2a + 3a^2)d1^136d2^35 + (0 + 0a + 2a^2)d1^137d2^35 + (0 + 2a + 4a^2)d1^138d2^35 + (3 + 2a + 0a^2)d1^139d2^35 + (0 + 1a + 4a^2)d1^140d2^35 + (0 + 0a + 4a^2)d1^141d2^35 + (0 + 2a + 1a^2)d1^142d2^35 + (3 + 0a + 1a^2)d1^143d2^35 + (1 + 1a + 1a^2)d1^144d2^35 + (1 + 2a + 3a^2)d1^145d2^35 + (0 + 2a + 0a^2)d1^146d2^35 + (4 + 2a + 1a^2)d1^147d2^35 + (0 + 4a + 0a^2)d1^148d2^35 + (0 + 2a + 4a^2)d1^149d2^35 + (1 + 2a + 0a^2)d1^150d2^35 + (0 + 0a + 3a^2)d1^151d2^35 + (1 + 2a + 1a^2)d1^152d2^35 + (3 + 4a + 3a^2)d1^153d2^35 + (3 + 1a + 4a^2)d1^154d2^35 + (4 + 2a + 1a^2)d1^155d2^35 + (4 + 0a + 0a^2)d1^156d2^35 + (0 + 0a + 1a^2)d1^157d2^35 + (2 + 0a + 2a^2)d1^158d2^35 + (0 + 2a + 0a^2)d1^159d2^35 + (0 + 4a + 3a^2)d1^160d2^35 + (1 + 1a + 4a^2)d1^161d2^35 + (3 + 0a + 4a^2)d1^162d2^35 + (2 + 3a + 3a^2)d1^163d2^35 + (4 + 2a + 3a^2)d1^164d2^35 + (3 + 2a + 4a^2)d1^165d2^35 + (2 + 4a + 0a^2)d1^166d2^35 + (4 + 0a + 1a^2)d1^167d2^35 + (0 + 3a + 1a^2)d1^168d2^35 + (0 + 1a + 0a^2)d1^169d2^35 + (0 + 1a + 1a^2)d1^170d2^35 + (0 + 1a + 3a^2)d1^171d2^35 + (4 + 3a + 1a^2)d1^172d2^35 + (1 + 4a + 1a^2)d1^173d2^35 + (4 + 3a + 1a^2)d1^174d2^35 + (4 + 4a + 2a^2)d1^175d2^35 + (4 + 3a + 4a^2)d1^176d2^35 + (0 + 3a + 1a^2)d1^177d2^35 + (0 + 1a + 2a^2)d1^178d2^35 + (2 + 4a + 4a^2)d1^179d2^35 + (2 + 4a + 1a^2)d1^180d2^35 + (0 + 1a + 2a^2)d1^181d2^35 + (0 + 2a + 3a^2)d1^182d2^35 + (3 + 0a + 3a^2)d1^183d2^35 + (3 + 4a + 0a^2)d1^184d2^35 + (0 + 4a + 2a^2)d1^185d2^35 + (4 + 0a + 1a^2)d1^186d2^35 + (2 + 1a + 3a^2)d1^187d2^35 + (2 + 4a + 4a^2)d1^188d2^35 + (3 + 2a + 2a^2)d1^189d2^35 + (1 + 1a + 2a^2)d1^190d2^35 + (3 + 3a + 1a^2)d1^191d2^35 + (0 + 0a + 2a^2)d1^192d2^35 + (1 + 4a + 1a^2)d1^193d2^35 + (4 + 3a + 4a^2)d1^194d2^35 + (2 + 0a + 0a^2)d1^195d2^35 + (3 + 0a + 3a^2)d1^196d2^35 + (4 + 0a + 3a^2)d1^197d2^35 + (4 + 1a + 3a^2)d1^198d2^35 + (1 + 4a + 0a^2)d1^199d2^35 + (0 + 3a + 1a^2)d1^200d2^35 + (0 + 4a + 4a^2)d1^201d2^35 + (3 + 0a + 2a^2)d1^202d2^35 + (0 + 2a + 1a^2)d1^203d2^35 + (0 + 3a + 1a^2)d1^204d2^35 + (1 + 0a + 2a^2)d1^205d2^35 + (2 + 0a + 4a^2)d1^206d2^35 + (4 + 1a + 4a^2)d1^207d2^35 + (0 + 4a + 1a^2)d1^208d2^35 + (2 + 1a + 4a^2)d1^209d2^35 + (3 + 4a + 2a^2)d1^210d2^35 + (4 + 3a + 3a^2)d1^211d2^35 + (0 + 0a + 4a^2)d1^212d2^35 + (4 + 3a + 2a^2)d1^213d2^35 + (3 + 4a + 4a^2)d1^214d2^35 + (4 + 0a + 1a^2)d1^215d2^35 + (0 + 1a + 2a^2)d1^216d2^35 + (4 + 0a + 3a^2)d1^217d2^35 + (2 + 0a + 0a^2)d1^218d2^35 + (3 + 2a + 4a^2)d1^219d2^35 + (3 + 0a + 1a^2)d1^220d2^35 + (1 + 3a + 3a^2)d1^221d2^35 + (3 + 0a + 1a^2)d1^222d2^35 + (1 + 2a + 4a^2)d1^223d2^35 + (0 + 1a + 1a^2)d1^224d2^35 + (2 + 4a + 0a^2)d1^225d2^35 + (2 + 2a + 4a^2)d1^226d2^35 + (2 + 0a + 3a^2)d1^227d2^35 + (3 + 1a + 2a^2)d1^228d2^35 + (4 + 3a + 3a^2)d1^229d2^35 + (1 + 3a + 3a^2)d1^230d2^35 + (4 + 4a + 1a^2)d1^231d2^35 + (3 + 3a + 3a^2)d1^232d2^35 + (0 + 3a + 0a^2)d1^233d2^35 + (1 + 0a + 3a^2)d1^234d2^35 + (4 + 1a + 0a^2)d1^235d2^35 + (0 + 1a + 0a^2)d1^236d2^35 + (4 + 0a + 3a^2)d1^237d2^35 + (1 + 4a + 2a^2)d1^238d2^35 + (4 + 1a + 4a^2)d1^239d2^35 + (4 + 2a + 0a^2)d1^240d2^35 + (3 + 4a + 2a^2)d1^241d2^35 + (4 + 3a + 0a^2)d1^242d2^35 + (4 + 4a + 2a^2)d1^243d2^35 + (1 + 1a + 0a^2)d1^244d2^35 + (0 + 3a + 1a^2)d1^245d2^35 + (2 + 1a + 0a^2)d1^246d2^35 + (3 + 0a + 2a^2)d1^247d2^35 + (3 + 4a + 0a^2)d1^248d2^35 + (1 + 4a + 1a^2)d1^249d2^35 + (0 + 4a + 3a^2)d1^250d2^35 + (0 + 2a + 2a^2)d1^251d2^35 + (3 + 4a + 0a^2)d1^252d2^35 + (4 + 4a + 0a^2)d1^253d2^35 + (2 + 4a + 0a^2)d1^254d2^35 + (4 + 4a + 1a^2)d1^255d2^35 + (0 + 4a + 2a^2)d1^256d2^35 + (4 + 2a + 0a^2)d1^257d2^35 + (3 + 3a + 0a^2)d1^258d2^35 + (1 + 2a + 4a^2)d1^259d2^35 + (4 + 1a + 0a^2)d1^260d2^35 + (3 + 3a + 1a^2)d1^261d2^35 + (0 + 1a + 3a^2)d1^262d2^35 + (3 + 0a + 3a^2)d1^263d2^35 + (1 + 4a + 1a^2)d1^264d2^35 + (4 + 2a + 1a^2)d1^265d2^35 + (4 + 4a + 2a^2)d1^266d2^35 + (3 + 3a + 3a^2)d1^267d2^35 + (1 + 4a + 3a^2)d1^268d2^35 + (0 + 4a + 3a^2)d1^269d2^35 + (2 + 1a + 0a^2)d1^270d2^35 + (3 + 2a + 1a^2)d1^271d2^35 + (3 + 3a + 3a^2)d1^272d2^35 + (4 + 3a + 1a^2)d1^273d2^35 + (0 + 3a + 3a^2)d1^274d2^35 + (4 + 0a + 1a^2)d1^275d2^35 + (3 + 0a + 0a^2)d1^276d2^35 + (4 + 4a + 1a^2)d1^277d2^35 + (2 + 3a + 4a^2)d1^278d2^35 + (4 + 1a + 2a^2)d1^279d2^35 + (3 + 4a + 0a^2)d1^280d2^35 + (4 + 2a + 4a^2)d1^281d2^35 + (3 + 0a + 3a^2)d1^282d2^35 + (4 + 2a + 1a^2)d1^283d2^35 + (2 + 4a + 1a^2)d1^284d2^35 + (2 + 4a + 3a^2)d1^285d2^35 + (0 + 1a + 2a^2)d1^286d2^35 + (3 + 3a + 4a^2)d1^287d2^35 + (1 + 0a + 4a^2)d1^288d2^35 + (2 + 3a + 3a^2)d1^289d2^35 + (0 + 0a + 2a^2)d1^290d2^35 + (1 + 2a + 2a^2)d1^291d2^35 + (3 + 2a + 1a^2)d1^292d2^35 + (0 + 3a + 0a^2)d1^293d2^35 + (3 + 3a + 2a^2)d2^36 + (0 + 0a + 1a^2)d1^1d2^36 + (2 + 1a + 4a^2)d1^2d2^36 + (0 + 0a + 3a^2)d1^3d2^36 + (2 + 2a + 2a^2)d1^4d2^36 + (3 + 1a + 3a^2)d1^5d2^36 + (2 + 2a + 4a^2)d1^6d2^36 + (4 + 2a + 4a^2)d1^7d2^36 + (3 + 2a + 4a^2)d1^8d2^36 + (0 + 1a + 0a^2)d1^9d2^36 + (1 + 1a + 1a^2)d1^10d2^36 + (2 + 1a + 0a^2)d1^11d2^36 + (2 + 1a + 1a^2)d1^12d2^36 + (1 + 1a + 3a^2)d1^13d2^36 + (2 + 2a + 4a^2)d1^14d2^36 + (3 + 1a + 4a^2)d1^15d2^36 + (2 + 0a + 2a^2)d1^16d2^36 + (1 + 4a + 2a^2)d1^17d2^36 + (4 + 3a + 2a^2)d1^18d2^36 + (4 + 4a + 2a^2)d1^19d2^36 + (4 + 2a + 4a^2)d1^20d2^36 + (1 + 0a + 3a^2)d1^21d2^36 + (3 + 3a + 4a^2)d1^22d2^36 + (0 + 1a + 1a^2)d1^23d2^36 + (3 + 4a + 1a^2)d1^24d2^36 + (3 + 4a + 0a^2)d1^25d2^36 + (2 + 3a + 3a^2)d1^26d2^36 + (0 + 2a + 0a^2)d1^27d2^36 + (2 + 1a + 4a^2)d1^28d2^36 + (3 + 2a + 1a^2)d1^29d2^36 + (2 + 1a + 0a^2)d1^30d2^36 + (0 + 4a + 4a^2)d1^31d2^36 + (3 + 1a + 0a^2)d1^32d2^36 + (0 + 2a + 4a^2)d1^33d2^36 + (1 + 0a + 3a^2)d1^34d2^36 + (1 + 1a + 3a^2)d1^35d2^36 + (0 + 3a + 3a^2)d1^36d2^36 + (2 + 2a + 1a^2)d1^37d2^36 + (3 + 1a + 2a^2)d1^38d2^36 + (2 + 2a + 1a^2)d1^39d2^36 + (4 + 2a + 1a^2)d1^40d2^36 + (1 + 3a + 0a^2)d1^41d2^36 + (4 + 1a + 1a^2)d1^42d2^36 + (3 + 4a + 2a^2)d1^43d2^36 + (1 + 1a + 2a^2)d1^44d2^36 + (0 + 4a + 2a^2)d1^45d2^36 + (2 + 0a + 2a^2)d1^46d2^36 + (0 + 2a + 4a^2)d1^47d2^36 + (1 + 0a + 1a^2)d1^48d2^36 + (3 + 2a + 4a^2)d1^49d2^36 + (1 + 2a + 4a^2)d1^50d2^36 + (0 + 1a + 2a^2)d1^51d2^36 + (4 + 2a + 4a^2)d1^52d2^36 + (2 + 3a + 2a^2)d1^53d2^36 + (4 + 4a + 0a^2)d1^54d2^36 + (1 + 0a + 3a^2)d1^55d2^36 + (4 + 4a + 1a^2)d1^56d2^36 + (4 + 4a + 0a^2)d1^57d2^36 + (3 + 4a + 3a^2)d1^58d2^36 + (1 + 4a + 2a^2)d1^59d2^36 + (2 + 1a + 3a^2)d1^60d2^36 + (3 + 1a + 2a^2)d1^61d2^36 + (3 + 3a + 3a^2)d1^62d2^36 + (3 + 3a + 3a^2)d1^63d2^36 + (1 + 3a + 4a^2)d1^64d2^36 + (1 + 0a + 0a^2)d1^65d2^36 + (4 + 0a + 0a^2)d1^66d2^36 + (1 + 4a + 1a^2)d1^67d2^36 + (2 + 2a + 3a^2)d1^68d2^36 + (2 + 3a + 0a^2)d1^69d2^36 + (1 + 4a + 3a^2)d1^70d2^36 + (3 + 1a + 1a^2)d1^71d2^36 + (0 + 2a + 0a^2)d1^72d2^36 + (3 + 1a + 0a^2)d1^73d2^36 + (2 + 2a + 4a^2)d1^74d2^36 + (0 + 3a + 3a^2)d1^75d2^36 + (0 + 2a + 0a^2)d1^76d2^36 + (0 + 2a + 1a^2)d1^77d2^36 + (1 + 3a + 3a^2)d1^78d2^36 + (1 + 4a + 1a^2)d1^79d2^36 + (0 + 2a + 1a^2)d1^80d2^36 + (4 + 3a + 4a^2)d1^81d2^36 + (0 + 3a + 0a^2)d1^82d2^36 + (0 + 2a + 2a^2)d1^83d2^36 + (3 + 0a + 2a^2)d1^84d2^36 + (2 + 2a + 1a^2)d1^85d2^36 + (0 + 2a + 4a^2)d1^86d2^36 + (1 + 0a + 1a^2)d1^87d2^36 + (3 + 0a + 4a^2)d1^88d2^36 + (4 + 4a + 4a^2)d1^89d2^36 + (4 + 0a + 3a^2)d1^91d2^36 + (3 + 2a + 3a^2)d1^92d2^36 + (4 + 3a + 1a^2)d1^93d2^36 + (4 + 3a + 4a^2)d1^94d2^36 + (1 + 4a + 1a^2)d1^95d2^36 + (3 + 2a + 4a^2)d1^96d2^36 + (1 + 1a + 0a^2)d1^97d2^36 + (2 + 2a + 2a^2)d1^98d2^36 + (0 + 1a + 2a^2)d1^99d2^36 + (1 + 0a + 1a^2)d1^100d2^36 + (2 + 4a + 3a^2)d1^101d2^36 + (2 + 2a + 1a^2)d1^102d2^36 + (0 + 0a + 3a^2)d1^103d2^36 + (3 + 0a + 1a^2)d1^104d2^36 + (3 + 2a + 1a^2)d1^105d2^36 + (3 + 3a + 1a^2)d1^106d2^36 + (4 + 1a + 4a^2)d1^107d2^36 + (4 + 0a + 3a^2)d1^108d2^36 + (3 + 0a + 2a^2)d1^109d2^36 + (1 + 2a + 1a^2)d1^110d2^36 + (1 + 3a + 4a^2)d1^111d2^36 + (4 + 3a + 0a^2)d1^112d2^36 + (2 + 3a + 1a^2)d1^113d2^36 + (3 + 2a + 0a^2)d1^114d2^36 + (2 + 1a + 2a^2)d1^115d2^36 + (4 + 4a + 2a^2)d1^116d2^36 + (4 + 1a + 0a^2)d1^117d2^36 + (4 + 3a + 0a^2)d1^118d2^36 + (3 + 2a + 0a^2)d1^119d2^36 + (3 + 4a + 3a^2)d1^120d2^36 + (2 + 3a + 0a^2)d1^121d2^36 + (3 + 0a + 4a^2)d1^122d2^36 + (2 + 1a + 1a^2)d1^123d2^36 + (4 + 3a + 4a^2)d1^124d2^36 + (3 + 0a + 1a^2)d1^125d2^36 + (4 + 1a + 3a^2)d1^126d2^36 + (0 + 1a + 4a^2)d1^127d2^36 + (2 + 2a + 4a^2)d1^128d2^36 + (3 + 0a + 1a^2)d1^129d2^36 + (1 + 0a + 3a^2)d1^130d2^36 + (2 + 4a + 4a^2)d1^131d2^36 + (3 + 2a + 2a^2)d1^132d2^36 + (2 + 0a + 2a^2)d1^133d2^36 + (3 + 3a + 0a^2)d1^134d2^36 + (4 + 4a + 3a^2)d1^135d2^36 + (2 + 4a + 4a^2)d1^136d2^36 + (4 + 4a + 3a^2)d1^137d2^36 + (1 + 3a + 4a^2)d1^138d2^36 + (2 + 1a + 3a^2)d1^139d2^36 + (4 + 3a + 2a^2)d1^140d2^36 + (3 + 1a + 4a^2)d1^141d2^36 + (0 + 0a + 3a^2)d1^142d2^36 + (1 + 1a + 3a^2)d1^143d2^36 + (0 + 4a + 0a^2)d1^144d2^36 + (1 + 1a + 2a^2)d1^145d2^36 + (4 + 3a + 0a^2)d1^147d2^36 + (3 + 0a + 3a^2)d1^148d2^36 + (1 + 0a + 2a^2)d1^149d2^36 + (2 + 2a + 1a^2)d1^150d2^36 + (4 + 4a + 3a^2)d1^151d2^36 + (3 + 2a + 4a^2)d1^152d2^36 + (1 + 4a + 3a^2)d1^153d2^36 + (4 + 3a + 0a^2)d1^154d2^36 + (0 + 3a + 2a^2)d1^155d2^36 + (0 + 2a + 3a^2)d1^156d2^36 + (4 + 0a + 3a^2)d1^157d2^36 + (3 + 0a + 0a^2)d1^158d2^36 + (3 + 2a + 0a^2)d1^159d2^36 + (3 + 2a + 2a^2)d1^160d2^36 + (4 + 3a + 4a^2)d1^161d2^36 + (1 + 3a + 0a^2)d1^162d2^36 + (3 + 0a + 4a^2)d1^163d2^36 + (0 + 2a + 4a^2)d1^164d2^36 + (1 + 4a + 2a^2)d1^165d2^36 + (1 + 1a + 0a^2)d1^166d2^36 + (3 + 1a + 2a^2)d1^167d2^36 + (3 + 2a + 1a^2)d1^168d2^36 + (1 + 3a + 3a^2)d1^169d2^36 + (4 + 2a + 2a^2)d1^170d2^36 + (0 + 1a + 0a^2)d1^171d2^36 + (2 + 2a + 4a^2)d1^172d2^36 + (2 + 3a + 0a^2)d1^173d2^36 + (4 + 2a + 4a^2)d1^174d2^36 + (3 + 2a + 1a^2)d1^175d2^36 + (4 + 4a + 3a^2)d1^176d2^36 + (4 + 3a + 2a^2)d1^177d2^36 + (1 + 1a + 0a^2)d1^178d2^36 + (2 + 1a + 4a^2)d1^179d2^36 + (3 + 3a + 3a^2)d1^180d2^36 + (1 + 2a + 3a^2)d1^181d2^36 + (1 + 1a + 3a^2)d1^182d2^36 + (4 + 0a + 4a^2)d1^183d2^36 + (1 + 0a + 2a^2)d1^184d2^36 + (2 + 2a + 4a^2)d1^185d2^36 + (2 + 2a + 3a^2)d1^186d2^36 + (4 + 2a + 4a^2)d1^187d2^36 + (4 + 0a + 3a^2)d1^188d2^36 + (2 + 3a + 4a^2)d1^189d2^36 + (1 + 2a + 0a^2)d1^190d2^36 + (1 + 4a + 0a^2)d1^191d2^36 + (1 + 0a + 0a^2)d1^192d2^36 + (2 + 0a + 4a^2)d1^193d2^36 + (0 + 3a + 0a^2)d1^194d2^36 + (0 + 2a + 4a^2)d1^195d2^36 + (4 + 2a + 4a^2)d1^196d2^36 + (0 + 1a + 4a^2)d1^197d2^36 + (1 + 3a + 3a^2)d1^198d2^36 + (4 + 2a + 3a^2)d1^200d2^36 + (0 + 4a + 2a^2)d1^201d2^36 + (4 + 1a + 0a^2)d1^202d2^36 + (4 + 3a + 0a^2)d1^203d2^36 + (4 + 3a + 2a^2)d1^204d2^36 + (1 + 1a + 3a^2)d1^205d2^36 + (0 + 0a + 1a^2)d1^206d2^36 + (1 + 4a + 0a^2)d1^207d2^36 + (4 + 2a + 2a^2)d1^208d2^36 + (0 + 1a + 3a^2)d1^209d2^36 + (0 + 0a + 1a^2)d1^210d2^36 + (4 + 2a + 2a^2)d1^211d2^36 + (0 + 3a + 3a^2)d1^212d2^36 + (0 + 1a + 1a^2)d1^213d2^36 + (4 + 1a + 3a^2)d1^214d2^36 + (0 + 1a + 2a^2)d1^215d2^36 + (0 + 2a + 3a^2)d1^216d2^36 + (1 + 0a + 0a^2)d1^217d2^36 + (4 + 4a + 3a^2)d1^218d2^36 + (1 + 4a + 1a^2)d1^219d2^36 + (2 + 2a + 3a^2)d1^220d2^36 + (2 + 1a + 2a^2)d1^221d2^36 + (4 + 2a + 0a^2)d1^222d2^36 + (1 + 2a + 0a^2)d1^223d2^36 + (3 + 1a + 1a^2)d1^224d2^36 + (4 + 2a + 1a^2)d1^225d2^36 + (2 + 4a + 1a^2)d1^227d2^36 + (4 + 3a + 4a^2)d1^228d2^36 + (3 + 2a + 2a^2)d1^229d2^36 + (0 + 4a + 1a^2)d1^230d2^36 + (2 + 1a + 4a^2)d1^231d2^36 + (4 + 3a + 0a^2)d1^232d2^36 + (3 + 4a + 0a^2)d1^233d2^36 + (3 + 0a + 1a^2)d1^234d2^36 + (1 + 4a + 4a^2)d1^235d2^36 + (4 + 0a + 1a^2)d1^236d2^36 + (3 + 2a + 4a^2)d1^237d2^36 + (1 + 4a + 0a^2)d1^238d2^36 + (4 + 0a + 4a^2)d1^239d2^36 + (3 + 4a + 1a^2)d1^240d2^36 + (0 + 1a + 3a^2)d1^241d2^36 + (1 + 1a + 1a^2)d1^242d2^36 + (1 + 0a + 1a^2)d1^243d2^36 + (1 + 3a + 0a^2)d1^244d2^36 + (4 + 1a + 1a^2)d1^245d2^36 + (4 + 1a + 2a^2)d1^246d2^36 + (1 + 3a + 4a^2)d1^247d2^36 + (2 + 1a + 4a^2)d1^248d2^36 + (1 + 2a + 1a^2)d1^249d2^36 + (1 + 1a + 1a^2)d1^250d2^36 + (1 + 3a + 3a^2)d1^251d2^36 + (2 + 3a + 0a^2)d1^252d2^36 + (3 + 4a + 4a^2)d1^253d2^36 + (3 + 3a + 0a^2)d1^254d2^36 + (1 + 4a + 4a^2)d1^255d2^36 + (2 + 1a + 4a^2)d1^256d2^36 + (3 + 2a + 0a^2)d1^257d2^36 + (1 + 2a + 2a^2)d1^258d2^36 + (0 + 2a + 1a^2)d1^259d2^36 + (0 + 2a + 2a^2)d1^260d2^36 + (2 + 1a + 2a^2)d1^261d2^36 + (0 + 4a + 0a^2)d1^262d2^36 + (4 + 4a + 4a^2)d1^263d2^36 + (3 + 1a + 4a^2)d1^264d2^36 + (2 + 1a + 0a^2)d1^265d2^36 + (4 + 2a + 2a^2)d1^266d2^36 + (1 + 2a + 3a^2)d1^267d2^36 + (2 + 0a + 1a^2)d1^268d2^36 + (1 + 3a + 3a^2)d1^269d2^36 + (2 + 3a + 1a^2)d1^270d2^36 + (3 + 0a + 4a^2)d1^271d2^36 + (2 + 3a + 3a^2)d1^272d2^36 + (0 + 4a + 0a^2)d1^273d2^36 + (2 + 3a + 1a^2)d1^274d2^36 + (1 + 3a + 4a^2)d1^275d2^36 + (4 + 3a + 1a^2)d1^276d2^36 + (1 + 1a + 4a^2)d1^277d2^36 + (0 + 2a + 1a^2)d1^278d2^36 + (3 + 3a + 2a^2)d1^279d2^36 + (4 + 2a + 2a^2)d1^280d2^36 + (2 + 4a + 3a^2)d1^281d2^36 + (4 + 3a + 2a^2)d1^282d2^36 + (0 + 4a + 4a^2)d1^283d2^36 + (3 + 4a + 3a^2)d1^284d2^36 + (1 + 0a + 1a^2)d1^285d2^36 + (4 + 3a + 1a^2)d1^286d2^36 + (4 + 0a + 0a^2)d1^287d2^36 + (3 + 3a + 4a^2)d1^288d2^36 + (1 + 4a + 0a^2)d1^289d2^36 + (1 + 2a + 4a^2)d1^290d2^36 + (2 + 1a + 3a^2)d1^291d2^36 + (3 + 0a + 3a^2)d1^292d2^36 + (3 + 1a + 1a^2)d1^293d2^36 + (1 + 4a + 0a^2)d2^37 + (2 + 3a + 2a^2)d1^1d2^37 + (2 + 2a + 4a^2)d1^2d2^37 + (2 + 4a + 0a^2)d1^3d2^37 + (0 + 4a + 0a^2)d1^4d2^37 + (4 + 4a + 3a^2)d1^5d2^37 + (1 + 0a + 1a^2)d1^6d2^37 + (4 + 1a + 1a^2)d1^7d2^37 + (3 + 0a + 1a^2)d1^8d2^37 + (2 + 1a + 3a^2)d1^9d2^37 + (0 + 3a + 1a^2)d1^10d2^37 + (0 + 4a + 3a^2)d1^11d2^37 + (4 + 0a + 1a^2)d1^12d2^37 + (1 + 1a + 0a^2)d1^13d2^37 + (3 + 0a + 0a^2)d1^14d2^37 + (0 + 4a + 2a^2)d1^15d2^37 + (2 + 2a + 0a^2)d1^16d2^37 + (1 + 2a + 1a^2)d1^17d2^37 + (4 + 3a + 1a^2)d1^18d2^37 + (3 + 2a + 1a^2)d1^19d2^37 + (1 + 2a + 4a^2)d1^20d2^37 + (4 + 1a + 3a^2)d1^21d2^37 + (3 + 4a + 3a^2)d1^22d2^37 + (4 + 2a + 4a^2)d1^23d2^37 + (3 + 4a + 2a^2)d1^24d2^37 + (4 + 2a + 2a^2)d1^25d2^37 + (3 + 4a + 2a^2)d1^26d2^37 + (1 + 0a + 3a^2)d1^27d2^37 + (2 + 1a + 4a^2)d1^28d2^37 + (4 + 1a + 1a^2)d1^29d2^37 + (3 + 2a + 4a^2)d1^30d2^37 + (3 + 2a + 4a^2)d1^31d2^37 + (3 + 1a + 3a^2)d1^32d2^37 + (2 + 2a + 3a^2)d1^33d2^37 + (4 + 0a + 0a^2)d1^34d2^37 + (1 + 2a + 4a^2)d1^35d2^37 + (4 + 3a + 3a^2)d1^36d2^37 + (3 + 3a + 3a^2)d1^37d2^37 + (2 + 3a + 1a^2)d1^38d2^37 + (2 + 0a + 2a^2)d1^39d2^37 + (0 + 1a + 2a^2)d1^40d2^37 + (0 + 1a + 2a^2)d1^41d2^37 + (1 + 0a + 3a^2)d1^42d2^37 + (1 + 2a + 1a^2)d1^43d2^37 + (4 + 4a + 1a^2)d1^44d2^37 + (1 + 3a + 3a^2)d1^45d2^37 + (2 + 0a + 3a^2)d1^46d2^37 + (2 + 3a + 0a^2)d1^47d2^37 + (3 + 2a + 2a^2)d1^48d2^37 + (0 + 2a + 3a^2)d1^49d2^37 + (1 + 2a + 3a^2)d1^50d2^37 + (1 + 4a + 1a^2)d1^51d2^37 + (3 + 1a + 3a^2)d1^52d2^37 + (1 + 4a + 3a^2)d1^53d2^37 + (3 + 1a + 3a^2)d1^54d2^37 + (0 + 2a + 3a^2)d1^55d2^37 + (0 + 4a + 4a^2)d1^56d2^37 + (3 + 2a + 2a^2)d1^57d2^37 + (3 + 1a + 3a^2)d1^58d2^37 + (0 + 3a + 4a^2)d1^59d2^37 + (1 + 0a + 3a^2)d1^60d2^37 + (1 + 3a + 0a^2)d1^61d2^37 + (3 + 0a + 2a^2)d1^62d2^37 + (2 + 2a + 4a^2)d1^63d2^37 + (2 + 0a + 0a^2)d1^64d2^37 + (2 + 1a + 3a^2)d1^65d2^37 + (3 + 4a + 4a^2)d1^66d2^37 + (3 + 0a + 2a^2)d1^67d2^37 + (1 + 2a + 3a^2)d1^68d2^37 + (3 + 4a + 1a^2)d1^69d2^37 + (3 + 2a + 3a^2)d1^70d2^37 + (4 + 2a + 0a^2)d1^71d2^37 + (0 + 2a + 4a^2)d1^72d2^37 + (2 + 3a + 3a^2)d1^73d2^37 + (2 + 0a + 0a^2)d1^74d2^37 + (1 + 3a + 3a^2)d1^75d2^37 + (2 + 2a + 0a^2)d1^76d2^37 + (4 + 0a + 2a^2)d1^77d2^37 + (4 + 0a + 1a^2)d1^78d2^37 + (2 + 0a + 2a^2)d1^79d2^37 + (0 + 3a + 3a^2)d1^80d2^37 + (0 + 2a + 1a^2)d1^81d2^37 + (0 + 0a + 3a^2)d1^82d2^37 + (1 + 1a + 2a^2)d1^83d2^37 + (3 + 4a + 1a^2)d1^84d2^37 + (3 + 3a + 1a^2)d1^85d2^37 + (3 + 3a + 4a^2)d1^86d2^37 + (4 + 3a + 0a^2)d1^87d2^37 + (3 + 3a + 0a^2)d1^88d2^37 + (3 + 2a + 2a^2)d1^89d2^37 + (2 + 3a + 0a^2)d1^90d2^37 + (0 + 2a + 3a^2)d1^91d2^37 + (4 + 2a + 4a^2)d1^93d2^37 + (0 + 2a + 1a^2)d1^94d2^37 + (0 + 1a + 0a^2)d1^95d2^37 + (2 + 0a + 4a^2)d1^97d2^37 + (3 + 2a + 2a^2)d1^98d2^37 + (4 + 3a + 2a^2)d1^99d2^37 + (3 + 2a + 3a^2)d1^100d2^37 + (3 + 1a + 1a^2)d1^101d2^37 + (3 + 0a + 2a^2)d1^102d2^37 + (4 + 1a + 3a^2)d1^103d2^37 + (1 + 0a + 3a^2)d1^104d2^37 + (4 + 1a + 0a^2)d1^105d2^37 + (4 + 3a + 4a^2)d1^106d2^37 + (3 + 0a + 4a^2)d1^107d2^37 + (0 + 1a + 2a^2)d1^108d2^37 + (1 + 2a + 4a^2)d1^109d2^37 + (4 + 2a + 4a^2)d1^110d2^37 + (1 + 0a + 2a^2)d1^111d2^37 + (4 + 1a + 2a^2)d1^112d2^37 + (1 + 3a + 4a^2)d1^113d2^37 + (3 + 4a + 4a^2)d1^114d2^37 + (4 + 0a + 1a^2)d1^115d2^37 + (0 + 1a + 0a^2)d1^116d2^37 + (1 + 0a + 3a^2)d1^117d2^37 + (4 + 1a + 4a^2)d1^118d2^37 + (2 + 4a + 4a^2)d1^119d2^37 + (3 + 2a + 1a^2)d1^120d2^37 + (4 + 4a + 1a^2)d1^121d2^37 + (1 + 1a + 4a^2)d1^122d2^37 + (0 + 0a + 4a^2)d1^123d2^37 + (0 + 0a + 1a^2)d1^124d2^37 + (1 + 1a + 4a^2)d1^125d2^37 + (2 + 4a + 0a^2)d1^126d2^37 + (2 + 4a + 1a^2)d1^127d2^37 + (0 + 2a + 3a^2)d1^128d2^37 + (1 + 3a + 3a^2)d1^129d2^37 + (2 + 2a + 1a^2)d1^130d2^37 + (4 + 1a + 2a^2)d1^131d2^37 + (1 + 1a + 2a^2)d1^132d2^37 + (0 + 1a + 1a^2)d1^133d2^37 + (4 + 1a + 3a^2)d1^134d2^37 + (2 + 4a + 3a^2)d1^135d2^37 + (3 + 3a + 0a^2)d1^136d2^37 + (4 + 1a + 0a^2)d1^137d2^37 + (4 + 2a + 4a^2)d1^138d2^37 + (0 + 2a + 2a^2)d1^139d2^37 + (0 + 3a + 3a^2)d1^140d2^37 + (4 + 3a + 3a^2)d1^141d2^37 + (4 + 1a + 4a^2)d1^142d2^37 + (1 + 3a + 1a^2)d1^143d2^37 + (1 + 1a + 0a^2)d1^144d2^37 + (4 + 3a + 1a^2)d1^145d2^37 + (2 + 1a + 1a^2)d1^146d2^37 + (2 + 2a + 2a^2)d1^147d2^37 + (4 + 4a + 0a^2)d1^148d2^37 + (3 + 0a + 2a^2)d1^149d2^37 + (2 + 2a + 2a^2)d1^150d2^37 + (4 + 4a + 3a^2)d1^151d2^37 + (3 + 4a + 2a^2)d1^152d2^37 + (1 + 2a + 1a^2)d1^153d2^37 + (1 + 2a + 2a^2)d1^154d2^37 + (3 + 4a + 2a^2)d1^155d2^37 + (2 + 1a + 2a^2)d1^156d2^37 + (3 + 1a + 2a^2)d1^157d2^37 + (1 + 4a + 3a^2)d1^158d2^37 + (2 + 4a + 3a^2)d1^159d2^37 + (2 + 3a + 2a^2)d1^160d2^37 + (2 + 0a + 2a^2)d1^161d2^37 + (1 + 1a + 4a^2)d1^162d2^37 + (1 + 3a + 3a^2)d1^163d2^37 + (3 + 3a + 4a^2)d1^164d2^37 + (3 + 3a + 1a^2)d1^165d2^37 + (2 + 4a + 1a^2)d1^166d2^37 + (1 + 1a + 2a^2)d1^167d2^37 + (2 + 4a + 3a^2)d1^168d2^37 + (3 + 2a + 2a^2)d1^169d2^37 + (0 + 1a + 0a^2)d1^170d2^37 + (4 + 0a + 4a^2)d1^171d2^37 + (0 + 0a + 3a^2)d1^172d2^37 + (0 + 1a + 3a^2)d1^173d2^37 + (0 + 3a + 2a^2)d1^174d2^37 + (3 + 1a + 3a^2)d1^175d2^37 + (3 + 1a + 0a^2)d1^176d2^37 + (1 + 2a + 0a^2)d1^177d2^37 + (2 + 1a + 3a^2)d1^179d2^37 + (1 + 2a + 0a^2)d1^180d2^37 + (4 + 1a + 3a^2)d1^181d2^37 + (4 + 3a + 3a^2)d1^182d2^37 + (0 + 0a + 2a^2)d1^183d2^37 + (4 + 3a + 4a^2)d1^184d2^37 + (2 + 4a + 3a^2)d1^185d2^37 + (3 + 4a + 2a^2)d1^186d2^37 + (2 + 4a + 0a^2)d1^187d2^37 + (2 + 2a + 4a^2)d1^188d2^37 + (1 + 2a + 2a^2)d1^189d2^37 + (2 + 1a + 0a^2)d1^190d2^37 + (4 + 0a + 4a^2)d1^191d2^37 + (2 + 1a + 4a^2)d1^192d2^37 + (3 + 2a + 4a^2)d1^193d2^37 + (3 + 2a + 0a^2)d1^194d2^37 + (4 + 3a + 3a^2)d1^195d2^37 + (1 + 1a + 3a^2)d1^196d2^37 + (1 + 4a + 3a^2)d1^197d2^37 + (1 + 0a + 2a^2)d1^198d2^37 + (1 + 2a + 4a^2)d1^199d2^37 + (0 + 0a + 2a^2)d1^200d2^37 + (2 + 1a + 0a^2)d1^201d2^37 + (0 + 2a + 0a^2)d1^202d2^37 + (1 + 1a + 4a^2)d1^203d2^37 + (0 + 1a + 3a^2)d1^204d2^37 + (1 + 4a + 1a^2)d1^205d2^37 + (4 + 4a + 4a^2)d1^206d2^37 + (2 + 0a + 4a^2)d1^207d2^37 + (0 + 3a + 0a^2)d1^208d2^37 + (2 + 2a + 1a^2)d1^209d2^37 + (3 + 1a + 4a^2)d1^210d2^37 + (3 + 3a + 0a^2)d1^211d2^37 + (4 + 3a + 0a^2)d1^212d2^37 + (4 + 2a + 0a^2)d1^213d2^37 + (1 + 3a + 4a^2)d1^214d2^37 + (2 + 2a + 0a^2)d1^215d2^37 + (0 + 1a + 2a^2)d1^216d2^37 + (0 + 4a + 0a^2)d1^217d2^37 + (0 + 3a + 3a^2)d1^218d2^37 + (4 + 2a + 4a^2)d1^219d2^37 + (3 + 2a + 2a^2)d1^220d2^37 + (2 + 3a + 2a^2)d1^221d2^37 + (0 + 0a + 2a^2)d1^222d2^37 + (0 + 3a + 3a^2)d1^223d2^37 + (3 + 2a + 2a^2)d1^224d2^37 + (1 + 4a + 1a^2)d1^225d2^37 + (0 + 0a + 3a^2)d1^226d2^37 + (0 + 1a + 0a^2)d1^227d2^37 + (0 + 3a + 4a^2)d1^228d2^37 + (1 + 0a + 3a^2)d1^229d2^37 + (2 + 0a + 3a^2)d1^230d2^37 + (0 + 1a + 3a^2)d1^231d2^37 + (1 + 3a + 2a^2)d1^232d2^37 + (3 + 1a + 3a^2)d1^233d2^37 + (1 + 2a + 1a^2)d1^234d2^37 + (2 + 2a + 2a^2)d1^236d2^37 + (1 + 3a + 1a^2)d1^237d2^37 + (0 + 0a + 2a^2)d1^238d2^37 + (4 + 3a + 0a^2)d1^239d2^37 + (4 + 4a + 4a^2)d1^240d2^37 + (2 + 1a + 2a^2)d1^241d2^37 + (1 + 2a + 3a^2)d1^242d2^37 + (3 + 2a + 2a^2)d1^243d2^37 + (0 + 2a + 0a^2)d1^244d2^37 + (2 + 2a + 3a^2)d1^245d2^37 + (0 + 4a + 1a^2)d1^246d2^37 + (3 + 3a + 3a^2)d1^247d2^37 + (4 + 4a + 4a^2)d1^248d2^37 + (4 + 1a + 2a^2)d1^249d2^37 + (3 + 4a + 1a^2)d1^250d2^37 + (2 + 4a + 2a^2)d1^251d2^37 + (4 + 1a + 1a^2)d1^252d2^37 + (2 + 3a + 4a^2)d1^253d2^37 + (4 + 3a + 0a^2)d1^254d2^37 + (0 + 0a + 2a^2)d1^255d2^37 + (4 + 2a + 2a^2)d1^256d2^37 + (1 + 4a + 3a^2)d1^257d2^37 + (4 + 4a + 4a^2)d1^258d2^37 + (4 + 4a + 3a^2)d1^259d2^37 + (1 + 3a + 4a^2)d1^260d2^37 + (3 + 4a + 4a^2)d1^261d2^37 + (2 + 3a + 1a^2)d1^262d2^37 + (1 + 1a + 3a^2)d1^263d2^37 + (3 + 3a + 0a^2)d1^264d2^37 + (4 + 1a + 2a^2)d1^265d2^37 + (3 + 1a + 0a^2)d1^266d2^37 + (3 + 4a + 4a^2)d1^267d2^37 + (0 + 4a + 1a^2)d1^268d2^37 + (1 + 3a + 1a^2)d1^269d2^37 + (0 + 2a + 3a^2)d1^270d2^37 + (0 + 2a + 4a^2)d1^271d2^37 + (3 + 1a + 1a^2)d1^272d2^37 + (3 + 3a + 4a^2)d1^273d2^37 + (3 + 1a + 3a^2)d1^274d2^37 + (3 + 2a + 2a^2)d1^275d2^37 + (1 + 0a + 0a^2)d1^276d2^37 + (0 + 1a + 0a^2)d1^277d2^37 + (3 + 4a + 0a^2)d1^278d2^37 + (3 + 1a + 4a^2)d1^279d2^37 + (4 + 0a + 1a^2)d1^280d2^37 + (3 + 4a + 0a^2)d1^281d2^37 + (4 + 0a + 2a^2)d1^282d2^37 + (4 + 3a + 4a^2)d1^283d2^37 + (1 + 1a + 0a^2)d1^284d2^37 + (0 + 0a + 2a^2)d1^285d2^37 + (3 + 3a + 3a^2)d1^286d2^37 + (3 + 0a + 0a^2)d1^287d2^37 + (4 + 3a + 0a^2)d1^288d2^37 + (3 + 2a + 2a^2)d1^289d2^37 + (2 + 4a + 3a^2)d1^290d2^37 + (4 + 4a + 2a^2)d1^291d2^37 + (3 + 0a + 1a^2)d1^292d2^37 + (2 + 1a + 4a^2)d1^293d2^37 + (3 + 3a + 3a^2)d2^38 + (1 + 4a + 3a^2)d1^1d2^38 + (0 + 1a + 1a^2)d1^2d2^38 + (4 + 1a + 4a^2)d1^3d2^38 + (4 + 0a + 1a^2)d1^4d2^38 + (4 + 4a + 4a^2)d1^5d2^38 + (3 + 3a + 3a^2)d1^6d2^38 + (4 + 3a + 4a^2)d1^7d2^38 + (0 + 1a + 1a^2)d1^8d2^38 + (2 + 0a + 4a^2)d1^9d2^38 + (3 + 0a + 3a^2)d1^10d2^38 + (2 + 1a + 4a^2)d1^11d2^38 + (2 + 4a + 3a^2)d1^12d2^38 + (0 + 2a + 2a^2)d1^13d2^38 + (3 + 2a + 2a^2)d1^14d2^38 + (2 + 3a + 1a^2)d1^15d2^38 + (4 + 2a + 3a^2)d1^16d2^38 + (3 + 4a + 2a^2)d1^17d2^38 + (0 + 1a + 3a^2)d1^18d2^38 + (2 + 2a + 2a^2)d1^19d2^38 + (1 + 2a + 0a^2)d1^20d2^38 + (0 + 3a + 2a^2)d1^21d2^38 + (1 + 3a + 3a^2)d1^22d2^38 + (4 + 3a + 2a^2)d1^23d2^38 + (3 + 1a + 2a^2)d1^24d2^38 + (1 + 1a + 1a^2)d1^25d2^38 + (2 + 0a + 4a^2)d1^26d2^38 + (3 + 4a + 0a^2)d1^27d2^38 + (0 + 3a + 2a^2)d1^28d2^38 + (0 + 0a + 3a^2)d1^29d2^38 + (0 + 3a + 3a^2)d1^30d2^38 + (3 + 3a + 1a^2)d1^31d2^38 + (0 + 4a + 2a^2)d1^32d2^38 + (1 + 0a + 4a^2)d1^33d2^38 + (1 + 1a + 2a^2)d1^34d2^38 + (0 + 1a + 0a^2)d1^35d2^38 + (1 + 4a + 0a^2)d1^36d2^38 + (3 + 3a + 1a^2)d1^37d2^38 + (3 + 2a + 2a^2)d1^38d2^38 + (1 + 2a + 1a^2)d1^39d2^38 + (4 + 3a + 2a^2)d1^40d2^38 + (0 + 1a + 0a^2)d1^41d2^38 + (1 + 3a + 3a^2)d1^42d2^38 + (4 + 3a + 2a^2)d1^43d2^38 + (2 + 4a + 3a^2)d1^44d2^38 + (1 + 3a + 0a^2)d1^45d2^38 + (1 + 0a + 1a^2)d1^46d2^38 + (4 + 2a + 0a^2)d1^47d2^38 + (3 + 0a + 4a^2)d1^48d2^38 + (3 + 1a + 3a^2)d1^49d2^38 + (2 + 0a + 2a^2)d1^50d2^38 + (2 + 1a + 4a^2)d1^51d2^38 + (2 + 1a + 4a^2)d1^52d2^38 + (4 + 2a + 4a^2)d1^53d2^38 + (3 + 4a + 2a^2)d1^54d2^38 + (3 + 2a + 3a^2)d1^55d2^38 + (3 + 3a + 0a^2)d1^56d2^38 + (0 + 1a + 1a^2)d1^57d2^38 + (3 + 2a + 4a^2)d1^58d2^38 + (0 + 4a + 4a^2)d1^59d2^38 + (1 + 1a + 2a^2)d1^60d2^38 + (1 + 2a + 1a^2)d1^61d2^38 + (2 + 4a + 3a^2)d1^62d2^38 + (0 + 4a + 0a^2)d1^63d2^38 + (1 + 4a + 3a^2)d1^64d2^38 + (2 + 3a + 3a^2)d1^65d2^38 + (0 + 2a + 3a^2)d1^66d2^38 + (0 + 1a + 2a^2)d1^67d2^38 + (4 + 3a + 2a^2)d1^68d2^38 + (3 + 3a + 0a^2)d1^69d2^38 + (3 + 2a + 3a^2)d1^70d2^38 + (3 + 3a + 3a^2)d1^71d2^38 + (0 + 2a + 2a^2)d1^72d2^38 + (2 + 0a + 4a^2)d1^73d2^38 + (3 + 3a + 1a^2)d1^74d2^38 + (3 + 4a + 3a^2)d1^75d2^38 + (2 + 2a + 2a^2)d1^76d2^38 + (1 + 0a + 0a^2)d1^77d2^38 + (1 + 3a + 0a^2)d1^78d2^38 + (2 + 1a + 2a^2)d1^79d2^38 + (1 + 0a + 3a^2)d1^80d2^38 + (3 + 3a + 2a^2)d1^81d2^38 + (3 + 2a + 3a^2)d1^82d2^38 + (3 + 4a + 2a^2)d1^83d2^38 + (2 + 3a + 4a^2)d1^84d2^38 + (3 + 0a + 4a^2)d1^85d2^38 + (2 + 0a + 1a^2)d1^86d2^38 + (0 + 1a + 4a^2)d1^87d2^38 + (2 + 4a + 0a^2)d1^88d2^38 + (3 + 4a + 2a^2)d1^89d2^38 + (3 + 3a + 4a^2)d1^90d2^38 + (4 + 0a + 0a^2)d1^91d2^38 + (3 + 2a + 0a^2)d1^92d2^38 + (1 + 4a + 1a^2)d1^93d2^38 + (3 + 4a + 0a^2)d1^94d2^38 + (2 + 1a + 3a^2)d1^95d2^38 + (4 + 4a + 3a^2)d1^96d2^38 + (1 + 1a + 2a^2)d1^97d2^38 + (2 + 1a + 4a^2)d1^98d2^38 + (0 + 3a + 4a^2)d1^99d2^38 + (1 + 4a + 2a^2)d1^100d2^38 + (2 + 4a + 0a^2)d1^101d2^38 + (3 + 0a + 2a^2)d1^102d2^38 + (1 + 2a + 3a^2)d1^103d2^38 + (0 + 3a + 2a^2)d1^104d2^38 + (3 + 1a + 2a^2)d1^105d2^38 + (0 + 0a + 4a^2)d1^106d2^38 + (0 + 4a + 3a^2)d1^107d2^38 + (1 + 4a + 4a^2)d1^108d2^38 + (4 + 0a + 2a^2)d1^109d2^38 + (0 + 2a + 2a^2)d1^110d2^38 + (4 + 1a + 2a^2)d1^111d2^38 + (1 + 0a + 1a^2)d1^112d2^38 + (2 + 3a + 3a^2)d1^113d2^38 + (4 + 4a + 4a^2)d1^114d2^38 + (3 + 1a + 4a^2)d1^115d2^38 + (1 + 4a + 4a^2)d1^116d2^38 + (1 + 3a + 0a^2)d1^117d2^38 + (1 + 2a + 2a^2)d1^118d2^38 + (0 + 3a + 1a^2)d1^119d2^38 + (4 + 3a + 2a^2)d1^120d2^38 + (3 + 0a + 4a^2)d1^121d2^38 + (1 + 0a + 1a^2)d1^122d2^38 + (2 + 4a + 4a^2)d1^123d2^38 + (3 + 0a + 3a^2)d1^124d2^38 + (1 + 3a + 1a^2)d1^125d2^38 + (3 + 1a + 4a^2)d1^126d2^38 + (2 + 2a + 3a^2)d1^127d2^38 + (4 + 1a + 0a^2)d1^128d2^38 + (1 + 2a + 1a^2)d1^129d2^38 + (3 + 1a + 4a^2)d1^130d2^38 + (2 + 4a + 2a^2)d1^131d2^38 + (0 + 3a + 0a^2)d1^132d2^38 + (0 + 2a + 1a^2)d1^133d2^38 + (4 + 4a + 1a^2)d1^134d2^38 + (2 + 1a + 4a^2)d1^135d2^38 + (1 + 3a + 3a^2)d1^136d2^38 + (2 + 0a + 0a^2)d1^137d2^38 + (0 + 1a + 3a^2)d1^138d2^38 + (3 + 0a + 4a^2)d1^139d2^38 + (3 + 4a + 3a^2)d1^140d2^38 + (2 + 1a + 1a^2)d1^141d2^38 + (2 + 4a + 0a^2)d1^142d2^38 + (4 + 1a + 0a^2)d1^143d2^38 + (0 + 2a + 0a^2)d1^144d2^38 + (1 + 4a + 2a^2)d1^145d2^38 + (1 + 2a + 2a^2)d1^146d2^38 + (1 + 0a + 1a^2)d1^147d2^38 + (0 + 2a + 4a^2)d1^148d2^38 + (2 + 1a + 4a^2)d1^149d2^38 + (0 + 4a + 4a^2)d1^150d2^38 + (0 + 2a + 0a^2)d1^151d2^38 + (4 + 0a + 1a^2)d1^152d2^38 + (2 + 3a + 1a^2)d1^153d2^38 + (4 + 0a + 3a^2)d1^154d2^38 + (0 + 0a + 3a^2)d1^155d2^38 + (3 + 1a + 3a^2)d1^156d2^38 + (3 + 2a + 1a^2)d1^157d2^38 + (1 + 0a + 4a^2)d1^158d2^38 + (3 + 4a + 1a^2)d1^159d2^38 + (2 + 2a + 2a^2)d1^160d2^38 + (4 + 3a + 4a^2)d1^161d2^38 + (4 + 0a + 4a^2)d1^162d2^38 + (0 + 3a + 3a^2)d1^163d2^38 + (1 + 3a + 0a^2)d1^164d2^38 + (4 + 4a + 4a^2)d1^165d2^38 + (3 + 4a + 2a^2)d1^166d2^38 + (2 + 3a + 3a^2)d1^167d2^38 + (0 + 4a + 3a^2)d1^168d2^38 + (1 + 4a + 0a^2)d1^169d2^38 + (0 + 0a + 3a^2)d1^170d2^38 + (1 + 3a + 4a^2)d1^171d2^38 + (3 + 3a + 1a^2)d1^172d2^38 + (4 + 4a + 3a^2)d1^173d2^38 + (3 + 4a + 3a^2)d1^174d2^38 + (1 + 3a + 3a^2)d1^175d2^38 + (4 + 4a + 4a^2)d1^176d2^38 + (3 + 1a + 2a^2)d1^177d2^38 + (3 + 1a + 4a^2)d1^178d2^38 + (3 + 0a + 4a^2)d1^179d2^38 + (2 + 3a + 4a^2)d1^180d2^38 + (4 + 0a + 2a^2)d1^181d2^38 + (4 + 2a + 2a^2)d1^182d2^38 + (0 + 3a + 0a^2)d1^183d2^38 + (0 + 4a + 2a^2)d1^184d2^38 + (2 + 1a + 3a^2)d1^185d2^38 + (4 + 2a + 0a^2)d1^186d2^38 + (3 + 3a + 3a^2)d1^187d2^38 + (2 + 1a + 0a^2)d1^188d2^38 + (4 + 3a + 4a^2)d1^189d2^38 + (3 + 4a + 1a^2)d1^190d2^38 + (1 + 4a + 3a^2)d1^191d2^38 + (0 + 4a + 4a^2)d1^192d2^38 + (1 + 3a + 1a^2)d1^193d2^38 + (3 + 0a + 1a^2)d1^194d2^38 + (4 + 2a + 2a^2)d1^195d2^38 + (2 + 1a + 0a^2)d1^196d2^38 + (3 + 1a + 3a^2)d1^197d2^38 + (3 + 3a + 0a^2)d1^198d2^38 + (2 + 0a + 4a^2)d1^199d2^38 + (3 + 1a + 0a^2)d1^200d2^38 + (2 + 0a + 2a^2)d1^201d2^38 + (1 + 0a + 4a^2)d1^202d2^38 + (3 + 2a + 4a^2)d1^203d2^38 + (1 + 4a + 3a^2)d1^204d2^38 + (2 + 2a + 0a^2)d1^205d2^38 + (3 + 0a + 3a^2)d1^206d2^38 + (1 + 2a + 2a^2)d1^207d2^38 + (3 + 4a + 1a^2)d1^208d2^38 + (4 + 1a + 4a^2)d1^209d2^38 + (0 + 0a + 3a^2)d1^210d2^38 + (0 + 2a + 2a^2)d1^211d2^38 + (3 + 0a + 1a^2)d1^212d2^38 + (3 + 2a + 0a^2)d1^213d2^38 + (2 + 1a + 3a^2)d1^214d2^38 + (3 + 3a + 4a^2)d1^215d2^38 + (1 + 0a + 2a^2)d1^216d2^38 + (1 + 2a + 2a^2)d1^217d2^38 + (2 + 4a + 1a^2)d1^218d2^38 + (0 + 0a + 2a^2)d1^219d2^38 + (1 + 3a + 2a^2)d1^220d2^38 + (2 + 0a + 3a^2)d1^221d2^38 + (3 + 3a + 2a^2)d1^222d2^38 + (0 + 4a + 0a^2)d1^223d2^38 + (0 + 0a + 2a^2)d1^224d2^38 + (1 + 0a + 4a^2)d1^225d2^38 + (2 + 2a + 1a^2)d1^226d2^38 + (1 + 2a + 0a^2)d1^227d2^38 + (2 + 1a + 3a^2)d1^229d2^38 + (3 + 3a + 0a^2)d1^230d2^38 + (0 + 4a + 4a^2)d1^231d2^38 + (1 + 4a + 0a^2)d1^232d2^38 + (0 + 0a + 1a^2)d1^233d2^38 + (1 + 1a + 4a^2)d1^234d2^38 + (3 + 1a + 3a^2)d1^235d2^38 + (2 + 4a + 1a^2)d1^236d2^38 + (2 + 0a + 2a^2)d1^237d2^38 + (0 + 3a + 2a^2)d1^238d2^38 + (4 + 3a + 3a^2)d1^239d2^38 + (3 + 1a + 2a^2)d1^240d2^38 + (0 + 0a + 4a^2)d1^241d2^38 + (1 + 0a + 1a^2)d1^242d2^38 + (1 + 0a + 1a^2)d1^243d2^38 + (2 + 4a + 3a^2)d1^244d2^38 + (4 + 0a + 1a^2)d1^245d2^38 + (0 + 3a + 1a^2)d1^246d2^38 + (2 + 4a + 1a^2)d1^247d2^38 + (3 + 3a + 3a^2)d1^248d2^38 + (2 + 4a + 1a^2)d1^249d2^38 + (2 + 0a + 4a^2)d1^250d2^38 + (3 + 1a + 4a^2)d1^251d2^38 + (3 + 0a + 1a^2)d1^252d2^38 + (0 + 2a + 0a^2)d1^253d2^38 + (1 + 4a + 4a^2)d1^254d2^38 + (0 + 3a + 0a^2)d1^255d2^38 + (4 + 3a + 1a^2)d1^256d2^38 + (2 + 0a + 0a^2)d1^257d2^38 + (2 + 0a + 3a^2)d1^258d2^38 + (4 + 0a + 0a^2)d1^259d2^38 + (3 + 4a + 0a^2)d1^260d2^38 + (4 + 3a + 4a^2)d1^261d2^38 + (1 + 2a + 1a^2)d1^262d2^38 + (0 + 2a + 1a^2)d1^263d2^38 + (2 + 4a + 4a^2)d1^264d2^38 + (1 + 0a + 0a^2)d1^265d2^38 + (3 + 0a + 1a^2)d1^266d2^38 + (3 + 2a + 3a^2)d1^267d2^38 + (3 + 2a + 0a^2)d1^268d2^38 + (0 + 0a + 4a^2)d1^269d2^38 + (0 + 3a + 4a^2)d1^270d2^38 + (2 + 4a + 4a^2)d1^271d2^38 + (2 + 1a + 0a^2)d1^272d2^38 + (2 + 3a + 0a^2)d1^273d2^38 + (0 + 4a + 1a^2)d1^274d2^38 + (3 + 0a + 3a^2)d1^275d2^38 + (0 + 0a + 2a^2)d1^276d2^38 + (0 + 2a + 0a^2)d1^277d2^38 + (1 + 2a + 3a^2)d1^278d2^38 + (4 + 1a + 0a^2)d1^279d2^38 + (1 + 2a + 4a^2)d1^280d2^38 + (0 + 1a + 0a^2)d1^281d2^38 + (1 + 2a + 4a^2)d1^282d2^38 + (4 + 2a + 3a^2)d1^283d2^38 + (1 + 0a + 2a^2)d1^284d2^38 + (3 + 2a + 4a^2)d1^285d2^38 + (1 + 3a + 4a^2)d1^286d2^38 + (3 + 3a + 4a^2)d1^287d2^38 + (1 + 1a + 3a^2)d1^288d2^38 + (0 + 2a + 1a^2)d1^289d2^38 + (0 + 2a + 2a^2)d1^291d2^38 + (0 + 1a + 4a^2)d1^292d2^38 + (4 + 1a + 1a^2)d1^293d2^38 + (3 + 4a + 2a^2)d2^39 + (1 + 1a + 4a^2)d1^1d2^39 + (4 + 3a + 4a^2)d1^2d2^39 + (0 + 2a + 0a^2)d1^3d2^39 + (4 + 4a + 1a^2)d1^4d2^39 + (1 + 0a + 3a^2)d1^5d2^39 + (3 + 1a + 2a^2)d1^6d2^39 + (4 + 2a + 2a^2)d1^7d2^39 + (2 + 4a + 0a^2)d1^8d2^39 + (3 + 2a + 0a^2)d1^9d2^39 + (4 + 3a + 3a^2)d1^10d2^39 + (1 + 3a + 0a^2)d1^11d2^39 + (2 + 2a + 2a^2)d1^12d2^39 + (2 + 3a + 2a^2)d1^13d2^39 + (4 + 3a + 4a^2)d1^14d2^39 + (4 + 1a + 0a^2)d1^15d2^39 + (3 + 2a + 2a^2)d1^16d2^39 + (0 + 0a + 2a^2)d1^17d2^39 + (1 + 1a + 4a^2)d1^18d2^39 + (2 + 2a + 0a^2)d1^19d2^39 + (4 + 4a + 4a^2)d1^20d2^39 + (4 + 1a + 3a^2)d1^21d2^39 + (4 + 4a + 2a^2)d1^22d2^39 + (3 + 3a + 2a^2)d1^23d2^39 + (2 + 3a + 2a^2)d1^24d2^39 + (3 + 4a + 0a^2)d1^25d2^39 + (0 + 0a + 3a^2)d1^26d2^39 + (2 + 2a + 0a^2)d1^27d2^39 + (2 + 2a + 3a^2)d1^28d2^39 + (0 + 1a + 4a^2)d1^29d2^39 + (3 + 0a + 3a^2)d1^30d2^39 + (3 + 0a + 1a^2)d1^31d2^39 + (4 + 3a + 4a^2)d1^32d2^39 + (4 + 0a + 1a^2)d1^33d2^39 + (0 + 2a + 0a^2)d1^34d2^39 + (4 + 2a + 2a^2)d1^35d2^39 + (2 + 2a + 0a^2)d1^36d2^39 + (1 + 0a + 3a^2)d1^37d2^39 + (1 + 1a + 2a^2)d1^38d2^39 + (1 + 2a + 0a^2)d1^39d2^39 + (1 + 1a + 3a^2)d1^40d2^39 + (1 + 3a + 2a^2)d1^41d2^39 + (0 + 0a + 3a^2)d1^42d2^39 + (3 + 4a + 2a^2)d1^43d2^39 + (2 + 1a + 4a^2)d1^44d2^39 + (4 + 4a + 0a^2)d1^45d2^39 + (3 + 0a + 1a^2)d1^46d2^39 + (4 + 0a + 1a^2)d1^47d2^39 + (2 + 0a + 0a^2)d1^48d2^39 + (2 + 4a + 2a^2)d1^49d2^39 + (0 + 2a + 2a^2)d1^50d2^39 + (0 + 0a + 1a^2)d1^51d2^39 + (0 + 0a + 3a^2)d1^52d2^39 + (4 + 3a + 0a^2)d1^53d2^39 + (0 + 3a + 3a^2)d1^54d2^39 + (3 + 3a + 0a^2)d1^55d2^39 + (0 + 1a + 3a^2)d1^56d2^39 + (4 + 3a + 0a^2)d1^57d2^39 + (2 + 2a + 0a^2)d1^58d2^39 + (0 + 1a + 3a^2)d1^59d2^39 + (2 + 3a + 4a^2)d1^60d2^39 + (0 + 0a + 2a^2)d1^61d2^39 + (3 + 2a + 1a^2)d1^62d2^39 + (4 + 3a + 0a^2)d1^63d2^39 + (2 + 2a + 4a^2)d1^64d2^39 + (1 + 1a + 1a^2)d1^65d2^39 + (2 + 2a + 1a^2)d1^66d2^39 + (1 + 4a + 0a^2)d1^67d2^39 + (1 + 0a + 0a^2)d1^68d2^39 + (0 + 3a + 1a^2)d1^69d2^39 + (4 + 0a + 3a^2)d1^70d2^39 + (3 + 0a + 3a^2)d1^71d2^39 + (4 + 2a + 1a^2)d1^72d2^39 + (3 + 3a + 3a^2)d1^73d2^39 + (3 + 3a + 2a^2)d1^74d2^39 + (0 + 3a + 3a^2)d1^75d2^39 + (3 + 3a + 1a^2)d1^76d2^39 + (0 + 3a + 3a^2)d1^77d2^39 + (4 + 0a + 3a^2)d1^78d2^39 + (0 + 4a + 2a^2)d1^79d2^39 + (2 + 4a + 3a^2)d1^80d2^39 + (1 + 2a + 3a^2)d1^81d2^39 + (1 + 0a + 4a^2)d1^82d2^39 + (2 + 2a + 2a^2)d1^83d2^39 + (1 + 1a + 0a^2)d1^84d2^39 + (4 + 3a + 0a^2)d1^85d2^39 + (1 + 0a + 4a^2)d1^86d2^39 + (3 + 1a + 3a^2)d1^87d2^39 + (2 + 2a + 2a^2)d1^88d2^39 + (2 + 2a + 0a^2)d1^89d2^39 + (3 + 2a + 3a^2)d1^90d2^39 + (1 + 3a + 0a^2)d1^91d2^39 + (1 + 4a + 0a^2)d1^92d2^39 + (3 + 4a + 3a^2)d1^93d2^39 + (2 + 4a + 3a^2)d1^94d2^39 + (1 + 1a + 4a^2)d1^95d2^39 + (4 + 2a + 1a^2)d1^96d2^39 + (1 + 3a + 1a^2)d1^97d2^39 + (1 + 4a + 0a^2)d1^98d2^39 + (2 + 1a + 4a^2)d1^99d2^39 + (0 + 4a + 4a^2)d1^100d2^39 + (1 + 4a + 2a^2)d1^101d2^39 + (4 + 0a + 4a^2)d1^102d2^39 + (0 + 1a + 2a^2)d1^103d2^39 + (1 + 3a + 4a^2)d1^104d2^39 + (4 + 0a + 2a^2)d1^105d2^39 + (1 + 1a + 4a^2)d1^106d2^39 + (1 + 3a + 3a^2)d1^107d2^39 + (0 + 1a + 4a^2)d1^108d2^39 + (4 + 0a + 0a^2)d1^109d2^39 + (1 + 0a + 3a^2)d1^110d2^39 + (0 + 1a + 4a^2)d1^111d2^39 + (0 + 3a + 2a^2)d1^112d2^39 + (0 + 4a + 2a^2)d1^113d2^39 + (1 + 4a + 0a^2)d1^114d2^39 + (0 + 3a + 4a^2)d1^115d2^39 + (3 + 1a + 1a^2)d1^116d2^39 + (3 + 1a + 4a^2)d1^117d2^39 + (2 + 4a + 1a^2)d1^118d2^39 + (2 + 2a + 1a^2)d1^119d2^39 + (4 + 0a + 3a^2)d1^120d2^39 + (3 + 0a + 4a^2)d1^121d2^39 + (3 + 4a + 1a^2)d1^122d2^39 + (2 + 1a + 2a^2)d1^123d2^39 + (3 + 4a + 1a^2)d1^124d2^39 + (4 + 2a + 3a^2)d1^125d2^39 + (3 + 2a + 0a^2)d1^126d2^39 + (3 + 0a + 2a^2)d1^127d2^39 + (0 + 3a + 1a^2)d1^128d2^39 + (2 + 1a + 2a^2)d1^129d2^39 + (1 + 0a + 2a^2)d1^130d2^39 + (2 + 0a + 0a^2)d1^131d2^39 + (0 + 3a + 0a^2)d1^132d2^39 + (4 + 4a + 4a^2)d1^133d2^39 + (4 + 2a + 1a^2)d1^134d2^39 + (2 + 1a + 1a^2)d1^135d2^39 + (3 + 0a + 2a^2)d1^136d2^39 + (0 + 2a + 0a^2)d1^137d2^39 + (3 + 2a + 0a^2)d1^138d2^39 + (4 + 0a + 1a^2)d1^139d2^39 + (1 + 4a + 2a^2)d1^140d2^39 + (2 + 4a + 4a^2)d1^141d2^39 + (4 + 3a + 0a^2)d1^142d2^39 + (3 + 3a + 3a^2)d1^143d2^39 + (3 + 3a + 4a^2)d1^144d2^39 + (0 + 1a + 3a^2)d1^145d2^39 + (0 + 1a + 2a^2)d1^146d2^39 + (2 + 2a + 1a^2)d1^147d2^39 + (0 + 0a + 1a^2)d1^148d2^39 + (4 + 3a + 2a^2)d1^149d2^39 + (1 + 0a + 4a^2)d1^150d2^39 + (1 + 4a + 1a^2)d1^151d2^39 + (3 + 4a + 1a^2)d1^152d2^39 + (0 + 1a + 4a^2)d1^153d2^39 + (3 + 0a + 4a^2)d1^154d2^39 + (0 + 2a + 3a^2)d1^155d2^39 + (1 + 0a + 3a^2)d1^156d2^39 + (0 + 1a + 0a^2)d1^157d2^39 + (0 + 2a + 2a^2)d1^158d2^39 + (0 + 3a + 0a^2)d1^159d2^39 + (4 + 1a + 4a^2)d1^160d2^39 + (3 + 2a + 2a^2)d1^161d2^39 + (3 + 2a + 4a^2)d1^162d2^39 + (2 + 4a + 0a^2)d1^163d2^39 + (4 + 0a + 1a^2)d1^164d2^39 + (1 + 4a + 0a^2)d1^165d2^39 + (1 + 1a + 1a^2)d1^166d2^39 + (1 + 3a + 4a^2)d1^167d2^39 + (3 + 2a + 4a^2)d1^168d2^39 + (4 + 1a + 0a^2)d1^169d2^39 + (4 + 4a + 2a^2)d1^170d2^39 + (0 + 1a + 0a^2)d1^171d2^39 + (2 + 4a + 1a^2)d1^172d2^39 + (0 + 3a + 2a^2)d1^173d2^39 + (1 + 1a + 4a^2)d1^174d2^39 + (1 + 0a + 0a^2)d1^175d2^39 + (1 + 4a + 4a^2)d1^176d2^39 + (3 + 0a + 4a^2)d1^177d2^39 + (3 + 4a + 0a^2)d1^178d2^39 + (1 + 3a + 4a^2)d1^179d2^39 + (1 + 2a + 0a^2)d1^180d2^39 + (1 + 2a + 3a^2)d1^181d2^39 + (3 + 1a + 4a^2)d1^182d2^39 + (4 + 2a + 4a^2)d1^183d2^39 + (1 + 4a + 4a^2)d1^184d2^39 + (4 + 2a + 1a^2)d1^185d2^39 + (1 + 1a + 3a^2)d1^186d2^39 + (0 + 2a + 2a^2)d1^187d2^39 + (2 + 3a + 4a^2)d1^188d2^39 + (1 + 3a + 2a^2)d1^189d2^39 + (3 + 4a + 0a^2)d1^190d2^39 + (4 + 4a + 1a^2)d1^191d2^39 + (4 + 1a + 1a^2)d1^192d2^39 + (3 + 4a + 0a^2)d1^193d2^39 + (3 + 4a + 2a^2)d1^194d2^39 + (4 + 4a + 1a^2)d1^195d2^39 + (1 + 4a + 2a^2)d1^196d2^39 + (1 + 2a + 3a^2)d1^197d2^39 + (0 + 1a + 2a^2)d1^198d2^39 + (1 + 4a + 3a^2)d1^199d2^39 + (3 + 0a + 1a^2)d1^200d2^39 + (3 + 2a + 2a^2)d1^201d2^39 + (1 + 2a + 0a^2)d1^202d2^39 + (3 + 1a + 2a^2)d1^203d2^39 + (2 + 4a + 4a^2)d1^204d2^39 + (4 + 1a + 4a^2)d1^205d2^39 + (4 + 4a + 4a^2)d1^206d2^39 + (4 + 1a + 2a^2)d1^207d2^39 + (4 + 1a + 2a^2)d1^208d2^39 + (3 + 2a + 2a^2)d1^209d2^39 + (3 + 1a + 4a^2)d1^210d2^39 + (4 + 3a + 1a^2)d1^211d2^39 + (1 + 1a + 1a^2)d1^212d2^39 + (4 + 0a + 3a^2)d1^213d2^39 + (4 + 4a + 3a^2)d1^214d2^39 + (3 + 1a + 4a^2)d1^215d2^39 + (3 + 2a + 0a^2)d1^216d2^39 + (2 + 4a + 1a^2)d1^217d2^39 + (1 + 4a + 2a^2)d1^218d2^39 + (0 + 1a + 1a^2)d1^219d2^39 + (3 + 3a + 3a^2)d1^220d2^39 + (2 + 4a + 0a^2)d1^221d2^39 + (4 + 4a + 2a^2)d1^222d2^39 + (1 + 1a + 2a^2)d1^223d2^39 + (1 + 0a + 4a^2)d1^224d2^39 + (1 + 2a + 3a^2)d1^225d2^39 + (2 + 4a + 2a^2)d1^226d2^39 + (2 + 4a + 0a^2)d1^227d2^39 + (1 + 2a + 3a^2)d1^228d2^39 + (1 + 0a + 4a^2)d1^229d2^39 + (4 + 4a + 4a^2)d1^230d2^39 + (0 + 2a + 1a^2)d1^231d2^39 + (4 + 0a + 3a^2)d1^232d2^39 + (0 + 3a + 3a^2)d1^233d2^39 + (2 + 2a + 2a^2)d1^234d2^39 + (0 + 2a + 3a^2)d1^235d2^39 + (4 + 2a + 2a^2)d1^236d2^39 + (3 + 1a + 4a^2)d1^237d2^39 + (4 + 3a + 3a^2)d1^238d2^39 + (0 + 1a + 1a^2)d1^239d2^39 + (4 + 1a + 0a^2)d1^240d2^39 + (0 + 3a + 1a^2)d1^241d2^39 + (3 + 0a + 3a^2)d1^242d2^39 + (3 + 3a + 2a^2)d1^243d2^39 + (0 + 2a + 4a^2)d1^244d2^39 + (2 + 1a + 1a^2)d1^245d2^39 + (3 + 3a + 2a^2)d1^246d2^39 + (3 + 2a + 3a^2)d1^247d2^39 + (0 + 1a + 0a^2)d1^248d2^39 + (3 + 2a + 2a^2)d1^249d2^39 + (2 + 1a + 4a^2)d1^250d2^39 + (1 + 2a + 2a^2)d1^251d2^39 + (1 + 4a + 3a^2)d1^252d2^39 + (2 + 3a + 4a^2)d1^253d2^39 + (1 + 2a + 1a^2)d1^254d2^39 + (4 + 2a + 4a^2)d1^256d2^39 + (0 + 3a + 3a^2)d1^257d2^39 + (2 + 4a + 3a^2)d1^258d2^39 + (3 + 4a + 2a^2)d1^259d2^39 + (3 + 4a + 2a^2)d1^260d2^39 + (2 + 4a + 4a^2)d1^261d2^39 + (4 + 4a + 1a^2)d1^262d2^39 + (1 + 3a + 0a^2)d1^263d2^39 + (3 + 0a + 1a^2)d1^264d2^39 + (2 + 2a + 1a^2)d1^265d2^39 + (2 + 3a + 0a^2)d1^266d2^39 + (2 + 0a + 0a^2)d1^267d2^39 + (0 + 4a + 4a^2)d1^268d2^39 + (3 + 1a + 3a^2)d1^269d2^39 + (3 + 1a + 0a^2)d1^270d2^39 + (3 + 3a + 2a^2)d1^271d2^39 + (0 + 1a + 3a^2)d1^272d2^39 + (2 + 3a + 4a^2)d1^273d2^39 + (3 + 1a + 1a^2)d1^274d2^39 + (2 + 2a + 1a^2)d1^275d2^39 + (3 + 0a + 2a^2)d1^276d2^39 + (1 + 4a + 1a^2)d1^277d2^39 + (2 + 2a + 1a^2)d1^278d2^39 + (0 + 1a + 1a^2)d1^279d2^39 + (2 + 0a + 2a^2)d1^280d2^39 + (0 + 3a + 4a^2)d1^281d2^39 + (3 + 1a + 1a^2)d1^282d2^39 + (0 + 0a + 1a^2)d1^283d2^39 + (0 + 1a + 0a^2)d1^284d2^39 + (3 + 4a + 2a^2)d1^285d2^39 + (2 + 2a + 0a^2)d1^286d2^39 + (1 + 1a + 2a^2)d1^287d2^39 + (4 + 1a + 3a^2)d1^288d2^39 + (4 + 1a + 3a^2)d1^289d2^39 + (1 + 1a + 1a^2)d1^290d2^39 + (4 + 1a + 4a^2)d1^291d2^39 + (2 + 1a + 2a^2)d1^292d2^39 + (1 + 0a + 4a^2)d2^40 + (1 + 3a + 1a^2)d1^1d2^40 + (2 + 0a + 3a^2)d1^2d2^40 + (2 + 2a + 3a^2)d1^3d2^40 + (2 + 3a + 3a^2)d1^5d2^40 + (4 + 1a + 3a^2)d1^6d2^40 + (2 + 4a + 4a^2)d1^7d2^40 + (2 + 3a + 0a^2)d1^8d2^40 + (3 + 3a + 4a^2)d1^9d2^40 + (1 + 3a + 3a^2)d1^10d2^40 + (4 + 3a + 3a^2)d1^11d2^40 + (3 + 0a + 4a^2)d1^12d2^40 + (2 + 0a + 0a^2)d1^13d2^40 + (0 + 0a + 3a^2)d1^14d2^40 + (4 + 0a + 4a^2)d1^15d2^40 + (1 + 1a + 3a^2)d1^16d2^40 + (2 + 0a + 4a^2)d1^17d2^40 + (2 + 3a + 2a^2)d1^18d2^40 + (4 + 1a + 4a^2)d1^19d2^40 + (2 + 1a + 3a^2)d1^20d2^40 + (1 + 2a + 3a^2)d1^21d2^40 + (4 + 0a + 4a^2)d1^22d2^40 + (1 + 4a + 3a^2)d1^24d2^40 + (0 + 3a + 4a^2)d1^25d2^40 + (3 + 1a + 3a^2)d1^26d2^40 + (3 + 2a + 1a^2)d1^27d2^40 + (0 + 1a + 0a^2)d1^28d2^40 + (2 + 1a + 0a^2)d1^29d2^40 + (4 + 4a + 3a^2)d1^30d2^40 + (1 + 2a + 3a^2)d1^31d2^40 + (4 + 2a + 3a^2)d1^32d2^40 + (3 + 0a + 4a^2)d1^33d2^40 + (1 + 1a + 1a^2)d1^34d2^40 + (2 + 3a + 2a^2)d1^35d2^40 + (2 + 0a + 4a^2)d1^36d2^40 + (3 + 4a + 4a^2)d1^37d2^40 + (2 + 2a + 2a^2)d1^38d2^40 + (1 + 1a + 2a^2)d1^39d2^40 + (0 + 4a + 3a^2)d1^40d2^40 + (0 + 1a + 3a^2)d1^41d2^40 + (2 + 4a + 4a^2)d1^42d2^40 + (0 + 2a + 4a^2)d1^43d2^40 + (0 + 2a + 4a^2)d1^44d2^40 + (0 + 2a + 3a^2)d1^45d2^40 + (4 + 0a + 3a^2)d1^46d2^40 + (4 + 1a + 3a^2)d1^47d2^40 + (3 + 2a + 2a^2)d1^48d2^40 + (0 + 2a + 2a^2)d1^49d2^40 + (1 + 2a + 2a^2)d1^50d2^40 + (1 + 3a + 3a^2)d1^51d2^40 + (3 + 2a + 0a^2)d1^52d2^40 + (3 + 2a + 2a^2)d1^53d2^40 + (3 + 2a + 4a^2)d1^54d2^40 + (1 + 2a + 4a^2)d1^55d2^40 + (4 + 0a + 0a^2)d1^56d2^40 + (1 + 0a + 4a^2)d1^57d2^40 + (0 + 1a + 0a^2)d1^58d2^40 + (1 + 2a + 4a^2)d1^59d2^40 + (4 + 1a + 3a^2)d1^60d2^40 + (0 + 2a + 4a^2)d1^61d2^40 + (2 + 0a + 4a^2)d1^62d2^40 + (0 + 3a + 0a^2)d1^63d2^40 + (2 + 3a + 3a^2)d1^64d2^40 + (2 + 4a + 3a^2)d1^65d2^40 + (0 + 2a + 4a^2)d1^66d2^40 + (4 + 2a + 4a^2)d1^67d2^40 + (3 + 1a + 4a^2)d1^68d2^40 + (2 + 3a + 4a^2)d1^69d2^40 + (0 + 4a + 0a^2)d1^70d2^40 + (1 + 2a + 1a^2)d1^71d2^40 + (1 + 3a + 2a^2)d1^72d2^40 + (2 + 1a + 0a^2)d1^73d2^40 + (0 + 3a + 3a^2)d1^74d2^40 + (1 + 2a + 4a^2)d1^75d2^40 + (0 + 4a + 2a^2)d1^76d2^40 + (2 + 4a + 3a^2)d1^77d2^40 + (3 + 3a + 4a^2)d1^78d2^40 + (3 + 0a + 3a^2)d1^79d2^40 + (2 + 2a + 0a^2)d1^80d2^40 + (2 + 2a + 3a^2)d1^81d2^40 + (0 + 3a + 4a^2)d1^82d2^40 + (3 + 0a + 4a^2)d1^83d2^40 + (3 + 4a + 0a^2)d1^84d2^40 + (2 + 0a + 0a^2)d1^85d2^40 + (1 + 4a + 0a^2)d1^86d2^40 + (0 + 0a + 4a^2)d1^87d2^40 + (0 + 0a + 1a^2)d1^88d2^40 + (2 + 3a + 3a^2)d1^89d2^40 + (2 + 4a + 3a^2)d1^90d2^40 + (0 + 2a + 1a^2)d1^91d2^40 + (4 + 0a + 4a^2)d1^92d2^40 + (2 + 3a + 3a^2)d1^93d2^40 + (3 + 2a + 4a^2)d1^94d2^40 + (0 + 0a + 4a^2)d1^95d2^40 + (0 + 2a + 2a^2)d1^96d2^40 + (3 + 4a + 4a^2)d1^97d2^40 + (1 + 3a + 2a^2)d1^98d2^40 + (2 + 4a + 4a^2)d1^99d2^40 + (4 + 2a + 0a^2)d1^100d2^40 + (0 + 4a + 2a^2)d1^102d2^40 + (0 + 2a + 4a^2)d1^103d2^40 + (4 + 0a + 4a^2)d1^104d2^40 + (4 + 0a + 2a^2)d1^105d2^40 + (3 + 1a + 0a^2)d1^106d2^40 + (1 + 1a + 1a^2)d1^107d2^40 + (2 + 2a + 4a^2)d1^108d2^40 + (0 + 2a + 2a^2)d1^109d2^40 + (2 + 2a + 3a^2)d1^110d2^40 + (3 + 0a + 2a^2)d1^111d2^40 + (1 + 4a + 0a^2)d1^112d2^40 + (4 + 1a + 1a^2)d1^113d2^40 + (4 + 3a + 0a^2)d1^114d2^40 + (4 + 1a + 0a^2)d1^115d2^40 + (3 + 0a + 3a^2)d1^116d2^40 + (2 + 2a + 4a^2)d1^117d2^40 + (1 + 0a + 3a^2)d1^118d2^40 + (3 + 2a + 4a^2)d1^119d2^40 + (2 + 1a + 4a^2)d1^120d2^40 + (1 + 1a + 0a^2)d1^121d2^40 + (0 + 1a + 4a^2)d1^122d2^40 + (2 + 2a + 0a^2)d1^123d2^40 + (3 + 3a + 1a^2)d1^124d2^40 + (1 + 2a + 3a^2)d1^125d2^40 + (2 + 3a + 2a^2)d1^126d2^40 + (2 + 1a + 2a^2)d1^127d2^40 + (2 + 1a + 4a^2)d1^128d2^40 + (0 + 1a + 1a^2)d1^129d2^40 + (3 + 1a + 2a^2)d1^130d2^40 + (1 + 3a + 2a^2)d1^131d2^40 + (4 + 2a + 4a^2)d1^132d2^40 + (3 + 4a + 3a^2)d1^133d2^40 + (1 + 2a + 0a^2)d1^134d2^40 + (2 + 2a + 3a^2)d1^135d2^40 + (0 + 3a + 3a^2)d1^136d2^40 + (2 + 3a + 1a^2)d1^137d2^40 + (0 + 4a + 1a^2)d1^138d2^40 + (0 + 4a + 0a^2)d1^139d2^40 + (1 + 1a + 0a^2)d1^140d2^40 + (1 + 0a + 1a^2)d1^141d2^40 + (2 + 4a + 0a^2)d1^142d2^40 + (4 + 2a + 3a^2)d1^143d2^40 + (4 + 1a + 0a^2)d1^144d2^40 + (4 + 1a + 4a^2)d1^145d2^40 + (0 + 0a + 3a^2)d1^146d2^40 + (4 + 2a + 3a^2)d1^147d2^40 + (4 + 2a + 3a^2)d1^148d2^40 + (4 + 3a + 2a^2)d1^149d2^40 + (2 + 3a + 2a^2)d1^150d2^40 + (0 + 0a + 1a^2)d1^151d2^40 + (0 + 2a + 3a^2)d1^152d2^40 + (0 + 0a + 3a^2)d1^153d2^40 + (3 + 0a + 2a^2)d1^154d2^40 + (1 + 0a + 0a^2)d1^155d2^40 + (2 + 4a + 0a^2)d1^156d2^40 + (3 + 1a + 1a^2)d1^157d2^40 + (3 + 0a + 2a^2)d1^158d2^40 + (4 + 2a + 0a^2)d1^159d2^40 + (0 + 3a + 4a^2)d1^160d2^40 + (3 + 3a + 0a^2)d1^161d2^40 + (3 + 0a + 4a^2)d1^162d2^40 + (2 + 1a + 0a^2)d1^163d2^40 + (4 + 2a + 1a^2)d1^164d2^40 + (3 + 3a + 4a^2)d1^165d2^40 + (4 + 0a + 2a^2)d1^166d2^40 + (1 + 4a + 2a^2)d1^167d2^40 + (0 + 2a + 1a^2)d1^168d2^40 + (4 + 0a + 4a^2)d1^169d2^40 + (3 + 3a + 4a^2)d1^170d2^40 + (2 + 2a + 2a^2)d1^171d2^40 + (2 + 2a + 4a^2)d1^172d2^40 + (0 + 1a + 2a^2)d1^173d2^40 + (3 + 4a + 2a^2)d1^174d2^40 + (0 + 4a + 0a^2)d1^175d2^40 + (0 + 3a + 3a^2)d1^176d2^40 + (3 + 0a + 0a^2)d1^177d2^40 + (0 + 4a + 4a^2)d1^178d2^40 + (0 + 4a + 3a^2)d1^179d2^40 + (4 + 0a + 0a^2)d1^180d2^40 + (0 + 2a + 1a^2)d1^181d2^40 + (3 + 2a + 1a^2)d1^182d2^40 + (1 + 2a + 2a^2)d1^184d2^40 + (2 + 3a + 3a^2)d1^185d2^40 + (1 + 0a + 1a^2)d1^186d2^40 + (0 + 3a + 1a^2)d1^187d2^40 + (2 + 4a + 1a^2)d1^188d2^40 + (0 + 4a + 0a^2)d1^189d2^40 + (2 + 4a + 3a^2)d1^190d2^40 + (4 + 3a + 4a^2)d1^191d2^40 + (3 + 3a + 4a^2)d1^192d2^40 + (2 + 3a + 4a^2)d1^193d2^40 + (2 + 3a + 0a^2)d1^194d2^40 + (1 + 3a + 2a^2)d1^195d2^40 + (2 + 1a + 4a^2)d1^196d2^40 + (0 + 2a + 2a^2)d1^197d2^40 + (1 + 4a + 3a^2)d1^198d2^40 + (4 + 3a + 4a^2)d1^199d2^40 + (3 + 4a + 4a^2)d1^200d2^40 + (1 + 4a + 2a^2)d1^201d2^40 + (0 + 3a + 1a^2)d1^202d2^40 + (4 + 3a + 2a^2)d1^203d2^40 + (4 + 2a + 3a^2)d1^204d2^40 + (3 + 0a + 0a^2)d1^205d2^40 + (2 + 0a + 0a^2)d1^206d2^40 + (1 + 1a + 4a^2)d1^207d2^40 + (0 + 1a + 0a^2)d1^208d2^40 + (3 + 3a + 3a^2)d1^209d2^40 + (0 + 3a + 4a^2)d1^210d2^40 + (2 + 0a + 1a^2)d1^211d2^40 + (2 + 1a + 3a^2)d1^212d2^40 + (2 + 3a + 3a^2)d1^213d2^40 + (0 + 0a + 3a^2)d1^214d2^40 + (1 + 1a + 1a^2)d1^215d2^40 + (3 + 2a + 3a^2)d1^216d2^40 + (2 + 3a + 4a^2)d1^217d2^40 + (3 + 2a + 1a^2)d1^218d2^40 + (3 + 3a + 0a^2)d1^219d2^40 + (1 + 2a + 2a^2)d1^220d2^40 + (4 + 0a + 1a^2)d1^221d2^40 + (1 + 0a + 4a^2)d1^222d2^40 + (3 + 1a + 2a^2)d1^223d2^40 + (2 + 3a + 1a^2)d1^224d2^40 + (3 + 3a + 2a^2)d1^225d2^40 + (4 + 2a + 0a^2)d1^226d2^40 + (3 + 2a + 4a^2)d1^227d2^40 + (2 + 4a + 0a^2)d1^228d2^40 + (0 + 3a + 2a^2)d1^229d2^40 + (4 + 2a + 4a^2)d1^230d2^40 + (0 + 0a + 4a^2)d1^231d2^40 + (3 + 3a + 3a^2)d1^232d2^40 + (3 + 1a + 4a^2)d1^233d2^40 + (3 + 2a + 3a^2)d1^234d2^40 + (2 + 4a + 4a^2)d1^235d2^40 + (1 + 1a + 1a^2)d1^236d2^40 + (2 + 2a + 0a^2)d1^237d2^40 + (3 + 0a + 1a^2)d1^238d2^40 + (3 + 3a + 1a^2)d1^239d2^40 + (0 + 1a + 1a^2)d1^240d2^40 + (2 + 1a + 4a^2)d1^241d2^40 + (4 + 1a + 1a^2)d1^242d2^40 + (1 + 3a + 4a^2)d1^243d2^40 + (4 + 1a + 2a^2)d1^244d2^40 + (2 + 3a + 3a^2)d1^245d2^40 + (0 + 0a + 3a^2)d1^246d2^40 + (3 + 1a + 1a^2)d1^247d2^40 + (0 + 3a + 0a^2)d1^248d2^40 + (2 + 3a + 0a^2)d1^249d2^40 + (0 + 1a + 0a^2)d1^250d2^40 + (0 + 2a + 1a^2)d1^251d2^40 + (4 + 3a + 0a^2)d1^252d2^40 + (0 + 4a + 0a^2)d1^253d2^40 + (0 + 1a + 1a^2)d1^254d2^40 + (0 + 2a + 1a^2)d1^255d2^40 + (1 + 4a + 1a^2)d1^256d2^40 + (1 + 4a + 0a^2)d1^257d2^40 + (2 + 3a + 0a^2)d1^258d2^40 + (1 + 4a + 2a^2)d1^259d2^40 + (3 + 4a + 2a^2)d1^260d2^40 + (3 + 4a + 3a^2)d1^261d2^40 + (3 + 3a + 0a^2)d1^262d2^40 + (0 + 2a + 1a^2)d1^263d2^40 + (4 + 3a + 3a^2)d1^264d2^40 + (4 + 3a + 3a^2)d1^265d2^40 + (0 + 0a + 1a^2)d1^266d2^40 + (3 + 1a + 4a^2)d1^267d2^40 + (4 + 4a + 3a^2)d1^268d2^40 + (2 + 1a + 2a^2)d1^269d2^40 + (0 + 4a + 4a^2)d1^270d2^40 + (3 + 2a + 3a^2)d1^271d2^40 + (2 + 1a + 1a^2)d1^272d2^40 + (1 + 0a + 0a^2)d1^273d2^40 + (4 + 1a + 3a^2)d1^274d2^40 + (4 + 3a + 4a^2)d1^275d2^40 + (1 + 4a + 4a^2)d1^276d2^40 + (2 + 0a + 1a^2)d1^277d2^40 + (4 + 2a + 3a^2)d1^278d2^40 + (2 + 1a + 2a^2)d1^279d2^40 + (1 + 0a + 2a^2)d1^280d2^40 + (0 + 0a + 4a^2)d1^281d2^40 + (3 + 2a + 2a^2)d1^282d2^40 + (0 + 1a + 4a^2)d1^283d2^40 + (0 + 3a + 4a^2)d1^284d2^40 + (0 + 3a + 4a^2)d1^285d2^40 + (2 + 2a + 0a^2)d1^286d2^40 + (0 + 0a + 2a^2)d1^287d2^40 + (2 + 3a + 0a^2)d1^288d2^40 + (1 + 2a + 3a^2)d1^289d2^40 + (0 + 4a + 1a^2)d1^290d2^40 + (1 + 0a + 4a^2)d1^291d2^40 + (4 + 3a + 3a^2)d1^292d2^40 + (0 + 4a + 0a^2)d1^293d2^40 + (2 + 4a + 4a^2)d2^41 + (2 + 2a + 3a^2)d1^1d2^41 + (2 + 0a + 1a^2)d1^2d2^41 + (0 + 4a + 2a^2)d1^3d2^41 + (1 + 2a + 2a^2)d1^4d2^41 + (1 + 2a + 4a^2)d1^5d2^41 + (1 + 0a + 1a^2)d1^6d2^41 + (1 + 2a + 0a^2)d1^7d2^41 + (3 + 3a + 2a^2)d1^8d2^41 + (4 + 3a + 3a^2)d1^9d2^41 + (1 + 1a + 3a^2)d1^10d2^41 + (2 + 3a + 3a^2)d1^11d2^41 + (1 + 2a + 1a^2)d1^12d2^41 + (1 + 4a + 3a^2)d1^13d2^41 + (3 + 3a + 3a^2)d1^14d2^41 + (2 + 1a + 3a^2)d1^15d2^41 + (0 + 1a + 3a^2)d1^16d2^41 + (4 + 0a + 0a^2)d1^17d2^41 + (4 + 0a + 4a^2)d1^18d2^41 + (4 + 3a + 3a^2)d1^19d2^41 + (3 + 4a + 4a^2)d1^20d2^41 + (1 + 1a + 4a^2)d1^21d2^41 + (1 + 4a + 0a^2)d1^22d2^41 + (4 + 1a + 3a^2)d1^23d2^41 + (4 + 2a + 2a^2)d1^24d2^41 + (3 + 0a + 3a^2)d1^25d2^41 + (4 + 1a + 1a^2)d1^26d2^41 + (4 + 3a + 1a^2)d1^27d2^41 + (3 + 3a + 1a^2)d1^28d2^41 + (3 + 0a + 2a^2)d1^29d2^41 + (2 + 3a + 4a^2)d1^30d2^41 + (2 + 0a + 1a^2)d1^31d2^41 + (2 + 0a + 4a^2)d1^32d2^41 + (1 + 4a + 0a^2)d1^33d2^41 + (2 + 2a + 0a^2)d1^34d2^41 + (3 + 4a + 1a^2)d1^35d2^41 + (2 + 1a + 0a^2)d1^36d2^41 + (4 + 0a + 4a^2)d1^37d2^41 + (1 + 2a + 2a^2)d1^38d2^41 + (2 + 2a + 0a^2)d1^39d2^41 + (0 + 1a + 2a^2)d1^40d2^41 + (4 + 3a + 2a^2)d1^41d2^41 + (4 + 0a + 1a^2)d1^42d2^41 + (4 + 1a + 1a^2)d1^43d2^41 + (0 + 4a + 3a^2)d1^44d2^41 + (3 + 1a + 1a^2)d1^45d2^41 + (1 + 1a + 3a^2)d1^46d2^41 + (4 + 0a + 1a^2)d1^47d2^41 + (0 + 4a + 4a^2)d1^48d2^41 + (3 + 2a + 2a^2)d1^49d2^41 + (4 + 2a + 2a^2)d1^50d2^41 + (2 + 1a + 2a^2)d1^51d2^41 + (1 + 1a + 2a^2)d1^52d2^41 + (3 + 4a + 4a^2)d1^53d2^41 + (1 + 2a + 4a^2)d1^54d2^41 + (2 + 3a + 0a^2)d1^55d2^41 + (4 + 4a + 3a^2)d1^56d2^41 + (3 + 1a + 0a^2)d1^57d2^41 + (1 + 4a + 4a^2)d1^58d2^41 + (3 + 4a + 1a^2)d1^59d2^41 + (4 + 3a + 3a^2)d1^60d2^41 + (1 + 0a + 2a^2)d1^61d2^41 + (3 + 2a + 3a^2)d1^62d2^41 + (3 + 1a + 1a^2)d1^63d2^41 + (4 + 0a + 0a^2)d1^64d2^41 + (0 + 1a + 4a^2)d1^65d2^41 + (1 + 0a + 2a^2)d1^66d2^41 + (3 + 3a + 0a^2)d1^67d2^41 + (4 + 3a + 0a^2)d1^68d2^41 + (0 + 3a + 1a^2)d1^69d2^41 + (4 + 0a + 0a^2)d1^70d2^41 + (1 + 2a + 1a^2)d1^71d2^41 + (4 + 2a + 0a^2)d1^72d2^41 + (2 + 1a + 1a^2)d1^73d2^41 + (0 + 2a + 3a^2)d1^74d2^41 + (3 + 2a + 0a^2)d1^75d2^41 + (3 + 1a + 2a^2)d1^76d2^41 + (1 + 2a + 1a^2)d1^77d2^41 + (3 + 2a + 4a^2)d1^78d2^41 + (1 + 4a + 0a^2)d1^79d2^41 + (3 + 3a + 0a^2)d1^80d2^41 + (3 + 0a + 0a^2)d1^81d2^41 + (0 + 3a + 2a^2)d1^82d2^41 + (4 + 4a + 1a^2)d1^83d2^41 + (3 + 1a + 4a^2)d1^84d2^41 + (4 + 1a + 2a^2)d1^85d2^41 + (0 + 3a + 0a^2)d1^86d2^41 + (1 + 1a + 0a^2)d1^87d2^41 + (4 + 0a + 0a^2)d1^88d2^41 + (4 + 4a + 0a^2)d1^89d2^41 + (1 + 4a + 1a^2)d1^90d2^41 + (4 + 2a + 4a^2)d1^91d2^41 + (0 + 3a + 3a^2)d1^92d2^41 + (0 + 0a + 1a^2)d1^93d2^41 + (0 + 3a + 0a^2)d1^94d2^41 + (3 + 2a + 1a^2)d1^95d2^41 + (2 + 0a + 2a^2)d1^96d2^41 + (3 + 4a + 0a^2)d1^97d2^41 + (1 + 2a + 0a^2)d1^98d2^41 + (1 + 3a + 0a^2)d1^99d2^41 + (0 + 1a + 0a^2)d1^100d2^41 + (0 + 3a + 0a^2)d1^101d2^41 + (4 + 3a + 4a^2)d1^102d2^41 + (2 + 0a + 1a^2)d1^103d2^41 + (2 + 0a + 2a^2)d1^104d2^41 + (4 + 1a + 3a^2)d1^105d2^41 + (3 + 2a + 2a^2)d1^106d2^41 + (2 + 3a + 2a^2)d1^107d2^41 + (1 + 3a + 2a^2)d1^108d2^41 + (2 + 1a + 1a^2)d1^109d2^41 + (3 + 1a + 4a^2)d1^110d2^41 + (1 + 4a + 4a^2)d1^111d2^41 + (3 + 0a + 2a^2)d1^112d2^41 + (4 + 4a + 3a^2)d1^113d2^41 + (3 + 2a + 2a^2)d1^114d2^41 + (4 + 2a + 3a^2)d1^115d2^41 + (0 + 0a + 4a^2)d1^116d2^41 + (3 + 0a + 4a^2)d1^117d2^41 + (4 + 0a + 2a^2)d1^118d2^41 + (0 + 2a + 0a^2)d1^119d2^41 + (4 + 4a + 1a^2)d1^120d2^41 + (4 + 3a + 3a^2)d1^121d2^41 + (4 + 0a + 4a^2)d1^122d2^41 + (4 + 3a + 2a^2)d1^123d2^41 + (1 + 1a + 2a^2)d1^124d2^41 + (0 + 0a + 1a^2)d1^125d2^41 + (4 + 3a + 2a^2)d1^126d2^41 + (3 + 4a + 1a^2)d1^127d2^41 + (3 + 2a + 0a^2)d1^128d2^41 + (3 + 2a + 1a^2)d1^129d2^41 + (3 + 0a + 2a^2)d1^130d2^41 + (2 + 3a + 2a^2)d1^131d2^41 + (0 + 4a + 4a^2)d1^132d2^41 + (2 + 2a + 0a^2)d1^133d2^41 + (2 + 2a + 2a^2)d1^134d2^41 + (2 + 4a + 0a^2)d1^135d2^41 + (0 + 1a + 4a^2)d1^136d2^41 + (3 + 2a + 4a^2)d1^137d2^41 + (0 + 1a + 3a^2)d1^138d2^41 + (3 + 3a + 2a^2)d1^139d2^41 + (1 + 1a + 3a^2)d1^140d2^41 + (4 + 0a + 3a^2)d1^141d2^41 + (1 + 0a + 1a^2)d1^142d2^41 + (2 + 4a + 1a^2)d1^143d2^41 + (3 + 0a + 4a^2)d1^144d2^41 + (3 + 4a + 4a^2)d1^145d2^41 + (3 + 2a + 1a^2)d1^146d2^41 + (2 + 4a + 0a^2)d1^147d2^41 + (1 + 4a + 4a^2)d1^148d2^41 + (3 + 0a + 1a^2)d1^149d2^41 + (1 + 3a + 3a^2)d1^150d2^41 + (1 + 3a + 1a^2)d1^151d2^41 + (2 + 4a + 2a^2)d1^152d2^41 + (3 + 3a + 3a^2)d1^153d2^41 + (1 + 0a + 0a^2)d1^154d2^41 + (4 + 1a + 0a^2)d1^155d2^41 + (2 + 0a + 4a^2)d1^156d2^41 + (1 + 4a + 3a^2)d1^157d2^41 + (0 + 0a + 1a^2)d1^158d2^41 + (4 + 3a + 0a^2)d1^159d2^41 + (4 + 0a + 3a^2)d1^160d2^41 + (4 + 4a + 2a^2)d1^161d2^41 + (1 + 0a + 1a^2)d1^162d2^41 + (4 + 3a + 4a^2)d1^163d2^41 + (4 + 2a + 1a^2)d1^164d2^41 + (2 + 3a + 1a^2)d1^165d2^41 + (1 + 4a + 1a^2)d1^166d2^41 + (3 + 4a + 1a^2)d1^167d2^41 + (3 + 4a + 2a^2)d1^168d2^41 + (1 + 1a + 3a^2)d1^169d2^41 + (1 + 2a + 0a^2)d1^170d2^41 + (3 + 4a + 3a^2)d1^171d2^41 + (0 + 3a + 2a^2)d1^172d2^41 + (3 + 2a + 0a^2)d1^173d2^41 + (3 + 0a + 0a^2)d1^174d2^41 + (3 + 0a + 4a^2)d1^175d2^41 + (1 + 4a + 1a^2)d1^176d2^41 + (3 + 4a + 0a^2)d1^177d2^41 + (0 + 0a + 3a^2)d1^178d2^41 + (1 + 1a + 1a^2)d1^179d2^41 + (0 + 4a + 3a^2)d1^180d2^41 + (0 + 4a + 3a^2)d1^181d2^41 + (1 + 0a + 4a^2)d1^182d2^41 + (2 + 0a + 2a^2)d1^183d2^41 + (1 + 4a + 1a^2)d1^184d2^41 + (2 + 2a + 0a^2)d1^185d2^41 + (3 + 1a + 2a^2)d1^186d2^41 + (0 + 2a + 3a^2)d1^187d2^41 + (1 + 4a + 0a^2)d1^188d2^41 + (2 + 2a + 0a^2)d1^189d2^41 + (2 + 4a + 1a^2)d1^190d2^41 + (2 + 1a + 1a^2)d1^191d2^41 + (3 + 3a + 3a^2)d1^192d2^41 + (1 + 4a + 2a^2)d1^193d2^41 + (1 + 2a + 1a^2)d1^194d2^41 + (4 + 1a + 4a^2)d1^195d2^41 + (3 + 1a + 3a^2)d1^196d2^41 + (1 + 3a + 0a^2)d1^197d2^41 + (4 + 0a + 4a^2)d1^198d2^41 + (2 + 3a + 4a^2)d1^199d2^41 + (3 + 2a + 1a^2)d1^200d2^41 + (4 + 0a + 4a^2)d1^201d2^41 + (1 + 0a + 3a^2)d1^202d2^41 + (2 + 2a + 2a^2)d1^203d2^41 + (1 + 0a + 4a^2)d1^204d2^41 + (3 + 3a + 3a^2)d1^205d2^41 + (4 + 2a + 0a^2)d1^206d2^41 + (1 + 4a + 1a^2)d1^207d2^41 + (4 + 2a + 2a^2)d1^208d2^41 + (4 + 2a + 4a^2)d1^209d2^41 + (4 + 2a + 0a^2)d1^210d2^41 + (4 + 2a + 4a^2)d1^211d2^41 + (0 + 3a + 1a^2)d1^212d2^41 + (4 + 2a + 4a^2)d1^213d2^41 + (0 + 0a + 2a^2)d1^214d2^41 + (2 + 0a + 2a^2)d1^215d2^41 + (1 + 2a + 2a^2)d1^216d2^41 + (1 + 1a + 2a^2)d1^217d2^41 + (0 + 2a + 1a^2)d1^218d2^41 + (0 + 0a + 3a^2)d1^219d2^41 + (3 + 0a + 4a^2)d1^220d2^41 + (2 + 4a + 3a^2)d1^221d2^41 + (3 + 3a + 1a^2)d1^222d2^41 + (0 + 2a + 2a^2)d1^223d2^41 + (2 + 1a + 3a^2)d1^224d2^41 + (2 + 3a + 3a^2)d1^225d2^41 + (1 + 0a + 3a^2)d1^226d2^41 + (4 + 1a + 1a^2)d1^227d2^41 + (3 + 2a + 2a^2)d1^228d2^41 + (2 + 2a + 0a^2)d1^229d2^41 + (1 + 4a + 2a^2)d1^230d2^41 + (1 + 3a + 3a^2)d1^231d2^41 + (0 + 3a + 4a^2)d1^232d2^41 + (0 + 0a + 4a^2)d1^233d2^41 + (3 + 2a + 3a^2)d1^234d2^41 + (0 + 4a + 3a^2)d1^235d2^41 + (2 + 1a + 4a^2)d1^236d2^41 + (1 + 3a + 4a^2)d1^237d2^41 + (1 + 1a + 0a^2)d1^238d2^41 + (3 + 0a + 0a^2)d1^239d2^41 + (2 + 0a + 1a^2)d1^240d2^41 + (3 + 2a + 1a^2)d1^241d2^41 + (4 + 1a + 3a^2)d1^242d2^41 + (4 + 2a + 3a^2)d1^243d2^41 + (3 + 2a + 2a^2)d1^244d2^41 + (0 + 0a + 2a^2)d1^245d2^41 + (2 + 3a + 2a^2)d1^246d2^41 + (1 + 2a + 1a^2)d1^247d2^41 + (4 + 0a + 0a^2)d1^248d2^41 + (4 + 3a + 1a^2)d1^249d2^41 + (0 + 1a + 0a^2)d1^250d2^41 + (4 + 1a + 4a^2)d1^251d2^41 + (1 + 1a + 3a^2)d1^252d2^41 + (2 + 0a + 4a^2)d1^253d2^41 + (1 + 1a + 3a^2)d1^254d2^41 + (2 + 2a + 3a^2)d1^255d2^41 + (0 + 1a + 0a^2)d1^256d2^41 + (2 + 3a + 0a^2)d1^257d2^41 + (4 + 1a + 0a^2)d1^258d2^41 + (1 + 0a + 1a^2)d1^259d2^41 + (3 + 1a + 0a^2)d1^260d2^41 + (1 + 0a + 0a^2)d1^261d2^41 + (1 + 2a + 1a^2)d1^262d2^41 + (4 + 3a + 0a^2)d1^263d2^41 + (0 + 1a + 4a^2)d1^264d2^41 + (3 + 2a + 4a^2)d1^265d2^41 + (3 + 2a + 4a^2)d1^266d2^41 + (1 + 1a + 1a^2)d1^267d2^41 + (2 + 2a + 3a^2)d1^268d2^41 + (1 + 4a + 0a^2)d1^269d2^41 + (2 + 0a + 0a^2)d1^270d2^41 + (1 + 3a + 1a^2)d1^271d2^41 + (0 + 4a + 4a^2)d1^272d2^41 + (1 + 2a + 2a^2)d1^273d2^41 + (2 + 2a + 1a^2)d1^274d2^41 + (1 + 4a + 2a^2)d1^275d2^41 + (2 + 2a + 4a^2)d1^276d2^41 + (3 + 1a + 4a^2)d1^277d2^41 + (4 + 0a + 1a^2)d1^278d2^41 + (3 + 0a + 1a^2)d1^279d2^41 + (1 + 1a + 4a^2)d1^280d2^41 + (0 + 3a + 2a^2)d1^281d2^41 + (1 + 1a + 4a^2)d1^282d2^41 + (0 + 1a + 4a^2)d1^283d2^41 + (2 + 2a + 4a^2)d1^284d2^41 + (0 + 3a + 1a^2)d1^285d2^41 + (2 + 3a + 2a^2)d1^286d2^41 + (1 + 1a + 2a^2)d1^287d2^41 + (3 + 0a + 4a^2)d1^288d2^41 + (0 + 1a + 1a^2)d1^289d2^41 + (0 + 2a + 4a^2)d1^290d2^41 + (1 + 1a + 0a^2)d1^291d2^41 + (3 + 2a + 0a^2)d1^292d2^41 + (4 + 0a + 0a^2)d1^293d2^41 + (3 + 0a + 1a^2)d2^42 + (2 + 1a + 2a^2)d1^1d2^42 + (3 + 1a + 1a^2)d1^2d2^42 + (0 + 3a + 4a^2)d1^3d2^42 + (3 + 4a + 0a^2)d1^4d2^42 + (3 + 2a + 0a^2)d1^5d2^42 + (3 + 0a + 4a^2)d1^6d2^42 + (2 + 1a + 4a^2)d1^7d2^42 + (3 + 4a + 1a^2)d1^8d2^42 + (2 + 1a + 4a^2)d1^9d2^42 + (4 + 4a + 2a^2)d1^10d2^42 + (2 + 4a + 1a^2)d1^11d2^42 + (0 + 0a + 4a^2)d1^12d2^42 + (2 + 4a + 1a^2)d1^13d2^42 + (4 + 1a + 3a^2)d1^14d2^42 + (3 + 4a + 1a^2)d1^15d2^42 + (4 + 4a + 2a^2)d1^16d2^42 + (2 + 0a + 1a^2)d1^17d2^42 + (4 + 4a + 3a^2)d1^18d2^42 + (0 + 1a + 3a^2)d1^19d2^42 + (2 + 4a + 2a^2)d1^20d2^42 + (1 + 2a + 4a^2)d1^21d2^42 + (4 + 4a + 4a^2)d1^22d2^42 + (1 + 2a + 3a^2)d1^23d2^42 + (0 + 4a + 0a^2)d1^24d2^42 + (4 + 3a + 1a^2)d1^25d2^42 + (1 + 3a + 0a^2)d1^26d2^42 + (0 + 0a + 4a^2)d1^27d2^42 + (2 + 2a + 1a^2)d1^28d2^42 + (3 + 2a + 2a^2)d1^29d2^42 + (3 + 2a + 3a^2)d1^30d2^42 + (4 + 2a + 4a^2)d1^31d2^42 + (4 + 2a + 1a^2)d1^32d2^42 + (3 + 0a + 1a^2)d1^33d2^42 + (4 + 3a + 4a^2)d1^34d2^42 + (4 + 4a + 3a^2)d1^35d2^42 + (0 + 4a + 4a^2)d1^36d2^42 + (3 + 2a + 1a^2)d1^37d2^42 + (1 + 4a + 3a^2)d1^38d2^42 + (0 + 2a + 4a^2)d1^39d2^42 + (3 + 1a + 2a^2)d1^40d2^42 + (2 + 0a + 2a^2)d1^41d2^42 + (3 + 0a + 3a^2)d1^42d2^42 + (3 + 1a + 1a^2)d1^43d2^42 + (0 + 4a + 1a^2)d1^44d2^42 + (3 + 1a + 3a^2)d1^45d2^42 + (2 + 0a + 0a^2)d1^46d2^42 + (4 + 3a + 0a^2)d1^47d2^42 + (3 + 0a + 1a^2)d1^48d2^42 + (0 + 4a + 2a^2)d1^49d2^42 + (2 + 1a + 3a^2)d1^50d2^42 + (4 + 4a + 2a^2)d1^51d2^42 + (4 + 4a + 0a^2)d1^52d2^42 + (2 + 4a + 0a^2)d1^53d2^42 + (1 + 2a + 4a^2)d1^54d2^42 + (3 + 0a + 1a^2)d1^55d2^42 + (4 + 3a + 0a^2)d1^56d2^42 + (4 + 4a + 0a^2)d1^57d2^42 + (4 + 4a + 3a^2)d1^58d2^42 + (1 + 2a + 0a^2)d1^59d2^42 + (4 + 0a + 3a^2)d1^60d2^42 + (3 + 4a + 1a^2)d1^61d2^42 + (4 + 4a + 1a^2)d1^62d2^42 + (1 + 4a + 0a^2)d1^63d2^42 + (1 + 0a + 4a^2)d1^64d2^42 + (3 + 0a + 4a^2)d1^65d2^42 + (3 + 4a + 3a^2)d1^66d2^42 + (2 + 3a + 1a^2)d1^67d2^42 + (3 + 0a + 0a^2)d1^68d2^42 + (4 + 4a + 3a^2)d1^69d2^42 + (2 + 4a + 2a^2)d1^70d2^42 + (2 + 2a + 1a^2)d1^71d2^42 + (0 + 3a + 1a^2)d1^72d2^42 + (4 + 4a + 1a^2)d1^73d2^42 + (4 + 0a + 2a^2)d1^74d2^42 + (1 + 1a + 1a^2)d1^75d2^42 + (2 + 3a + 3a^2)d1^76d2^42 + (4 + 2a + 4a^2)d1^77d2^42 + (0 + 3a + 0a^2)d1^78d2^42 + (2 + 4a + 3a^2)d1^79d2^42 + (0 + 1a + 0a^2)d1^80d2^42 + (0 + 2a + 3a^2)d1^81d2^42 + (3 + 2a + 3a^2)d1^82d2^42 + (2 + 1a + 0a^2)d1^83d2^42 + (0 + 4a + 3a^2)d1^84d2^42 + (1 + 0a + 3a^2)d1^85d2^42 + (0 + 3a + 1a^2)d1^86d2^42 + (4 + 0a + 4a^2)d1^87d2^42 + (3 + 4a + 2a^2)d1^88d2^42 + (2 + 0a + 0a^2)d1^89d2^42 + (0 + 0a + 1a^2)d1^90d2^42 + (2 + 0a + 0a^2)d1^91d2^42 + (1 + 3a + 4a^2)d1^92d2^42 + (4 + 2a + 2a^2)d1^93d2^42 + (4 + 0a + 0a^2)d1^94d2^42 + (4 + 2a + 1a^2)d1^95d2^42 + (4 + 1a + 3a^2)d1^96d2^42 + (2 + 1a + 3a^2)d1^97d2^42 + (1 + 0a + 4a^2)d1^98d2^42 + (1 + 1a + 2a^2)d1^99d2^42 + (0 + 2a + 3a^2)d1^100d2^42 + (3 + 3a + 2a^2)d1^101d2^42 + (1 + 4a + 4a^2)d1^102d2^42 + (0 + 0a + 3a^2)d1^103d2^42 + (4 + 0a + 0a^2)d1^104d2^42 + (1 + 2a + 1a^2)d1^105d2^42 + (1 + 0a + 0a^2)d1^106d2^42 + (1 + 3a + 1a^2)d1^107d2^42 + (0 + 4a + 4a^2)d1^108d2^42 + (4 + 4a + 3a^2)d1^109d2^42 + (0 + 4a + 3a^2)d1^110d2^42 + (3 + 2a + 1a^2)d1^111d2^42 + (1 + 3a + 0a^2)d1^112d2^42 + (0 + 4a + 3a^2)d1^113d2^42 + (1 + 2a + 4a^2)d1^114d2^42 + (2 + 2a + 4a^2)d1^115d2^42 + (3 + 3a + 4a^2)d1^116d2^42 + (3 + 3a + 3a^2)d1^117d2^42 + (1 + 3a + 1a^2)d1^118d2^42 + (4 + 3a + 3a^2)d1^119d2^42 + (1 + 3a + 3a^2)d1^120d2^42 + (3 + 1a + 1a^2)d1^121d2^42 + (0 + 0a + 4a^2)d1^122d2^42 + (2 + 4a + 3a^2)d1^123d2^42 + (2 + 4a + 2a^2)d1^124d2^42 + (0 + 3a + 0a^2)d1^125d2^42 + (2 + 0a + 1a^2)d1^126d2^42 + (3 + 4a + 3a^2)d1^127d2^42 + (1 + 0a + 0a^2)d1^128d2^42 + (2 + 1a + 4a^2)d1^129d2^42 + (0 + 2a + 1a^2)d1^130d2^42 + (1 + 3a + 1a^2)d1^131d2^42 + (2 + 2a + 3a^2)d1^132d2^42 + (3 + 2a + 0a^2)d1^133d2^42 + (2 + 4a + 2a^2)d1^134d2^42 + (4 + 1a + 3a^2)d1^135d2^42 + (2 + 4a + 4a^2)d1^136d2^42 + (3 + 4a + 2a^2)d1^137d2^42 + (3 + 4a + 4a^2)d1^138d2^42 + (3 + 1a + 4a^2)d1^139d2^42 + (2 + 3a + 3a^2)d1^140d2^42 + (1 + 2a + 2a^2)d1^141d2^42 + (1 + 2a + 2a^2)d1^142d2^42 + (2 + 0a + 4a^2)d1^143d2^42 + (2 + 1a + 3a^2)d1^144d2^42 + (0 + 4a + 3a^2)d1^145d2^42 + (0 + 1a + 4a^2)d1^146d2^42 + (3 + 2a + 3a^2)d1^147d2^42 + (0 + 2a + 2a^2)d1^148d2^42 + (4 + 3a + 0a^2)d1^149d2^42 + (1 + 0a + 3a^2)d1^150d2^42 + (1 + 0a + 3a^2)d1^151d2^42 + (2 + 2a + 0a^2)d1^152d2^42 + (3 + 2a + 2a^2)d1^153d2^42 + (2 + 2a + 1a^2)d1^154d2^42 + (2 + 2a + 3a^2)d1^155d2^42 + (3 + 2a + 4a^2)d1^156d2^42 + (4 + 1a + 2a^2)d1^157d2^42 + (1 + 2a + 4a^2)d1^158d2^42 + (0 + 4a + 1a^2)d1^159d2^42 + (3 + 2a + 2a^2)d1^160d2^42 + (3 + 1a + 4a^2)d1^161d2^42 + (0 + 3a + 0a^2)d1^162d2^42 + (2 + 0a + 1a^2)d1^163d2^42 + (2 + 2a + 0a^2)d1^164d2^42 + (4 + 0a + 4a^2)d1^165d2^42 + (2 + 0a + 1a^2)d1^166d2^42 + (3 + 3a + 3a^2)d1^167d2^42 + (0 + 4a + 3a^2)d1^168d2^42 + (1 + 0a + 0a^2)d1^169d2^42 + (4 + 2a + 2a^2)d1^170d2^42 + (3 + 4a + 1a^2)d1^171d2^42 + (3 + 3a + 4a^2)d1^172d2^42 + (0 + 2a + 1a^2)d1^173d2^42 + (0 + 1a + 4a^2)d1^174d2^42 + (4 + 1a + 4a^2)d1^175d2^42 + (3 + 1a + 1a^2)d1^176d2^42 + (4 + 4a + 3a^2)d1^177d2^42 + (1 + 1a + 0a^2)d1^178d2^42 + (0 + 1a + 4a^2)d1^179d2^42 + (4 + 0a + 1a^2)d1^180d2^42 + (3 + 0a + 1a^2)d1^181d2^42 + (3 + 0a + 0a^2)d1^182d2^42 + (1 + 1a + 2a^2)d1^183d2^42 + (1 + 2a + 0a^2)d1^184d2^42 + (4 + 2a + 4a^2)d1^185d2^42 + (0 + 2a + 3a^2)d1^186d2^42 + (4 + 3a + 2a^2)d1^187d2^42 + (3 + 2a + 3a^2)d1^188d2^42 + (3 + 0a + 2a^2)d1^189d2^42 + (2 + 0a + 2a^2)d1^190d2^42 + (0 + 2a + 1a^2)d1^191d2^42 + (4 + 4a + 2a^2)d1^192d2^42 + (2 + 0a + 0a^2)d1^193d2^42 + (1 + 1a + 3a^2)d1^194d2^42 + (4 + 1a + 1a^2)d1^195d2^42 + (3 + 1a + 2a^2)d1^196d2^42 + (2 + 3a + 4a^2)d1^197d2^42 + (3 + 0a + 4a^2)d1^198d2^42 + (1 + 1a + 1a^2)d1^199d2^42 + (3 + 1a + 3a^2)d1^200d2^42 + (3 + 3a + 1a^2)d1^201d2^42 + (1 + 4a + 1a^2)d1^202d2^42 + (4 + 3a + 0a^2)d1^203d2^42 + (4 + 2a + 0a^2)d1^204d2^42 + (4 + 4a + 3a^2)d1^205d2^42 + (3 + 4a + 3a^2)d1^206d2^42 + (4 + 0a + 2a^2)d1^207d2^42 + (3 + 2a + 4a^2)d1^208d2^42 + (2 + 4a + 4a^2)d1^209d2^42 + (4 + 0a + 4a^2)d1^210d2^42 + (1 + 2a + 1a^2)d1^211d2^42 + (1 + 3a + 0a^2)d1^212d2^42 + (0 + 0a + 2a^2)d1^213d2^42 + (1 + 2a + 0a^2)d1^214d2^42 + (4 + 1a + 0a^2)d1^215d2^42 + (0 + 4a + 0a^2)d1^216d2^42 + (3 + 4a + 3a^2)d1^217d2^42 + (4 + 2a + 2a^2)d1^218d2^42 + (0 + 3a + 0a^2)d1^219d2^42 + (1 + 1a + 3a^2)d1^220d2^42 + (1 + 4a + 0a^2)d1^221d2^42 + (0 + 3a + 4a^2)d1^222d2^42 + (4 + 4a + 0a^2)d1^223d2^42 + (1 + 1a + 0a^2)d1^224d2^42 + (2 + 2a + 4a^2)d1^225d2^42 + (1 + 1a + 2a^2)d1^226d2^42 + (4 + 1a + 1a^2)d1^227d2^42 + (4 + 3a + 2a^2)d1^228d2^42 + (3 + 4a + 2a^2)d1^229d2^42 + (1 + 0a + 1a^2)d1^230d2^42 + (0 + 1a + 0a^2)d1^231d2^42 + (3 + 4a + 3a^2)d1^232d2^42 + (2 + 2a + 3a^2)d1^233d2^42 + (4 + 4a + 1a^2)d1^234d2^42 + (2 + 1a + 4a^2)d1^235d2^42 + (0 + 1a + 2a^2)d1^236d2^42 + (0 + 4a + 0a^2)d1^237d2^42 + (0 + 4a + 3a^2)d1^238d2^42 + (1 + 4a + 4a^2)d1^239d2^42 + (4 + 1a + 3a^2)d1^240d2^42 + (1 + 3a + 0a^2)d1^241d2^42 + (1 + 4a + 3a^2)d1^242d2^42 + (2 + 3a + 3a^2)d1^243d2^42 + (4 + 2a + 1a^2)d1^244d2^42 + (0 + 4a + 1a^2)d1^245d2^42 + (1 + 2a + 4a^2)d1^246d2^42 + (0 + 1a + 2a^2)d1^247d2^42 + (3 + 3a + 1a^2)d1^248d2^42 + (4 + 3a + 3a^2)d1^249d2^42 + (4 + 0a + 0a^2)d1^250d2^42 + (3 + 4a + 4a^2)d1^251d2^42 + (0 + 1a + 3a^2)d1^252d2^42 + (3 + 2a + 1a^2)d1^253d2^42 + (3 + 2a + 3a^2)d1^254d2^42 + (2 + 1a + 4a^2)d1^255d2^42 + (4 + 0a + 4a^2)d1^256d2^42 + (1 + 3a + 4a^2)d1^257d2^42 + (3 + 4a + 0a^2)d1^258d2^42 + (3 + 3a + 2a^2)d1^259d2^42 + (4 + 0a + 4a^2)d1^260d2^42 + (4 + 1a + 1a^2)d1^261d2^42 + (2 + 1a + 1a^2)d1^262d2^42 + (3 + 2a + 4a^2)d1^263d2^42 + (0 + 2a + 4a^2)d1^264d2^42 + (4 + 1a + 2a^2)d1^265d2^42 + (3 + 4a + 0a^2)d1^266d2^42 + (2 + 4a + 1a^2)d1^267d2^42 + (4 + 3a + 0a^2)d1^268d2^42 + (0 + 2a + 4a^2)d1^269d2^42 + (1 + 1a + 2a^2)d1^270d2^42 + (1 + 1a + 4a^2)d1^271d2^42 + (3 + 2a + 2a^2)d1^272d2^42 + (4 + 0a + 4a^2)d1^273d2^42 + (2 + 1a + 2a^2)d1^274d2^42 + (1 + 2a + 2a^2)d1^275d2^42 + (2 + 1a + 4a^2)d1^276d2^42 + (2 + 4a + 3a^2)d1^277d2^42 + (4 + 1a + 3a^2)d1^278d2^42 + (3 + 4a + 1a^2)d1^279d2^42 + (1 + 4a + 0a^2)d1^280d2^42 + (3 + 0a + 3a^2)d1^281d2^42 + (3 + 2a + 2a^2)d1^282d2^42 + (1 + 3a + 4a^2)d1^283d2^42 + (0 + 2a + 2a^2)d1^284d2^42 + (4 + 2a + 3a^2)d1^285d2^42 + (3 + 2a + 0a^2)d1^286d2^42 + (3 + 0a + 3a^2)d1^287d2^42 + (0 + 0a + 2a^2)d1^288d2^42 + (3 + 4a + 2a^2)d1^289d2^42 + (3 + 2a + 2a^2)d1^290d2^42 + (1 + 1a + 0a^2)d1^291d2^42 + (3 + 1a + 1a^2)d1^292d2^42 + (4 + 1a + 0a^2)d1^293d2^42 + (3 + 1a + 1a^2)d2^43 + (4 + 0a + 1a^2)d1^1d2^43 + (4 + 4a + 0a^2)d1^2d2^43 + (1 + 0a + 2a^2)d1^3d2^43 + (3 + 3a + 4a^2)d1^4d2^43 + (1 + 1a + 3a^2)d1^5d2^43 + (0 + 4a + 3a^2)d1^6d2^43 + (1 + 0a + 1a^2)d1^7d2^43 + (0 + 4a + 0a^2)d1^8d2^43 + (1 + 1a + 2a^2)d1^9d2^43 + (1 + 3a + 2a^2)d1^10d2^43 + (3 + 2a + 0a^2)d1^11d2^43 + (4 + 3a + 1a^2)d1^12d2^43 + (1 + 3a + 1a^2)d1^13d2^43 + (0 + 3a + 3a^2)d1^14d2^43 + (3 + 0a + 0a^2)d1^15d2^43 + (0 + 2a + 4a^2)d1^16d2^43 + (2 + 1a + 2a^2)d1^17d2^43 + (1 + 0a + 3a^2)d1^18d2^43 + (2 + 4a + 1a^2)d1^19d2^43 + (2 + 1a + 4a^2)d1^20d2^43 + (4 + 2a + 4a^2)d1^21d2^43 + (4 + 0a + 3a^2)d1^22d2^43 + (4 + 3a + 1a^2)d1^23d2^43 + (4 + 4a + 2a^2)d1^24d2^43 + (4 + 3a + 1a^2)d1^25d2^43 + (1 + 2a + 4a^2)d1^26d2^43 + (4 + 3a + 3a^2)d1^27d2^43 + (2 + 3a + 0a^2)d1^28d2^43 + (0 + 2a + 4a^2)d1^29d2^43 + (0 + 1a + 1a^2)d1^30d2^43 + (4 + 0a + 0a^2)d1^31d2^43 + (4 + 3a + 1a^2)d1^32d2^43 + (3 + 2a + 2a^2)d1^33d2^43 + (4 + 4a + 3a^2)d1^34d2^43 + (4 + 0a + 2a^2)d1^35d2^43 + (3 + 2a + 1a^2)d1^36d2^43 + (0 + 3a + 2a^2)d1^37d2^43 + (3 + 4a + 0a^2)d1^38d2^43 + (4 + 0a + 1a^2)d1^39d2^43 + (0 + 0a + 2a^2)d1^40d2^43 + (1 + 0a + 2a^2)d1^41d2^43 + (2 + 0a + 3a^2)d1^42d2^43 + (2 + 2a + 4a^2)d1^43d2^43 + (1 + 3a + 0a^2)d1^44d2^43 + (4 + 4a + 4a^2)d1^45d2^43 + (4 + 4a + 2a^2)d1^46d2^43 + (3 + 2a + 2a^2)d1^47d2^43 + (3 + 0a + 1a^2)d1^48d2^43 + (0 + 0a + 2a^2)d1^49d2^43 + (4 + 3a + 4a^2)d1^50d2^43 + (3 + 2a + 4a^2)d1^51d2^43 + (4 + 3a + 3a^2)d1^52d2^43 + (1 + 4a + 2a^2)d1^53d2^43 + (2 + 1a + 3a^2)d1^54d2^43 + (2 + 3a + 1a^2)d1^55d2^43 + (4 + 4a + 3a^2)d1^56d2^43 + (3 + 2a + 0a^2)d1^57d2^43 + (0 + 3a + 3a^2)d1^58d2^43 + (2 + 2a + 4a^2)d1^59d2^43 + (2 + 0a + 4a^2)d1^60d2^43 + (2 + 3a + 4a^2)d1^61d2^43 + (0 + 2a + 1a^2)d1^62d2^43 + (3 + 1a + 2a^2)d1^63d2^43 + (4 + 2a + 1a^2)d1^64d2^43 + (0 + 3a + 4a^2)d1^65d2^43 + (1 + 0a + 3a^2)d1^66d2^43 + (4 + 4a + 4a^2)d1^67d2^43 + (2 + 2a + 4a^2)d1^68d2^43 + (3 + 2a + 1a^2)d1^69d2^43 + (3 + 2a + 0a^2)d1^70d2^43 + (4 + 3a + 3a^2)d1^71d2^43 + (0 + 2a + 2a^2)d1^72d2^43 + (3 + 4a + 4a^2)d1^73d2^43 + (0 + 0a + 4a^2)d1^74d2^43 + (2 + 3a + 3a^2)d1^75d2^43 + (4 + 1a + 0a^2)d1^76d2^43 + (0 + 3a + 1a^2)d1^77d2^43 + (0 + 2a + 2a^2)d1^78d2^43 + (4 + 4a + 2a^2)d1^79d2^43 + (3 + 1a + 3a^2)d1^80d2^43 + (0 + 0a + 2a^2)d1^81d2^43 + (1 + 3a + 2a^2)d1^82d2^43 + (2 + 2a + 0a^2)d1^83d2^43 + (2 + 4a + 0a^2)d1^84d2^43 + (2 + 3a + 4a^2)d1^85d2^43 + (0 + 0a + 2a^2)d1^86d2^43 + (3 + 0a + 2a^2)d1^87d2^43 + (0 + 2a + 1a^2)d1^88d2^43 + (0 + 1a + 0a^2)d1^89d2^43 + (2 + 4a + 3a^2)d1^90d2^43 + (0 + 4a + 1a^2)d1^91d2^43 + (3 + 3a + 4a^2)d1^92d2^43 + (3 + 3a + 3a^2)d1^93d2^43 + (3 + 1a + 0a^2)d1^94d2^43 + (0 + 4a + 3a^2)d1^95d2^43 + (3 + 3a + 3a^2)d1^96d2^43 + (4 + 3a + 0a^2)d1^97d2^43 + (2 + 4a + 3a^2)d1^98d2^43 + (4 + 0a + 0a^2)d1^99d2^43 + (2 + 0a + 3a^2)d1^100d2^43 + (3 + 2a + 2a^2)d1^101d2^43 + (2 + 2a + 0a^2)d1^102d2^43 + (2 + 0a + 0a^2)d1^103d2^43 + (0 + 3a + 3a^2)d1^104d2^43 + (0 + 0a + 3a^2)d1^105d2^43 + (1 + 0a + 0a^2)d1^106d2^43 + (0 + 0a + 2a^2)d1^107d2^43 + (4 + 2a + 1a^2)d1^108d2^43 + (2 + 3a + 4a^2)d1^109d2^43 + (2 + 0a + 2a^2)d1^110d2^43 + (0 + 2a + 2a^2)d1^111d2^43 + (2 + 1a + 4a^2)d1^112d2^43 + (1 + 2a + 3a^2)d1^113d2^43 + (3 + 2a + 2a^2)d1^114d2^43 + (3 + 4a + 1a^2)d1^115d2^43 + (0 + 1a + 2a^2)d1^116d2^43 + (3 + 3a + 2a^2)d1^117d2^43 + (4 + 4a + 1a^2)d1^118d2^43 + (0 + 0a + 4a^2)d1^119d2^43 + (3 + 2a + 3a^2)d1^120d2^43 + (0 + 4a + 3a^2)d1^121d2^43 + (0 + 3a + 3a^2)d1^122d2^43 + (4 + 2a + 1a^2)d1^123d2^43 + (0 + 0a + 1a^2)d1^124d2^43 + (3 + 1a + 4a^2)d1^125d2^43 + (0 + 0a + 3a^2)d1^126d2^43 + (1 + 1a + 0a^2)d1^127d2^43 + (1 + 4a + 3a^2)d1^128d2^43 + (2 + 0a + 2a^2)d1^129d2^43 + (3 + 4a + 0a^2)d1^130d2^43 + (0 + 2a + 1a^2)d1^131d2^43 + (1 + 1a + 4a^2)d1^132d2^43 + (3 + 1a + 2a^2)d1^133d2^43 + (0 + 3a + 1a^2)d1^134d2^43 + (1 + 3a + 0a^2)d1^135d2^43 + (4 + 2a + 2a^2)d1^136d2^43 + (1 + 4a + 3a^2)d1^137d2^43 + (2 + 4a + 4a^2)d1^138d2^43 + (0 + 4a + 0a^2)d1^139d2^43 + (0 + 4a + 0a^2)d1^140d2^43 + (0 + 3a + 1a^2)d1^141d2^43 + (1 + 2a + 4a^2)d1^142d2^43 + (3 + 2a + 2a^2)d1^143d2^43 + (1 + 3a + 2a^2)d1^144d2^43 + (1 + 1a + 3a^2)d1^145d2^43 + (1 + 1a + 3a^2)d1^146d2^43 + (4 + 0a + 2a^2)d1^147d2^43 + (4 + 4a + 4a^2)d1^148d2^43 + (3 + 3a + 4a^2)d1^149d2^43 + (4 + 0a + 2a^2)d1^150d2^43 + (1 + 0a + 3a^2)d1^151d2^43 + (0 + 2a + 0a^2)d1^152d2^43 + (1 + 2a + 3a^2)d1^153d2^43 + (1 + 3a + 3a^2)d1^154d2^43 + (2 + 0a + 2a^2)d1^155d2^43 + (3 + 2a + 2a^2)d1^156d2^43 + (3 + 3a + 2a^2)d1^157d2^43 + (0 + 3a + 1a^2)d1^158d2^43 + (1 + 0a + 1a^2)d1^159d2^43 + (4 + 4a + 4a^2)d1^160d2^43 + (3 + 1a + 2a^2)d1^161d2^43 + (1 + 4a + 2a^2)d1^162d2^43 + (2 + 3a + 3a^2)d1^163d2^43 + (3 + 2a + 4a^2)d1^164d2^43 + (1 + 3a + 1a^2)d1^165d2^43 + (2 + 4a + 4a^2)d1^166d2^43 + (1 + 4a + 4a^2)d1^167d2^43 + (2 + 1a + 1a^2)d1^168d2^43 + (0 + 3a + 3a^2)d1^169d2^43 + (2 + 4a + 1a^2)d1^170d2^43 + (2 + 4a + 1a^2)d1^171d2^43 + (4 + 4a + 3a^2)d1^172d2^43 + (0 + 2a + 2a^2)d1^173d2^43 + (3 + 2a + 2a^2)d1^174d2^43 + (0 + 3a + 1a^2)d1^175d2^43 + (3 + 1a + 2a^2)d1^176d2^43 + (3 + 4a + 3a^2)d1^177d2^43 + (0 + 2a + 1a^2)d1^178d2^43 + (1 + 2a + 2a^2)d1^179d2^43 + (4 + 4a + 0a^2)d1^180d2^43 + (3 + 3a + 2a^2)d1^181d2^43 + (2 + 4a + 2a^2)d1^182d2^43 + (4 + 0a + 4a^2)d1^183d2^43 + (1 + 4a + 1a^2)d1^184d2^43 + (3 + 2a + 4a^2)d1^185d2^43 + (0 + 2a + 2a^2)d1^186d2^43 + (1 + 0a + 1a^2)d1^187d2^43 + (2 + 3a + 4a^2)d1^188d2^43 + (1 + 2a + 2a^2)d1^189d2^43 + (0 + 4a + 0a^2)d1^190d2^43 + (4 + 0a + 2a^2)d1^191d2^43 + (1 + 0a + 2a^2)d1^192d2^43 + (2 + 1a + 3a^2)d1^193d2^43 + (1 + 2a + 1a^2)d1^194d2^43 + (3 + 3a + 3a^2)d1^195d2^43 + (1 + 1a + 0a^2)d1^196d2^43 + (4 + 1a + 0a^2)d1^197d2^43 + (4 + 3a + 3a^2)d1^198d2^43 + (2 + 3a + 0a^2)d1^199d2^43 + (1 + 2a + 3a^2)d1^200d2^43 + (2 + 3a + 2a^2)d1^201d2^43 + (3 + 2a + 4a^2)d1^202d2^43 + (3 + 1a + 3a^2)d1^203d2^43 + (0 + 0a + 4a^2)d1^204d2^43 + (1 + 1a + 3a^2)d1^205d2^43 + (2 + 0a + 2a^2)d1^206d2^43 + (3 + 3a + 3a^2)d1^207d2^43 + (0 + 0a + 1a^2)d1^208d2^43 + (2 + 2a + 4a^2)d1^209d2^43 + (0 + 0a + 3a^2)d1^210d2^43 + (0 + 4a + 2a^2)d1^211d2^43 + (1 + 0a + 3a^2)d1^212d2^43 + (3 + 0a + 1a^2)d1^213d2^43 + (3 + 3a + 1a^2)d1^214d2^43 + (1 + 3a + 2a^2)d1^215d2^43 + (1 + 3a + 4a^2)d1^216d2^43 + (2 + 3a + 0a^2)d1^217d2^43 + (3 + 0a + 0a^2)d1^218d2^43 + (4 + 3a + 1a^2)d1^219d2^43 + (3 + 3a + 1a^2)d1^220d2^43 + (4 + 1a + 0a^2)d1^221d2^43 + (3 + 3a + 0a^2)d1^222d2^43 + (0 + 2a + 3a^2)d1^223d2^43 + (2 + 0a + 2a^2)d1^224d2^43 + (3 + 0a + 0a^2)d1^225d2^43 + (0 + 1a + 2a^2)d1^226d2^43 + (1 + 4a + 2a^2)d1^227d2^43 + (4 + 1a + 3a^2)d1^228d2^43 + (1 + 3a + 0a^2)d1^229d2^43 + (2 + 1a + 2a^2)d1^230d2^43 + (2 + 2a + 0a^2)d1^231d2^43 + (2 + 3a + 2a^2)d1^232d2^43 + (2 + 1a + 2a^2)d1^234d2^43 + (1 + 3a + 2a^2)d1^235d2^43 + (1 + 4a + 0a^2)d1^236d2^43 + (2 + 2a + 4a^2)d1^237d2^43 + (1 + 3a + 1a^2)d1^238d2^43 + (3 + 3a + 0a^2)d1^239d2^43 + (3 + 0a + 0a^2)d1^240d2^43 + (0 + 0a + 4a^2)d1^241d2^43 + (1 + 3a + 0a^2)d1^242d2^43 + (4 + 1a + 4a^2)d1^243d2^43 + (3 + 0a + 3a^2)d1^244d2^43 + (0 + 1a + 0a^2)d1^245d2^43 + (1 + 4a + 1a^2)d1^246d2^43 + (2 + 2a + 3a^2)d1^248d2^43 + (1 + 4a + 2a^2)d1^249d2^43 + (3 + 3a + 4a^2)d1^250d2^43 + (2 + 4a + 2a^2)d1^251d2^43 + (0 + 3a + 4a^2)d1^252d2^43 + (4 + 4a + 0a^2)d1^253d2^43 + (0 + 2a + 2a^2)d1^254d2^43 + (3 + 2a + 3a^2)d1^255d2^43 + (2 + 0a + 4a^2)d1^256d2^43 + (1 + 3a + 3a^2)d1^257d2^43 + (2 + 4a + 3a^2)d1^258d2^43 + (3 + 0a + 4a^2)d1^259d2^43 + (3 + 4a + 1a^2)d1^260d2^43 + (3 + 2a + 4a^2)d1^261d2^43 + (4 + 3a + 3a^2)d1^262d2^43 + (0 + 2a + 0a^2)d1^263d2^43 + (0 + 2a + 4a^2)d1^264d2^43 + (0 + 3a + 1a^2)d1^265d2^43 + (0 + 3a + 3a^2)d1^266d2^43 + (2 + 0a + 1a^2)d1^267d2^43 + (2 + 4a + 2a^2)d1^268d2^43 + (2 + 3a + 1a^2)d1^269d2^43 + (4 + 0a + 3a^2)d1^270d2^43 + (1 + 1a + 3a^2)d1^271d2^43 + (4 + 4a + 3a^2)d1^272d2^43 + (3 + 2a + 0a^2)d1^273d2^43 + (4 + 3a + 3a^2)d1^274d2^43 + (4 + 0a + 4a^2)d1^275d2^43 + (3 + 1a + 0a^2)d1^276d2^43 + (0 + 3a + 2a^2)d1^277d2^43 + (1 + 0a + 3a^2)d1^278d2^43 + (0 + 4a + 2a^2)d1^279d2^43 + (2 + 0a + 2a^2)d1^280d2^43 + (3 + 2a + 4a^2)d1^281d2^43 + (1 + 0a + 4a^2)d1^282d2^43 + (0 + 3a + 1a^2)d1^283d2^43 + (1 + 2a + 3a^2)d1^284d2^43 + (2 + 4a + 2a^2)d1^285d2^43 + (0 + 1a + 2a^2)d1^286d2^43 + (3 + 2a + 2a^2)d1^287d2^43 + (1 + 4a + 4a^2)d1^288d2^43 + (3 + 3a + 1a^2)d1^289d2^43 + (2 + 2a + 4a^2)d1^290d2^43 + (2 + 1a + 0a^2)d1^291d2^43 + (0 + 0a + 3a^2)d1^292d2^43 + (3 + 3a + 1a^2)d1^293d2^43 + (3 + 2a + 1a^2)d2^44 + (0 + 2a + 0a^2)d1^1d2^44 + (2 + 0a + 2a^2)d1^2d2^44 + (1 + 1a + 2a^2)d1^3d2^44 + (4 + 3a + 1a^2)d1^4d2^44 + (2 + 1a + 1a^2)d1^5d2^44 + (0 + 0a + 3a^2)d1^6d2^44 + (2 + 1a + 2a^2)d1^7d2^44 + (1 + 0a + 2a^2)d1^8d2^44 + (0 + 1a + 1a^2)d1^9d2^44 + (0 + 4a + 1a^2)d1^10d2^44 + (4 + 4a + 1a^2)d1^11d2^44 + (2 + 4a + 3a^2)d1^12d2^44 + (4 + 1a + 2a^2)d1^13d2^44 + (3 + 2a + 4a^2)d1^14d2^44 + (4 + 2a + 2a^2)d1^15d2^44 + (3 + 1a + 2a^2)d1^16d2^44 + (1 + 2a + 0a^2)d1^17d2^44 + (3 + 0a + 0a^2)d1^18d2^44 + (4 + 1a + 2a^2)d1^19d2^44 + (3 + 3a + 1a^2)d1^20d2^44 + (0 + 4a + 3a^2)d1^21d2^44 + (4 + 0a + 3a^2)d1^22d2^44 + (0 + 1a + 0a^2)d1^23d2^44 + (1 + 4a + 1a^2)d1^24d2^44 + (4 + 2a + 4a^2)d1^25d2^44 + (4 + 4a + 1a^2)d1^26d2^44 + (3 + 3a + 0a^2)d1^27d2^44 + (3 + 0a + 1a^2)d1^28d2^44 + (0 + 3a + 2a^2)d1^29d2^44 + (4 + 2a + 4a^2)d1^30d2^44 + (2 + 2a + 3a^2)d1^31d2^44 + (2 + 4a + 3a^2)d1^32d2^44 + (0 + 0a + 3a^2)d1^33d2^44 + (0 + 4a + 4a^2)d1^34d2^44 + (1 + 4a + 1a^2)d1^35d2^44 + (4 + 1a + 0a^2)d1^36d2^44 + (0 + 2a + 4a^2)d1^37d2^44 + (2 + 2a + 4a^2)d1^38d2^44 + (2 + 4a + 1a^2)d1^39d2^44 + (3 + 3a + 0a^2)d1^40d2^44 + (1 + 0a + 0a^2)d1^41d2^44 + (1 + 4a + 1a^2)d1^42d2^44 + (4 + 0a + 2a^2)d1^43d2^44 + (1 + 3a + 3a^2)d1^44d2^44 + (2 + 4a + 3a^2)d1^45d2^44 + (3 + 0a + 4a^2)d1^46d2^44 + (1 + 4a + 0a^2)d1^47d2^44 + (4 + 0a + 3a^2)d1^48d2^44 + (4 + 3a + 3a^2)d1^49d2^44 + (0 + 3a + 1a^2)d1^50d2^44 + (3 + 4a + 3a^2)d1^51d2^44 + (3 + 4a + 4a^2)d1^52d2^44 + (1 + 3a + 4a^2)d1^53d2^44 + (0 + 3a + 3a^2)d1^54d2^44 + (0 + 4a + 1a^2)d1^55d2^44 + (3 + 2a + 3a^2)d1^56d2^44 + (0 + 2a + 3a^2)d1^57d2^44 + (4 + 4a + 1a^2)d1^58d2^44 + (3 + 2a + 4a^2)d1^59d2^44 + (0 + 1a + 1a^2)d1^60d2^44 + (3 + 0a + 2a^2)d1^61d2^44 + (0 + 3a + 0a^2)d1^62d2^44 + (3 + 0a + 2a^2)d1^63d2^44 + (4 + 3a + 4a^2)d1^64d2^44 + (3 + 2a + 4a^2)d1^65d2^44 + (1 + 1a + 4a^2)d1^66d2^44 + (4 + 2a + 1a^2)d1^67d2^44 + (4 + 0a + 4a^2)d1^68d2^44 + (4 + 1a + 3a^2)d1^69d2^44 + (3 + 0a + 4a^2)d1^70d2^44 + (4 + 2a + 1a^2)d1^71d2^44 + (3 + 2a + 0a^2)d1^72d2^44 + (3 + 4a + 3a^2)d1^73d2^44 + (3 + 2a + 1a^2)d1^74d2^44 + (4 + 3a + 2a^2)d1^75d2^44 + (2 + 4a + 2a^2)d1^76d2^44 + (4 + 2a + 0a^2)d1^77d2^44 + (3 + 4a + 0a^2)d1^78d2^44 + (4 + 1a + 3a^2)d1^79d2^44 + (1 + 1a + 2a^2)d1^80d2^44 + (4 + 1a + 4a^2)d1^81d2^44 + (2 + 0a + 0a^2)d1^82d2^44 + (2 + 1a + 3a^2)d1^83d2^44 + (1 + 2a + 2a^2)d1^84d2^44 + (0 + 2a + 2a^2)d1^85d2^44 + (1 + 0a + 2a^2)d1^86d2^44 + (2 + 3a + 2a^2)d1^87d2^44 + (1 + 3a + 1a^2)d1^88d2^44 + (2 + 1a + 4a^2)d1^89d2^44 + (3 + 4a + 1a^2)d1^90d2^44 + (0 + 4a + 2a^2)d1^91d2^44 + (1 + 4a + 0a^2)d1^92d2^44 + (1 + 0a + 4a^2)d1^93d2^44 + (3 + 1a + 0a^2)d1^94d2^44 + (2 + 1a + 1a^2)d1^95d2^44 + (1 + 4a + 1a^2)d1^96d2^44 + (1 + 2a + 4a^2)d1^97d2^44 + (4 + 0a + 3a^2)d1^98d2^44 + (3 + 1a + 4a^2)d1^99d2^44 + (4 + 3a + 3a^2)d1^100d2^44 + (4 + 4a + 2a^2)d1^101d2^44 + (1 + 0a + 3a^2)d1^102d2^44 + (0 + 3a + 3a^2)d1^103d2^44 + (3 + 1a + 1a^2)d1^104d2^44 + (3 + 0a + 3a^2)d1^105d2^44 + (3 + 3a + 0a^2)d1^106d2^44 + (3 + 4a + 4a^2)d1^107d2^44 + (2 + 3a + 0a^2)d1^108d2^44 + (2 + 3a + 0a^2)d1^109d2^44 + (0 + 3a + 2a^2)d1^110d2^44 + (0 + 3a + 0a^2)d1^111d2^44 + (4 + 2a + 1a^2)d1^112d2^44 + (3 + 3a + 3a^2)d1^113d2^44 + (0 + 2a + 2a^2)d1^114d2^44 + (2 + 3a + 1a^2)d1^115d2^44 + (0 + 2a + 2a^2)d1^116d2^44 + (2 + 1a + 4a^2)d1^117d2^44 + (0 + 4a + 0a^2)d1^118d2^44 + (2 + 4a + 2a^2)d1^119d2^44 + (4 + 3a + 3a^2)d1^120d2^44 + (2 + 2a + 4a^2)d1^121d2^44 + (0 + 4a + 1a^2)d1^122d2^44 + (2 + 1a + 1a^2)d1^123d2^44 + (3 + 3a + 2a^2)d1^124d2^44 + (1 + 4a + 0a^2)d1^125d2^44 + (1 + 2a + 4a^2)d1^126d2^44 + (2 + 3a + 0a^2)d1^127d2^44 + (1 + 2a + 4a^2)d1^128d2^44 + (0 + 3a + 2a^2)d1^129d2^44 + (2 + 2a + 3a^2)d1^130d2^44 + (4 + 3a + 4a^2)d1^131d2^44 + (2 + 1a + 0a^2)d1^132d2^44 + (3 + 3a + 3a^2)d1^133d2^44 + (2 + 0a + 3a^2)d1^134d2^44 + (2 + 3a + 1a^2)d1^135d2^44 + (1 + 1a + 4a^2)d1^136d2^44 + (0 + 4a + 1a^2)d1^137d2^44 + (2 + 3a + 1a^2)d1^138d2^44 + (4 + 0a + 3a^2)d1^139d2^44 + (0 + 2a + 3a^2)d1^140d2^44 + (0 + 0a + 2a^2)d1^141d2^44 + (4 + 1a + 2a^2)d1^142d2^44 + (2 + 0a + 3a^2)d1^143d2^44 + (2 + 3a + 3a^2)d1^144d2^44 + (1 + 3a + 4a^2)d1^145d2^44 + (1 + 3a + 4a^2)d1^146d2^44 + (2 + 3a + 3a^2)d1^147d2^44 + (3 + 2a + 2a^2)d1^149d2^44 + (0 + 3a + 3a^2)d1^150d2^44 + (4 + 2a + 4a^2)d1^151d2^44 + (0 + 3a + 0a^2)d1^152d2^44 + (1 + 3a + 1a^2)d1^153d2^44 + (1 + 2a + 3a^2)d1^154d2^44 + (2 + 0a + 1a^2)d1^155d2^44 + (4 + 2a + 2a^2)d1^156d2^44 + (1 + 0a + 3a^2)d1^157d2^44 + (4 + 3a + 4a^2)d1^158d2^44 + (3 + 2a + 1a^2)d1^159d2^44 + (1 + 1a + 4a^2)d1^160d2^44 + (1 + 4a + 4a^2)d1^161d2^44 + (3 + 2a + 3a^2)d1^162d2^44 + (3 + 1a + 3a^2)d1^163d2^44 + (1 + 0a + 2a^2)d1^164d2^44 + (2 + 4a + 4a^2)d1^165d2^44 + (0 + 3a + 3a^2)d1^166d2^44 + (2 + 3a + 0a^2)d1^167d2^44 + (4 + 1a + 1a^2)d1^168d2^44 + (0 + 2a + 2a^2)d1^169d2^44 + (4 + 0a + 4a^2)d1^170d2^44 + (3 + 3a + 2a^2)d1^171d2^44 + (0 + 2a + 1a^2)d1^172d2^44 + (0 + 2a + 1a^2)d1^173d2^44 + (4 + 3a + 3a^2)d1^174d2^44 + (0 + 4a + 1a^2)d1^175d2^44 + (0 + 2a + 1a^2)d1^176d2^44 + (0 + 3a + 1a^2)d1^177d2^44 + (1 + 3a + 4a^2)d1^178d2^44 + (0 + 3a + 4a^2)d1^179d2^44 + (4 + 1a + 2a^2)d1^180d2^44 + (3 + 4a + 2a^2)d1^181d2^44 + (2 + 4a + 1a^2)d1^182d2^44 + (1 + 0a + 4a^2)d1^183d2^44 + (2 + 3a + 1a^2)d1^184d2^44 + (4 + 3a + 4a^2)d1^185d2^44 + (3 + 3a + 2a^2)d1^186d2^44 + (2 + 1a + 3a^2)d1^187d2^44 + (0 + 0a + 4a^2)d1^188d2^44 + (3 + 2a + 3a^2)d1^189d2^44 + (4 + 0a + 4a^2)d1^190d2^44 + (1 + 3a + 3a^2)d1^191d2^44 + (0 + 0a + 2a^2)d1^192d2^44 + (2 + 2a + 0a^2)d1^193d2^44 + (4 + 0a + 3a^2)d1^194d2^44 + (4 + 3a + 3a^2)d1^195d2^44 + (0 + 2a + 3a^2)d1^196d2^44 + (3 + 1a + 2a^2)d1^197d2^44 + (2 + 1a + 0a^2)d1^198d2^44 + (4 + 1a + 0a^2)d1^199d2^44 + (4 + 2a + 2a^2)d1^200d2^44 + (1 + 4a + 2a^2)d1^201d2^44 + (1 + 4a + 4a^2)d1^202d2^44 + (1 + 2a + 3a^2)d1^203d2^44 + (2 + 0a + 0a^2)d1^204d2^44 + (0 + 3a + 0a^2)d1^205d2^44 + (4 + 4a + 3a^2)d1^206d2^44 + (1 + 1a + 4a^2)d1^207d2^44 + (2 + 0a + 1a^2)d1^208d2^44 + (0 + 3a + 2a^2)d1^209d2^44 + (3 + 3a + 2a^2)d1^210d2^44 + (1 + 3a + 1a^2)d1^211d2^44 + (0 + 4a + 2a^2)d1^212d2^44 + (1 + 1a + 1a^2)d1^213d2^44 + (1 + 0a + 4a^2)d1^214d2^44 + (1 + 2a + 1a^2)d1^215d2^44 + (0 + 0a + 3a^2)d1^216d2^44 + (2 + 2a + 2a^2)d1^217d2^44 + (0 + 1a + 1a^2)d1^218d2^44 + (3 + 2a + 0a^2)d1^219d2^44 + (0 + 4a + 1a^2)d1^220d2^44 + (3 + 2a + 2a^2)d1^221d2^44 + (3 + 4a + 2a^2)d1^222d2^44 + (1 + 4a + 4a^2)d1^223d2^44 + (4 + 4a + 3a^2)d1^224d2^44 + (1 + 2a + 0a^2)d1^225d2^44 + (4 + 3a + 1a^2)d1^226d2^44 + (2 + 3a + 0a^2)d1^227d2^44 + (3 + 0a + 0a^2)d1^229d2^44 + (2 + 2a + 2a^2)d1^231d2^44 + (1 + 3a + 2a^2)d1^232d2^44 + (4 + 0a + 4a^2)d1^233d2^44 + (0 + 4a + 2a^2)d1^234d2^44 + (1 + 1a + 2a^2)d1^235d2^44 + (2 + 0a + 2a^2)d1^236d2^44 + (2 + 1a + 2a^2)d1^237d2^44 + (3 + 2a + 1a^2)d1^238d2^44 + (3 + 3a + 1a^2)d1^239d2^44 + (1 + 3a + 1a^2)d1^240d2^44 + (3 + 1a + 1a^2)d1^241d2^44 + (0 + 0a + 1a^2)d1^242d2^44 + (3 + 0a + 0a^2)d1^243d2^44 + (2 + 1a + 3a^2)d1^244d2^44 + (0 + 3a + 4a^2)d1^245d2^44 + (4 + 3a + 1a^2)d1^246d2^44 + (4 + 4a + 2a^2)d1^247d2^44 + (1 + 2a + 0a^2)d1^248d2^44 + (3 + 2a + 0a^2)d1^249d2^44 + (3 + 2a + 2a^2)d1^250d2^44 + (1 + 4a + 0a^2)d1^251d2^44 + (3 + 3a + 3a^2)d1^252d2^44 + (1 + 1a + 1a^2)d1^253d2^44 + (4 + 0a + 0a^2)d1^254d2^44 + (1 + 3a + 2a^2)d1^255d2^44 + (1 + 3a + 1a^2)d1^256d2^44 + (2 + 1a + 0a^2)d1^257d2^44 + (2 + 0a + 4a^2)d1^258d2^44 + (4 + 0a + 3a^2)d1^259d2^44 + (4 + 0a + 2a^2)d1^260d2^44 + (1 + 4a + 0a^2)d1^261d2^44 + (0 + 0a + 3a^2)d1^262d2^44 + (0 + 1a + 0a^2)d1^263d2^44 + (0 + 2a + 0a^2)d1^264d2^44 + (3 + 2a + 0a^2)d1^265d2^44 + (4 + 0a + 1a^2)d1^266d2^44 + (4 + 0a + 0a^2)d1^267d2^44 + (3 + 2a + 1a^2)d1^268d2^44 + (3 + 4a + 3a^2)d1^269d2^44 + (1 + 3a + 0a^2)d1^270d2^44 + (3 + 0a + 3a^2)d1^271d2^44 + (0 + 3a + 3a^2)d1^272d2^44 + (3 + 4a + 0a^2)d1^273d2^44 + (3 + 3a + 3a^2)d1^274d2^44 + (1 + 3a + 1a^2)d1^275d2^44 + (2 + 4a + 4a^2)d1^276d2^44 + (1 + 2a + 3a^2)d1^277d2^44 + (1 + 3a + 4a^2)d1^278d2^44 + (2 + 3a + 4a^2)d1^279d2^44 + (4 + 0a + 1a^2)d1^280d2^44 + (2 + 4a + 4a^2)d1^281d2^44 + (3 + 4a + 1a^2)d1^282d2^44 + (0 + 2a + 3a^2)d1^283d2^44 + (2 + 2a + 1a^2)d1^284d2^44 + (1 + 2a + 1a^2)d1^285d2^44 + (1 + 2a + 0a^2)d1^286d2^44 + (4 + 2a + 2a^2)d1^287d2^44 + (2 + 1a + 2a^2)d1^288d2^44 + (4 + 2a + 3a^2)d1^289d2^44 + (3 + 2a + 1a^2)d1^290d2^44 + (1 + 2a + 0a^2)d1^291d2^44 + (0 + 3a + 2a^2)d1^292d2^44 + (1 + 2a + 2a^2)d1^293d2^44 + (0 + 4a + 3a^2)d2^45 + (4 + 4a + 2a^2)d1^1d2^45 + (1 + 1a + 1a^2)d1^2d2^45 + (3 + 2a + 2a^2)d1^3d2^45 + (0 + 1a + 4a^2)d1^4d2^45 + (1 + 1a + 3a^2)d1^5d2^45 + (3 + 3a + 2a^2)d1^6d2^45 + (0 + 1a + 4a^2)d1^7d2^45 + (4 + 0a + 3a^2)d1^8d2^45 + (4 + 3a + 1a^2)d1^9d2^45 + (2 + 1a + 4a^2)d1^10d2^45 + (3 + 4a + 4a^2)d1^11d2^45 + (4 + 2a + 2a^2)d1^12d2^45 + (2 + 3a + 4a^2)d1^13d2^45 + (4 + 3a + 0a^2)d1^14d2^45 + (3 + 1a + 3a^2)d1^15d2^45 + (4 + 0a + 0a^2)d1^16d2^45 + (2 + 1a + 3a^2)d1^18d2^45 + (4 + 0a + 4a^2)d1^19d2^45 + (4 + 3a + 0a^2)d1^20d2^45 + (4 + 4a + 4a^2)d1^21d2^45 + (1 + 0a + 2a^2)d1^22d2^45 + (2 + 0a + 1a^2)d1^23d2^45 + (3 + 3a + 4a^2)d1^24d2^45 + (2 + 3a + 0a^2)d1^26d2^45 + (3 + 3a + 4a^2)d1^27d2^45 + (1 + 2a + 4a^2)d1^28d2^45 + (3 + 3a + 1a^2)d1^29d2^45 + (2 + 4a + 0a^2)d1^30d2^45 + (0 + 3a + 3a^2)d1^31d2^45 + (2 + 1a + 0a^2)d1^32d2^45 + (4 + 4a + 2a^2)d1^33d2^45 + (0 + 1a + 2a^2)d1^34d2^45 + (4 + 3a + 2a^2)d1^35d2^45 + (3 + 2a + 0a^2)d1^36d2^45 + (0 + 2a + 3a^2)d1^37d2^45 + (3 + 1a + 3a^2)d1^38d2^45 + (4 + 2a + 4a^2)d1^39d2^45 + (2 + 4a + 1a^2)d1^40d2^45 + (2 + 2a + 0a^2)d1^41d2^45 + (1 + 3a + 2a^2)d1^42d2^45 + (0 + 1a + 2a^2)d1^43d2^45 + (0 + 3a + 1a^2)d1^44d2^45 + (4 + 2a + 0a^2)d1^45d2^45 + (3 + 4a + 2a^2)d1^46d2^45 + (0 + 4a + 2a^2)d1^47d2^45 + (4 + 0a + 0a^2)d1^48d2^45 + (4 + 4a + 2a^2)d1^49d2^45 + (1 + 0a + 0a^2)d1^50d2^45 + (1 + 4a + 0a^2)d1^51d2^45 + (1 + 2a + 3a^2)d1^52d2^45 + (2 + 3a + 2a^2)d1^53d2^45 + (1 + 1a + 4a^2)d1^54d2^45 + (4 + 1a + 4a^2)d1^55d2^45 + (2 + 4a + 1a^2)d1^56d2^45 + (2 + 0a + 2a^2)d1^57d2^45 + (0 + 2a + 0a^2)d1^58d2^45 + (0 + 0a + 1a^2)d1^59d2^45 + (2 + 1a + 3a^2)d1^60d2^45 + (2 + 1a + 2a^2)d1^61d2^45 + (2 + 1a + 1a^2)d1^62d2^45 + (3 + 3a + 4a^2)d1^63d2^45 + (4 + 0a + 2a^2)d1^64d2^45 + (3 + 2a + 1a^2)d1^65d2^45 + (2 + 2a + 4a^2)d1^66d2^45 + (0 + 2a + 1a^2)d1^67d2^45 + (0 + 3a + 2a^2)d1^68d2^45 + (0 + 1a + 1a^2)d1^69d2^45 + (0 + 1a + 0a^2)d1^70d2^45 + (0 + 2a + 4a^2)d1^71d2^45 + (1 + 4a + 2a^2)d1^72d2^45 + (1 + 0a + 2a^2)d1^73d2^45 + (1 + 2a + 3a^2)d1^74d2^45 + (4 + 0a + 3a^2)d1^75d2^45 + (2 + 0a + 4a^2)d1^76d2^45 + (4 + 0a + 0a^2)d1^77d2^45 + (0 + 2a + 1a^2)d1^78d2^45 + (4 + 0a + 0a^2)d1^79d2^45 + (0 + 4a + 3a^2)d1^80d2^45 + (0 + 0a + 4a^2)d1^81d2^45 + (4 + 2a + 1a^2)d1^82d2^45 + (2 + 0a + 4a^2)d1^83d2^45 + (0 + 0a + 1a^2)d1^84d2^45 + (3 + 2a + 3a^2)d1^85d2^45 + (0 + 2a + 1a^2)d1^86d2^45 + (4 + 3a + 3a^2)d1^87d2^45 + (2 + 0a + 3a^2)d1^88d2^45 + (4 + 1a + 0a^2)d1^89d2^45 + (4 + 3a + 3a^2)d1^90d2^45 + (3 + 0a + 1a^2)d1^91d2^45 + (2 + 4a + 2a^2)d1^92d2^45 + (4 + 2a + 3a^2)d1^93d2^45 + (3 + 1a + 0a^2)d1^94d2^45 + (2 + 3a + 2a^2)d1^95d2^45 + (4 + 2a + 0a^2)d1^96d2^45 + (2 + 2a + 2a^2)d1^97d2^45 + (2 + 0a + 1a^2)d1^98d2^45 + (1 + 0a + 3a^2)d1^99d2^45 + (3 + 0a + 0a^2)d1^100d2^45 + (3 + 3a + 2a^2)d1^101d2^45 + (0 + 0a + 1a^2)d1^102d2^45 + (0 + 0a + 3a^2)d1^103d2^45 + (1 + 3a + 4a^2)d1^104d2^45 + (4 + 3a + 1a^2)d1^105d2^45 + (0 + 3a + 2a^2)d1^106d2^45 + (1 + 2a + 1a^2)d1^107d2^45 + (3 + 2a + 0a^2)d1^108d2^45 + (2 + 2a + 2a^2)d1^109d2^45 + (2 + 3a + 0a^2)d1^110d2^45 + (3 + 0a + 0a^2)d1^111d2^45 + (3 + 0a + 3a^2)d1^112d2^45 + (1 + 1a + 3a^2)d1^113d2^45 + (0 + 4a + 4a^2)d1^114d2^45 + (1 + 0a + 3a^2)d1^115d2^45 + (0 + 4a + 3a^2)d1^116d2^45 + (2 + 3a + 1a^2)d1^117d2^45 + (1 + 2a + 4a^2)d1^118d2^45 + (2 + 1a + 3a^2)d1^119d2^45 + (4 + 0a + 3a^2)d1^120d2^45 + (2 + 4a + 2a^2)d1^121d2^45 + (2 + 2a + 2a^2)d1^122d2^45 + (0 + 4a + 1a^2)d1^123d2^45 + (0 + 0a + 2a^2)d1^124d2^45 + (1 + 2a + 1a^2)d1^125d2^45 + (3 + 1a + 3a^2)d1^126d2^45 + (0 + 0a + 2a^2)d1^127d2^45 + (0 + 0a + 4a^2)d1^128d2^45 + (3 + 2a + 0a^2)d1^129d2^45 + (0 + 4a + 3a^2)d1^130d2^45 + (2 + 4a + 2a^2)d1^131d2^45 + (1 + 4a + 0a^2)d1^132d2^45 + (1 + 0a + 4a^2)d1^133d2^45 + (3 + 3a + 2a^2)d1^134d2^45 + (4 + 0a + 1a^2)d1^135d2^45 + (4 + 3a + 2a^2)d1^136d2^45 + (3 + 2a + 0a^2)d1^137d2^45 + (4 + 4a + 1a^2)d1^138d2^45 + (1 + 2a + 0a^2)d1^139d2^45 + (1 + 1a + 2a^2)d1^140d2^45 + (3 + 2a + 0a^2)d1^141d2^45 + (4 + 1a + 1a^2)d1^142d2^45 + (2 + 2a + 2a^2)d1^143d2^45 + (1 + 0a + 1a^2)d1^144d2^45 + (3 + 0a + 1a^2)d1^145d2^45 + (0 + 3a + 4a^2)d1^146d2^45 + (0 + 0a + 4a^2)d1^147d2^45 + (0 + 3a + 2a^2)d1^148d2^45 + (3 + 1a + 4a^2)d1^149d2^45 + (0 + 4a + 4a^2)d1^150d2^45 + (3 + 3a + 1a^2)d1^151d2^45 + (3 + 2a + 2a^2)d1^152d2^45 + (4 + 2a + 3a^2)d1^153d2^45 + (1 + 4a + 3a^2)d1^154d2^45 + (3 + 0a + 0a^2)d1^155d2^45 + (0 + 3a + 4a^2)d1^156d2^45 + (3 + 4a + 0a^2)d1^157d2^45 + (1 + 3a + 0a^2)d1^158d2^45 + (2 + 3a + 3a^2)d1^159d2^45 + (1 + 4a + 4a^2)d1^160d2^45 + (2 + 1a + 0a^2)d1^161d2^45 + (2 + 2a + 1a^2)d1^162d2^45 + (3 + 1a + 0a^2)d1^163d2^45 + (1 + 4a + 0a^2)d1^164d2^45 + (1 + 4a + 1a^2)d1^165d2^45 + (0 + 0a + 3a^2)d1^166d2^45 + (4 + 4a + 4a^2)d1^167d2^45 + (2 + 3a + 3a^2)d1^168d2^45 + (1 + 0a + 1a^2)d1^169d2^45 + (2 + 4a + 1a^2)d1^170d2^45 + (4 + 0a + 4a^2)d1^171d2^45 + (2 + 3a + 3a^2)d1^172d2^45 + (3 + 2a + 1a^2)d1^173d2^45 + (2 + 3a + 3a^2)d1^174d2^45 + (2 + 4a + 0a^2)d1^175d2^45 + (4 + 0a + 4a^2)d1^176d2^45 + (0 + 3a + 1a^2)d1^177d2^45 + (4 + 1a + 0a^2)d1^178d2^45 + (0 + 3a + 3a^2)d1^179d2^45 + (4 + 4a + 3a^2)d1^180d2^45 + (3 + 4a + 0a^2)d1^181d2^45 + (1 + 4a + 3a^2)d1^182d2^45 + (0 + 4a + 3a^2)d1^183d2^45 + (2 + 0a + 3a^2)d1^184d2^45 + (0 + 1a + 3a^2)d1^185d2^45 + (3 + 1a + 4a^2)d1^186d2^45 + (2 + 4a + 3a^2)d1^187d2^45 + (1 + 3a + 3a^2)d1^188d2^45 + (4 + 1a + 0a^2)d1^189d2^45 + (2 + 1a + 1a^2)d1^190d2^45 + (4 + 4a + 2a^2)d1^191d2^45 + (4 + 2a + 2a^2)d1^192d2^45 + (3 + 1a + 1a^2)d1^193d2^45 + (4 + 3a + 2a^2)d1^194d2^45 + (1 + 2a + 1a^2)d1^195d2^45 + (3 + 0a + 4a^2)d1^196d2^45 + (4 + 3a + 1a^2)d1^197d2^45 + (0 + 3a + 4a^2)d1^198d2^45 + (4 + 3a + 0a^2)d1^199d2^45 + (3 + 2a + 0a^2)d1^200d2^45 + (2 + 1a + 4a^2)d1^201d2^45 + (3 + 3a + 2a^2)d1^202d2^45 + (0 + 3a + 2a^2)d1^203d2^45 + (1 + 4a + 3a^2)d1^204d2^45 + (4 + 1a + 3a^2)d1^205d2^45 + (3 + 0a + 2a^2)d1^206d2^45 + (0 + 2a + 4a^2)d1^207d2^45 + (2 + 2a + 2a^2)d1^208d2^45 + (0 + 4a + 4a^2)d1^209d2^45 + (0 + 3a + 0a^2)d1^210d2^45 + (2 + 0a + 1a^2)d1^211d2^45 + (3 + 2a + 2a^2)d1^212d2^45 + (3 + 0a + 0a^2)d1^213d2^45 + (0 + 3a + 0a^2)d1^214d2^45 + (0 + 4a + 3a^2)d1^215d2^45 + (0 + 3a + 2a^2)d1^216d2^45 + (1 + 0a + 1a^2)d1^217d2^45 + (0 + 3a + 4a^2)d1^218d2^45 + (0 + 4a + 0a^2)d1^219d2^45 + (3 + 4a + 1a^2)d1^220d2^45 + (0 + 0a + 1a^2)d1^221d2^45 + (2 + 1a + 2a^2)d1^222d2^45 + (1 + 0a + 4a^2)d1^223d2^45 + (1 + 4a + 2a^2)d1^224d2^45 + (2 + 4a + 4a^2)d1^225d2^45 + (2 + 1a + 4a^2)d1^226d2^45 + (4 + 0a + 1a^2)d1^227d2^45 + (4 + 2a + 4a^2)d1^228d2^45 + (4 + 0a + 3a^2)d1^229d2^45 + (2 + 4a + 1a^2)d1^230d2^45 + (0 + 2a + 2a^2)d1^231d2^45 + (1 + 2a + 0a^2)d1^232d2^45 + (4 + 4a + 2a^2)d1^233d2^45 + (0 + 4a + 3a^2)d1^234d2^45 + (1 + 2a + 4a^2)d1^235d2^45 + (3 + 1a + 2a^2)d1^236d2^45 + (4 + 3a + 2a^2)d1^237d2^45 + (3 + 0a + 1a^2)d1^238d2^45 + (4 + 2a + 0a^2)d1^239d2^45 + (4 + 3a + 4a^2)d1^240d2^45 + (4 + 3a + 0a^2)d1^241d2^45 + (3 + 2a + 4a^2)d1^242d2^45 + (1 + 0a + 3a^2)d1^243d2^45 + (1 + 4a + 0a^2)d1^244d2^45 + (3 + 1a + 1a^2)d1^245d2^45 + (0 + 3a + 4a^2)d1^246d2^45 + (3 + 3a + 0a^2)d1^247d2^45 + (1 + 3a + 3a^2)d1^248d2^45 + (1 + 1a + 0a^2)d1^249d2^45 + (3 + 1a + 3a^2)d1^250d2^45 + (2 + 1a + 0a^2)d1^251d2^45 + (3 + 0a + 0a^2)d1^252d2^45 + (0 + 2a + 4a^2)d1^253d2^45 + (1 + 1a + 3a^2)d1^254d2^45 + (4 + 1a + 2a^2)d1^255d2^45 + (3 + 0a + 1a^2)d1^256d2^45 + (2 + 2a + 4a^2)d1^257d2^45 + (3 + 1a + 0a^2)d1^258d2^45 + (3 + 3a + 4a^2)d1^259d2^45 + (0 + 4a + 4a^2)d1^260d2^45 + (1 + 3a + 4a^2)d1^261d2^45 + (4 + 1a + 1a^2)d1^262d2^45 + (1 + 2a + 3a^2)d1^263d2^45 + (1 + 1a + 1a^2)d1^264d2^45 + (3 + 4a + 0a^2)d1^265d2^45 + (1 + 0a + 3a^2)d1^266d2^45 + (4 + 1a + 2a^2)d1^267d2^45 + (1 + 0a + 1a^2)d1^268d2^45 + (3 + 3a + 4a^2)d1^269d2^45 + (0 + 0a + 4a^2)d1^270d2^45 + (3 + 2a + 3a^2)d1^271d2^45 + (1 + 4a + 0a^2)d1^272d2^45 + (3 + 1a + 4a^2)d1^273d2^45 + (3 + 1a + 4a^2)d1^274d2^45 + (0 + 1a + 3a^2)d1^275d2^45 + (3 + 0a + 2a^2)d1^276d2^45 + (4 + 4a + 3a^2)d1^277d2^45 + (0 + 2a + 3a^2)d1^278d2^45 + (1 + 1a + 1a^2)d1^279d2^45 + (1 + 0a + 3a^2)d1^280d2^45 + (4 + 3a + 4a^2)d1^281d2^45 + (2 + 2a + 0a^2)d1^282d2^45 + (1 + 3a + 0a^2)d1^283d2^45 + (3 + 3a + 2a^2)d1^284d2^45 + (4 + 0a + 3a^2)d1^285d2^45 + (3 + 4a + 3a^2)d1^286d2^45 + (3 + 3a + 3a^2)d1^287d2^45 + (3 + 0a + 2a^2)d1^288d2^45 + (2 + 4a + 0a^2)d1^289d2^45 + (1 + 4a + 4a^2)d1^290d2^45 + (0 + 1a + 0a^2)d1^291d2^45 + (4 + 1a + 1a^2)d1^292d2^45 + (2 + 4a + 4a^2)d1^293d2^45 + (0 + 3a + 2a^2)d2^46 + (3 + 1a + 2a^2)d1^1d2^46 + (1 + 0a + 2a^2)d1^2d2^46 + (0 + 4a + 2a^2)d1^3d2^46 + (4 + 3a + 3a^2)d1^4d2^46 + (3 + 0a + 3a^2)d1^5d2^46 + (0 + 3a + 0a^2)d1^6d2^46 + (3 + 4a + 3a^2)d1^7d2^46 + (1 + 3a + 1a^2)d1^8d2^46 + (2 + 2a + 1a^2)d1^9d2^46 + (2 + 3a + 0a^2)d1^10d2^46 + (4 + 1a + 1a^2)d1^11d2^46 + (0 + 3a + 4a^2)d1^12d2^46 + (0 + 3a + 0a^2)d1^13d2^46 + (1 + 2a + 0a^2)d1^14d2^46 + (3 + 4a + 2a^2)d1^15d2^46 + (1 + 4a + 1a^2)d1^16d2^46 + (3 + 3a + 3a^2)d1^17d2^46 + (4 + 4a + 2a^2)d1^18d2^46 + (2 + 2a + 1a^2)d1^19d2^46 + (4 + 3a + 4a^2)d1^20d2^46 + (4 + 4a + 2a^2)d1^21d2^46 + (4 + 3a + 0a^2)d1^22d2^46 + (4 + 0a + 4a^2)d1^23d2^46 + (1 + 4a + 4a^2)d1^24d2^46 + (3 + 1a + 2a^2)d1^25d2^46 + (0 + 1a + 4a^2)d1^26d2^46 + (0 + 3a + 1a^2)d1^28d2^46 + (0 + 0a + 2a^2)d1^29d2^46 + (4 + 3a + 3a^2)d1^30d2^46 + (1 + 0a + 1a^2)d1^31d2^46 + (3 + 0a + 4a^2)d1^32d2^46 + (1 + 3a + 0a^2)d1^33d2^46 + (2 + 2a + 2a^2)d1^34d2^46 + (2 + 1a + 1a^2)d1^35d2^46 + (3 + 1a + 1a^2)d1^36d2^46 + (0 + 4a + 1a^2)d1^37d2^46 + (2 + 3a + 3a^2)d1^38d2^46 + (2 + 2a + 2a^2)d1^39d2^46 + (4 + 3a + 1a^2)d1^40d2^46 + (1 + 3a + 2a^2)d1^41d2^46 + (1 + 2a + 3a^2)d1^42d2^46 + (2 + 4a + 2a^2)d1^43d2^46 + (4 + 1a + 0a^2)d1^44d2^46 + (4 + 1a + 0a^2)d1^45d2^46 + (3 + 4a + 1a^2)d1^46d2^46 + (2 + 4a + 3a^2)d1^47d2^46 + (0 + 4a + 2a^2)d1^48d2^46 + (2 + 2a + 3a^2)d1^49d2^46 + (3 + 0a + 1a^2)d1^50d2^46 + (4 + 0a + 3a^2)d1^51d2^46 + (2 + 2a + 1a^2)d1^52d2^46 + (4 + 2a + 4a^2)d1^53d2^46 + (0 + 1a + 2a^2)d1^54d2^46 + (2 + 2a + 1a^2)d1^55d2^46 + (3 + 1a + 2a^2)d1^56d2^46 + (1 + 1a + 3a^2)d1^57d2^46 + (4 + 1a + 1a^2)d1^58d2^46 + (4 + 4a + 1a^2)d1^59d2^46 + (2 + 2a + 1a^2)d1^60d2^46 + (0 + 1a + 0a^2)d1^61d2^46 + (3 + 4a + 0a^2)d1^62d2^46 + (1 + 1a + 4a^2)d1^63d2^46 + (2 + 4a + 4a^2)d1^64d2^46 + (4 + 3a + 4a^2)d1^65d2^46 + (0 + 2a + 3a^2)d1^66d2^46 + (3 + 1a + 0a^2)d1^67d2^46 + (2 + 0a + 1a^2)d1^68d2^46 + (4 + 3a + 2a^2)d1^69d2^46 + (1 + 4a + 4a^2)d1^70d2^46 + (0 + 1a + 1a^2)d1^71d2^46 + (3 + 2a + 0a^2)d1^72d2^46 + (0 + 2a + 2a^2)d1^73d2^46 + (4 + 1a + 1a^2)d1^74d2^46 + (3 + 1a + 3a^2)d1^75d2^46 + (3 + 1a + 2a^2)d1^76d2^46 + (3 + 0a + 1a^2)d1^77d2^46 + (2 + 0a + 2a^2)d1^78d2^46 + (4 + 4a + 2a^2)d1^79d2^46 + (2 + 1a + 3a^2)d1^80d2^46 + (3 + 1a + 4a^2)d1^81d2^46 + (4 + 1a + 4a^2)d1^82d2^46 + (4 + 3a + 1a^2)d1^83d2^46 + (0 + 0a + 2a^2)d1^84d2^46 + (1 + 0a + 3a^2)d1^85d2^46 + (2 + 1a + 4a^2)d1^86d2^46 + (2 + 2a + 1a^2)d1^87d2^46 + (1 + 2a + 0a^2)d1^88d2^46 + (4 + 0a + 0a^2)d1^89d2^46 + (3 + 2a + 1a^2)d1^90d2^46 + (4 + 3a + 1a^2)d1^91d2^46 + (3 + 1a + 0a^2)d1^92d2^46 + (2 + 0a + 3a^2)d1^93d2^46 + (4 + 3a + 0a^2)d1^94d2^46 + (2 + 2a + 0a^2)d1^96d2^46 + (2 + 0a + 2a^2)d1^97d2^46 + (2 + 1a + 1a^2)d1^98d2^46 + (2 + 2a + 4a^2)d1^99d2^46 + (1 + 1a + 4a^2)d1^100d2^46 + (2 + 1a + 3a^2)d1^101d2^46 + (0 + 2a + 3a^2)d1^102d2^46 + (4 + 3a + 3a^2)d1^103d2^46 + (2 + 4a + 3a^2)d1^104d2^46 + (4 + 3a + 4a^2)d1^105d2^46 + (1 + 4a + 4a^2)d1^106d2^46 + (3 + 4a + 4a^2)d1^107d2^46 + (0 + 4a + 4a^2)d1^108d2^46 + (1 + 1a + 0a^2)d1^109d2^46 + (4 + 3a + 4a^2)d1^110d2^46 + (0 + 2a + 0a^2)d1^111d2^46 + (4 + 4a + 4a^2)d1^112d2^46 + (1 + 1a + 1a^2)d1^113d2^46 + (2 + 2a + 1a^2)d1^114d2^46 + (4 + 4a + 0a^2)d1^115d2^46 + (2 + 2a + 0a^2)d1^116d2^46 + (1 + 0a + 3a^2)d1^117d2^46 + (3 + 2a + 0a^2)d1^118d2^46 + (3 + 1a + 1a^2)d1^119d2^46 + (0 + 3a + 0a^2)d1^120d2^46 + (0 + 3a + 4a^2)d1^121d2^46 + (4 + 4a + 4a^2)d1^122d2^46 + (3 + 4a + 2a^2)d1^123d2^46 + (2 + 2a + 2a^2)d1^124d2^46 + (1 + 0a + 1a^2)d1^125d2^46 + (0 + 3a + 3a^2)d1^126d2^46 + (3 + 4a + 1a^2)d1^127d2^46 + (2 + 4a + 3a^2)d1^128d2^46 + (1 + 0a + 0a^2)d1^129d2^46 + (0 + 1a + 0a^2)d1^130d2^46 + (2 + 4a + 1a^2)d1^131d2^46 + (3 + 1a + 0a^2)d1^132d2^46 + (3 + 1a + 3a^2)d1^133d2^46 + (1 + 0a + 4a^2)d1^134d2^46 + (3 + 3a + 2a^2)d1^135d2^46 + (0 + 2a + 0a^2)d1^136d2^46 + (4 + 1a + 1a^2)d1^137d2^46 + (4 + 0a + 0a^2)d1^138d2^46 + (1 + 2a + 2a^2)d1^139d2^46 + (4 + 2a + 0a^2)d1^140d2^46 + (3 + 1a + 3a^2)d1^141d2^46 + (0 + 0a + 1a^2)d1^142d2^46 + (1 + 4a + 0a^2)d1^143d2^46 + (4 + 4a + 2a^2)d1^144d2^46 + (2 + 2a + 3a^2)d1^145d2^46 + (0 + 2a + 2a^2)d1^146d2^46 + (0 + 4a + 0a^2)d1^147d2^46 + (0 + 1a + 2a^2)d1^148d2^46 + (3 + 3a + 1a^2)d1^149d2^46 + (3 + 1a + 3a^2)d1^150d2^46 + (1 + 0a + 4a^2)d1^151d2^46 + (0 + 4a + 0a^2)d1^152d2^46 + (3 + 2a + 2a^2)d1^153d2^46 + (3 + 4a + 1a^2)d1^154d2^46 + (4 + 1a + 2a^2)d1^155d2^46 + (4 + 2a + 2a^2)d1^156d2^46 + (1 + 2a + 3a^2)d1^157d2^46 + (4 + 1a + 4a^2)d1^158d2^46 + (0 + 2a + 1a^2)d1^159d2^46 + (2 + 2a + 2a^2)d1^160d2^46 + (4 + 0a + 4a^2)d1^161d2^46 + (0 + 2a + 1a^2)d1^162d2^46 + (3 + 1a + 4a^2)d1^163d2^46 + (0 + 2a + 2a^2)d1^164d2^46 + (1 + 3a + 1a^2)d1^165d2^46 + (1 + 0a + 1a^2)d1^166d2^46 + (1 + 0a + 4a^2)d1^167d2^46 + (2 + 4a + 3a^2)d1^168d2^46 + (0 + 4a + 2a^2)d1^169d2^46 + (4 + 4a + 2a^2)d1^170d2^46 + (3 + 1a + 1a^2)d1^171d2^46 + (1 + 1a + 0a^2)d1^172d2^46 + (3 + 3a + 1a^2)d1^173d2^46 + (0 + 2a + 2a^2)d1^174d2^46 + (3 + 4a + 0a^2)d1^176d2^46 + (0 + 2a + 2a^2)d1^177d2^46 + (2 + 2a + 1a^2)d1^178d2^46 + (3 + 4a + 2a^2)d1^179d2^46 + (0 + 1a + 0a^2)d1^180d2^46 + (0 + 4a + 0a^2)d1^181d2^46 + (0 + 1a + 1a^2)d1^182d2^46 + (2 + 3a + 2a^2)d1^183d2^46 + (4 + 2a + 0a^2)d1^184d2^46 + (0 + 1a + 4a^2)d1^185d2^46 + (4 + 1a + 1a^2)d1^186d2^46 + (0 + 2a + 3a^2)d1^187d2^46 + (4 + 0a + 1a^2)d1^188d2^46 + (2 + 4a + 3a^2)d1^189d2^46 + (3 + 3a + 2a^2)d1^190d2^46 + (1 + 1a + 2a^2)d1^191d2^46 + (2 + 3a + 4a^2)d1^192d2^46 + (4 + 2a + 4a^2)d1^193d2^46 + (1 + 4a + 1a^2)d1^194d2^46 + (1 + 2a + 0a^2)d1^195d2^46 + (4 + 0a + 2a^2)d1^196d2^46 + (1 + 1a + 1a^2)d1^197d2^46 + (1 + 4a + 3a^2)d1^198d2^46 + (1 + 2a + 0a^2)d1^199d2^46 + (2 + 0a + 4a^2)d1^200d2^46 + (0 + 4a + 2a^2)d1^201d2^46 + (2 + 0a + 1a^2)d1^202d2^46 + (1 + 2a + 2a^2)d1^203d2^46 + (0 + 2a + 0a^2)d1^204d2^46 + (4 + 0a + 0a^2)d1^205d2^46 + (3 + 4a + 2a^2)d1^206d2^46 + (4 + 0a + 2a^2)d1^207d2^46 + (2 + 1a + 1a^2)d1^208d2^46 + (0 + 1a + 0a^2)d1^209d2^46 + (4 + 2a + 1a^2)d1^210d2^46 + (3 + 3a + 0a^2)d1^211d2^46 + (0 + 1a + 4a^2)d1^212d2^46 + (4 + 2a + 3a^2)d1^213d2^46 + (0 + 0a + 4a^2)d1^214d2^46 + (3 + 1a + 4a^2)d1^215d2^46 + (1 + 0a + 1a^2)d1^216d2^46 + (4 + 3a + 3a^2)d1^217d2^46 + (1 + 4a + 4a^2)d1^218d2^46 + (4 + 0a + 3a^2)d1^219d2^46 + (1 + 0a + 2a^2)d1^220d2^46 + (0 + 4a + 1a^2)d1^221d2^46 + (3 + 1a + 2a^2)d1^222d2^46 + (3 + 4a + 0a^2)d1^223d2^46 + (2 + 2a + 3a^2)d1^224d2^46 + (4 + 0a + 2a^2)d1^225d2^46 + (2 + 2a + 2a^2)d1^226d2^46 + (2 + 0a + 0a^2)d1^227d2^46 + (4 + 0a + 3a^2)d1^228d2^46 + (3 + 3a + 3a^2)d1^229d2^46 + (1 + 3a + 2a^2)d1^230d2^46 + (3 + 2a + 1a^2)d1^231d2^46 + (2 + 1a + 0a^2)d1^232d2^46 + (4 + 1a + 1a^2)d1^233d2^46 + (1 + 2a + 1a^2)d1^234d2^46 + (0 + 2a + 3a^2)d1^235d2^46 + (0 + 0a + 3a^2)d1^236d2^46 + (4 + 3a + 1a^2)d1^237d2^46 + (2 + 1a + 1a^2)d1^238d2^46 + (3 + 0a + 1a^2)d1^239d2^46 + (3 + 3a + 1a^2)d1^240d2^46 + (4 + 1a + 3a^2)d1^241d2^46 + (0 + 0a + 3a^2)d1^242d2^46 + (4 + 1a + 3a^2)d1^243d2^46 + (4 + 0a + 1a^2)d1^244d2^46 + (2 + 0a + 3a^2)d1^245d2^46 + (4 + 2a + 1a^2)d1^246d2^46 + (0 + 3a + 0a^2)d1^247d2^46 + (1 + 0a + 1a^2)d1^248d2^46 + (3 + 0a + 1a^2)d1^249d2^46 + (3 + 2a + 3a^2)d1^250d2^46 + (1 + 4a + 4a^2)d1^251d2^46 + (1 + 1a + 3a^2)d1^252d2^46 + (2 + 2a + 4a^2)d1^253d2^46 + (0 + 1a + 3a^2)d1^254d2^46 + (4 + 1a + 3a^2)d1^255d2^46 + (3 + 1a + 1a^2)d1^256d2^46 + (1 + 1a + 0a^2)d1^257d2^46 + (2 + 1a + 4a^2)d1^258d2^46 + (1 + 1a + 1a^2)d1^259d2^46 + (3 + 0a + 3a^2)d1^260d2^46 + (3 + 4a + 1a^2)d1^261d2^46 + (2 + 0a + 1a^2)d1^262d2^46 + (1 + 3a + 3a^2)d1^263d2^46 + (2 + 4a + 2a^2)d1^264d2^46 + (1 + 0a + 0a^2)d1^265d2^46 + (1 + 2a + 3a^2)d1^266d2^46 + (2 + 2a + 1a^2)d1^267d2^46 + (3 + 0a + 2a^2)d1^268d2^46 + (0 + 4a + 0a^2)d1^269d2^46 + (3 + 1a + 3a^2)d1^270d2^46 + (1 + 0a + 4a^2)d1^271d2^46 + (1 + 1a + 2a^2)d1^272d2^46 + (3 + 4a + 0a^2)d1^273d2^46 + (1 + 2a + 0a^2)d1^274d2^46 + (2 + 0a + 0a^2)d1^275d2^46 + (0 + 3a + 2a^2)d1^276d2^46 + (0 + 1a + 2a^2)d1^277d2^46 + (4 + 2a + 0a^2)d1^278d2^46 + (2 + 1a + 3a^2)d1^279d2^46 + (1 + 2a + 1a^2)d1^280d2^46 + (3 + 4a + 2a^2)d1^281d2^46 + (4 + 1a + 4a^2)d1^282d2^46 + (2 + 4a + 1a^2)d1^283d2^46 + (3 + 4a + 2a^2)d1^284d2^46 + (4 + 4a + 4a^2)d1^285d2^46 + (4 + 0a + 2a^2)d1^286d2^46 + (3 + 2a + 4a^2)d1^287d2^46 + (0 + 1a + 2a^2)d1^288d2^46 + (4 + 3a + 1a^2)d1^289d2^46 + (3 + 4a + 1a^2)d1^290d2^46 + (4 + 4a + 3a^2)d1^291d2^46 + (4 + 2a + 4a^2)d1^292d2^46 + (3 + 4a + 3a^2)d1^293d2^46 + (1 + 0a + 2a^2)d2^47 + (3 + 4a + 1a^2)d1^1d2^47 + (0 + 2a + 3a^2)d1^2d2^47 + (4 + 2a + 4a^2)d1^3d2^47 + (1 + 4a + 0a^2)d1^4d2^47 + (0 + 2a + 4a^2)d1^5d2^47 + (0 + 3a + 0a^2)d1^6d2^47 + (4 + 1a + 4a^2)d1^7d2^47 + (1 + 4a + 1a^2)d1^8d2^47 + (1 + 1a + 2a^2)d1^9d2^47 + (4 + 4a + 1a^2)d1^10d2^47 + (1 + 1a + 3a^2)d1^11d2^47 + (4 + 2a + 1a^2)d1^12d2^47 + (4 + 3a + 0a^2)d1^13d2^47 + (0 + 3a + 3a^2)d1^14d2^47 + (1 + 4a + 1a^2)d1^15d2^47 + (3 + 3a + 1a^2)d1^16d2^47 + (2 + 3a + 4a^2)d1^17d2^47 + (0 + 0a + 3a^2)d1^18d2^47 + (0 + 4a + 3a^2)d1^19d2^47 + (4 + 2a + 3a^2)d1^20d2^47 + (2 + 1a + 4a^2)d1^21d2^47 + (1 + 1a + 1a^2)d1^22d2^47 + (1 + 2a + 4a^2)d1^23d2^47 + (2 + 3a + 2a^2)d1^24d2^47 + (3 + 1a + 4a^2)d1^25d2^47 + (4 + 1a + 4a^2)d1^26d2^47 + (4 + 3a + 4a^2)d1^27d2^47 + (3 + 2a + 4a^2)d1^29d2^47 + (1 + 2a + 2a^2)d1^30d2^47 + (3 + 4a + 1a^2)d1^31d2^47 + (0 + 2a + 2a^2)d1^32d2^47 + (3 + 2a + 2a^2)d1^33d2^47 + (3 + 4a + 4a^2)d1^34d2^47 + (2 + 2a + 0a^2)d1^35d2^47 + (1 + 2a + 1a^2)d1^36d2^47 + (4 + 0a + 2a^2)d1^37d2^47 + (0 + 1a + 1a^2)d1^38d2^47 + (1 + 2a + 2a^2)d1^39d2^47 + (0 + 1a + 4a^2)d1^40d2^47 + (1 + 4a + 1a^2)d1^41d2^47 + (0 + 2a + 4a^2)d1^42d2^47 + (3 + 3a + 4a^2)d1^43d2^47 + (4 + 2a + 4a^2)d1^44d2^47 + (3 + 1a + 4a^2)d1^45d2^47 + (1 + 0a + 3a^2)d1^46d2^47 + (4 + 3a + 2a^2)d1^47d2^47 + (0 + 2a + 0a^2)d1^48d2^47 + (2 + 0a + 0a^2)d1^49d2^47 + (4 + 2a + 4a^2)d1^50d2^47 + (4 + 2a + 2a^2)d1^51d2^47 + (4 + 1a + 0a^2)d1^52d2^47 + (1 + 3a + 0a^2)d1^53d2^47 + (0 + 2a + 3a^2)d1^54d2^47 + (4 + 4a + 0a^2)d1^55d2^47 + (4 + 3a + 0a^2)d1^56d2^47 + (3 + 3a + 4a^2)d1^57d2^47 + (0 + 3a + 3a^2)d1^58d2^47 + (0 + 1a + 2a^2)d1^59d2^47 + (1 + 1a + 1a^2)d1^60d2^47 + (4 + 1a + 0a^2)d1^61d2^47 + (3 + 1a + 0a^2)d1^62d2^47 + (1 + 0a + 0a^2)d1^63d2^47 + (2 + 1a + 2a^2)d1^64d2^47 + (0 + 3a + 2a^2)d1^65d2^47 + (4 + 4a + 2a^2)d1^66d2^47 + (2 + 0a + 4a^2)d1^67d2^47 + (2 + 3a + 3a^2)d1^68d2^47 + (2 + 2a + 1a^2)d1^69d2^47 + (0 + 0a + 1a^2)d1^70d2^47 + (3 + 1a + 2a^2)d1^71d2^47 + (0 + 4a + 0a^2)d1^72d2^47 + (4 + 1a + 0a^2)d1^73d2^47 + (0 + 1a + 0a^2)d1^74d2^47 + (4 + 0a + 0a^2)d1^75d2^47 + (3 + 1a + 2a^2)d1^76d2^47 + (2 + 3a + 4a^2)d1^77d2^47 + (1 + 3a + 0a^2)d1^78d2^47 + (3 + 1a + 1a^2)d1^79d2^47 + (1 + 4a + 1a^2)d1^80d2^47 + (4 + 3a + 4a^2)d1^81d2^47 + (0 + 4a + 3a^2)d1^82d2^47 + (2 + 2a + 2a^2)d1^83d2^47 + (2 + 1a + 4a^2)d1^84d2^47 + (2 + 0a + 1a^2)d1^85d2^47 + (4 + 3a + 1a^2)d1^86d2^47 + (1 + 2a + 4a^2)d1^87d2^47 + (4 + 2a + 2a^2)d1^88d2^47 + (1 + 1a + 0a^2)d1^89d2^47 + (1 + 3a + 1a^2)d1^90d2^47 + (4 + 2a + 1a^2)d1^91d2^47 + (0 + 4a + 3a^2)d1^92d2^47 + (3 + 4a + 4a^2)d1^93d2^47 + (1 + 2a + 4a^2)d1^94d2^47 + (3 + 3a + 1a^2)d1^95d2^47 + (1 + 1a + 3a^2)d1^96d2^47 + (4 + 3a + 4a^2)d1^97d2^47 + (1 + 2a + 1a^2)d1^98d2^47 + (4 + 0a + 1a^2)d1^99d2^47 + (1 + 1a + 3a^2)d1^100d2^47 + (1 + 4a + 2a^2)d1^101d2^47 + (3 + 0a + 1a^2)d1^102d2^47 + (2 + 0a + 1a^2)d1^103d2^47 + (3 + 2a + 0a^2)d1^104d2^47 + (1 + 0a + 2a^2)d1^105d2^47 + (1 + 4a + 1a^2)d1^106d2^47 + (4 + 0a + 4a^2)d1^107d2^47 + (3 + 1a + 2a^2)d1^108d2^47 + (4 + 4a + 0a^2)d1^109d2^47 + (1 + 4a + 0a^2)d1^110d2^47 + (0 + 1a + 0a^2)d1^111d2^47 + (0 + 4a + 1a^2)d1^112d2^47 + (1 + 0a + 0a^2)d1^113d2^47 + (0 + 4a + 1a^2)d1^114d2^47 + (2 + 4a + 2a^2)d1^115d2^47 + (0 + 0a + 4a^2)d1^116d2^47 + (1 + 4a + 4a^2)d1^117d2^47 + (0 + 4a + 1a^2)d1^118d2^47 + (4 + 0a + 1a^2)d1^119d2^47 + (3 + 4a + 0a^2)d1^120d2^47 + (2 + 3a + 3a^2)d1^121d2^47 + (4 + 2a + 3a^2)d1^122d2^47 + (4 + 2a + 4a^2)d1^123d2^47 + (3 + 4a + 0a^2)d1^124d2^47 + (0 + 2a + 1a^2)d1^125d2^47 + (4 + 1a + 1a^2)d1^126d2^47 + (1 + 4a + 3a^2)d1^127d2^47 + (2 + 3a + 2a^2)d1^128d2^47 + (4 + 4a + 0a^2)d1^129d2^47 + (4 + 1a + 4a^2)d1^130d2^47 + (1 + 1a + 3a^2)d1^131d2^47 + (4 + 1a + 3a^2)d1^132d2^47 + (2 + 4a + 4a^2)d1^133d2^47 + (2 + 4a + 0a^2)d1^134d2^47 + (0 + 3a + 1a^2)d1^135d2^47 + (3 + 3a + 2a^2)d1^136d2^47 + (0 + 4a + 3a^2)d1^137d2^47 + (0 + 2a + 4a^2)d1^138d2^47 + (0 + 0a + 4a^2)d1^139d2^47 + (0 + 0a + 2a^2)d1^140d2^47 + (3 + 1a + 2a^2)d1^141d2^47 + (2 + 0a + 0a^2)d1^142d2^47 + (0 + 2a + 0a^2)d1^143d2^47 + (4 + 4a + 4a^2)d1^144d2^47 + (3 + 1a + 3a^2)d1^145d2^47 + (4 + 4a + 3a^2)d1^146d2^47 + (0 + 0a + 4a^2)d1^147d2^47 + (4 + 4a + 1a^2)d1^148d2^47 + (4 + 0a + 0a^2)d1^149d2^47 + (3 + 1a + 1a^2)d1^150d2^47 + (3 + 4a + 4a^2)d1^151d2^47 + (2 + 3a + 4a^2)d1^152d2^47 + (1 + 2a + 1a^2)d1^153d2^47 + (3 + 3a + 2a^2)d1^154d2^47 + (3 + 3a + 1a^2)d1^155d2^47 + (1 + 4a + 3a^2)d1^156d2^47 + (2 + 1a + 0a^2)d1^157d2^47 + (3 + 4a + 2a^2)d1^158d2^47 + (4 + 3a + 3a^2)d1^159d2^47 + (2 + 2a + 4a^2)d1^160d2^47 + (3 + 3a + 1a^2)d1^161d2^47 + (2 + 3a + 2a^2)d1^162d2^47 + (4 + 3a + 4a^2)d1^163d2^47 + (0 + 1a + 3a^2)d1^164d2^47 + (0 + 0a + 4a^2)d1^165d2^47 + (1 + 3a + 4a^2)d1^166d2^47 + (4 + 2a + 0a^2)d1^167d2^47 + (4 + 1a + 3a^2)d1^168d2^47 + (1 + 2a + 3a^2)d1^169d2^47 + (2 + 4a + 2a^2)d1^170d2^47 + (4 + 1a + 1a^2)d1^171d2^47 + (3 + 4a + 1a^2)d1^172d2^47 + (1 + 2a + 1a^2)d1^173d2^47 + (4 + 2a + 2a^2)d1^174d2^47 + (0 + 3a + 3a^2)d1^175d2^47 + (4 + 2a + 4a^2)d1^176d2^47 + (2 + 4a + 1a^2)d1^177d2^47 + (1 + 0a + 2a^2)d1^178d2^47 + (1 + 1a + 1a^2)d1^179d2^47 + (1 + 2a + 3a^2)d1^180d2^47 + (1 + 2a + 0a^2)d1^181d2^47 + (1 + 1a + 2a^2)d1^182d2^47 + (1 + 0a + 1a^2)d1^183d2^47 + (2 + 3a + 1a^2)d1^184d2^47 + (4 + 0a + 0a^2)d1^185d2^47 + (4 + 0a + 3a^2)d1^186d2^47 + (3 + 1a + 2a^2)d1^187d2^47 + (0 + 4a + 4a^2)d1^188d2^47 + (0 + 0a + 4a^2)d1^189d2^47 + (2 + 0a + 1a^2)d1^190d2^47 + (3 + 4a + 3a^2)d1^191d2^47 + (1 + 3a + 0a^2)d1^192d2^47 + (2 + 2a + 1a^2)d1^193d2^47 + (0 + 1a + 4a^2)d1^194d2^47 + (2 + 0a + 3a^2)d1^195d2^47 + (2 + 2a + 0a^2)d1^196d2^47 + (3 + 3a + 2a^2)d1^197d2^47 + (3 + 1a + 1a^2)d1^198d2^47 + (2 + 4a + 4a^2)d1^199d2^47 + (1 + 0a + 4a^2)d1^200d2^47 + (1 + 4a + 2a^2)d1^201d2^47 + (4 + 4a + 0a^2)d1^202d2^47 + (3 + 4a + 1a^2)d1^203d2^47 + (0 + 1a + 2a^2)d1^204d2^47 + (1 + 0a + 4a^2)d1^205d2^47 + (2 + 4a + 3a^2)d1^206d2^47 + (3 + 4a + 0a^2)d1^207d2^47 + (1 + 4a + 2a^2)d1^208d2^47 + (3 + 4a + 3a^2)d1^209d2^47 + (1 + 4a + 3a^2)d1^210d2^47 + (1 + 1a + 0a^2)d1^211d2^47 + (4 + 1a + 0a^2)d1^212d2^47 + (4 + 0a + 4a^2)d1^213d2^47 + (3 + 1a + 2a^2)d1^214d2^47 + (2 + 2a + 4a^2)d1^215d2^47 + (4 + 4a + 3a^2)d1^216d2^47 + (0 + 1a + 0a^2)d1^217d2^47 + (2 + 0a + 2a^2)d1^218d2^47 + (2 + 3a + 0a^2)d1^219d2^47 + (4 + 0a + 2a^2)d1^220d2^47 + (4 + 1a + 2a^2)d1^221d2^47 + (0 + 2a + 3a^2)d1^222d2^47 + (3 + 2a + 4a^2)d1^223d2^47 + (3 + 3a + 1a^2)d1^224d2^47 + (2 + 1a + 1a^2)d1^225d2^47 + (2 + 1a + 4a^2)d1^226d2^47 + (1 + 4a + 1a^2)d1^227d2^47 + (1 + 0a + 2a^2)d1^228d2^47 + (2 + 0a + 4a^2)d1^229d2^47 + (1 + 2a + 3a^2)d1^230d2^47 + (3 + 1a + 4a^2)d1^231d2^47 + (1 + 1a + 0a^2)d1^232d2^47 + (4 + 4a + 4a^2)d1^233d2^47 + (4 + 2a + 0a^2)d1^234d2^47 + (1 + 1a + 4a^2)d1^235d2^47 + (1 + 3a + 2a^2)d1^236d2^47 + (0 + 1a + 2a^2)d1^237d2^47 + (0 + 1a + 4a^2)d1^238d2^47 + (2 + 3a + 0a^2)d1^239d2^47 + (1 + 1a + 3a^2)d1^240d2^47 + (1 + 2a + 4a^2)d1^241d2^47 + (0 + 3a + 0a^2)d1^242d2^47 + (4 + 0a + 3a^2)d1^243d2^47 + (1 + 1a + 3a^2)d1^244d2^47 + (4 + 4a + 2a^2)d1^245d2^47 + (1 + 0a + 2a^2)d1^246d2^47 + (4 + 2a + 2a^2)d1^247d2^47 + (0 + 4a + 3a^2)d1^248d2^47 + (0 + 3a + 0a^2)d1^249d2^47 + (2 + 1a + 4a^2)d1^251d2^47 + (0 + 3a + 1a^2)d1^252d2^47 + (2 + 4a + 1a^2)d1^253d2^47 + (2 + 1a + 2a^2)d1^254d2^47 + (1 + 3a + 0a^2)d1^255d2^47 + (2 + 1a + 0a^2)d1^256d2^47 + (1 + 0a + 1a^2)d1^257d2^47 + (1 + 1a + 1a^2)d1^258d2^47 + (1 + 0a + 4a^2)d1^259d2^47 + (4 + 0a + 3a^2)d1^260d2^47 + (2 + 4a + 3a^2)d1^261d2^47 + (1 + 4a + 0a^2)d1^262d2^47 + (2 + 1a + 3a^2)d1^263d2^47 + (3 + 3a + 3a^2)d1^264d2^47 + (4 + 2a + 0a^2)d1^265d2^47 + (4 + 2a + 1a^2)d1^266d2^47 + (0 + 0a + 1a^2)d1^267d2^47 + (3 + 0a + 4a^2)d1^268d2^47 + (4 + 3a + 3a^2)d1^269d2^47 + (3 + 2a + 0a^2)d1^270d2^47 + (1 + 1a + 4a^2)d1^271d2^47 + (2 + 2a + 1a^2)d1^272d2^47 + (4 + 3a + 3a^2)d1^273d2^47 + (1 + 4a + 4a^2)d1^274d2^47 + (3 + 3a + 1a^2)d1^275d2^47 + (1 + 4a + 1a^2)d1^276d2^47 + (4 + 3a + 3a^2)d1^277d2^47 + (2 + 4a + 1a^2)d1^278d2^47 + (4 + 3a + 3a^2)d1^279d2^47 + (1 + 0a + 2a^2)d1^280d2^47 + (0 + 2a + 0a^2)d1^281d2^47 + (3 + 4a + 2a^2)d1^282d2^47 + (0 + 4a + 3a^2)d1^283d2^47 + (1 + 3a + 4a^2)d1^284d2^47 + (0 + 1a + 3a^2)d1^285d2^47 + (0 + 2a + 3a^2)d1^286d2^47 + (1 + 1a + 1a^2)d1^287d2^47 + (1 + 2a + 0a^2)d1^288d2^47 + (1 + 0a + 2a^2)d1^289d2^47 + (2 + 0a + 0a^2)d1^290d2^47 + (4 + 2a + 0a^2)d1^291d2^47 + (0 + 0a + 2a^2)d1^292d2^47 + (2 + 1a + 4a^2)d1^293d2^47 + (4 + 2a + 4a^2)d2^48 + (3 + 3a + 0a^2)d1^1d2^48 + (1 + 1a + 4a^2)d1^2d2^48 + (0 + 4a + 0a^2)d1^3d2^48 + (1 + 4a + 1a^2)d1^4d2^48 + (3 + 2a + 0a^2)d1^5d2^48 + (3 + 2a + 3a^2)d1^6d2^48 + (4 + 1a + 0a^2)d1^7d2^48 + (2 + 4a + 1a^2)d1^8d2^48 + (3 + 4a + 4a^2)d1^9d2^48 + (1 + 0a + 2a^2)d1^10d2^48 + (4 + 0a + 0a^2)d1^11d2^48 + (1 + 0a + 1a^2)d1^12d2^48 + (0 + 3a + 4a^2)d1^13d2^48 + (3 + 3a + 1a^2)d1^14d2^48 + (4 + 3a + 1a^2)d1^15d2^48 + (2 + 2a + 1a^2)d1^16d2^48 + (4 + 0a + 1a^2)d1^17d2^48 + (0 + 2a + 3a^2)d1^18d2^48 + (0 + 4a + 2a^2)d1^19d2^48 + (1 + 1a + 2a^2)d1^20d2^48 + (4 + 1a + 3a^2)d1^21d2^48 + (3 + 0a + 3a^2)d1^22d2^48 + (3 + 3a + 1a^2)d1^23d2^48 + (0 + 1a + 2a^2)d1^24d2^48 + (2 + 3a + 1a^2)d1^25d2^48 + (1 + 2a + 0a^2)d1^26d2^48 + (3 + 2a + 0a^2)d1^27d2^48 + (3 + 4a + 1a^2)d1^28d2^48 + (2 + 1a + 3a^2)d1^29d2^48 + (0 + 3a + 4a^2)d1^30d2^48 + (0 + 2a + 4a^2)d1^31d2^48 + (3 + 2a + 4a^2)d1^32d2^48 + (0 + 1a + 0a^2)d1^33d2^48 + (1 + 4a + 1a^2)d1^34d2^48 + (1 + 2a + 2a^2)d1^35d2^48 + (4 + 4a + 1a^2)d1^36d2^48 + (4 + 0a + 4a^2)d1^37d2^48 + (3 + 4a + 4a^2)d1^38d2^48 + (0 + 0a + 4a^2)d1^39d2^48 + (2 + 0a + 0a^2)d1^40d2^48 + (3 + 4a + 0a^2)d1^41d2^48 + (0 + 0a + 3a^2)d1^42d2^48 + (2 + 4a + 2a^2)d1^43d2^48 + (2 + 0a + 3a^2)d1^44d2^48 + (3 + 2a + 0a^2)d1^45d2^48 + (3 + 0a + 1a^2)d1^46d2^48 + (0 + 2a + 4a^2)d1^47d2^48 + (0 + 1a + 0a^2)d1^48d2^48 + (4 + 2a + 4a^2)d1^49d2^48 + (4 + 1a + 4a^2)d1^50d2^48 + (2 + 3a + 4a^2)d1^51d2^48 + (0 + 0a + 4a^2)d1^52d2^48 + (0 + 3a + 2a^2)d1^53d2^48 + (3 + 2a + 1a^2)d1^54d2^48 + (0 + 2a + 4a^2)d1^55d2^48 + (1 + 0a + 0a^2)d1^56d2^48 + (0 + 1a + 4a^2)d1^57d2^48 + (4 + 2a + 2a^2)d1^58d2^48 + (2 + 4a + 1a^2)d1^59d2^48 + (1 + 4a + 1a^2)d1^60d2^48 + (3 + 2a + 1a^2)d1^61d2^48 + (0 + 2a + 4a^2)d1^62d2^48 + (2 + 2a + 1a^2)d1^63d2^48 + (0 + 0a + 1a^2)d1^64d2^48 + (2 + 0a + 0a^2)d1^65d2^48 + (4 + 3a + 3a^2)d1^66d2^48 + (3 + 4a + 0a^2)d1^67d2^48 + (1 + 2a + 2a^2)d1^68d2^48 + (4 + 2a + 4a^2)d1^69d2^48 + (2 + 1a + 2a^2)d1^70d2^48 + (2 + 4a + 4a^2)d1^71d2^48 + (0 + 3a + 3a^2)d1^72d2^48 + (1 + 2a + 0a^2)d1^73d2^48 + (3 + 2a + 4a^2)d1^74d2^48 + (3 + 3a + 3a^2)d1^75d2^48 + (2 + 3a + 2a^2)d1^76d2^48 + (1 + 0a + 4a^2)d1^77d2^48 + (4 + 3a + 1a^2)d1^78d2^48 + (3 + 1a + 3a^2)d1^79d2^48 + (3 + 0a + 4a^2)d1^80d2^48 + (4 + 2a + 0a^2)d1^81d2^48 + (0 + 4a + 4a^2)d1^82d2^48 + (1 + 0a + 3a^2)d1^83d2^48 + (3 + 2a + 4a^2)d1^84d2^48 + (1 + 0a + 4a^2)d1^85d2^48 + (3 + 1a + 0a^2)d1^86d2^48 + (0 + 2a + 4a^2)d1^87d2^48 + (0 + 4a + 2a^2)d1^88d2^48 + (1 + 4a + 2a^2)d1^89d2^48 + (3 + 2a + 0a^2)d1^90d2^48 + (3 + 2a + 2a^2)d1^91d2^48 + (2 + 4a + 2a^2)d1^92d2^48 + (0 + 1a + 2a^2)d1^93d2^48 + (2 + 1a + 0a^2)d1^94d2^48 + (3 + 2a + 4a^2)d1^95d2^48 + (1 + 1a + 0a^2)d1^96d2^48 + (4 + 0a + 3a^2)d1^97d2^48 + (4 + 2a + 4a^2)d1^98d2^48 + (0 + 3a + 2a^2)d1^99d2^48 + (0 + 4a + 3a^2)d1^100d2^48 + (2 + 4a + 0a^2)d1^102d2^48 + (3 + 4a + 3a^2)d1^103d2^48 + (3 + 0a + 0a^2)d1^104d2^48 + (2 + 4a + 2a^2)d1^105d2^48 + (0 + 3a + 2a^2)d1^106d2^48 + (2 + 1a + 4a^2)d1^107d2^48 + (2 + 3a + 3a^2)d1^108d2^48 + (4 + 1a + 4a^2)d1^109d2^48 + (1 + 0a + 2a^2)d1^110d2^48 + (3 + 0a + 4a^2)d1^111d2^48 + (2 + 0a + 2a^2)d1^112d2^48 + (1 + 2a + 3a^2)d1^113d2^48 + (4 + 2a + 2a^2)d1^114d2^48 + (4 + 3a + 2a^2)d1^115d2^48 + (4 + 1a + 1a^2)d1^116d2^48 + (3 + 0a + 3a^2)d1^117d2^48 + (3 + 4a + 2a^2)d1^118d2^48 + (4 + 0a + 1a^2)d1^119d2^48 + (0 + 2a + 4a^2)d1^120d2^48 + (4 + 0a + 0a^2)d1^121d2^48 + (0 + 4a + 1a^2)d1^122d2^48 + (0 + 2a + 3a^2)d1^123d2^48 + (3 + 4a + 0a^2)d1^124d2^48 + (2 + 2a + 3a^2)d1^125d2^48 + (3 + 0a + 4a^2)d1^126d2^48 + (0 + 1a + 0a^2)d1^127d2^48 + (2 + 0a + 1a^2)d1^128d2^48 + (1 + 0a + 0a^2)d1^129d2^48 + (3 + 2a + 0a^2)d1^130d2^48 + (0 + 0a + 3a^2)d1^131d2^48 + (2 + 1a + 2a^2)d1^132d2^48 + (0 + 1a + 4a^2)d1^133d2^48 + (2 + 1a + 1a^2)d1^134d2^48 + (3 + 1a + 4a^2)d1^135d2^48 + (4 + 1a + 4a^2)d1^136d2^48 + (0 + 0a + 2a^2)d1^137d2^48 + (4 + 1a + 3a^2)d1^138d2^48 + (0 + 4a + 3a^2)d1^139d2^48 + (3 + 1a + 0a^2)d1^140d2^48 + (2 + 1a + 1a^2)d1^141d2^48 + (0 + 1a + 0a^2)d1^142d2^48 + (0 + 2a + 2a^2)d1^143d2^48 + (4 + 2a + 0a^2)d1^144d2^48 + (0 + 1a + 1a^2)d1^145d2^48 + (2 + 1a + 2a^2)d1^146d2^48 + (0 + 4a + 4a^2)d1^147d2^48 + (4 + 0a + 2a^2)d1^148d2^48 + (4 + 2a + 2a^2)d1^149d2^48 + (4 + 2a + 0a^2)d1^150d2^48 + (4 + 4a + 3a^2)d1^151d2^48 + (0 + 4a + 2a^2)d1^152d2^48 + (0 + 0a + 2a^2)d1^153d2^48 + (1 + 4a + 0a^2)d1^154d2^48 + (4 + 2a + 2a^2)d1^155d2^48 + (3 + 3a + 1a^2)d1^156d2^48 + (2 + 4a + 1a^2)d1^157d2^48 + (2 + 2a + 3a^2)d1^158d2^48 + (2 + 1a + 4a^2)d1^159d2^48 + (2 + 1a + 3a^2)d1^160d2^48 + (4 + 3a + 2a^2)d1^161d2^48 + (3 + 0a + 3a^2)d1^162d2^48 + (2 + 4a + 4a^2)d1^163d2^48 + (2 + 2a + 0a^2)d1^164d2^48 + (3 + 0a + 3a^2)d1^165d2^48 + (3 + 2a + 1a^2)d1^166d2^48 + (2 + 4a + 1a^2)d1^167d2^48 + (3 + 2a + 3a^2)d1^168d2^48 + (1 + 1a + 4a^2)d1^169d2^48 + (3 + 3a + 0a^2)d1^170d2^48 + (4 + 2a + 1a^2)d1^171d2^48 + (1 + 2a + 0a^2)d1^172d2^48 + (0 + 1a + 4a^2)d1^173d2^48 + (3 + 4a + 2a^2)d1^174d2^48 + (2 + 4a + 3a^2)d1^175d2^48 + (3 + 2a + 2a^2)d1^176d2^48 + (2 + 3a + 2a^2)d1^177d2^48 + (2 + 3a + 2a^2)d1^178d2^48 + (1 + 3a + 0a^2)d1^179d2^48 + (4 + 4a + 4a^2)d1^180d2^48 + (2 + 2a + 0a^2)d1^181d2^48 + (4 + 4a + 3a^2)d1^182d2^48 + (1 + 4a + 1a^2)d1^183d2^48 + (0 + 1a + 0a^2)d1^184d2^48 + (4 + 4a + 0a^2)d1^185d2^48 + (2 + 4a + 3a^2)d1^186d2^48 + (4 + 0a + 0a^2)d1^187d2^48 + (2 + 3a + 4a^2)d1^188d2^48 + (4 + 3a + 1a^2)d1^189d2^48 + (1 + 1a + 4a^2)d1^190d2^48 + (1 + 4a + 0a^2)d1^191d2^48 + (2 + 3a + 4a^2)d1^192d2^48 + (3 + 0a + 2a^2)d1^193d2^48 + (2 + 1a + 1a^2)d1^194d2^48 + (4 + 0a + 4a^2)d1^195d2^48 + (4 + 1a + 1a^2)d1^196d2^48 + (0 + 3a + 1a^2)d1^197d2^48 + (2 + 1a + 1a^2)d1^198d2^48 + (1 + 1a + 1a^2)d1^199d2^48 + (0 + 1a + 1a^2)d1^200d2^48 + (1 + 2a + 3a^2)d1^201d2^48 + (1 + 4a + 1a^2)d1^202d2^48 + (1 + 2a + 3a^2)d1^203d2^48 + (4 + 3a + 4a^2)d1^204d2^48 + (2 + 3a + 3a^2)d1^205d2^48 + (0 + 4a + 1a^2)d1^206d2^48 + (0 + 4a + 3a^2)d1^207d2^48 + (3 + 3a + 1a^2)d1^208d2^48 + (0 + 2a + 0a^2)d1^209d2^48 + (3 + 1a + 4a^2)d1^210d2^48 + (1 + 3a + 1a^2)d1^211d2^48 + (1 + 1a + 1a^2)d1^212d2^48 + (4 + 3a + 1a^2)d1^213d2^48 + (3 + 0a + 0a^2)d1^214d2^48 + (3 + 3a + 0a^2)d1^215d2^48 + (4 + 4a + 1a^2)d1^216d2^48 + (1 + 0a + 3a^2)d1^217d2^48 + (3 + 0a + 4a^2)d1^218d2^48 + (4 + 2a + 0a^2)d1^219d2^48 + (4 + 2a + 0a^2)d1^220d2^48 + (1 + 2a + 0a^2)d1^221d2^48 + (3 + 1a + 2a^2)d1^222d2^48 + (2 + 0a + 1a^2)d1^223d2^48 + (3 + 1a + 2a^2)d1^224d2^48 + (1 + 2a + 4a^2)d1^225d2^48 + (0 + 4a + 3a^2)d1^226d2^48 + (1 + 3a + 1a^2)d1^227d2^48 + (2 + 3a + 1a^2)d1^228d2^48 + (1 + 3a + 4a^2)d1^229d2^48 + (4 + 3a + 3a^2)d1^230d2^48 + (3 + 0a + 4a^2)d1^231d2^48 + (2 + 3a + 4a^2)d1^232d2^48 + (4 + 4a + 0a^2)d1^233d2^48 + (3 + 1a + 4a^2)d1^234d2^48 + (4 + 0a + 4a^2)d1^235d2^48 + (3 + 0a + 3a^2)d1^236d2^48 + (2 + 0a + 0a^2)d1^237d2^48 + (0 + 1a + 3a^2)d1^238d2^48 + (0 + 0a + 4a^2)d1^239d2^48 + (1 + 2a + 2a^2)d1^240d2^48 + (3 + 2a + 2a^2)d1^241d2^48 + (2 + 1a + 0a^2)d1^242d2^48 + (0 + 0a + 4a^2)d1^243d2^48 + (3 + 3a + 1a^2)d1^244d2^48 + (2 + 2a + 1a^2)d1^245d2^48 + (3 + 4a + 1a^2)d1^246d2^48 + (0 + 1a + 0a^2)d1^247d2^48 + (3 + 4a + 4a^2)d1^248d2^48 + (4 + 1a + 4a^2)d1^249d2^48 + (1 + 0a + 2a^2)d1^250d2^48 + (1 + 4a + 0a^2)d1^251d2^48 + (3 + 3a + 4a^2)d1^252d2^48 + (1 + 3a + 2a^2)d1^253d2^48 + (1 + 2a + 4a^2)d1^254d2^48 + (4 + 4a + 3a^2)d1^255d2^48 + (4 + 4a + 2a^2)d1^256d2^48 + (0 + 4a + 3a^2)d1^257d2^48 + (3 + 4a + 1a^2)d1^258d2^48 + (4 + 4a + 4a^2)d1^259d2^48 + (2 + 1a + 0a^2)d1^260d2^48 + (0 + 1a + 1a^2)d1^261d2^48 + (4 + 1a + 2a^2)d1^262d2^48 + (2 + 4a + 2a^2)d1^263d2^48 + (1 + 3a + 4a^2)d1^264d2^48 + (1 + 2a + 3a^2)d1^265d2^48 + (2 + 0a + 3a^2)d1^266d2^48 + (3 + 4a + 3a^2)d1^267d2^48 + (4 + 4a + 0a^2)d1^268d2^48 + (3 + 0a + 0a^2)d1^269d2^48 + (4 + 0a + 2a^2)d1^270d2^48 + (3 + 3a + 1a^2)d1^271d2^48 + (2 + 1a + 1a^2)d1^272d2^48 + (2 + 3a + 3a^2)d1^273d2^48 + (1 + 3a + 1a^2)d1^274d2^48 + (0 + 3a + 0a^2)d1^275d2^48 + (3 + 4a + 3a^2)d1^276d2^48 + (2 + 1a + 2a^2)d1^277d2^48 + (0 + 1a + 2a^2)d1^278d2^48 + (4 + 3a + 4a^2)d1^279d2^48 + (4 + 1a + 1a^2)d1^280d2^48 + (1 + 0a + 0a^2)d1^281d2^48 + (0 + 4a + 2a^2)d1^282d2^48 + (4 + 3a + 0a^2)d1^283d2^48 + (3 + 1a + 0a^2)d1^284d2^48 + (2 + 0a + 2a^2)d1^285d2^48 + (1 + 4a + 0a^2)d1^286d2^48 + (0 + 2a + 2a^2)d1^287d2^48 + (3 + 0a + 4a^2)d1^288d2^48 + (1 + 3a + 2a^2)d1^289d2^48 + (3 + 0a + 0a^2)d1^290d2^48 + (0 + 3a + 1a^2)d1^291d2^48 + (2 + 2a + 2a^2)d1^292d2^48 + (1 + 3a + 1a^2)d1^293d2^48 + (0 + 4a + 0a^2)d2^49 + (1 + 0a + 3a^2)d1^1d2^49 + (2 + 2a + 4a^2)d1^2d2^49 + (3 + 0a + 1a^2)d1^3d2^49 + (0 + 1a + 4a^2)d1^4d2^49 + (1 + 0a + 4a^2)d1^5d2^49 + (1 + 1a + 0a^2)d1^6d2^49 + (4 + 2a + 3a^2)d1^7d2^49 + (0 + 2a + 3a^2)d1^8d2^49 + (2 + 0a + 0a^2)d1^9d2^49 + (1 + 2a + 2a^2)d1^10d2^49 + (3 + 4a + 0a^2)d1^11d2^49 + (4 + 4a + 1a^2)d1^12d2^49 + (0 + 4a + 2a^2)d1^13d2^49 + (4 + 2a + 3a^2)d1^14d2^49 + (2 + 0a + 4a^2)d1^15d2^49 + (2 + 4a + 3a^2)d1^16d2^49 + (4 + 3a + 4a^2)d1^17d2^49 + (3 + 0a + 4a^2)d1^18d2^49 + (0 + 1a + 1a^2)d1^19d2^49 + (0 + 4a + 1a^2)d1^20d2^49 + (1 + 4a + 1a^2)d1^21d2^49 + (0 + 3a + 1a^2)d1^22d2^49 + (1 + 4a + 2a^2)d1^23d2^49 + (2 + 0a + 4a^2)d1^24d2^49 + (3 + 4a + 3a^2)d1^25d2^49 + (2 + 3a + 4a^2)d1^26d2^49 + (1 + 2a + 0a^2)d1^27d2^49 + (3 + 1a + 4a^2)d1^28d2^49 + (2 + 4a + 2a^2)d1^29d2^49 + (0 + 0a + 1a^2)d1^30d2^49 + (0 + 4a + 2a^2)d1^31d2^49 + (2 + 3a + 1a^2)d1^32d2^49 + (2 + 4a + 3a^2)d1^33d2^49 + (1 + 3a + 2a^2)d1^34d2^49 + (2 + 3a + 1a^2)d1^35d2^49 + (4 + 3a + 1a^2)d1^36d2^49 + (3 + 3a + 1a^2)d1^37d2^49 + (2 + 3a + 3a^2)d1^38d2^49 + (0 + 3a + 3a^2)d1^39d2^49 + (3 + 3a + 0a^2)d1^40d2^49 + (4 + 3a + 1a^2)d1^41d2^49 + (0 + 4a + 0a^2)d1^42d2^49 + (4 + 1a + 3a^2)d1^43d2^49 + (4 + 1a + 1a^2)d1^44d2^49 + (3 + 1a + 3a^2)d1^45d2^49 + (2 + 1a + 2a^2)d1^46d2^49 + (4 + 2a + 3a^2)d1^47d2^49 + (1 + 4a + 1a^2)d1^48d2^49 + (2 + 1a + 3a^2)d1^49d2^49 + (4 + 2a + 1a^2)d1^50d2^49 + (3 + 0a + 3a^2)d1^51d2^49 + (0 + 0a + 3a^2)d1^52d2^49 + (3 + 4a + 0a^2)d1^53d2^49 + (0 + 4a + 2a^2)d1^54d2^49 + (2 + 0a + 4a^2)d1^55d2^49 + (4 + 3a + 0a^2)d1^56d2^49 + (0 + 3a + 2a^2)d1^57d2^49 + (4 + 2a + 1a^2)d1^58d2^49 + (3 + 2a + 1a^2)d1^59d2^49 + (4 + 3a + 2a^2)d1^60d2^49 + (0 + 0a + 2a^2)d1^61d2^49 + (2 + 2a + 0a^2)d1^62d2^49 + (1 + 4a + 4a^2)d1^63d2^49 + (3 + 4a + 2a^2)d1^64d2^49 + (2 + 4a + 2a^2)d1^65d2^49 + (1 + 3a + 2a^2)d1^66d2^49 + (0 + 0a + 3a^2)d1^67d2^49 + (3 + 0a + 4a^2)d1^68d2^49 + (1 + 4a + 4a^2)d1^69d2^49 + (1 + 1a + 3a^2)d1^70d2^49 + (0 + 3a + 3a^2)d1^71d2^49 + (0 + 4a + 4a^2)d1^72d2^49 + (3 + 3a + 2a^2)d1^73d2^49 + (3 + 1a + 1a^2)d1^74d2^49 + (1 + 0a + 3a^2)d1^75d2^49 + (0 + 2a + 0a^2)d1^76d2^49 + (3 + 1a + 2a^2)d1^77d2^49 + (3 + 0a + 4a^2)d1^78d2^49 + (4 + 4a + 1a^2)d1^79d2^49 + (0 + 2a + 3a^2)d1^80d2^49 + (3 + 4a + 4a^2)d1^81d2^49 + (2 + 1a + 3a^2)d1^82d2^49 + (2 + 1a + 2a^2)d1^83d2^49 + (3 + 0a + 0a^2)d1^84d2^49 + (4 + 2a + 0a^2)d1^85d2^49 + (1 + 1a + 1a^2)d1^86d2^49 + (4 + 0a + 1a^2)d1^87d2^49 + (0 + 0a + 4a^2)d1^88d2^49 + (3 + 2a + 0a^2)d1^89d2^49 + (4 + 0a + 2a^2)d1^90d2^49 + (4 + 4a + 3a^2)d1^91d2^49 + (3 + 0a + 0a^2)d1^92d2^49 + (1 + 2a + 4a^2)d1^93d2^49 + (4 + 0a + 4a^2)d1^94d2^49 + (0 + 1a + 2a^2)d1^95d2^49 + (0 + 4a + 4a^2)d1^96d2^49 + (3 + 3a + 4a^2)d1^97d2^49 + (0 + 1a + 1a^2)d1^98d2^49 + (1 + 1a + 0a^2)d1^99d2^49 + (2 + 3a + 4a^2)d1^100d2^49 + (1 + 1a + 2a^2)d1^101d2^49 + (0 + 4a + 0a^2)d1^102d2^49 + (4 + 2a + 2a^2)d1^103d2^49 + (4 + 2a + 0a^2)d1^104d2^49 + (4 + 1a + 2a^2)d1^105d2^49 + (2 + 2a + 3a^2)d1^106d2^49 + (4 + 1a + 1a^2)d1^107d2^49 + (2 + 3a + 2a^2)d1^108d2^49 + (0 + 2a + 4a^2)d1^109d2^49 + (2 + 4a + 4a^2)d1^110d2^49 + (3 + 4a + 0a^2)d1^111d2^49 + (2 + 1a + 2a^2)d1^112d2^49 + (1 + 3a + 3a^2)d1^113d2^49 + (2 + 2a + 4a^2)d1^114d2^49 + (3 + 4a + 2a^2)d1^115d2^49 + (0 + 1a + 4a^2)d1^116d2^49 + (0 + 3a + 3a^2)d1^117d2^49 + (1 + 0a + 2a^2)d1^118d2^49 + (0 + 0a + 4a^2)d1^119d2^49 + (3 + 2a + 4a^2)d1^120d2^49 + (4 + 1a + 1a^2)d1^122d2^49 + (1 + 1a + 2a^2)d1^123d2^49 + (3 + 0a + 0a^2)d1^124d2^49 + (1 + 1a + 2a^2)d1^125d2^49 + (1 + 2a + 4a^2)d1^126d2^49 + (3 + 4a + 0a^2)d1^127d2^49 + (2 + 4a + 0a^2)d1^128d2^49 + (3 + 0a + 4a^2)d1^129d2^49 + (4 + 4a + 0a^2)d1^130d2^49 + (3 + 3a + 2a^2)d1^131d2^49 + (1 + 1a + 4a^2)d1^132d2^49 + (1 + 2a + 0a^2)d1^133d2^49 + (4 + 3a + 1a^2)d1^134d2^49 + (3 + 0a + 4a^2)d1^135d2^49 + (4 + 3a + 0a^2)d1^136d2^49 + (3 + 0a + 0a^2)d1^137d2^49 + (1 + 1a + 3a^2)d1^138d2^49 + (4 + 3a + 3a^2)d1^139d2^49 + (2 + 4a + 1a^2)d1^140d2^49 + (0 + 4a + 1a^2)d1^141d2^49 + (3 + 4a + 0a^2)d1^142d2^49 + (1 + 4a + 1a^2)d1^143d2^49 + (1 + 0a + 2a^2)d1^144d2^49 + (1 + 4a + 2a^2)d1^145d2^49 + (1 + 2a + 2a^2)d1^146d2^49 + (1 + 3a + 3a^2)d1^147d2^49 + (2 + 1a + 4a^2)d1^148d2^49 + (2 + 1a + 1a^2)d1^149d2^49 + (4 + 0a + 3a^2)d1^150d2^49 + (3 + 2a + 0a^2)d1^151d2^49 + (3 + 0a + 1a^2)d1^152d2^49 + (2 + 4a + 3a^2)d1^153d2^49 + (2 + 2a + 3a^2)d1^154d2^49 + (4 + 0a + 2a^2)d1^155d2^49 + (1 + 2a + 4a^2)d1^156d2^49 + (3 + 2a + 2a^2)d1^157d2^49 + (3 + 1a + 4a^2)d1^158d2^49 + (1 + 0a + 0a^2)d1^159d2^49 + (1 + 2a + 1a^2)d1^160d2^49 + (3 + 4a + 0a^2)d1^161d2^49 + (0 + 3a + 3a^2)d1^162d2^49 + (1 + 0a + 1a^2)d1^163d2^49 + (1 + 4a + 1a^2)d1^164d2^49 + (4 + 3a + 4a^2)d1^165d2^49 + (0 + 3a + 0a^2)d1^166d2^49 + (2 + 3a + 3a^2)d1^167d2^49 + (1 + 3a + 1a^2)d1^168d2^49 + (1 + 0a + 1a^2)d1^169d2^49 + (0 + 0a + 3a^2)d1^170d2^49 + (0 + 0a + 4a^2)d1^171d2^49 + (4 + 3a + 2a^2)d1^172d2^49 + (2 + 1a + 3a^2)d1^173d2^49 + (2 + 3a + 0a^2)d1^174d2^49 + (2 + 0a + 0a^2)d1^175d2^49 + (2 + 3a + 3a^2)d1^176d2^49 + (2 + 0a + 1a^2)d1^177d2^49 + (3 + 3a + 4a^2)d1^178d2^49 + (4 + 3a + 2a^2)d1^179d2^49 + (2 + 0a + 2a^2)d1^180d2^49 + (0 + 4a + 3a^2)d1^181d2^49 + (2 + 0a + 1a^2)d1^182d2^49 + (3 + 4a + 2a^2)d1^183d2^49 + (0 + 3a + 1a^2)d1^184d2^49 + (1 + 1a + 1a^2)d1^185d2^49 + (1 + 1a + 4a^2)d1^186d2^49 + (3 + 2a + 2a^2)d1^187d2^49 + (4 + 2a + 1a^2)d1^188d2^49 + (1 + 3a + 0a^2)d1^189d2^49 + (1 + 4a + 1a^2)d1^190d2^49 + (3 + 0a + 0a^2)d1^191d2^49 + (1 + 2a + 3a^2)d1^192d2^49 + (2 + 4a + 4a^2)d1^193d2^49 + (4 + 0a + 2a^2)d1^194d2^49 + (4 + 0a + 4a^2)d1^195d2^49 + (2 + 0a + 1a^2)d1^196d2^49 + (3 + 0a + 3a^2)d1^197d2^49 + (0 + 0a + 4a^2)d1^198d2^49 + (4 + 4a + 3a^2)d1^199d2^49 + (1 + 3a + 0a^2)d1^200d2^49 + (3 + 1a + 4a^2)d1^201d2^49 + (1 + 1a + 0a^2)d1^202d2^49 + (4 + 1a + 2a^2)d1^203d2^49 + (0 + 4a + 2a^2)d1^204d2^49 + (4 + 0a + 1a^2)d1^205d2^49 + (4 + 0a + 1a^2)d1^206d2^49 + (4 + 0a + 1a^2)d1^207d2^49 + (4 + 4a + 2a^2)d1^208d2^49 + (0 + 4a + 2a^2)d1^209d2^49 + (1 + 2a + 1a^2)d1^210d2^49 + (3 + 3a + 4a^2)d1^211d2^49 + (4 + 1a + 2a^2)d1^212d2^49 + (3 + 0a + 2a^2)d1^213d2^49 + (4 + 3a + 3a^2)d1^214d2^49 + (1 + 4a + 2a^2)d1^215d2^49 + (4 + 3a + 0a^2)d1^216d2^49 + (2 + 2a + 4a^2)d1^217d2^49 + (0 + 2a + 4a^2)d1^218d2^49 + (1 + 0a + 2a^2)d1^219d2^49 + (3 + 4a + 1a^2)d1^220d2^49 + (3 + 1a + 0a^2)d1^221d2^49 + (2 + 0a + 1a^2)d1^222d2^49 + (1 + 3a + 2a^2)d1^223d2^49 + (3 + 3a + 4a^2)d1^224d2^49 + (4 + 2a + 0a^2)d1^225d2^49 + (3 + 1a + 4a^2)d1^226d2^49 + (1 + 3a + 1a^2)d1^227d2^49 + (3 + 4a + 1a^2)d1^228d2^49 + (2 + 2a + 2a^2)d1^229d2^49 + (3 + 3a + 0a^2)d1^230d2^49 + (3 + 1a + 4a^2)d1^231d2^49 + (1 + 3a + 2a^2)d1^232d2^49 + (0 + 3a + 2a^2)d1^233d2^49 + (4 + 0a + 4a^2)d1^234d2^49 + (1 + 0a + 1a^2)d1^235d2^49 + (3 + 3a + 4a^2)d1^236d2^49 + (2 + 3a + 2a^2)d1^237d2^49 + (3 + 1a + 0a^2)d1^238d2^49 + (3 + 1a + 4a^2)d1^239d2^49 + (2 + 3a + 0a^2)d1^240d2^49 + (2 + 1a + 0a^2)d1^241d2^49 + (2 + 4a + 4a^2)d1^242d2^49 + (3 + 0a + 0a^2)d1^243d2^49 + (3 + 1a + 3a^2)d1^244d2^49 + (0 + 4a + 0a^2)d1^245d2^49 + (3 + 2a + 4a^2)d1^246d2^49 + (4 + 2a + 3a^2)d1^247d2^49 + (2 + 3a + 0a^2)d1^248d2^49 + (3 + 4a + 0a^2)d1^249d2^49 + (4 + 4a + 1a^2)d1^250d2^49 + (3 + 4a + 4a^2)d1^251d2^49 + (1 + 0a + 3a^2)d1^252d2^49 + (4 + 3a + 2a^2)d1^253d2^49 + (4 + 2a + 2a^2)d1^254d2^49 + (0 + 4a + 1a^2)d1^255d2^49 + (1 + 2a + 4a^2)d1^256d2^49 + (3 + 4a + 3a^2)d1^257d2^49 + (3 + 2a + 1a^2)d1^258d2^49 + (0 + 4a + 2a^2)d1^259d2^49 + (4 + 4a + 3a^2)d1^260d2^49 + (2 + 0a + 1a^2)d1^261d2^49 + (1 + 1a + 1a^2)d1^262d2^49 + (2 + 4a + 2a^2)d1^263d2^49 + (0 + 2a + 4a^2)d1^264d2^49 + (0 + 0a + 1a^2)d1^265d2^49 + (0 + 2a + 3a^2)d1^266d2^49 + (1 + 1a + 3a^2)d1^267d2^49 + (4 + 0a + 1a^2)d1^268d2^49 + (2 + 0a + 2a^2)d1^269d2^49 + (2 + 3a + 4a^2)d1^270d2^49 + (2 + 2a + 3a^2)d1^271d2^49 + (3 + 3a + 1a^2)d1^272d2^49 + (3 + 3a + 4a^2)d1^273d2^49 + (3 + 2a + 2a^2)d1^274d2^49 + (1 + 3a + 2a^2)d1^275d2^49 + (4 + 4a + 2a^2)d1^276d2^49 + (1 + 0a + 3a^2)d1^277d2^49 + (0 + 3a + 3a^2)d1^278d2^49 + (2 + 3a + 2a^2)d1^279d2^49 + (1 + 3a + 4a^2)d1^280d2^49 + (1 + 4a + 1a^2)d1^281d2^49 + (0 + 3a + 2a^2)d1^282d2^49 + (1 + 3a + 3a^2)d1^283d2^49 + (0 + 1a + 2a^2)d1^284d2^49 + (0 + 1a + 1a^2)d1^285d2^49 + (1 + 2a + 2a^2)d1^286d2^49 + (0 + 3a + 2a^2)d1^287d2^49 + (1 + 2a + 3a^2)d1^288d2^49 + (3 + 2a + 3a^2)d1^289d2^49 + (2 + 2a + 4a^2)d1^290d2^49 + (2 + 3a + 1a^2)d1^291d2^49 + (1 + 1a + 1a^2)d1^292d2^49 + (2 + 4a + 4a^2)d1^293d2^49 + (3 + 3a + 0a^2)d2^50 + (0 + 4a + 2a^2)d1^1d2^50 + (2 + 4a + 3a^2)d1^2d2^50 + (3 + 1a + 0a^2)d1^3d2^50 + (3 + 4a + 3a^2)d1^4d2^50 + (3 + 4a + 2a^2)d1^5d2^50 + (4 + 1a + 2a^2)d1^6d2^50 + (4 + 4a + 1a^2)d1^7d2^50 + (3 + 1a + 2a^2)d1^8d2^50 + (2 + 0a + 1a^2)d1^9d2^50 + (3 + 2a + 3a^2)d1^10d2^50 + (0 + 1a + 4a^2)d1^11d2^50 + (2 + 1a + 3a^2)d1^12d2^50 + (0 + 2a + 4a^2)d1^13d2^50 + (0 + 4a + 0a^2)d1^14d2^50 + (2 + 2a + 1a^2)d1^15d2^50 + (3 + 3a + 0a^2)d1^16d2^50 + (2 + 2a + 1a^2)d1^17d2^50 + (1 + 0a + 4a^2)d1^18d2^50 + (2 + 0a + 3a^2)d1^19d2^50 + (0 + 1a + 1a^2)d1^20d2^50 + (3 + 1a + 2a^2)d1^21d2^50 + (2 + 4a + 3a^2)d1^22d2^50 + (1 + 4a + 4a^2)d1^23d2^50 + (2 + 4a + 1a^2)d1^24d2^50 + (0 + 3a + 2a^2)d1^25d2^50 + (1 + 0a + 3a^2)d1^26d2^50 + (1 + 1a + 4a^2)d1^27d2^50 + (1 + 4a + 2a^2)d1^28d2^50 + (0 + 4a + 4a^2)d1^29d2^50 + (3 + 3a + 0a^2)d1^30d2^50 + (1 + 4a + 0a^2)d1^31d2^50 + (2 + 1a + 1a^2)d1^32d2^50 + (3 + 0a + 2a^2)d1^33d2^50 + (3 + 1a + 2a^2)d1^34d2^50 + (0 + 1a + 3a^2)d1^35d2^50 + (4 + 4a + 2a^2)d1^36d2^50 + (0 + 0a + 1a^2)d1^37d2^50 + (2 + 2a + 2a^2)d1^38d2^50 + (1 + 1a + 3a^2)d1^39d2^50 + (3 + 4a + 3a^2)d1^40d2^50 + (2 + 1a + 2a^2)d1^41d2^50 + (2 + 4a + 1a^2)d1^42d2^50 + (0 + 4a + 0a^2)d1^43d2^50 + (3 + 4a + 1a^2)d1^44d2^50 + (4 + 0a + 1a^2)d1^45d2^50 + (1 + 2a + 1a^2)d1^46d2^50 + (4 + 4a + 1a^2)d1^47d2^50 + (2 + 2a + 4a^2)d1^48d2^50 + (2 + 1a + 0a^2)d1^49d2^50 + (0 + 3a + 3a^2)d1^50d2^50 + (4 + 4a + 0a^2)d1^51d2^50 + (0 + 0a + 3a^2)d1^52d2^50 + (0 + 3a + 0a^2)d1^53d2^50 + (4 + 1a + 2a^2)d1^54d2^50 + (1 + 4a + 0a^2)d1^55d2^50 + (1 + 1a + 0a^2)d1^56d2^50 + (1 + 1a + 1a^2)d1^57d2^50 + (1 + 2a + 1a^2)d1^58d2^50 + (2 + 4a + 3a^2)d1^59d2^50 + (0 + 0a + 3a^2)d1^60d2^50 + (4 + 4a + 3a^2)d1^61d2^50 + (1 + 4a + 2a^2)d1^62d2^50 + (1 + 1a + 2a^2)d1^63d2^50 + (1 + 3a + 1a^2)d1^64d2^50 + (4 + 3a + 2a^2)d1^65d2^50 + (0 + 2a + 2a^2)d1^66d2^50 + (4 + 0a + 1a^2)d1^67d2^50 + (1 + 2a + 0a^2)d1^68d2^50 + (3 + 1a + 1a^2)d1^69d2^50 + (4 + 0a + 0a^2)d1^70d2^50 + (2 + 3a + 0a^2)d1^71d2^50 + (4 + 0a + 3a^2)d1^72d2^50 + (4 + 3a + 3a^2)d1^73d2^50 + (1 + 3a + 4a^2)d1^74d2^50 + (2 + 1a + 0a^2)d1^75d2^50 + (3 + 4a + 3a^2)d1^76d2^50 + (4 + 1a + 1a^2)d1^77d2^50 + (2 + 0a + 0a^2)d1^78d2^50 + (3 + 1a + 1a^2)d1^79d2^50 + (0 + 0a + 4a^2)d1^80d2^50 + (0 + 3a + 1a^2)d1^81d2^50 + (2 + 4a + 3a^2)d1^82d2^50 + (2 + 1a + 3a^2)d1^83d2^50 + (0 + 3a + 2a^2)d1^84d2^50 + (3 + 3a + 1a^2)d1^85d2^50 + (4 + 0a + 1a^2)d1^86d2^50 + (0 + 3a + 1a^2)d1^87d2^50 + (4 + 1a + 4a^2)d1^88d2^50 + (1 + 2a + 0a^2)d1^89d2^50 + (1 + 1a + 0a^2)d1^90d2^50 + (1 + 0a + 0a^2)d1^91d2^50 + (4 + 4a + 1a^2)d1^92d2^50 + (0 + 3a + 2a^2)d1^93d2^50 + (1 + 1a + 0a^2)d1^94d2^50 + (3 + 0a + 3a^2)d1^95d2^50 + (0 + 1a + 0a^2)d1^96d2^50 + (3 + 3a + 3a^2)d1^97d2^50 + (4 + 1a + 3a^2)d1^98d2^50 + (3 + 2a + 0a^2)d1^99d2^50 + (0 + 2a + 4a^2)d1^100d2^50 + (4 + 3a + 4a^2)d1^101d2^50 + (0 + 1a + 3a^2)d1^102d2^50 + (0 + 1a + 4a^2)d1^103d2^50 + (3 + 3a + 4a^2)d1^104d2^50 + (3 + 2a + 2a^2)d1^105d2^50 + (2 + 2a + 4a^2)d1^106d2^50 + (3 + 2a + 4a^2)d1^107d2^50 + (0 + 2a + 4a^2)d1^108d2^50 + (3 + 4a + 3a^2)d1^109d2^50 + (3 + 2a + 2a^2)d1^110d2^50 + (3 + 0a + 4a^2)d1^111d2^50 + (3 + 2a + 2a^2)d1^112d2^50 + (4 + 0a + 3a^2)d1^113d2^50 + (3 + 3a + 1a^2)d1^114d2^50 + (2 + 4a + 1a^2)d1^115d2^50 + (0 + 0a + 2a^2)d1^116d2^50 + (1 + 3a + 1a^2)d1^117d2^50 + (4 + 3a + 3a^2)d1^118d2^50 + (1 + 0a + 2a^2)d1^119d2^50 + (2 + 3a + 3a^2)d1^120d2^50 + (1 + 1a + 1a^2)d1^121d2^50 + (3 + 1a + 2a^2)d1^122d2^50 + (2 + 3a + 1a^2)d1^123d2^50 + (1 + 3a + 3a^2)d1^124d2^50 + (4 + 2a + 2a^2)d1^125d2^50 + (1 + 4a + 4a^2)d1^126d2^50 + (3 + 1a + 1a^2)d1^127d2^50 + (0 + 3a + 3a^2)d1^128d2^50 + (2 + 4a + 3a^2)d1^129d2^50 + (4 + 3a + 4a^2)d1^130d2^50 + (3 + 0a + 3a^2)d1^131d2^50 + (3 + 1a + 1a^2)d1^132d2^50 + (4 + 2a + 2a^2)d1^133d2^50 + (1 + 4a + 3a^2)d1^134d2^50 + (0 + 1a + 1a^2)d1^135d2^50 + (3 + 4a + 1a^2)d1^136d2^50 + (0 + 4a + 2a^2)d1^137d2^50 + (0 + 0a + 4a^2)d1^138d2^50 + (4 + 3a + 4a^2)d1^139d2^50 + (3 + 2a + 3a^2)d1^140d2^50 + (0 + 1a + 2a^2)d1^141d2^50 + (3 + 4a + 1a^2)d1^142d2^50 + (0 + 1a + 0a^2)d1^143d2^50 + (3 + 0a + 4a^2)d1^144d2^50 + (1 + 4a + 2a^2)d1^145d2^50 + (1 + 4a + 4a^2)d1^146d2^50 + (0 + 0a + 1a^2)d1^147d2^50 + (4 + 3a + 3a^2)d1^148d2^50 + (1 + 4a + 1a^2)d1^149d2^50 + (3 + 2a + 4a^2)d1^150d2^50 + (1 + 3a + 2a^2)d1^151d2^50 + (3 + 1a + 1a^2)d1^152d2^50 + (3 + 4a + 4a^2)d1^153d2^50 + (2 + 2a + 1a^2)d1^154d2^50 + (2 + 1a + 0a^2)d1^155d2^50 + (3 + 3a + 1a^2)d1^156d2^50 + (3 + 2a + 4a^2)d1^157d2^50 + (3 + 0a + 3a^2)d1^158d2^50 + (0 + 1a + 0a^2)d1^159d2^50 + (3 + 2a + 2a^2)d1^160d2^50 + (2 + 2a + 1a^2)d1^161d2^50 + (0 + 0a + 1a^2)d1^162d2^50 + (3 + 4a + 4a^2)d1^163d2^50 + (2 + 4a + 1a^2)d1^164d2^50 + (1 + 4a + 4a^2)d1^165d2^50 + (1 + 1a + 1a^2)d1^166d2^50 + (2 + 4a + 3a^2)d1^167d2^50 + (2 + 2a + 3a^2)d1^168d2^50 + (3 + 4a + 2a^2)d1^169d2^50 + (2 + 1a + 0a^2)d1^170d2^50 + (4 + 4a + 3a^2)d1^171d2^50 + (3 + 4a + 3a^2)d1^172d2^50 + (0 + 1a + 0a^2)d1^173d2^50 + (3 + 0a + 3a^2)d1^174d2^50 + (2 + 1a + 2a^2)d1^175d2^50 + (2 + 2a + 4a^2)d1^176d2^50 + (0 + 3a + 3a^2)d1^177d2^50 + (3 + 4a + 2a^2)d1^178d2^50 + (0 + 3a + 2a^2)d1^179d2^50 + (0 + 1a + 0a^2)d1^180d2^50 + (3 + 0a + 1a^2)d1^181d2^50 + (4 + 4a + 4a^2)d1^182d2^50 + (3 + 4a + 2a^2)d1^183d2^50 + (0 + 0a + 2a^2)d1^184d2^50 + (3 + 4a + 0a^2)d1^185d2^50 + (2 + 0a + 3a^2)d1^186d2^50 + (0 + 3a + 0a^2)d1^187d2^50 + (2 + 0a + 4a^2)d1^188d2^50 + (1 + 0a + 1a^2)d1^189d2^50 + (2 + 3a + 4a^2)d1^190d2^50 + (1 + 1a + 3a^2)d1^191d2^50 + (1 + 1a + 1a^2)d1^192d2^50 + (3 + 1a + 0a^2)d1^193d2^50 + (4 + 0a + 4a^2)d1^194d2^50 + (2 + 1a + 4a^2)d1^195d2^50 + (1 + 0a + 2a^2)d1^196d2^50 + (1 + 0a + 1a^2)d1^197d2^50 + (0 + 4a + 0a^2)d1^198d2^50 + (4 + 1a + 3a^2)d1^199d2^50 + (3 + 0a + 2a^2)d1^200d2^50 + (0 + 1a + 3a^2)d1^201d2^50 + (2 + 0a + 2a^2)d1^202d2^50 + (0 + 3a + 2a^2)d1^203d2^50 + (3 + 4a + 0a^2)d1^204d2^50 + (1 + 4a + 0a^2)d1^205d2^50 + (1 + 1a + 2a^2)d1^206d2^50 + (2 + 1a + 0a^2)d1^207d2^50 + (3 + 4a + 2a^2)d1^208d2^50 + (3 + 0a + 2a^2)d1^209d2^50 + (1 + 2a + 4a^2)d1^210d2^50 + (3 + 2a + 3a^2)d1^211d2^50 + (1 + 0a + 4a^2)d1^212d2^50 + (1 + 1a + 2a^2)d1^213d2^50 + (4 + 3a + 1a^2)d1^214d2^50 + (1 + 4a + 0a^2)d1^215d2^50 + (0 + 3a + 3a^2)d1^216d2^50 + (4 + 1a + 3a^2)d1^217d2^50 + (2 + 4a + 3a^2)d1^218d2^50 + (2 + 1a + 3a^2)d1^219d2^50 + (3 + 0a + 0a^2)d1^220d2^50 + (1 + 1a + 1a^2)d1^221d2^50 + (3 + 3a + 4a^2)d1^222d2^50 + (4 + 3a + 2a^2)d1^223d2^50 + (2 + 3a + 3a^2)d1^224d2^50 + (4 + 3a + 4a^2)d1^225d2^50 + (3 + 4a + 2a^2)d1^226d2^50 + (2 + 1a + 4a^2)d1^227d2^50 + (0 + 2a + 0a^2)d1^228d2^50 + (2 + 0a + 3a^2)d1^229d2^50 + (2 + 0a + 3a^2)d1^230d2^50 + (4 + 3a + 2a^2)d1^231d2^50 + (2 + 1a + 1a^2)d1^232d2^50 + (2 + 1a + 0a^2)d1^233d2^50 + (4 + 0a + 1a^2)d1^234d2^50 + (3 + 0a + 1a^2)d1^235d2^50 + (2 + 3a + 0a^2)d1^236d2^50 + (0 + 0a + 2a^2)d1^237d2^50 + (2 + 1a + 1a^2)d1^238d2^50 + (0 + 3a + 2a^2)d1^239d2^50 + (3 + 0a + 2a^2)d1^240d2^50 + (0 + 1a + 2a^2)d1^241d2^50 + (4 + 1a + 1a^2)d1^242d2^50 + (0 + 2a + 4a^2)d1^243d2^50 + (1 + 3a + 1a^2)d1^244d2^50 + (0 + 4a + 1a^2)d1^245d2^50 + (4 + 0a + 1a^2)d1^246d2^50 + (0 + 3a + 0a^2)d1^247d2^50 + (1 + 0a + 3a^2)d1^248d2^50 + (4 + 1a + 4a^2)d1^249d2^50 + (1 + 0a + 0a^2)d1^250d2^50 + (4 + 1a + 0a^2)d1^251d2^50 + (4 + 2a + 0a^2)d1^252d2^50 + (3 + 4a + 4a^2)d1^253d2^50 + (3 + 2a + 3a^2)d1^254d2^50 + (4 + 0a + 0a^2)d1^255d2^50 + (1 + 3a + 0a^2)d1^256d2^50 + (1 + 3a + 4a^2)d1^257d2^50 + (3 + 0a + 2a^2)d1^258d2^50 + (1 + 3a + 1a^2)d1^259d2^50 + (4 + 2a + 4a^2)d1^260d2^50 + (4 + 3a + 3a^2)d1^261d2^50 + (0 + 3a + 0a^2)d1^262d2^50 + (4 + 0a + 3a^2)d1^263d2^50 + (2 + 0a + 4a^2)d1^264d2^50 + (1 + 2a + 2a^2)d1^265d2^50 + (0 + 3a + 0a^2)d1^266d2^50 + (0 + 2a + 1a^2)d1^267d2^50 + (1 + 3a + 4a^2)d1^268d2^50 + (3 + 0a + 3a^2)d1^270d2^50 + (2 + 1a + 0a^2)d1^271d2^50 + (1 + 1a + 3a^2)d1^272d2^50 + (0 + 2a + 4a^2)d1^273d2^50 + (3 + 3a + 3a^2)d1^274d2^50 + (0 + 1a + 0a^2)d1^275d2^50 + (1 + 3a + 3a^2)d1^276d2^50 + (3 + 2a + 1a^2)d1^277d2^50 + (2 + 1a + 2a^2)d1^278d2^50 + (3 + 1a + 3a^2)d1^279d2^50 + (0 + 0a + 2a^2)d1^280d2^50 + (0 + 4a + 2a^2)d1^281d2^50 + (4 + 2a + 0a^2)d1^282d2^50 + (3 + 4a + 4a^2)d1^283d2^50 + (4 + 2a + 4a^2)d1^284d2^50 + (2 + 2a + 0a^2)d1^285d2^50 + (4 + 0a + 0a^2)d1^286d2^50 + (3 + 1a + 0a^2)d1^287d2^50 + (0 + 1a + 1a^2)d1^288d2^50 + (2 + 4a + 3a^2)d1^289d2^50 + (2 + 3a + 0a^2)d1^290d2^50 + (0 + 3a + 4a^2)d1^291d2^50 + (4 + 3a + 1a^2)d1^292d2^50 + (4 + 3a + 0a^2)d1^293d2^50 + (1 + 0a + 1a^2)d2^51 + (0 + 1a + 2a^2)d1^1d2^51 + (4 + 4a + 1a^2)d1^2d2^51 + (4 + 3a + 3a^2)d1^3d2^51 + (1 + 0a + 4a^2)d1^4d2^51 + (3 + 4a + 3a^2)d1^5d2^51 + (0 + 2a + 3a^2)d1^6d2^51 + (1 + 2a + 1a^2)d1^7d2^51 + (3 + 3a + 3a^2)d1^8d2^51 + (1 + 1a + 2a^2)d1^9d2^51 + (0 + 2a + 1a^2)d1^10d2^51 + (4 + 3a + 1a^2)d1^11d2^51 + (3 + 3a + 0a^2)d1^12d2^51 + (4 + 1a + 3a^2)d1^13d2^51 + (2 + 0a + 3a^2)d1^14d2^51 + (2 + 4a + 2a^2)d1^15d2^51 + (1 + 3a + 1a^2)d1^16d2^51 + (2 + 0a + 3a^2)d1^17d2^51 + (3 + 1a + 3a^2)d1^18d2^51 + (1 + 3a + 3a^2)d1^19d2^51 + (0 + 2a + 4a^2)d1^20d2^51 + (4 + 3a + 0a^2)d1^21d2^51 + (4 + 4a + 0a^2)d1^22d2^51 + (4 + 0a + 0a^2)d1^23d2^51 + (3 + 1a + 1a^2)d1^24d2^51 + (3 + 4a + 3a^2)d1^25d2^51 + (1 + 3a + 2a^2)d1^26d2^51 + (2 + 0a + 2a^2)d1^27d2^51 + (4 + 3a + 1a^2)d1^28d2^51 + (3 + 2a + 2a^2)d1^29d2^51 + (3 + 0a + 2a^2)d1^30d2^51 + (4 + 2a + 0a^2)d1^31d2^51 + (4 + 1a + 3a^2)d1^32d2^51 + (4 + 2a + 1a^2)d1^33d2^51 + (1 + 0a + 3a^2)d1^34d2^51 + (4 + 4a + 3a^2)d1^35d2^51 + (0 + 3a + 2a^2)d1^36d2^51 + (3 + 0a + 4a^2)d1^37d2^51 + (0 + 2a + 1a^2)d1^38d2^51 + (1 + 1a + 2a^2)d1^39d2^51 + (1 + 1a + 0a^2)d1^40d2^51 + (1 + 4a + 2a^2)d1^41d2^51 + (3 + 1a + 4a^2)d1^42d2^51 + (4 + 1a + 2a^2)d1^43d2^51 + (2 + 2a + 4a^2)d1^44d2^51 + (4 + 0a + 1a^2)d1^45d2^51 + (2 + 0a + 1a^2)d1^46d2^51 + (4 + 2a + 0a^2)d1^47d2^51 + (0 + 1a + 2a^2)d1^48d2^51 + (1 + 2a + 1a^2)d1^49d2^51 + (0 + 2a + 3a^2)d1^50d2^51 + (0 + 3a + 3a^2)d1^51d2^51 + (3 + 3a + 4a^2)d1^52d2^51 + (1 + 2a + 4a^2)d1^53d2^51 + (1 + 0a + 0a^2)d1^54d2^51 + (2 + 2a + 1a^2)d1^55d2^51 + (1 + 0a + 4a^2)d1^56d2^51 + (0 + 1a + 2a^2)d1^57d2^51 + (3 + 1a + 0a^2)d1^58d2^51 + (2 + 3a + 1a^2)d1^59d2^51 + (1 + 2a + 3a^2)d1^60d2^51 + (2 + 3a + 3a^2)d1^61d2^51 + (4 + 1a + 0a^2)d1^62d2^51 + (3 + 2a + 2a^2)d1^63d2^51 + (4 + 4a + 1a^2)d1^64d2^51 + (4 + 2a + 2a^2)d1^65d2^51 + (0 + 4a + 4a^2)d1^66d2^51 + (3 + 1a + 1a^2)d1^67d2^51 + (3 + 2a + 3a^2)d1^68d2^51 + (0 + 0a + 4a^2)d1^69d2^51 + (3 + 0a + 1a^2)d1^70d2^51 + (4 + 2a + 0a^2)d1^71d2^51 + (1 + 1a + 4a^2)d1^72d2^51 + (2 + 3a + 1a^2)d1^73d2^51 + (4 + 3a + 2a^2)d1^74d2^51 + (1 + 4a + 4a^2)d1^75d2^51 + (0 + 1a + 0a^2)d1^76d2^51 + (2 + 3a + 4a^2)d1^77d2^51 + (3 + 4a + 4a^2)d1^78d2^51 + (3 + 2a + 1a^2)d1^79d2^51 + (4 + 2a + 2a^2)d1^80d2^51 + (0 + 3a + 4a^2)d1^81d2^51 + (1 + 4a + 2a^2)d1^82d2^51 + (4 + 3a + 3a^2)d1^83d2^51 + (2 + 1a + 0a^2)d1^84d2^51 + (2 + 1a + 1a^2)d1^85d2^51 + (3 + 0a + 0a^2)d1^86d2^51 + (0 + 1a + 3a^2)d1^87d2^51 + (1 + 4a + 3a^2)d1^88d2^51 + (3 + 3a + 3a^2)d1^89d2^51 + (4 + 3a + 2a^2)d1^90d2^51 + (4 + 4a + 4a^2)d1^91d2^51 + (0 + 2a + 4a^2)d1^92d2^51 + (2 + 4a + 2a^2)d1^93d2^51 + (4 + 3a + 1a^2)d1^94d2^51 + (2 + 1a + 3a^2)d1^95d2^51 + (4 + 0a + 0a^2)d1^96d2^51 + (3 + 3a + 0a^2)d1^97d2^51 + (0 + 2a + 3a^2)d1^98d2^51 + (2 + 1a + 0a^2)d1^99d2^51 + (2 + 4a + 0a^2)d1^100d2^51 + (3 + 2a + 3a^2)d1^101d2^51 + (0 + 3a + 3a^2)d1^102d2^51 + (0 + 0a + 2a^2)d1^103d2^51 + (0 + 1a + 1a^2)d1^104d2^51 + (1 + 2a + 2a^2)d1^105d2^51 + (2 + 4a + 2a^2)d1^106d2^51 + (3 + 3a + 2a^2)d1^107d2^51 + (0 + 1a + 1a^2)d1^108d2^51 + (1 + 0a + 0a^2)d1^109d2^51 + (3 + 4a + 4a^2)d1^110d2^51 + (1 + 1a + 2a^2)d1^111d2^51 + (4 + 2a + 3a^2)d1^112d2^51 + (1 + 2a + 4a^2)d1^113d2^51 + (0 + 3a + 3a^2)d1^114d2^51 + (1 + 4a + 3a^2)d1^115d2^51 + (0 + 4a + 3a^2)d1^116d2^51 + (1 + 4a + 2a^2)d1^117d2^51 + (2 + 0a + 0a^2)d1^118d2^51 + (1 + 3a + 0a^2)d1^119d2^51 + (1 + 0a + 0a^2)d1^120d2^51 + (4 + 4a + 1a^2)d1^121d2^51 + (4 + 1a + 1a^2)d1^122d2^51 + (3 + 4a + 3a^2)d1^123d2^51 + (0 + 1a + 1a^2)d1^124d2^51 + (3 + 2a + 1a^2)d1^125d2^51 + (2 + 0a + 1a^2)d1^126d2^51 + (1 + 4a + 3a^2)d1^127d2^51 + (4 + 1a + 2a^2)d1^128d2^51 + (0 + 1a + 4a^2)d1^129d2^51 + (3 + 4a + 4a^2)d1^130d2^51 + (3 + 4a + 3a^2)d1^131d2^51 + (1 + 3a + 3a^2)d1^132d2^51 + (1 + 2a + 2a^2)d1^133d2^51 + (4 + 3a + 1a^2)d1^134d2^51 + (4 + 2a + 0a^2)d1^135d2^51 + (1 + 0a + 0a^2)d1^136d2^51 + (4 + 3a + 4a^2)d1^137d2^51 + (0 + 4a + 2a^2)d1^138d2^51 + (1 + 2a + 2a^2)d1^139d2^51 + (1 + 2a + 0a^2)d1^140d2^51 + (1 + 0a + 0a^2)d1^141d2^51 + (4 + 4a + 1a^2)d1^142d2^51 + (1 + 3a + 2a^2)d1^143d2^51 + (0 + 0a + 3a^2)d1^144d2^51 + (3 + 2a + 1a^2)d1^145d2^51 + (1 + 3a + 3a^2)d1^146d2^51 + (0 + 2a + 1a^2)d1^147d2^51 + (2 + 3a + 2a^2)d1^148d2^51 + (2 + 2a + 1a^2)d1^149d2^51 + (4 + 3a + 3a^2)d1^150d2^51 + (2 + 2a + 2a^2)d1^151d2^51 + (4 + 0a + 2a^2)d1^152d2^51 + (1 + 0a + 3a^2)d1^153d2^51 + (0 + 4a + 3a^2)d1^154d2^51 + (4 + 1a + 1a^2)d1^155d2^51 + (1 + 1a + 2a^2)d1^156d2^51 + (3 + 4a + 1a^2)d1^157d2^51 + (2 + 0a + 0a^2)d1^158d2^51 + (0 + 3a + 1a^2)d1^159d2^51 + (1 + 2a + 4a^2)d1^160d2^51 + (4 + 3a + 2a^2)d1^161d2^51 + (4 + 3a + 0a^2)d1^162d2^51 + (3 + 2a + 3a^2)d1^163d2^51 + (2 + 4a + 0a^2)d1^164d2^51 + (3 + 3a + 1a^2)d1^165d2^51 + (4 + 1a + 2a^2)d1^166d2^51 + (0 + 0a + 1a^2)d1^167d2^51 + (3 + 2a + 2a^2)d1^168d2^51 + (1 + 0a + 2a^2)d1^169d2^51 + (4 + 3a + 2a^2)d1^170d2^51 + (0 + 2a + 0a^2)d1^171d2^51 + (3 + 0a + 3a^2)d1^172d2^51 + (1 + 3a + 2a^2)d1^173d2^51 + (2 + 4a + 3a^2)d1^174d2^51 + (4 + 3a + 0a^2)d1^175d2^51 + (1 + 4a + 1a^2)d1^176d2^51 + (3 + 2a + 0a^2)d1^177d2^51 + (3 + 0a + 0a^2)d1^178d2^51 + (2 + 1a + 0a^2)d1^179d2^51 + (0 + 3a + 1a^2)d1^180d2^51 + (1 + 0a + 4a^2)d1^181d2^51 + (0 + 1a + 0a^2)d1^182d2^51 + (4 + 2a + 0a^2)d1^183d2^51 + (4 + 3a + 0a^2)d1^184d2^51 + (2 + 2a + 4a^2)d1^185d2^51 + (0 + 3a + 1a^2)d1^186d2^51 + (2 + 4a + 2a^2)d1^187d2^51 + (2 + 4a + 1a^2)d1^188d2^51 + (4 + 0a + 4a^2)d1^189d2^51 + (0 + 2a + 0a^2)d1^190d2^51 + (3 + 2a + 1a^2)d1^191d2^51 + (2 + 0a + 4a^2)d1^192d2^51 + (2 + 2a + 1a^2)d1^193d2^51 + (3 + 2a + 2a^2)d1^194d2^51 + (0 + 0a + 1a^2)d1^195d2^51 + (4 + 1a + 2a^2)d1^196d2^51 + (2 + 0a + 2a^2)d1^197d2^51 + (4 + 1a + 3a^2)d1^198d2^51 + (2 + 0a + 0a^2)d1^199d2^51 + (3 + 1a + 0a^2)d1^200d2^51 + (3 + 3a + 0a^2)d1^201d2^51 + (4 + 3a + 4a^2)d1^202d2^51 + (2 + 4a + 3a^2)d1^203d2^51 + (1 + 3a + 2a^2)d1^204d2^51 + (1 + 3a + 2a^2)d1^205d2^51 + (3 + 4a + 2a^2)d1^206d2^51 + (3 + 1a + 4a^2)d1^207d2^51 + (2 + 2a + 2a^2)d1^208d2^51 + (3 + 2a + 1a^2)d1^209d2^51 + (3 + 4a + 2a^2)d1^210d2^51 + (2 + 2a + 1a^2)d1^211d2^51 + (0 + 0a + 1a^2)d1^212d2^51 + (3 + 0a + 2a^2)d1^213d2^51 + (3 + 2a + 1a^2)d1^214d2^51 + (3 + 1a + 2a^2)d1^215d2^51 + (1 + 1a + 1a^2)d1^216d2^51 + (2 + 3a + 1a^2)d1^217d2^51 + (4 + 0a + 3a^2)d1^218d2^51 + (2 + 0a + 1a^2)d1^219d2^51 + (2 + 2a + 3a^2)d1^220d2^51 + (1 + 1a + 3a^2)d1^221d2^51 + (1 + 2a + 0a^2)d1^222d2^51 + (4 + 2a + 0a^2)d1^223d2^51 + (2 + 4a + 1a^2)d1^224d2^51 + (1 + 2a + 3a^2)d1^225d2^51 + (0 + 4a + 4a^2)d1^226d2^51 + (3 + 4a + 0a^2)d1^227d2^51 + (2 + 4a + 1a^2)d1^228d2^51 + (3 + 1a + 4a^2)d1^229d2^51 + (2 + 0a + 4a^2)d1^230d2^51 + (1 + 0a + 4a^2)d1^231d2^51 + (4 + 4a + 3a^2)d1^232d2^51 + (3 + 1a + 1a^2)d1^233d2^51 + (2 + 1a + 2a^2)d1^234d2^51 + (2 + 1a + 1a^2)d1^235d2^51 + (0 + 1a + 3a^2)d1^236d2^51 + (1 + 3a + 4a^2)d1^237d2^51 + (3 + 0a + 0a^2)d1^238d2^51 + (0 + 3a + 0a^2)d1^239d2^51 + (1 + 0a + 0a^2)d1^240d2^51 + (2 + 1a + 3a^2)d1^241d2^51 + (4 + 1a + 2a^2)d1^242d2^51 + (2 + 2a + 3a^2)d1^243d2^51 + (1 + 4a + 1a^2)d1^244d2^51 + (2 + 4a + 1a^2)d1^245d2^51 + (2 + 4a + 0a^2)d1^246d2^51 + (2 + 4a + 3a^2)d1^247d2^51 + (3 + 2a + 3a^2)d1^248d2^51 + (1 + 4a + 0a^2)d1^249d2^51 + (1 + 2a + 1a^2)d1^250d2^51 + (2 + 4a + 3a^2)d1^251d2^51 + (4 + 0a + 4a^2)d1^252d2^51 + (4 + 0a + 4a^2)d1^253d2^51 + (2 + 2a + 4a^2)d1^254d2^51 + (4 + 0a + 1a^2)d1^255d2^51 + (0 + 0a + 4a^2)d1^256d2^51 + (0 + 3a + 4a^2)d1^257d2^51 + (1 + 2a + 4a^2)d1^258d2^51 + (1 + 1a + 0a^2)d1^259d2^51 + (2 + 3a + 0a^2)d1^260d2^51 + (4 + 1a + 4a^2)d1^261d2^51 + (3 + 0a + 4a^2)d1^262d2^51 + (4 + 1a + 4a^2)d1^263d2^51 + (3 + 0a + 4a^2)d1^264d2^51 + (0 + 3a + 4a^2)d1^265d2^51 + (0 + 0a + 1a^2)d1^266d2^51 + (2 + 4a + 4a^2)d1^267d2^51 + (4 + 0a + 3a^2)d1^268d2^51 + (1 + 0a + 3a^2)d1^269d2^51 + (0 + 2a + 2a^2)d1^270d2^51 + (4 + 0a + 2a^2)d1^271d2^51 + (4 + 4a + 1a^2)d1^272d2^51 + (1 + 3a + 2a^2)d1^273d2^51 + (4 + 3a + 0a^2)d1^274d2^51 + (4 + 0a + 2a^2)d1^275d2^51 + (0 + 1a + 1a^2)d1^276d2^51 + (4 + 4a + 2a^2)d1^277d2^51 + (3 + 1a + 3a^2)d1^278d2^51 + (2 + 4a + 1a^2)d1^279d2^51 + (3 + 4a + 1a^2)d1^280d2^51 + (3 + 3a + 0a^2)d1^281d2^51 + (3 + 4a + 1a^2)d1^282d2^51 + (0 + 4a + 0a^2)d1^283d2^51 + (1 + 3a + 4a^2)d1^284d2^51 + (3 + 3a + 0a^2)d1^285d2^51 + (1 + 0a + 4a^2)d1^286d2^51 + (2 + 3a + 3a^2)d1^287d2^51 + (3 + 1a + 3a^2)d1^288d2^51 + (0 + 3a + 4a^2)d1^289d2^51 + (3 + 0a + 0a^2)d1^290d2^51 + (1 + 4a + 4a^2)d1^291d2^51 + (1 + 2a + 4a^2)d1^292d2^51 + (0 + 2a + 1a^2)d1^293d2^51 + (1 + 3a + 2a^2)d2^52 + (3 + 2a + 4a^2)d1^1d2^52 + (2 + 3a + 4a^2)d1^2d2^52 + (2 + 2a + 2a^2)d1^3d2^52 + (4 + 0a + 1a^2)d1^4d2^52 + (4 + 2a + 3a^2)d1^5d2^52 + (2 + 4a + 1a^2)d1^6d2^52 + (2 + 3a + 0a^2)d1^7d2^52 + (4 + 1a + 3a^2)d1^8d2^52 + (1 + 2a + 0a^2)d1^9d2^52 + (3 + 4a + 3a^2)d1^10d2^52 + (0 + 4a + 0a^2)d1^11d2^52 + (1 + 2a + 3a^2)d1^12d2^52 + (3 + 1a + 1a^2)d1^13d2^52 + (0 + 3a + 1a^2)d1^14d2^52 + (0 + 4a + 1a^2)d1^15d2^52 + (3 + 0a + 4a^2)d1^16d2^52 + (1 + 0a + 4a^2)d1^17d2^52 + (0 + 0a + 4a^2)d1^18d2^52 + (0 + 4a + 1a^2)d1^19d2^52 + (3 + 3a + 1a^2)d1^20d2^52 + (1 + 4a + 3a^2)d1^21d2^52 + (3 + 3a + 2a^2)d1^22d2^52 + (3 + 0a + 3a^2)d1^23d2^52 + (2 + 4a + 1a^2)d1^24d2^52 + (3 + 0a + 1a^2)d1^25d2^52 + (4 + 0a + 4a^2)d1^26d2^52 + (1 + 1a + 1a^2)d1^27d2^52 + (4 + 0a + 3a^2)d1^28d2^52 + (0 + 4a + 1a^2)d1^29d2^52 + (3 + 0a + 2a^2)d1^30d2^52 + (4 + 0a + 0a^2)d1^31d2^52 + (4 + 1a + 4a^2)d1^32d2^52 + (1 + 2a + 2a^2)d1^33d2^52 + (4 + 1a + 3a^2)d1^34d2^52 + (3 + 3a + 2a^2)d1^35d2^52 + (3 + 1a + 4a^2)d1^36d2^52 + (3 + 4a + 1a^2)d1^37d2^52 + (2 + 3a + 3a^2)d1^38d2^52 + (0 + 4a + 4a^2)d1^39d2^52 + (2 + 3a + 2a^2)d1^40d2^52 + (2 + 3a + 2a^2)d1^41d2^52 + (2 + 4a + 2a^2)d1^42d2^52 + (2 + 1a + 2a^2)d1^43d2^52 + (3 + 2a + 0a^2)d1^44d2^52 + (3 + 2a + 0a^2)d1^45d2^52 + (1 + 1a + 1a^2)d1^46d2^52 + (2 + 2a + 4a^2)d1^47d2^52 + (3 + 1a + 1a^2)d1^48d2^52 + (3 + 4a + 1a^2)d1^49d2^52 + (3 + 3a + 1a^2)d1^50d2^52 + (2 + 2a + 0a^2)d1^51d2^52 + (3 + 4a + 0a^2)d1^52d2^52 + (3 + 2a + 4a^2)d1^53d2^52 + (4 + 3a + 3a^2)d1^54d2^52 + (3 + 2a + 1a^2)d1^55d2^52 + (3 + 1a + 0a^2)d1^56d2^52 + (1 + 2a + 4a^2)d1^57d2^52 + (0 + 1a + 1a^2)d1^58d2^52 + (1 + 3a + 0a^2)d1^59d2^52 + (4 + 2a + 3a^2)d1^60d2^52 + (4 + 2a + 1a^2)d1^61d2^52 + (2 + 3a + 4a^2)d1^62d2^52 + (1 + 4a + 0a^2)d1^63d2^52 + (4 + 2a + 1a^2)d1^64d2^52 + (1 + 1a + 2a^2)d1^65d2^52 + (2 + 4a + 3a^2)d1^66d2^52 + (3 + 1a + 0a^2)d1^67d2^52 + (1 + 0a + 3a^2)d1^68d2^52 + (1 + 1a + 1a^2)d1^69d2^52 + (0 + 4a + 0a^2)d1^70d2^52 + (4 + 1a + 2a^2)d1^71d2^52 + (3 + 4a + 4a^2)d1^72d2^52 + (4 + 3a + 2a^2)d1^73d2^52 + (3 + 0a + 0a^2)d1^74d2^52 + (0 + 0a + 2a^2)d1^75d2^52 + (0 + 0a + 1a^2)d1^76d2^52 + (2 + 0a + 3a^2)d1^77d2^52 + (0 + 3a + 1a^2)d1^78d2^52 + (3 + 4a + 2a^2)d1^79d2^52 + (1 + 4a + 1a^2)d1^80d2^52 + (3 + 1a + 0a^2)d1^81d2^52 + (3 + 0a + 0a^2)d1^82d2^52 + (0 + 3a + 3a^2)d1^83d2^52 + (0 + 3a + 4a^2)d1^84d2^52 + (3 + 3a + 1a^2)d1^85d2^52 + (3 + 1a + 1a^2)d1^86d2^52 + (0 + 1a + 2a^2)d1^87d2^52 + (3 + 0a + 2a^2)d1^88d2^52 + (0 + 1a + 4a^2)d1^89d2^52 + (4 + 4a + 1a^2)d1^90d2^52 + (1 + 1a + 3a^2)d1^91d2^52 + (4 + 3a + 3a^2)d1^92d2^52 + (3 + 2a + 0a^2)d1^93d2^52 + (0 + 1a + 4a^2)d1^94d2^52 + (3 + 4a + 2a^2)d1^95d2^52 + (3 + 4a + 3a^2)d1^96d2^52 + (3 + 4a + 2a^2)d1^97d2^52 + (3 + 0a + 0a^2)d1^98d2^52 + (3 + 1a + 3a^2)d1^99d2^52 + (0 + 4a + 2a^2)d1^100d2^52 + (0 + 4a + 2a^2)d1^101d2^52 + (1 + 2a + 3a^2)d1^102d2^52 + (3 + 1a + 0a^2)d1^103d2^52 + (0 + 0a + 3a^2)d1^104d2^52 + (3 + 4a + 1a^2)d1^105d2^52 + (1 + 2a + 4a^2)d1^106d2^52 + (4 + 4a + 3a^2)d1^107d2^52 + (2 + 4a + 0a^2)d1^108d2^52 + (0 + 0a + 3a^2)d1^109d2^52 + (4 + 3a + 2a^2)d1^110d2^52 + (3 + 2a + 1a^2)d1^111d2^52 + (4 + 3a + 0a^2)d1^112d2^52 + (3 + 3a + 3a^2)d1^113d2^52 + (0 + 4a + 1a^2)d1^114d2^52 + (3 + 2a + 4a^2)d1^115d2^52 + (0 + 2a + 2a^2)d1^116d2^52 + (2 + 1a + 0a^2)d1^117d2^52 + (4 + 2a + 1a^2)d1^118d2^52 + (2 + 4a + 1a^2)d1^119d2^52 + (3 + 4a + 4a^2)d1^120d2^52 + (4 + 2a + 4a^2)d1^121d2^52 + (3 + 0a + 3a^2)d1^122d2^52 + (2 + 4a + 4a^2)d1^123d2^52 + (2 + 2a + 2a^2)d1^124d2^52 + (3 + 2a + 1a^2)d1^125d2^52 + (1 + 0a + 0a^2)d1^126d2^52 + (4 + 2a + 1a^2)d1^127d2^52 + (1 + 2a + 2a^2)d1^128d2^52 + (0 + 1a + 2a^2)d1^129d2^52 + (0 + 4a + 3a^2)d1^130d2^52 + (2 + 3a + 2a^2)d1^131d2^52 + (3 + 1a + 2a^2)d1^132d2^52 + (3 + 2a + 2a^2)d1^133d2^52 + (1 + 0a + 1a^2)d1^135d2^52 + (4 + 0a + 2a^2)d1^136d2^52 + (4 + 1a + 1a^2)d1^137d2^52 + (4 + 0a + 0a^2)d1^138d2^52 + (2 + 1a + 1a^2)d1^139d2^52 + (4 + 4a + 2a^2)d1^140d2^52 + (0 + 4a + 2a^2)d1^141d2^52 + (1 + 3a + 2a^2)d1^142d2^52 + (4 + 4a + 0a^2)d1^143d2^52 + (2 + 1a + 1a^2)d1^144d2^52 + (2 + 2a + 0a^2)d1^145d2^52 + (2 + 1a + 4a^2)d1^146d2^52 + (4 + 1a + 4a^2)d1^147d2^52 + (2 + 2a + 3a^2)d1^148d2^52 + (4 + 4a + 1a^2)d1^149d2^52 + (0 + 1a + 4a^2)d1^150d2^52 + (1 + 1a + 4a^2)d1^151d2^52 + (0 + 3a + 4a^2)d1^152d2^52 + (0 + 2a + 3a^2)d1^153d2^52 + (4 + 2a + 4a^2)d1^154d2^52 + (4 + 3a + 1a^2)d1^155d2^52 + (0 + 2a + 3a^2)d1^156d2^52 + (3 + 2a + 0a^2)d1^157d2^52 + (4 + 2a + 4a^2)d1^158d2^52 + (1 + 1a + 2a^2)d1^159d2^52 + (1 + 0a + 3a^2)d1^160d2^52 + (0 + 0a + 4a^2)d1^161d2^52 + (2 + 4a + 3a^2)d1^162d2^52 + (2 + 1a + 3a^2)d1^163d2^52 + (3 + 1a + 3a^2)d1^164d2^52 + (0 + 4a + 0a^2)d1^165d2^52 + (3 + 4a + 1a^2)d1^166d2^52 + (2 + 3a + 4a^2)d1^167d2^52 + (2 + 0a + 4a^2)d1^168d2^52 + (1 + 1a + 1a^2)d1^169d2^52 + (3 + 2a + 3a^2)d1^170d2^52 + (4 + 0a + 2a^2)d1^171d2^52 + (0 + 3a + 2a^2)d1^172d2^52 + (4 + 2a + 1a^2)d1^173d2^52 + (3 + 4a + 0a^2)d1^174d2^52 + (2 + 3a + 2a^2)d1^175d2^52 + (1 + 4a + 1a^2)d1^176d2^52 + (4 + 3a + 2a^2)d1^177d2^52 + (1 + 4a + 2a^2)d1^178d2^52 + (3 + 4a + 0a^2)d1^179d2^52 + (1 + 1a + 0a^2)d1^180d2^52 + (2 + 1a + 3a^2)d1^181d2^52 + (3 + 1a + 3a^2)d1^182d2^52 + (3 + 1a + 1a^2)d1^183d2^52 + (1 + 2a + 2a^2)d1^184d2^52 + (4 + 1a + 2a^2)d1^185d2^52 + (2 + 4a + 0a^2)d1^186d2^52 + (3 + 2a + 2a^2)d1^187d2^52 + (1 + 1a + 0a^2)d1^188d2^52 + (2 + 2a + 2a^2)d1^189d2^52 + (3 + 2a + 1a^2)d1^190d2^52 + (4 + 1a + 2a^2)d1^191d2^52 + (4 + 0a + 0a^2)d1^192d2^52 + (1 + 2a + 1a^2)d1^193d2^52 + (4 + 2a + 0a^2)d1^194d2^52 + (2 + 2a + 0a^2)d1^195d2^52 + (3 + 3a + 0a^2)d1^196d2^52 + (0 + 0a + 4a^2)d1^197d2^52 + (3 + 0a + 3a^2)d1^198d2^52 + (3 + 0a + 2a^2)d1^199d2^52 + (3 + 0a + 4a^2)d1^200d2^52 + (4 + 1a + 1a^2)d1^201d2^52 + (1 + 2a + 3a^2)d1^202d2^52 + (1 + 2a + 0a^2)d1^203d2^52 + (0 + 1a + 4a^2)d1^204d2^52 + (1 + 1a + 0a^2)d1^205d2^52 + (2 + 1a + 4a^2)d1^206d2^52 + (2 + 1a + 0a^2)d1^207d2^52 + (3 + 1a + 3a^2)d1^208d2^52 + (1 + 3a + 0a^2)d1^209d2^52 + (0 + 4a + 4a^2)d1^210d2^52 + (4 + 0a + 2a^2)d1^211d2^52 + (0 + 1a + 1a^2)d1^212d2^52 + (4 + 1a + 2a^2)d1^213d2^52 + (2 + 1a + 3a^2)d1^214d2^52 + (2 + 3a + 1a^2)d1^215d2^52 + (4 + 1a + 4a^2)d1^216d2^52 + (3 + 3a + 0a^2)d1^217d2^52 + (4 + 0a + 2a^2)d1^218d2^52 + (0 + 3a + 0a^2)d1^219d2^52 + (0 + 1a + 3a^2)d1^220d2^52 + (3 + 3a + 0a^2)d1^221d2^52 + (2 + 2a + 4a^2)d1^222d2^52 + (1 + 1a + 2a^2)d1^223d2^52 + (4 + 1a + 3a^2)d1^224d2^52 + (4 + 3a + 4a^2)d1^225d2^52 + (0 + 3a + 2a^2)d1^226d2^52 + (1 + 2a + 3a^2)d1^227d2^52 + (1 + 2a + 3a^2)d1^228d2^52 + (2 + 4a + 3a^2)d1^229d2^52 + (4 + 4a + 0a^2)d1^230d2^52 + (4 + 4a + 1a^2)d1^231d2^52 + (1 + 1a + 2a^2)d1^232d2^52 + (3 + 1a + 2a^2)d1^233d2^52 + (3 + 0a + 1a^2)d1^234d2^52 + (2 + 3a + 1a^2)d1^235d2^52 + (1 + 4a + 3a^2)d1^236d2^52 + (3 + 0a + 3a^2)d1^237d2^52 + (3 + 0a + 2a^2)d1^238d2^52 + (2 + 0a + 0a^2)d1^239d2^52 + (1 + 1a + 1a^2)d1^240d2^52 + (3 + 1a + 1a^2)d1^241d2^52 + (0 + 0a + 3a^2)d1^242d2^52 + (4 + 1a + 4a^2)d1^243d2^52 + (4 + 0a + 4a^2)d1^244d2^52 + (3 + 4a + 4a^2)d1^245d2^52 + (0 + 1a + 3a^2)d1^246d2^52 + (0 + 1a + 3a^2)d1^247d2^52 + (4 + 3a + 4a^2)d1^248d2^52 + (0 + 2a + 3a^2)d1^249d2^52 + (3 + 0a + 0a^2)d1^250d2^52 + (4 + 0a + 4a^2)d1^251d2^52 + (4 + 0a + 1a^2)d1^252d2^52 + (1 + 0a + 2a^2)d1^253d2^52 + (2 + 4a + 2a^2)d1^254d2^52 + (3 + 2a + 4a^2)d1^255d2^52 + (3 + 4a + 3a^2)d1^256d2^52 + (3 + 1a + 2a^2)d1^257d2^52 + (4 + 3a + 1a^2)d1^258d2^52 + (2 + 1a + 1a^2)d1^259d2^52 + (3 + 3a + 3a^2)d1^260d2^52 + (1 + 4a + 1a^2)d1^261d2^52 + (2 + 2a + 2a^2)d1^262d2^52 + (0 + 0a + 3a^2)d1^263d2^52 + (3 + 1a + 4a^2)d1^264d2^52 + (4 + 0a + 0a^2)d1^265d2^52 + (2 + 0a + 0a^2)d1^266d2^52 + (4 + 3a + 1a^2)d1^267d2^52 + (1 + 1a + 2a^2)d1^268d2^52 + (2 + 1a + 3a^2)d1^269d2^52 + (3 + 4a + 0a^2)d1^270d2^52 + (3 + 3a + 1a^2)d1^271d2^52 + (0 + 0a + 3a^2)d1^272d2^52 + (3 + 4a + 1a^2)d1^273d2^52 + (0 + 2a + 0a^2)d1^274d2^52 + (3 + 3a + 2a^2)d1^275d2^52 + (3 + 3a + 0a^2)d1^276d2^52 + (0 + 4a + 1a^2)d1^277d2^52 + (4 + 1a + 1a^2)d1^278d2^52 + (0 + 4a + 2a^2)d1^279d2^52 + (1 + 1a + 2a^2)d1^280d2^52 + (2 + 0a + 2a^2)d1^281d2^52 + (3 + 0a + 2a^2)d1^282d2^52 + (0 + 4a + 2a^2)d1^283d2^52 + (1 + 2a + 2a^2)d1^284d2^52 + (4 + 4a + 1a^2)d1^285d2^52 + (3 + 4a + 1a^2)d1^286d2^52 + (2 + 2a + 3a^2)d1^287d2^52 + (1 + 3a + 0a^2)d1^288d2^52 + (3 + 1a + 2a^2)d1^289d2^52 + (0 + 4a + 3a^2)d1^290d2^52 + (4 + 4a + 2a^2)d1^291d2^52 + (2 + 3a + 1a^2)d1^292d2^52 + (2 + 1a + 0a^2)d1^293d2^52 + (3 + 3a + 2a^2)d2^53 + (4 + 3a + 3a^2)d1^1d2^53 + (0 + 1a + 4a^2)d1^2d2^53 + (4 + 4a + 3a^2)d1^3d2^53 + (2 + 2a + 2a^2)d1^4d2^53 + (2 + 2a + 4a^2)d1^5d2^53 + (4 + 1a + 0a^2)d1^6d2^53 + (4 + 4a + 0a^2)d1^7d2^53 + (4 + 3a + 4a^2)d1^8d2^53 + (0 + 3a + 3a^2)d1^9d2^53 + (3 + 3a + 2a^2)d1^11d2^53 + (2 + 4a + 1a^2)d1^12d2^53 + (0 + 4a + 0a^2)d1^13d2^53 + (4 + 0a + 3a^2)d1^14d2^53 + (3 + 4a + 1a^2)d1^15d2^53 + (4 + 4a + 4a^2)d1^16d2^53 + (2 + 4a + 4a^2)d1^17d2^53 + (1 + 0a + 1a^2)d1^18d2^53 + (1 + 2a + 1a^2)d1^19d2^53 + (1 + 0a + 0a^2)d1^20d2^53 + (2 + 0a + 0a^2)d1^21d2^53 + (3 + 3a + 4a^2)d1^22d2^53 + (1 + 0a + 3a^2)d1^23d2^53 + (1 + 3a + 1a^2)d1^24d2^53 + (0 + 2a + 4a^2)d1^25d2^53 + (3 + 4a + 4a^2)d1^26d2^53 + (1 + 2a + 4a^2)d1^27d2^53 + (0 + 3a + 4a^2)d1^28d2^53 + (2 + 3a + 3a^2)d1^29d2^53 + (4 + 2a + 4a^2)d1^30d2^53 + (3 + 1a + 1a^2)d1^31d2^53 + (2 + 3a + 0a^2)d1^32d2^53 + (2 + 1a + 3a^2)d1^33d2^53 + (1 + 3a + 3a^2)d1^34d2^53 + (3 + 4a + 2a^2)d1^35d2^53 + (3 + 4a + 2a^2)d1^36d2^53 + (4 + 1a + 4a^2)d1^37d2^53 + (1 + 0a + 4a^2)d1^38d2^53 + (1 + 4a + 3a^2)d1^39d2^53 + (0 + 0a + 4a^2)d1^40d2^53 + (4 + 1a + 2a^2)d1^41d2^53 + (2 + 2a + 1a^2)d1^42d2^53 + (2 + 4a + 2a^2)d1^43d2^53 + (0 + 0a + 4a^2)d1^44d2^53 + (0 + 2a + 0a^2)d1^45d2^53 + (3 + 1a + 1a^2)d1^46d2^53 + (1 + 2a + 1a^2)d1^47d2^53 + (3 + 0a + 1a^2)d1^48d2^53 + (0 + 2a + 1a^2)d1^49d2^53 + (2 + 0a + 0a^2)d1^50d2^53 + (1 + 2a + 3a^2)d1^51d2^53 + (2 + 1a + 0a^2)d1^52d2^53 + (3 + 0a + 0a^2)d1^53d2^53 + (0 + 3a + 1a^2)d1^54d2^53 + (1 + 0a + 2a^2)d1^55d2^53 + (3 + 2a + 0a^2)d1^56d2^53 + (0 + 1a + 3a^2)d1^57d2^53 + (0 + 0a + 4a^2)d1^58d2^53 + (4 + 1a + 1a^2)d1^59d2^53 + (2 + 2a + 0a^2)d1^61d2^53 + (4 + 4a + 4a^2)d1^62d2^53 + (3 + 1a + 4a^2)d1^63d2^53 + (2 + 1a + 1a^2)d1^64d2^53 + (4 + 4a + 1a^2)d1^65d2^53 + (4 + 4a + 1a^2)d1^66d2^53 + (3 + 4a + 0a^2)d1^67d2^53 + (4 + 3a + 3a^2)d1^68d2^53 + (2 + 4a + 3a^2)d1^69d2^53 + (2 + 4a + 2a^2)d1^70d2^53 + (2 + 1a + 2a^2)d1^71d2^53 + (4 + 4a + 2a^2)d1^72d2^53 + (4 + 4a + 0a^2)d1^73d2^53 + (0 + 3a + 0a^2)d1^74d2^53 + (3 + 4a + 1a^2)d1^75d2^53 + (0 + 0a + 2a^2)d1^76d2^53 + (2 + 1a + 3a^2)d1^77d2^53 + (3 + 3a + 1a^2)d1^78d2^53 + (2 + 0a + 3a^2)d1^79d2^53 + (4 + 1a + 2a^2)d1^80d2^53 + (4 + 4a + 1a^2)d1^81d2^53 + (4 + 1a + 3a^2)d1^82d2^53 + (0 + 4a + 3a^2)d1^83d2^53 + (3 + 1a + 3a^2)d1^84d2^53 + (1 + 2a + 0a^2)d1^85d2^53 + (4 + 1a + 1a^2)d1^86d2^53 + (1 + 0a + 0a^2)d1^87d2^53 + (2 + 1a + 0a^2)d1^88d2^53 + (1 + 0a + 4a^2)d1^89d2^53 + (3 + 1a + 1a^2)d1^90d2^53 + (0 + 1a + 1a^2)d1^91d2^53 + (0 + 2a + 1a^2)d1^92d2^53 + (0 + 2a + 4a^2)d1^93d2^53 + (1 + 2a + 0a^2)d1^94d2^53 + (3 + 2a + 0a^2)d1^95d2^53 + (0 + 4a + 3a^2)d1^96d2^53 + (0 + 4a + 0a^2)d1^97d2^53 + (1 + 2a + 0a^2)d1^98d2^53 + (4 + 2a + 4a^2)d1^99d2^53 + (1 + 0a + 3a^2)d1^100d2^53 + (0 + 0a + 2a^2)d1^101d2^53 + (4 + 1a + 3a^2)d1^102d2^53 + (2 + 0a + 3a^2)d1^103d2^53 + (0 + 0a + 4a^2)d1^104d2^53 + (0 + 4a + 1a^2)d1^105d2^53 + (3 + 1a + 0a^2)d1^106d2^53 + (4 + 1a + 1a^2)d1^107d2^53 + (3 + 0a + 4a^2)d1^108d2^53 + (1 + 0a + 1a^2)d1^109d2^53 + (4 + 1a + 1a^2)d1^110d2^53 + (0 + 1a + 3a^2)d1^111d2^53 + (2 + 1a + 3a^2)d1^112d2^53 + (3 + 4a + 2a^2)d1^113d2^53 + (2 + 0a + 2a^2)d1^114d2^53 + (3 + 4a + 1a^2)d1^115d2^53 + (1 + 4a + 1a^2)d1^116d2^53 + (2 + 4a + 1a^2)d1^117d2^53 + (4 + 0a + 0a^2)d1^118d2^53 + (2 + 3a + 4a^2)d1^119d2^53 + (0 + 1a + 0a^2)d1^120d2^53 + (2 + 3a + 0a^2)d1^121d2^53 + (2 + 3a + 1a^2)d1^122d2^53 + (0 + 0a + 3a^2)d1^123d2^53 + (1 + 0a + 2a^2)d1^124d2^53 + (0 + 0a + 1a^2)d1^125d2^53 + (2 + 2a + 2a^2)d1^126d2^53 + (2 + 0a + 4a^2)d1^127d2^53 + (4 + 1a + 3a^2)d1^128d2^53 + (0 + 0a + 3a^2)d1^129d2^53 + (0 + 4a + 3a^2)d1^130d2^53 + (0 + 1a + 3a^2)d1^131d2^53 + (0 + 2a + 2a^2)d1^132d2^53 + (2 + 0a + 4a^2)d1^133d2^53 + (2 + 1a + 0a^2)d1^134d2^53 + (4 + 0a + 1a^2)d1^135d2^53 + (0 + 3a + 4a^2)d1^136d2^53 + (0 + 1a + 1a^2)d1^137d2^53 + (3 + 2a + 1a^2)d1^138d2^53 + (4 + 4a + 1a^2)d1^139d2^53 + (4 + 3a + 4a^2)d1^140d2^53 + (0 + 0a + 1a^2)d1^141d2^53 + (1 + 1a + 4a^2)d1^142d2^53 + (3 + 0a + 2a^2)d1^143d2^53 + (2 + 2a + 2a^2)d1^144d2^53 + (1 + 4a + 4a^2)d1^145d2^53 + (4 + 2a + 3a^2)d1^146d2^53 + (0 + 3a + 0a^2)d1^147d2^53 + (0 + 4a + 3a^2)d1^148d2^53 + (3 + 2a + 0a^2)d1^149d2^53 + (1 + 0a + 0a^2)d1^150d2^53 + (0 + 0a + 3a^2)d1^151d2^53 + (0 + 1a + 2a^2)d1^152d2^53 + (0 + 2a + 4a^2)d1^153d2^53 + (4 + 3a + 2a^2)d1^154d2^53 + (4 + 1a + 1a^2)d1^155d2^53 + (4 + 4a + 4a^2)d1^156d2^53 + (2 + 0a + 0a^2)d1^157d2^53 + (4 + 4a + 0a^2)d1^158d2^53 + (0 + 4a + 3a^2)d1^159d2^53 + (2 + 0a + 4a^2)d1^160d2^53 + (2 + 1a + 4a^2)d1^161d2^53 + (0 + 1a + 0a^2)d1^162d2^53 + (3 + 1a + 2a^2)d1^163d2^53 + (3 + 0a + 1a^2)d1^164d2^53 + (4 + 4a + 4a^2)d1^165d2^53 + (2 + 1a + 1a^2)d1^166d2^53 + (4 + 2a + 3a^2)d1^167d2^53 + (4 + 3a + 2a^2)d1^168d2^53 + (0 + 2a + 2a^2)d1^169d2^53 + (4 + 3a + 3a^2)d1^170d2^53 + (2 + 3a + 3a^2)d1^171d2^53 + (3 + 3a + 1a^2)d1^172d2^53 + (4 + 1a + 3a^2)d1^173d2^53 + (3 + 1a + 4a^2)d1^174d2^53 + (2 + 2a + 4a^2)d1^175d2^53 + (0 + 0a + 1a^2)d1^176d2^53 + (2 + 1a + 3a^2)d1^177d2^53 + (1 + 1a + 1a^2)d1^178d2^53 + (3 + 4a + 2a^2)d1^179d2^53 + (4 + 0a + 4a^2)d1^180d2^53 + (3 + 0a + 0a^2)d1^181d2^53 + (2 + 3a + 2a^2)d1^182d2^53 + (4 + 4a + 0a^2)d1^183d2^53 + (2 + 3a + 4a^2)d1^184d2^53 + (1 + 3a + 0a^2)d1^185d2^53 + (3 + 3a + 4a^2)d1^186d2^53 + (1 + 1a + 4a^2)d1^187d2^53 + (1 + 0a + 1a^2)d1^188d2^53 + (1 + 4a + 4a^2)d1^189d2^53 + (4 + 4a + 0a^2)d1^190d2^53 + (1 + 4a + 2a^2)d1^191d2^53 + (3 + 3a + 1a^2)d1^192d2^53 + (2 + 0a + 0a^2)d1^193d2^53 + (2 + 2a + 0a^2)d1^194d2^53 + (1 + 0a + 4a^2)d1^195d2^53 + (4 + 3a + 1a^2)d1^196d2^53 + (0 + 0a + 2a^2)d1^197d2^53 + (3 + 4a + 3a^2)d1^198d2^53 + (4 + 2a + 0a^2)d1^199d2^53 + (3 + 4a + 4a^2)d1^200d2^53 + (1 + 0a + 4a^2)d1^201d2^53 + (0 + 3a + 0a^2)d1^202d2^53 + (4 + 2a + 2a^2)d1^203d2^53 + (3 + 0a + 3a^2)d1^204d2^53 + (2 + 4a + 4a^2)d1^205d2^53 + (1 + 2a + 3a^2)d1^206d2^53 + (3 + 1a + 3a^2)d1^207d2^53 + (0 + 3a + 2a^2)d1^208d2^53 + (1 + 2a + 1a^2)d1^209d2^53 + (3 + 4a + 4a^2)d1^210d2^53 + (1 + 3a + 0a^2)d1^211d2^53 + (1 + 2a + 1a^2)d1^212d2^53 + (1 + 3a + 2a^2)d1^213d2^53 + (0 + 1a + 3a^2)d1^214d2^53 + (0 + 4a + 3a^2)d1^215d2^53 + (0 + 2a + 0a^2)d1^216d2^53 + (2 + 2a + 2a^2)d1^217d2^53 + (3 + 1a + 0a^2)d1^218d2^53 + (2 + 1a + 4a^2)d1^219d2^53 + (1 + 0a + 4a^2)d1^220d2^53 + (0 + 2a + 2a^2)d1^221d2^53 + (3 + 0a + 0a^2)d1^222d2^53 + (1 + 0a + 1a^2)d1^223d2^53 + (4 + 0a + 4a^2)d1^224d2^53 + (2 + 2a + 4a^2)d1^225d2^53 + (3 + 2a + 4a^2)d1^226d2^53 + (4 + 0a + 0a^2)d1^227d2^53 + (1 + 4a + 1a^2)d1^228d2^53 + (3 + 1a + 0a^2)d1^229d2^53 + (1 + 1a + 4a^2)d1^230d2^53 + (0 + 4a + 1a^2)d1^231d2^53 + (0 + 1a + 1a^2)d1^232d2^53 + (1 + 4a + 0a^2)d1^233d2^53 + (2 + 1a + 3a^2)d1^234d2^53 + (3 + 1a + 0a^2)d1^235d2^53 + (3 + 1a + 3a^2)d1^236d2^53 + (1 + 0a + 0a^2)d1^237d2^53 + (2 + 1a + 4a^2)d1^238d2^53 + (2 + 2a + 4a^2)d1^239d2^53 + (1 + 3a + 1a^2)d1^240d2^53 + (1 + 2a + 0a^2)d1^241d2^53 + (1 + 3a + 0a^2)d1^242d2^53 + (4 + 1a + 0a^2)d1^243d2^53 + (1 + 4a + 1a^2)d1^244d2^53 + (2 + 0a + 1a^2)d1^245d2^53 + (2 + 1a + 1a^2)d1^246d2^53 + (1 + 0a + 1a^2)d1^247d2^53 + (3 + 3a + 3a^2)d1^248d2^53 + (2 + 4a + 3a^2)d1^249d2^53 + (4 + 4a + 1a^2)d1^250d2^53 + (4 + 1a + 0a^2)d1^251d2^53 + (3 + 2a + 4a^2)d1^252d2^53 + (1 + 1a + 3a^2)d1^253d2^53 + (0 + 3a + 3a^2)d1^254d2^53 + (4 + 0a + 1a^2)d1^255d2^53 + (1 + 1a + 0a^2)d1^256d2^53 + (3 + 4a + 4a^2)d1^257d2^53 + (0 + 2a + 2a^2)d1^259d2^53 + (0 + 1a + 3a^2)d1^260d2^53 + (4 + 3a + 3a^2)d1^261d2^53 + (2 + 2a + 2a^2)d1^262d2^53 + (0 + 1a + 4a^2)d1^263d2^53 + (3 + 4a + 3a^2)d1^264d2^53 + (0 + 2a + 4a^2)d1^265d2^53 + (3 + 0a + 1a^2)d1^266d2^53 + (1 + 4a + 4a^2)d1^267d2^53 + (2 + 4a + 2a^2)d1^268d2^53 + (1 + 3a + 2a^2)d1^269d2^53 + (4 + 1a + 3a^2)d1^270d2^53 + (2 + 2a + 0a^2)d1^271d2^53 + (3 + 3a + 2a^2)d1^272d2^53 + (1 + 3a + 0a^2)d1^273d2^53 + (0 + 0a + 1a^2)d1^274d2^53 + (2 + 1a + 1a^2)d1^275d2^53 + (1 + 4a + 4a^2)d1^276d2^53 + (2 + 3a + 0a^2)d1^277d2^53 + (3 + 1a + 3a^2)d1^278d2^53 + (0 + 4a + 2a^2)d1^279d2^53 + (1 + 2a + 0a^2)d1^280d2^53 + (3 + 4a + 2a^2)d1^281d2^53 + (1 + 0a + 3a^2)d1^282d2^53 + (2 + 0a + 0a^2)d1^283d2^53 + (2 + 0a + 3a^2)d1^284d2^53 + (4 + 2a + 2a^2)d1^285d2^53 + (1 + 4a + 1a^2)d1^286d2^53 + (3 + 4a + 1a^2)d1^287d2^53 + (0 + 2a + 2a^2)d1^288d2^53 + (4 + 4a + 1a^2)d1^289d2^53 + (1 + 3a + 3a^2)d1^290d2^53 + (4 + 3a + 0a^2)d1^291d2^53 + (2 + 0a + 4a^2)d1^292d2^53 + (1 + 2a + 2a^2)d1^293d2^53 + (2 + 0a + 0a^2)d2^54 + (3 + 0a + 4a^2)d1^1d2^54 + (0 + 1a + 4a^2)d1^2d2^54 + (3 + 2a + 3a^2)d1^3d2^54 + (3 + 4a + 2a^2)d1^4d2^54 + (3 + 2a + 3a^2)d1^5d2^54 + (2 + 4a + 2a^2)d1^6d2^54 + (1 + 3a + 2a^2)d1^7d2^54 + (3 + 3a + 1a^2)d1^8d2^54 + (3 + 0a + 4a^2)d1^9d2^54 + (1 + 4a + 2a^2)d1^10d2^54 + (1 + 2a + 1a^2)d1^11d2^54 + (1 + 3a + 1a^2)d1^12d2^54 + (0 + 1a + 2a^2)d1^13d2^54 + (4 + 4a + 0a^2)d1^14d2^54 + (1 + 2a + 1a^2)d1^15d2^54 + (2 + 3a + 3a^2)d1^16d2^54 + (0 + 0a + 2a^2)d1^17d2^54 + (4 + 0a + 4a^2)d1^18d2^54 + (4 + 3a + 2a^2)d1^19d2^54 + (2 + 2a + 0a^2)d1^20d2^54 + (0 + 1a + 4a^2)d1^21d2^54 + (1 + 1a + 2a^2)d1^22d2^54 + (0 + 4a + 4a^2)d1^23d2^54 + (2 + 1a + 1a^2)d1^24d2^54 + (4 + 3a + 0a^2)d1^25d2^54 + (4 + 3a + 0a^2)d1^26d2^54 + (1 + 0a + 1a^2)d1^27d2^54 + (3 + 1a + 1a^2)d1^28d2^54 + (1 + 2a + 2a^2)d1^29d2^54 + (1 + 0a + 0a^2)d1^30d2^54 + (4 + 1a + 0a^2)d1^31d2^54 + (1 + 1a + 2a^2)d1^32d2^54 + (2 + 3a + 2a^2)d1^33d2^54 + (1 + 4a + 4a^2)d1^34d2^54 + (2 + 4a + 4a^2)d1^35d2^54 + (1 + 0a + 0a^2)d1^36d2^54 + (1 + 0a + 2a^2)d1^37d2^54 + (4 + 0a + 3a^2)d1^38d2^54 + (1 + 1a + 4a^2)d1^39d2^54 + (3 + 1a + 3a^2)d1^40d2^54 + (0 + 4a + 0a^2)d1^41d2^54 + (1 + 3a + 1a^2)d1^42d2^54 + (2 + 2a + 3a^2)d1^43d2^54 + (4 + 1a + 3a^2)d1^44d2^54 + (3 + 1a + 4a^2)d1^45d2^54 + (1 + 1a + 2a^2)d1^46d2^54 + (0 + 0a + 4a^2)d1^47d2^54 + (4 + 1a + 1a^2)d1^48d2^54 + (3 + 1a + 4a^2)d1^49d2^54 + (1 + 2a + 4a^2)d1^50d2^54 + (1 + 3a + 4a^2)d1^51d2^54 + (1 + 1a + 2a^2)d1^52d2^54 + (2 + 0a + 4a^2)d1^53d2^54 + (1 + 4a + 3a^2)d1^54d2^54 + (2 + 1a + 0a^2)d1^55d2^54 + (2 + 4a + 3a^2)d1^56d2^54 + (1 + 3a + 0a^2)d1^57d2^54 + (4 + 3a + 1a^2)d1^58d2^54 + (0 + 4a + 1a^2)d1^59d2^54 + (4 + 1a + 2a^2)d1^60d2^54 + (4 + 2a + 1a^2)d1^61d2^54 + (0 + 0a + 4a^2)d1^62d2^54 + (4 + 2a + 1a^2)d1^63d2^54 + (4 + 4a + 4a^2)d1^64d2^54 + (1 + 2a + 1a^2)d1^65d2^54 + (4 + 1a + 3a^2)d1^66d2^54 + (0 + 1a + 0a^2)d1^67d2^54 + (0 + 2a + 4a^2)d1^68d2^54 + (1 + 1a + 1a^2)d1^69d2^54 + (0 + 2a + 0a^2)d1^70d2^54 + (3 + 3a + 0a^2)d1^71d2^54 + (4 + 4a + 3a^2)d1^72d2^54 + (2 + 4a + 2a^2)d1^73d2^54 + (0 + 2a + 2a^2)d1^74d2^54 + (1 + 0a + 4a^2)d1^75d2^54 + (2 + 4a + 1a^2)d1^76d2^54 + (1 + 2a + 3a^2)d1^77d2^54 + (2 + 0a + 0a^2)d1^78d2^54 + (1 + 3a + 2a^2)d1^79d2^54 + (0 + 0a + 2a^2)d1^80d2^54 + (1 + 4a + 0a^2)d1^81d2^54 + (4 + 2a + 0a^2)d1^82d2^54 + (3 + 1a + 1a^2)d1^83d2^54 + (4 + 1a + 4a^2)d1^84d2^54 + (0 + 3a + 4a^2)d1^85d2^54 + (2 + 4a + 1a^2)d1^86d2^54 + (4 + 4a + 3a^2)d1^87d2^54 + (2 + 1a + 0a^2)d1^88d2^54 + (0 + 4a + 2a^2)d1^89d2^54 + (1 + 1a + 1a^2)d1^90d2^54 + (0 + 2a + 2a^2)d1^91d2^54 + (3 + 0a + 1a^2)d1^92d2^54 + (4 + 0a + 4a^2)d1^93d2^54 + (0 + 4a + 0a^2)d1^94d2^54 + (0 + 0a + 2a^2)d1^95d2^54 + (3 + 4a + 3a^2)d1^96d2^54 + (4 + 1a + 0a^2)d1^97d2^54 + (1 + 3a + 1a^2)d1^98d2^54 + (2 + 3a + 0a^2)d1^99d2^54 + (3 + 3a + 2a^2)d1^100d2^54 + (1 + 1a + 4a^2)d1^101d2^54 + (1 + 2a + 1a^2)d1^102d2^54 + (2 + 0a + 1a^2)d1^103d2^54 + (2 + 3a + 1a^2)d1^104d2^54 + (3 + 3a + 2a^2)d1^105d2^54 + (3 + 3a + 0a^2)d1^106d2^54 + (3 + 3a + 0a^2)d1^107d2^54 + (1 + 2a + 4a^2)d1^108d2^54 + (4 + 0a + 1a^2)d1^110d2^54 + (4 + 0a + 0a^2)d1^111d2^54 + (3 + 2a + 3a^2)d1^112d2^54 + (4 + 2a + 4a^2)d1^113d2^54 + (2 + 4a + 0a^2)d1^114d2^54 + (2 + 3a + 3a^2)d1^115d2^54 + (2 + 3a + 3a^2)d1^116d2^54 + (0 + 2a + 0a^2)d1^117d2^54 + (1 + 2a + 1a^2)d1^118d2^54 + (3 + 3a + 2a^2)d1^119d2^54 + (4 + 3a + 3a^2)d1^120d2^54 + (2 + 1a + 3a^2)d1^121d2^54 + (1 + 2a + 3a^2)d1^122d2^54 + (2 + 0a + 3a^2)d1^123d2^54 + (4 + 0a + 4a^2)d1^124d2^54 + (2 + 4a + 4a^2)d1^125d2^54 + (1 + 0a + 0a^2)d1^126d2^54 + (4 + 3a + 0a^2)d1^127d2^54 + (3 + 2a + 0a^2)d1^128d2^54 + (1 + 1a + 0a^2)d1^129d2^54 + (3 + 2a + 2a^2)d1^130d2^54 + (3 + 1a + 4a^2)d1^131d2^54 + (4 + 4a + 1a^2)d1^132d2^54 + (3 + 3a + 1a^2)d1^133d2^54 + (0 + 3a + 4a^2)d1^134d2^54 + (3 + 1a + 4a^2)d1^135d2^54 + (4 + 2a + 0a^2)d1^136d2^54 + (4 + 1a + 1a^2)d1^137d2^54 + (0 + 2a + 0a^2)d1^138d2^54 + (1 + 0a + 0a^2)d1^139d2^54 + (3 + 4a + 2a^2)d1^140d2^54 + (1 + 0a + 4a^2)d1^141d2^54 + (4 + 1a + 4a^2)d1^142d2^54 + (4 + 1a + 0a^2)d1^143d2^54 + (4 + 4a + 4a^2)d1^144d2^54 + (1 + 3a + 2a^2)d1^145d2^54 + (1 + 0a + 2a^2)d1^146d2^54 + (0 + 4a + 1a^2)d1^147d2^54 + (3 + 0a + 2a^2)d1^148d2^54 + (4 + 3a + 0a^2)d1^149d2^54 + (0 + 2a + 1a^2)d1^150d2^54 + (0 + 4a + 2a^2)d1^151d2^54 + (4 + 2a + 3a^2)d1^152d2^54 + (2 + 1a + 3a^2)d1^153d2^54 + (2 + 2a + 3a^2)d1^154d2^54 + (1 + 1a + 0a^2)d1^155d2^54 + (4 + 4a + 4a^2)d1^156d2^54 + (1 + 0a + 2a^2)d1^157d2^54 + (0 + 1a + 1a^2)d1^158d2^54 + (3 + 2a + 3a^2)d1^159d2^54 + (3 + 4a + 1a^2)d1^160d2^54 + (0 + 4a + 3a^2)d1^161d2^54 + (4 + 1a + 0a^2)d1^162d2^54 + (2 + 3a + 2a^2)d1^163d2^54 + (4 + 1a + 3a^2)d1^164d2^54 + (3 + 4a + 4a^2)d1^165d2^54 + (4 + 1a + 3a^2)d1^166d2^54 + (1 + 1a + 2a^2)d1^167d2^54 + (4 + 1a + 4a^2)d1^168d2^54 + (3 + 2a + 4a^2)d1^169d2^54 + (2 + 2a + 3a^2)d1^170d2^54 + (3 + 4a + 0a^2)d1^171d2^54 + (0 + 2a + 3a^2)d1^172d2^54 + (0 + 4a + 0a^2)d1^173d2^54 + (3 + 2a + 3a^2)d1^174d2^54 + (0 + 4a + 4a^2)d1^175d2^54 + (1 + 1a + 4a^2)d1^176d2^54 + (1 + 2a + 0a^2)d1^177d2^54 + (1 + 4a + 1a^2)d1^178d2^54 + (0 + 3a + 2a^2)d1^179d2^54 + (1 + 3a + 3a^2)d1^180d2^54 + (1 + 2a + 2a^2)d1^181d2^54 + (3 + 0a + 2a^2)d1^182d2^54 + (4 + 4a + 0a^2)d1^183d2^54 + (2 + 3a + 1a^2)d1^184d2^54 + (4 + 3a + 4a^2)d1^185d2^54 + (3 + 3a + 3a^2)d1^186d2^54 + (1 + 1a + 4a^2)d1^187d2^54 + (4 + 1a + 0a^2)d1^188d2^54 + (3 + 3a + 0a^2)d1^189d2^54 + (2 + 3a + 3a^2)d1^190d2^54 + (4 + 2a + 3a^2)d1^191d2^54 + (0 + 3a + 1a^2)d1^192d2^54 + (4 + 3a + 0a^2)d1^193d2^54 + (4 + 4a + 2a^2)d1^194d2^54 + (0 + 1a + 4a^2)d1^195d2^54 + (0 + 1a + 1a^2)d1^196d2^54 + (0 + 3a + 3a^2)d1^197d2^54 + (4 + 4a + 4a^2)d1^198d2^54 + (4 + 4a + 2a^2)d1^199d2^54 + (2 + 1a + 2a^2)d1^200d2^54 + (1 + 1a + 0a^2)d1^201d2^54 + (4 + 0a + 4a^2)d1^202d2^54 + (3 + 1a + 2a^2)d1^203d2^54 + (1 + 3a + 3a^2)d1^204d2^54 + (0 + 1a + 3a^2)d1^205d2^54 + (2 + 0a + 2a^2)d1^206d2^54 + (0 + 3a + 3a^2)d1^207d2^54 + (4 + 3a + 3a^2)d1^208d2^54 + (1 + 4a + 3a^2)d1^209d2^54 + (3 + 2a + 1a^2)d1^210d2^54 + (2 + 4a + 1a^2)d1^211d2^54 + (0 + 0a + 4a^2)d1^212d2^54 + (1 + 2a + 4a^2)d1^213d2^54 + (3 + 1a + 2a^2)d1^214d2^54 + (1 + 3a + 1a^2)d1^215d2^54 + (0 + 3a + 1a^2)d1^216d2^54 + (2 + 3a + 1a^2)d1^217d2^54 + (2 + 3a + 1a^2)d1^218d2^54 + (4 + 1a + 4a^2)d1^219d2^54 + (2 + 0a + 0a^2)d1^220d2^54 + (2 + 4a + 4a^2)d1^221d2^54 + (1 + 3a + 3a^2)d1^222d2^54 + (2 + 0a + 1a^2)d1^223d2^54 + (0 + 2a + 1a^2)d1^224d2^54 + (4 + 3a + 2a^2)d1^225d2^54 + (3 + 2a + 3a^2)d1^226d2^54 + (1 + 3a + 4a^2)d1^227d2^54 + (0 + 4a + 4a^2)d1^228d2^54 + (4 + 2a + 1a^2)d1^229d2^54 + (1 + 4a + 4a^2)d1^230d2^54 + (1 + 3a + 2a^2)d1^231d2^54 + (2 + 3a + 2a^2)d1^232d2^54 + (2 + 4a + 1a^2)d1^233d2^54 + (3 + 4a + 2a^2)d1^234d2^54 + (2 + 3a + 2a^2)d1^235d2^54 + (3 + 0a + 2a^2)d1^236d2^54 + (3 + 2a + 0a^2)d1^237d2^54 + (4 + 0a + 3a^2)d1^238d2^54 + (3 + 0a + 3a^2)d1^239d2^54 + (1 + 3a + 4a^2)d1^240d2^54 + (4 + 3a + 4a^2)d1^241d2^54 + (1 + 2a + 4a^2)d1^242d2^54 + (2 + 1a + 2a^2)d1^243d2^54 + (4 + 2a + 4a^2)d1^244d2^54 + (3 + 2a + 1a^2)d1^245d2^54 + (3 + 3a + 0a^2)d1^246d2^54 + (1 + 4a + 0a^2)d1^247d2^54 + (0 + 1a + 0a^2)d1^248d2^54 + (2 + 3a + 4a^2)d1^250d2^54 + (1 + 4a + 0a^2)d1^251d2^54 + (3 + 1a + 1a^2)d1^252d2^54 + (0 + 4a + 0a^2)d1^253d2^54 + (0 + 4a + 3a^2)d1^254d2^54 + (1 + 0a + 4a^2)d1^255d2^54 + (0 + 1a + 3a^2)d1^256d2^54 + (0 + 3a + 2a^2)d1^257d2^54 + (1 + 1a + 3a^2)d1^258d2^54 + (0 + 0a + 2a^2)d1^259d2^54 + (2 + 4a + 2a^2)d1^260d2^54 + (3 + 2a + 4a^2)d1^261d2^54 + (2 + 1a + 0a^2)d1^262d2^54 + (1 + 3a + 0a^2)d1^263d2^54 + (4 + 3a + 4a^2)d1^264d2^54 + (1 + 1a + 2a^2)d1^265d2^54 + (3 + 4a + 4a^2)d1^266d2^54 + (3 + 0a + 3a^2)d1^267d2^54 + (3 + 4a + 4a^2)d1^268d2^54 + (3 + 0a + 1a^2)d1^269d2^54 + (2 + 3a + 2a^2)d1^270d2^54 + (2 + 1a + 0a^2)d1^271d2^54 + (4 + 1a + 4a^2)d1^272d2^54 + (3 + 4a + 4a^2)d1^273d2^54 + (3 + 3a + 2a^2)d1^274d2^54 + (0 + 3a + 0a^2)d1^275d2^54 + (2 + 1a + 0a^2)d1^276d2^54 + (2 + 0a + 1a^2)d1^277d2^54 + (4 + 0a + 4a^2)d1^278d2^54 + (3 + 4a + 1a^2)d1^279d2^54 + (2 + 2a + 0a^2)d1^280d2^54 + (2 + 0a + 3a^2)d1^281d2^54 + (1 + 4a + 0a^2)d1^282d2^54 + (4 + 4a + 4a^2)d1^283d2^54 + (0 + 3a + 4a^2)d1^284d2^54 + (4 + 1a + 2a^2)d1^285d2^54 + (3 + 4a + 4a^2)d1^286d2^54 + (0 + 1a + 3a^2)d1^287d2^54 + (3 + 1a + 3a^2)d1^288d2^54 + (4 + 1a + 0a^2)d1^289d2^54 + (4 + 0a + 3a^2)d1^290d2^54 + (0 + 1a + 2a^2)d1^291d2^54 + (4 + 3a + 2a^2)d1^292d2^54 + (3 + 3a + 2a^2)d1^293d2^54 + (0 + 2a + 3a^2)d2^55 + (1 + 2a + 0a^2)d1^1d2^55 + (0 + 1a + 0a^2)d1^2d2^55 + (0 + 1a + 3a^2)d1^3d2^55 + (1 + 4a + 3a^2)d1^4d2^55 + (4 + 4a + 4a^2)d1^5d2^55 + (2 + 2a + 0a^2)d1^6d2^55 + (4 + 1a + 4a^2)d1^7d2^55 + (0 + 4a + 0a^2)d1^8d2^55 + (0 + 2a + 0a^2)d1^9d2^55 + (4 + 1a + 3a^2)d1^10d2^55 + (0 + 3a + 1a^2)d1^11d2^55 + (0 + 1a + 1a^2)d1^12d2^55 + (0 + 2a + 2a^2)d1^13d2^55 + (3 + 1a + 2a^2)d1^14d2^55 + (0 + 1a + 2a^2)d1^15d2^55 + (3 + 0a + 0a^2)d1^16d2^55 + (3 + 2a + 2a^2)d1^17d2^55 + (2 + 0a + 0a^2)d1^18d2^55 + (4 + 1a + 1a^2)d1^19d2^55 + (4 + 1a + 4a^2)d1^20d2^55 + (2 + 4a + 4a^2)d1^21d2^55 + (1 + 2a + 4a^2)d1^22d2^55 + (0 + 2a + 1a^2)d1^23d2^55 + (2 + 0a + 3a^2)d1^24d2^55 + (4 + 1a + 2a^2)d1^25d2^55 + (0 + 3a + 3a^2)d1^26d2^55 + (4 + 1a + 1a^2)d1^27d2^55 + (1 + 4a + 4a^2)d1^28d2^55 + (1 + 2a + 2a^2)d1^29d2^55 + (4 + 0a + 2a^2)d1^30d2^55 + (1 + 1a + 4a^2)d1^31d2^55 + (1 + 1a + 4a^2)d1^32d2^55 + (0 + 0a + 4a^2)d1^33d2^55 + (3 + 4a + 4a^2)d1^34d2^55 + (3 + 1a + 3a^2)d1^35d2^55 + (0 + 1a + 4a^2)d1^36d2^55 + (2 + 4a + 0a^2)d1^37d2^55 + (3 + 4a + 3a^2)d1^38d2^55 + (4 + 3a + 4a^2)d1^39d2^55 + (1 + 0a + 1a^2)d1^40d2^55 + (0 + 4a + 1a^2)d1^41d2^55 + (3 + 4a + 2a^2)d1^42d2^55 + (0 + 1a + 0a^2)d1^43d2^55 + (1 + 1a + 1a^2)d1^44d2^55 + (0 + 1a + 0a^2)d1^45d2^55 + (4 + 0a + 0a^2)d1^46d2^55 + (3 + 4a + 0a^2)d1^47d2^55 + (0 + 0a + 3a^2)d1^48d2^55 + (4 + 2a + 1a^2)d1^49d2^55 + (3 + 0a + 4a^2)d1^50d2^55 + (4 + 3a + 0a^2)d1^51d2^55 + (4 + 2a + 3a^2)d1^52d2^55 + (0 + 1a + 3a^2)d1^53d2^55 + (2 + 0a + 4a^2)d1^54d2^55 + (1 + 3a + 2a^2)d1^55d2^55 + (1 + 2a + 2a^2)d1^56d2^55 + (2 + 0a + 3a^2)d1^57d2^55 + (3 + 3a + 1a^2)d1^58d2^55 + (4 + 2a + 2a^2)d1^59d2^55 + (2 + 0a + 0a^2)d1^60d2^55 + (2 + 1a + 4a^2)d1^61d2^55 + (3 + 2a + 3a^2)d1^62d2^55 + (3 + 3a + 4a^2)d1^63d2^55 + (0 + 1a + 4a^2)d1^64d2^55 + (2 + 4a + 1a^2)d1^65d2^55 + (0 + 4a + 1a^2)d1^66d2^55 + (4 + 2a + 4a^2)d1^67d2^55 + (0 + 4a + 0a^2)d1^68d2^55 + (4 + 2a + 0a^2)d1^69d2^55 + (2 + 3a + 3a^2)d1^70d2^55 + (0 + 0a + 3a^2)d1^71d2^55 + (1 + 2a + 4a^2)d1^72d2^55 + (0 + 3a + 2a^2)d1^73d2^55 + (1 + 2a + 4a^2)d1^74d2^55 + (1 + 2a + 2a^2)d1^75d2^55 + (1 + 4a + 1a^2)d1^76d2^55 + (4 + 4a + 4a^2)d1^77d2^55 + (1 + 3a + 2a^2)d1^78d2^55 + (0 + 3a + 4a^2)d1^79d2^55 + (1 + 0a + 1a^2)d1^80d2^55 + (3 + 2a + 0a^2)d1^81d2^55 + (0 + 2a + 0a^2)d1^82d2^55 + (1 + 3a + 2a^2)d1^83d2^55 + (1 + 0a + 1a^2)d1^84d2^55 + (0 + 0a + 1a^2)d1^85d2^55 + (0 + 3a + 3a^2)d1^86d2^55 + (0 + 4a + 4a^2)d1^87d2^55 + (2 + 1a + 2a^2)d1^88d2^55 + (2 + 1a + 4a^2)d1^89d2^55 + (4 + 2a + 1a^2)d1^90d2^55 + (3 + 3a + 2a^2)d1^91d2^55 + (0 + 4a + 4a^2)d1^92d2^55 + (0 + 2a + 2a^2)d1^93d2^55 + (2 + 2a + 2a^2)d1^94d2^55 + (1 + 4a + 4a^2)d1^95d2^55 + (1 + 1a + 0a^2)d1^96d2^55 + (0 + 1a + 2a^2)d1^97d2^55 + (4 + 3a + 4a^2)d1^98d2^55 + (0 + 4a + 3a^2)d1^99d2^55 + (0 + 0a + 2a^2)d1^100d2^55 + (2 + 2a + 0a^2)d1^101d2^55 + (0 + 3a + 4a^2)d1^102d2^55 + (0 + 2a + 2a^2)d1^103d2^55 + (3 + 4a + 3a^2)d1^104d2^55 + (0 + 4a + 4a^2)d1^105d2^55 + (0 + 3a + 4a^2)d1^106d2^55 + (2 + 4a + 1a^2)d1^107d2^55 + (4 + 3a + 4a^2)d1^108d2^55 + (3 + 3a + 3a^2)d1^109d2^55 + (3 + 2a + 1a^2)d1^110d2^55 + (0 + 3a + 1a^2)d1^111d2^55 + (2 + 1a + 0a^2)d1^112d2^55 + (3 + 3a + 4a^2)d1^113d2^55 + (2 + 0a + 2a^2)d1^114d2^55 + (3 + 2a + 3a^2)d1^115d2^55 + (4 + 0a + 3a^2)d1^116d2^55 + (4 + 0a + 1a^2)d1^117d2^55 + (2 + 0a + 0a^2)d1^118d2^55 + (1 + 0a + 0a^2)d1^119d2^55 + (2 + 0a + 1a^2)d1^120d2^55 + (0 + 4a + 4a^2)d1^121d2^55 + (2 + 3a + 4a^2)d1^122d2^55 + (4 + 4a + 3a^2)d1^123d2^55 + (2 + 4a + 0a^2)d1^124d2^55 + (2 + 2a + 2a^2)d1^125d2^55 + (3 + 3a + 1a^2)d1^126d2^55 + (3 + 0a + 2a^2)d1^127d2^55 + (3 + 2a + 0a^2)d1^128d2^55 + (1 + 2a + 1a^2)d1^129d2^55 + (1 + 3a + 2a^2)d1^130d2^55 + (2 + 0a + 0a^2)d1^131d2^55 + (1 + 3a + 4a^2)d1^132d2^55 + (0 + 3a + 0a^2)d1^133d2^55 + (1 + 1a + 2a^2)d1^134d2^55 + (3 + 2a + 1a^2)d1^135d2^55 + (1 + 2a + 0a^2)d1^136d2^55 + (1 + 0a + 2a^2)d1^137d2^55 + (4 + 4a + 0a^2)d1^138d2^55 + (3 + 4a + 4a^2)d1^139d2^55 + (3 + 4a + 4a^2)d1^140d2^55 + (0 + 4a + 1a^2)d1^141d2^55 + (1 + 3a + 2a^2)d1^142d2^55 + (0 + 2a + 4a^2)d1^143d2^55 + (3 + 3a + 4a^2)d1^144d2^55 + (4 + 0a + 1a^2)d1^145d2^55 + (1 + 3a + 4a^2)d1^146d2^55 + (0 + 1a + 3a^2)d1^147d2^55 + (4 + 3a + 1a^2)d1^148d2^55 + (2 + 2a + 4a^2)d1^149d2^55 + (1 + 4a + 3a^2)d1^150d2^55 + (4 + 4a + 2a^2)d1^151d2^55 + (3 + 2a + 0a^2)d1^152d2^55 + (0 + 0a + 1a^2)d1^153d2^55 + (1 + 0a + 1a^2)d1^154d2^55 + (2 + 2a + 2a^2)d1^155d2^55 + (4 + 0a + 3a^2)d1^156d2^55 + (4 + 4a + 0a^2)d1^157d2^55 + (2 + 3a + 0a^2)d1^158d2^55 + (0 + 1a + 0a^2)d1^159d2^55 + (1 + 4a + 3a^2)d1^160d2^55 + (2 + 4a + 2a^2)d1^161d2^55 + (2 + 2a + 3a^2)d1^162d2^55 + (2 + 3a + 3a^2)d1^163d2^55 + (4 + 3a + 1a^2)d1^165d2^55 + (4 + 0a + 2a^2)d1^166d2^55 + (2 + 3a + 3a^2)d1^167d2^55 + (1 + 0a + 1a^2)d1^168d2^55 + (1 + 0a + 4a^2)d1^169d2^55 + (1 + 4a + 1a^2)d1^170d2^55 + (4 + 4a + 3a^2)d1^171d2^55 + (4 + 2a + 2a^2)d1^172d2^55 + (1 + 1a + 0a^2)d1^173d2^55 + (1 + 2a + 0a^2)d1^174d2^55 + (1 + 0a + 3a^2)d1^175d2^55 + (4 + 4a + 2a^2)d1^176d2^55 + (4 + 1a + 3a^2)d1^177d2^55 + (3 + 3a + 1a^2)d1^178d2^55 + (4 + 2a + 1a^2)d1^179d2^55 + (1 + 2a + 2a^2)d1^180d2^55 + (0 + 1a + 2a^2)d1^181d2^55 + (0 + 2a + 0a^2)d1^182d2^55 + (3 + 4a + 3a^2)d1^183d2^55 + (0 + 4a + 3a^2)d1^184d2^55 + (0 + 4a + 2a^2)d1^185d2^55 + (2 + 3a + 4a^2)d1^186d2^55 + (2 + 3a + 0a^2)d1^187d2^55 + (4 + 3a + 2a^2)d1^188d2^55 + (2 + 3a + 0a^2)d1^189d2^55 + (0 + 0a + 3a^2)d1^190d2^55 + (3 + 3a + 3a^2)d1^191d2^55 + (3 + 4a + 1a^2)d1^192d2^55 + (0 + 3a + 3a^2)d1^193d2^55 + (0 + 0a + 3a^2)d1^194d2^55 + (2 + 4a + 1a^2)d1^195d2^55 + (4 + 4a + 4a^2)d1^196d2^55 + (3 + 0a + 3a^2)d1^197d2^55 + (2 + 0a + 2a^2)d1^198d2^55 + (2 + 3a + 4a^2)d1^199d2^55 + (1 + 3a + 4a^2)d1^200d2^55 + (4 + 0a + 3a^2)d1^201d2^55 + (1 + 0a + 3a^2)d1^202d2^55 + (3 + 1a + 2a^2)d1^203d2^55 + (1 + 1a + 0a^2)d1^204d2^55 + (1 + 4a + 4a^2)d1^205d2^55 + (1 + 2a + 1a^2)d1^206d2^55 + (2 + 3a + 4a^2)d1^207d2^55 + (3 + 0a + 0a^2)d1^208d2^55 + (1 + 3a + 2a^2)d1^209d2^55 + (1 + 2a + 1a^2)d1^210d2^55 + (2 + 1a + 0a^2)d1^211d2^55 + (0 + 1a + 3a^2)d1^212d2^55 + (2 + 1a + 4a^2)d1^213d2^55 + (3 + 0a + 1a^2)d1^214d2^55 + (1 + 0a + 2a^2)d1^215d2^55 + (1 + 3a + 3a^2)d1^216d2^55 + (1 + 3a + 4a^2)d1^217d2^55 + (2 + 2a + 3a^2)d1^218d2^55 + (4 + 2a + 1a^2)d1^219d2^55 + (4 + 4a + 1a^2)d1^220d2^55 + (1 + 4a + 4a^2)d1^221d2^55 + (1 + 4a + 2a^2)d1^222d2^55 + (3 + 2a + 3a^2)d1^223d2^55 + (3 + 0a + 1a^2)d1^224d2^55 + (1 + 3a + 0a^2)d1^225d2^55 + (0 + 4a + 4a^2)d1^226d2^55 + (0 + 0a + 1a^2)d1^227d2^55 + (1 + 4a + 0a^2)d1^228d2^55 + (0 + 0a + 4a^2)d1^229d2^55 + (3 + 0a + 3a^2)d1^230d2^55 + (1 + 1a + 2a^2)d1^231d2^55 + (2 + 4a + 0a^2)d1^232d2^55 + (4 + 0a + 4a^2)d1^233d2^55 + (0 + 2a + 0a^2)d1^234d2^55 + (1 + 4a + 0a^2)d1^235d2^55 + (1 + 3a + 4a^2)d1^236d2^55 + (0 + 0a + 1a^2)d1^237d2^55 + (4 + 2a + 0a^2)d1^238d2^55 + (0 + 1a + 2a^2)d1^239d2^55 + (0 + 2a + 0a^2)d1^240d2^55 + (1 + 1a + 4a^2)d1^241d2^55 + (3 + 2a + 1a^2)d1^242d2^55 + (4 + 1a + 0a^2)d1^243d2^55 + (0 + 1a + 0a^2)d1^244d2^55 + (2 + 3a + 4a^2)d1^245d2^55 + (3 + 3a + 3a^2)d1^246d2^55 + (3 + 3a + 4a^2)d1^247d2^55 + (2 + 0a + 3a^2)d1^248d2^55 + (0 + 3a + 3a^2)d1^249d2^55 + (4 + 2a + 2a^2)d1^250d2^55 + (3 + 1a + 3a^2)d1^251d2^55 + (3 + 2a + 1a^2)d1^252d2^55 + (0 + 1a + 2a^2)d1^253d2^55 + (0 + 2a + 3a^2)d1^254d2^55 + (2 + 1a + 0a^2)d1^255d2^55 + (1 + 4a + 0a^2)d1^256d2^55 + (2 + 2a + 3a^2)d1^257d2^55 + (2 + 3a + 3a^2)d1^258d2^55 + (3 + 1a + 0a^2)d1^259d2^55 + (3 + 2a + 0a^2)d1^260d2^55 + (4 + 2a + 4a^2)d1^261d2^55 + (1 + 3a + 1a^2)d1^262d2^55 + (1 + 4a + 1a^2)d1^263d2^55 + (4 + 2a + 1a^2)d1^264d2^55 + (4 + 3a + 4a^2)d1^265d2^55 + (2 + 3a + 0a^2)d1^266d2^55 + (3 + 3a + 4a^2)d1^267d2^55 + (2 + 4a + 0a^2)d1^268d2^55 + (1 + 1a + 2a^2)d1^269d2^55 + (4 + 3a + 3a^2)d1^270d2^55 + (2 + 3a + 4a^2)d1^271d2^55 + (0 + 0a + 3a^2)d1^272d2^55 + (2 + 4a + 1a^2)d1^273d2^55 + (4 + 0a + 2a^2)d1^274d2^55 + (2 + 1a + 4a^2)d1^275d2^55 + (1 + 2a + 2a^2)d1^276d2^55 + (2 + 1a + 0a^2)d1^277d2^55 + (4 + 1a + 1a^2)d1^278d2^55 + (0 + 1a + 0a^2)d1^279d2^55 + (1 + 4a + 1a^2)d1^280d2^55 + (2 + 0a + 1a^2)d1^281d2^55 + (1 + 2a + 1a^2)d1^282d2^55 + (1 + 1a + 1a^2)d1^283d2^55 + (3 + 4a + 4a^2)d1^284d2^55 + (0 + 4a + 3a^2)d1^285d2^55 + (1 + 4a + 3a^2)d1^286d2^55 + (4 + 3a + 1a^2)d1^287d2^55 + (4 + 4a + 1a^2)d1^288d2^55 + (0 + 3a + 4a^2)d1^289d2^55 + (3 + 1a + 1a^2)d1^290d2^55 + (1 + 2a + 2a^2)d1^291d2^55 + (0 + 2a + 3a^2)d1^292d2^55 + (0 + 3a + 4a^2)d1^293d2^55 + (4 + 2a + 0a^2)d2^56 + (4 + 1a + 1a^2)d1^1d2^56 + (1 + 1a + 1a^2)d1^2d2^56 + (3 + 2a + 1a^2)d1^3d2^56 + (4 + 4a + 1a^2)d1^4d2^56 + (4 + 2a + 0a^2)d1^5d2^56 + (1 + 1a + 3a^2)d1^6d2^56 + (0 + 2a + 1a^2)d1^7d2^56 + (1 + 1a + 2a^2)d1^8d2^56 + (2 + 4a + 2a^2)d1^9d2^56 + (1 + 4a + 2a^2)d1^10d2^56 + (4 + 2a + 0a^2)d1^11d2^56 + (2 + 2a + 1a^2)d1^12d2^56 + (2 + 4a + 1a^2)d1^13d2^56 + (3 + 2a + 2a^2)d1^15d2^56 + (3 + 1a + 3a^2)d1^16d2^56 + (2 + 3a + 4a^2)d1^17d2^56 + (4 + 4a + 0a^2)d1^18d2^56 + (0 + 3a + 2a^2)d1^19d2^56 + (2 + 4a + 0a^2)d1^20d2^56 + (1 + 2a + 0a^2)d1^21d2^56 + (3 + 4a + 0a^2)d1^22d2^56 + (3 + 0a + 1a^2)d1^23d2^56 + (4 + 4a + 4a^2)d1^24d2^56 + (1 + 2a + 1a^2)d1^25d2^56 + (4 + 3a + 0a^2)d1^26d2^56 + (3 + 1a + 2a^2)d1^27d2^56 + (1 + 1a + 2a^2)d1^28d2^56 + (2 + 3a + 2a^2)d1^29d2^56 + (3 + 0a + 2a^2)d1^30d2^56 + (1 + 1a + 2a^2)d1^31d2^56 + (0 + 3a + 2a^2)d1^32d2^56 + (2 + 2a + 1a^2)d1^33d2^56 + (4 + 3a + 2a^2)d1^34d2^56 + (0 + 2a + 1a^2)d1^35d2^56 + (1 + 1a + 4a^2)d1^36d2^56 + (0 + 4a + 0a^2)d1^37d2^56 + (3 + 0a + 4a^2)d1^38d2^56 + (2 + 0a + 3a^2)d1^39d2^56 + (2 + 1a + 4a^2)d1^40d2^56 + (2 + 4a + 2a^2)d1^41d2^56 + (4 + 4a + 2a^2)d1^42d2^56 + (1 + 3a + 3a^2)d1^43d2^56 + (2 + 1a + 1a^2)d1^44d2^56 + (0 + 0a + 4a^2)d1^45d2^56 + (3 + 0a + 3a^2)d1^46d2^56 + (0 + 3a + 4a^2)d1^47d2^56 + (4 + 4a + 1a^2)d1^48d2^56 + (2 + 3a + 4a^2)d1^49d2^56 + (4 + 3a + 2a^2)d1^50d2^56 + (2 + 0a + 1a^2)d1^51d2^56 + (1 + 1a + 1a^2)d1^52d2^56 + (0 + 2a + 2a^2)d1^53d2^56 + (0 + 1a + 1a^2)d1^54d2^56 + (2 + 2a + 1a^2)d1^55d2^56 + (3 + 2a + 0a^2)d1^56d2^56 + (4 + 3a + 1a^2)d1^57d2^56 + (4 + 2a + 4a^2)d1^58d2^56 + (1 + 4a + 1a^2)d1^59d2^56 + (2 + 4a + 2a^2)d1^60d2^56 + (3 + 0a + 3a^2)d1^61d2^56 + (1 + 0a + 0a^2)d1^62d2^56 + (3 + 1a + 4a^2)d1^63d2^56 + (2 + 3a + 4a^2)d1^64d2^56 + (3 + 2a + 4a^2)d1^65d2^56 + (3 + 0a + 2a^2)d1^66d2^56 + (2 + 4a + 3a^2)d1^67d2^56 + (1 + 2a + 2a^2)d1^68d2^56 + (3 + 2a + 1a^2)d1^69d2^56 + (1 + 1a + 0a^2)d1^70d2^56 + (0 + 3a + 0a^2)d1^71d2^56 + (1 + 4a + 3a^2)d1^72d2^56 + (0 + 1a + 4a^2)d1^73d2^56 + (1 + 2a + 4a^2)d1^74d2^56 + (4 + 4a + 2a^2)d1^75d2^56 + (4 + 2a + 1a^2)d1^76d2^56 + (0 + 2a + 0a^2)d1^77d2^56 + (2 + 2a + 3a^2)d1^78d2^56 + (3 + 3a + 3a^2)d1^79d2^56 + (1 + 1a + 3a^2)d1^80d2^56 + (3 + 1a + 0a^2)d1^81d2^56 + (3 + 0a + 3a^2)d1^82d2^56 + (0 + 1a + 2a^2)d1^83d2^56 + (3 + 1a + 3a^2)d1^84d2^56 + (1 + 4a + 2a^2)d1^85d2^56 + (0 + 1a + 0a^2)d1^86d2^56 + (0 + 4a + 3a^2)d1^87d2^56 + (2 + 4a + 3a^2)d1^88d2^56 + (3 + 2a + 0a^2)d1^89d2^56 + (1 + 2a + 2a^2)d1^90d2^56 + (0 + 4a + 3a^2)d1^91d2^56 + (0 + 4a + 0a^2)d1^92d2^56 + (4 + 3a + 4a^2)d1^93d2^56 + (2 + 1a + 1a^2)d1^94d2^56 + (4 + 1a + 4a^2)d1^95d2^56 + (3 + 1a + 3a^2)d1^96d2^56 + (2 + 0a + 3a^2)d1^97d2^56 + (1 + 2a + 1a^2)d1^98d2^56 + (3 + 4a + 3a^2)d1^99d2^56 + (1 + 0a + 1a^2)d1^100d2^56 + (4 + 3a + 4a^2)d1^101d2^56 + (3 + 3a + 3a^2)d1^102d2^56 + (2 + 1a + 4a^2)d1^103d2^56 + (0 + 4a + 2a^2)d1^104d2^56 + (4 + 0a + 2a^2)d1^105d2^56 + (2 + 4a + 4a^2)d1^106d2^56 + (1 + 3a + 4a^2)d1^107d2^56 + (2 + 3a + 1a^2)d1^108d2^56 + (1 + 4a + 0a^2)d1^109d2^56 + (3 + 0a + 2a^2)d1^110d2^56 + (3 + 4a + 3a^2)d1^111d2^56 + (2 + 0a + 0a^2)d1^112d2^56 + (1 + 4a + 1a^2)d1^113d2^56 + (0 + 0a + 1a^2)d1^114d2^56 + (4 + 1a + 1a^2)d1^115d2^56 + (1 + 1a + 0a^2)d1^116d2^56 + (3 + 3a + 1a^2)d1^117d2^56 + (1 + 2a + 3a^2)d1^118d2^56 + (0 + 3a + 3a^2)d1^119d2^56 + (3 + 4a + 2a^2)d1^120d2^56 + (3 + 4a + 4a^2)d1^121d2^56 + (0 + 1a + 0a^2)d1^122d2^56 + (2 + 3a + 3a^2)d1^123d2^56 + (1 + 2a + 0a^2)d1^124d2^56 + (1 + 3a + 1a^2)d1^125d2^56 + (3 + 2a + 0a^2)d1^126d2^56 + (4 + 2a + 2a^2)d1^127d2^56 + (3 + 3a + 0a^2)d1^128d2^56 + (4 + 0a + 4a^2)d1^129d2^56 + (0 + 3a + 4a^2)d1^130d2^56 + (3 + 0a + 3a^2)d1^131d2^56 + (3 + 3a + 2a^2)d1^132d2^56 + (4 + 0a + 3a^2)d1^133d2^56 + (1 + 2a + 0a^2)d1^134d2^56 + (2 + 4a + 2a^2)d1^135d2^56 + (3 + 4a + 4a^2)d1^136d2^56 + (3 + 4a + 3a^2)d1^137d2^56 + (1 + 2a + 0a^2)d1^138d2^56 + (4 + 3a + 4a^2)d1^139d2^56 + (4 + 1a + 3a^2)d1^140d2^56 + (3 + 3a + 2a^2)d1^141d2^56 + (4 + 1a + 1a^2)d1^142d2^56 + (1 + 0a + 1a^2)d1^143d2^56 + (2 + 1a + 0a^2)d1^144d2^56 + (4 + 2a + 4a^2)d1^145d2^56 + (4 + 1a + 0a^2)d1^146d2^56 + (0 + 0a + 4a^2)d1^147d2^56 + (1 + 2a + 0a^2)d1^148d2^56 + (1 + 2a + 0a^2)d1^149d2^56 + (3 + 2a + 2a^2)d1^150d2^56 + (0 + 0a + 1a^2)d1^151d2^56 + (0 + 1a + 4a^2)d1^152d2^56 + (1 + 1a + 0a^2)d1^153d2^56 + (3 + 3a + 2a^2)d1^154d2^56 + (3 + 4a + 4a^2)d1^155d2^56 + (4 + 0a + 1a^2)d1^156d2^56 + (3 + 4a + 3a^2)d1^157d2^56 + (1 + 1a + 1a^2)d1^158d2^56 + (3 + 1a + 3a^2)d1^159d2^56 + (3 + 1a + 0a^2)d1^160d2^56 + (2 + 0a + 3a^2)d1^161d2^56 + (3 + 0a + 1a^2)d1^162d2^56 + (0 + 2a + 3a^2)d1^163d2^56 + (2 + 1a + 1a^2)d1^164d2^56 + (1 + 0a + 4a^2)d1^165d2^56 + (2 + 4a + 2a^2)d1^166d2^56 + (3 + 2a + 1a^2)d1^167d2^56 + (1 + 4a + 4a^2)d1^168d2^56 + (2 + 2a + 4a^2)d1^169d2^56 + (1 + 1a + 4a^2)d1^170d2^56 + (4 + 0a + 3a^2)d1^171d2^56 + (2 + 3a + 0a^2)d1^172d2^56 + (0 + 4a + 4a^2)d1^173d2^56 + (3 + 3a + 3a^2)d1^174d2^56 + (1 + 2a + 4a^2)d1^175d2^56 + (1 + 2a + 1a^2)d1^176d2^56 + (3 + 4a + 4a^2)d1^177d2^56 + (4 + 0a + 1a^2)d1^178d2^56 + (1 + 0a + 4a^2)d1^179d2^56 + (1 + 1a + 0a^2)d1^180d2^56 + (3 + 4a + 1a^2)d1^181d2^56 + (1 + 4a + 1a^2)d1^182d2^56 + (3 + 1a + 0a^2)d1^183d2^56 + (4 + 2a + 2a^2)d1^184d2^56 + (2 + 4a + 3a^2)d1^185d2^56 + (3 + 0a + 2a^2)d1^186d2^56 + (1 + 2a + 3a^2)d1^187d2^56 + (1 + 3a + 4a^2)d1^188d2^56 + (0 + 3a + 0a^2)d1^189d2^56 + (3 + 0a + 0a^2)d1^190d2^56 + (1 + 3a + 1a^2)d1^191d2^56 + (3 + 4a + 4a^2)d1^192d2^56 + (1 + 2a + 4a^2)d1^193d2^56 + (2 + 0a + 4a^2)d1^194d2^56 + (3 + 1a + 1a^2)d1^195d2^56 + (2 + 1a + 1a^2)d1^196d2^56 + (4 + 1a + 0a^2)d1^197d2^56 + (0 + 3a + 2a^2)d1^198d2^56 + (0 + 3a + 1a^2)d1^199d2^56 + (3 + 3a + 3a^2)d1^200d2^56 + (3 + 0a + 0a^2)d1^201d2^56 + (0 + 1a + 3a^2)d1^202d2^56 + (2 + 0a + 3a^2)d1^203d2^56 + (4 + 4a + 0a^2)d1^204d2^56 + (4 + 3a + 2a^2)d1^205d2^56 + (1 + 0a + 1a^2)d1^206d2^56 + (0 + 2a + 2a^2)d1^207d2^56 + (3 + 0a + 1a^2)d1^208d2^56 + (4 + 3a + 4a^2)d1^210d2^56 + (2 + 1a + 4a^2)d1^211d2^56 + (2 + 1a + 0a^2)d1^212d2^56 + (0 + 4a + 0a^2)d1^213d2^56 + (1 + 2a + 3a^2)d1^214d2^56 + (2 + 4a + 1a^2)d1^215d2^56 + (2 + 1a + 1a^2)d1^216d2^56 + (1 + 2a + 0a^2)d1^217d2^56 + (3 + 0a + 1a^2)d1^218d2^56 + (4 + 2a + 3a^2)d1^219d2^56 + (0 + 2a + 3a^2)d1^220d2^56 + (0 + 3a + 0a^2)d1^221d2^56 + (3 + 1a + 2a^2)d1^222d2^56 + (2 + 4a + 1a^2)d1^224d2^56 + (4 + 4a + 2a^2)d1^225d2^56 + (3 + 1a + 1a^2)d1^226d2^56 + (1 + 4a + 4a^2)d1^227d2^56 + (1 + 4a + 1a^2)d1^228d2^56 + (2 + 3a + 0a^2)d1^229d2^56 + (2 + 4a + 2a^2)d1^230d2^56 + (2 + 1a + 3a^2)d1^231d2^56 + (2 + 2a + 0a^2)d1^232d2^56 + (1 + 4a + 0a^2)d1^233d2^56 + (1 + 2a + 2a^2)d1^234d2^56 + (1 + 2a + 0a^2)d1^235d2^56 + (3 + 4a + 4a^2)d1^236d2^56 + (1 + 2a + 4a^2)d1^237d2^56 + (0 + 3a + 3a^2)d1^238d2^56 + (4 + 4a + 4a^2)d1^239d2^56 + (4 + 0a + 1a^2)d1^240d2^56 + (2 + 0a + 0a^2)d1^241d2^56 + (1 + 0a + 3a^2)d1^242d2^56 + (1 + 2a + 4a^2)d1^243d2^56 + (2 + 2a + 2a^2)d1^244d2^56 + (3 + 1a + 0a^2)d1^245d2^56 + (3 + 3a + 0a^2)d1^246d2^56 + (0 + 1a + 4a^2)d1^247d2^56 + (0 + 0a + 1a^2)d1^248d2^56 + (1 + 3a + 1a^2)d1^249d2^56 + (0 + 2a + 2a^2)d1^250d2^56 + (2 + 2a + 3a^2)d1^251d2^56 + (1 + 0a + 4a^2)d1^252d2^56 + (3 + 4a + 2a^2)d1^253d2^56 + (2 + 0a + 1a^2)d1^254d2^56 + (3 + 1a + 3a^2)d1^255d2^56 + (1 + 4a + 3a^2)d1^256d2^56 + (4 + 4a + 4a^2)d1^257d2^56 + (4 + 4a + 2a^2)d1^258d2^56 + (3 + 3a + 0a^2)d1^259d2^56 + (2 + 2a + 3a^2)d1^260d2^56 + (0 + 4a + 4a^2)d1^261d2^56 + (4 + 1a + 4a^2)d1^262d2^56 + (2 + 3a + 2a^2)d1^263d2^56 + (2 + 0a + 3a^2)d1^264d2^56 + (3 + 4a + 3a^2)d1^265d2^56 + (2 + 0a + 3a^2)d1^266d2^56 + (4 + 0a + 2a^2)d1^267d2^56 + (4 + 3a + 2a^2)d1^268d2^56 + (4 + 0a + 3a^2)d1^269d2^56 + (3 + 3a + 1a^2)d1^270d2^56 + (2 + 2a + 3a^2)d1^271d2^56 + (4 + 2a + 2a^2)d1^272d2^56 + (3 + 4a + 2a^2)d1^273d2^56 + (2 + 2a + 0a^2)d1^274d2^56 + (0 + 4a + 1a^2)d1^275d2^56 + (2 + 0a + 1a^2)d1^276d2^56 + (2 + 0a + 3a^2)d1^277d2^56 + (0 + 2a + 4a^2)d1^278d2^56 + (4 + 2a + 3a^2)d1^279d2^56 + (3 + 2a + 4a^2)d1^280d2^56 + (4 + 0a + 1a^2)d1^281d2^56 + (4 + 0a + 1a^2)d1^282d2^56 + (0 + 3a + 4a^2)d1^283d2^56 + (4 + 3a + 4a^2)d1^284d2^56 + (3 + 1a + 0a^2)d1^285d2^56 + (4 + 4a + 0a^2)d1^286d2^56 + (0 + 0a + 1a^2)d1^287d2^56 + (0 + 4a + 1a^2)d1^288d2^56 + (2 + 2a + 2a^2)d1^289d2^56 + (0 + 2a + 1a^2)d1^290d2^56 + (1 + 0a + 0a^2)d1^291d2^56 + (4 + 1a + 3a^2)d1^292d2^56 + (2 + 0a + 4a^2)d1^293d2^56 + (4 + 1a + 0a^2)d2^57 + (1 + 1a + 0a^2)d1^1d2^57 + (4 + 2a + 3a^2)d1^2d2^57 + (2 + 1a + 2a^2)d1^3d2^57 + (2 + 4a + 1a^2)d1^4d2^57 + (4 + 4a + 1a^2)d1^5d2^57 + (4 + 4a + 4a^2)d1^6d2^57 + (3 + 4a + 0a^2)d1^7d2^57 + (4 + 3a + 0a^2)d1^8d2^57 + (2 + 4a + 1a^2)d1^9d2^57 + (0 + 1a + 1a^2)d1^10d2^57 + (1 + 1a + 3a^2)d1^11d2^57 + (0 + 3a + 1a^2)d1^12d2^57 + (2 + 1a + 4a^2)d1^14d2^57 + (3 + 0a + 4a^2)d1^15d2^57 + (3 + 1a + 0a^2)d1^16d2^57 + (2 + 4a + 0a^2)d1^17d2^57 + (0 + 4a + 4a^2)d1^18d2^57 + (3 + 4a + 4a^2)d1^19d2^57 + (3 + 3a + 3a^2)d1^20d2^57 + (0 + 3a + 1a^2)d1^21d2^57 + (4 + 3a + 4a^2)d1^22d2^57 + (0 + 2a + 1a^2)d1^23d2^57 + (1 + 3a + 3a^2)d1^24d2^57 + (4 + 2a + 1a^2)d1^25d2^57 + (3 + 3a + 1a^2)d1^26d2^57 + (4 + 0a + 4a^2)d1^27d2^57 + (2 + 2a + 2a^2)d1^28d2^57 + (4 + 2a + 2a^2)d1^29d2^57 + (1 + 3a + 0a^2)d1^30d2^57 + (4 + 4a + 0a^2)d1^31d2^57 + (2 + 2a + 1a^2)d1^32d2^57 + (1 + 4a + 0a^2)d1^33d2^57 + (2 + 3a + 0a^2)d1^34d2^57 + (0 + 4a + 2a^2)d1^35d2^57 + (1 + 2a + 2a^2)d1^36d2^57 + (1 + 0a + 0a^2)d1^37d2^57 + (2 + 4a + 2a^2)d1^38d2^57 + (1 + 1a + 2a^2)d1^39d2^57 + (1 + 4a + 2a^2)d1^40d2^57 + (1 + 0a + 1a^2)d1^41d2^57 + (4 + 2a + 4a^2)d1^42d2^57 + (3 + 1a + 2a^2)d1^43d2^57 + (3 + 0a + 4a^2)d1^44d2^57 + (1 + 1a + 4a^2)d1^45d2^57 + (2 + 3a + 4a^2)d1^46d2^57 + (4 + 4a + 4a^2)d1^47d2^57 + (0 + 3a + 1a^2)d1^48d2^57 + (3 + 2a + 2a^2)d1^49d2^57 + (0 + 0a + 1a^2)d1^50d2^57 + (2 + 2a + 4a^2)d1^51d2^57 + (2 + 0a + 4a^2)d1^52d2^57 + (0 + 1a + 3a^2)d1^53d2^57 + (1 + 0a + 2a^2)d1^54d2^57 + (3 + 1a + 4a^2)d1^55d2^57 + (3 + 0a + 0a^2)d1^56d2^57 + (1 + 2a + 0a^2)d1^57d2^57 + (2 + 1a + 2a^2)d1^58d2^57 + (4 + 4a + 3a^2)d1^59d2^57 + (4 + 1a + 2a^2)d1^60d2^57 + (2 + 3a + 0a^2)d1^61d2^57 + (0 + 2a + 2a^2)d1^62d2^57 + (4 + 2a + 2a^2)d1^63d2^57 + (2 + 3a + 0a^2)d1^64d2^57 + (1 + 4a + 3a^2)d1^65d2^57 + (1 + 3a + 4a^2)d1^66d2^57 + (4 + 4a + 1a^2)d1^67d2^57 + (4 + 1a + 4a^2)d1^68d2^57 + (3 + 2a + 1a^2)d1^69d2^57 + (2 + 2a + 2a^2)d1^70d2^57 + (3 + 4a + 1a^2)d1^71d2^57 + (3 + 3a + 0a^2)d1^72d2^57 + (3 + 4a + 3a^2)d1^73d2^57 + (4 + 4a + 4a^2)d1^74d2^57 + (1 + 4a + 1a^2)d1^75d2^57 + (1 + 2a + 0a^2)d1^76d2^57 + (2 + 2a + 0a^2)d1^77d2^57 + (4 + 2a + 3a^2)d1^78d2^57 + (3 + 2a + 1a^2)d1^79d2^57 + (3 + 1a + 1a^2)d1^80d2^57 + (3 + 2a + 1a^2)d1^81d2^57 + (0 + 4a + 3a^2)d1^82d2^57 + (0 + 3a + 4a^2)d1^83d2^57 + (3 + 1a + 4a^2)d1^84d2^57 + (2 + 4a + 2a^2)d1^85d2^57 + (0 + 1a + 1a^2)d1^86d2^57 + (2 + 0a + 4a^2)d1^87d2^57 + (2 + 2a + 0a^2)d1^88d2^57 + (4 + 2a + 2a^2)d1^89d2^57 + (2 + 2a + 0a^2)d1^90d2^57 + (1 + 2a + 0a^2)d1^91d2^57 + (2 + 0a + 2a^2)d1^92d2^57 + (2 + 3a + 1a^2)d1^93d2^57 + (0 + 2a + 0a^2)d1^94d2^57 + (0 + 1a + 1a^2)d1^95d2^57 + (0 + 1a + 1a^2)d1^96d2^57 + (3 + 1a + 1a^2)d1^97d2^57 + (2 + 2a + 1a^2)d1^98d2^57 + (4 + 2a + 1a^2)d1^99d2^57 + (4 + 2a + 4a^2)d1^100d2^57 + (2 + 4a + 0a^2)d1^101d2^57 + (2 + 1a + 0a^2)d1^102d2^57 + (4 + 4a + 4a^2)d1^103d2^57 + (4 + 1a + 0a^2)d1^104d2^57 + (0 + 4a + 3a^2)d1^105d2^57 + (2 + 3a + 0a^2)d1^106d2^57 + (2 + 2a + 2a^2)d1^107d2^57 + (1 + 4a + 0a^2)d1^108d2^57 + (4 + 1a + 0a^2)d1^109d2^57 + (4 + 4a + 4a^2)d1^110d2^57 + (3 + 2a + 3a^2)d1^111d2^57 + (3 + 3a + 2a^2)d1^112d2^57 + (4 + 2a + 4a^2)d1^113d2^57 + (1 + 1a + 3a^2)d1^114d2^57 + (0 + 4a + 0a^2)d1^115d2^57 + (0 + 3a + 4a^2)d1^116d2^57 + (1 + 1a + 0a^2)d1^117d2^57 + (3 + 0a + 0a^2)d1^118d2^57 + (0 + 0a + 4a^2)d1^119d2^57 + (0 + 3a + 0a^2)d1^120d2^57 + (3 + 0a + 4a^2)d1^121d2^57 + (2 + 3a + 0a^2)d1^122d2^57 + (0 + 2a + 2a^2)d1^123d2^57 + (0 + 2a + 0a^2)d1^124d2^57 + (3 + 0a + 2a^2)d1^125d2^57 + (3 + 4a + 0a^2)d1^126d2^57 + (4 + 1a + 1a^2)d1^127d2^57 + (3 + 2a + 2a^2)d1^128d2^57 + (4 + 1a + 0a^2)d1^129d2^57 + (0 + 0a + 4a^2)d1^130d2^57 + (3 + 2a + 1a^2)d1^131d2^57 + (2 + 0a + 2a^2)d1^132d2^57 + (0 + 1a + 1a^2)d1^133d2^57 + (0 + 3a + 3a^2)d1^134d2^57 + (3 + 1a + 0a^2)d1^135d2^57 + (0 + 3a + 1a^2)d1^136d2^57 + (2 + 1a + 4a^2)d1^137d2^57 + (0 + 4a + 1a^2)d1^138d2^57 + (2 + 4a + 3a^2)d1^139d2^57 + (3 + 4a + 2a^2)d1^140d2^57 + (3 + 1a + 0a^2)d1^141d2^57 + (4 + 1a + 1a^2)d1^142d2^57 + (2 + 1a + 1a^2)d1^143d2^57 + (3 + 4a + 3a^2)d1^144d2^57 + (2 + 1a + 3a^2)d1^145d2^57 + (2 + 2a + 0a^2)d1^146d2^57 + (2 + 1a + 0a^2)d1^147d2^57 + (3 + 3a + 4a^2)d1^148d2^57 + (0 + 2a + 1a^2)d1^149d2^57 + (3 + 4a + 1a^2)d1^150d2^57 + (4 + 0a + 2a^2)d1^151d2^57 + (1 + 2a + 1a^2)d1^152d2^57 + (1 + 4a + 0a^2)d1^153d2^57 + (0 + 2a + 4a^2)d1^154d2^57 + (3 + 2a + 4a^2)d1^155d2^57 + (2 + 3a + 3a^2)d1^156d2^57 + (3 + 4a + 4a^2)d1^157d2^57 + (4 + 4a + 2a^2)d1^158d2^57 + (2 + 4a + 0a^2)d1^159d2^57 + (0 + 2a + 0a^2)d1^160d2^57 + (4 + 4a + 3a^2)d1^161d2^57 + (3 + 4a + 4a^2)d1^162d2^57 + (3 + 2a + 0a^2)d1^163d2^57 + (0 + 2a + 3a^2)d1^164d2^57 + (2 + 1a + 0a^2)d1^165d2^57 + (4 + 0a + 2a^2)d1^166d2^57 + (0 + 2a + 1a^2)d1^167d2^57 + (1 + 0a + 4a^2)d1^168d2^57 + (2 + 4a + 2a^2)d1^169d2^57 + (2 + 1a + 4a^2)d1^170d2^57 + (2 + 1a + 1a^2)d1^171d2^57 + (1 + 0a + 4a^2)d1^172d2^57 + (2 + 1a + 4a^2)d1^173d2^57 + (4 + 2a + 2a^2)d1^174d2^57 + (0 + 4a + 1a^2)d1^175d2^57 + (1 + 2a + 1a^2)d1^176d2^57 + (2 + 2a + 0a^2)d1^177d2^57 + (3 + 4a + 3a^2)d1^178d2^57 + (3 + 2a + 1a^2)d1^179d2^57 + (4 + 4a + 3a^2)d1^180d2^57 + (0 + 2a + 4a^2)d1^181d2^57 + (0 + 2a + 1a^2)d1^182d2^57 + (3 + 3a + 0a^2)d1^183d2^57 + (4 + 2a + 4a^2)d1^184d2^57 + (2 + 4a + 3a^2)d1^185d2^57 + (4 + 4a + 4a^2)d1^186d2^57 + (0 + 1a + 2a^2)d1^187d2^57 + (0 + 1a + 4a^2)d1^188d2^57 + (0 + 3a + 2a^2)d1^189d2^57 + (3 + 1a + 2a^2)d1^190d2^57 + (2 + 0a + 4a^2)d1^191d2^57 + (2 + 1a + 3a^2)d1^192d2^57 + (4 + 2a + 0a^2)d1^193d2^57 + (2 + 1a + 2a^2)d1^194d2^57 + (0 + 1a + 0a^2)d1^195d2^57 + (2 + 3a + 2a^2)d1^196d2^57 + (0 + 3a + 2a^2)d1^197d2^57 + (3 + 1a + 2a^2)d1^198d2^57 + (1 + 0a + 3a^2)d1^199d2^57 + (0 + 4a + 3a^2)d1^200d2^57 + (0 + 0a + 2a^2)d1^201d2^57 + (4 + 1a + 3a^2)d1^202d2^57 + (1 + 1a + 2a^2)d1^203d2^57 + (2 + 2a + 2a^2)d1^204d2^57 + (4 + 1a + 3a^2)d1^205d2^57 + (3 + 1a + 2a^2)d1^206d2^57 + (3 + 2a + 2a^2)d1^207d2^57 + (2 + 4a + 0a^2)d1^208d2^57 + (0 + 1a + 0a^2)d1^209d2^57 + (3 + 2a + 0a^2)d1^210d2^57 + (2 + 4a + 4a^2)d1^211d2^57 + (0 + 1a + 4a^2)d1^212d2^57 + (0 + 2a + 3a^2)d1^213d2^57 + (0 + 4a + 1a^2)d1^214d2^57 + (4 + 4a + 2a^2)d1^215d2^57 + (1 + 3a + 3a^2)d1^216d2^57 + (1 + 3a + 4a^2)d1^217d2^57 + (2 + 2a + 3a^2)d1^218d2^57 + (3 + 3a + 1a^2)d1^219d2^57 + (0 + 2a + 3a^2)d1^220d2^57 + (3 + 3a + 1a^2)d1^221d2^57 + (2 + 1a + 4a^2)d1^222d2^57 + (4 + 1a + 2a^2)d1^223d2^57 + (4 + 1a + 2a^2)d1^224d2^57 + (4 + 1a + 2a^2)d1^225d2^57 + (0 + 1a + 2a^2)d1^226d2^57 + (2 + 3a + 4a^2)d1^227d2^57 + (3 + 1a + 1a^2)d1^228d2^57 + (4 + 4a + 1a^2)d1^229d2^57 + (0 + 1a + 3a^2)d1^230d2^57 + (2 + 0a + 4a^2)d1^231d2^57 + (3 + 2a + 4a^2)d1^232d2^57 + (2 + 0a + 3a^2)d1^233d2^57 + (3 + 1a + 2a^2)d1^234d2^57 + (3 + 0a + 3a^2)d1^235d2^57 + (1 + 3a + 1a^2)d1^236d2^57 + (2 + 3a + 2a^2)d1^237d2^57 + (2 + 1a + 0a^2)d1^238d2^57 + (1 + 4a + 4a^2)d1^239d2^57 + (0 + 3a + 1a^2)d1^240d2^57 + (2 + 3a + 3a^2)d1^241d2^57 + (2 + 0a + 4a^2)d1^242d2^57 + (3 + 1a + 2a^2)d1^243d2^57 + (4 + 0a + 3a^2)d1^244d2^57 + (3 + 0a + 2a^2)d1^245d2^57 + (3 + 1a + 3a^2)d1^246d2^57 + (2 + 2a + 2a^2)d1^247d2^57 + (0 + 2a + 0a^2)d1^248d2^57 + (2 + 3a + 1a^2)d1^249d2^57 + (4 + 1a + 0a^2)d1^250d2^57 + (3 + 3a + 3a^2)d1^251d2^57 + (4 + 0a + 2a^2)d1^252d2^57 + (2 + 3a + 1a^2)d1^253d2^57 + (4 + 3a + 2a^2)d1^254d2^57 + (4 + 1a + 2a^2)d1^255d2^57 + (1 + 0a + 1a^2)d1^256d2^57 + (2 + 2a + 4a^2)d1^257d2^57 + (3 + 1a + 2a^2)d1^258d2^57 + (2 + 0a + 1a^2)d1^259d2^57 + (0 + 3a + 1a^2)d1^260d2^57 + (3 + 3a + 0a^2)d1^261d2^57 + (0 + 4a + 0a^2)d1^262d2^57 + (4 + 3a + 1a^2)d1^263d2^57 + (2 + 0a + 0a^2)d1^264d2^57 + (1 + 0a + 1a^2)d1^265d2^57 + (3 + 1a + 2a^2)d1^266d2^57 + (0 + 2a + 4a^2)d1^267d2^57 + (4 + 4a + 2a^2)d1^268d2^57 + (3 + 2a + 0a^2)d1^269d2^57 + (3 + 1a + 0a^2)d1^270d2^57 + (0 + 0a + 2a^2)d1^271d2^57 + (1 + 3a + 2a^2)d1^272d2^57 + (0 + 0a + 1a^2)d1^273d2^57 + (0 + 2a + 0a^2)d1^274d2^57 + (4 + 3a + 2a^2)d1^275d2^57 + (3 + 1a + 1a^2)d1^276d2^57 + (1 + 1a + 3a^2)d1^277d2^57 + (3 + 0a + 3a^2)d1^278d2^57 + (1 + 0a + 2a^2)d1^279d2^57 + (4 + 3a + 0a^2)d1^280d2^57 + (1 + 3a + 3a^2)d1^281d2^57 + (0 + 4a + 1a^2)d1^282d2^57 + (0 + 2a + 4a^2)d1^283d2^57 + (4 + 1a + 1a^2)d1^284d2^57 + (2 + 4a + 3a^2)d1^285d2^57 + (4 + 1a + 1a^2)d1^286d2^57 + (2 + 4a + 2a^2)d1^287d2^57 + (3 + 2a + 0a^2)d1^288d2^57 + (4 + 1a + 0a^2)d1^289d2^57 + (3 + 1a + 1a^2)d1^290d2^57 + (4 + 3a + 3a^2)d1^291d2^57 + (4 + 4a + 3a^2)d1^292d2^57 + (0 + 2a + 2a^2)d1^293d2^57 + (0 + 1a + 3a^2)d2^58 + (3 + 3a + 1a^2)d1^1d2^58 + (1 + 0a + 1a^2)d1^2d2^58 + (2 + 0a + 2a^2)d1^3d2^58 + (4 + 2a + 1a^2)d1^4d2^58 + (1 + 3a + 4a^2)d1^5d2^58 + (1 + 4a + 2a^2)d1^6d2^58 + (1 + 3a + 2a^2)d1^7d2^58 + (0 + 4a + 2a^2)d1^8d2^58 + (4 + 3a + 0a^2)d1^9d2^58 + (2 + 4a + 2a^2)d1^10d2^58 + (4 + 3a + 2a^2)d1^11d2^58 + (3 + 3a + 2a^2)d1^12d2^58 + (3 + 0a + 3a^2)d1^13d2^58 + (1 + 3a + 0a^2)d1^14d2^58 + (0 + 0a + 4a^2)d1^15d2^58 + (4 + 2a + 3a^2)d1^16d2^58 + (1 + 2a + 2a^2)d1^17d2^58 + (4 + 0a + 0a^2)d1^18d2^58 + (1 + 3a + 0a^2)d1^19d2^58 + (0 + 1a + 3a^2)d1^20d2^58 + (1 + 3a + 4a^2)d1^21d2^58 + (2 + 1a + 4a^2)d1^22d2^58 + (2 + 2a + 4a^2)d1^23d2^58 + (0 + 3a + 3a^2)d1^24d2^58 + (0 + 4a + 3a^2)d1^25d2^58 + (2 + 1a + 1a^2)d1^26d2^58 + (2 + 0a + 4a^2)d1^27d2^58 + (1 + 0a + 3a^2)d1^28d2^58 + (4 + 4a + 4a^2)d1^29d2^58 + (4 + 3a + 0a^2)d1^30d2^58 + (0 + 0a + 4a^2)d1^31d2^58 + (3 + 4a + 3a^2)d1^32d2^58 + (2 + 4a + 0a^2)d1^33d2^58 + (3 + 3a + 1a^2)d1^34d2^58 + (4 + 1a + 1a^2)d1^35d2^58 + (4 + 4a + 1a^2)d1^36d2^58 + (4 + 0a + 2a^2)d1^37d2^58 + (0 + 4a + 4a^2)d1^38d2^58 + (3 + 2a + 2a^2)d1^39d2^58 + (3 + 1a + 1a^2)d1^40d2^58 + (4 + 4a + 3a^2)d1^41d2^58 + (2 + 3a + 3a^2)d1^42d2^58 + (0 + 0a + 4a^2)d1^43d2^58 + (3 + 3a + 0a^2)d1^44d2^58 + (2 + 2a + 0a^2)d1^45d2^58 + (2 + 0a + 0a^2)d1^46d2^58 + (1 + 1a + 4a^2)d1^47d2^58 + (0 + 3a + 4a^2)d1^48d2^58 + (2 + 3a + 3a^2)d1^49d2^58 + (2 + 3a + 2a^2)d1^50d2^58 + (2 + 3a + 1a^2)d1^51d2^58 + (1 + 0a + 4a^2)d1^52d2^58 + (4 + 0a + 2a^2)d1^53d2^58 + (4 + 2a + 2a^2)d1^54d2^58 + (0 + 3a + 3a^2)d1^55d2^58 + (0 + 1a + 3a^2)d1^56d2^58 + (4 + 3a + 0a^2)d1^57d2^58 + (1 + 0a + 3a^2)d1^58d2^58 + (3 + 2a + 3a^2)d1^59d2^58 + (3 + 3a + 1a^2)d1^60d2^58 + (3 + 1a + 4a^2)d1^61d2^58 + (3 + 4a + 4a^2)d1^62d2^58 + (3 + 1a + 0a^2)d1^63d2^58 + (0 + 2a + 3a^2)d1^64d2^58 + (4 + 3a + 3a^2)d1^65d2^58 + (0 + 3a + 3a^2)d1^66d2^58 + (1 + 4a + 0a^2)d1^67d2^58 + (2 + 3a + 4a^2)d1^69d2^58 + (3 + 2a + 4a^2)d1^70d2^58 + (0 + 4a + 2a^2)d1^71d2^58 + (1 + 4a + 2a^2)d1^72d2^58 + (3 + 1a + 3a^2)d1^73d2^58 + (4 + 2a + 0a^2)d1^74d2^58 + (3 + 2a + 2a^2)d1^75d2^58 + (3 + 0a + 0a^2)d1^76d2^58 + (2 + 2a + 4a^2)d1^77d2^58 + (1 + 2a + 3a^2)d1^78d2^58 + (0 + 1a + 3a^2)d1^79d2^58 + (2 + 1a + 3a^2)d1^80d2^58 + (3 + 0a + 3a^2)d1^81d2^58 + (1 + 4a + 3a^2)d1^82d2^58 + (3 + 4a + 4a^2)d1^83d2^58 + (3 + 2a + 4a^2)d1^84d2^58 + (1 + 1a + 4a^2)d1^85d2^58 + (0 + 3a + 3a^2)d1^86d2^58 + (4 + 3a + 0a^2)d1^87d2^58 + (3 + 4a + 4a^2)d1^88d2^58 + (1 + 1a + 3a^2)d1^89d2^58 + (4 + 4a + 0a^2)d1^90d2^58 + (4 + 3a + 1a^2)d1^91d2^58 + (0 + 1a + 2a^2)d1^92d2^58 + (4 + 4a + 4a^2)d1^93d2^58 + (3 + 2a + 0a^2)d1^94d2^58 + (2 + 1a + 4a^2)d1^95d2^58 + (2 + 2a + 0a^2)d1^96d2^58 + (2 + 0a + 2a^2)d1^97d2^58 + (2 + 1a + 1a^2)d1^98d2^58 + (1 + 3a + 0a^2)d1^99d2^58 + (1 + 4a + 2a^2)d1^100d2^58 + (4 + 1a + 1a^2)d1^101d2^58 + (4 + 0a + 2a^2)d1^102d2^58 + (3 + 3a + 4a^2)d1^103d2^58 + (1 + 4a + 4a^2)d1^104d2^58 + (0 + 4a + 1a^2)d1^105d2^58 + (4 + 1a + 1a^2)d1^106d2^58 + (1 + 1a + 1a^2)d1^107d2^58 + (3 + 3a + 3a^2)d1^108d2^58 + (2 + 2a + 3a^2)d1^109d2^58 + (1 + 3a + 1a^2)d1^110d2^58 + (1 + 2a + 1a^2)d1^111d2^58 + (1 + 1a + 1a^2)d1^112d2^58 + (4 + 4a + 3a^2)d1^113d2^58 + (0 + 1a + 2a^2)d1^114d2^58 + (1 + 4a + 0a^2)d1^115d2^58 + (3 + 1a + 2a^2)d1^116d2^58 + (3 + 2a + 4a^2)d1^117d2^58 + (1 + 1a + 2a^2)d1^118d2^58 + (4 + 3a + 1a^2)d1^119d2^58 + (0 + 2a + 4a^2)d1^120d2^58 + (1 + 1a + 3a^2)d1^121d2^58 + (3 + 2a + 1a^2)d1^122d2^58 + (4 + 2a + 4a^2)d1^123d2^58 + (4 + 0a + 4a^2)d1^124d2^58 + (1 + 0a + 1a^2)d1^125d2^58 + (3 + 3a + 2a^2)d1^126d2^58 + (3 + 2a + 1a^2)d1^127d2^58 + (2 + 3a + 0a^2)d1^128d2^58 + (1 + 0a + 1a^2)d1^129d2^58 + (0 + 3a + 2a^2)d1^130d2^58 + (0 + 3a + 1a^2)d1^131d2^58 + (0 + 2a + 4a^2)d1^132d2^58 + (3 + 2a + 3a^2)d1^133d2^58 + (2 + 0a + 3a^2)d1^134d2^58 + (0 + 1a + 4a^2)d1^135d2^58 + (3 + 2a + 3a^2)d1^136d2^58 + (2 + 0a + 2a^2)d1^137d2^58 + (1 + 1a + 2a^2)d1^138d2^58 + (1 + 0a + 0a^2)d1^139d2^58 + (4 + 1a + 0a^2)d1^140d2^58 + (0 + 3a + 0a^2)d1^141d2^58 + (4 + 0a + 4a^2)d1^142d2^58 + (0 + 0a + 1a^2)d1^143d2^58 + (3 + 3a + 3a^2)d1^144d2^58 + (4 + 4a + 2a^2)d1^145d2^58 + (4 + 0a + 2a^2)d1^146d2^58 + (4 + 0a + 3a^2)d1^147d2^58 + (1 + 4a + 3a^2)d1^148d2^58 + (4 + 0a + 3a^2)d1^149d2^58 + (1 + 1a + 3a^2)d1^150d2^58 + (3 + 4a + 1a^2)d1^151d2^58 + (3 + 1a + 4a^2)d1^152d2^58 + (4 + 4a + 2a^2)d1^153d2^58 + (4 + 3a + 1a^2)d1^154d2^58 + (0 + 2a + 1a^2)d1^155d2^58 + (4 + 3a + 0a^2)d1^156d2^58 + (3 + 3a + 1a^2)d1^157d2^58 + (1 + 4a + 4a^2)d1^158d2^58 + (1 + 2a + 3a^2)d1^159d2^58 + (2 + 0a + 0a^2)d1^160d2^58 + (4 + 1a + 1a^2)d1^161d2^58 + (3 + 0a + 2a^2)d1^162d2^58 + (2 + 0a + 0a^2)d1^163d2^58 + (4 + 2a + 3a^2)d1^164d2^58 + (3 + 0a + 2a^2)d1^165d2^58 + (2 + 4a + 1a^2)d1^166d2^58 + (1 + 4a + 4a^2)d1^167d2^58 + (4 + 1a + 3a^2)d1^168d2^58 + (2 + 0a + 3a^2)d1^169d2^58 + (0 + 2a + 2a^2)d1^170d2^58 + (1 + 3a + 4a^2)d1^171d2^58 + (3 + 1a + 0a^2)d1^172d2^58 + (1 + 0a + 0a^2)d1^173d2^58 + (3 + 4a + 4a^2)d1^174d2^58 + (4 + 3a + 3a^2)d1^175d2^58 + (4 + 0a + 1a^2)d1^176d2^58 + (4 + 1a + 1a^2)d1^177d2^58 + (0 + 2a + 0a^2)d1^178d2^58 + (4 + 4a + 2a^2)d1^179d2^58 + (3 + 2a + 2a^2)d1^180d2^58 + (0 + 2a + 4a^2)d1^181d2^58 + (3 + 1a + 2a^2)d1^182d2^58 + (4 + 2a + 4a^2)d1^183d2^58 + (2 + 2a + 4a^2)d1^184d2^58 + (0 + 2a + 4a^2)d1^185d2^58 + (3 + 0a + 0a^2)d1^186d2^58 + (0 + 0a + 2a^2)d1^187d2^58 + (1 + 1a + 2a^2)d1^188d2^58 + (4 + 3a + 2a^2)d1^189d2^58 + (1 + 3a + 0a^2)d1^190d2^58 + (0 + 3a + 4a^2)d1^191d2^58 + (2 + 1a + 4a^2)d1^192d2^58 + (2 + 2a + 3a^2)d1^193d2^58 + (3 + 3a + 3a^2)d1^194d2^58 + (3 + 1a + 4a^2)d1^195d2^58 + (1 + 2a + 0a^2)d1^196d2^58 + (2 + 0a + 3a^2)d1^197d2^58 + (1 + 0a + 3a^2)d1^198d2^58 + (3 + 3a + 4a^2)d1^199d2^58 + (4 + 4a + 4a^2)d1^200d2^58 + (4 + 4a + 1a^2)d1^201d2^58 + (4 + 3a + 0a^2)d1^202d2^58 + (0 + 1a + 2a^2)d1^203d2^58 + (0 + 0a + 4a^2)d1^204d2^58 + (4 + 1a + 2a^2)d1^205d2^58 + (4 + 4a + 1a^2)d1^206d2^58 + (2 + 3a + 2a^2)d1^207d2^58 + (0 + 3a + 0a^2)d1^208d2^58 + (1 + 1a + 3a^2)d1^209d2^58 + (3 + 1a + 4a^2)d1^210d2^58 + (4 + 2a + 2a^2)d1^211d2^58 + (3 + 3a + 1a^2)d1^212d2^58 + (4 + 0a + 2a^2)d1^213d2^58 + (4 + 2a + 2a^2)d1^214d2^58 + (0 + 4a + 3a^2)d1^215d2^58 + (2 + 4a + 2a^2)d1^216d2^58 + (3 + 3a + 1a^2)d1^217d2^58 + (1 + 4a + 3a^2)d1^218d2^58 + (3 + 2a + 0a^2)d1^219d2^58 + (4 + 1a + 3a^2)d1^220d2^58 + (0 + 2a + 4a^2)d1^221d2^58 + (2 + 3a + 1a^2)d1^222d2^58 + (3 + 3a + 0a^2)d1^223d2^58 + (3 + 1a + 3a^2)d1^224d2^58 + (4 + 0a + 3a^2)d1^225d2^58 + (1 + 3a + 2a^2)d1^226d2^58 + (1 + 3a + 1a^2)d1^227d2^58 + (1 + 1a + 1a^2)d1^228d2^58 + (3 + 2a + 2a^2)d1^229d2^58 + (3 + 4a + 3a^2)d1^230d2^58 + (2 + 4a + 1a^2)d1^231d2^58 + (2 + 1a + 3a^2)d1^232d2^58 + (4 + 0a + 0a^2)d1^233d2^58 + (1 + 3a + 1a^2)d1^234d2^58 + (1 + 3a + 3a^2)d1^235d2^58 + (4 + 2a + 2a^2)d1^236d2^58 + (0 + 3a + 4a^2)d1^237d2^58 + (1 + 3a + 0a^2)d1^238d2^58 + (1 + 0a + 2a^2)d1^239d2^58 + (4 + 4a + 2a^2)d1^240d2^58 + (3 + 4a + 4a^2)d1^241d2^58 + (2 + 3a + 2a^2)d1^242d2^58 + (4 + 0a + 1a^2)d1^243d2^58 + (2 + 2a + 1a^2)d1^244d2^58 + (1 + 3a + 3a^2)d1^245d2^58 + (4 + 3a + 3a^2)d1^246d2^58 + (3 + 2a + 4a^2)d1^247d2^58 + (0 + 2a + 3a^2)d1^248d2^58 + (3 + 2a + 4a^2)d1^249d2^58 + (2 + 4a + 1a^2)d1^250d2^58 + (3 + 3a + 1a^2)d1^251d2^58 + (1 + 2a + 0a^2)d1^252d2^58 + (4 + 2a + 1a^2)d1^253d2^58 + (2 + 4a + 0a^2)d1^254d2^58 + (4 + 3a + 2a^2)d1^255d2^58 + (1 + 3a + 4a^2)d1^256d2^58 + (3 + 0a + 0a^2)d1^257d2^58 + (2 + 0a + 1a^2)d1^258d2^58 + (2 + 4a + 1a^2)d1^259d2^58 + (3 + 3a + 3a^2)d1^260d2^58 + (3 + 1a + 1a^2)d1^261d2^58 + (0 + 2a + 2a^2)d1^262d2^58 + (0 + 3a + 3a^2)d1^263d2^58 + (4 + 2a + 0a^2)d1^264d2^58 + (3 + 1a + 3a^2)d1^265d2^58 + (3 + 3a + 3a^2)d1^266d2^58 + (4 + 3a + 4a^2)d1^267d2^58 + (3 + 2a + 4a^2)d1^268d2^58 + (1 + 4a + 0a^2)d1^269d2^58 + (0 + 0a + 1a^2)d1^270d2^58 + (2 + 4a + 4a^2)d1^271d2^58 + (4 + 2a + 1a^2)d1^272d2^58 + (3 + 2a + 3a^2)d1^273d2^58 + (3 + 0a + 0a^2)d1^274d2^58 + (1 + 1a + 4a^2)d1^275d2^58 + (2 + 3a + 2a^2)d1^276d2^58 + (1 + 1a + 1a^2)d1^277d2^58 + (3 + 2a + 3a^2)d1^278d2^58 + (3 + 1a + 1a^2)d1^279d2^58 + (1 + 0a + 2a^2)d1^280d2^58 + (2 + 4a + 1a^2)d1^281d2^58 + (2 + 1a + 4a^2)d1^282d2^58 + (2 + 1a + 1a^2)d1^283d2^58 + (2 + 3a + 2a^2)d1^284d2^58 + (2 + 0a + 1a^2)d1^285d2^58 + (0 + 3a + 1a^2)d1^286d2^58 + (0 + 4a + 0a^2)d1^287d2^58 + (4 + 2a + 4a^2)d1^288d2^58 + (4 + 3a + 1a^2)d1^289d2^58 + (1 + 1a + 4a^2)d1^290d2^58 + (3 + 3a + 4a^2)d1^291d2^58 + (1 + 3a + 1a^2)d1^292d2^58 + (3 + 3a + 1a^2)d1^293d2^58 + (4 + 2a + 3a^2)d2^59 + (3 + 1a + 4a^2)d1^1d2^59 + (1 + 4a + 3a^2)d1^2d2^59 + (2 + 0a + 1a^2)d1^3d2^59 + (0 + 3a + 3a^2)d1^4d2^59 + (2 + 2a + 4a^2)d1^5d2^59 + (1 + 2a + 3a^2)d1^6d2^59 + (4 + 0a + 4a^2)d1^7d2^59 + (2 + 4a + 3a^2)d1^8d2^59 + (1 + 2a + 2a^2)d1^9d2^59 + (1 + 4a + 3a^2)d1^10d2^59 + (2 + 0a + 1a^2)d1^11d2^59 + (4 + 3a + 3a^2)d1^12d2^59 + (1 + 3a + 2a^2)d1^13d2^59 + (3 + 1a + 4a^2)d1^14d2^59 + (1 + 3a + 2a^2)d1^15d2^59 + (3 + 4a + 4a^2)d1^16d2^59 + (4 + 2a + 1a^2)d1^17d2^59 + (3 + 1a + 2a^2)d1^18d2^59 + (2 + 0a + 4a^2)d1^19d2^59 + (4 + 1a + 1a^2)d1^20d2^59 + (1 + 2a + 0a^2)d1^21d2^59 + (4 + 0a + 0a^2)d1^22d2^59 + (0 + 3a + 1a^2)d1^23d2^59 + (1 + 0a + 4a^2)d1^24d2^59 + (4 + 3a + 4a^2)d1^25d2^59 + (2 + 3a + 3a^2)d1^26d2^59 + (4 + 0a + 4a^2)d1^27d2^59 + (0 + 1a + 4a^2)d1^28d2^59 + (2 + 1a + 3a^2)d1^29d2^59 + (4 + 1a + 1a^2)d1^30d2^59 + (0 + 3a + 1a^2)d1^31d2^59 + (3 + 3a + 2a^2)d1^32d2^59 + (2 + 3a + 2a^2)d1^33d2^59 + (3 + 2a + 0a^2)d1^34d2^59 + (1 + 3a + 2a^2)d1^35d2^59 + (0 + 1a + 3a^2)d1^36d2^59 + (1 + 3a + 3a^2)d1^37d2^59 + (4 + 1a + 2a^2)d1^38d2^59 + (3 + 3a + 3a^2)d1^39d2^59 + (2 + 4a + 2a^2)d1^40d2^59 + (2 + 4a + 4a^2)d1^41d2^59 + (3 + 3a + 0a^2)d1^42d2^59 + (2 + 2a + 2a^2)d1^43d2^59 + (3 + 0a + 4a^2)d1^44d2^59 + (3 + 3a + 0a^2)d1^45d2^59 + (1 + 0a + 0a^2)d1^46d2^59 + (3 + 4a + 4a^2)d1^47d2^59 + (4 + 2a + 2a^2)d1^48d2^59 + (0 + 0a + 4a^2)d1^49d2^59 + (0 + 4a + 2a^2)d1^50d2^59 + (0 + 0a + 3a^2)d1^51d2^59 + (1 + 1a + 3a^2)d1^52d2^59 + (0 + 3a + 1a^2)d1^53d2^59 + (4 + 4a + 2a^2)d1^54d2^59 + (4 + 0a + 0a^2)d1^55d2^59 + (4 + 2a + 1a^2)d1^56d2^59 + (4 + 0a + 2a^2)d1^57d2^59 + (4 + 1a + 0a^2)d1^58d2^59 + (0 + 3a + 0a^2)d1^59d2^59 + (2 + 0a + 2a^2)d1^60d2^59 + (2 + 4a + 4a^2)d1^61d2^59 + (0 + 2a + 2a^2)d1^62d2^59 + (3 + 1a + 0a^2)d1^63d2^59 + (1 + 1a + 2a^2)d1^64d2^59 + (3 + 2a + 3a^2)d1^65d2^59 + (1 + 2a + 3a^2)d1^66d2^59 + (1 + 0a + 2a^2)d1^67d2^59 + (0 + 2a + 1a^2)d1^68d2^59 + (3 + 3a + 4a^2)d1^69d2^59 + (2 + 3a + 1a^2)d1^70d2^59 + (2 + 2a + 2a^2)d1^71d2^59 + (3 + 0a + 4a^2)d1^72d2^59 + (3 + 3a + 4a^2)d1^73d2^59 + (3 + 3a + 1a^2)d1^74d2^59 + (2 + 0a + 1a^2)d1^75d2^59 + (3 + 4a + 1a^2)d1^76d2^59 + (2 + 0a + 3a^2)d1^77d2^59 + (0 + 4a + 3a^2)d1^78d2^59 + (4 + 0a + 4a^2)d1^79d2^59 + (4 + 4a + 2a^2)d1^80d2^59 + (0 + 3a + 2a^2)d1^81d2^59 + (2 + 1a + 1a^2)d1^82d2^59 + (4 + 4a + 4a^2)d1^83d2^59 + (2 + 0a + 0a^2)d1^85d2^59 + (1 + 1a + 2a^2)d1^86d2^59 + (3 + 1a + 0a^2)d1^87d2^59 + (3 + 4a + 2a^2)d1^88d2^59 + (2 + 1a + 1a^2)d1^89d2^59 + (3 + 3a + 4a^2)d1^90d2^59 + (2 + 0a + 2a^2)d1^91d2^59 + (1 + 2a + 2a^2)d1^92d2^59 + (1 + 3a + 4a^2)d1^93d2^59 + (1 + 3a + 2a^2)d1^94d2^59 + (4 + 0a + 2a^2)d1^95d2^59 + (1 + 2a + 2a^2)d1^96d2^59 + (2 + 4a + 2a^2)d1^97d2^59 + (4 + 4a + 0a^2)d1^98d2^59 + (1 + 3a + 1a^2)d1^99d2^59 + (2 + 4a + 2a^2)d1^100d2^59 + (3 + 1a + 2a^2)d1^101d2^59 + (4 + 3a + 1a^2)d1^102d2^59 + (3 + 2a + 1a^2)d1^103d2^59 + (1 + 4a + 0a^2)d1^104d2^59 + (3 + 4a + 4a^2)d1^105d2^59 + (1 + 4a + 2a^2)d1^106d2^59 + (2 + 1a + 4a^2)d1^107d2^59 + (2 + 3a + 3a^2)d1^108d2^59 + (3 + 4a + 0a^2)d1^109d2^59 + (2 + 2a + 2a^2)d1^111d2^59 + (4 + 1a + 4a^2)d1^112d2^59 + (3 + 1a + 1a^2)d1^113d2^59 + (3 + 3a + 3a^2)d1^114d2^59 + (3 + 1a + 0a^2)d1^115d2^59 + (3 + 2a + 3a^2)d1^116d2^59 + (4 + 0a + 4a^2)d1^117d2^59 + (4 + 0a + 2a^2)d1^118d2^59 + (3 + 3a + 4a^2)d1^120d2^59 + (4 + 2a + 1a^2)d1^121d2^59 + (4 + 3a + 2a^2)d1^122d2^59 + (0 + 2a + 0a^2)d1^123d2^59 + (2 + 1a + 1a^2)d1^124d2^59 + (3 + 1a + 2a^2)d1^125d2^59 + (0 + 0a + 4a^2)d1^126d2^59 + (1 + 4a + 1a^2)d1^127d2^59 + (1 + 0a + 3a^2)d1^128d2^59 + (1 + 1a + 4a^2)d1^129d2^59 + (3 + 3a + 1a^2)d1^130d2^59 + (2 + 2a + 1a^2)d1^131d2^59 + (3 + 0a + 3a^2)d1^132d2^59 + (2 + 2a + 1a^2)d1^133d2^59 + (0 + 0a + 1a^2)d1^134d2^59 + (2 + 0a + 4a^2)d1^135d2^59 + (4 + 4a + 0a^2)d1^136d2^59 + (2 + 2a + 0a^2)d1^137d2^59 + (0 + 1a + 4a^2)d1^138d2^59 + (0 + 0a + 1a^2)d1^139d2^59 + (3 + 2a + 3a^2)d1^140d2^59 + (0 + 4a + 3a^2)d1^141d2^59 + (0 + 4a + 3a^2)d1^142d2^59 + (0 + 1a + 1a^2)d1^143d2^59 + (0 + 4a + 3a^2)d1^144d2^59 + (0 + 4a + 1a^2)d1^145d2^59 + (3 + 2a + 2a^2)d1^146d2^59 + (0 + 2a + 1a^2)d1^147d2^59 + (1 + 0a + 2a^2)d1^148d2^59 + (0 + 0a + 2a^2)d1^149d2^59 + (0 + 0a + 2a^2)d1^150d2^59 + (2 + 1a + 0a^2)d1^151d2^59 + (3 + 4a + 3a^2)d1^152d2^59 + (4 + 4a + 2a^2)d1^153d2^59 + (3 + 1a + 3a^2)d1^154d2^59 + (3 + 1a + 2a^2)d1^155d2^59 + (1 + 3a + 4a^2)d1^156d2^59 + (3 + 1a + 1a^2)d1^157d2^59 + (4 + 1a + 4a^2)d1^158d2^59 + (3 + 2a + 3a^2)d1^159d2^59 + (2 + 2a + 2a^2)d1^160d2^59 + (1 + 0a + 4a^2)d1^162d2^59 + (4 + 3a + 4a^2)d1^163d2^59 + (1 + 1a + 1a^2)d1^164d2^59 + (0 + 1a + 2a^2)d1^165d2^59 + (0 + 1a + 0a^2)d1^166d2^59 + (1 + 3a + 0a^2)d1^167d2^59 + (2 + 3a + 1a^2)d1^168d2^59 + (2 + 0a + 1a^2)d1^169d2^59 + (3 + 1a + 2a^2)d1^170d2^59 + (3 + 0a + 1a^2)d1^171d2^59 + (3 + 0a + 3a^2)d1^172d2^59 + (4 + 1a + 4a^2)d1^173d2^59 + (1 + 3a + 4a^2)d1^174d2^59 + (3 + 0a + 2a^2)d1^175d2^59 + (4 + 0a + 2a^2)d1^176d2^59 + (0 + 0a + 2a^2)d1^177d2^59 + (3 + 2a + 1a^2)d1^178d2^59 + (1 + 1a + 3a^2)d1^179d2^59 + (2 + 0a + 0a^2)d1^180d2^59 + (0 + 3a + 0a^2)d1^181d2^59 + (1 + 1a + 0a^2)d1^182d2^59 + (3 + 1a + 0a^2)d1^183d2^59 + (3 + 0a + 3a^2)d1^184d2^59 + (3 + 0a + 3a^2)d1^185d2^59 + (3 + 2a + 2a^2)d1^186d2^59 + (2 + 2a + 1a^2)d1^187d2^59 + (2 + 0a + 3a^2)d1^188d2^59 + (1 + 0a + 3a^2)d1^189d2^59 + (2 + 4a + 2a^2)d1^190d2^59 + (3 + 1a + 0a^2)d1^191d2^59 + (3 + 4a + 1a^2)d1^192d2^59 + (2 + 0a + 1a^2)d1^193d2^59 + (1 + 3a + 4a^2)d1^194d2^59 + (4 + 3a + 1a^2)d1^195d2^59 + (4 + 3a + 4a^2)d1^196d2^59 + (2 + 3a + 2a^2)d1^197d2^59 + (3 + 2a + 2a^2)d1^198d2^59 + (3 + 4a + 0a^2)d1^199d2^59 + (0 + 0a + 3a^2)d1^200d2^59 + (3 + 2a + 2a^2)d1^201d2^59 + (0 + 4a + 3a^2)d1^202d2^59 + (2 + 2a + 2a^2)d1^203d2^59 + (3 + 0a + 0a^2)d1^204d2^59 + (2 + 0a + 2a^2)d1^205d2^59 + (2 + 4a + 1a^2)d1^206d2^59 + (2 + 3a + 3a^2)d1^207d2^59 + (4 + 2a + 1a^2)d1^208d2^59 + (1 + 2a + 1a^2)d1^209d2^59 + (4 + 4a + 0a^2)d1^210d2^59 + (4 + 4a + 1a^2)d1^211d2^59 + (1 + 1a + 0a^2)d1^212d2^59 + (4 + 1a + 3a^2)d1^213d2^59 + (4 + 3a + 4a^2)d1^214d2^59 + (4 + 3a + 4a^2)d1^215d2^59 + (2 + 2a + 2a^2)d1^216d2^59 + (1 + 4a + 0a^2)d1^217d2^59 + (4 + 0a + 4a^2)d1^218d2^59 + (2 + 4a + 3a^2)d1^219d2^59 + (1 + 0a + 1a^2)d1^220d2^59 + (4 + 4a + 4a^2)d1^221d2^59 + (4 + 0a + 4a^2)d1^222d2^59 + (3 + 1a + 3a^2)d1^223d2^59 + (2 + 2a + 2a^2)d1^224d2^59 + (2 + 1a + 4a^2)d1^225d2^59 + (3 + 0a + 1a^2)d1^226d2^59 + (0 + 4a + 2a^2)d1^227d2^59 + (2 + 1a + 3a^2)d1^228d2^59 + (2 + 1a + 0a^2)d1^229d2^59 + (1 + 4a + 1a^2)d1^230d2^59 + (2 + 3a + 3a^2)d1^231d2^59 + (2 + 0a + 3a^2)d1^232d2^59 + (2 + 1a + 2a^2)d1^233d2^59 + (3 + 2a + 1a^2)d1^234d2^59 + (1 + 3a + 3a^2)d1^235d2^59 + (0 + 1a + 3a^2)d1^236d2^59 + (2 + 3a + 3a^2)d1^237d2^59 + (0 + 1a + 0a^2)d1^238d2^59 + (0 + 2a + 4a^2)d1^239d2^59 + (2 + 2a + 4a^2)d1^240d2^59 + (3 + 2a + 0a^2)d1^241d2^59 + (0 + 3a + 2a^2)d1^242d2^59 + (0 + 4a + 1a^2)d1^243d2^59 + (4 + 2a + 3a^2)d1^244d2^59 + (1 + 1a + 4a^2)d1^245d2^59 + (1 + 4a + 3a^2)d1^246d2^59 + (1 + 4a + 4a^2)d1^247d2^59 + (2 + 2a + 2a^2)d1^248d2^59 + (1 + 0a + 0a^2)d1^249d2^59 + (1 + 2a + 1a^2)d1^250d2^59 + (3 + 4a + 4a^2)d1^251d2^59 + (3 + 2a + 4a^2)d1^252d2^59 + (0 + 4a + 3a^2)d1^253d2^59 + (2 + 0a + 4a^2)d1^254d2^59 + (0 + 0a + 3a^2)d1^255d2^59 + (0 + 0a + 2a^2)d1^256d2^59 + (2 + 4a + 3a^2)d1^257d2^59 + (3 + 3a + 0a^2)d1^258d2^59 + (0 + 3a + 1a^2)d1^259d2^59 + (1 + 2a + 1a^2)d1^260d2^59 + (4 + 4a + 1a^2)d1^261d2^59 + (2 + 4a + 1a^2)d1^262d2^59 + (1 + 0a + 3a^2)d1^263d2^59 + (1 + 0a + 4a^2)d1^264d2^59 + (0 + 0a + 3a^2)d1^265d2^59 + (0 + 0a + 3a^2)d1^266d2^59 + (2 + 4a + 4a^2)d1^267d2^59 + (4 + 1a + 4a^2)d1^268d2^59 + (0 + 4a + 0a^2)d1^269d2^59 + (3 + 3a + 3a^2)d1^270d2^59 + (1 + 4a + 3a^2)d1^271d2^59 + (0 + 1a + 1a^2)d1^272d2^59 + (1 + 1a + 3a^2)d1^273d2^59 + (4 + 4a + 4a^2)d1^274d2^59 + (0 + 3a + 1a^2)d1^275d2^59 + (3 + 2a + 1a^2)d1^276d2^59 + (4 + 4a + 0a^2)d1^277d2^59 + (1 + 3a + 2a^2)d1^278d2^59 + (2 + 3a + 2a^2)d1^279d2^59 + (2 + 2a + 0a^2)d1^280d2^59 + (1 + 4a + 0a^2)d1^281d2^59 + (0 + 4a + 2a^2)d1^282d2^59 + (3 + 4a + 3a^2)d1^283d2^59 + (1 + 1a + 0a^2)d1^284d2^59 + (1 + 4a + 4a^2)d1^285d2^59 + (2 + 4a + 0a^2)d1^286d2^59 + (2 + 3a + 4a^2)d1^287d2^59 + (3 + 4a + 4a^2)d1^288d2^59 + (3 + 2a + 0a^2)d1^289d2^59 + (2 + 4a + 4a^2)d1^290d2^59 + (4 + 2a + 3a^2)d1^291d2^59 + (2 + 4a + 2a^2)d1^292d2^59 + (4 + 4a + 2a^2)d1^293d2^59 + (4 + 3a + 0a^2)d2^60 + (0 + 4a + 1a^2)d1^1d2^60 + (2 + 3a + 4a^2)d1^2d2^60 + (2 + 0a + 4a^2)d1^3d2^60 + (1 + 1a + 2a^2)d1^4d2^60 + (1 + 1a + 1a^2)d1^5d2^60 + (0 + 2a + 1a^2)d1^6d2^60 + (0 + 4a + 1a^2)d1^7d2^60 + (4 + 2a + 1a^2)d1^8d2^60 + (0 + 2a + 4a^2)d1^9d2^60 + (2 + 0a + 2a^2)d1^10d2^60 + (0 + 1a + 0a^2)d1^11d2^60 + (1 + 2a + 3a^2)d1^12d2^60 + (2 + 0a + 0a^2)d1^13d2^60 + (0 + 4a + 2a^2)d1^14d2^60 + (2 + 0a + 0a^2)d1^15d2^60 + (0 + 4a + 4a^2)d1^16d2^60 + (0 + 1a + 3a^2)d1^17d2^60 + (0 + 2a + 1a^2)d1^18d2^60 + (1 + 2a + 4a^2)d1^19d2^60 + (3 + 0a + 2a^2)d1^20d2^60 + (0 + 2a + 4a^2)d1^21d2^60 + (1 + 2a + 0a^2)d1^22d2^60 + (4 + 2a + 2a^2)d1^23d2^60 + (2 + 3a + 4a^2)d1^24d2^60 + (0 + 2a + 1a^2)d1^25d2^60 + (3 + 2a + 2a^2)d1^26d2^60 + (1 + 0a + 3a^2)d1^27d2^60 + (3 + 3a + 4a^2)d1^28d2^60 + (2 + 2a + 2a^2)d1^29d2^60 + (1 + 1a + 4a^2)d1^30d2^60 + (0 + 0a + 2a^2)d1^31d2^60 + (0 + 4a + 1a^2)d1^32d2^60 + (4 + 2a + 4a^2)d1^33d2^60 + (0 + 3a + 2a^2)d1^34d2^60 + (2 + 3a + 4a^2)d1^35d2^60 + (3 + 2a + 1a^2)d1^36d2^60 + (3 + 2a + 4a^2)d1^37d2^60 + (1 + 2a + 0a^2)d1^38d2^60 + (1 + 0a + 1a^2)d1^39d2^60 + (3 + 4a + 3a^2)d1^40d2^60 + (4 + 2a + 0a^2)d1^41d2^60 + (3 + 4a + 3a^2)d1^42d2^60 + (0 + 0a + 1a^2)d1^43d2^60 + (0 + 1a + 4a^2)d1^44d2^60 + (3 + 0a + 3a^2)d1^45d2^60 + (2 + 0a + 2a^2)d1^46d2^60 + (4 + 2a + 1a^2)d1^47d2^60 + (4 + 0a + 1a^2)d1^48d2^60 + (0 + 3a + 2a^2)d1^49d2^60 + (0 + 4a + 2a^2)d1^50d2^60 + (2 + 4a + 2a^2)d1^51d2^60 + (4 + 1a + 3a^2)d1^52d2^60 + (2 + 1a + 2a^2)d1^53d2^60 + (0 + 0a + 3a^2)d1^54d2^60 + (4 + 3a + 3a^2)d1^55d2^60 + (4 + 0a + 4a^2)d1^56d2^60 + (1 + 3a + 2a^2)d1^57d2^60 + (1 + 3a + 4a^2)d1^58d2^60 + (3 + 0a + 4a^2)d1^59d2^60 + (2 + 3a + 3a^2)d1^60d2^60 + (3 + 4a + 2a^2)d1^61d2^60 + (1 + 0a + 2a^2)d1^62d2^60 + (1 + 3a + 2a^2)d1^63d2^60 + (1 + 3a + 3a^2)d1^64d2^60 + (4 + 1a + 0a^2)d1^65d2^60 + (4 + 2a + 4a^2)d1^66d2^60 + (0 + 0a + 4a^2)d1^67d2^60 + (4 + 0a + 0a^2)d1^68d2^60 + (0 + 2a + 3a^2)d1^69d2^60 + (4 + 0a + 3a^2)d1^70d2^60 + (3 + 3a + 1a^2)d1^71d2^60 + (0 + 2a + 4a^2)d1^72d2^60 + (3 + 2a + 4a^2)d1^73d2^60 + (0 + 0a + 2a^2)d1^74d2^60 + (1 + 3a + 4a^2)d1^75d2^60 + (2 + 0a + 0a^2)d1^76d2^60 + (1 + 2a + 3a^2)d1^77d2^60 + (4 + 0a + 3a^2)d1^78d2^60 + (3 + 3a + 1a^2)d1^79d2^60 + (4 + 0a + 0a^2)d1^80d2^60 + (4 + 2a + 4a^2)d1^81d2^60 + (3 + 2a + 4a^2)d1^82d2^60 + (1 + 1a + 4a^2)d1^83d2^60 + (1 + 3a + 0a^2)d1^84d2^60 + (4 + 2a + 3a^2)d1^85d2^60 + (1 + 1a + 3a^2)d1^86d2^60 + (1 + 3a + 4a^2)d1^87d2^60 + (2 + 0a + 2a^2)d1^88d2^60 + (1 + 0a + 1a^2)d1^89d2^60 + (3 + 2a + 0a^2)d1^90d2^60 + (4 + 1a + 0a^2)d1^91d2^60 + (2 + 1a + 4a^2)d1^92d2^60 + (2 + 4a + 2a^2)d1^93d2^60 + (4 + 1a + 4a^2)d1^94d2^60 + (4 + 0a + 0a^2)d1^95d2^60 + (4 + 4a + 4a^2)d1^96d2^60 + (2 + 3a + 2a^2)d1^97d2^60 + (3 + 2a + 0a^2)d1^98d2^60 + (4 + 4a + 4a^2)d1^99d2^60 + (1 + 2a + 0a^2)d1^100d2^60 + (2 + 2a + 0a^2)d1^101d2^60 + (2 + 3a + 2a^2)d1^102d2^60 + (2 + 2a + 3a^2)d1^103d2^60 + (1 + 4a + 4a^2)d1^104d2^60 + (1 + 1a + 1a^2)d1^105d2^60 + (0 + 1a + 4a^2)d1^106d2^60 + (4 + 2a + 4a^2)d1^107d2^60 + (4 + 4a + 2a^2)d1^108d2^60 + (4 + 0a + 2a^2)d1^109d2^60 + (0 + 4a + 4a^2)d1^110d2^60 + (2 + 3a + 3a^2)d1^111d2^60 + (4 + 0a + 3a^2)d1^112d2^60 + (4 + 1a + 3a^2)d1^113d2^60 + (4 + 3a + 2a^2)d1^114d2^60 + (4 + 4a + 2a^2)d1^115d2^60 + (0 + 3a + 1a^2)d1^116d2^60 + (2 + 3a + 4a^2)d1^117d2^60 + (1 + 4a + 2a^2)d1^118d2^60 + (0 + 2a + 3a^2)d1^119d2^60 + (0 + 1a + 2a^2)d1^120d2^60 + (2 + 4a + 4a^2)d1^121d2^60 + (3 + 1a + 3a^2)d1^122d2^60 + (0 + 2a + 0a^2)d1^123d2^60 + (3 + 1a + 3a^2)d1^124d2^60 + (3 + 1a + 2a^2)d1^125d2^60 + (0 + 3a + 0a^2)d1^126d2^60 + (4 + 3a + 4a^2)d1^127d2^60 + (4 + 2a + 3a^2)d1^128d2^60 + (2 + 1a + 0a^2)d1^129d2^60 + (4 + 4a + 0a^2)d1^130d2^60 + (1 + 1a + 1a^2)d1^131d2^60 + (2 + 0a + 1a^2)d1^132d2^60 + (3 + 2a + 4a^2)d1^133d2^60 + (3 + 0a + 4a^2)d1^134d2^60 + (4 + 2a + 4a^2)d1^135d2^60 + (3 + 4a + 3a^2)d1^136d2^60 + (3 + 2a + 2a^2)d1^137d2^60 + (1 + 4a + 2a^2)d1^138d2^60 + (2 + 4a + 3a^2)d1^139d2^60 + (3 + 0a + 2a^2)d1^140d2^60 + (2 + 0a + 3a^2)d1^141d2^60 + (2 + 3a + 1a^2)d1^142d2^60 + (1 + 3a + 0a^2)d1^143d2^60 + (0 + 1a + 4a^2)d1^144d2^60 + (3 + 1a + 1a^2)d1^145d2^60 + (4 + 4a + 0a^2)d1^146d2^60 + (4 + 2a + 1a^2)d1^147d2^60 + (4 + 0a + 4a^2)d1^149d2^60 + (1 + 2a + 4a^2)d1^150d2^60 + (1 + 2a + 3a^2)d1^151d2^60 + (1 + 2a + 0a^2)d1^152d2^60 + (0 + 0a + 1a^2)d1^153d2^60 + (2 + 4a + 4a^2)d1^154d2^60 + (3 + 3a + 0a^2)d1^155d2^60 + (0 + 3a + 2a^2)d1^156d2^60 + (0 + 2a + 4a^2)d1^157d2^60 + (2 + 0a + 3a^2)d1^158d2^60 + (4 + 1a + 1a^2)d1^159d2^60 + (2 + 1a + 2a^2)d1^160d2^60 + (4 + 0a + 0a^2)d1^161d2^60 + (0 + 0a + 2a^2)d1^162d2^60 + (0 + 1a + 2a^2)d1^164d2^60 + (0 + 4a + 4a^2)d1^165d2^60 + (3 + 1a + 0a^2)d1^166d2^60 + (4 + 4a + 2a^2)d1^167d2^60 + (2 + 4a + 4a^2)d1^168d2^60 + (4 + 2a + 1a^2)d1^169d2^60 + (4 + 1a + 0a^2)d1^170d2^60 + (3 + 0a + 1a^2)d1^171d2^60 + (2 + 4a + 3a^2)d1^172d2^60 + (2 + 4a + 0a^2)d1^173d2^60 + (1 + 3a + 1a^2)d1^174d2^60 + (0 + 0a + 2a^2)d1^175d2^60 + (3 + 0a + 2a^2)d1^176d2^60 + (2 + 2a + 3a^2)d1^177d2^60 + (2 + 2a + 4a^2)d1^178d2^60 + (0 + 3a + 1a^2)d1^179d2^60 + (1 + 3a + 1a^2)d1^180d2^60 + (1 + 1a + 4a^2)d1^181d2^60 + (4 + 4a + 1a^2)d1^182d2^60 + (3 + 0a + 2a^2)d1^183d2^60 + (1 + 2a + 4a^2)d1^184d2^60 + (0 + 2a + 0a^2)d1^185d2^60 + (1 + 1a + 2a^2)d1^186d2^60 + (2 + 4a + 3a^2)d1^187d2^60 + (1 + 0a + 2a^2)d1^188d2^60 + (1 + 4a + 3a^2)d1^189d2^60 + (4 + 4a + 4a^2)d1^190d2^60 + (2 + 3a + 0a^2)d1^191d2^60 + (1 + 0a + 1a^2)d1^192d2^60 + (4 + 1a + 0a^2)d1^193d2^60 + (0 + 1a + 4a^2)d1^194d2^60 + (0 + 0a + 1a^2)d1^195d2^60 + (2 + 3a + 3a^2)d1^196d2^60 + (4 + 4a + 0a^2)d1^197d2^60 + (0 + 4a + 0a^2)d1^198d2^60 + (1 + 1a + 2a^2)d1^199d2^60 + (1 + 0a + 3a^2)d1^200d2^60 + (2 + 4a + 2a^2)d1^201d2^60 + (3 + 2a + 1a^2)d1^202d2^60 + (2 + 4a + 0a^2)d1^203d2^60 + (2 + 1a + 1a^2)d1^204d2^60 + (4 + 2a + 3a^2)d1^205d2^60 + (2 + 1a + 4a^2)d1^206d2^60 + (3 + 2a + 4a^2)d1^207d2^60 + (0 + 0a + 4a^2)d1^208d2^60 + (2 + 4a + 4a^2)d1^209d2^60 + (1 + 4a + 0a^2)d1^210d2^60 + (4 + 1a + 2a^2)d1^211d2^60 + (0 + 3a + 0a^2)d1^212d2^60 + (2 + 3a + 3a^2)d1^213d2^60 + (0 + 1a + 4a^2)d1^214d2^60 + (3 + 2a + 1a^2)d1^215d2^60 + (0 + 1a + 3a^2)d1^216d2^60 + (0 + 0a + 2a^2)d1^217d2^60 + (2 + 3a + 3a^2)d1^218d2^60 + (0 + 4a + 0a^2)d1^219d2^60 + (4 + 2a + 4a^2)d1^221d2^60 + (3 + 0a + 1a^2)d1^222d2^60 + (0 + 1a + 4a^2)d1^223d2^60 + (4 + 3a + 0a^2)d1^224d2^60 + (1 + 0a + 2a^2)d1^225d2^60 + (0 + 1a + 0a^2)d1^226d2^60 + (4 + 3a + 3a^2)d1^227d2^60 + (4 + 1a + 0a^2)d1^228d2^60 + (3 + 3a + 1a^2)d1^229d2^60 + (4 + 0a + 4a^2)d1^230d2^60 + (4 + 4a + 1a^2)d1^231d2^60 + (0 + 3a + 0a^2)d1^232d2^60 + (1 + 3a + 4a^2)d1^233d2^60 + (4 + 4a + 3a^2)d1^234d2^60 + (4 + 1a + 4a^2)d1^235d2^60 + (0 + 3a + 2a^2)d1^236d2^60 + (1 + 0a + 4a^2)d1^237d2^60 + (4 + 3a + 4a^2)d1^238d2^60 + (4 + 0a + 0a^2)d1^239d2^60 + (1 + 4a + 2a^2)d1^240d2^60 + (4 + 2a + 1a^2)d1^241d2^60 + (0 + 0a + 3a^2)d1^242d2^60 + (3 + 3a + 1a^2)d1^243d2^60 + (2 + 1a + 3a^2)d1^244d2^60 + (3 + 4a + 0a^2)d1^245d2^60 + (0 + 2a + 1a^2)d1^246d2^60 + (3 + 3a + 3a^2)d1^247d2^60 + (1 + 3a + 4a^2)d1^248d2^60 + (2 + 1a + 0a^2)d1^249d2^60 + (1 + 1a + 0a^2)d1^250d2^60 + (2 + 4a + 1a^2)d1^251d2^60 + (0 + 3a + 4a^2)d1^252d2^60 + (3 + 0a + 1a^2)d1^253d2^60 + (0 + 4a + 2a^2)d1^254d2^60 + (1 + 1a + 1a^2)d1^255d2^60 + (4 + 3a + 4a^2)d1^256d2^60 + (4 + 2a + 3a^2)d1^257d2^60 + (2 + 4a + 0a^2)d1^258d2^60 + (0 + 2a + 1a^2)d1^259d2^60 + (0 + 1a + 4a^2)d1^260d2^60 + (1 + 1a + 3a^2)d1^261d2^60 + (3 + 1a + 1a^2)d1^262d2^60 + (4 + 0a + 1a^2)d1^263d2^60 + (4 + 1a + 4a^2)d1^264d2^60 + (3 + 1a + 1a^2)d1^265d2^60 + (1 + 3a + 4a^2)d1^266d2^60 + (1 + 2a + 1a^2)d1^267d2^60 + (4 + 3a + 4a^2)d1^268d2^60 + (2 + 1a + 4a^2)d1^269d2^60 + (3 + 0a + 2a^2)d1^270d2^60 + (0 + 2a + 3a^2)d1^271d2^60 + (3 + 2a + 0a^2)d1^272d2^60 + (4 + 2a + 4a^2)d1^273d2^60 + (1 + 2a + 2a^2)d1^274d2^60 + (4 + 4a + 2a^2)d1^275d2^60 + (3 + 2a + 2a^2)d1^276d2^60 + (2 + 2a + 4a^2)d1^277d2^60 + (1 + 3a + 3a^2)d1^278d2^60 + (4 + 3a + 4a^2)d1^279d2^60 + (0 + 0a + 4a^2)d1^280d2^60 + (4 + 3a + 0a^2)d1^281d2^60 + (0 + 1a + 2a^2)d1^282d2^60 + (3 + 3a + 4a^2)d1^283d2^60 + (4 + 2a + 2a^2)d1^284d2^60 + (4 + 3a + 1a^2)d1^285d2^60 + (2 + 1a + 3a^2)d1^286d2^60 + (2 + 2a + 0a^2)d1^287d2^60 + (0 + 1a + 3a^2)d1^288d2^60 + (2 + 3a + 3a^2)d1^289d2^60 + (3 + 4a + 2a^2)d1^290d2^60 + (2 + 2a + 3a^2)d1^291d2^60 + (2 + 2a + 4a^2)d1^292d2^60 + (3 + 4a + 1a^2)d1^293d2^60 + (0 + 3a + 1a^2)d2^61 + (3 + 4a + 2a^2)d1^1d2^61 + (1 + 3a + 0a^2)d1^2d2^61 + (0 + 4a + 3a^2)d1^3d2^61 + (1 + 4a + 0a^2)d1^4d2^61 + (2 + 0a + 2a^2)d1^5d2^61 + (1 + 0a + 3a^2)d1^6d2^61 + (1 + 3a + 1a^2)d1^7d2^61 + (2 + 2a + 0a^2)d1^8d2^61 + (2 + 0a + 1a^2)d1^9d2^61 + (0 + 4a + 4a^2)d1^10d2^61 + (1 + 3a + 4a^2)d1^11d2^61 + (3 + 0a + 1a^2)d1^12d2^61 + (4 + 2a + 1a^2)d1^14d2^61 + (4 + 2a + 3a^2)d1^15d2^61 + (0 + 3a + 0a^2)d1^16d2^61 + (2 + 2a + 3a^2)d1^17d2^61 + (2 + 0a + 1a^2)d1^18d2^61 + (2 + 1a + 2a^2)d1^19d2^61 + (0 + 2a + 0a^2)d1^20d2^61 + (3 + 2a + 0a^2)d1^21d2^61 + (4 + 2a + 3a^2)d1^22d2^61 + (2 + 2a + 4a^2)d1^23d2^61 + (2 + 0a + 3a^2)d1^24d2^61 + (1 + 4a + 2a^2)d1^25d2^61 + (3 + 3a + 1a^2)d1^26d2^61 + (2 + 4a + 3a^2)d1^27d2^61 + (0 + 3a + 3a^2)d1^28d2^61 + (2 + 2a + 1a^2)d1^29d2^61 + (3 + 3a + 2a^2)d1^30d2^61 + (4 + 2a + 3a^2)d1^31d2^61 + (2 + 1a + 3a^2)d1^32d2^61 + (2 + 3a + 4a^2)d1^33d2^61 + (4 + 1a + 1a^2)d1^34d2^61 + (4 + 4a + 1a^2)d1^35d2^61 + (4 + 4a + 1a^2)d1^36d2^61 + (3 + 4a + 3a^2)d1^37d2^61 + (3 + 3a + 3a^2)d1^38d2^61 + (3 + 2a + 0a^2)d1^39d2^61 + (4 + 3a + 4a^2)d1^40d2^61 + (4 + 4a + 0a^2)d1^41d2^61 + (3 + 0a + 4a^2)d1^42d2^61 + (0 + 3a + 4a^2)d1^43d2^61 + (0 + 1a + 0a^2)d1^44d2^61 + (3 + 2a + 1a^2)d1^45d2^61 + (0 + 1a + 3a^2)d1^46d2^61 + (3 + 2a + 1a^2)d1^47d2^61 + (4 + 0a + 4a^2)d1^48d2^61 + (3 + 2a + 2a^2)d1^49d2^61 + (0 + 0a + 3a^2)d1^50d2^61 + (0 + 2a + 3a^2)d1^51d2^61 + (3 + 0a + 1a^2)d1^52d2^61 + (0 + 2a + 1a^2)d1^53d2^61 + (0 + 1a + 1a^2)d1^54d2^61 + (0 + 4a + 1a^2)d1^55d2^61 + (1 + 4a + 3a^2)d1^56d2^61 + (4 + 4a + 4a^2)d1^57d2^61 + (3 + 1a + 3a^2)d1^58d2^61 + (2 + 4a + 2a^2)d1^59d2^61 + (2 + 4a + 2a^2)d1^60d2^61 + (3 + 1a + 3a^2)d1^61d2^61 + (2 + 3a + 3a^2)d1^62d2^61 + (3 + 2a + 1a^2)d1^63d2^61 + (1 + 2a + 2a^2)d1^64d2^61 + (4 + 4a + 1a^2)d1^65d2^61 + (0 + 0a + 2a^2)d1^66d2^61 + (0 + 3a + 3a^2)d1^67d2^61 + (2 + 0a + 2a^2)d1^68d2^61 + (1 + 1a + 3a^2)d1^69d2^61 + (2 + 1a + 4a^2)d1^70d2^61 + (2 + 4a + 4a^2)d1^71d2^61 + (2 + 1a + 4a^2)d1^72d2^61 + (1 + 2a + 3a^2)d1^73d2^61 + (4 + 0a + 0a^2)d1^74d2^61 + (0 + 1a + 1a^2)d1^75d2^61 + (3 + 1a + 1a^2)d1^76d2^61 + (3 + 0a + 2a^2)d1^77d2^61 + (1 + 3a + 4a^2)d1^78d2^61 + (0 + 1a + 1a^2)d1^79d2^61 + (1 + 0a + 4a^2)d1^80d2^61 + (2 + 3a + 4a^2)d1^81d2^61 + (1 + 0a + 0a^2)d1^82d2^61 + (3 + 0a + 3a^2)d1^83d2^61 + (0 + 2a + 1a^2)d1^84d2^61 + (1 + 4a + 1a^2)d1^85d2^61 + (3 + 1a + 4a^2)d1^86d2^61 + (3 + 2a + 4a^2)d1^87d2^61 + (3 + 0a + 3a^2)d1^88d2^61 + (1 + 2a + 3a^2)d1^89d2^61 + (4 + 2a + 0a^2)d1^90d2^61 + (3 + 2a + 0a^2)d1^91d2^61 + (2 + 0a + 0a^2)d1^92d2^61 + (2 + 4a + 1a^2)d1^93d2^61 + (3 + 2a + 4a^2)d1^94d2^61 + (2 + 4a + 4a^2)d1^95d2^61 + (1 + 4a + 3a^2)d1^96d2^61 + (3 + 4a + 4a^2)d1^97d2^61 + (4 + 0a + 0a^2)d1^98d2^61 + (0 + 3a + 2a^2)d1^99d2^61 + (2 + 0a + 2a^2)d1^100d2^61 + (2 + 2a + 3a^2)d1^101d2^61 + (0 + 3a + 0a^2)d1^102d2^61 + (2 + 3a + 2a^2)d1^103d2^61 + (2 + 1a + 0a^2)d1^104d2^61 + (0 + 3a + 3a^2)d1^105d2^61 + (3 + 0a + 1a^2)d1^106d2^61 + (3 + 4a + 3a^2)d1^107d2^61 + (0 + 2a + 4a^2)d1^108d2^61 + (0 + 0a + 4a^2)d1^109d2^61 + (3 + 0a + 0a^2)d1^110d2^61 + (3 + 0a + 3a^2)d1^111d2^61 + (0 + 1a + 2a^2)d1^112d2^61 + (3 + 1a + 2a^2)d1^113d2^61 + (4 + 4a + 1a^2)d1^114d2^61 + (0 + 2a + 0a^2)d1^115d2^61 + (4 + 2a + 2a^2)d1^116d2^61 + (3 + 4a + 0a^2)d1^117d2^61 + (4 + 0a + 0a^2)d1^118d2^61 + (0 + 4a + 0a^2)d1^119d2^61 + (3 + 3a + 4a^2)d1^120d2^61 + (4 + 1a + 0a^2)d1^121d2^61 + (2 + 3a + 1a^2)d1^122d2^61 + (1 + 3a + 1a^2)d1^123d2^61 + (1 + 1a + 3a^2)d1^124d2^61 + (4 + 3a + 2a^2)d1^125d2^61 + (0 + 0a + 3a^2)d1^126d2^61 + (2 + 0a + 2a^2)d1^127d2^61 + (3 + 3a + 2a^2)d1^128d2^61 + (1 + 2a + 2a^2)d1^129d2^61 + (4 + 2a + 1a^2)d1^130d2^61 + (1 + 2a + 3a^2)d1^131d2^61 + (1 + 2a + 1a^2)d1^132d2^61 + (4 + 0a + 4a^2)d1^133d2^61 + (4 + 3a + 1a^2)d1^134d2^61 + (4 + 1a + 1a^2)d1^135d2^61 + (3 + 1a + 1a^2)d1^136d2^61 + (2 + 3a + 4a^2)d1^137d2^61 + (3 + 2a + 2a^2)d1^138d2^61 + (4 + 3a + 3a^2)d1^139d2^61 + (4 + 3a + 0a^2)d1^140d2^61 + (2 + 2a + 4a^2)d1^141d2^61 + (4 + 1a + 4a^2)d1^142d2^61 + (4 + 2a + 0a^2)d1^143d2^61 + (4 + 3a + 4a^2)d1^144d2^61 + (3 + 1a + 3a^2)d1^145d2^61 + (1 + 4a + 4a^2)d1^146d2^61 + (4 + 1a + 0a^2)d1^147d2^61 + (2 + 2a + 3a^2)d1^148d2^61 + (0 + 3a + 3a^2)d1^149d2^61 + (3 + 1a + 2a^2)d1^150d2^61 + (1 + 1a + 1a^2)d1^151d2^61 + (1 + 2a + 1a^2)d1^152d2^61 + (0 + 4a + 4a^2)d1^153d2^61 + (2 + 3a + 2a^2)d1^154d2^61 + (0 + 0a + 3a^2)d1^155d2^61 + (1 + 4a + 2a^2)d1^156d2^61 + (0 + 3a + 3a^2)d1^157d2^61 + (3 + 2a + 2a^2)d1^158d2^61 + (2 + 3a + 3a^2)d1^159d2^61 + (3 + 1a + 2a^2)d1^160d2^61 + (2 + 0a + 4a^2)d1^161d2^61 + (0 + 3a + 2a^2)d1^162d2^61 + (4 + 4a + 2a^2)d1^163d2^61 + (4 + 1a + 4a^2)d1^164d2^61 + (2 + 1a + 4a^2)d1^165d2^61 + (2 + 1a + 1a^2)d1^166d2^61 + (4 + 2a + 4a^2)d1^167d2^61 + (0 + 3a + 1a^2)d1^168d2^61 + (2 + 2a + 0a^2)d1^169d2^61 + (3 + 2a + 3a^2)d1^170d2^61 + (2 + 0a + 0a^2)d1^171d2^61 + (0 + 0a + 1a^2)d1^172d2^61 + (1 + 2a + 3a^2)d1^173d2^61 + (2 + 4a + 2a^2)d1^174d2^61 + (3 + 1a + 3a^2)d1^175d2^61 + (3 + 3a + 4a^2)d1^176d2^61 + (4 + 3a + 2a^2)d1^177d2^61 + (1 + 3a + 0a^2)d1^178d2^61 + (4 + 3a + 4a^2)d1^179d2^61 + (3 + 0a + 0a^2)d1^180d2^61 + (0 + 1a + 4a^2)d1^181d2^61 + (1 + 2a + 4a^2)d1^182d2^61 + (1 + 1a + 3a^2)d1^183d2^61 + (3 + 1a + 1a^2)d1^184d2^61 + (1 + 4a + 3a^2)d1^185d2^61 + (1 + 1a + 3a^2)d1^186d2^61 + (3 + 2a + 4a^2)d1^187d2^61 + (2 + 4a + 2a^2)d1^188d2^61 + (1 + 1a + 3a^2)d1^189d2^61 + (0 + 1a + 2a^2)d1^190d2^61 + (0 + 1a + 3a^2)d1^191d2^61 + (0 + 3a + 0a^2)d1^192d2^61 + (3 + 1a + 0a^2)d1^193d2^61 + (1 + 4a + 0a^2)d1^194d2^61 + (2 + 1a + 1a^2)d1^195d2^61 + (2 + 0a + 1a^2)d1^196d2^61 + (0 + 0a + 2a^2)d1^197d2^61 + (4 + 1a + 0a^2)d1^198d2^61 + (3 + 0a + 4a^2)d1^199d2^61 + (3 + 1a + 0a^2)d1^200d2^61 + (0 + 2a + 0a^2)d1^201d2^61 + (3 + 3a + 1a^2)d1^202d2^61 + (3 + 3a + 3a^2)d1^203d2^61 + (4 + 2a + 4a^2)d1^204d2^61 + (0 + 2a + 0a^2)d1^205d2^61 + (3 + 4a + 4a^2)d1^206d2^61 + (4 + 2a + 3a^2)d1^207d2^61 + (2 + 1a + 1a^2)d1^208d2^61 + (4 + 3a + 3a^2)d1^209d2^61 + (0 + 0a + 1a^2)d1^210d2^61 + (4 + 0a + 2a^2)d1^211d2^61 + (4 + 2a + 2a^2)d1^212d2^61 + (2 + 2a + 4a^2)d1^213d2^61 + (2 + 4a + 2a^2)d1^214d2^61 + (2 + 4a + 4a^2)d1^215d2^61 + (4 + 2a + 0a^2)d1^216d2^61 + (1 + 0a + 3a^2)d1^217d2^61 + (2 + 4a + 1a^2)d1^218d2^61 + (3 + 3a + 4a^2)d1^219d2^61 + (3 + 2a + 1a^2)d1^220d2^61 + (1 + 0a + 4a^2)d1^221d2^61 + (3 + 4a + 1a^2)d1^222d2^61 + (3 + 3a + 0a^2)d1^223d2^61 + (3 + 4a + 2a^2)d1^224d2^61 + (0 + 4a + 4a^2)d1^225d2^61 + (1 + 2a + 4a^2)d1^226d2^61 + (2 + 2a + 2a^2)d1^227d2^61 + (0 + 2a + 3a^2)d1^228d2^61 + (4 + 2a + 0a^2)d1^229d2^61 + (3 + 2a + 3a^2)d1^230d2^61 + (2 + 4a + 3a^2)d1^231d2^61 + (2 + 0a + 2a^2)d1^232d2^61 + (0 + 4a + 4a^2)d1^233d2^61 + (1 + 2a + 0a^2)d1^234d2^61 + (4 + 4a + 2a^2)d1^235d2^61 + (4 + 1a + 1a^2)d1^236d2^61 + (1 + 2a + 1a^2)d1^237d2^61 + (4 + 1a + 1a^2)d1^238d2^61 + (0 + 3a + 0a^2)d1^239d2^61 + (0 + 3a + 0a^2)d1^240d2^61 + (3 + 3a + 1a^2)d1^241d2^61 + (1 + 0a + 4a^2)d1^242d2^61 + (3 + 1a + 0a^2)d1^243d2^61 + (4 + 2a + 4a^2)d1^244d2^61 + (1 + 0a + 0a^2)d1^245d2^61 + (1 + 1a + 1a^2)d1^246d2^61 + (0 + 0a + 2a^2)d1^247d2^61 + (2 + 3a + 2a^2)d1^248d2^61 + (1 + 1a + 0a^2)d1^249d2^61 + (1 + 1a + 0a^2)d1^250d2^61 + (3 + 2a + 0a^2)d1^251d2^61 + (2 + 3a + 1a^2)d1^252d2^61 + (2 + 0a + 0a^2)d1^253d2^61 + (3 + 2a + 2a^2)d1^254d2^61 + (2 + 0a + 1a^2)d1^255d2^61 + (1 + 4a + 0a^2)d1^256d2^61 + (2 + 3a + 0a^2)d1^257d2^61 + (3 + 0a + 0a^2)d1^258d2^61 + (0 + 3a + 1a^2)d1^259d2^61 + (1 + 2a + 1a^2)d1^260d2^61 + (1 + 1a + 2a^2)d1^261d2^61 + (3 + 3a + 4a^2)d1^262d2^61 + (2 + 4a + 0a^2)d1^263d2^61 + (3 + 2a + 2a^2)d1^264d2^61 + (2 + 4a + 4a^2)d1^265d2^61 + (4 + 0a + 1a^2)d1^266d2^61 + (0 + 2a + 0a^2)d1^267d2^61 + (4 + 4a + 3a^2)d1^268d2^61 + (1 + 4a + 2a^2)d1^269d2^61 + (4 + 3a + 3a^2)d1^270d2^61 + (2 + 3a + 4a^2)d1^271d2^61 + (4 + 2a + 4a^2)d1^272d2^61 + (4 + 1a + 1a^2)d1^273d2^61 + (1 + 2a + 4a^2)d1^274d2^61 + (0 + 1a + 1a^2)d1^275d2^61 + (0 + 0a + 1a^2)d1^276d2^61 + (1 + 1a + 0a^2)d1^277d2^61 + (0 + 2a + 2a^2)d1^278d2^61 + (4 + 3a + 0a^2)d1^280d2^61 + (4 + 4a + 4a^2)d1^281d2^61 + (2 + 3a + 4a^2)d1^282d2^61 + (4 + 2a + 4a^2)d1^283d2^61 + (4 + 1a + 2a^2)d1^284d2^61 + (2 + 0a + 2a^2)d1^285d2^61 + (4 + 4a + 4a^2)d1^286d2^61 + (0 + 4a + 0a^2)d1^287d2^61 + (1 + 2a + 4a^2)d1^288d2^61 + (0 + 4a + 2a^2)d1^289d2^61 + (0 + 2a + 3a^2)d1^290d2^61 + (1 + 1a + 2a^2)d1^291d2^61 + (3 + 0a + 3a^2)d1^292d2^61 + (2 + 1a + 2a^2)d1^293d2^61 + (4 + 2a + 2a^2)d2^62 + (0 + 3a + 4a^2)d1^1d2^62 + (0 + 4a + 0a^2)d1^2d2^62 + (0 + 2a + 0a^2)d1^3d2^62 + (0 + 0a + 4a^2)d1^4d2^62 + (3 + 0a + 3a^2)d1^5d2^62 + (0 + 0a + 3a^2)d1^6d2^62 + (4 + 4a + 1a^2)d1^7d2^62 + (3 + 3a + 2a^2)d1^8d2^62 + (2 + 3a + 2a^2)d1^9d2^62 + (3 + 0a + 3a^2)d1^10d2^62 + (0 + 3a + 1a^2)d1^11d2^62 + (1 + 0a + 1a^2)d1^12d2^62 + (3 + 3a + 2a^2)d1^13d2^62 + (3 + 3a + 3a^2)d1^14d2^62 + (4 + 3a + 0a^2)d1^15d2^62 + (3 + 3a + 4a^2)d1^16d2^62 + (3 + 0a + 0a^2)d1^17d2^62 + (4 + 3a + 4a^2)d1^18d2^62 + (0 + 4a + 0a^2)d1^19d2^62 + (0 + 2a + 4a^2)d1^20d2^62 + (3 + 3a + 1a^2)d1^21d2^62 + (3 + 1a + 0a^2)d1^22d2^62 + (4 + 3a + 1a^2)d1^23d2^62 + (4 + 4a + 3a^2)d1^24d2^62 + (3 + 3a + 1a^2)d1^25d2^62 + (2 + 2a + 2a^2)d1^26d2^62 + (3 + 0a + 0a^2)d1^27d2^62 + (0 + 0a + 3a^2)d1^28d2^62 + (4 + 0a + 2a^2)d1^29d2^62 + (4 + 3a + 0a^2)d1^30d2^62 + (2 + 4a + 3a^2)d1^31d2^62 + (0 + 0a + 2a^2)d1^32d2^62 + (0 + 0a + 2a^2)d1^33d2^62 + (1 + 2a + 1a^2)d1^34d2^62 + (3 + 4a + 1a^2)d1^35d2^62 + (0 + 2a + 3a^2)d1^36d2^62 + (4 + 3a + 2a^2)d1^37d2^62 + (0 + 2a + 1a^2)d1^38d2^62 + (0 + 1a + 0a^2)d1^39d2^62 + (0 + 2a + 4a^2)d1^40d2^62 + (3 + 4a + 3a^2)d1^41d2^62 + (0 + 0a + 1a^2)d1^42d2^62 + (0 + 1a + 2a^2)d1^43d2^62 + (3 + 2a + 2a^2)d1^44d2^62 + (4 + 3a + 3a^2)d1^45d2^62 + (1 + 4a + 2a^2)d1^46d2^62 + (4 + 0a + 1a^2)d1^47d2^62 + (4 + 2a + 3a^2)d1^48d2^62 + (2 + 0a + 3a^2)d1^49d2^62 + (2 + 2a + 0a^2)d1^50d2^62 + (0 + 4a + 1a^2)d1^51d2^62 + (3 + 3a + 1a^2)d1^52d2^62 + (2 + 2a + 4a^2)d1^53d2^62 + (4 + 0a + 1a^2)d1^54d2^62 + (3 + 1a + 4a^2)d1^55d2^62 + (4 + 3a + 3a^2)d1^56d2^62 + (4 + 4a + 4a^2)d1^57d2^62 + (4 + 4a + 2a^2)d1^58d2^62 + (2 + 3a + 1a^2)d1^59d2^62 + (4 + 4a + 4a^2)d1^60d2^62 + (2 + 3a + 3a^2)d1^61d2^62 + (2 + 0a + 3a^2)d1^62d2^62 + (2 + 4a + 4a^2)d1^63d2^62 + (4 + 4a + 2a^2)d1^64d2^62 + (3 + 0a + 4a^2)d1^65d2^62 + (0 + 2a + 0a^2)d1^66d2^62 + (4 + 0a + 3a^2)d1^67d2^62 + (3 + 1a + 1a^2)d1^68d2^62 + (3 + 3a + 1a^2)d1^69d2^62 + (0 + 2a + 0a^2)d1^70d2^62 + (4 + 4a + 0a^2)d1^71d2^62 + (3 + 4a + 4a^2)d1^72d2^62 + (0 + 0a + 3a^2)d1^73d2^62 + (2 + 3a + 4a^2)d1^74d2^62 + (3 + 0a + 1a^2)d1^75d2^62 + (1 + 3a + 2a^2)d1^76d2^62 + (0 + 3a + 4a^2)d1^77d2^62 + (2 + 1a + 2a^2)d1^78d2^62 + (3 + 2a + 0a^2)d1^79d2^62 + (2 + 4a + 4a^2)d1^80d2^62 + (3 + 3a + 0a^2)d1^81d2^62 + (1 + 2a + 1a^2)d1^82d2^62 + (0 + 3a + 0a^2)d1^83d2^62 + (1 + 0a + 4a^2)d1^84d2^62 + (3 + 2a + 3a^2)d1^85d2^62 + (0 + 0a + 1a^2)d1^86d2^62 + (3 + 2a + 4a^2)d1^87d2^62 + (3 + 1a + 0a^2)d1^88d2^62 + (3 + 1a + 1a^2)d1^89d2^62 + (3 + 1a + 3a^2)d1^90d2^62 + (0 + 4a + 4a^2)d1^91d2^62 + (0 + 1a + 2a^2)d1^92d2^62 + (3 + 1a + 1a^2)d1^93d2^62 + (0 + 3a + 2a^2)d1^94d2^62 + (2 + 0a + 4a^2)d1^95d2^62 + (4 + 4a + 3a^2)d1^96d2^62 + (2 + 4a + 2a^2)d1^97d2^62 + (3 + 0a + 0a^2)d1^98d2^62 + (0 + 1a + 0a^2)d1^99d2^62 + (0 + 2a + 0a^2)d1^100d2^62 + (1 + 0a + 4a^2)d1^101d2^62 + (4 + 4a + 1a^2)d1^102d2^62 + (1 + 2a + 2a^2)d1^103d2^62 + (4 + 1a + 2a^2)d1^104d2^62 + (0 + 2a + 0a^2)d1^105d2^62 + (4 + 1a + 4a^2)d1^106d2^62 + (0 + 2a + 0a^2)d1^107d2^62 + (0 + 4a + 4a^2)d1^108d2^62 + (2 + 2a + 3a^2)d1^109d2^62 + (4 + 0a + 3a^2)d1^110d2^62 + (2 + 0a + 1a^2)d1^111d2^62 + (1 + 2a + 2a^2)d1^112d2^62 + (2 + 4a + 4a^2)d1^113d2^62 + (1 + 1a + 1a^2)d1^114d2^62 + (0 + 3a + 0a^2)d1^115d2^62 + (4 + 0a + 0a^2)d1^116d2^62 + (0 + 1a + 3a^2)d1^117d2^62 + (2 + 3a + 1a^2)d1^118d2^62 + (4 + 0a + 4a^2)d1^119d2^62 + (4 + 0a + 3a^2)d1^120d2^62 + (1 + 0a + 1a^2)d1^121d2^62 + (4 + 4a + 2a^2)d1^122d2^62 + (3 + 2a + 1a^2)d1^123d2^62 + (3 + 1a + 0a^2)d1^124d2^62 + (1 + 3a + 4a^2)d1^125d2^62 + (4 + 3a + 2a^2)d1^126d2^62 + (4 + 3a + 4a^2)d1^127d2^62 + (4 + 0a + 3a^2)d1^128d2^62 + (4 + 2a + 2a^2)d1^129d2^62 + (2 + 2a + 4a^2)d1^130d2^62 + (1 + 4a + 0a^2)d1^131d2^62 + (4 + 1a + 1a^2)d1^132d2^62 + (3 + 2a + 4a^2)d1^133d2^62 + (1 + 2a + 4a^2)d1^134d2^62 + (3 + 2a + 3a^2)d1^135d2^62 + (1 + 0a + 4a^2)d1^136d2^62 + (0 + 0a + 3a^2)d1^137d2^62 + (3 + 2a + 0a^2)d1^138d2^62 + (1 + 4a + 1a^2)d1^139d2^62 + (1 + 1a + 3a^2)d1^140d2^62 + (3 + 2a + 3a^2)d1^141d2^62 + (3 + 3a + 2a^2)d1^142d2^62 + (4 + 0a + 4a^2)d1^143d2^62 + (4 + 2a + 4a^2)d1^144d2^62 + (0 + 4a + 1a^2)d1^145d2^62 + (2 + 1a + 1a^2)d1^146d2^62 + (0 + 2a + 1a^2)d1^147d2^62 + (4 + 4a + 2a^2)d1^148d2^62 + (1 + 3a + 3a^2)d1^149d2^62 + (1 + 2a + 1a^2)d1^150d2^62 + (4 + 4a + 1a^2)d1^151d2^62 + (3 + 3a + 4a^2)d1^152d2^62 + (4 + 2a + 4a^2)d1^153d2^62 + (3 + 1a + 2a^2)d1^154d2^62 + (3 + 4a + 0a^2)d1^155d2^62 + (4 + 3a + 4a^2)d1^156d2^62 + (4 + 3a + 1a^2)d1^157d2^62 + (0 + 4a + 4a^2)d1^158d2^62 + (0 + 0a + 3a^2)d1^159d2^62 + (0 + 3a + 4a^2)d1^160d2^62 + (2 + 2a + 3a^2)d1^161d2^62 + (1 + 0a + 1a^2)d1^162d2^62 + (2 + 0a + 4a^2)d1^163d2^62 + (1 + 4a + 4a^2)d1^164d2^62 + (1 + 2a + 3a^2)d1^165d2^62 + (0 + 3a + 3a^2)d1^166d2^62 + (0 + 1a + 2a^2)d1^167d2^62 + (3 + 2a + 1a^2)d1^168d2^62 + (1 + 0a + 3a^2)d1^169d2^62 + (3 + 3a + 3a^2)d1^170d2^62 + (3 + 1a + 1a^2)d1^171d2^62 + (1 + 4a + 0a^2)d1^172d2^62 + (2 + 0a + 1a^2)d1^173d2^62 + (2 + 3a + 1a^2)d1^174d2^62 + (2 + 1a + 2a^2)d1^175d2^62 + (4 + 0a + 3a^2)d1^176d2^62 + (2 + 2a + 3a^2)d1^177d2^62 + (2 + 1a + 4a^2)d1^178d2^62 + (2 + 1a + 0a^2)d1^179d2^62 + (0 + 1a + 3a^2)d1^180d2^62 + (2 + 1a + 3a^2)d1^181d2^62 + (4 + 2a + 4a^2)d1^182d2^62 + (3 + 0a + 3a^2)d1^183d2^62 + (1 + 1a + 1a^2)d1^184d2^62 + (1 + 4a + 4a^2)d1^185d2^62 + (2 + 1a + 4a^2)d1^186d2^62 + (3 + 3a + 4a^2)d1^187d2^62 + (4 + 3a + 1a^2)d1^188d2^62 + (3 + 2a + 4a^2)d1^189d2^62 + (2 + 4a + 4a^2)d1^190d2^62 + (1 + 2a + 3a^2)d1^191d2^62 + (3 + 4a + 1a^2)d1^192d2^62 + (2 + 1a + 4a^2)d1^193d2^62 + (0 + 1a + 0a^2)d1^194d2^62 + (4 + 4a + 1a^2)d1^195d2^62 + (2 + 3a + 1a^2)d1^196d2^62 + (3 + 1a + 3a^2)d1^197d2^62 + (4 + 1a + 0a^2)d1^198d2^62 + (0 + 1a + 0a^2)d1^199d2^62 + (3 + 0a + 3a^2)d1^200d2^62 + (1 + 3a + 0a^2)d1^201d2^62 + (0 + 2a + 4a^2)d1^202d2^62 + (3 + 2a + 4a^2)d1^203d2^62 + (4 + 2a + 1a^2)d1^204d2^62 + (3 + 3a + 1a^2)d1^205d2^62 + (2 + 4a + 1a^2)d1^206d2^62 + (3 + 4a + 4a^2)d1^207d2^62 + (4 + 2a + 2a^2)d1^208d2^62 + (3 + 1a + 3a^2)d1^209d2^62 + (1 + 2a + 0a^2)d1^210d2^62 + (2 + 2a + 3a^2)d1^211d2^62 + (3 + 1a + 2a^2)d1^212d2^62 + (2 + 0a + 0a^2)d1^213d2^62 + (4 + 4a + 2a^2)d1^215d2^62 + (1 + 2a + 3a^2)d1^216d2^62 + (2 + 4a + 2a^2)d1^217d2^62 + (3 + 2a + 0a^2)d1^218d2^62 + (1 + 0a + 4a^2)d1^219d2^62 + (2 + 2a + 0a^2)d1^220d2^62 + (0 + 1a + 2a^2)d1^221d2^62 + (2 + 2a + 1a^2)d1^222d2^62 + (0 + 2a + 2a^2)d1^223d2^62 + (1 + 2a + 4a^2)d1^224d2^62 + (2 + 3a + 0a^2)d1^225d2^62 + (4 + 1a + 2a^2)d1^226d2^62 + (1 + 0a + 1a^2)d1^227d2^62 + (0 + 3a + 2a^2)d1^228d2^62 + (3 + 3a + 2a^2)d1^229d2^62 + (4 + 4a + 4a^2)d1^230d2^62 + (2 + 2a + 0a^2)d1^231d2^62 + (4 + 4a + 3a^2)d1^232d2^62 + (4 + 1a + 3a^2)d1^233d2^62 + (1 + 0a + 3a^2)d1^234d2^62 + (3 + 0a + 2a^2)d1^235d2^62 + (0 + 4a + 4a^2)d1^236d2^62 + (1 + 0a + 2a^2)d1^237d2^62 + (4 + 1a + 3a^2)d1^238d2^62 + (0 + 2a + 2a^2)d1^239d2^62 + (2 + 3a + 1a^2)d1^240d2^62 + (4 + 3a + 1a^2)d1^241d2^62 + (2 + 2a + 3a^2)d1^242d2^62 + (0 + 3a + 2a^2)d1^243d2^62 + (2 + 1a + 4a^2)d1^244d2^62 + (3 + 4a + 1a^2)d1^245d2^62 + (0 + 2a + 0a^2)d1^246d2^62 + (1 + 3a + 3a^2)d1^247d2^62 + (3 + 4a + 0a^2)d1^248d2^62 + (4 + 0a + 2a^2)d1^249d2^62 + (2 + 4a + 0a^2)d1^250d2^62 + (1 + 2a + 2a^2)d1^251d2^62 + (3 + 2a + 3a^2)d1^252d2^62 + (3 + 2a + 4a^2)d1^253d2^62 + (0 + 0a + 4a^2)d1^254d2^62 + (4 + 3a + 0a^2)d1^255d2^62 + (1 + 2a + 3a^2)d1^256d2^62 + (1 + 0a + 2a^2)d1^257d2^62 + (2 + 3a + 4a^2)d1^258d2^62 + (3 + 0a + 2a^2)d1^259d2^62 + (2 + 1a + 0a^2)d1^260d2^62 + (4 + 0a + 4a^2)d1^261d2^62 + (2 + 0a + 2a^2)d1^262d2^62 + (1 + 4a + 1a^2)d1^263d2^62 + (1 + 3a + 1a^2)d1^264d2^62 + (4 + 0a + 2a^2)d1^265d2^62 + (1 + 3a + 3a^2)d1^266d2^62 + (0 + 3a + 2a^2)d1^267d2^62 + (2 + 3a + 4a^2)d1^268d2^62 + (3 + 2a + 4a^2)d1^269d2^62 + (0 + 3a + 0a^2)d1^270d2^62 + (3 + 2a + 1a^2)d1^271d2^62 + (4 + 3a + 0a^2)d1^272d2^62 + (3 + 0a + 3a^2)d1^273d2^62 + (1 + 4a + 2a^2)d1^274d2^62 + (1 + 3a + 1a^2)d1^275d2^62 + (1 + 3a + 0a^2)d1^276d2^62 + (3 + 4a + 0a^2)d1^278d2^62 + (2 + 1a + 3a^2)d1^279d2^62 + (2 + 4a + 4a^2)d1^280d2^62 + (2 + 3a + 0a^2)d1^281d2^62 + (3 + 3a + 2a^2)d1^282d2^62 + (3 + 0a + 0a^2)d1^283d2^62 + (4 + 3a + 4a^2)d1^284d2^62 + (3 + 3a + 4a^2)d1^285d2^62 + (1 + 1a + 2a^2)d1^286d2^62 + (2 + 2a + 4a^2)d1^287d2^62 + (1 + 4a + 0a^2)d1^288d2^62 + (3 + 2a + 1a^2)d1^289d2^62 + (0 + 2a + 0a^2)d1^290d2^62 + (0 + 3a + 0a^2)d1^291d2^62 + (2 + 0a + 0a^2)d1^292d2^62 + (0 + 4a + 0a^2)d1^293d2^62 + (2 + 4a + 3a^2)d2^63 + (1 + 4a + 3a^2)d1^1d2^63 + (0 + 4a + 3a^2)d1^2d2^63 + (3 + 1a + 1a^2)d1^3d2^63 + (1 + 0a + 3a^2)d1^4d2^63 + (4 + 1a + 0a^2)d1^5d2^63 + (4 + 1a + 4a^2)d1^6d2^63 + (0 + 3a + 0a^2)d1^7d2^63 + (4 + 1a + 4a^2)d1^8d2^63 + (0 + 4a + 3a^2)d1^9d2^63 + (2 + 4a + 1a^2)d1^10d2^63 + (2 + 0a + 2a^2)d1^11d2^63 + (1 + 3a + 2a^2)d1^12d2^63 + (2 + 0a + 4a^2)d1^13d2^63 + (3 + 0a + 4a^2)d1^14d2^63 + (4 + 3a + 3a^2)d1^15d2^63 + (1 + 1a + 1a^2)d1^16d2^63 + (2 + 2a + 2a^2)d1^17d2^63 + (3 + 2a + 3a^2)d1^18d2^63 + (4 + 0a + 3a^2)d1^19d2^63 + (3 + 2a + 1a^2)d1^20d2^63 + (1 + 4a + 1a^2)d1^21d2^63 + (3 + 3a + 4a^2)d1^22d2^63 + (3 + 4a + 1a^2)d1^23d2^63 + (2 + 1a + 2a^2)d1^24d2^63 + (2 + 4a + 2a^2)d1^25d2^63 + (2 + 0a + 0a^2)d1^26d2^63 + (4 + 4a + 0a^2)d1^27d2^63 + (1 + 3a + 3a^2)d1^28d2^63 + (0 + 4a + 2a^2)d1^29d2^63 + (3 + 4a + 3a^2)d1^30d2^63 + (4 + 2a + 4a^2)d1^31d2^63 + (3 + 2a + 2a^2)d1^32d2^63 + (0 + 3a + 0a^2)d1^33d2^63 + (1 + 4a + 1a^2)d1^34d2^63 + (2 + 1a + 4a^2)d1^35d2^63 + (0 + 0a + 3a^2)d1^36d2^63 + (1 + 0a + 3a^2)d1^37d2^63 + (1 + 1a + 3a^2)d1^38d2^63 + (3 + 3a + 3a^2)d1^39d2^63 + (4 + 0a + 3a^2)d1^40d2^63 + (2 + 0a + 0a^2)d1^41d2^63 + (0 + 4a + 2a^2)d1^42d2^63 + (2 + 0a + 4a^2)d1^43d2^63 + (4 + 4a + 1a^2)d1^44d2^63 + (2 + 0a + 4a^2)d1^45d2^63 + (4 + 0a + 1a^2)d1^46d2^63 + (4 + 1a + 3a^2)d1^47d2^63 + (2 + 3a + 3a^2)d1^48d2^63 + (1 + 4a + 3a^2)d1^49d2^63 + (1 + 0a + 0a^2)d1^50d2^63 + (3 + 1a + 3a^2)d1^51d2^63 + (2 + 3a + 1a^2)d1^52d2^63 + (1 + 2a + 3a^2)d1^53d2^63 + (1 + 3a + 3a^2)d1^54d2^63 + (2 + 2a + 4a^2)d1^55d2^63 + (0 + 2a + 0a^2)d1^56d2^63 + (2 + 2a + 3a^2)d1^57d2^63 + (3 + 3a + 3a^2)d1^58d2^63 + (1 + 2a + 2a^2)d1^59d2^63 + (4 + 1a + 2a^2)d1^60d2^63 + (4 + 4a + 0a^2)d1^61d2^63 + (4 + 2a + 1a^2)d1^62d2^63 + (4 + 2a + 3a^2)d1^63d2^63 + (4 + 4a + 0a^2)d1^64d2^63 + (3 + 2a + 0a^2)d1^65d2^63 + (2 + 1a + 0a^2)d1^66d2^63 + (2 + 3a + 3a^2)d1^67d2^63 + (1 + 4a + 4a^2)d1^68d2^63 + (3 + 1a + 4a^2)d1^69d2^63 + (1 + 4a + 1a^2)d1^70d2^63 + (0 + 2a + 2a^2)d1^71d2^63 + (2 + 4a + 4a^2)d1^72d2^63 + (4 + 3a + 3a^2)d1^73d2^63 + (0 + 1a + 4a^2)d1^74d2^63 + (3 + 0a + 0a^2)d1^75d2^63 + (4 + 0a + 0a^2)d1^76d2^63 + (1 + 3a + 0a^2)d1^77d2^63 + (2 + 1a + 3a^2)d1^78d2^63 + (4 + 4a + 0a^2)d1^79d2^63 + (2 + 1a + 3a^2)d1^80d2^63 + (0 + 1a + 0a^2)d1^81d2^63 + (4 + 3a + 1a^2)d1^82d2^63 + (1 + 1a + 4a^2)d1^83d2^63 + (4 + 1a + 2a^2)d1^84d2^63 + (3 + 4a + 2a^2)d1^85d2^63 + (3 + 2a + 4a^2)d1^86d2^63 + (3 + 2a + 2a^2)d1^87d2^63 + (1 + 4a + 3a^2)d1^88d2^63 + (0 + 4a + 3a^2)d1^89d2^63 + (3 + 1a + 4a^2)d1^90d2^63 + (3 + 1a + 4a^2)d1^91d2^63 + (2 + 3a + 4a^2)d1^92d2^63 + (1 + 1a + 0a^2)d1^93d2^63 + (3 + 3a + 3a^2)d1^94d2^63 + (1 + 2a + 3a^2)d1^95d2^63 + (2 + 2a + 1a^2)d1^96d2^63 + (2 + 0a + 3a^2)d1^97d2^63 + (1 + 3a + 3a^2)d1^98d2^63 + (0 + 1a + 0a^2)d1^99d2^63 + (0 + 4a + 0a^2)d1^100d2^63 + (1 + 2a + 3a^2)d1^101d2^63 + (1 + 0a + 4a^2)d1^102d2^63 + (2 + 4a + 3a^2)d1^103d2^63 + (0 + 4a + 0a^2)d1^104d2^63 + (1 + 2a + 4a^2)d1^105d2^63 + (4 + 3a + 2a^2)d1^106d2^63 + (3 + 2a + 2a^2)d1^107d2^63 + (2 + 2a + 4a^2)d1^108d2^63 + (1 + 2a + 4a^2)d1^109d2^63 + (2 + 0a + 2a^2)d1^110d2^63 + (4 + 2a + 4a^2)d1^111d2^63 + (1 + 3a + 1a^2)d1^112d2^63 + (3 + 3a + 4a^2)d1^113d2^63 + (4 + 4a + 3a^2)d1^114d2^63 + (3 + 3a + 4a^2)d1^115d2^63 + (0 + 3a + 4a^2)d1^116d2^63 + (2 + 1a + 2a^2)d1^117d2^63 + (3 + 4a + 3a^2)d1^118d2^63 + (0 + 3a + 2a^2)d1^119d2^63 + (3 + 0a + 4a^2)d1^120d2^63 + (1 + 4a + 0a^2)d1^121d2^63 + (0 + 0a + 2a^2)d1^122d2^63 + (4 + 1a + 1a^2)d1^123d2^63 + (3 + 4a + 2a^2)d1^124d2^63 + (1 + 2a + 0a^2)d1^125d2^63 + (0 + 4a + 2a^2)d1^126d2^63 + (4 + 2a + 1a^2)d1^127d2^63 + (1 + 2a + 4a^2)d1^128d2^63 + (1 + 1a + 3a^2)d1^129d2^63 + (1 + 1a + 1a^2)d1^130d2^63 + (2 + 3a + 4a^2)d1^131d2^63 + (3 + 4a + 0a^2)d1^132d2^63 + (0 + 0a + 3a^2)d1^133d2^63 + (3 + 0a + 2a^2)d1^134d2^63 + (1 + 1a + 3a^2)d1^135d2^63 + (1 + 3a + 4a^2)d1^136d2^63 + (2 + 2a + 4a^2)d1^137d2^63 + (1 + 1a + 3a^2)d1^138d2^63 + (0 + 2a + 1a^2)d1^139d2^63 + (0 + 0a + 1a^2)d1^140d2^63 + (2 + 0a + 2a^2)d1^141d2^63 + (4 + 0a + 0a^2)d1^142d2^63 + (3 + 2a + 4a^2)d1^143d2^63 + (3 + 1a + 4a^2)d1^144d2^63 + (0 + 4a + 4a^2)d1^145d2^63 + (4 + 4a + 3a^2)d1^146d2^63 + (1 + 0a + 2a^2)d1^147d2^63 + (2 + 1a + 0a^2)d1^148d2^63 + (1 + 0a + 1a^2)d1^149d2^63 + (3 + 0a + 1a^2)d1^150d2^63 + (0 + 3a + 3a^2)d1^151d2^63 + (1 + 2a + 4a^2)d1^152d2^63 + (3 + 1a + 3a^2)d1^153d2^63 + (0 + 4a + 3a^2)d1^154d2^63 + (2 + 3a + 1a^2)d1^155d2^63 + (2 + 0a + 2a^2)d1^156d2^63 + (4 + 4a + 4a^2)d1^157d2^63 + (1 + 1a + 4a^2)d1^158d2^63 + (3 + 4a + 0a^2)d1^159d2^63 + (0 + 1a + 4a^2)d1^160d2^63 + (2 + 0a + 3a^2)d1^161d2^63 + (1 + 4a + 3a^2)d1^162d2^63 + (1 + 2a + 4a^2)d1^163d2^63 + (2 + 1a + 0a^2)d1^164d2^63 + (3 + 3a + 4a^2)d1^165d2^63 + (1 + 4a + 3a^2)d1^166d2^63 + (0 + 3a + 3a^2)d1^167d2^63 + (3 + 4a + 4a^2)d1^168d2^63 + (0 + 2a + 0a^2)d1^169d2^63 + (1 + 2a + 2a^2)d1^170d2^63 + (2 + 3a + 0a^2)d1^171d2^63 + (0 + 0a + 2a^2)d1^172d2^63 + (0 + 2a + 3a^2)d1^173d2^63 + (0 + 1a + 4a^2)d1^174d2^63 + (0 + 0a + 2a^2)d1^175d2^63 + (0 + 1a + 2a^2)d1^176d2^63 + (3 + 3a + 0a^2)d1^177d2^63 + (1 + 2a + 4a^2)d1^178d2^63 + (4 + 3a + 2a^2)d1^179d2^63 + (2 + 0a + 4a^2)d1^180d2^63 + (3 + 1a + 1a^2)d1^181d2^63 + (2 + 4a + 2a^2)d1^182d2^63 + (1 + 4a + 0a^2)d1^183d2^63 + (4 + 1a + 2a^2)d1^184d2^63 + (0 + 3a + 1a^2)d1^185d2^63 + (1 + 4a + 4a^2)d1^186d2^63 + (1 + 3a + 4a^2)d1^187d2^63 + (0 + 2a + 2a^2)d1^188d2^63 + (2 + 2a + 1a^2)d1^189d2^63 + (3 + 0a + 1a^2)d1^190d2^63 + (2 + 1a + 2a^2)d1^191d2^63 + (2 + 2a + 0a^2)d1^192d2^63 + (2 + 4a + 0a^2)d1^193d2^63 + (2 + 1a + 4a^2)d1^194d2^63 + (0 + 0a + 1a^2)d1^195d2^63 + (2 + 3a + 3a^2)d1^196d2^63 + (4 + 3a + 2a^2)d1^197d2^63 + (0 + 0a + 3a^2)d1^198d2^63 + (1 + 3a + 2a^2)d1^200d2^63 + (1 + 0a + 0a^2)d1^201d2^63 + (4 + 4a + 1a^2)d1^202d2^63 + (4 + 2a + 1a^2)d1^203d2^63 + (0 + 3a + 0a^2)d1^204d2^63 + (2 + 3a + 1a^2)d1^205d2^63 + (4 + 3a + 0a^2)d1^206d2^63 + (1 + 0a + 2a^2)d1^207d2^63 + (4 + 4a + 3a^2)d1^208d2^63 + (1 + 3a + 0a^2)d1^209d2^63 + (1 + 1a + 2a^2)d1^210d2^63 + (4 + 3a + 1a^2)d1^211d2^63 + (0 + 1a + 3a^2)d1^212d2^63 + (0 + 2a + 3a^2)d1^213d2^63 + (0 + 3a + 1a^2)d1^214d2^63 + (4 + 1a + 3a^2)d1^215d2^63 + (4 + 2a + 0a^2)d1^216d2^63 + (0 + 4a + 4a^2)d1^217d2^63 + (2 + 2a + 2a^2)d1^218d2^63 + (3 + 3a + 3a^2)d1^219d2^63 + (2 + 4a + 2a^2)d1^220d2^63 + (3 + 4a + 2a^2)d1^221d2^63 + (1 + 0a + 3a^2)d1^222d2^63 + (0 + 1a + 4a^2)d1^223d2^63 + (4 + 0a + 3a^2)d1^224d2^63 + (1 + 1a + 2a^2)d1^225d2^63 + (3 + 1a + 2a^2)d1^226d2^63 + (4 + 0a + 4a^2)d1^227d2^63 + (0 + 0a + 3a^2)d1^228d2^63 + (2 + 3a + 0a^2)d1^229d2^63 + (0 + 1a + 2a^2)d1^230d2^63 + (4 + 1a + 3a^2)d1^231d2^63 + (1 + 4a + 2a^2)d1^232d2^63 + (1 + 4a + 2a^2)d1^233d2^63 + (4 + 1a + 3a^2)d1^234d2^63 + (0 + 2a + 4a^2)d1^235d2^63 + (0 + 3a + 3a^2)d1^236d2^63 + (2 + 2a + 1a^2)d1^237d2^63 + (0 + 2a + 3a^2)d1^238d2^63 + (3 + 0a + 2a^2)d1^239d2^63 + (4 + 0a + 2a^2)d1^240d2^63 + (2 + 3a + 4a^2)d1^241d2^63 + (2 + 4a + 1a^2)d1^242d2^63 + (3 + 3a + 1a^2)d1^243d2^63 + (2 + 1a + 2a^2)d1^244d2^63 + (1 + 4a + 2a^2)d1^245d2^63 + (3 + 2a + 4a^2)d1^246d2^63 + (2 + 2a + 1a^2)d1^247d2^63 + (3 + 0a + 1a^2)d1^248d2^63 + (3 + 4a + 0a^2)d1^249d2^63 + (0 + 4a + 2a^2)d1^250d2^63 + (0 + 3a + 0a^2)d1^251d2^63 + (1 + 4a + 4a^2)d1^252d2^63 + (0 + 4a + 2a^2)d1^253d2^63 + (0 + 1a + 1a^2)d1^254d2^63 + (3 + 1a + 1a^2)d1^255d2^63 + (1 + 0a + 0a^2)d1^256d2^63 + (0 + 3a + 2a^2)d1^257d2^63 + (0 + 0a + 1a^2)d1^258d2^63 + (4 + 1a + 3a^2)d1^259d2^63 + (3 + 2a + 3a^2)d1^260d2^63 + (1 + 4a + 1a^2)d1^261d2^63 + (3 + 0a + 4a^2)d1^262d2^63 + (2 + 0a + 1a^2)d1^263d2^63 + (0 + 3a + 2a^2)d1^264d2^63 + (2 + 2a + 4a^2)d1^265d2^63 + (2 + 3a + 0a^2)d1^266d2^63 + (4 + 0a + 1a^2)d1^267d2^63 + (4 + 0a + 0a^2)d1^268d2^63 + (2 + 2a + 4a^2)d1^269d2^63 + (0 + 2a + 1a^2)d1^270d2^63 + (3 + 3a + 4a^2)d1^271d2^63 + (1 + 1a + 3a^2)d1^272d2^63 + (4 + 3a + 3a^2)d1^273d2^63 + (1 + 4a + 1a^2)d1^274d2^63 + (4 + 4a + 1a^2)d1^275d2^63 + (1 + 2a + 0a^2)d1^276d2^63 + (0 + 3a + 3a^2)d1^277d2^63 + (3 + 1a + 4a^2)d1^278d2^63 + (2 + 0a + 0a^2)d1^279d2^63 + (1 + 2a + 4a^2)d1^280d2^63 + (0 + 4a + 3a^2)d1^281d2^63 + (4 + 3a + 1a^2)d1^282d2^63 + (4 + 0a + 1a^2)d1^283d2^63 + (3 + 4a + 3a^2)d1^284d2^63 + (0 + 0a + 2a^2)d1^285d2^63 + (2 + 3a + 3a^2)d1^286d2^63 + (2 + 2a + 3a^2)d1^287d2^63 + (3 + 2a + 2a^2)d1^288d2^63 + (4 + 1a + 1a^2)d1^289d2^63 + (1 + 2a + 0a^2)d1^290d2^63 + (4 + 3a + 4a^2)d1^291d2^63 + (1 + 1a + 1a^2)d1^292d2^63 + (4 + 0a + 0a^2)d1^293d2^63 + (1 + 4a + 4a^2)d2^64 + (4 + 3a + 4a^2)d1^1d2^64 + (2 + 3a + 1a^2)d1^3d2^64 + (3 + 0a + 2a^2)d1^4d2^64 + (2 + 1a + 2a^2)d1^5d2^64 + (4 + 0a + 4a^2)d1^6d2^64 + (4 + 3a + 1a^2)d1^7d2^64 + (4 + 4a + 3a^2)d1^8d2^64 + (4 + 4a + 4a^2)d1^9d2^64 + (1 + 1a + 1a^2)d1^10d2^64 + (0 + 1a + 0a^2)d1^11d2^64 + (4 + 3a + 4a^2)d1^12d2^64 + (4 + 3a + 0a^2)d1^13d2^64 + (3 + 4a + 0a^2)d1^14d2^64 + (1 + 1a + 0a^2)d1^15d2^64 + (4 + 0a + 4a^2)d1^16d2^64 + (2 + 2a + 4a^2)d1^17d2^64 + (3 + 0a + 2a^2)d1^18d2^64 + (4 + 1a + 4a^2)d1^19d2^64 + (1 + 2a + 4a^2)d1^20d2^64 + (0 + 2a + 0a^2)d1^21d2^64 + (1 + 2a + 4a^2)d1^22d2^64 + (3 + 3a + 4a^2)d1^23d2^64 + (4 + 1a + 0a^2)d1^24d2^64 + (2 + 1a + 4a^2)d1^25d2^64 + (4 + 1a + 3a^2)d1^26d2^64 + (0 + 2a + 0a^2)d1^27d2^64 + (2 + 2a + 2a^2)d1^28d2^64 + (3 + 3a + 3a^2)d1^29d2^64 + (1 + 0a + 0a^2)d1^30d2^64 + (4 + 2a + 1a^2)d1^31d2^64 + (4 + 2a + 4a^2)d1^32d2^64 + (4 + 2a + 4a^2)d1^33d2^64 + (0 + 1a + 1a^2)d1^34d2^64 + (1 + 3a + 1a^2)d1^35d2^64 + (1 + 3a + 4a^2)d1^36d2^64 + (4 + 1a + 1a^2)d1^37d2^64 + (4 + 2a + 0a^2)d1^38d2^64 + (4 + 3a + 1a^2)d1^39d2^64 + (1 + 2a + 0a^2)d1^40d2^64 + (3 + 1a + 1a^2)d1^41d2^64 + (2 + 3a + 3a^2)d1^42d2^64 + (2 + 3a + 2a^2)d1^43d2^64 + (3 + 3a + 2a^2)d1^44d2^64 + (2 + 2a + 0a^2)d1^45d2^64 + (3 + 1a + 1a^2)d1^46d2^64 + (2 + 0a + 3a^2)d1^47d2^64 + (0 + 2a + 1a^2)d1^48d2^64 + (3 + 3a + 1a^2)d1^49d2^64 + (1 + 1a + 4a^2)d1^50d2^64 + (4 + 1a + 4a^2)d1^51d2^64 + (3 + 0a + 2a^2)d1^52d2^64 + (2 + 4a + 2a^2)d1^53d2^64 + (4 + 0a + 1a^2)d1^54d2^64 + (0 + 2a + 1a^2)d1^55d2^64 + (4 + 4a + 2a^2)d1^56d2^64 + (2 + 1a + 4a^2)d1^57d2^64 + (1 + 0a + 4a^2)d1^58d2^64 + (0 + 0a + 1a^2)d1^59d2^64 + (3 + 0a + 0a^2)d1^60d2^64 + (3 + 2a + 3a^2)d1^61d2^64 + (4 + 0a + 0a^2)d1^62d2^64 + (4 + 1a + 1a^2)d1^63d2^64 + (0 + 4a + 2a^2)d1^64d2^64 + (1 + 2a + 4a^2)d1^66d2^64 + (0 + 1a + 4a^2)d1^67d2^64 + (1 + 4a + 2a^2)d1^68d2^64 + (3 + 1a + 1a^2)d1^69d2^64 + (1 + 3a + 2a^2)d1^70d2^64 + (4 + 0a + 1a^2)d1^71d2^64 + (0 + 0a + 3a^2)d1^72d2^64 + (3 + 3a + 1a^2)d1^73d2^64 + (3 + 1a + 3a^2)d1^74d2^64 + (1 + 3a + 1a^2)d1^75d2^64 + (4 + 2a + 2a^2)d1^76d2^64 + (2 + 0a + 4a^2)d1^77d2^64 + (4 + 1a + 4a^2)d1^78d2^64 + (2 + 0a + 3a^2)d1^79d2^64 + (3 + 0a + 2a^2)d1^80d2^64 + (4 + 1a + 4a^2)d1^81d2^64 + (0 + 2a + 4a^2)d1^82d2^64 + (2 + 0a + 4a^2)d1^83d2^64 + (1 + 2a + 4a^2)d1^84d2^64 + (4 + 3a + 0a^2)d1^85d2^64 + (3 + 0a + 1a^2)d1^86d2^64 + (1 + 3a + 4a^2)d1^87d2^64 + (2 + 1a + 1a^2)d1^88d2^64 + (2 + 2a + 4a^2)d1^89d2^64 + (2 + 0a + 2a^2)d1^90d2^64 + (0 + 4a + 2a^2)d1^91d2^64 + (3 + 3a + 3a^2)d1^92d2^64 + (0 + 2a + 1a^2)d1^93d2^64 + (2 + 3a + 2a^2)d1^94d2^64 + (3 + 3a + 0a^2)d1^95d2^64 + (2 + 3a + 2a^2)d1^96d2^64 + (3 + 2a + 2a^2)d1^97d2^64 + (2 + 0a + 0a^2)d1^98d2^64 + (0 + 0a + 1a^2)d1^99d2^64 + (1 + 1a + 0a^2)d1^100d2^64 + (3 + 4a + 0a^2)d1^101d2^64 + (3 + 4a + 2a^2)d1^102d2^64 + (3 + 1a + 3a^2)d1^103d2^64 + (0 + 3a + 3a^2)d1^104d2^64 + (3 + 1a + 0a^2)d1^105d2^64 + (3 + 2a + 3a^2)d1^106d2^64 + (3 + 4a + 3a^2)d1^107d2^64 + (2 + 0a + 2a^2)d1^108d2^64 + (1 + 0a + 2a^2)d1^109d2^64 + (3 + 3a + 3a^2)d1^110d2^64 + (3 + 1a + 1a^2)d1^111d2^64 + (2 + 2a + 2a^2)d1^112d2^64 + (1 + 0a + 1a^2)d1^113d2^64 + (4 + 3a + 3a^2)d1^114d2^64 + (0 + 3a + 2a^2)d1^115d2^64 + (4 + 1a + 2a^2)d1^116d2^64 + (4 + 2a + 4a^2)d1^117d2^64 + (4 + 2a + 3a^2)d1^118d2^64 + (3 + 0a + 0a^2)d1^119d2^64 + (3 + 1a + 3a^2)d1^120d2^64 + (2 + 1a + 2a^2)d1^121d2^64 + (1 + 3a + 1a^2)d1^122d2^64 + (2 + 4a + 2a^2)d1^123d2^64 + (2 + 2a + 4a^2)d1^124d2^64 + (0 + 3a + 2a^2)d1^125d2^64 + (3 + 0a + 1a^2)d1^126d2^64 + (1 + 1a + 2a^2)d1^127d2^64 + (2 + 2a + 1a^2)d1^128d2^64 + (1 + 0a + 1a^2)d1^129d2^64 + (0 + 2a + 0a^2)d1^130d2^64 + (3 + 4a + 3a^2)d1^131d2^64 + (3 + 1a + 4a^2)d1^132d2^64 + (1 + 0a + 0a^2)d1^133d2^64 + (0 + 2a + 2a^2)d1^134d2^64 + (1 + 1a + 3a^2)d1^135d2^64 + (0 + 3a + 0a^2)d1^136d2^64 + (3 + 0a + 0a^2)d1^137d2^64 + (2 + 3a + 4a^2)d1^138d2^64 + (4 + 3a + 3a^2)d1^139d2^64 + (3 + 4a + 1a^2)d1^140d2^64 + (1 + 4a + 3a^2)d1^141d2^64 + (4 + 0a + 1a^2)d1^142d2^64 + (3 + 3a + 3a^2)d1^143d2^64 + (0 + 4a + 2a^2)d1^144d2^64 + (0 + 2a + 2a^2)d1^145d2^64 + (1 + 2a + 0a^2)d1^146d2^64 + (1 + 3a + 3a^2)d1^147d2^64 + (4 + 4a + 0a^2)d1^148d2^64 + (3 + 1a + 1a^2)d1^149d2^64 + (4 + 2a + 3a^2)d1^150d2^64 + (2 + 0a + 2a^2)d1^151d2^64 + (4 + 3a + 3a^2)d1^152d2^64 + (3 + 1a + 1a^2)d1^153d2^64 + (2 + 1a + 1a^2)d1^154d2^64 + (4 + 1a + 3a^2)d1^155d2^64 + (0 + 2a + 1a^2)d1^156d2^64 + (4 + 4a + 2a^2)d1^157d2^64 + (3 + 0a + 4a^2)d1^158d2^64 + (1 + 0a + 2a^2)d1^159d2^64 + (3 + 1a + 4a^2)d1^160d2^64 + (3 + 0a + 3a^2)d1^161d2^64 + (4 + 2a + 1a^2)d1^162d2^64 + (1 + 4a + 2a^2)d1^163d2^64 + (1 + 4a + 2a^2)d1^164d2^64 + (1 + 4a + 4a^2)d1^165d2^64 + (0 + 2a + 0a^2)d1^166d2^64 + (1 + 4a + 1a^2)d1^167d2^64 + (2 + 1a + 2a^2)d1^168d2^64 + (2 + 2a + 0a^2)d1^169d2^64 + (1 + 3a + 3a^2)d1^170d2^64 + (2 + 0a + 1a^2)d1^171d2^64 + (3 + 4a + 1a^2)d1^172d2^64 + (3 + 4a + 4a^2)d1^173d2^64 + (3 + 0a + 2a^2)d1^174d2^64 + (3 + 2a + 2a^2)d1^175d2^64 + (0 + 1a + 3a^2)d1^176d2^64 + (4 + 2a + 3a^2)d1^177d2^64 + (2 + 0a + 1a^2)d1^178d2^64 + (0 + 0a + 3a^2)d1^179d2^64 + (1 + 0a + 2a^2)d1^180d2^64 + (2 + 2a + 0a^2)d1^181d2^64 + (3 + 1a + 2a^2)d1^182d2^64 + (1 + 3a + 1a^2)d1^183d2^64 + (1 + 4a + 1a^2)d1^184d2^64 + (3 + 1a + 2a^2)d1^185d2^64 + (1 + 0a + 4a^2)d1^186d2^64 + (3 + 0a + 4a^2)d1^187d2^64 + (3 + 4a + 0a^2)d1^188d2^64 + (1 + 4a + 4a^2)d1^189d2^64 + (4 + 3a + 0a^2)d1^190d2^64 + (4 + 4a + 1a^2)d1^191d2^64 + (1 + 1a + 3a^2)d1^192d2^64 + (2 + 4a + 3a^2)d1^193d2^64 + (2 + 4a + 1a^2)d1^194d2^64 + (4 + 0a + 4a^2)d1^195d2^64 + (2 + 3a + 3a^2)d1^196d2^64 + (2 + 1a + 4a^2)d1^197d2^64 + (3 + 4a + 3a^2)d1^198d2^64 + (0 + 2a + 0a^2)d1^199d2^64 + (0 + 1a + 3a^2)d1^200d2^64 + (3 + 3a + 4a^2)d1^202d2^64 + (2 + 4a + 3a^2)d1^203d2^64 + (0 + 2a + 4a^2)d1^204d2^64 + (4 + 4a + 1a^2)d1^205d2^64 + (1 + 2a + 3a^2)d1^206d2^64 + (3 + 1a + 0a^2)d1^207d2^64 + (1 + 1a + 2a^2)d1^208d2^64 + (4 + 2a + 0a^2)d1^209d2^64 + (4 + 3a + 3a^2)d1^210d2^64 + (3 + 1a + 1a^2)d1^211d2^64 + (0 + 3a + 4a^2)d1^212d2^64 + (1 + 0a + 2a^2)d1^213d2^64 + (3 + 4a + 1a^2)d1^214d2^64 + (1 + 1a + 2a^2)d1^215d2^64 + (4 + 1a + 4a^2)d1^216d2^64 + (0 + 0a + 1a^2)d1^217d2^64 + (3 + 0a + 4a^2)d1^218d2^64 + (3 + 1a + 2a^2)d1^219d2^64 + (2 + 2a + 2a^2)d1^220d2^64 + (2 + 3a + 4a^2)d1^221d2^64 + (0 + 2a + 0a^2)d1^222d2^64 + (4 + 3a + 0a^2)d1^223d2^64 + (4 + 3a + 2a^2)d1^224d2^64 + (3 + 0a + 3a^2)d1^225d2^64 + (1 + 1a + 0a^2)d1^226d2^64 + (3 + 0a + 4a^2)d1^227d2^64 + (4 + 4a + 2a^2)d1^228d2^64 + (0 + 1a + 2a^2)d1^229d2^64 + (3 + 2a + 3a^2)d1^230d2^64 + (3 + 4a + 2a^2)d1^231d2^64 + (3 + 4a + 3a^2)d1^232d2^64 + (2 + 3a + 3a^2)d1^233d2^64 + (3 + 3a + 3a^2)d1^234d2^64 + (2 + 3a + 0a^2)d1^235d2^64 + (0 + 4a + 4a^2)d1^236d2^64 + (1 + 1a + 3a^2)d1^237d2^64 + (1 + 3a + 3a^2)d1^238d2^64 + (1 + 0a + 3a^2)d1^239d2^64 + (2 + 4a + 1a^2)d1^240d2^64 + (0 + 4a + 0a^2)d1^241d2^64 + (3 + 4a + 2a^2)d1^242d2^64 + (2 + 0a + 0a^2)d1^243d2^64 + (4 + 0a + 2a^2)d1^244d2^64 + (4 + 3a + 0a^2)d1^245d2^64 + (4 + 1a + 0a^2)d1^246d2^64 + (4 + 3a + 3a^2)d1^247d2^64 + (2 + 0a + 4a^2)d1^248d2^64 + (0 + 1a + 2a^2)d1^249d2^64 + (4 + 1a + 3a^2)d1^250d2^64 + (0 + 0a + 4a^2)d1^251d2^64 + (3 + 0a + 0a^2)d1^252d2^64 + (4 + 1a + 2a^2)d1^253d2^64 + (2 + 3a + 1a^2)d1^254d2^64 + (3 + 4a + 2a^2)d1^255d2^64 + (1 + 2a + 1a^2)d1^256d2^64 + (4 + 0a + 1a^2)d1^257d2^64 + (0 + 3a + 4a^2)d1^258d2^64 + (2 + 2a + 0a^2)d1^259d2^64 + (0 + 1a + 4a^2)d1^260d2^64 + (3 + 4a + 0a^2)d1^261d2^64 + (4 + 2a + 2a^2)d1^262d2^64 + (0 + 4a + 4a^2)d1^263d2^64 + (3 + 1a + 2a^2)d1^264d2^64 + (0 + 1a + 4a^2)d1^265d2^64 + (0 + 1a + 4a^2)d1^266d2^64 + (3 + 0a + 2a^2)d1^267d2^64 + (3 + 4a + 3a^2)d1^268d2^64 + (2 + 0a + 4a^2)d1^269d2^64 + (3 + 2a + 0a^2)d1^270d2^64 + (1 + 1a + 2a^2)d1^271d2^64 + (4 + 0a + 0a^2)d1^272d2^64 + (0 + 0a + 4a^2)d1^273d2^64 + (4 + 0a + 0a^2)d1^274d2^64 + (0 + 3a + 2a^2)d1^275d2^64 + (1 + 3a + 0a^2)d1^276d2^64 + (1 + 1a + 1a^2)d1^277d2^64 + (2 + 2a + 2a^2)d1^278d2^64 + (0 + 4a + 1a^2)d1^279d2^64 + (0 + 2a + 4a^2)d1^280d2^64 + (0 + 4a + 0a^2)d1^281d2^64 + (1 + 3a + 4a^2)d1^282d2^64 + (1 + 1a + 3a^2)d1^283d2^64 + (2 + 1a + 0a^2)d1^284d2^64 + (0 + 4a + 2a^2)d1^285d2^64 + (0 + 2a + 2a^2)d1^286d2^64 + (0 + 4a + 3a^2)d1^287d2^64 + (1 + 2a + 2a^2)d1^288d2^64 + (3 + 1a + 2a^2)d1^289d2^64 + (1 + 4a + 0a^2)d1^290d2^64 + (2 + 1a + 0a^2)d1^291d2^64 + (0 + 1a + 0a^2)d1^292d2^64 + (1 + 0a + 2a^2)d1^293d2^64 + (0 + 0a + 3a^2)d2^65 + (2 + 1a + 1a^2)d1^1d2^65 + (4 + 1a + 1a^2)d1^2d2^65 + (1 + 0a + 1a^2)d1^3d2^65 + (3 + 0a + 1a^2)d1^4d2^65 + (0 + 4a + 2a^2)d1^5d2^65 + (3 + 1a + 3a^2)d1^6d2^65 + (3 + 2a + 4a^2)d1^7d2^65 + (4 + 1a + 1a^2)d1^8d2^65 + (4 + 2a + 4a^2)d1^9d2^65 + (4 + 2a + 4a^2)d1^10d2^65 + (3 + 2a + 4a^2)d1^11d2^65 + (0 + 3a + 1a^2)d1^12d2^65 + (1 + 2a + 3a^2)d1^13d2^65 + (3 + 2a + 0a^2)d1^14d2^65 + (0 + 1a + 2a^2)d1^15d2^65 + (4 + 2a + 3a^2)d1^16d2^65 + (1 + 0a + 1a^2)d1^17d2^65 + (2 + 1a + 2a^2)d1^18d2^65 + (2 + 4a + 1a^2)d1^19d2^65 + (0 + 1a + 4a^2)d1^20d2^65 + (0 + 2a + 2a^2)d1^21d2^65 + (3 + 1a + 0a^2)d1^22d2^65 + (1 + 0a + 2a^2)d1^23d2^65 + (4 + 3a + 1a^2)d1^24d2^65 + (1 + 0a + 3a^2)d1^25d2^65 + (4 + 4a + 4a^2)d1^26d2^65 + (1 + 0a + 1a^2)d1^27d2^65 + (1 + 0a + 3a^2)d1^28d2^65 + (1 + 3a + 0a^2)d1^29d2^65 + (4 + 0a + 3a^2)d1^30d2^65 + (2 + 3a + 2a^2)d1^31d2^65 + (0 + 3a + 2a^2)d1^32d2^65 + (3 + 2a + 3a^2)d1^33d2^65 + (1 + 2a + 4a^2)d1^34d2^65 + (1 + 3a + 3a^2)d1^35d2^65 + (4 + 1a + 2a^2)d1^36d2^65 + (0 + 0a + 4a^2)d1^37d2^65 + (4 + 3a + 2a^2)d1^38d2^65 + (4 + 1a + 4a^2)d1^39d2^65 + (1 + 1a + 1a^2)d1^40d2^65 + (3 + 2a + 4a^2)d1^41d2^65 + (1 + 0a + 2a^2)d1^42d2^65 + (2 + 1a + 3a^2)d1^43d2^65 + (3 + 1a + 1a^2)d1^44d2^65 + (0 + 4a + 0a^2)d1^45d2^65 + (0 + 4a + 3a^2)d1^46d2^65 + (1 + 2a + 1a^2)d1^47d2^65 + (4 + 4a + 1a^2)d1^48d2^65 + (0 + 2a + 2a^2)d1^49d2^65 + (4 + 3a + 2a^2)d1^50d2^65 + (1 + 4a + 1a^2)d1^51d2^65 + (0 + 3a + 3a^2)d1^52d2^65 + (0 + 0a + 1a^2)d1^53d2^65 + (0 + 4a + 2a^2)d1^54d2^65 + (2 + 1a + 1a^2)d1^55d2^65 + (3 + 0a + 4a^2)d1^56d2^65 + (1 + 4a + 0a^2)d1^57d2^65 + (4 + 2a + 2a^2)d1^58d2^65 + (2 + 0a + 1a^2)d1^59d2^65 + (4 + 0a + 2a^2)d1^60d2^65 + (2 + 0a + 2a^2)d1^61d2^65 + (4 + 4a + 1a^2)d1^62d2^65 + (1 + 4a + 0a^2)d1^63d2^65 + (4 + 1a + 0a^2)d1^64d2^65 + (0 + 3a + 0a^2)d1^65d2^65 + (0 + 0a + 1a^2)d1^66d2^65 + (1 + 1a + 4a^2)d1^67d2^65 + (3 + 2a + 2a^2)d1^68d2^65 + (4 + 0a + 1a^2)d1^69d2^65 + (1 + 1a + 2a^2)d1^70d2^65 + (1 + 1a + 4a^2)d1^71d2^65 + (0 + 4a + 3a^2)d1^72d2^65 + (0 + 2a + 3a^2)d1^73d2^65 + (1 + 1a + 1a^2)d1^74d2^65 + (3 + 3a + 0a^2)d1^75d2^65 + (0 + 3a + 1a^2)d1^76d2^65 + (0 + 1a + 3a^2)d1^77d2^65 + (4 + 3a + 4a^2)d1^78d2^65 + (0 + 4a + 3a^2)d1^79d2^65 + (4 + 3a + 2a^2)d1^80d2^65 + (4 + 4a + 0a^2)d1^81d2^65 + (4 + 0a + 3a^2)d1^82d2^65 + (3 + 1a + 3a^2)d1^83d2^65 + (3 + 4a + 4a^2)d1^84d2^65 + (3 + 3a + 1a^2)d1^85d2^65 + (3 + 2a + 1a^2)d1^86d2^65 + (3 + 1a + 1a^2)d1^87d2^65 + (3 + 3a + 1a^2)d1^88d2^65 + (0 + 2a + 0a^2)d1^89d2^65 + (4 + 3a + 2a^2)d1^90d2^65 + (3 + 2a + 3a^2)d1^91d2^65 + (4 + 3a + 0a^2)d1^92d2^65 + (0 + 3a + 0a^2)d1^93d2^65 + (4 + 3a + 0a^2)d1^94d2^65 + (4 + 4a + 2a^2)d1^95d2^65 + (4 + 3a + 2a^2)d1^96d2^65 + (3 + 2a + 3a^2)d1^97d2^65 + (0 + 2a + 2a^2)d1^98d2^65 + (3 + 2a + 4a^2)d1^99d2^65 + (0 + 0a + 2a^2)d1^100d2^65 + (2 + 0a + 0a^2)d1^101d2^65 + (1 + 3a + 4a^2)d1^102d2^65 + (2 + 4a + 2a^2)d1^103d2^65 + (1 + 0a + 0a^2)d1^104d2^65 + (0 + 3a + 2a^2)d1^105d2^65 + (0 + 1a + 3a^2)d1^106d2^65 + (1 + 2a + 0a^2)d1^107d2^65 + (4 + 3a + 4a^2)d1^108d2^65 + (0 + 2a + 2a^2)d1^109d2^65 + (0 + 2a + 1a^2)d1^110d2^65 + (0 + 3a + 4a^2)d1^111d2^65 + (1 + 0a + 4a^2)d1^112d2^65 + (4 + 1a + 1a^2)d1^113d2^65 + (4 + 1a + 2a^2)d1^114d2^65 + (1 + 3a + 3a^2)d1^115d2^65 + (1 + 4a + 0a^2)d1^116d2^65 + (4 + 4a + 3a^2)d1^117d2^65 + (1 + 4a + 1a^2)d1^118d2^65 + (1 + 2a + 0a^2)d1^119d2^65 + (0 + 3a + 0a^2)d1^120d2^65 + (1 + 0a + 3a^2)d1^121d2^65 + (1 + 4a + 1a^2)d1^122d2^65 + (2 + 3a + 0a^2)d1^123d2^65 + (2 + 1a + 3a^2)d1^124d2^65 + (3 + 1a + 3a^2)d1^125d2^65 + (2 + 4a + 4a^2)d1^126d2^65 + (0 + 1a + 3a^2)d1^127d2^65 + (0 + 3a + 1a^2)d1^128d2^65 + (3 + 3a + 2a^2)d1^129d2^65 + (2 + 4a + 4a^2)d1^130d2^65 + (3 + 2a + 0a^2)d1^131d2^65 + (4 + 1a + 2a^2)d1^132d2^65 + (4 + 0a + 4a^2)d1^133d2^65 + (3 + 0a + 2a^2)d1^134d2^65 + (2 + 0a + 0a^2)d1^135d2^65 + (1 + 3a + 1a^2)d1^136d2^65 + (1 + 2a + 4a^2)d1^137d2^65 + (4 + 4a + 0a^2)d1^138d2^65 + (1 + 0a + 3a^2)d1^139d2^65 + (0 + 2a + 1a^2)d1^140d2^65 + (0 + 3a + 0a^2)d1^141d2^65 + (1 + 3a + 1a^2)d1^142d2^65 + (3 + 1a + 1a^2)d1^143d2^65 + (3 + 1a + 1a^2)d1^144d2^65 + (0 + 3a + 0a^2)d1^145d2^65 + (4 + 1a + 1a^2)d1^146d2^65 + (4 + 2a + 3a^2)d1^147d2^65 + (2 + 3a + 3a^2)d1^149d2^65 + (3 + 3a + 4a^2)d1^150d2^65 + (4 + 0a + 0a^2)d1^151d2^65 + (1 + 0a + 0a^2)d1^152d2^65 + (4 + 2a + 2a^2)d1^153d2^65 + (0 + 2a + 0a^2)d1^154d2^65 + (1 + 2a + 3a^2)d1^155d2^65 + (2 + 1a + 2a^2)d1^156d2^65 + (1 + 0a + 2a^2)d1^157d2^65 + (3 + 3a + 4a^2)d1^158d2^65 + (4 + 1a + 0a^2)d1^159d2^65 + (0 + 0a + 3a^2)d1^160d2^65 + (3 + 4a + 4a^2)d1^161d2^65 + (2 + 2a + 4a^2)d1^162d2^65 + (2 + 0a + 4a^2)d1^163d2^65 + (0 + 3a + 2a^2)d1^164d2^65 + (2 + 2a + 1a^2)d1^165d2^65 + (3 + 4a + 2a^2)d1^166d2^65 + (1 + 3a + 3a^2)d1^167d2^65 + (1 + 2a + 0a^2)d1^168d2^65 + (0 + 0a + 4a^2)d1^169d2^65 + (2 + 4a + 4a^2)d1^170d2^65 + (4 + 2a + 2a^2)d1^171d2^65 + (3 + 3a + 3a^2)d1^172d2^65 + (2 + 4a + 1a^2)d1^173d2^65 + (3 + 0a + 3a^2)d1^174d2^65 + (1 + 1a + 3a^2)d1^175d2^65 + (0 + 0a + 3a^2)d1^176d2^65 + (1 + 4a + 3a^2)d1^177d2^65 + (0 + 3a + 2a^2)d1^178d2^65 + (1 + 0a + 0a^2)d1^179d2^65 + (3 + 3a + 3a^2)d1^180d2^65 + (3 + 0a + 0a^2)d1^181d2^65 + (4 + 3a + 4a^2)d1^182d2^65 + (4 + 2a + 4a^2)d1^183d2^65 + (2 + 3a + 3a^2)d1^184d2^65 + (3 + 1a + 1a^2)d1^185d2^65 + (0 + 1a + 4a^2)d1^186d2^65 + (3 + 0a + 4a^2)d1^187d2^65 + (0 + 2a + 0a^2)d1^188d2^65 + (4 + 2a + 3a^2)d1^189d2^65 + (3 + 1a + 2a^2)d1^190d2^65 + (3 + 4a + 1a^2)d1^191d2^65 + (4 + 1a + 2a^2)d1^192d2^65 + (0 + 3a + 0a^2)d1^193d2^65 + (1 + 4a + 3a^2)d1^194d2^65 + (3 + 1a + 2a^2)d1^195d2^65 + (0 + 0a + 1a^2)d1^196d2^65 + (1 + 1a + 3a^2)d1^197d2^65 + (4 + 4a + 0a^2)d1^198d2^65 + (4 + 0a + 2a^2)d1^199d2^65 + (2 + 3a + 4a^2)d1^200d2^65 + (0 + 0a + 1a^2)d1^201d2^65 + (0 + 3a + 3a^2)d1^202d2^65 + (3 + 4a + 2a^2)d1^203d2^65 + (4 + 1a + 2a^2)d1^204d2^65 + (2 + 0a + 3a^2)d1^205d2^65 + (4 + 0a + 1a^2)d1^206d2^65 + (2 + 1a + 2a^2)d1^207d2^65 + (0 + 0a + 1a^2)d1^208d2^65 + (0 + 1a + 0a^2)d1^209d2^65 + (2 + 4a + 1a^2)d1^210d2^65 + (2 + 1a + 4a^2)d1^211d2^65 + (0 + 0a + 4a^2)d1^212d2^65 + (0 + 1a + 4a^2)d1^213d2^65 + (3 + 4a + 2a^2)d1^214d2^65 + (2 + 2a + 0a^2)d1^215d2^65 + (3 + 3a + 3a^2)d1^216d2^65 + (3 + 3a + 1a^2)d1^217d2^65 + (3 + 3a + 4a^2)d1^218d2^65 + (3 + 1a + 0a^2)d1^219d2^65 + (4 + 4a + 4a^2)d1^220d2^65 + (4 + 0a + 4a^2)d1^221d2^65 + (0 + 2a + 0a^2)d1^222d2^65 + (0 + 4a + 3a^2)d1^223d2^65 + (3 + 0a + 2a^2)d1^224d2^65 + (4 + 0a + 3a^2)d1^225d2^65 + (1 + 0a + 1a^2)d1^226d2^65 + (4 + 0a + 3a^2)d1^227d2^65 + (3 + 0a + 3a^2)d1^228d2^65 + (2 + 2a + 4a^2)d1^229d2^65 + (2 + 1a + 3a^2)d1^230d2^65 + (2 + 4a + 4a^2)d1^231d2^65 + (2 + 4a + 1a^2)d1^232d2^65 + (3 + 0a + 3a^2)d1^233d2^65 + (0 + 4a + 0a^2)d1^234d2^65 + (4 + 1a + 4a^2)d1^235d2^65 + (0 + 2a + 3a^2)d1^236d2^65 + (2 + 2a + 2a^2)d1^237d2^65 + (2 + 3a + 4a^2)d1^238d2^65 + (2 + 3a + 4a^2)d1^239d2^65 + (2 + 0a + 0a^2)d1^240d2^65 + (3 + 1a + 1a^2)d1^241d2^65 + (0 + 1a + 1a^2)d1^242d2^65 + (3 + 1a + 2a^2)d1^243d2^65 + (0 + 2a + 1a^2)d1^244d2^65 + (3 + 0a + 2a^2)d1^245d2^65 + (2 + 2a + 2a^2)d1^246d2^65 + (3 + 3a + 2a^2)d1^247d2^65 + (0 + 2a + 1a^2)d1^248d2^65 + (4 + 0a + 0a^2)d1^249d2^65 + (1 + 4a + 2a^2)d1^250d2^65 + (3 + 1a + 4a^2)d1^251d2^65 + (0 + 2a + 4a^2)d1^252d2^65 + (1 + 2a + 3a^2)d1^253d2^65 + (0 + 4a + 2a^2)d1^254d2^65 + (0 + 0a + 1a^2)d1^255d2^65 + (1 + 3a + 0a^2)d1^256d2^65 + (3 + 4a + 0a^2)d1^257d2^65 + (2 + 3a + 1a^2)d1^259d2^65 + (3 + 4a + 1a^2)d1^260d2^65 + (3 + 2a + 2a^2)d1^261d2^65 + (3 + 3a + 1a^2)d1^262d2^65 + (4 + 3a + 3a^2)d1^263d2^65 + (2 + 3a + 3a^2)d1^264d2^65 + (2 + 2a + 0a^2)d1^265d2^65 + (3 + 0a + 3a^2)d1^266d2^65 + (1 + 0a + 4a^2)d1^267d2^65 + (0 + 1a + 0a^2)d1^268d2^65 + (4 + 0a + 4a^2)d1^269d2^65 + (2 + 4a + 2a^2)d1^270d2^65 + (4 + 4a + 2a^2)d1^271d2^65 + (4 + 1a + 2a^2)d1^272d2^65 + (3 + 4a + 0a^2)d1^273d2^65 + (4 + 1a + 1a^2)d1^274d2^65 + (1 + 2a + 4a^2)d1^275d2^65 + (2 + 0a + 3a^2)d1^276d2^65 + (3 + 4a + 3a^2)d1^277d2^65 + (4 + 2a + 2a^2)d1^278d2^65 + (4 + 3a + 1a^2)d1^279d2^65 + (4 + 1a + 2a^2)d1^280d2^65 + (0 + 0a + 3a^2)d1^281d2^65 + (1 + 2a + 3a^2)d1^282d2^65 + (2 + 1a + 1a^2)d1^283d2^65 + (2 + 3a + 3a^2)d1^284d2^65 + (0 + 4a + 2a^2)d1^285d2^65 + (1 + 0a + 3a^2)d1^286d2^65 + (4 + 0a + 4a^2)d1^287d2^65 + (4 + 1a + 4a^2)d1^288d2^65 + (4 + 2a + 3a^2)d1^289d2^65 + (3 + 2a + 2a^2)d1^290d2^65 + (1 + 2a + 0a^2)d1^291d2^65 + (3 + 4a + 2a^2)d1^292d2^65 + (4 + 1a + 3a^2)d1^293d2^65 + (3 + 1a + 0a^2)d2^66 + (2 + 3a + 2a^2)d1^1d2^66 + (1 + 2a + 1a^2)d1^2d2^66 + (0 + 4a + 2a^2)d1^3d2^66 + (0 + 1a + 0a^2)d1^4d2^66 + (4 + 3a + 0a^2)d1^5d2^66 + (4 + 3a + 4a^2)d1^6d2^66 + (4 + 2a + 3a^2)d1^7d2^66 + (0 + 2a + 1a^2)d1^8d2^66 + (4 + 4a + 4a^2)d1^9d2^66 + (3 + 1a + 3a^2)d1^10d2^66 + (2 + 2a + 0a^2)d1^11d2^66 + (0 + 1a + 0a^2)d1^12d2^66 + (3 + 0a + 2a^2)d1^13d2^66 + (0 + 3a + 3a^2)d1^14d2^66 + (4 + 4a + 4a^2)d1^15d2^66 + (0 + 3a + 2a^2)d1^16d2^66 + (3 + 0a + 1a^2)d1^17d2^66 + (2 + 3a + 3a^2)d1^18d2^66 + (3 + 4a + 4a^2)d1^19d2^66 + (4 + 4a + 3a^2)d1^20d2^66 + (4 + 4a + 2a^2)d1^21d2^66 + (2 + 2a + 4a^2)d1^22d2^66 + (1 + 0a + 3a^2)d1^23d2^66 + (1 + 2a + 2a^2)d1^24d2^66 + (2 + 3a + 4a^2)d1^25d2^66 + (3 + 4a + 4a^2)d1^26d2^66 + (4 + 3a + 2a^2)d1^27d2^66 + (0 + 0a + 2a^2)d1^28d2^66 + (2 + 1a + 4a^2)d1^29d2^66 + (3 + 1a + 0a^2)d1^30d2^66 + (0 + 2a + 1a^2)d1^31d2^66 + (4 + 0a + 3a^2)d1^32d2^66 + (0 + 2a + 0a^2)d1^33d2^66 + (1 + 0a + 3a^2)d1^34d2^66 + (0 + 0a + 4a^2)d1^35d2^66 + (3 + 1a + 3a^2)d1^36d2^66 + (3 + 0a + 2a^2)d1^37d2^66 + (1 + 4a + 0a^2)d1^38d2^66 + (3 + 2a + 3a^2)d1^39d2^66 + (4 + 3a + 0a^2)d1^40d2^66 + (3 + 3a + 2a^2)d1^41d2^66 + (3 + 0a + 1a^2)d1^42d2^66 + (1 + 4a + 2a^2)d1^43d2^66 + (2 + 1a + 2a^2)d1^44d2^66 + (1 + 2a + 1a^2)d1^45d2^66 + (2 + 1a + 1a^2)d1^46d2^66 + (1 + 2a + 2a^2)d1^47d2^66 + (0 + 2a + 0a^2)d1^48d2^66 + (3 + 4a + 1a^2)d1^49d2^66 + (4 + 0a + 1a^2)d1^50d2^66 + (3 + 1a + 3a^2)d1^51d2^66 + (4 + 4a + 2a^2)d1^52d2^66 + (1 + 4a + 0a^2)d1^53d2^66 + (2 + 1a + 0a^2)d1^54d2^66 + (2 + 4a + 0a^2)d1^55d2^66 + (4 + 0a + 1a^2)d1^56d2^66 + (4 + 0a + 1a^2)d1^57d2^66 + (1 + 1a + 4a^2)d1^58d2^66 + (3 + 3a + 2a^2)d1^59d2^66 + (3 + 0a + 3a^2)d1^60d2^66 + (1 + 4a + 3a^2)d1^61d2^66 + (0 + 2a + 2a^2)d1^62d2^66 + (4 + 2a + 3a^2)d1^63d2^66 + (3 + 4a + 1a^2)d1^64d2^66 + (1 + 2a + 3a^2)d1^65d2^66 + (3 + 1a + 1a^2)d1^66d2^66 + (2 + 3a + 0a^2)d1^67d2^66 + (3 + 2a + 2a^2)d1^68d2^66 + (4 + 2a + 0a^2)d1^69d2^66 + (1 + 2a + 1a^2)d1^70d2^66 + (4 + 2a + 4a^2)d1^71d2^66 + (0 + 1a + 1a^2)d1^72d2^66 + (2 + 0a + 0a^2)d1^73d2^66 + (0 + 3a + 0a^2)d1^74d2^66 + (0 + 0a + 3a^2)d1^75d2^66 + (2 + 0a + 3a^2)d1^76d2^66 + (3 + 3a + 3a^2)d1^77d2^66 + (0 + 3a + 4a^2)d1^78d2^66 + (1 + 4a + 0a^2)d1^79d2^66 + (2 + 4a + 2a^2)d1^80d2^66 + (2 + 3a + 0a^2)d1^82d2^66 + (0 + 4a + 4a^2)d1^83d2^66 + (3 + 3a + 1a^2)d1^84d2^66 + (4 + 2a + 1a^2)d1^85d2^66 + (2 + 1a + 2a^2)d1^86d2^66 + (3 + 2a + 4a^2)d1^87d2^66 + (3 + 0a + 2a^2)d1^88d2^66 + (0 + 2a + 2a^2)d1^89d2^66 + (4 + 4a + 1a^2)d1^90d2^66 + (4 + 2a + 1a^2)d1^91d2^66 + (4 + 3a + 3a^2)d1^92d2^66 + (0 + 4a + 1a^2)d1^93d2^66 + (2 + 4a + 3a^2)d1^94d2^66 + (0 + 4a + 4a^2)d1^95d2^66 + (2 + 2a + 1a^2)d1^96d2^66 + (4 + 1a + 4a^2)d1^97d2^66 + (1 + 0a + 0a^2)d1^98d2^66 + (4 + 4a + 2a^2)d1^99d2^66 + (4 + 4a + 3a^2)d1^100d2^66 + (3 + 0a + 1a^2)d1^101d2^66 + (3 + 2a + 1a^2)d1^102d2^66 + (4 + 4a + 2a^2)d1^103d2^66 + (4 + 0a + 3a^2)d1^104d2^66 + (3 + 3a + 4a^2)d1^105d2^66 + (2 + 0a + 0a^2)d1^106d2^66 + (3 + 1a + 1a^2)d1^107d2^66 + (0 + 1a + 2a^2)d1^108d2^66 + (4 + 0a + 2a^2)d1^109d2^66 + (3 + 0a + 0a^2)d1^110d2^66 + (2 + 0a + 1a^2)d1^111d2^66 + (4 + 3a + 1a^2)d1^112d2^66 + (3 + 4a + 0a^2)d1^113d2^66 + (0 + 0a + 4a^2)d1^114d2^66 + (1 + 3a + 1a^2)d1^115d2^66 + (1 + 2a + 2a^2)d1^116d2^66 + (1 + 1a + 1a^2)d1^117d2^66 + (4 + 1a + 0a^2)d1^118d2^66 + (2 + 0a + 4a^2)d1^119d2^66 + (2 + 1a + 0a^2)d1^120d2^66 + (0 + 2a + 3a^2)d1^121d2^66 + (4 + 2a + 3a^2)d1^122d2^66 + (4 + 1a + 4a^2)d1^123d2^66 + (4 + 1a + 0a^2)d1^124d2^66 + (1 + 1a + 4a^2)d1^125d2^66 + (4 + 2a + 0a^2)d1^126d2^66 + (1 + 3a + 2a^2)d1^127d2^66 + (0 + 1a + 2a^2)d1^128d2^66 + (3 + 2a + 2a^2)d1^129d2^66 + (0 + 2a + 3a^2)d1^130d2^66 + (1 + 1a + 3a^2)d1^131d2^66 + (1 + 3a + 3a^2)d1^132d2^66 + (3 + 2a + 1a^2)d1^133d2^66 + (3 + 3a + 1a^2)d1^134d2^66 + (3 + 1a + 3a^2)d1^135d2^66 + (4 + 0a + 2a^2)d1^136d2^66 + (1 + 1a + 3a^2)d1^137d2^66 + (4 + 0a + 0a^2)d1^138d2^66 + (2 + 0a + 4a^2)d1^139d2^66 + (0 + 0a + 1a^2)d1^140d2^66 + (1 + 4a + 4a^2)d1^141d2^66 + (3 + 4a + 3a^2)d1^142d2^66 + (1 + 1a + 0a^2)d1^143d2^66 + (2 + 4a + 1a^2)d1^144d2^66 + (0 + 2a + 2a^2)d1^145d2^66 + (0 + 0a + 4a^2)d1^146d2^66 + (0 + 1a + 0a^2)d1^147d2^66 + (3 + 4a + 1a^2)d1^148d2^66 + (1 + 1a + 4a^2)d1^149d2^66 + (3 + 2a + 3a^2)d1^150d2^66 + (1 + 2a + 4a^2)d1^151d2^66 + (2 + 0a + 2a^2)d1^152d2^66 + (2 + 0a + 0a^2)d1^153d2^66 + (2 + 2a + 0a^2)d1^154d2^66 + (3 + 2a + 2a^2)d1^155d2^66 + (4 + 2a + 3a^2)d1^156d2^66 + (0 + 2a + 1a^2)d1^157d2^66 + (0 + 4a + 0a^2)d1^158d2^66 + (4 + 1a + 1a^2)d1^159d2^66 + (1 + 4a + 1a^2)d1^160d2^66 + (0 + 0a + 3a^2)d1^161d2^66 + (0 + 2a + 4a^2)d1^162d2^66 + (2 + 3a + 3a^2)d1^163d2^66 + (2 + 1a + 2a^2)d1^164d2^66 + (0 + 3a + 3a^2)d1^165d2^66 + (0 + 3a + 0a^2)d1^166d2^66 + (3 + 0a + 2a^2)d1^167d2^66 + (2 + 4a + 4a^2)d1^169d2^66 + (3 + 3a + 2a^2)d1^170d2^66 + (3 + 3a + 4a^2)d1^171d2^66 + (1 + 1a + 0a^2)d1^172d2^66 + (0 + 2a + 0a^2)d1^173d2^66 + (4 + 0a + 4a^2)d1^174d2^66 + (0 + 4a + 3a^2)d1^175d2^66 + (4 + 2a + 1a^2)d1^176d2^66 + (4 + 4a + 1a^2)d1^177d2^66 + (3 + 2a + 2a^2)d1^178d2^66 + (1 + 1a + 2a^2)d1^179d2^66 + (2 + 0a + 4a^2)d1^180d2^66 + (2 + 2a + 0a^2)d1^181d2^66 + (3 + 1a + 1a^2)d1^182d2^66 + (1 + 2a + 1a^2)d1^183d2^66 + (0 + 3a + 4a^2)d1^184d2^66 + (2 + 2a + 4a^2)d1^185d2^66 + (4 + 0a + 1a^2)d1^186d2^66 + (1 + 3a + 2a^2)d1^187d2^66 + (3 + 3a + 4a^2)d1^188d2^66 + (0 + 3a + 2a^2)d1^189d2^66 + (0 + 4a + 2a^2)d1^190d2^66 + (2 + 2a + 3a^2)d1^191d2^66 + (3 + 2a + 0a^2)d1^192d2^66 + (4 + 1a + 1a^2)d1^193d2^66 + (2 + 1a + 3a^2)d1^194d2^66 + (2 + 3a + 3a^2)d1^195d2^66 + (2 + 0a + 4a^2)d1^196d2^66 + (1 + 2a + 4a^2)d1^197d2^66 + (2 + 0a + 1a^2)d1^198d2^66 + (1 + 4a + 3a^2)d1^199d2^66 + (4 + 2a + 4a^2)d1^200d2^66 + (2 + 2a + 1a^2)d1^201d2^66 + (3 + 1a + 0a^2)d1^202d2^66 + (3 + 2a + 2a^2)d1^203d2^66 + (4 + 4a + 0a^2)d1^204d2^66 + (1 + 3a + 3a^2)d1^205d2^66 + (4 + 0a + 2a^2)d1^206d2^66 + (1 + 2a + 3a^2)d1^207d2^66 + (3 + 1a + 4a^2)d1^208d2^66 + (1 + 3a + 3a^2)d1^209d2^66 + (3 + 2a + 1a^2)d1^210d2^66 + (2 + 0a + 0a^2)d1^211d2^66 + (4 + 1a + 4a^2)d1^212d2^66 + (1 + 2a + 3a^2)d1^213d2^66 + (4 + 2a + 4a^2)d1^214d2^66 + (0 + 3a + 3a^2)d1^215d2^66 + (3 + 4a + 2a^2)d1^216d2^66 + (4 + 2a + 0a^2)d1^217d2^66 + (4 + 0a + 4a^2)d1^218d2^66 + (2 + 3a + 0a^2)d1^219d2^66 + (0 + 4a + 3a^2)d1^220d2^66 + (0 + 1a + 3a^2)d1^221d2^66 + (2 + 2a + 1a^2)d1^222d2^66 + (0 + 3a + 3a^2)d1^223d2^66 + (4 + 2a + 0a^2)d1^224d2^66 + (0 + 4a + 2a^2)d1^225d2^66 + (4 + 2a + 3a^2)d1^226d2^66 + (2 + 4a + 3a^2)d1^227d2^66 + (4 + 4a + 0a^2)d1^228d2^66 + (3 + 4a + 4a^2)d1^229d2^66 + (0 + 2a + 4a^2)d1^230d2^66 + (4 + 0a + 0a^2)d1^231d2^66 + (1 + 0a + 2a^2)d1^232d2^66 + (4 + 2a + 2a^2)d1^233d2^66 + (2 + 2a + 0a^2)d1^234d2^66 + (2 + 3a + 1a^2)d1^235d2^66 + (3 + 3a + 0a^2)d1^236d2^66 + (2 + 0a + 1a^2)d1^237d2^66 + (2 + 3a + 3a^2)d1^238d2^66 + (2 + 0a + 3a^2)d1^239d2^66 + (0 + 0a + 1a^2)d1^240d2^66 + (3 + 1a + 0a^2)d1^241d2^66 + (0 + 4a + 4a^2)d1^242d2^66 + (4 + 1a + 2a^2)d1^243d2^66 + (1 + 3a + 2a^2)d1^244d2^66 + (1 + 1a + 0a^2)d1^245d2^66 + (2 + 4a + 0a^2)d1^246d2^66 + (3 + 3a + 3a^2)d1^247d2^66 + (0 + 1a + 4a^2)d1^248d2^66 + (4 + 3a + 3a^2)d1^249d2^66 + (1 + 0a + 4a^2)d1^250d2^66 + (3 + 0a + 1a^2)d1^251d2^66 + (1 + 0a + 4a^2)d1^252d2^66 + (3 + 1a + 4a^2)d1^253d2^66 + (4 + 3a + 2a^2)d1^254d2^66 + (1 + 0a + 1a^2)d1^255d2^66 + (0 + 3a + 1a^2)d1^256d2^66 + (2 + 3a + 4a^2)d1^257d2^66 + (2 + 4a + 4a^2)d1^258d2^66 + (3 + 0a + 3a^2)d1^259d2^66 + (4 + 4a + 4a^2)d1^260d2^66 + (4 + 0a + 3a^2)d1^261d2^66 + (2 + 1a + 2a^2)d1^262d2^66 + (2 + 2a + 2a^2)d1^263d2^66 + (2 + 0a + 2a^2)d1^264d2^66 + (0 + 1a + 4a^2)d1^265d2^66 + (1 + 3a + 4a^2)d1^266d2^66 + (1 + 1a + 3a^2)d1^267d2^66 + (4 + 4a + 2a^2)d1^268d2^66 + (2 + 0a + 0a^2)d1^269d2^66 + (3 + 4a + 4a^2)d1^270d2^66 + (0 + 4a + 3a^2)d1^271d2^66 + (1 + 2a + 2a^2)d1^272d2^66 + (4 + 0a + 0a^2)d1^273d2^66 + (1 + 2a + 2a^2)d1^274d2^66 + (2 + 4a + 3a^2)d1^275d2^66 + (0 + 2a + 4a^2)d1^276d2^66 + (2 + 1a + 1a^2)d1^277d2^66 + (2 + 4a + 1a^2)d1^278d2^66 + (0 + 2a + 2a^2)d1^279d2^66 + (2 + 3a + 0a^2)d1^280d2^66 + (2 + 4a + 1a^2)d1^281d2^66 + (3 + 0a + 2a^2)d1^282d2^66 + (1 + 1a + 1a^2)d1^283d2^66 + (0 + 3a + 2a^2)d1^284d2^66 + (0 + 3a + 1a^2)d1^285d2^66 + (3 + 0a + 0a^2)d1^286d2^66 + (1 + 1a + 4a^2)d1^287d2^66 + (3 + 3a + 1a^2)d1^288d2^66 + (0 + 1a + 4a^2)d1^289d2^66 + (0 + 2a + 1a^2)d1^290d2^66 + (4 + 0a + 2a^2)d1^291d2^66 + (1 + 0a + 2a^2)d1^292d2^66 + (1 + 0a + 3a^2)d1^293d2^66 + (1 + 3a + 2a^2)d2^67 + (1 + 0a + 0a^2)d1^1d2^67 + (0 + 0a + 2a^2)d1^2d2^67 + (1 + 2a + 2a^2)d1^3d2^67 + (3 + 2a + 2a^2)d1^4d2^67 + (2 + 0a + 4a^2)d1^5d2^67 + (3 + 2a + 4a^2)d1^6d2^67 + (3 + 1a + 1a^2)d1^7d2^67 + (2 + 2a + 4a^2)d1^8d2^67 + (2 + 3a + 2a^2)d1^9d2^67 + (4 + 4a + 1a^2)d1^10d2^67 + (2 + 3a + 0a^2)d1^11d2^67 + (3 + 2a + 0a^2)d1^12d2^67 + (4 + 3a + 2a^2)d1^13d2^67 + (1 + 3a + 2a^2)d1^14d2^67 + (1 + 4a + 4a^2)d1^15d2^67 + (0 + 1a + 0a^2)d1^16d2^67 + (4 + 4a + 0a^2)d1^17d2^67 + (3 + 4a + 4a^2)d1^18d2^67 + (1 + 0a + 2a^2)d1^19d2^67 + (3 + 1a + 2a^2)d1^20d2^67 + (1 + 4a + 4a^2)d1^21d2^67 + (2 + 4a + 0a^2)d1^22d2^67 + (4 + 1a + 2a^2)d1^23d2^67 + (1 + 3a + 0a^2)d1^24d2^67 + (2 + 2a + 1a^2)d1^25d2^67 + (1 + 4a + 1a^2)d1^26d2^67 + (2 + 3a + 0a^2)d1^27d2^67 + (2 + 1a + 4a^2)d1^28d2^67 + (1 + 2a + 0a^2)d1^29d2^67 + (1 + 3a + 4a^2)d1^30d2^67 + (3 + 2a + 0a^2)d1^31d2^67 + (2 + 2a + 3a^2)d1^32d2^67 + (4 + 0a + 0a^2)d1^33d2^67 + (1 + 4a + 4a^2)d1^34d2^67 + (1 + 4a + 4a^2)d1^35d2^67 + (3 + 1a + 0a^2)d1^36d2^67 + (1 + 3a + 2a^2)d1^37d2^67 + (3 + 4a + 3a^2)d1^38d2^67 + (3 + 3a + 4a^2)d1^39d2^67 + (1 + 1a + 4a^2)d1^40d2^67 + (1 + 4a + 0a^2)d1^41d2^67 + (4 + 1a + 0a^2)d1^42d2^67 + (0 + 1a + 2a^2)d1^43d2^67 + (0 + 1a + 4a^2)d1^44d2^67 + (2 + 4a + 1a^2)d1^45d2^67 + (0 + 1a + 0a^2)d1^46d2^67 + (0 + 3a + 3a^2)d1^47d2^67 + (3 + 3a + 2a^2)d1^49d2^67 + (2 + 2a + 2a^2)d1^50d2^67 + (3 + 1a + 0a^2)d1^51d2^67 + (3 + 2a + 4a^2)d1^52d2^67 + (3 + 1a + 1a^2)d1^53d2^67 + (3 + 1a + 1a^2)d1^54d2^67 + (1 + 0a + 4a^2)d1^55d2^67 + (3 + 1a + 4a^2)d1^56d2^67 + (0 + 1a + 2a^2)d1^57d2^67 + (3 + 2a + 2a^2)d1^58d2^67 + (4 + 0a + 0a^2)d1^59d2^67 + (1 + 4a + 1a^2)d1^60d2^67 + (1 + 3a + 2a^2)d1^61d2^67 + (4 + 3a + 1a^2)d1^62d2^67 + (2 + 4a + 4a^2)d1^63d2^67 + (3 + 3a + 4a^2)d1^64d2^67 + (4 + 3a + 1a^2)d1^65d2^67 + (0 + 4a + 1a^2)d1^66d2^67 + (4 + 2a + 2a^2)d1^67d2^67 + (1 + 3a + 4a^2)d1^68d2^67 + (3 + 4a + 1a^2)d1^69d2^67 + (4 + 2a + 3a^2)d1^70d2^67 + (4 + 0a + 2a^2)d1^71d2^67 + (3 + 0a + 3a^2)d1^72d2^67 + (3 + 0a + 0a^2)d1^73d2^67 + (2 + 2a + 2a^2)d1^74d2^67 + (0 + 3a + 1a^2)d1^75d2^67 + (1 + 1a + 2a^2)d1^76d2^67 + (0 + 1a + 2a^2)d1^77d2^67 + (4 + 0a + 1a^2)d1^78d2^67 + (0 + 1a + 2a^2)d1^79d2^67 + (3 + 1a + 1a^2)d1^80d2^67 + (4 + 4a + 1a^2)d1^81d2^67 + (1 + 1a + 2a^2)d1^82d2^67 + (2 + 3a + 2a^2)d1^83d2^67 + (3 + 1a + 3a^2)d1^84d2^67 + (3 + 1a + 3a^2)d1^85d2^67 + (1 + 2a + 3a^2)d1^86d2^67 + (3 + 3a + 3a^2)d1^87d2^67 + (2 + 0a + 4a^2)d1^88d2^67 + (1 + 1a + 2a^2)d1^89d2^67 + (4 + 0a + 1a^2)d1^90d2^67 + (3 + 0a + 1a^2)d1^91d2^67 + (4 + 4a + 4a^2)d1^92d2^67 + (1 + 0a + 1a^2)d1^93d2^67 + (0 + 2a + 2a^2)d1^94d2^67 + (4 + 4a + 0a^2)d1^95d2^67 + (3 + 2a + 2a^2)d1^96d2^67 + (4 + 4a + 3a^2)d1^97d2^67 + (0 + 4a + 1a^2)d1^98d2^67 + (2 + 4a + 3a^2)d1^99d2^67 + (1 + 0a + 1a^2)d1^100d2^67 + (4 + 4a + 3a^2)d1^101d2^67 + (1 + 0a + 1a^2)d1^102d2^67 + (4 + 1a + 3a^2)d1^103d2^67 + (2 + 0a + 4a^2)d1^104d2^67 + (4 + 4a + 1a^2)d1^105d2^67 + (0 + 3a + 2a^2)d1^106d2^67 + (0 + 1a + 4a^2)d1^107d2^67 + (2 + 0a + 4a^2)d1^108d2^67 + (3 + 4a + 3a^2)d1^109d2^67 + (1 + 0a + 4a^2)d1^110d2^67 + (2 + 4a + 1a^2)d1^111d2^67 + (3 + 1a + 3a^2)d1^112d2^67 + (0 + 3a + 4a^2)d1^113d2^67 + (1 + 4a + 1a^2)d1^114d2^67 + (1 + 2a + 4a^2)d1^115d2^67 + (1 + 4a + 4a^2)d1^116d2^67 + (0 + 0a + 3a^2)d1^117d2^67 + (2 + 1a + 2a^2)d1^118d2^67 + (3 + 3a + 1a^2)d1^119d2^67 + (1 + 3a + 1a^2)d1^120d2^67 + (3 + 1a + 3a^2)d1^121d2^67 + (4 + 0a + 1a^2)d1^122d2^67 + (3 + 0a + 4a^2)d1^123d2^67 + (1 + 4a + 3a^2)d1^124d2^67 + (1 + 2a + 2a^2)d1^125d2^67 + (3 + 2a + 4a^2)d1^126d2^67 + (1 + 4a + 2a^2)d1^127d2^67 + (2 + 1a + 3a^2)d1^128d2^67 + (1 + 3a + 0a^2)d1^129d2^67 + (4 + 4a + 1a^2)d1^130d2^67 + (3 + 3a + 3a^2)d1^131d2^67 + (2 + 4a + 1a^2)d1^132d2^67 + (3 + 3a + 0a^2)d1^133d2^67 + (0 + 1a + 4a^2)d1^134d2^67 + (1 + 1a + 0a^2)d1^135d2^67 + (3 + 2a + 0a^2)d1^136d2^67 + (1 + 2a + 2a^2)d1^137d2^67 + (3 + 3a + 4a^2)d1^138d2^67 + (4 + 4a + 0a^2)d1^139d2^67 + (1 + 1a + 4a^2)d1^140d2^67 + (4 + 0a + 4a^2)d1^141d2^67 + (4 + 0a + 4a^2)d1^142d2^67 + (2 + 1a + 4a^2)d1^143d2^67 + (2 + 2a + 2a^2)d1^144d2^67 + (4 + 4a + 2a^2)d1^145d2^67 + (1 + 1a + 4a^2)d1^146d2^67 + (0 + 1a + 4a^2)d1^147d2^67 + (2 + 3a + 0a^2)d1^148d2^67 + (0 + 4a + 1a^2)d1^149d2^67 + (2 + 2a + 2a^2)d1^150d2^67 + (4 + 0a + 2a^2)d1^151d2^67 + (4 + 3a + 0a^2)d1^152d2^67 + (3 + 0a + 1a^2)d1^153d2^67 + (3 + 2a + 4a^2)d1^155d2^67 + (3 + 4a + 3a^2)d1^156d2^67 + (0 + 0a + 2a^2)d1^157d2^67 + (1 + 4a + 1a^2)d1^158d2^67 + (4 + 4a + 2a^2)d1^159d2^67 + (2 + 2a + 1a^2)d1^160d2^67 + (4 + 3a + 4a^2)d1^161d2^67 + (0 + 2a + 0a^2)d1^162d2^67 + (0 + 1a + 0a^2)d1^163d2^67 + (3 + 2a + 4a^2)d1^164d2^67 + (4 + 3a + 2a^2)d1^165d2^67 + (4 + 2a + 0a^2)d1^166d2^67 + (1 + 3a + 1a^2)d1^167d2^67 + (4 + 4a + 4a^2)d1^168d2^67 + (2 + 1a + 1a^2)d1^169d2^67 + (2 + 2a + 2a^2)d1^170d2^67 + (1 + 3a + 3a^2)d1^171d2^67 + (2 + 3a + 4a^2)d1^172d2^67 + (3 + 2a + 3a^2)d1^173d2^67 + (2 + 0a + 2a^2)d1^174d2^67 + (2 + 0a + 3a^2)d1^175d2^67 + (4 + 2a + 1a^2)d1^176d2^67 + (4 + 3a + 2a^2)d1^177d2^67 + (0 + 4a + 3a^2)d1^178d2^67 + (0 + 3a + 0a^2)d1^179d2^67 + (0 + 4a + 2a^2)d1^180d2^67 + (4 + 4a + 1a^2)d1^181d2^67 + (3 + 0a + 3a^2)d1^182d2^67 + (3 + 2a + 0a^2)d1^183d2^67 + (4 + 1a + 2a^2)d1^184d2^67 + (2 + 1a + 0a^2)d1^185d2^67 + (1 + 2a + 0a^2)d1^186d2^67 + (4 + 3a + 1a^2)d1^187d2^67 + (4 + 4a + 4a^2)d1^188d2^67 + (1 + 0a + 4a^2)d1^189d2^67 + (3 + 3a + 4a^2)d1^190d2^67 + (2 + 4a + 4a^2)d1^191d2^67 + (0 + 0a + 1a^2)d1^192d2^67 + (3 + 2a + 1a^2)d1^193d2^67 + (0 + 1a + 1a^2)d1^194d2^67 + (4 + 1a + 2a^2)d1^195d2^67 + (0 + 2a + 3a^2)d1^196d2^67 + (0 + 3a + 2a^2)d1^197d2^67 + (1 + 3a + 2a^2)d1^198d2^67 + (1 + 4a + 3a^2)d1^199d2^67 + (4 + 2a + 1a^2)d1^200d2^67 + (1 + 4a + 2a^2)d1^201d2^67 + (0 + 0a + 2a^2)d1^202d2^67 + (3 + 0a + 3a^2)d1^203d2^67 + (0 + 0a + 1a^2)d1^204d2^67 + (3 + 0a + 2a^2)d1^205d2^67 + (2 + 4a + 0a^2)d1^206d2^67 + (1 + 0a + 0a^2)d1^207d2^67 + (1 + 1a + 0a^2)d1^208d2^67 + (4 + 4a + 2a^2)d1^209d2^67 + (0 + 0a + 2a^2)d1^210d2^67 + (2 + 4a + 0a^2)d1^211d2^67 + (1 + 2a + 4a^2)d1^212d2^67 + (1 + 3a + 0a^2)d1^213d2^67 + (1 + 2a + 0a^2)d1^214d2^67 + (2 + 0a + 0a^2)d1^215d2^67 + (4 + 4a + 0a^2)d1^216d2^67 + (3 + 2a + 1a^2)d1^218d2^67 + (2 + 2a + 2a^2)d1^219d2^67 + (0 + 4a + 4a^2)d1^220d2^67 + (3 + 1a + 1a^2)d1^221d2^67 + (3 + 4a + 0a^2)d1^222d2^67 + (3 + 0a + 4a^2)d1^223d2^67 + (0 + 1a + 0a^2)d1^224d2^67 + (2 + 1a + 4a^2)d1^225d2^67 + (1 + 1a + 4a^2)d1^226d2^67 + (4 + 2a + 4a^2)d1^227d2^67 + (2 + 0a + 0a^2)d1^228d2^67 + (2 + 4a + 0a^2)d1^229d2^67 + (0 + 3a + 1a^2)d1^230d2^67 + (4 + 2a + 4a^2)d1^231d2^67 + (4 + 0a + 3a^2)d1^232d2^67 + (2 + 0a + 0a^2)d1^233d2^67 + (3 + 2a + 4a^2)d1^234d2^67 + (2 + 0a + 1a^2)d1^235d2^67 + (3 + 4a + 3a^2)d1^236d2^67 + (3 + 2a + 2a^2)d1^237d2^67 + (1 + 3a + 2a^2)d1^238d2^67 + (0 + 3a + 1a^2)d1^239d2^67 + (1 + 4a + 4a^2)d1^240d2^67 + (0 + 1a + 0a^2)d1^241d2^67 + (0 + 1a + 1a^2)d1^242d2^67 + (0 + 2a + 2a^2)d1^243d2^67 + (3 + 1a + 3a^2)d1^244d2^67 + (1 + 1a + 0a^2)d1^245d2^67 + (1 + 4a + 0a^2)d1^246d2^67 + (4 + 4a + 4a^2)d1^247d2^67 + (2 + 0a + 3a^2)d1^248d2^67 + (1 + 3a + 0a^2)d1^249d2^67 + (3 + 4a + 4a^2)d1^250d2^67 + (0 + 0a + 4a^2)d1^251d2^67 + (2 + 4a + 1a^2)d1^252d2^67 + (0 + 1a + 0a^2)d1^253d2^67 + (4 + 0a + 0a^2)d1^254d2^67 + (4 + 3a + 3a^2)d1^255d2^67 + (1 + 3a + 0a^2)d1^256d2^67 + (1 + 3a + 2a^2)d1^257d2^67 + (3 + 1a + 2a^2)d1^258d2^67 + (2 + 2a + 3a^2)d1^259d2^67 + (3 + 4a + 2a^2)d1^260d2^67 + (1 + 2a + 0a^2)d1^261d2^67 + (4 + 2a + 0a^2)d1^262d2^67 + (2 + 3a + 1a^2)d1^263d2^67 + (1 + 1a + 0a^2)d1^264d2^67 + (3 + 1a + 0a^2)d1^265d2^67 + (2 + 1a + 3a^2)d1^266d2^67 + (0 + 1a + 1a^2)d1^267d2^67 + (1 + 1a + 0a^2)d1^268d2^67 + (3 + 3a + 0a^2)d1^269d2^67 + (4 + 3a + 3a^2)d1^270d2^67 + (2 + 2a + 0a^2)d1^271d2^67 + (1 + 3a + 3a^2)d1^272d2^67 + (0 + 4a + 3a^2)d1^273d2^67 + (4 + 4a + 2a^2)d1^274d2^67 + (4 + 2a + 0a^2)d1^275d2^67 + (2 + 0a + 3a^2)d1^276d2^67 + (3 + 0a + 0a^2)d1^277d2^67 + (3 + 1a + 4a^2)d1^278d2^67 + (2 + 2a + 1a^2)d1^279d2^67 + (4 + 0a + 1a^2)d1^280d2^67 + (0 + 3a + 4a^2)d1^281d2^67 + (2 + 1a + 3a^2)d1^282d2^67 + (3 + 1a + 2a^2)d1^283d2^67 + (4 + 4a + 4a^2)d1^284d2^67 + (1 + 0a + 4a^2)d1^285d2^67 + (4 + 1a + 4a^2)d1^286d2^67 + (3 + 4a + 3a^2)d1^287d2^67 + (1 + 0a + 4a^2)d1^288d2^67 + (1 + 4a + 1a^2)d1^289d2^67 + (1 + 3a + 1a^2)d1^290d2^67 + (2 + 3a + 2a^2)d1^291d2^67 + (1 + 4a + 2a^2)d1^292d2^67 + (4 + 2a + 2a^2)d1^293d2^67 + (1 + 1a + 4a^2)d2^68 + (1 + 2a + 3a^2)d1^1d2^68 + (2 + 0a + 2a^2)d1^2d2^68 + (2 + 2a + 3a^2)d1^3d2^68 + (1 + 1a + 3a^2)d1^4d2^68 + (2 + 3a + 3a^2)d1^5d2^68 + (4 + 1a + 3a^2)d1^6d2^68 + (1 + 2a + 2a^2)d1^7d2^68 + (2 + 2a + 3a^2)d1^8d2^68 + (0 + 2a + 3a^2)d1^9d2^68 + (3 + 2a + 2a^2)d1^10d2^68 + (4 + 2a + 4a^2)d1^11d2^68 + (3 + 3a + 2a^2)d1^12d2^68 + (1 + 0a + 4a^2)d1^13d2^68 + (4 + 2a + 3a^2)d1^14d2^68 + (2 + 3a + 2a^2)d1^15d2^68 + (1 + 2a + 4a^2)d1^16d2^68 + (4 + 0a + 4a^2)d1^17d2^68 + (3 + 0a + 2a^2)d1^18d2^68 + (0 + 4a + 0a^2)d1^19d2^68 + (4 + 0a + 3a^2)d1^20d2^68 + (4 + 1a + 2a^2)d1^21d2^68 + (1 + 1a + 0a^2)d1^22d2^68 + (1 + 0a + 0a^2)d1^23d2^68 + (4 + 4a + 2a^2)d1^24d2^68 + (1 + 0a + 0a^2)d1^25d2^68 + (2 + 2a + 2a^2)d1^26d2^68 + (3 + 4a + 3a^2)d1^27d2^68 + (3 + 1a + 4a^2)d1^28d2^68 + (2 + 2a + 0a^2)d1^29d2^68 + (2 + 1a + 1a^2)d1^30d2^68 + (1 + 1a + 0a^2)d1^31d2^68 + (0 + 1a + 4a^2)d1^32d2^68 + (1 + 3a + 2a^2)d1^33d2^68 + (3 + 1a + 4a^2)d1^34d2^68 + (2 + 3a + 1a^2)d1^35d2^68 + (2 + 2a + 3a^2)d1^36d2^68 + (1 + 0a + 3a^2)d1^37d2^68 + (3 + 0a + 3a^2)d1^38d2^68 + (4 + 3a + 1a^2)d1^39d2^68 + (1 + 3a + 1a^2)d1^40d2^68 + (2 + 3a + 1a^2)d1^41d2^68 + (1 + 1a + 1a^2)d1^42d2^68 + (1 + 2a + 0a^2)d1^43d2^68 + (0 + 3a + 1a^2)d1^44d2^68 + (3 + 1a + 4a^2)d1^45d2^68 + (4 + 1a + 3a^2)d1^46d2^68 + (3 + 2a + 4a^2)d1^47d2^68 + (1 + 3a + 4a^2)d1^48d2^68 + (3 + 4a + 2a^2)d1^49d2^68 + (0 + 2a + 1a^2)d1^50d2^68 + (2 + 2a + 1a^2)d1^51d2^68 + (1 + 4a + 4a^2)d1^52d2^68 + (4 + 2a + 2a^2)d1^53d2^68 + (2 + 0a + 0a^2)d1^54d2^68 + (1 + 1a + 3a^2)d1^55d2^68 + (2 + 4a + 1a^2)d1^56d2^68 + (3 + 0a + 0a^2)d1^57d2^68 + (1 + 3a + 3a^2)d1^58d2^68 + (0 + 1a + 1a^2)d1^59d2^68 + (4 + 3a + 4a^2)d1^60d2^68 + (4 + 2a + 0a^2)d1^61d2^68 + (1 + 4a + 3a^2)d1^62d2^68 + (1 + 0a + 4a^2)d1^63d2^68 + (0 + 2a + 3a^2)d1^64d2^68 + (0 + 1a + 2a^2)d1^65d2^68 + (3 + 4a + 0a^2)d1^66d2^68 + (2 + 2a + 3a^2)d1^67d2^68 + (1 + 2a + 1a^2)d1^68d2^68 + (1 + 4a + 0a^2)d1^69d2^68 + (3 + 1a + 4a^2)d1^70d2^68 + (2 + 4a + 3a^2)d1^71d2^68 + (2 + 1a + 1a^2)d1^72d2^68 + (2 + 2a + 2a^2)d1^73d2^68 + (3 + 0a + 3a^2)d1^74d2^68 + (0 + 4a + 4a^2)d1^75d2^68 + (0 + 0a + 2a^2)d1^76d2^68 + (3 + 2a + 0a^2)d1^77d2^68 + (1 + 0a + 0a^2)d1^78d2^68 + (0 + 3a + 0a^2)d1^79d2^68 + (3 + 0a + 1a^2)d1^80d2^68 + (0 + 2a + 3a^2)d1^81d2^68 + (2 + 0a + 0a^2)d1^82d2^68 + (3 + 4a + 2a^2)d1^83d2^68 + (4 + 2a + 4a^2)d1^84d2^68 + (1 + 0a + 3a^2)d1^85d2^68 + (1 + 3a + 2a^2)d1^86d2^68 + (4 + 0a + 3a^2)d1^87d2^68 + (3 + 3a + 2a^2)d1^88d2^68 + (3 + 1a + 2a^2)d1^89d2^68 + (0 + 0a + 2a^2)d1^90d2^68 + (4 + 4a + 2a^2)d1^91d2^68 + (4 + 3a + 1a^2)d1^92d2^68 + (1 + 3a + 1a^2)d1^93d2^68 + (3 + 1a + 1a^2)d1^94d2^68 + (3 + 4a + 3a^2)d1^95d2^68 + (4 + 1a + 3a^2)d1^96d2^68 + (4 + 3a + 3a^2)d1^97d2^68 + (2 + 1a + 1a^2)d1^98d2^68 + (4 + 4a + 1a^2)d1^99d2^68 + (3 + 0a + 4a^2)d1^100d2^68 + (0 + 3a + 0a^2)d1^101d2^68 + (2 + 4a + 3a^2)d1^102d2^68 + (4 + 3a + 1a^2)d1^103d2^68 + (1 + 2a + 4a^2)d1^104d2^68 + (3 + 1a + 0a^2)d1^105d2^68 + (3 + 4a + 1a^2)d1^106d2^68 + (0 + 0a + 3a^2)d1^107d2^68 + (4 + 4a + 4a^2)d1^108d2^68 + (2 + 4a + 0a^2)d1^109d2^68 + (3 + 3a + 0a^2)d1^110d2^68 + (1 + 1a + 0a^2)d1^111d2^68 + (3 + 4a + 2a^2)d1^112d2^68 + (2 + 2a + 3a^2)d1^113d2^68 + (1 + 0a + 1a^2)d1^114d2^68 + (3 + 4a + 0a^2)d1^115d2^68 + (1 + 4a + 4a^2)d1^116d2^68 + (1 + 4a + 4a^2)d1^117d2^68 + (0 + 2a + 2a^2)d1^118d2^68 + (0 + 0a + 4a^2)d1^119d2^68 + (3 + 2a + 2a^2)d1^120d2^68 + (3 + 1a + 2a^2)d1^121d2^68 + (0 + 0a + 2a^2)d1^122d2^68 + (3 + 4a + 0a^2)d1^123d2^68 + (1 + 1a + 4a^2)d1^124d2^68 + (3 + 0a + 0a^2)d1^125d2^68 + (4 + 2a + 3a^2)d1^126d2^68 + (2 + 0a + 0a^2)d1^127d2^68 + (0 + 3a + 0a^2)d1^128d2^68 + (3 + 3a + 3a^2)d1^129d2^68 + (2 + 3a + 3a^2)d1^130d2^68 + (3 + 1a + 0a^2)d1^131d2^68 + (3 + 2a + 4a^2)d1^132d2^68 + (2 + 4a + 1a^2)d1^133d2^68 + (0 + 3a + 1a^2)d1^134d2^68 + (1 + 1a + 0a^2)d1^135d2^68 + (4 + 1a + 1a^2)d1^136d2^68 + (3 + 4a + 0a^2)d1^137d2^68 + (0 + 4a + 2a^2)d1^138d2^68 + (3 + 3a + 3a^2)d1^139d2^68 + (0 + 4a + 1a^2)d1^140d2^68 + (0 + 4a + 0a^2)d1^141d2^68 + (3 + 4a + 0a^2)d1^142d2^68 + (2 + 3a + 1a^2)d1^143d2^68 + (3 + 0a + 4a^2)d1^144d2^68 + (2 + 2a + 1a^2)d1^145d2^68 + (0 + 2a + 4a^2)d1^146d2^68 + (4 + 3a + 4a^2)d1^147d2^68 + (2 + 4a + 3a^2)d1^148d2^68 + (2 + 2a + 2a^2)d1^149d2^68 + (0 + 0a + 1a^2)d1^150d2^68 + (2 + 1a + 4a^2)d1^151d2^68 + (4 + 4a + 0a^2)d1^152d2^68 + (2 + 4a + 4a^2)d1^153d2^68 + (3 + 0a + 1a^2)d1^154d2^68 + (1 + 1a + 4a^2)d1^155d2^68 + (4 + 1a + 4a^2)d1^156d2^68 + (1 + 4a + 4a^2)d1^157d2^68 + (4 + 0a + 1a^2)d1^158d2^68 + (0 + 0a + 2a^2)d1^159d2^68 + (3 + 2a + 0a^2)d1^160d2^68 + (0 + 0a + 4a^2)d1^161d2^68 + (0 + 1a + 2a^2)d1^162d2^68 + (0 + 2a + 2a^2)d1^163d2^68 + (3 + 4a + 1a^2)d1^164d2^68 + (1 + 4a + 3a^2)d1^165d2^68 + (0 + 2a + 0a^2)d1^166d2^68 + (1 + 4a + 4a^2)d1^167d2^68 + (2 + 1a + 0a^2)d1^168d2^68 + (1 + 4a + 0a^2)d1^169d2^68 + (2 + 2a + 0a^2)d1^170d2^68 + (3 + 0a + 2a^2)d1^171d2^68 + (3 + 0a + 4a^2)d1^172d2^68 + (1 + 3a + 0a^2)d1^173d2^68 + (2 + 3a + 3a^2)d1^174d2^68 + (1 + 2a + 2a^2)d1^175d2^68 + (1 + 3a + 0a^2)d1^176d2^68 + (3 + 4a + 4a^2)d1^177d2^68 + (1 + 3a + 2a^2)d1^178d2^68 + (0 + 1a + 1a^2)d1^179d2^68 + (2 + 1a + 3a^2)d1^180d2^68 + (1 + 4a + 2a^2)d1^181d2^68 + (1 + 0a + 3a^2)d1^182d2^68 + (3 + 4a + 1a^2)d1^183d2^68 + (3 + 4a + 0a^2)d1^184d2^68 + (1 + 1a + 4a^2)d1^185d2^68 + (4 + 3a + 2a^2)d1^186d2^68 + (0 + 4a + 1a^2)d1^187d2^68 + (3 + 3a + 4a^2)d1^188d2^68 + (1 + 2a + 2a^2)d1^189d2^68 + (4 + 2a + 2a^2)d1^190d2^68 + (4 + 3a + 4a^2)d1^191d2^68 + (1 + 3a + 2a^2)d1^192d2^68 + (2 + 4a + 2a^2)d1^193d2^68 + (0 + 4a + 2a^2)d1^194d2^68 + (3 + 4a + 1a^2)d1^195d2^68 + (3 + 0a + 1a^2)d1^196d2^68 + (3 + 1a + 4a^2)d1^197d2^68 + (0 + 3a + 4a^2)d1^198d2^68 + (3 + 2a + 2a^2)d1^199d2^68 + (0 + 3a + 1a^2)d1^200d2^68 + (2 + 2a + 3a^2)d1^201d2^68 + (4 + 4a + 0a^2)d1^202d2^68 + (2 + 1a + 2a^2)d1^203d2^68 + (0 + 3a + 0a^2)d1^204d2^68 + (4 + 1a + 1a^2)d1^205d2^68 + (0 + 4a + 4a^2)d1^206d2^68 + (3 + 1a + 3a^2)d1^207d2^68 + (1 + 3a + 3a^2)d1^208d2^68 + (4 + 4a + 0a^2)d1^209d2^68 + (1 + 3a + 0a^2)d1^210d2^68 + (0 + 3a + 1a^2)d1^211d2^68 + (3 + 2a + 1a^2)d1^212d2^68 + (2 + 2a + 3a^2)d1^213d2^68 + (1 + 1a + 3a^2)d1^214d2^68 + (0 + 0a + 4a^2)d1^215d2^68 + (0 + 0a + 2a^2)d1^216d2^68 + (1 + 3a + 0a^2)d1^217d2^68 + (0 + 0a + 4a^2)d1^218d2^68 + (2 + 1a + 0a^2)d1^219d2^68 + (4 + 2a + 1a^2)d1^220d2^68 + (0 + 0a + 4a^2)d1^221d2^68 + (3 + 3a + 2a^2)d1^222d2^68 + (1 + 0a + 1a^2)d1^224d2^68 + (4 + 2a + 1a^2)d1^225d2^68 + (4 + 3a + 0a^2)d1^226d2^68 + (3 + 3a + 3a^2)d1^227d2^68 + (3 + 2a + 0a^2)d1^228d2^68 + (2 + 0a + 3a^2)d1^229d2^68 + (2 + 4a + 2a^2)d1^230d2^68 + (3 + 1a + 4a^2)d1^231d2^68 + (2 + 1a + 4a^2)d1^232d2^68 + (2 + 0a + 1a^2)d1^233d2^68 + (2 + 3a + 0a^2)d1^234d2^68 + (2 + 1a + 0a^2)d1^236d2^68 + (0 + 1a + 4a^2)d1^237d2^68 + (0 + 0a + 3a^2)d1^238d2^68 + (4 + 2a + 0a^2)d1^239d2^68 + (2 + 3a + 4a^2)d1^240d2^68 + (3 + 2a + 0a^2)d1^241d2^68 + (2 + 1a + 4a^2)d1^242d2^68 + (2 + 2a + 3a^2)d1^243d2^68 + (1 + 3a + 3a^2)d1^244d2^68 + (4 + 2a + 2a^2)d1^245d2^68 + (4 + 3a + 0a^2)d1^246d2^68 + (3 + 2a + 0a^2)d1^247d2^68 + (3 + 2a + 1a^2)d1^248d2^68 + (3 + 2a + 1a^2)d1^249d2^68 + (3 + 0a + 2a^2)d1^250d2^68 + (2 + 3a + 3a^2)d1^251d2^68 + (1 + 0a + 3a^2)d1^252d2^68 + (2 + 2a + 3a^2)d1^253d2^68 + (1 + 0a + 4a^2)d1^254d2^68 + (1 + 0a + 2a^2)d1^255d2^68 + (1 + 3a + 2a^2)d1^256d2^68 + (3 + 3a + 0a^2)d1^257d2^68 + (4 + 2a + 3a^2)d1^258d2^68 + (2 + 4a + 2a^2)d1^259d2^68 + (3 + 0a + 4a^2)d1^260d2^68 + (2 + 1a + 1a^2)d1^261d2^68 + (4 + 1a + 4a^2)d1^262d2^68 + (4 + 2a + 2a^2)d1^263d2^68 + (4 + 1a + 2a^2)d1^264d2^68 + (2 + 4a + 2a^2)d1^265d2^68 + (3 + 0a + 2a^2)d1^266d2^68 + (3 + 2a + 0a^2)d1^267d2^68 + (3 + 4a + 3a^2)d1^268d2^68 + (4 + 2a + 3a^2)d1^269d2^68 + (0 + 4a + 0a^2)d1^270d2^68 + (3 + 4a + 2a^2)d1^271d2^68 + (4 + 0a + 4a^2)d1^272d2^68 + (1 + 1a + 1a^2)d1^273d2^68 + (1 + 0a + 2a^2)d1^274d2^68 + (1 + 0a + 0a^2)d1^275d2^68 + (3 + 1a + 3a^2)d1^276d2^68 + (1 + 3a + 2a^2)d1^277d2^68 + (4 + 4a + 2a^2)d1^278d2^68 + (3 + 3a + 1a^2)d1^279d2^68 + (1 + 0a + 4a^2)d1^280d2^68 + (2 + 2a + 1a^2)d1^281d2^68 + (3 + 2a + 0a^2)d1^282d2^68 + (1 + 2a + 3a^2)d1^283d2^68 + (3 + 2a + 1a^2)d1^284d2^68 + (3 + 0a + 3a^2)d1^285d2^68 + (1 + 3a + 2a^2)d1^286d2^68 + (0 + 0a + 3a^2)d1^287d2^68 + (2 + 2a + 1a^2)d1^288d2^68 + (3 + 4a + 2a^2)d1^289d2^68 + (3 + 4a + 4a^2)d1^290d2^68 + (4 + 4a + 3a^2)d1^291d2^68 + (4 + 4a + 3a^2)d1^292d2^68 + (2 + 0a + 1a^2)d1^293d2^68 + (1 + 3a + 0a^2)d2^69 + (2 + 1a + 4a^2)d1^1d2^69 + (1 + 1a + 3a^2)d1^2d2^69 + (1 + 3a + 1a^2)d1^3d2^69 + (2 + 3a + 0a^2)d1^4d2^69 + (0 + 0a + 3a^2)d1^5d2^69 + (0 + 4a + 3a^2)d1^6d2^69 + (0 + 2a + 1a^2)d1^7d2^69 + (0 + 4a + 2a^2)d1^8d2^69 + (3 + 4a + 0a^2)d1^9d2^69 + (4 + 0a + 1a^2)d1^10d2^69 + (2 + 2a + 1a^2)d1^11d2^69 + (0 + 1a + 4a^2)d1^12d2^69 + (3 + 2a + 3a^2)d1^13d2^69 + (2 + 2a + 2a^2)d1^14d2^69 + (1 + 4a + 2a^2)d1^15d2^69 + (0 + 1a + 1a^2)d1^16d2^69 + (3 + 2a + 3a^2)d1^17d2^69 + (1 + 3a + 3a^2)d1^18d2^69 + (2 + 4a + 3a^2)d1^19d2^69 + (1 + 2a + 1a^2)d1^20d2^69 + (4 + 3a + 1a^2)d1^21d2^69 + (0 + 0a + 2a^2)d1^22d2^69 + (4 + 0a + 2a^2)d1^23d2^69 + (4 + 3a + 0a^2)d1^24d2^69 + (4 + 0a + 4a^2)d1^25d2^69 + (0 + 3a + 1a^2)d1^26d2^69 + (4 + 0a + 3a^2)d1^27d2^69 + (4 + 3a + 1a^2)d1^28d2^69 + (4 + 3a + 2a^2)d1^29d2^69 + (1 + 1a + 4a^2)d1^30d2^69 + (2 + 3a + 0a^2)d1^31d2^69 + (2 + 1a + 4a^2)d1^32d2^69 + (3 + 4a + 2a^2)d1^33d2^69 + (2 + 2a + 4a^2)d1^34d2^69 + (1 + 1a + 0a^2)d1^35d2^69 + (2 + 1a + 3a^2)d1^36d2^69 + (0 + 2a + 0a^2)d1^37d2^69 + (0 + 2a + 3a^2)d1^38d2^69 + (0 + 4a + 1a^2)d1^39d2^69 + (0 + 1a + 1a^2)d1^40d2^69 + (3 + 0a + 1a^2)d1^41d2^69 + (0 + 3a + 2a^2)d1^42d2^69 + (3 + 1a + 2a^2)d1^43d2^69 + (2 + 1a + 0a^2)d1^44d2^69 + (2 + 2a + 1a^2)d1^45d2^69 + (4 + 1a + 3a^2)d1^46d2^69 + (1 + 1a + 3a^2)d1^47d2^69 + (1 + 1a + 0a^2)d1^48d2^69 + (0 + 2a + 2a^2)d1^49d2^69 + (4 + 2a + 0a^2)d1^50d2^69 + (2 + 3a + 4a^2)d1^51d2^69 + (0 + 2a + 3a^2)d1^52d2^69 + (0 + 1a + 3a^2)d1^53d2^69 + (3 + 3a + 0a^2)d1^54d2^69 + (0 + 2a + 4a^2)d1^55d2^69 + (3 + 2a + 2a^2)d1^56d2^69 + (0 + 4a + 1a^2)d1^57d2^69 + (2 + 4a + 2a^2)d1^58d2^69 + (1 + 3a + 0a^2)d1^59d2^69 + (3 + 4a + 3a^2)d1^60d2^69 + (1 + 2a + 4a^2)d1^61d2^69 + (3 + 4a + 4a^2)d1^62d2^69 + (0 + 1a + 2a^2)d1^63d2^69 + (4 + 2a + 0a^2)d1^64d2^69 + (1 + 1a + 1a^2)d1^66d2^69 + (3 + 3a + 3a^2)d1^67d2^69 + (3 + 2a + 1a^2)d1^68d2^69 + (2 + 1a + 0a^2)d1^69d2^69 + (1 + 3a + 0a^2)d1^70d2^69 + (2 + 1a + 3a^2)d1^71d2^69 + (0 + 4a + 2a^2)d1^72d2^69 + (1 + 3a + 2a^2)d1^73d2^69 + (1 + 0a + 4a^2)d1^74d2^69 + (3 + 0a + 0a^2)d1^75d2^69 + (2 + 3a + 2a^2)d1^76d2^69 + (1 + 1a + 2a^2)d1^77d2^69 + (3 + 0a + 0a^2)d1^78d2^69 + (1 + 4a + 0a^2)d1^79d2^69 + (1 + 2a + 0a^2)d1^80d2^69 + (3 + 4a + 2a^2)d1^81d2^69 + (0 + 3a + 0a^2)d1^82d2^69 + (1 + 3a + 0a^2)d1^83d2^69 + (3 + 1a + 4a^2)d1^84d2^69 + (2 + 4a + 3a^2)d1^85d2^69 + (3 + 4a + 3a^2)d1^86d2^69 + (3 + 2a + 4a^2)d1^87d2^69 + (4 + 1a + 0a^2)d1^88d2^69 + (0 + 2a + 2a^2)d1^89d2^69 + (3 + 3a + 3a^2)d1^90d2^69 + (4 + 4a + 2a^2)d1^91d2^69 + (2 + 4a + 4a^2)d1^92d2^69 + (2 + 0a + 3a^2)d1^93d2^69 + (3 + 1a + 1a^2)d1^94d2^69 + (0 + 4a + 2a^2)d1^95d2^69 + (3 + 2a + 4a^2)d1^96d2^69 + (1 + 1a + 0a^2)d1^97d2^69 + (4 + 2a + 1a^2)d1^98d2^69 + (3 + 1a + 3a^2)d1^99d2^69 + (1 + 0a + 0a^2)d1^100d2^69 + (2 + 2a + 1a^2)d1^101d2^69 + (4 + 4a + 2a^2)d1^102d2^69 + (1 + 4a + 3a^2)d1^103d2^69 + (2 + 0a + 4a^2)d1^104d2^69 + (3 + 1a + 0a^2)d1^105d2^69 + (1 + 3a + 0a^2)d1^106d2^69 + (3 + 2a + 0a^2)d1^107d2^69 + (3 + 0a + 1a^2)d1^108d2^69 + (4 + 0a + 2a^2)d1^109d2^69 + (1 + 1a + 0a^2)d1^110d2^69 + (1 + 3a + 2a^2)d1^111d2^69 + (0 + 2a + 0a^2)d1^112d2^69 + (0 + 2a + 4a^2)d1^113d2^69 + (3 + 3a + 2a^2)d1^114d2^69 + (4 + 2a + 0a^2)d1^115d2^69 + (4 + 3a + 1a^2)d1^116d2^69 + (3 + 4a + 1a^2)d1^117d2^69 + (2 + 0a + 4a^2)d1^118d2^69 + (2 + 2a + 1a^2)d1^119d2^69 + (3 + 1a + 3a^2)d1^121d2^69 + (2 + 3a + 0a^2)d1^122d2^69 + (3 + 0a + 4a^2)d1^123d2^69 + (4 + 1a + 0a^2)d1^124d2^69 + (1 + 2a + 2a^2)d1^125d2^69 + (4 + 1a + 0a^2)d1^126d2^69 + (3 + 2a + 3a^2)d1^127d2^69 + (4 + 0a + 2a^2)d1^128d2^69 + (0 + 2a + 1a^2)d1^129d2^69 + (3 + 3a + 3a^2)d1^130d2^69 + (2 + 3a + 4a^2)d1^131d2^69 + (0 + 2a + 2a^2)d1^132d2^69 + (4 + 4a + 4a^2)d1^133d2^69 + (4 + 0a + 4a^2)d1^134d2^69 + (1 + 0a + 0a^2)d1^135d2^69 + (4 + 3a + 0a^2)d1^136d2^69 + (4 + 4a + 1a^2)d1^137d2^69 + (1 + 0a + 3a^2)d1^138d2^69 + (0 + 3a + 2a^2)d1^139d2^69 + (0 + 1a + 2a^2)d1^140d2^69 + (4 + 2a + 3a^2)d1^141d2^69 + (1 + 1a + 0a^2)d1^142d2^69 + (4 + 0a + 2a^2)d1^143d2^69 + (2 + 2a + 0a^2)d1^144d2^69 + (3 + 2a + 0a^2)d1^145d2^69 + (3 + 4a + 0a^2)d1^146d2^69 + (3 + 0a + 0a^2)d1^147d2^69 + (1 + 3a + 0a^2)d1^148d2^69 + (1 + 4a + 0a^2)d1^149d2^69 + (1 + 4a + 2a^2)d1^150d2^69 + (2 + 3a + 3a^2)d1^151d2^69 + (0 + 4a + 3a^2)d1^152d2^69 + (0 + 4a + 1a^2)d1^153d2^69 + (2 + 2a + 4a^2)d1^154d2^69 + (1 + 1a + 0a^2)d1^155d2^69 + (3 + 4a + 3a^2)d1^156d2^69 + (2 + 0a + 4a^2)d1^157d2^69 + (1 + 0a + 4a^2)d1^158d2^69 + (1 + 1a + 2a^2)d1^159d2^69 + (1 + 4a + 0a^2)d1^160d2^69 + (1 + 3a + 1a^2)d1^161d2^69 + (2 + 2a + 0a^2)d1^162d2^69 + (1 + 0a + 0a^2)d1^163d2^69 + (3 + 1a + 3a^2)d1^164d2^69 + (4 + 2a + 2a^2)d1^165d2^69 + (3 + 0a + 0a^2)d1^166d2^69 + (1 + 1a + 3a^2)d1^167d2^69 + (1 + 4a + 1a^2)d1^168d2^69 + (3 + 4a + 0a^2)d1^169d2^69 + (2 + 4a + 4a^2)d1^170d2^69 + (4 + 2a + 0a^2)d1^171d2^69 + (3 + 1a + 4a^2)d1^172d2^69 + (4 + 1a + 1a^2)d1^173d2^69 + (2 + 4a + 2a^2)d1^174d2^69 + (4 + 4a + 2a^2)d1^175d2^69 + (2 + 4a + 3a^2)d1^176d2^69 + (2 + 4a + 1a^2)d1^177d2^69 + (0 + 2a + 3a^2)d1^178d2^69 + (2 + 3a + 2a^2)d1^179d2^69 + (3 + 4a + 2a^2)d1^180d2^69 + (1 + 4a + 4a^2)d1^181d2^69 + (1 + 4a + 0a^2)d1^182d2^69 + (3 + 1a + 4a^2)d1^183d2^69 + (3 + 3a + 2a^2)d1^184d2^69 + (4 + 0a + 2a^2)d1^185d2^69 + (3 + 1a + 2a^2)d1^186d2^69 + (4 + 1a + 2a^2)d1^187d2^69 + (4 + 0a + 0a^2)d1^188d2^69 + (0 + 0a + 2a^2)d1^189d2^69 + (1 + 4a + 2a^2)d1^190d2^69 + (1 + 1a + 0a^2)d1^191d2^69 + (4 + 4a + 3a^2)d1^192d2^69 + (0 + 1a + 0a^2)d1^193d2^69 + (3 + 0a + 0a^2)d1^194d2^69 + (4 + 2a + 0a^2)d1^195d2^69 + (3 + 4a + 0a^2)d1^196d2^69 + (2 + 4a + 2a^2)d1^197d2^69 + (0 + 3a + 0a^2)d1^198d2^69 + (1 + 4a + 2a^2)d1^199d2^69 + (2 + 1a + 3a^2)d1^200d2^69 + (3 + 3a + 2a^2)d1^201d2^69 + (1 + 1a + 2a^2)d1^202d2^69 + (1 + 3a + 4a^2)d1^203d2^69 + (3 + 1a + 0a^2)d1^204d2^69 + (1 + 3a + 1a^2)d1^205d2^69 + (2 + 0a + 1a^2)d1^206d2^69 + (2 + 3a + 4a^2)d1^207d2^69 + (1 + 1a + 1a^2)d1^208d2^69 + (3 + 4a + 2a^2)d1^209d2^69 + (0 + 1a + 4a^2)d1^210d2^69 + (3 + 2a + 4a^2)d1^211d2^69 + (2 + 3a + 0a^2)d1^212d2^69 + (0 + 0a + 3a^2)d1^213d2^69 + (3 + 0a + 1a^2)d1^214d2^69 + (3 + 0a + 0a^2)d1^215d2^69 + (4 + 2a + 3a^2)d1^216d2^69 + (3 + 4a + 3a^2)d1^217d2^69 + (3 + 1a + 0a^2)d1^218d2^69 + (3 + 4a + 1a^2)d1^219d2^69 + (2 + 0a + 0a^2)d1^220d2^69 + (3 + 3a + 2a^2)d1^221d2^69 + (1 + 4a + 0a^2)d1^222d2^69 + (0 + 3a + 1a^2)d1^223d2^69 + (4 + 3a + 0a^2)d1^224d2^69 + (1 + 4a + 1a^2)d1^225d2^69 + (0 + 1a + 4a^2)d1^226d2^69 + (2 + 0a + 0a^2)d1^227d2^69 + (4 + 1a + 3a^2)d1^228d2^69 + (3 + 1a + 4a^2)d1^229d2^69 + (2 + 4a + 2a^2)d1^230d2^69 + (2 + 0a + 2a^2)d1^231d2^69 + (0 + 3a + 4a^2)d1^232d2^69 + (1 + 1a + 4a^2)d1^233d2^69 + (0 + 0a + 4a^2)d1^234d2^69 + (4 + 2a + 3a^2)d1^235d2^69 + (0 + 1a + 0a^2)d1^236d2^69 + (1 + 2a + 1a^2)d1^237d2^69 + (2 + 2a + 2a^2)d1^238d2^69 + (4 + 4a + 0a^2)d1^239d2^69 + (4 + 2a + 4a^2)d1^240d2^69 + (0 + 0a + 2a^2)d1^241d2^69 + (1 + 3a + 1a^2)d1^242d2^69 + (2 + 0a + 2a^2)d1^243d2^69 + (0 + 1a + 3a^2)d1^244d2^69 + (0 + 4a + 4a^2)d1^245d2^69 + (2 + 1a + 4a^2)d1^246d2^69 + (0 + 2a + 1a^2)d1^247d2^69 + (4 + 0a + 2a^2)d1^248d2^69 + (3 + 3a + 3a^2)d1^249d2^69 + (2 + 1a + 2a^2)d1^250d2^69 + (2 + 4a + 4a^2)d1^251d2^69 + (2 + 2a + 1a^2)d1^252d2^69 + (3 + 3a + 2a^2)d1^253d2^69 + (1 + 0a + 2a^2)d1^254d2^69 + (0 + 1a + 2a^2)d1^255d2^69 + (1 + 3a + 2a^2)d1^256d2^69 + (3 + 1a + 2a^2)d1^257d2^69 + (4 + 2a + 2a^2)d1^258d2^69 + (2 + 4a + 2a^2)d1^259d2^69 + (1 + 1a + 4a^2)d1^260d2^69 + (0 + 4a + 1a^2)d1^261d2^69 + (1 + 4a + 2a^2)d1^262d2^69 + (0 + 4a + 1a^2)d1^263d2^69 + (2 + 3a + 4a^2)d1^264d2^69 + (4 + 3a + 4a^2)d1^265d2^69 + (0 + 3a + 3a^2)d1^266d2^69 + (4 + 2a + 3a^2)d1^267d2^69 + (4 + 4a + 0a^2)d1^268d2^69 + (1 + 2a + 2a^2)d1^269d2^69 + (2 + 0a + 3a^2)d1^270d2^69 + (2 + 3a + 1a^2)d1^272d2^69 + (2 + 1a + 4a^2)d1^273d2^69 + (2 + 2a + 4a^2)d1^274d2^69 + (3 + 3a + 1a^2)d1^275d2^69 + (3 + 0a + 4a^2)d1^276d2^69 + (2 + 3a + 3a^2)d1^277d2^69 + (0 + 3a + 1a^2)d1^278d2^69 + (0 + 2a + 2a^2)d1^279d2^69 + (3 + 1a + 3a^2)d1^280d2^69 + (0 + 2a + 4a^2)d1^281d2^69 + (4 + 0a + 2a^2)d1^282d2^69 + (1 + 4a + 1a^2)d1^283d2^69 + (0 + 2a + 0a^2)d1^284d2^69 + (4 + 4a + 2a^2)d1^285d2^69 + (2 + 4a + 0a^2)d1^286d2^69 + (0 + 2a + 1a^2)d1^287d2^69 + (4 + 4a + 3a^2)d1^288d2^69 + (3 + 1a + 0a^2)d1^289d2^69 + (2 + 0a + 3a^2)d1^290d2^69 + (3 + 1a + 3a^2)d1^291d2^69 + (4 + 1a + 1a^2)d1^292d2^69 + (1 + 0a + 1a^2)d1^293d2^69 + (2 + 0a + 3a^2)d2^70 + (4 + 0a + 4a^2)d1^1d2^70 + (0 + 1a + 0a^2)d1^2d2^70 + (4 + 2a + 2a^2)d1^3d2^70 + (3 + 2a + 0a^2)d1^4d2^70 + (3 + 3a + 3a^2)d1^5d2^70 + (3 + 1a + 2a^2)d1^6d2^70 + (1 + 3a + 4a^2)d1^7d2^70 + (1 + 0a + 3a^2)d1^8d2^70 + (2 + 0a + 1a^2)d1^9d2^70 + (4 + 0a + 2a^2)d1^10d2^70 + (0 + 2a + 3a^2)d1^11d2^70 + (1 + 2a + 3a^2)d1^12d2^70 + (3 + 0a + 4a^2)d1^13d2^70 + (0 + 0a + 4a^2)d1^14d2^70 + (2 + 4a + 4a^2)d1^15d2^70 + (1 + 3a + 0a^2)d1^16d2^70 + (3 + 0a + 4a^2)d1^17d2^70 + (4 + 1a + 2a^2)d1^18d2^70 + (1 + 2a + 3a^2)d1^19d2^70 + (3 + 1a + 4a^2)d1^20d2^70 + (1 + 2a + 0a^2)d1^21d2^70 + (4 + 0a + 2a^2)d1^22d2^70 + (1 + 4a + 1a^2)d1^23d2^70 + (2 + 4a + 0a^2)d1^24d2^70 + (2 + 3a + 4a^2)d1^25d2^70 + (0 + 1a + 1a^2)d1^26d2^70 + (4 + 2a + 3a^2)d1^27d2^70 + (2 + 4a + 1a^2)d1^28d2^70 + (2 + 1a + 1a^2)d1^29d2^70 + (3 + 4a + 4a^2)d1^30d2^70 + (1 + 3a + 4a^2)d1^31d2^70 + (2 + 4a + 1a^2)d1^32d2^70 + (4 + 0a + 2a^2)d1^33d2^70 + (2 + 1a + 4a^2)d1^34d2^70 + (2 + 4a + 0a^2)d1^35d2^70 + (1 + 4a + 4a^2)d1^36d2^70 + (4 + 4a + 0a^2)d1^37d2^70 + (1 + 1a + 4a^2)d1^38d2^70 + (0 + 1a + 3a^2)d1^39d2^70 + (2 + 1a + 0a^2)d1^40d2^70 + (2 + 2a + 1a^2)d1^41d2^70 + (4 + 4a + 0a^2)d1^42d2^70 + (3 + 4a + 3a^2)d1^43d2^70 + (0 + 1a + 1a^2)d1^44d2^70 + (4 + 3a + 3a^2)d1^45d2^70 + (2 + 0a + 1a^2)d1^46d2^70 + (3 + 0a + 2a^2)d1^47d2^70 + (3 + 3a + 4a^2)d1^48d2^70 + (1 + 2a + 3a^2)d1^49d2^70 + (4 + 2a + 4a^2)d1^50d2^70 + (4 + 0a + 2a^2)d1^51d2^70 + (0 + 0a + 3a^2)d1^52d2^70 + (3 + 3a + 0a^2)d1^53d2^70 + (0 + 2a + 4a^2)d1^54d2^70 + (1 + 0a + 1a^2)d1^55d2^70 + (1 + 2a + 1a^2)d1^56d2^70 + (4 + 1a + 4a^2)d1^57d2^70 + (2 + 0a + 3a^2)d1^58d2^70 + (3 + 2a + 0a^2)d1^59d2^70 + (0 + 4a + 1a^2)d1^60d2^70 + (0 + 3a + 1a^2)d1^61d2^70 + (4 + 4a + 2a^2)d1^62d2^70 + (1 + 4a + 3a^2)d1^63d2^70 + (2 + 4a + 0a^2)d1^64d2^70 + (0 + 4a + 4a^2)d1^65d2^70 + (1 + 4a + 2a^2)d1^66d2^70 + (2 + 4a + 3a^2)d1^67d2^70 + (3 + 4a + 3a^2)d1^68d2^70 + (1 + 0a + 4a^2)d1^69d2^70 + (3 + 0a + 3a^2)d1^70d2^70 + (2 + 1a + 2a^2)d1^71d2^70 + (3 + 0a + 1a^2)d1^72d2^70 + (2 + 4a + 1a^2)d1^73d2^70 + (4 + 2a + 1a^2)d1^74d2^70 + (2 + 3a + 0a^2)d1^75d2^70 + (0 + 3a + 1a^2)d1^76d2^70 + (4 + 1a + 0a^2)d1^77d2^70 + (0 + 1a + 3a^2)d1^78d2^70 + (1 + 4a + 4a^2)d1^79d2^70 + (1 + 2a + 1a^2)d1^80d2^70 + (0 + 4a + 4a^2)d1^81d2^70 + (4 + 2a + 2a^2)d1^82d2^70 + (0 + 2a + 2a^2)d1^83d2^70 + (3 + 3a + 2a^2)d1^84d2^70 + (1 + 3a + 3a^2)d1^85d2^70 + (0 + 4a + 3a^2)d1^86d2^70 + (2 + 3a + 1a^2)d1^87d2^70 + (4 + 0a + 2a^2)d1^88d2^70 + (4 + 3a + 3a^2)d1^89d2^70 + (4 + 3a + 4a^2)d1^90d2^70 + (4 + 1a + 4a^2)d1^91d2^70 + (0 + 4a + 2a^2)d1^92d2^70 + (0 + 4a + 1a^2)d1^93d2^70 + (3 + 0a + 3a^2)d1^94d2^70 + (4 + 3a + 0a^2)d1^95d2^70 + (2 + 1a + 3a^2)d1^96d2^70 + (2 + 2a + 1a^2)d1^97d2^70 + (1 + 4a + 4a^2)d1^98d2^70 + (2 + 0a + 4a^2)d1^99d2^70 + (3 + 0a + 3a^2)d1^100d2^70 + (4 + 1a + 0a^2)d1^101d2^70 + (2 + 0a + 4a^2)d1^102d2^70 + (0 + 0a + 1a^2)d1^103d2^70 + (4 + 1a + 4a^2)d1^104d2^70 + (4 + 1a + 0a^2)d1^105d2^70 + (2 + 3a + 0a^2)d1^106d2^70 + (3 + 1a + 3a^2)d1^107d2^70 + (4 + 0a + 2a^2)d1^108d2^70 + (2 + 3a + 0a^2)d1^109d2^70 + (0 + 0a + 2a^2)d1^110d2^70 + (3 + 2a + 0a^2)d1^111d2^70 + (4 + 3a + 2a^2)d1^112d2^70 + (1 + 4a + 3a^2)d1^113d2^70 + (0 + 3a + 2a^2)d1^114d2^70 + (3 + 4a + 0a^2)d1^115d2^70 + (3 + 0a + 2a^2)d1^116d2^70 + (1 + 1a + 2a^2)d1^117d2^70 + (4 + 3a + 3a^2)d1^118d2^70 + (2 + 2a + 0a^2)d1^119d2^70 + (3 + 0a + 1a^2)d1^120d2^70 + (3 + 2a + 4a^2)d1^121d2^70 + (2 + 1a + 1a^2)d1^122d2^70 + (3 + 1a + 1a^2)d1^123d2^70 + (2 + 2a + 1a^2)d1^124d2^70 + (1 + 0a + 0a^2)d1^125d2^70 + (2 + 0a + 3a^2)d1^126d2^70 + (4 + 2a + 1a^2)d1^127d2^70 + (1 + 1a + 2a^2)d1^128d2^70 + (2 + 3a + 1a^2)d1^130d2^70 + (3 + 1a + 1a^2)d1^131d2^70 + (4 + 2a + 0a^2)d1^132d2^70 + (0 + 4a + 2a^2)d1^133d2^70 + (1 + 0a + 4a^2)d1^134d2^70 + (1 + 4a + 3a^2)d1^135d2^70 + (0 + 4a + 0a^2)d1^136d2^70 + (1 + 2a + 0a^2)d1^137d2^70 + (2 + 4a + 0a^2)d1^138d2^70 + (1 + 0a + 1a^2)d1^140d2^70 + (2 + 3a + 4a^2)d1^141d2^70 + (2 + 4a + 3a^2)d1^142d2^70 + (4 + 3a + 4a^2)d1^143d2^70 + (3 + 3a + 4a^2)d1^144d2^70 + (2 + 4a + 2a^2)d1^145d2^70 + (1 + 4a + 0a^2)d1^146d2^70 + (3 + 1a + 4a^2)d1^147d2^70 + (1 + 1a + 1a^2)d1^148d2^70 + (4 + 1a + 4a^2)d1^149d2^70 + (4 + 4a + 4a^2)d1^150d2^70 + (1 + 3a + 3a^2)d1^151d2^70 + (4 + 3a + 3a^2)d1^152d2^70 + (4 + 4a + 3a^2)d1^153d2^70 + (1 + 0a + 0a^2)d1^154d2^70 + (2 + 2a + 3a^2)d1^155d2^70 + (2 + 2a + 0a^2)d1^156d2^70 + (4 + 2a + 3a^2)d1^157d2^70 + (3 + 1a + 2a^2)d1^158d2^70 + (2 + 4a + 2a^2)d1^159d2^70 + (1 + 3a + 2a^2)d1^160d2^70 + (3 + 2a + 4a^2)d1^161d2^70 + (4 + 4a + 2a^2)d1^162d2^70 + (4 + 4a + 2a^2)d1^163d2^70 + (2 + 3a + 0a^2)d1^164d2^70 + (3 + 1a + 4a^2)d1^165d2^70 + (1 + 2a + 0a^2)d1^166d2^70 + (0 + 1a + 0a^2)d1^167d2^70 + (4 + 1a + 4a^2)d1^168d2^70 + (2 + 1a + 4a^2)d1^169d2^70 + (2 + 2a + 3a^2)d1^170d2^70 + (1 + 3a + 0a^2)d1^171d2^70 + (0 + 3a + 2a^2)d1^172d2^70 + (1 + 1a + 0a^2)d1^173d2^70 + (0 + 2a + 1a^2)d1^174d2^70 + (1 + 0a + 3a^2)d1^175d2^70 + (1 + 4a + 1a^2)d1^176d2^70 + (0 + 0a + 4a^2)d1^177d2^70 + (3 + 0a + 1a^2)d1^178d2^70 + (2 + 0a + 3a^2)d1^179d2^70 + (3 + 3a + 2a^2)d1^180d2^70 + (4 + 4a + 0a^2)d1^181d2^70 + (3 + 0a + 3a^2)d1^182d2^70 + (1 + 3a + 2a^2)d1^183d2^70 + (1 + 0a + 3a^2)d1^184d2^70 + (4 + 0a + 0a^2)d1^185d2^70 + (0 + 1a + 0a^2)d1^186d2^70 + (2 + 2a + 2a^2)d1^187d2^70 + (3 + 0a + 3a^2)d1^188d2^70 + (0 + 1a + 3a^2)d1^189d2^70 + (3 + 4a + 3a^2)d1^190d2^70 + (4 + 3a + 1a^2)d1^191d2^70 + (2 + 2a + 4a^2)d1^192d2^70 + (0 + 3a + 3a^2)d1^193d2^70 + (1 + 4a + 1a^2)d1^194d2^70 + (0 + 1a + 2a^2)d1^195d2^70 + (1 + 2a + 3a^2)d1^196d2^70 + (4 + 1a + 1a^2)d1^197d2^70 + (1 + 2a + 4a^2)d1^198d2^70 + (4 + 2a + 0a^2)d1^199d2^70 + (0 + 4a + 3a^2)d1^200d2^70 + (3 + 2a + 2a^2)d1^201d2^70 + (1 + 1a + 0a^2)d1^202d2^70 + (4 + 1a + 1a^2)d1^203d2^70 + (0 + 3a + 0a^2)d1^204d2^70 + (0 + 1a + 0a^2)d1^205d2^70 + (1 + 4a + 3a^2)d1^206d2^70 + (1 + 1a + 2a^2)d1^207d2^70 + (0 + 4a + 0a^2)d1^208d2^70 + (1 + 2a + 0a^2)d1^209d2^70 + (4 + 2a + 4a^2)d1^210d2^70 + (1 + 4a + 1a^2)d1^211d2^70 + (1 + 1a + 4a^2)d1^212d2^70 + (2 + 1a + 4a^2)d1^213d2^70 + (2 + 3a + 0a^2)d1^215d2^70 + (4 + 3a + 2a^2)d1^216d2^70 + (2 + 4a + 1a^2)d1^217d2^70 + (2 + 1a + 0a^2)d1^218d2^70 + (4 + 0a + 2a^2)d1^219d2^70 + (0 + 2a + 1a^2)d1^220d2^70 + (4 + 4a + 4a^2)d1^221d2^70 + (4 + 2a + 1a^2)d1^222d2^70 + (4 + 3a + 0a^2)d1^223d2^70 + (3 + 0a + 4a^2)d1^224d2^70 + (1 + 1a + 2a^2)d1^225d2^70 + (3 + 1a + 1a^2)d1^226d2^70 + (0 + 2a + 4a^2)d1^227d2^70 + (0 + 3a + 3a^2)d1^228d2^70 + (3 + 1a + 1a^2)d1^229d2^70 + (3 + 1a + 2a^2)d1^230d2^70 + (2 + 3a + 2a^2)d1^231d2^70 + (1 + 2a + 2a^2)d1^232d2^70 + (4 + 2a + 4a^2)d1^233d2^70 + (2 + 0a + 1a^2)d1^234d2^70 + (4 + 4a + 4a^2)d1^235d2^70 + (0 + 1a + 4a^2)d1^236d2^70 + (1 + 2a + 0a^2)d1^237d2^70 + (1 + 0a + 2a^2)d1^238d2^70 + (1 + 0a + 4a^2)d1^239d2^70 + (2 + 1a + 4a^2)d1^240d2^70 + (3 + 4a + 1a^2)d1^241d2^70 + (0 + 3a + 1a^2)d1^242d2^70 + (1 + 4a + 4a^2)d1^243d2^70 + (2 + 2a + 3a^2)d1^244d2^70 + (3 + 2a + 4a^2)d1^245d2^70 + (3 + 4a + 1a^2)d1^246d2^70 + (3 + 1a + 2a^2)d1^247d2^70 + (2 + 1a + 1a^2)d1^248d2^70 + (0 + 1a + 4a^2)d1^249d2^70 + (0 + 4a + 0a^2)d1^250d2^70 + (2 + 1a + 3a^2)d1^251d2^70 + (0 + 3a + 1a^2)d1^252d2^70 + (3 + 2a + 4a^2)d1^253d2^70 + (1 + 0a + 2a^2)d1^254d2^70 + (1 + 1a + 3a^2)d1^255d2^70 + (1 + 1a + 0a^2)d1^256d2^70 + (0 + 3a + 0a^2)d1^257d2^70 + (3 + 4a + 3a^2)d1^258d2^70 + (4 + 1a + 0a^2)d1^259d2^70 + (0 + 1a + 1a^2)d1^260d2^70 + (3 + 2a + 1a^2)d1^261d2^70 + (1 + 4a + 4a^2)d1^262d2^70 + (3 + 4a + 4a^2)d1^263d2^70 + (2 + 0a + 1a^2)d1^264d2^70 + (3 + 4a + 2a^2)d1^265d2^70 + (2 + 2a + 3a^2)d1^266d2^70 + (2 + 2a + 0a^2)d1^267d2^70 + (2 + 4a + 4a^2)d1^268d2^70 + (1 + 2a + 1a^2)d1^269d2^70 + (1 + 0a + 2a^2)d1^270d2^70 + (3 + 3a + 2a^2)d1^271d2^70 + (0 + 3a + 1a^2)d1^272d2^70 + (4 + 1a + 3a^2)d1^273d2^70 + (1 + 4a + 0a^2)d1^274d2^70 + (4 + 1a + 2a^2)d1^275d2^70 + (1 + 0a + 2a^2)d1^276d2^70 + (3 + 0a + 2a^2)d1^277d2^70 + (2 + 2a + 0a^2)d1^278d2^70 + (4 + 0a + 1a^2)d1^279d2^70 + (2 + 2a + 1a^2)d1^280d2^70 + (4 + 4a + 2a^2)d1^281d2^70 + (0 + 1a + 2a^2)d1^282d2^70 + (0 + 2a + 0a^2)d1^283d2^70 + (3 + 2a + 4a^2)d1^284d2^70 + (2 + 0a + 2a^2)d1^285d2^70 + (1 + 1a + 3a^2)d1^286d2^70 + (1 + 0a + 1a^2)d1^287d2^70 + (3 + 3a + 1a^2)d1^288d2^70 + (0 + 3a + 0a^2)d1^289d2^70 + (4 + 4a + 3a^2)d1^290d2^70 + (3 + 2a + 3a^2)d1^291d2^70 + (0 + 4a + 4a^2)d1^292d2^70 + (2 + 3a + 1a^2)d1^293d2^70 + (1 + 3a + 0a^2)d2^71 + (0 + 1a + 1a^2)d1^1d2^71 + (2 + 4a + 4a^2)d1^2d2^71 + (1 + 4a + 0a^2)d1^3d2^71 + (2 + 2a + 4a^2)d1^4d2^71 + (3 + 0a + 3a^2)d1^5d2^71 + (0 + 0a + 1a^2)d1^6d2^71 + (0 + 1a + 1a^2)d1^7d2^71 + (2 + 4a + 1a^2)d1^8d2^71 + (3 + 4a + 0a^2)d1^9d2^71 + (4 + 4a + 4a^2)d1^10d2^71 + (2 + 3a + 1a^2)d1^11d2^71 + (3 + 4a + 3a^2)d1^12d2^71 + (1 + 4a + 2a^2)d1^13d2^71 + (4 + 0a + 3a^2)d1^14d2^71 + (1 + 3a + 3a^2)d1^15d2^71 + (3 + 3a + 0a^2)d1^16d2^71 + (0 + 0a + 4a^2)d1^17d2^71 + (4 + 2a + 0a^2)d1^18d2^71 + (3 + 0a + 1a^2)d1^19d2^71 + (3 + 1a + 4a^2)d1^20d2^71 + (3 + 4a + 0a^2)d1^21d2^71 + (1 + 4a + 2a^2)d1^22d2^71 + (0 + 4a + 3a^2)d1^23d2^71 + (1 + 0a + 3a^2)d1^24d2^71 + (1 + 1a + 4a^2)d1^25d2^71 + (4 + 1a + 2a^2)d1^26d2^71 + (0 + 3a + 0a^2)d1^27d2^71 + (2 + 4a + 3a^2)d1^28d2^71 + (1 + 3a + 4a^2)d1^29d2^71 + (2 + 0a + 2a^2)d1^30d2^71 + (1 + 4a + 1a^2)d1^31d2^71 + (1 + 1a + 2a^2)d1^32d2^71 + (4 + 0a + 2a^2)d1^33d2^71 + (0 + 0a + 1a^2)d1^34d2^71 + (3 + 4a + 0a^2)d1^35d2^71 + (3 + 4a + 4a^2)d1^36d2^71 + (1 + 3a + 0a^2)d1^37d2^71 + (1 + 1a + 2a^2)d1^38d2^71 + (2 + 3a + 0a^2)d1^39d2^71 + (2 + 3a + 2a^2)d1^40d2^71 + (2 + 3a + 4a^2)d1^41d2^71 + (1 + 2a + 3a^2)d1^42d2^71 + (3 + 0a + 0a^2)d1^43d2^71 + (3 + 0a + 0a^2)d1^44d2^71 + (3 + 2a + 2a^2)d1^45d2^71 + (4 + 3a + 1a^2)d1^46d2^71 + (0 + 4a + 3a^2)d1^47d2^71 + (1 + 3a + 0a^2)d1^48d2^71 + (0 + 2a + 4a^2)d1^49d2^71 + (0 + 4a + 3a^2)d1^50d2^71 + (0 + 2a + 0a^2)d1^51d2^71 + (2 + 1a + 1a^2)d1^52d2^71 + (1 + 0a + 1a^2)d1^53d2^71 + (4 + 0a + 1a^2)d1^54d2^71 + (0 + 0a + 3a^2)d1^55d2^71 + (3 + 4a + 0a^2)d1^56d2^71 + (2 + 3a + 0a^2)d1^57d2^71 + (1 + 1a + 3a^2)d1^58d2^71 + (4 + 2a + 4a^2)d1^59d2^71 + (1 + 2a + 3a^2)d1^60d2^71 + (3 + 1a + 1a^2)d1^61d2^71 + (4 + 4a + 1a^2)d1^62d2^71 + (0 + 4a + 2a^2)d1^63d2^71 + (4 + 2a + 1a^2)d1^64d2^71 + (4 + 1a + 3a^2)d1^65d2^71 + (3 + 2a + 1a^2)d1^66d2^71 + (4 + 2a + 2a^2)d1^67d2^71 + (1 + 4a + 4a^2)d1^68d2^71 + (3 + 1a + 0a^2)d1^69d2^71 + (4 + 4a + 2a^2)d1^70d2^71 + (3 + 2a + 4a^2)d1^71d2^71 + (4 + 2a + 2a^2)d1^72d2^71 + (0 + 1a + 4a^2)d1^73d2^71 + (3 + 0a + 3a^2)d1^74d2^71 + (4 + 0a + 0a^2)d1^75d2^71 + (3 + 1a + 0a^2)d1^76d2^71 + (2 + 1a + 4a^2)d1^77d2^71 + (2 + 4a + 1a^2)d1^78d2^71 + (3 + 4a + 3a^2)d1^79d2^71 + (2 + 2a + 2a^2)d1^80d2^71 + (0 + 3a + 1a^2)d1^81d2^71 + (0 + 2a + 2a^2)d1^82d2^71 + (0 + 1a + 4a^2)d1^83d2^71 + (1 + 1a + 2a^2)d1^84d2^71 + (0 + 3a + 2a^2)d1^85d2^71 + (2 + 4a + 2a^2)d1^86d2^71 + (1 + 1a + 1a^2)d1^87d2^71 + (1 + 2a + 2a^2)d1^88d2^71 + (3 + 1a + 3a^2)d1^89d2^71 + (2 + 3a + 4a^2)d1^90d2^71 + (3 + 1a + 2a^2)d1^91d2^71 + (3 + 0a + 0a^2)d1^92d2^71 + (3 + 4a + 3a^2)d1^93d2^71 + (0 + 3a + 3a^2)d1^94d2^71 + (2 + 3a + 3a^2)d1^95d2^71 + (1 + 0a + 1a^2)d1^96d2^71 + (0 + 4a + 0a^2)d1^97d2^71 + (1 + 1a + 1a^2)d1^98d2^71 + (2 + 1a + 0a^2)d1^99d2^71 + (1 + 3a + 2a^2)d1^100d2^71 + (2 + 1a + 3a^2)d1^101d2^71 + (0 + 1a + 1a^2)d1^102d2^71 + (3 + 1a + 1a^2)d1^103d2^71 + (2 + 2a + 1a^2)d1^104d2^71 + (0 + 3a + 2a^2)d1^105d2^71 + (0 + 1a + 3a^2)d1^106d2^71 + (1 + 4a + 4a^2)d1^107d2^71 + (4 + 1a + 2a^2)d1^108d2^71 + (4 + 0a + 4a^2)d1^109d2^71 + (3 + 4a + 0a^2)d1^110d2^71 + (3 + 1a + 2a^2)d1^111d2^71 + (1 + 1a + 0a^2)d1^112d2^71 + (2 + 2a + 3a^2)d1^113d2^71 + (3 + 0a + 2a^2)d1^114d2^71 + (2 + 4a + 1a^2)d1^115d2^71 + (2 + 4a + 3a^2)d1^116d2^71 + (2 + 2a + 3a^2)d1^117d2^71 + (4 + 1a + 1a^2)d1^118d2^71 + (4 + 2a + 4a^2)d1^119d2^71 + (4 + 4a + 1a^2)d1^120d2^71 + (0 + 1a + 1a^2)d1^121d2^71 + (0 + 1a + 4a^2)d1^122d2^71 + (1 + 0a + 2a^2)d1^123d2^71 + (0 + 1a + 2a^2)d1^124d2^71 + (2 + 0a + 4a^2)d1^125d2^71 + (3 + 4a + 3a^2)d1^126d2^71 + (0 + 4a + 1a^2)d1^127d2^71 + (4 + 1a + 3a^2)d1^128d2^71 + (4 + 3a + 1a^2)d1^129d2^71 + (2 + 0a + 1a^2)d1^130d2^71 + (1 + 1a + 0a^2)d1^131d2^71 + (2 + 0a + 4a^2)d1^132d2^71 + (2 + 1a + 2a^2)d1^133d2^71 + (0 + 2a + 2a^2)d1^134d2^71 + (2 + 4a + 4a^2)d1^135d2^71 + (0 + 0a + 3a^2)d1^136d2^71 + (1 + 0a + 2a^2)d1^137d2^71 + (0 + 1a + 1a^2)d1^138d2^71 + (4 + 4a + 2a^2)d1^139d2^71 + (4 + 4a + 4a^2)d1^140d2^71 + (3 + 3a + 1a^2)d1^141d2^71 + (0 + 0a + 2a^2)d1^142d2^71 + (1 + 0a + 3a^2)d1^143d2^71 + (3 + 1a + 3a^2)d1^144d2^71 + (4 + 3a + 4a^2)d1^145d2^71 + (4 + 3a + 2a^2)d1^146d2^71 + (1 + 4a + 2a^2)d1^147d2^71 + (1 + 3a + 1a^2)d1^148d2^71 + (3 + 4a + 4a^2)d1^149d2^71 + (3 + 3a + 3a^2)d1^150d2^71 + (4 + 2a + 4a^2)d1^151d2^71 + (0 + 4a + 1a^2)d1^152d2^71 + (4 + 2a + 3a^2)d1^153d2^71 + (0 + 4a + 1a^2)d1^154d2^71 + (3 + 2a + 1a^2)d1^155d2^71 + (2 + 4a + 3a^2)d1^156d2^71 + (4 + 4a + 3a^2)d1^157d2^71 + (3 + 3a + 3a^2)d1^158d2^71 + (3 + 2a + 0a^2)d1^159d2^71 + (0 + 4a + 0a^2)d1^160d2^71 + (3 + 2a + 2a^2)d1^161d2^71 + (1 + 4a + 2a^2)d1^162d2^71 + (1 + 3a + 1a^2)d1^163d2^71 + (0 + 4a + 0a^2)d1^164d2^71 + (1 + 2a + 3a^2)d1^165d2^71 + (3 + 3a + 0a^2)d1^166d2^71 + (4 + 0a + 0a^2)d1^167d2^71 + (4 + 3a + 3a^2)d1^168d2^71 + (1 + 1a + 0a^2)d1^169d2^71 + (1 + 1a + 0a^2)d1^170d2^71 + (2 + 2a + 1a^2)d1^171d2^71 + (3 + 2a + 3a^2)d1^172d2^71 + (3 + 4a + 3a^2)d1^173d2^71 + (4 + 4a + 1a^2)d1^174d2^71 + (3 + 0a + 3a^2)d1^175d2^71 + (0 + 4a + 3a^2)d1^176d2^71 + (1 + 3a + 0a^2)d1^177d2^71 + (3 + 0a + 2a^2)d1^178d2^71 + (1 + 0a + 4a^2)d1^179d2^71 + (0 + 4a + 1a^2)d1^180d2^71 + (3 + 3a + 1a^2)d1^181d2^71 + (4 + 0a + 3a^2)d1^182d2^71 + (4 + 2a + 2a^2)d1^183d2^71 + (2 + 0a + 3a^2)d1^184d2^71 + (0 + 3a + 4a^2)d1^185d2^71 + (1 + 0a + 0a^2)d1^186d2^71 + (0 + 4a + 1a^2)d1^187d2^71 + (3 + 4a + 3a^2)d1^188d2^71 + (1 + 0a + 3a^2)d1^189d2^71 + (2 + 2a + 3a^2)d1^190d2^71 + (1 + 1a + 1a^2)d1^191d2^71 + (2 + 2a + 3a^2)d1^192d2^71 + (3 + 0a + 3a^2)d1^193d2^71 + (2 + 3a + 0a^2)d1^194d2^71 + (1 + 2a + 4a^2)d1^195d2^71 + (1 + 1a + 3a^2)d1^196d2^71 + (0 + 3a + 0a^2)d1^197d2^71 + (0 + 4a + 4a^2)d1^198d2^71 + (0 + 4a + 4a^2)d1^199d2^71 + (3 + 1a + 2a^2)d1^200d2^71 + (1 + 1a + 1a^2)d1^201d2^71 + (0 + 2a + 2a^2)d1^202d2^71 + (2 + 4a + 3a^2)d1^203d2^71 + (4 + 1a + 2a^2)d1^204d2^71 + (4 + 2a + 0a^2)d1^205d2^71 + (0 + 1a + 4a^2)d1^206d2^71 + (1 + 3a + 3a^2)d1^207d2^71 + (3 + 3a + 4a^2)d1^208d2^71 + (2 + 4a + 4a^2)d1^209d2^71 + (0 + 2a + 1a^2)d1^210d2^71 + (4 + 4a + 0a^2)d1^211d2^71 + (4 + 4a + 2a^2)d1^212d2^71 + (2 + 4a + 2a^2)d1^213d2^71 + (4 + 2a + 2a^2)d1^214d2^71 + (1 + 2a + 1a^2)d1^215d2^71 + (1 + 3a + 0a^2)d1^216d2^71 + (2 + 0a + 0a^2)d1^217d2^71 + (1 + 3a + 4a^2)d1^218d2^71 + (3 + 0a + 1a^2)d1^219d2^71 + (2 + 2a + 4a^2)d1^220d2^71 + (3 + 2a + 2a^2)d1^221d2^71 + (2 + 2a + 2a^2)d1^222d2^71 + (3 + 4a + 1a^2)d1^223d2^71 + (1 + 0a + 3a^2)d1^224d2^71 + (1 + 2a + 4a^2)d1^225d2^71 + (3 + 0a + 1a^2)d1^226d2^71 + (4 + 1a + 0a^2)d1^227d2^71 + (0 + 2a + 3a^2)d1^228d2^71 + (2 + 3a + 1a^2)d1^229d2^71 + (2 + 2a + 0a^2)d1^230d2^71 + (0 + 2a + 1a^2)d1^231d2^71 + (1 + 4a + 4a^2)d1^232d2^71 + (0 + 1a + 2a^2)d1^233d2^71 + (1 + 1a + 2a^2)d1^234d2^71 + (4 + 0a + 3a^2)d1^235d2^71 + (2 + 4a + 0a^2)d1^236d2^71 + (0 + 0a + 4a^2)d1^237d2^71 + (0 + 4a + 2a^2)d1^238d2^71 + (1 + 2a + 0a^2)d1^239d2^71 + (1 + 3a + 1a^2)d1^240d2^71 + (4 + 2a + 2a^2)d1^241d2^71 + (4 + 4a + 1a^2)d1^242d2^71 + (4 + 0a + 4a^2)d1^243d2^71 + (3 + 2a + 2a^2)d1^244d2^71 + (0 + 3a + 4a^2)d1^245d2^71 + (4 + 0a + 0a^2)d1^246d2^71 + (2 + 0a + 3a^2)d1^247d2^71 + (2 + 2a + 3a^2)d1^248d2^71 + (1 + 4a + 2a^2)d1^249d2^71 + (2 + 1a + 4a^2)d1^250d2^71 + (1 + 3a + 1a^2)d1^251d2^71 + (4 + 2a + 4a^2)d1^252d2^71 + (3 + 4a + 1a^2)d1^253d2^71 + (2 + 3a + 2a^2)d1^254d2^71 + (2 + 3a + 4a^2)d1^255d2^71 + (4 + 2a + 2a^2)d1^256d2^71 + (1 + 4a + 3a^2)d1^257d2^71 + (3 + 0a + 4a^2)d1^258d2^71 + (0 + 4a + 4a^2)d1^259d2^71 + (1 + 2a + 1a^2)d1^260d2^71 + (2 + 4a + 2a^2)d1^261d2^71 + (3 + 2a + 4a^2)d1^262d2^71 + (3 + 4a + 1a^2)d1^263d2^71 + (1 + 1a + 0a^2)d1^264d2^71 + (1 + 4a + 0a^2)d1^265d2^71 + (4 + 4a + 0a^2)d1^266d2^71 + (1 + 3a + 3a^2)d1^267d2^71 + (4 + 2a + 3a^2)d1^268d2^71 + (3 + 3a + 0a^2)d1^269d2^71 + (4 + 3a + 0a^2)d1^270d2^71 + (4 + 3a + 3a^2)d1^271d2^71 + (0 + 3a + 3a^2)d1^272d2^71 + (4 + 1a + 1a^2)d1^273d2^71 + (3 + 3a + 1a^2)d1^274d2^71 + (1 + 0a + 1a^2)d1^275d2^71 + (3 + 2a + 0a^2)d1^276d2^71 + (1 + 3a + 1a^2)d1^277d2^71 + (2 + 0a + 3a^2)d1^278d2^71 + (0 + 3a + 1a^2)d1^279d2^71 + (3 + 2a + 0a^2)d1^280d2^71 + (1 + 3a + 3a^2)d1^281d2^71 + (1 + 2a + 4a^2)d1^282d2^71 + (0 + 4a + 4a^2)d1^283d2^71 + (0 + 0a + 1a^2)d1^284d2^71 + (1 + 1a + 1a^2)d1^285d2^71 + (2 + 3a + 1a^2)d1^286d2^71 + (1 + 0a + 2a^2)d1^287d2^71 + (4 + 4a + 0a^2)d1^288d2^71 + (0 + 4a + 2a^2)d1^289d2^71 + (4 + 3a + 3a^2)d1^290d2^71 + (3 + 3a + 3a^2)d1^291d2^71 + (0 + 4a + 3a^2)d1^292d2^71 + (4 + 0a + 4a^2)d1^293d2^71 + (2 + 0a + 2a^2)d2^72 + (3 + 3a + 4a^2)d1^1d2^72 + (0 + 3a + 3a^2)d1^2d2^72 + (4 + 2a + 3a^2)d1^3d2^72 + (2 + 3a + 2a^2)d1^4d2^72 + (2 + 2a + 3a^2)d1^5d2^72 + (1 + 1a + 0a^2)d1^6d2^72 + (2 + 4a + 1a^2)d1^7d2^72 + (0 + 3a + 2a^2)d1^8d2^72 + (1 + 0a + 1a^2)d1^9d2^72 + (4 + 0a + 1a^2)d1^10d2^72 + (0 + 1a + 4a^2)d1^11d2^72 + (0 + 4a + 3a^2)d1^12d2^72 + (2 + 2a + 0a^2)d1^13d2^72 + (0 + 2a + 2a^2)d1^14d2^72 + (2 + 2a + 1a^2)d1^15d2^72 + (3 + 3a + 4a^2)d1^17d2^72 + (4 + 3a + 4a^2)d1^18d2^72 + (3 + 0a + 4a^2)d1^19d2^72 + (2 + 4a + 0a^2)d1^20d2^72 + (0 + 2a + 4a^2)d1^21d2^72 + (2 + 3a + 4a^2)d1^22d2^72 + (3 + 2a + 4a^2)d1^23d2^72 + (2 + 4a + 3a^2)d1^24d2^72 + (2 + 0a + 3a^2)d1^25d2^72 + (1 + 3a + 1a^2)d1^26d2^72 + (3 + 4a + 1a^2)d1^27d2^72 + (2 + 2a + 2a^2)d1^28d2^72 + (3 + 0a + 4a^2)d1^29d2^72 + (1 + 1a + 4a^2)d1^30d2^72 + (4 + 0a + 4a^2)d1^31d2^72 + (1 + 2a + 1a^2)d1^32d2^72 + (3 + 2a + 4a^2)d1^33d2^72 + (2 + 3a + 0a^2)d1^34d2^72 + (3 + 2a + 3a^2)d1^35d2^72 + (3 + 4a + 0a^2)d1^36d2^72 + (4 + 3a + 2a^2)d1^37d2^72 + (2 + 0a + 3a^2)d1^38d2^72 + (3 + 2a + 4a^2)d1^39d2^72 + (3 + 0a + 0a^2)d1^40d2^72 + (1 + 4a + 1a^2)d1^41d2^72 + (3 + 1a + 2a^2)d1^42d2^72 + (2 + 3a + 0a^2)d1^43d2^72 + (0 + 4a + 2a^2)d1^44d2^72 + (1 + 3a + 1a^2)d1^45d2^72 + (1 + 3a + 2a^2)d1^46d2^72 + (1 + 2a + 1a^2)d1^47d2^72 + (0 + 3a + 0a^2)d1^48d2^72 + (3 + 1a + 3a^2)d1^49d2^72 + (2 + 2a + 2a^2)d1^50d2^72 + (4 + 1a + 3a^2)d1^52d2^72 + (2 + 3a + 1a^2)d1^53d2^72 + (4 + 1a + 2a^2)d1^54d2^72 + (3 + 1a + 0a^2)d1^55d2^72 + (3 + 1a + 3a^2)d1^56d2^72 + (2 + 2a + 1a^2)d1^57d2^72 + (2 + 3a + 3a^2)d1^58d2^72 + (0 + 4a + 0a^2)d1^59d2^72 + (2 + 1a + 3a^2)d1^60d2^72 + (0 + 4a + 2a^2)d1^61d2^72 + (0 + 4a + 1a^2)d1^62d2^72 + (3 + 0a + 1a^2)d1^63d2^72 + (3 + 2a + 1a^2)d1^64d2^72 + (4 + 0a + 4a^2)d1^65d2^72 + (4 + 0a + 1a^2)d1^66d2^72 + (0 + 4a + 3a^2)d1^67d2^72 + (3 + 4a + 0a^2)d1^68d2^72 + (4 + 3a + 4a^2)d1^69d2^72 + (2 + 0a + 4a^2)d1^70d2^72 + (4 + 3a + 3a^2)d1^71d2^72 + (3 + 0a + 2a^2)d1^72d2^72 + (3 + 2a + 2a^2)d1^73d2^72 + (4 + 3a + 2a^2)d1^74d2^72 + (0 + 3a + 4a^2)d1^75d2^72 + (0 + 3a + 2a^2)d1^76d2^72 + (0 + 1a + 4a^2)d1^77d2^72 + (3 + 1a + 4a^2)d1^78d2^72 + (0 + 3a + 4a^2)d1^79d2^72 + (0 + 4a + 4a^2)d1^80d2^72 + (4 + 3a + 0a^2)d1^81d2^72 + (1 + 3a + 0a^2)d1^82d2^72 + (2 + 4a + 4a^2)d1^83d2^72 + (4 + 1a + 4a^2)d1^84d2^72 + (1 + 3a + 1a^2)d1^85d2^72 + (3 + 1a + 4a^2)d1^86d2^72 + (1 + 3a + 1a^2)d1^87d2^72 + (3 + 1a + 0a^2)d1^88d2^72 + (0 + 3a + 1a^2)d1^89d2^72 + (2 + 0a + 4a^2)d1^90d2^72 + (1 + 3a + 2a^2)d1^91d2^72 + (2 + 1a + 0a^2)d1^92d2^72 + (0 + 1a + 2a^2)d1^93d2^72 + (0 + 1a + 1a^2)d1^94d2^72 + (0 + 4a + 1a^2)d1^95d2^72 + (0 + 2a + 4a^2)d1^96d2^72 + (1 + 3a + 0a^2)d1^97d2^72 + (0 + 4a + 2a^2)d1^98d2^72 + (3 + 1a + 2a^2)d1^99d2^72 + (2 + 1a + 3a^2)d1^100d2^72 + (4 + 3a + 4a^2)d1^101d2^72 + (3 + 3a + 0a^2)d1^102d2^72 + (3 + 4a + 3a^2)d1^103d2^72 + (2 + 2a + 0a^2)d1^104d2^72 + (3 + 3a + 1a^2)d1^105d2^72 + (4 + 1a + 4a^2)d1^106d2^72 + (4 + 3a + 4a^2)d1^107d2^72 + (2 + 3a + 2a^2)d1^108d2^72 + (2 + 3a + 2a^2)d1^109d2^72 + (2 + 1a + 2a^2)d1^110d2^72 + (4 + 0a + 1a^2)d1^111d2^72 + (3 + 3a + 0a^2)d1^112d2^72 + (3 + 4a + 2a^2)d1^113d2^72 + (0 + 2a + 1a^2)d1^114d2^72 + (1 + 2a + 3a^2)d1^115d2^72 + (4 + 2a + 2a^2)d1^116d2^72 + (0 + 3a + 4a^2)d1^117d2^72 + (1 + 3a + 2a^2)d1^118d2^72 + (3 + 1a + 4a^2)d1^119d2^72 + (0 + 0a + 4a^2)d1^120d2^72 + (2 + 2a + 3a^2)d1^121d2^72 + (1 + 2a + 0a^2)d1^122d2^72 + (4 + 2a + 0a^2)d1^123d2^72 + (2 + 2a + 3a^2)d1^124d2^72 + (2 + 3a + 1a^2)d1^125d2^72 + (0 + 4a + 4a^2)d1^126d2^72 + (0 + 4a + 4a^2)d1^127d2^72 + (2 + 0a + 0a^2)d1^128d2^72 + (4 + 4a + 1a^2)d1^129d2^72 + (2 + 4a + 4a^2)d1^130d2^72 + (3 + 3a + 2a^2)d1^131d2^72 + (1 + 1a + 1a^2)d1^132d2^72 + (1 + 0a + 1a^2)d1^133d2^72 + (3 + 4a + 1a^2)d1^134d2^72 + (1 + 3a + 1a^2)d1^135d2^72 + (1 + 0a + 0a^2)d1^136d2^72 + (0 + 0a + 1a^2)d1^137d2^72 + (1 + 1a + 2a^2)d1^138d2^72 + (1 + 0a + 3a^2)d1^139d2^72 + (1 + 0a + 1a^2)d1^140d2^72 + (4 + 2a + 3a^2)d1^141d2^72 + (4 + 3a + 4a^2)d1^142d2^72 + (0 + 1a + 2a^2)d1^143d2^72 + (0 + 1a + 4a^2)d1^144d2^72 + (4 + 3a + 0a^2)d1^145d2^72 + (3 + 3a + 3a^2)d1^146d2^72 + (3 + 3a + 2a^2)d1^147d2^72 + (0 + 4a + 0a^2)d1^148d2^72 + (1 + 2a + 1a^2)d1^149d2^72 + (2 + 4a + 3a^2)d1^150d2^72 + (1 + 0a + 2a^2)d1^151d2^72 + (3 + 4a + 0a^2)d1^152d2^72 + (2 + 1a + 0a^2)d1^153d2^72 + (4 + 0a + 0a^2)d1^154d2^72 + (0 + 1a + 1a^2)d1^155d2^72 + (0 + 1a + 4a^2)d1^156d2^72 + (3 + 2a + 0a^2)d1^157d2^72 + (4 + 0a + 0a^2)d1^158d2^72 + (2 + 2a + 4a^2)d1^159d2^72 + (0 + 0a + 2a^2)d1^160d2^72 + (2 + 1a + 4a^2)d1^161d2^72 + (4 + 2a + 1a^2)d1^162d2^72 + (0 + 0a + 2a^2)d1^163d2^72 + (1 + 4a + 1a^2)d1^164d2^72 + (3 + 3a + 2a^2)d1^165d2^72 + (0 + 4a + 4a^2)d1^166d2^72 + (4 + 2a + 2a^2)d1^167d2^72 + (1 + 2a + 4a^2)d1^168d2^72 + (0 + 3a + 0a^2)d1^169d2^72 + (0 + 4a + 0a^2)d1^170d2^72 + (3 + 2a + 4a^2)d1^171d2^72 + (2 + 2a + 0a^2)d1^172d2^72 + (1 + 3a + 0a^2)d1^173d2^72 + (3 + 0a + 0a^2)d1^174d2^72 + (3 + 0a + 1a^2)d1^175d2^72 + (4 + 4a + 2a^2)d1^176d2^72 + (1 + 1a + 4a^2)d1^177d2^72 + (4 + 1a + 4a^2)d1^178d2^72 + (1 + 4a + 4a^2)d1^179d2^72 + (4 + 1a + 2a^2)d1^180d2^72 + (4 + 0a + 1a^2)d1^181d2^72 + (3 + 4a + 3a^2)d1^182d2^72 + (4 + 3a + 3a^2)d1^183d2^72 + (0 + 1a + 0a^2)d1^184d2^72 + (1 + 0a + 0a^2)d1^185d2^72 + (3 + 2a + 3a^2)d1^186d2^72 + (0 + 2a + 0a^2)d1^187d2^72 + (4 + 4a + 3a^2)d1^188d2^72 + (3 + 1a + 1a^2)d1^189d2^72 + (4 + 3a + 2a^2)d1^190d2^72 + (0 + 0a + 1a^2)d1^191d2^72 + (2 + 3a + 3a^2)d1^192d2^72 + (1 + 2a + 3a^2)d1^193d2^72 + (2 + 4a + 0a^2)d1^194d2^72 + (0 + 4a + 0a^2)d1^195d2^72 + (4 + 4a + 1a^2)d1^196d2^72 + (3 + 4a + 2a^2)d1^197d2^72 + (4 + 1a + 4a^2)d1^198d2^72 + (3 + 2a + 1a^2)d1^199d2^72 + (0 + 2a + 3a^2)d1^200d2^72 + (0 + 4a + 0a^2)d1^201d2^72 + (4 + 2a + 0a^2)d1^202d2^72 + (0 + 3a + 0a^2)d1^203d2^72 + (0 + 3a + 1a^2)d1^204d2^72 + (0 + 1a + 0a^2)d1^205d2^72 + (3 + 4a + 1a^2)d1^206d2^72 + (3 + 0a + 1a^2)d1^207d2^72 + (3 + 3a + 1a^2)d1^208d2^72 + (1 + 4a + 2a^2)d1^209d2^72 + (4 + 2a + 1a^2)d1^210d2^72 + (2 + 4a + 3a^2)d1^211d2^72 + (2 + 1a + 1a^2)d1^212d2^72 + (3 + 4a + 4a^2)d1^213d2^72 + (0 + 4a + 0a^2)d1^214d2^72 + (4 + 1a + 2a^2)d1^215d2^72 + (4 + 4a + 3a^2)d1^216d2^72 + (3 + 4a + 0a^2)d1^217d2^72 + (4 + 3a + 4a^2)d1^218d2^72 + (4 + 0a + 4a^2)d1^219d2^72 + (0 + 2a + 1a^2)d1^220d2^72 + (2 + 2a + 1a^2)d1^221d2^72 + (4 + 3a + 4a^2)d1^222d2^72 + (4 + 1a + 2a^2)d1^223d2^72 + (0 + 1a + 2a^2)d1^224d2^72 + (2 + 0a + 0a^2)d1^225d2^72 + (1 + 2a + 2a^2)d1^226d2^72 + (2 + 0a + 2a^2)d1^227d2^72 + (1 + 1a + 2a^2)d1^228d2^72 + (1 + 3a + 3a^2)d1^229d2^72 + (0 + 0a + 3a^2)d1^230d2^72 + (2 + 4a + 1a^2)d1^231d2^72 + (4 + 1a + 2a^2)d1^232d2^72 + (0 + 3a + 2a^2)d1^233d2^72 + (1 + 0a + 3a^2)d1^234d2^72 + (4 + 0a + 2a^2)d1^235d2^72 + (3 + 0a + 0a^2)d1^236d2^72 + (3 + 0a + 2a^2)d1^237d2^72 + (3 + 0a + 0a^2)d1^238d2^72 + (0 + 2a + 3a^2)d1^239d2^72 + (1 + 0a + 4a^2)d1^240d2^72 + (3 + 3a + 3a^2)d1^241d2^72 + (0 + 3a + 1a^2)d1^242d2^72 + (4 + 4a + 1a^2)d1^243d2^72 + (2 + 0a + 2a^2)d1^244d2^72 + (2 + 2a + 4a^2)d1^245d2^72 + (4 + 1a + 1a^2)d1^246d2^72 + (3 + 4a + 1a^2)d1^247d2^72 + (2 + 2a + 1a^2)d1^248d2^72 + (1 + 0a + 1a^2)d1^249d2^72 + (1 + 1a + 1a^2)d1^250d2^72 + (1 + 2a + 0a^2)d1^251d2^72 + (3 + 1a + 0a^2)d1^252d2^72 + (3 + 4a + 1a^2)d1^253d2^72 + (4 + 1a + 3a^2)d1^254d2^72 + (3 + 0a + 1a^2)d1^255d2^72 + (1 + 0a + 3a^2)d1^256d2^72 + (3 + 1a + 2a^2)d1^257d2^72 + (1 + 3a + 0a^2)d1^258d2^72 + (2 + 0a + 1a^2)d1^259d2^72 + (2 + 1a + 1a^2)d1^260d2^72 + (2 + 0a + 0a^2)d1^261d2^72 + (4 + 3a + 1a^2)d1^262d2^72 + (4 + 2a + 3a^2)d1^263d2^72 + (3 + 0a + 1a^2)d1^264d2^72 + (0 + 3a + 1a^2)d1^265d2^72 + (3 + 1a + 1a^2)d1^266d2^72 + (3 + 0a + 3a^2)d1^267d2^72 + (3 + 1a + 1a^2)d1^268d2^72 + (0 + 1a + 3a^2)d1^269d2^72 + (4 + 4a + 0a^2)d1^270d2^72 + (1 + 2a + 0a^2)d1^271d2^72 + (4 + 1a + 4a^2)d1^272d2^72 + (1 + 2a + 2a^2)d1^273d2^72 + (0 + 2a + 0a^2)d1^274d2^72 + (0 + 4a + 2a^2)d1^275d2^72 + (1 + 4a + 2a^2)d1^276d2^72 + (0 + 2a + 2a^2)d1^277d2^72 + (1 + 3a + 2a^2)d1^278d2^72 + (2 + 3a + 4a^2)d1^279d2^72 + (2 + 1a + 4a^2)d1^280d2^72 + (3 + 0a + 1a^2)d1^281d2^72 + (2 + 0a + 1a^2)d1^282d2^72 + (0 + 4a + 1a^2)d1^283d2^72 + (3 + 2a + 0a^2)d1^284d2^72 + (0 + 3a + 0a^2)d1^285d2^72 + (2 + 1a + 3a^2)d1^286d2^72 + (3 + 2a + 1a^2)d1^287d2^72 + (1 + 4a + 2a^2)d1^288d2^72 + (1 + 3a + 0a^2)d1^289d2^72 + (2 + 1a + 1a^2)d1^290d2^72 + (0 + 2a + 1a^2)d1^291d2^72 + (3 + 1a + 4a^2)d1^292d2^72 + (1 + 2a + 0a^2)d1^293d2^72 + (3 + 3a + 0a^2)d2^73 + (1 + 1a + 1a^2)d1^1d2^73 + (4 + 0a + 1a^2)d1^2d2^73 + (1 + 3a + 3a^2)d1^3d2^73 + (2 + 0a + 3a^2)d1^4d2^73 + (2 + 3a + 1a^2)d1^5d2^73 + (1 + 1a + 0a^2)d1^6d2^73 + (2 + 0a + 3a^2)d1^7d2^73 + (4 + 2a + 2a^2)d1^8d2^73 + (0 + 4a + 1a^2)d1^9d2^73 + (1 + 0a + 2a^2)d1^10d2^73 + (3 + 3a + 2a^2)d1^11d2^73 + (1 + 3a + 0a^2)d1^12d2^73 + (1 + 1a + 2a^2)d1^13d2^73 + (1 + 4a + 1a^2)d1^14d2^73 + (2 + 3a + 0a^2)d1^15d2^73 + (1 + 2a + 4a^2)d1^16d2^73 + (4 + 3a + 0a^2)d1^17d2^73 + (1 + 4a + 0a^2)d1^18d2^73 + (2 + 4a + 1a^2)d1^19d2^73 + (1 + 3a + 0a^2)d1^20d2^73 + (1 + 1a + 3a^2)d1^21d2^73 + (3 + 4a + 1a^2)d1^22d2^73 + (2 + 4a + 3a^2)d1^23d2^73 + (3 + 4a + 4a^2)d1^24d2^73 + (3 + 0a + 1a^2)d1^25d2^73 + (2 + 3a + 2a^2)d1^26d2^73 + (1 + 2a + 3a^2)d1^27d2^73 + (0 + 1a + 1a^2)d1^28d2^73 + (4 + 1a + 0a^2)d1^29d2^73 + (0 + 1a + 0a^2)d1^30d2^73 + (3 + 4a + 3a^2)d1^31d2^73 + (0 + 3a + 2a^2)d1^32d2^73 + (0 + 0a + 4a^2)d1^33d2^73 + (0 + 0a + 3a^2)d1^34d2^73 + (2 + 1a + 1a^2)d1^35d2^73 + (3 + 4a + 4a^2)d1^36d2^73 + (2 + 2a + 1a^2)d1^37d2^73 + (0 + 2a + 0a^2)d1^38d2^73 + (0 + 3a + 2a^2)d1^39d2^73 + (4 + 4a + 4a^2)d1^40d2^73 + (2 + 2a + 3a^2)d1^41d2^73 + (2 + 1a + 0a^2)d1^42d2^73 + (2 + 0a + 0a^2)d1^43d2^73 + (0 + 2a + 0a^2)d1^44d2^73 + (2 + 0a + 3a^2)d1^45d2^73 + (4 + 0a + 3a^2)d1^46d2^73 + (4 + 0a + 3a^2)d1^47d2^73 + (1 + 0a + 1a^2)d1^48d2^73 + (4 + 1a + 3a^2)d1^49d2^73 + (4 + 0a + 1a^2)d1^50d2^73 + (2 + 0a + 3a^2)d1^51d2^73 + (4 + 3a + 4a^2)d1^52d2^73 + (0 + 0a + 2a^2)d1^53d2^73 + (2 + 2a + 0a^2)d1^54d2^73 + (0 + 1a + 0a^2)d1^55d2^73 + (4 + 2a + 2a^2)d1^56d2^73 + (2 + 1a + 0a^2)d1^57d2^73 + (1 + 4a + 2a^2)d1^58d2^73 + (2 + 4a + 4a^2)d1^59d2^73 + (3 + 3a + 4a^2)d1^60d2^73 + (1 + 2a + 4a^2)d1^61d2^73 + (2 + 0a + 0a^2)d1^62d2^73 + (3 + 1a + 3a^2)d1^63d2^73 + (1 + 2a + 2a^2)d1^64d2^73 + (0 + 2a + 0a^2)d1^65d2^73 + (2 + 1a + 3a^2)d1^66d2^73 + (1 + 3a + 1a^2)d1^67d2^73 + (0 + 1a + 2a^2)d1^68d2^73 + (4 + 3a + 0a^2)d1^69d2^73 + (4 + 3a + 4a^2)d1^70d2^73 + (3 + 1a + 3a^2)d1^71d2^73 + (1 + 4a + 2a^2)d1^72d2^73 + (1 + 2a + 2a^2)d1^73d2^73 + (3 + 4a + 2a^2)d1^74d2^73 + (3 + 4a + 3a^2)d1^75d2^73 + (3 + 2a + 1a^2)d1^76d2^73 + (4 + 4a + 3a^2)d1^77d2^73 + (4 + 1a + 4a^2)d1^78d2^73 + (2 + 1a + 4a^2)d1^79d2^73 + (1 + 3a + 0a^2)d1^80d2^73 + (4 + 0a + 1a^2)d1^81d2^73 + (4 + 4a + 2a^2)d1^82d2^73 + (3 + 2a + 2a^2)d1^83d2^73 + (4 + 3a + 1a^2)d1^84d2^73 + (4 + 3a + 1a^2)d1^85d2^73 + (0 + 0a + 3a^2)d1^86d2^73 + (0 + 0a + 4a^2)d1^87d2^73 + (4 + 3a + 2a^2)d1^88d2^73 + (4 + 1a + 2a^2)d1^89d2^73 + (3 + 0a + 2a^2)d1^90d2^73 + (2 + 0a + 3a^2)d1^91d2^73 + (1 + 4a + 1a^2)d1^92d2^73 + (4 + 1a + 1a^2)d1^93d2^73 + (3 + 3a + 1a^2)d1^94d2^73 + (3 + 1a + 2a^2)d1^95d2^73 + (3 + 0a + 4a^2)d1^96d2^73 + (2 + 3a + 2a^2)d1^97d2^73 + (2 + 0a + 0a^2)d1^98d2^73 + (4 + 4a + 2a^2)d1^99d2^73 + (3 + 4a + 2a^2)d1^100d2^73 + (2 + 1a + 4a^2)d1^101d2^73 + (4 + 3a + 1a^2)d1^102d2^73 + (3 + 4a + 0a^2)d1^103d2^73 + (4 + 4a + 1a^2)d1^104d2^73 + (4 + 0a + 0a^2)d1^105d2^73 + (0 + 2a + 1a^2)d1^106d2^73 + (2 + 1a + 4a^2)d1^107d2^73 + (2 + 0a + 1a^2)d1^108d2^73 + (3 + 1a + 3a^2)d1^109d2^73 + (3 + 4a + 3a^2)d1^110d2^73 + (3 + 4a + 3a^2)d1^111d2^73 + (2 + 2a + 2a^2)d1^112d2^73 + (2 + 0a + 0a^2)d1^113d2^73 + (1 + 0a + 3a^2)d1^114d2^73 + (0 + 4a + 3a^2)d1^115d2^73 + (2 + 1a + 1a^2)d1^116d2^73 + (2 + 3a + 3a^2)d1^117d2^73 + (2 + 2a + 1a^2)d1^118d2^73 + (2 + 2a + 0a^2)d1^119d2^73 + (2 + 0a + 3a^2)d1^120d2^73 + (4 + 2a + 4a^2)d1^121d2^73 + (2 + 2a + 0a^2)d1^122d2^73 + (3 + 4a + 3a^2)d1^123d2^73 + (3 + 2a + 3a^2)d1^124d2^73 + (4 + 1a + 0a^2)d1^125d2^73 + (1 + 2a + 4a^2)d1^126d2^73 + (0 + 2a + 1a^2)d1^127d2^73 + (1 + 3a + 0a^2)d1^128d2^73 + (4 + 2a + 2a^2)d1^129d2^73 + (1 + 0a + 4a^2)d1^130d2^73 + (0 + 0a + 2a^2)d1^131d2^73 + (0 + 0a + 2a^2)d1^132d2^73 + (1 + 3a + 4a^2)d1^133d2^73 + (4 + 0a + 2a^2)d1^134d2^73 + (2 + 0a + 1a^2)d1^135d2^73 + (0 + 2a + 2a^2)d1^136d2^73 + (3 + 1a + 2a^2)d1^137d2^73 + (0 + 1a + 1a^2)d1^138d2^73 + (0 + 2a + 1a^2)d1^139d2^73 + (4 + 1a + 2a^2)d1^140d2^73 + (0 + 3a + 3a^2)d1^141d2^73 + (4 + 2a + 0a^2)d1^142d2^73 + (3 + 2a + 1a^2)d1^143d2^73 + (2 + 3a + 3a^2)d1^144d2^73 + (4 + 1a + 2a^2)d1^145d2^73 + (4 + 4a + 0a^2)d1^146d2^73 + (3 + 2a + 1a^2)d1^147d2^73 + (4 + 4a + 0a^2)d1^148d2^73 + (0 + 0a + 3a^2)d1^149d2^73 + (3 + 3a + 2a^2)d1^150d2^73 + (1 + 3a + 2a^2)d1^151d2^73 + (3 + 2a + 0a^2)d1^152d2^73 + (3 + 1a + 3a^2)d1^153d2^73 + (4 + 2a + 2a^2)d1^154d2^73 + (1 + 3a + 1a^2)d1^155d2^73 + (1 + 0a + 1a^2)d1^156d2^73 + (2 + 3a + 0a^2)d1^157d2^73 + (0 + 1a + 1a^2)d1^158d2^73 + (1 + 4a + 4a^2)d1^159d2^73 + (0 + 2a + 4a^2)d1^160d2^73 + (4 + 4a + 1a^2)d1^161d2^73 + (3 + 2a + 2a^2)d1^162d2^73 + (3 + 2a + 3a^2)d1^163d2^73 + (4 + 2a + 0a^2)d1^164d2^73 + (0 + 2a + 3a^2)d1^165d2^73 + (0 + 1a + 4a^2)d1^166d2^73 + (2 + 2a + 1a^2)d1^167d2^73 + (1 + 4a + 3a^2)d1^168d2^73 + (1 + 1a + 1a^2)d1^169d2^73 + (2 + 3a + 4a^2)d1^170d2^73 + (3 + 2a + 1a^2)d1^171d2^73 + (3 + 4a + 0a^2)d1^172d2^73 + (1 + 1a + 2a^2)d1^173d2^73 + (4 + 4a + 0a^2)d1^174d2^73 + (0 + 4a + 0a^2)d1^175d2^73 + (0 + 4a + 1a^2)d1^176d2^73 + (0 + 0a + 4a^2)d1^177d2^73 + (0 + 2a + 2a^2)d1^178d2^73 + (1 + 3a + 2a^2)d1^179d2^73 + (2 + 0a + 4a^2)d1^180d2^73 + (1 + 4a + 3a^2)d1^181d2^73 + (3 + 1a + 0a^2)d1^182d2^73 + (0 + 2a + 1a^2)d1^183d2^73 + (4 + 1a + 0a^2)d1^184d2^73 + (4 + 3a + 4a^2)d1^185d2^73 + (2 + 3a + 4a^2)d1^186d2^73 + (0 + 1a + 4a^2)d1^187d2^73 + (4 + 0a + 0a^2)d1^188d2^73 + (4 + 1a + 3a^2)d1^189d2^73 + (4 + 4a + 2a^2)d1^190d2^73 + (2 + 3a + 2a^2)d1^191d2^73 + (3 + 3a + 2a^2)d1^192d2^73 + (1 + 2a + 4a^2)d1^193d2^73 + (3 + 1a + 3a^2)d1^194d2^73 + (0 + 0a + 4a^2)d1^195d2^73 + (1 + 3a + 1a^2)d1^196d2^73 + (3 + 1a + 1a^2)d1^197d2^73 + (0 + 1a + 0a^2)d1^198d2^73 + (0 + 4a + 2a^2)d1^199d2^73 + (4 + 2a + 1a^2)d1^200d2^73 + (1 + 1a + 0a^2)d1^201d2^73 + (0 + 3a + 3a^2)d1^202d2^73 + (4 + 3a + 1a^2)d1^203d2^73 + (4 + 0a + 4a^2)d1^204d2^73 + (1 + 2a + 2a^2)d1^205d2^73 + (0 + 1a + 2a^2)d1^206d2^73 + (2 + 3a + 4a^2)d1^207d2^73 + (2 + 4a + 0a^2)d1^208d2^73 + (4 + 0a + 3a^2)d1^209d2^73 + (4 + 0a + 4a^2)d1^210d2^73 + (2 + 0a + 0a^2)d1^211d2^73 + (1 + 4a + 2a^2)d1^212d2^73 + (4 + 2a + 2a^2)d1^213d2^73 + (4 + 1a + 0a^2)d1^214d2^73 + (0 + 2a + 1a^2)d1^215d2^73 + (2 + 3a + 2a^2)d1^216d2^73 + (4 + 1a + 4a^2)d1^217d2^73 + (3 + 2a + 2a^2)d1^218d2^73 + (0 + 2a + 1a^2)d1^219d2^73 + (1 + 4a + 4a^2)d1^220d2^73 + (1 + 4a + 4a^2)d1^221d2^73 + (4 + 2a + 3a^2)d1^222d2^73 + (4 + 2a + 4a^2)d1^223d2^73 + (0 + 3a + 3a^2)d1^224d2^73 + (0 + 2a + 2a^2)d1^225d2^73 + (3 + 1a + 4a^2)d1^226d2^73 + (0 + 1a + 0a^2)d1^227d2^73 + (3 + 2a + 0a^2)d1^228d2^73 + (2 + 1a + 3a^2)d1^229d2^73 + (3 + 4a + 0a^2)d1^230d2^73 + (2 + 1a + 1a^2)d1^231d2^73 + (0 + 2a + 2a^2)d1^232d2^73 + (2 + 2a + 0a^2)d1^233d2^73 + (2 + 0a + 3a^2)d1^234d2^73 + (4 + 2a + 3a^2)d1^235d2^73 + (4 + 3a + 2a^2)d1^236d2^73 + (2 + 2a + 3a^2)d1^237d2^73 + (2 + 3a + 2a^2)d1^238d2^73 + (4 + 0a + 2a^2)d1^239d2^73 + (3 + 4a + 2a^2)d1^240d2^73 + (3 + 1a + 1a^2)d1^241d2^73 + (1 + 4a + 1a^2)d1^242d2^73 + (1 + 3a + 0a^2)d1^243d2^73 + (0 + 2a + 3a^2)d1^244d2^73 + (4 + 4a + 3a^2)d1^246d2^73 + (4 + 0a + 4a^2)d1^247d2^73 + (3 + 4a + 2a^2)d1^248d2^73 + (4 + 4a + 1a^2)d1^249d2^73 + (3 + 2a + 2a^2)d1^250d2^73 + (3 + 0a + 2a^2)d1^252d2^73 + (4 + 2a + 3a^2)d1^253d2^73 + (0 + 1a + 1a^2)d1^254d2^73 + (2 + 0a + 2a^2)d1^255d2^73 + (3 + 2a + 4a^2)d1^256d2^73 + (1 + 3a + 4a^2)d1^257d2^73 + (1 + 2a + 0a^2)d1^258d2^73 + (4 + 4a + 1a^2)d1^259d2^73 + (2 + 3a + 1a^2)d1^260d2^73 + (0 + 2a + 0a^2)d1^261d2^73 + (3 + 0a + 2a^2)d1^262d2^73 + (4 + 3a + 0a^2)d1^263d2^73 + (1 + 1a + 4a^2)d1^264d2^73 + (4 + 4a + 2a^2)d1^265d2^73 + (4 + 0a + 2a^2)d1^266d2^73 + (0 + 0a + 3a^2)d1^267d2^73 + (4 + 1a + 0a^2)d1^268d2^73 + (1 + 2a + 1a^2)d1^269d2^73 + (2 + 0a + 2a^2)d1^270d2^73 + (0 + 1a + 1a^2)d1^271d2^73 + (3 + 4a + 3a^2)d1^272d2^73 + (1 + 4a + 4a^2)d1^273d2^73 + (1 + 0a + 4a^2)d1^274d2^73 + (1 + 0a + 0a^2)d1^275d2^73 + (2 + 3a + 2a^2)d1^276d2^73 + (2 + 0a + 4a^2)d1^277d2^73 + (3 + 1a + 4a^2)d1^278d2^73 + (2 + 2a + 3a^2)d1^279d2^73 + (0 + 3a + 1a^2)d1^280d2^73 + (3 + 2a + 0a^2)d1^281d2^73 + (0 + 3a + 2a^2)d1^282d2^73 + (3 + 1a + 1a^2)d1^283d2^73 + (0 + 4a + 1a^2)d1^284d2^73 + (4 + 4a + 3a^2)d1^285d2^73 + (2 + 3a + 3a^2)d1^286d2^73 + (1 + 4a + 1a^2)d1^287d2^73 + (4 + 0a + 1a^2)d1^288d2^73 + (0 + 3a + 1a^2)d1^289d2^73 + (0 + 2a + 3a^2)d1^290d2^73 + (4 + 2a + 4a^2)d1^291d2^73 + (2 + 4a + 4a^2)d1^292d2^73 + (4 + 1a + 1a^2)d1^293d2^73 + (3 + 0a + 0a^2)d2^74 + (1 + 2a + 4a^2)d1^1d2^74 + (1 + 2a + 4a^2)d1^2d2^74 + (1 + 1a + 3a^2)d1^3d2^74 + (4 + 0a + 1a^2)d1^4d2^74 + (4 + 4a + 2a^2)d1^5d2^74 + (4 + 0a + 2a^2)d1^6d2^74 + (4 + 1a + 0a^2)d1^7d2^74 + (4 + 3a + 1a^2)d1^8d2^74 + (4 + 3a + 1a^2)d1^9d2^74 + (0 + 1a + 2a^2)d1^10d2^74 + (2 + 1a + 2a^2)d1^11d2^74 + (2 + 3a + 2a^2)d1^12d2^74 + (0 + 0a + 2a^2)d1^13d2^74 + (3 + 2a + 2a^2)d1^14d2^74 + (2 + 4a + 4a^2)d1^15d2^74 + (3 + 1a + 2a^2)d1^16d2^74 + (3 + 4a + 0a^2)d1^17d2^74 + (4 + 0a + 3a^2)d1^18d2^74 + (3 + 2a + 3a^2)d1^19d2^74 + (4 + 1a + 4a^2)d1^20d2^74 + (2 + 4a + 2a^2)d1^21d2^74 + (3 + 3a + 1a^2)d1^22d2^74 + (2 + 3a + 3a^2)d1^23d2^74 + (3 + 4a + 4a^2)d1^24d2^74 + (1 + 0a + 4a^2)d1^25d2^74 + (1 + 3a + 3a^2)d1^26d2^74 + (4 + 2a + 3a^2)d1^27d2^74 + (3 + 4a + 2a^2)d1^28d2^74 + (3 + 2a + 0a^2)d1^29d2^74 + (3 + 4a + 2a^2)d1^30d2^74 + (1 + 0a + 1a^2)d1^31d2^74 + (0 + 1a + 1a^2)d1^32d2^74 + (4 + 4a + 1a^2)d1^33d2^74 + (4 + 0a + 1a^2)d1^34d2^74 + (1 + 0a + 4a^2)d1^35d2^74 + (2 + 2a + 3a^2)d1^36d2^74 + (2 + 3a + 3a^2)d1^37d2^74 + (4 + 0a + 2a^2)d1^38d2^74 + (4 + 1a + 0a^2)d1^39d2^74 + (4 + 0a + 1a^2)d1^40d2^74 + (1 + 1a + 3a^2)d1^41d2^74 + (3 + 0a + 0a^2)d1^42d2^74 + (1 + 0a + 4a^2)d1^43d2^74 + (1 + 1a + 3a^2)d1^44d2^74 + (3 + 2a + 3a^2)d1^45d2^74 + (4 + 1a + 2a^2)d1^46d2^74 + (2 + 1a + 3a^2)d1^47d2^74 + (3 + 0a + 2a^2)d1^48d2^74 + (2 + 4a + 4a^2)d1^49d2^74 + (1 + 0a + 0a^2)d1^50d2^74 + (4 + 4a + 2a^2)d1^51d2^74 + (2 + 2a + 3a^2)d1^52d2^74 + (0 + 4a + 2a^2)d1^53d2^74 + (4 + 1a + 3a^2)d1^54d2^74 + (1 + 1a + 4a^2)d1^55d2^74 + (2 + 2a + 4a^2)d1^56d2^74 + (4 + 0a + 0a^2)d1^57d2^74 + (0 + 2a + 4a^2)d1^58d2^74 + (3 + 2a + 0a^2)d1^59d2^74 + (4 + 4a + 2a^2)d1^60d2^74 + (4 + 2a + 3a^2)d1^61d2^74 + (3 + 0a + 4a^2)d1^62d2^74 + (4 + 0a + 1a^2)d1^63d2^74 + (0 + 4a + 0a^2)d1^64d2^74 + (2 + 3a + 1a^2)d1^65d2^74 + (1 + 4a + 2a^2)d1^66d2^74 + (3 + 3a + 0a^2)d1^67d2^74 + (0 + 4a + 0a^2)d1^68d2^74 + (2 + 4a + 0a^2)d1^69d2^74 + (0 + 2a + 2a^2)d1^70d2^74 + (4 + 1a + 2a^2)d1^71d2^74 + (2 + 4a + 1a^2)d1^72d2^74 + (1 + 4a + 0a^2)d1^73d2^74 + (3 + 3a + 4a^2)d1^74d2^74 + (1 + 2a + 2a^2)d1^75d2^74 + (2 + 0a + 4a^2)d1^76d2^74 + (4 + 0a + 0a^2)d1^77d2^74 + (2 + 3a + 1a^2)d1^78d2^74 + (3 + 1a + 2a^2)d1^79d2^74 + (3 + 1a + 1a^2)d1^80d2^74 + (1 + 2a + 0a^2)d1^81d2^74 + (0 + 2a + 0a^2)d1^82d2^74 + (2 + 2a + 0a^2)d1^83d2^74 + (3 + 2a + 2a^2)d1^84d2^74 + (4 + 0a + 2a^2)d1^85d2^74 + (0 + 3a + 3a^2)d1^86d2^74 + (0 + 0a + 1a^2)d1^87d2^74 + (0 + 1a + 1a^2)d1^88d2^74 + (4 + 2a + 4a^2)d1^89d2^74 + (2 + 0a + 2a^2)d1^90d2^74 + (3 + 2a + 1a^2)d1^91d2^74 + (0 + 1a + 0a^2)d1^92d2^74 + (3 + 1a + 3a^2)d1^93d2^74 + (2 + 3a + 4a^2)d1^94d2^74 + (2 + 4a + 1a^2)d1^95d2^74 + (4 + 2a + 0a^2)d1^96d2^74 + (1 + 1a + 2a^2)d1^97d2^74 + (1 + 3a + 2a^2)d1^98d2^74 + (0 + 3a + 1a^2)d1^99d2^74 + (3 + 1a + 0a^2)d1^100d2^74 + (2 + 2a + 4a^2)d1^101d2^74 + (0 + 3a + 2a^2)d1^102d2^74 + (0 + 0a + 4a^2)d1^103d2^74 + (3 + 1a + 0a^2)d1^104d2^74 + (3 + 0a + 1a^2)d1^105d2^74 + (0 + 1a + 2a^2)d1^106d2^74 + (0 + 0a + 3a^2)d1^107d2^74 + (0 + 4a + 0a^2)d1^108d2^74 + (4 + 1a + 3a^2)d1^109d2^74 + (3 + 2a + 2a^2)d1^110d2^74 + (3 + 4a + 1a^2)d1^111d2^74 + (0 + 3a + 4a^2)d1^112d2^74 + (0 + 4a + 0a^2)d1^113d2^74 + (2 + 3a + 3a^2)d1^114d2^74 + (2 + 0a + 2a^2)d1^115d2^74 + (1 + 4a + 0a^2)d1^116d2^74 + (1 + 1a + 0a^2)d1^117d2^74 + (4 + 1a + 4a^2)d1^118d2^74 + (4 + 0a + 4a^2)d1^119d2^74 + (1 + 0a + 4a^2)d1^120d2^74 + (3 + 4a + 3a^2)d1^121d2^74 + (0 + 0a + 3a^2)d1^122d2^74 + (2 + 4a + 3a^2)d1^123d2^74 + (0 + 3a + 1a^2)d1^124d2^74 + (0 + 0a + 1a^2)d1^125d2^74 + (1 + 1a + 0a^2)d1^126d2^74 + (2 + 0a + 3a^2)d1^127d2^74 + (1 + 0a + 3a^2)d1^128d2^74 + (3 + 4a + 0a^2)d1^129d2^74 + (1 + 2a + 0a^2)d1^130d2^74 + (3 + 4a + 0a^2)d1^131d2^74 + (4 + 2a + 0a^2)d1^132d2^74 + (4 + 3a + 4a^2)d1^133d2^74 + (3 + 0a + 1a^2)d1^134d2^74 + (0 + 1a + 3a^2)d1^135d2^74 + (1 + 1a + 3a^2)d1^136d2^74 + (4 + 2a + 2a^2)d1^137d2^74 + (3 + 4a + 1a^2)d1^138d2^74 + (3 + 2a + 4a^2)d1^139d2^74 + (2 + 2a + 2a^2)d1^140d2^74 + (4 + 1a + 1a^2)d1^141d2^74 + (3 + 2a + 0a^2)d1^142d2^74 + (4 + 1a + 4a^2)d1^143d2^74 + (3 + 0a + 1a^2)d1^144d2^74 + (3 + 1a + 2a^2)d1^145d2^74 + (0 + 2a + 4a^2)d1^146d2^74 + (3 + 4a + 3a^2)d1^147d2^74 + (4 + 2a + 2a^2)d1^148d2^74 + (0 + 3a + 4a^2)d1^149d2^74 + (4 + 3a + 4a^2)d1^150d2^74 + (4 + 4a + 3a^2)d1^151d2^74 + (2 + 3a + 0a^2)d1^152d2^74 + (2 + 4a + 4a^2)d1^153d2^74 + (4 + 3a + 2a^2)d1^154d2^74 + (2 + 2a + 3a^2)d1^155d2^74 + (2 + 2a + 4a^2)d1^156d2^74 + (2 + 0a + 3a^2)d1^157d2^74 + (0 + 4a + 4a^2)d1^158d2^74 + (2 + 0a + 4a^2)d1^159d2^74 + (0 + 1a + 0a^2)d1^160d2^74 + (4 + 3a + 4a^2)d1^161d2^74 + (1 + 0a + 2a^2)d1^162d2^74 + (3 + 4a + 2a^2)d1^163d2^74 + (1 + 0a + 3a^2)d1^164d2^74 + (1 + 4a + 2a^2)d1^165d2^74 + (0 + 2a + 1a^2)d1^166d2^74 + (3 + 1a + 1a^2)d1^167d2^74 + (4 + 3a + 3a^2)d1^168d2^74 + (0 + 0a + 3a^2)d1^169d2^74 + (1 + 4a + 3a^2)d1^170d2^74 + (2 + 2a + 2a^2)d1^171d2^74 + (4 + 3a + 2a^2)d1^172d2^74 + (2 + 2a + 4a^2)d1^173d2^74 + (2 + 3a + 3a^2)d1^174d2^74 + (1 + 1a + 2a^2)d1^175d2^74 + (2 + 3a + 2a^2)d1^176d2^74 + (3 + 0a + 2a^2)d1^177d2^74 + (3 + 3a + 0a^2)d1^178d2^74 + (1 + 0a + 3a^2)d1^179d2^74 + (3 + 0a + 2a^2)d1^180d2^74 + (1 + 3a + 3a^2)d1^181d2^74 + (0 + 0a + 3a^2)d1^182d2^74 + (1 + 3a + 3a^2)d1^183d2^74 + (0 + 3a + 2a^2)d1^184d2^74 + (1 + 4a + 4a^2)d1^185d2^74 + (0 + 3a + 2a^2)d1^186d2^74 + (2 + 1a + 2a^2)d1^187d2^74 + (3 + 0a + 2a^2)d1^188d2^74 + (1 + 3a + 3a^2)d1^189d2^74 + (2 + 1a + 4a^2)d1^190d2^74 + (2 + 3a + 2a^2)d1^191d2^74 + (2 + 4a + 0a^2)d1^192d2^74 + (1 + 2a + 4a^2)d1^193d2^74 + (1 + 2a + 2a^2)d1^194d2^74 + (3 + 0a + 4a^2)d1^195d2^74 + (2 + 1a + 0a^2)d1^196d2^74 + (3 + 2a + 3a^2)d1^197d2^74 + (0 + 0a + 2a^2)d1^198d2^74 + (4 + 3a + 0a^2)d1^199d2^74 + (1 + 3a + 2a^2)d1^200d2^74 + (1 + 0a + 3a^2)d1^201d2^74 + (2 + 3a + 1a^2)d1^202d2^74 + (3 + 4a + 3a^2)d1^203d2^74 + (1 + 4a + 3a^2)d1^204d2^74 + (3 + 3a + 1a^2)d1^205d2^74 + (3 + 1a + 4a^2)d1^206d2^74 + (0 + 4a + 3a^2)d1^207d2^74 + (2 + 0a + 0a^2)d1^208d2^74 + (1 + 4a + 0a^2)d1^209d2^74 + (3 + 0a + 3a^2)d1^210d2^74 + (4 + 4a + 3a^2)d1^211d2^74 + (0 + 3a + 4a^2)d1^212d2^74 + (2 + 1a + 1a^2)d1^213d2^74 + (3 + 0a + 2a^2)d1^214d2^74 + (4 + 2a + 0a^2)d1^215d2^74 + (3 + 1a + 4a^2)d1^216d2^74 + (3 + 1a + 4a^2)d1^217d2^74 + (0 + 2a + 4a^2)d1^218d2^74 + (3 + 4a + 0a^2)d1^219d2^74 + (3 + 0a + 2a^2)d1^220d2^74 + (4 + 3a + 2a^2)d1^221d2^74 + (1 + 2a + 4a^2)d1^222d2^74 + (2 + 2a + 4a^2)d1^223d2^74 + (4 + 3a + 2a^2)d1^224d2^74 + (4 + 2a + 3a^2)d1^225d2^74 + (4 + 4a + 3a^2)d1^226d2^74 + (0 + 3a + 2a^2)d1^227d2^74 + (4 + 0a + 3a^2)d1^228d2^74 + (0 + 1a + 2a^2)d1^229d2^74 + (1 + 4a + 2a^2)d1^230d2^74 + (2 + 4a + 3a^2)d1^231d2^74 + (0 + 1a + 3a^2)d1^232d2^74 + (3 + 3a + 0a^2)d1^233d2^74 + (4 + 3a + 3a^2)d1^234d2^74 + (0 + 3a + 1a^2)d1^235d2^74 + (1 + 1a + 1a^2)d1^236d2^74 + (2 + 1a + 1a^2)d1^237d2^74 + (0 + 3a + 3a^2)d1^238d2^74 + (3 + 0a + 3a^2)d1^239d2^74 + (2 + 0a + 0a^2)d1^240d2^74 + (3 + 4a + 2a^2)d1^241d2^74 + (3 + 4a + 1a^2)d1^242d2^74 + (0 + 1a + 2a^2)d1^243d2^74 + (0 + 3a + 2a^2)d1^244d2^74 + (3 + 2a + 2a^2)d1^245d2^74 + (1 + 2a + 1a^2)d1^246d2^74 + (4 + 1a + 1a^2)d1^247d2^74 + (4 + 4a + 1a^2)d1^248d2^74 + (3 + 3a + 0a^2)d1^249d2^74 + (2 + 3a + 1a^2)d1^250d2^74 + (2 + 0a + 1a^2)d1^251d2^74 + (3 + 4a + 2a^2)d1^252d2^74 + (0 + 0a + 1a^2)d1^253d2^74 + (2 + 0a + 2a^2)d1^254d2^74 + (1 + 3a + 0a^2)d1^255d2^74 + (4 + 2a + 2a^2)d1^256d2^74 + (0 + 0a + 2a^2)d1^257d2^74 + (0 + 3a + 4a^2)d1^258d2^74 + (4 + 4a + 3a^2)d1^259d2^74 + (3 + 3a + 2a^2)d1^260d2^74 + (4 + 4a + 3a^2)d1^261d2^74 + (4 + 3a + 2a^2)d1^262d2^74 + (2 + 3a + 4a^2)d1^263d2^74 + (4 + 2a + 4a^2)d1^264d2^74 + (1 + 3a + 3a^2)d1^265d2^74 + (4 + 4a + 0a^2)d1^266d2^74 + (0 + 3a + 2a^2)d1^267d2^74 + (0 + 3a + 4a^2)d1^268d2^74 + (4 + 3a + 2a^2)d1^269d2^74 + (4 + 2a + 3a^2)d1^270d2^74 + (2 + 1a + 1a^2)d1^271d2^74 + (2 + 2a + 4a^2)d1^272d2^74 + (0 + 0a + 1a^2)d1^273d2^74 + (1 + 2a + 0a^2)d1^274d2^74 + (3 + 2a + 0a^2)d1^275d2^74 + (0 + 2a + 0a^2)d1^276d2^74 + (2 + 1a + 3a^2)d1^277d2^74 + (2 + 0a + 2a^2)d1^278d2^74 + (0 + 1a + 4a^2)d1^280d2^74 + (3 + 3a + 3a^2)d1^281d2^74 + (1 + 3a + 0a^2)d1^282d2^74 + (3 + 3a + 4a^2)d1^283d2^74 + (3 + 0a + 2a^2)d1^284d2^74 + (3 + 3a + 1a^2)d1^285d2^74 + (1 + 0a + 4a^2)d1^286d2^74 + (0 + 1a + 3a^2)d1^287d2^74 + (3 + 0a + 3a^2)d1^288d2^74 + (2 + 1a + 0a^2)d1^289d2^74 + (1 + 0a + 4a^2)d1^290d2^74 + (1 + 0a + 2a^2)d1^291d2^74 + (0 + 0a + 2a^2)d1^292d2^74 + (2 + 0a + 0a^2)d1^293d2^74 + (2 + 2a + 2a^2)d2^75 + (0 + 3a + 0a^2)d1^1d2^75 + (4 + 1a + 0a^2)d1^2d2^75 + (1 + 1a + 0a^2)d1^3d2^75 + (0 + 1a + 3a^2)d1^4d2^75 + (0 + 2a + 4a^2)d1^5d2^75 + (4 + 2a + 1a^2)d1^6d2^75 + (0 + 4a + 0a^2)d1^7d2^75 + (4 + 4a + 0a^2)d1^8d2^75 + (1 + 3a + 0a^2)d1^9d2^75 + (2 + 3a + 1a^2)d1^10d2^75 + (3 + 0a + 1a^2)d1^11d2^75 + (3 + 3a + 0a^2)d1^12d2^75 + (2 + 4a + 2a^2)d1^13d2^75 + (2 + 0a + 3a^2)d1^14d2^75 + (4 + 1a + 1a^2)d1^15d2^75 + (1 + 2a + 0a^2)d1^16d2^75 + (4 + 3a + 0a^2)d1^17d2^75 + (0 + 3a + 2a^2)d1^18d2^75 + (3 + 0a + 4a^2)d1^19d2^75 + (2 + 3a + 3a^2)d1^20d2^75 + (0 + 1a + 3a^2)d1^21d2^75 + (4 + 2a + 4a^2)d1^22d2^75 + (3 + 3a + 4a^2)d1^23d2^75 + (3 + 3a + 2a^2)d1^24d2^75 + (4 + 0a + 4a^2)d1^25d2^75 + (1 + 0a + 2a^2)d1^26d2^75 + (2 + 3a + 0a^2)d1^27d2^75 + (2 + 0a + 1a^2)d1^28d2^75 + (1 + 4a + 2a^2)d1^29d2^75 + (0 + 0a + 2a^2)d1^30d2^75 + (0 + 0a + 4a^2)d1^31d2^75 + (3 + 4a + 3a^2)d1^32d2^75 + (4 + 3a + 1a^2)d1^33d2^75 + (4 + 1a + 0a^2)d1^34d2^75 + (2 + 1a + 1a^2)d1^35d2^75 + (3 + 1a + 3a^2)d1^36d2^75 + (4 + 4a + 0a^2)d1^37d2^75 + (0 + 2a + 1a^2)d1^38d2^75 + (2 + 4a + 3a^2)d1^39d2^75 + (0 + 4a + 4a^2)d1^40d2^75 + (2 + 2a + 3a^2)d1^41d2^75 + (0 + 4a + 3a^2)d1^42d2^75 + (3 + 4a + 3a^2)d1^43d2^75 + (3 + 2a + 2a^2)d1^44d2^75 + (3 + 3a + 3a^2)d1^45d2^75 + (1 + 1a + 2a^2)d1^46d2^75 + (1 + 4a + 2a^2)d1^47d2^75 + (1 + 0a + 4a^2)d1^48d2^75 + (2 + 3a + 1a^2)d1^49d2^75 + (1 + 2a + 2a^2)d1^50d2^75 + (3 + 2a + 3a^2)d1^51d2^75 + (3 + 2a + 2a^2)d1^52d2^75 + (3 + 0a + 1a^2)d1^53d2^75 + (0 + 2a + 0a^2)d1^54d2^75 + (2 + 0a + 4a^2)d1^55d2^75 + (1 + 3a + 3a^2)d1^56d2^75 + (2 + 1a + 0a^2)d1^57d2^75 + (3 + 3a + 3a^2)d1^58d2^75 + (2 + 2a + 4a^2)d1^59d2^75 + (0 + 0a + 4a^2)d1^60d2^75 + (2 + 1a + 4a^2)d1^61d2^75 + (0 + 3a + 0a^2)d1^62d2^75 + (4 + 1a + 2a^2)d1^63d2^75 + (3 + 4a + 4a^2)d1^64d2^75 + (3 + 1a + 3a^2)d1^65d2^75 + (2 + 3a + 3a^2)d1^66d2^75 + (2 + 4a + 2a^2)d1^67d2^75 + (1 + 2a + 1a^2)d1^68d2^75 + (2 + 1a + 3a^2)d1^69d2^75 + (1 + 3a + 3a^2)d1^70d2^75 + (2 + 1a + 3a^2)d1^71d2^75 + (0 + 0a + 4a^2)d1^72d2^75 + (0 + 3a + 3a^2)d1^73d2^75 + (2 + 1a + 2a^2)d1^74d2^75 + (0 + 4a + 0a^2)d1^75d2^75 + (4 + 4a + 0a^2)d1^76d2^75 + (2 + 4a + 2a^2)d1^77d2^75 + (0 + 0a + 3a^2)d1^78d2^75 + (2 + 4a + 4a^2)d1^79d2^75 + (0 + 4a + 2a^2)d1^80d2^75 + (1 + 2a + 3a^2)d1^81d2^75 + (1 + 1a + 3a^2)d1^82d2^75 + (2 + 4a + 0a^2)d1^83d2^75 + (4 + 1a + 1a^2)d1^84d2^75 + (2 + 1a + 4a^2)d1^85d2^75 + (3 + 1a + 1a^2)d1^86d2^75 + (4 + 4a + 1a^2)d1^87d2^75 + (0 + 3a + 4a^2)d1^88d2^75 + (4 + 4a + 0a^2)d1^89d2^75 + (3 + 0a + 0a^2)d1^90d2^75 + (1 + 3a + 3a^2)d1^91d2^75 + (3 + 0a + 0a^2)d1^92d2^75 + (0 + 3a + 4a^2)d1^93d2^75 + (3 + 0a + 2a^2)d1^94d2^75 + (0 + 0a + 3a^2)d1^95d2^75 + (1 + 3a + 1a^2)d1^96d2^75 + (0 + 4a + 1a^2)d1^97d2^75 + (3 + 3a + 4a^2)d1^98d2^75 + (0 + 2a + 4a^2)d1^99d2^75 + (0 + 4a + 1a^2)d1^100d2^75 + (4 + 2a + 2a^2)d1^101d2^75 + (2 + 4a + 0a^2)d1^102d2^75 + (1 + 1a + 3a^2)d1^103d2^75 + (2 + 1a + 0a^2)d1^104d2^75 + (1 + 3a + 0a^2)d1^105d2^75 + (2 + 2a + 3a^2)d1^106d2^75 + (1 + 3a + 2a^2)d1^107d2^75 + (4 + 3a + 0a^2)d1^108d2^75 + (1 + 1a + 1a^2)d1^109d2^75 + (0 + 4a + 0a^2)d1^110d2^75 + (0 + 3a + 0a^2)d1^111d2^75 + (2 + 2a + 4a^2)d1^112d2^75 + (4 + 1a + 4a^2)d1^113d2^75 + (3 + 1a + 2a^2)d1^114d2^75 + (3 + 0a + 0a^2)d1^115d2^75 + (1 + 3a + 3a^2)d1^116d2^75 + (3 + 1a + 3a^2)d1^117d2^75 + (2 + 1a + 4a^2)d1^118d2^75 + (4 + 0a + 2a^2)d1^119d2^75 + (2 + 3a + 4a^2)d1^120d2^75 + (4 + 1a + 0a^2)d1^121d2^75 + (0 + 1a + 2a^2)d1^122d2^75 + (4 + 0a + 4a^2)d1^123d2^75 + (3 + 0a + 1a^2)d1^124d2^75 + (3 + 4a + 2a^2)d1^125d2^75 + (0 + 3a + 0a^2)d1^126d2^75 + (4 + 0a + 4a^2)d1^127d2^75 + (3 + 2a + 2a^2)d1^128d2^75 + (0 + 1a + 3a^2)d1^129d2^75 + (0 + 3a + 3a^2)d1^130d2^75 + (3 + 1a + 4a^2)d1^131d2^75 + (2 + 4a + 3a^2)d1^132d2^75 + (2 + 1a + 3a^2)d1^133d2^75 + (4 + 3a + 0a^2)d1^134d2^75 + (4 + 3a + 3a^2)d1^135d2^75 + (4 + 4a + 2a^2)d1^136d2^75 + (3 + 2a + 3a^2)d1^138d2^75 + (2 + 2a + 4a^2)d1^139d2^75 + (1 + 1a + 0a^2)d1^140d2^75 + (3 + 0a + 4a^2)d1^141d2^75 + (0 + 3a + 2a^2)d1^142d2^75 + (4 + 2a + 0a^2)d1^143d2^75 + (4 + 0a + 3a^2)d1^144d2^75 + (4 + 3a + 1a^2)d1^145d2^75 + (0 + 4a + 4a^2)d1^146d2^75 + (1 + 1a + 1a^2)d1^147d2^75 + (3 + 3a + 4a^2)d1^148d2^75 + (4 + 0a + 0a^2)d1^149d2^75 + (4 + 3a + 1a^2)d1^150d2^75 + (1 + 2a + 0a^2)d1^151d2^75 + (1 + 0a + 4a^2)d1^152d2^75 + (1 + 0a + 2a^2)d1^153d2^75 + (1 + 2a + 4a^2)d1^154d2^75 + (2 + 3a + 4a^2)d1^155d2^75 + (3 + 4a + 3a^2)d1^156d2^75 + (0 + 0a + 1a^2)d1^157d2^75 + (2 + 1a + 1a^2)d1^158d2^75 + (0 + 0a + 1a^2)d1^159d2^75 + (1 + 4a + 4a^2)d1^160d2^75 + (0 + 2a + 2a^2)d1^161d2^75 + (1 + 3a + 0a^2)d1^162d2^75 + (0 + 2a + 1a^2)d1^163d2^75 + (1 + 4a + 4a^2)d1^164d2^75 + (3 + 1a + 0a^2)d1^165d2^75 + (1 + 1a + 0a^2)d1^166d2^75 + (0 + 3a + 4a^2)d1^167d2^75 + (0 + 2a + 3a^2)d1^168d2^75 + (0 + 2a + 1a^2)d1^169d2^75 + (2 + 4a + 4a^2)d1^170d2^75 + (4 + 0a + 3a^2)d1^171d2^75 + (1 + 4a + 1a^2)d1^172d2^75 + (3 + 3a + 4a^2)d1^173d2^75 + (4 + 1a + 2a^2)d1^174d2^75 + (0 + 4a + 0a^2)d1^175d2^75 + (3 + 2a + 2a^2)d1^176d2^75 + (1 + 3a + 0a^2)d1^177d2^75 + (3 + 4a + 2a^2)d1^178d2^75 + (1 + 4a + 2a^2)d1^179d2^75 + (4 + 4a + 1a^2)d1^180d2^75 + (0 + 0a + 2a^2)d1^181d2^75 + (0 + 0a + 1a^2)d1^182d2^75 + (2 + 3a + 2a^2)d1^183d2^75 + (3 + 0a + 4a^2)d1^184d2^75 + (3 + 0a + 1a^2)d1^185d2^75 + (4 + 1a + 4a^2)d1^186d2^75 + (2 + 0a + 1a^2)d1^187d2^75 + (3 + 1a + 1a^2)d1^188d2^75 + (1 + 4a + 0a^2)d1^189d2^75 + (0 + 1a + 1a^2)d1^190d2^75 + (0 + 1a + 4a^2)d1^191d2^75 + (4 + 0a + 1a^2)d1^192d2^75 + (0 + 3a + 0a^2)d1^193d2^75 + (0 + 2a + 0a^2)d1^194d2^75 + (3 + 0a + 0a^2)d1^195d2^75 + (2 + 4a + 1a^2)d1^196d2^75 + (1 + 4a + 4a^2)d1^197d2^75 + (0 + 1a + 3a^2)d1^198d2^75 + (1 + 2a + 3a^2)d1^199d2^75 + (1 + 0a + 3a^2)d1^200d2^75 + (1 + 3a + 1a^2)d1^201d2^75 + (0 + 1a + 4a^2)d1^202d2^75 + (2 + 2a + 1a^2)d1^203d2^75 + (0 + 4a + 0a^2)d1^204d2^75 + (2 + 3a + 3a^2)d1^205d2^75 + (0 + 2a + 3a^2)d1^206d2^75 + (2 + 2a + 3a^2)d1^207d2^75 + (4 + 4a + 4a^2)d1^208d2^75 + (2 + 0a + 1a^2)d1^209d2^75 + (3 + 4a + 0a^2)d1^210d2^75 + (3 + 3a + 3a^2)d1^211d2^75 + (1 + 1a + 3a^2)d1^212d2^75 + (4 + 1a + 3a^2)d1^213d2^75 + (3 + 1a + 0a^2)d1^214d2^75 + (2 + 2a + 3a^2)d1^215d2^75 + (4 + 3a + 3a^2)d1^216d2^75 + (3 + 0a + 3a^2)d1^217d2^75 + (4 + 0a + 2a^2)d1^218d2^75 + (4 + 0a + 2a^2)d1^219d2^75 + (0 + 4a + 4a^2)d1^220d2^75 + (2 + 1a + 4a^2)d1^221d2^75 + (0 + 0a + 1a^2)d1^222d2^75 + (0 + 1a + 0a^2)d1^223d2^75 + (0 + 3a + 3a^2)d1^224d2^75 + (4 + 4a + 3a^2)d1^225d2^75 + (4 + 1a + 3a^2)d1^226d2^75 + (3 + 3a + 4a^2)d1^227d2^75 + (1 + 2a + 4a^2)d1^228d2^75 + (3 + 2a + 3a^2)d1^229d2^75 + (0 + 3a + 3a^2)d1^230d2^75 + (2 + 0a + 0a^2)d1^231d2^75 + (1 + 1a + 2a^2)d1^232d2^75 + (3 + 3a + 0a^2)d1^233d2^75 + (4 + 1a + 0a^2)d1^234d2^75 + (3 + 4a + 4a^2)d1^235d2^75 + (4 + 0a + 4a^2)d1^236d2^75 + (3 + 3a + 0a^2)d1^237d2^75 + (2 + 4a + 4a^2)d1^238d2^75 + (1 + 3a + 1a^2)d1^239d2^75 + (2 + 1a + 0a^2)d1^240d2^75 + (0 + 4a + 4a^2)d1^241d2^75 + (3 + 3a + 4a^2)d1^242d2^75 + (4 + 2a + 3a^2)d1^243d2^75 + (4 + 2a + 1a^2)d1^244d2^75 + (4 + 2a + 3a^2)d1^246d2^75 + (1 + 4a + 3a^2)d1^247d2^75 + (1 + 4a + 1a^2)d1^248d2^75 + (0 + 0a + 3a^2)d1^249d2^75 + (1 + 3a + 0a^2)d1^250d2^75 + (1 + 0a + 4a^2)d1^251d2^75 + (2 + 3a + 0a^2)d1^252d2^75 + (3 + 0a + 1a^2)d1^253d2^75 + (4 + 0a + 2a^2)d1^254d2^75 + (1 + 1a + 3a^2)d1^255d2^75 + (0 + 3a + 2a^2)d1^256d2^75 + (1 + 0a + 2a^2)d1^257d2^75 + (3 + 1a + 3a^2)d1^258d2^75 + (3 + 2a + 1a^2)d1^259d2^75 + (0 + 4a + 3a^2)d1^260d2^75 + (4 + 4a + 0a^2)d1^261d2^75 + (3 + 4a + 0a^2)d1^262d2^75 + (0 + 4a + 4a^2)d1^263d2^75 + (0 + 0a + 2a^2)d1^264d2^75 + (2 + 3a + 3a^2)d1^265d2^75 + (4 + 1a + 3a^2)d1^266d2^75 + (2 + 1a + 1a^2)d1^267d2^75 + (3 + 1a + 3a^2)d1^268d2^75 + (0 + 0a + 1a^2)d1^269d2^75 + (4 + 4a + 3a^2)d1^270d2^75 + (0 + 2a + 1a^2)d1^271d2^75 + (1 + 1a + 0a^2)d1^272d2^75 + (3 + 0a + 0a^2)d1^273d2^75 + (4 + 4a + 1a^2)d1^274d2^75 + (3 + 2a + 2a^2)d1^275d2^75 + (4 + 3a + 2a^2)d1^276d2^75 + (3 + 0a + 1a^2)d1^277d2^75 + (4 + 0a + 1a^2)d1^278d2^75 + (1 + 2a + 1a^2)d1^279d2^75 + (3 + 0a + 3a^2)d1^280d2^75 + (0 + 1a + 1a^2)d1^281d2^75 + (0 + 3a + 1a^2)d1^282d2^75 + (3 + 4a + 1a^2)d1^283d2^75 + (0 + 2a + 0a^2)d1^284d2^75 + (3 + 1a + 2a^2)d1^285d2^75 + (4 + 2a + 1a^2)d1^286d2^75 + (0 + 2a + 4a^2)d1^287d2^75 + (0 + 2a + 0a^2)d1^288d2^75 + (0 + 0a + 2a^2)d1^289d2^75 + (3 + 4a + 3a^2)d1^290d2^75 + (4 + 0a + 2a^2)d1^291d2^75 + (4 + 2a + 3a^2)d1^292d2^75 + (4 + 4a + 3a^2)d1^293d2^75 + (2 + 0a + 0a^2)d2^76 + (1 + 0a + 1a^2)d1^1d2^76 + (4 + 1a + 0a^2)d1^2d2^76 + (0 + 3a + 1a^2)d1^3d2^76 + (0 + 0a + 2a^2)d1^4d2^76 + (1 + 4a + 4a^2)d1^5d2^76 + (0 + 0a + 3a^2)d1^6d2^76 + (2 + 3a + 0a^2)d1^7d2^76 + (2 + 1a + 0a^2)d1^8d2^76 + (2 + 1a + 0a^2)d1^9d2^76 + (2 + 3a + 2a^2)d1^10d2^76 + (2 + 0a + 4a^2)d1^11d2^76 + (1 + 3a + 4a^2)d1^12d2^76 + (4 + 4a + 2a^2)d1^13d2^76 + (1 + 4a + 1a^2)d1^14d2^76 + (0 + 3a + 0a^2)d1^15d2^76 + (0 + 4a + 0a^2)d1^16d2^76 + (0 + 2a + 2a^2)d1^17d2^76 + (3 + 0a + 2a^2)d1^18d2^76 + (4 + 1a + 1a^2)d1^19d2^76 + (4 + 1a + 4a^2)d1^20d2^76 + (2 + 3a + 3a^2)d1^21d2^76 + (1 + 0a + 3a^2)d1^22d2^76 + (3 + 2a + 1a^2)d1^23d2^76 + (3 + 3a + 4a^2)d1^24d2^76 + (2 + 4a + 1a^2)d1^25d2^76 + (2 + 0a + 4a^2)d1^26d2^76 + (2 + 2a + 0a^2)d1^27d2^76 + (0 + 3a + 4a^2)d1^28d2^76 + (0 + 3a + 0a^2)d1^29d2^76 + (2 + 1a + 3a^2)d1^30d2^76 + (1 + 1a + 0a^2)d1^31d2^76 + (4 + 2a + 1a^2)d1^32d2^76 + (3 + 1a + 0a^2)d1^33d2^76 + (1 + 3a + 4a^2)d1^34d2^76 + (3 + 1a + 4a^2)d1^35d2^76 + (0 + 3a + 1a^2)d1^36d2^76 + (2 + 0a + 0a^2)d1^37d2^76 + (2 + 0a + 4a^2)d1^38d2^76 + (3 + 1a + 4a^2)d1^39d2^76 + (0 + 2a + 2a^2)d1^40d2^76 + (1 + 1a + 4a^2)d1^41d2^76 + (3 + 0a + 4a^2)d1^42d2^76 + (0 + 2a + 0a^2)d1^43d2^76 + (4 + 3a + 2a^2)d1^44d2^76 + (1 + 1a + 0a^2)d1^45d2^76 + (1 + 1a + 4a^2)d1^46d2^76 + (1 + 2a + 0a^2)d1^47d2^76 + (3 + 0a + 1a^2)d1^48d2^76 + (1 + 4a + 3a^2)d1^49d2^76 + (0 + 4a + 1a^2)d1^50d2^76 + (1 + 0a + 0a^2)d1^51d2^76 + (3 + 1a + 3a^2)d1^52d2^76 + (1 + 1a + 3a^2)d1^53d2^76 + (4 + 2a + 0a^2)d1^54d2^76 + (2 + 0a + 1a^2)d1^55d2^76 + (4 + 2a + 0a^2)d1^56d2^76 + (1 + 3a + 0a^2)d1^57d2^76 + (3 + 0a + 1a^2)d1^58d2^76 + (3 + 2a + 3a^2)d1^59d2^76 + (2 + 3a + 3a^2)d1^60d2^76 + (1 + 3a + 1a^2)d1^61d2^76 + (1 + 2a + 1a^2)d1^62d2^76 + (4 + 1a + 3a^2)d1^63d2^76 + (4 + 1a + 2a^2)d1^64d2^76 + (0 + 0a + 1a^2)d1^65d2^76 + (4 + 1a + 0a^2)d1^66d2^76 + (3 + 4a + 1a^2)d1^67d2^76 + (2 + 3a + 0a^2)d1^68d2^76 + (2 + 0a + 2a^2)d1^69d2^76 + (2 + 4a + 0a^2)d1^70d2^76 + (3 + 3a + 0a^2)d1^71d2^76 + (3 + 4a + 3a^2)d1^72d2^76 + (4 + 4a + 4a^2)d1^73d2^76 + (0 + 1a + 1a^2)d1^74d2^76 + (3 + 2a + 0a^2)d1^75d2^76 + (0 + 1a + 2a^2)d1^76d2^76 + (0 + 3a + 3a^2)d1^77d2^76 + (3 + 0a + 4a^2)d1^78d2^76 + (1 + 2a + 4a^2)d1^79d2^76 + (0 + 2a + 0a^2)d1^80d2^76 + (3 + 3a + 2a^2)d1^81d2^76 + (1 + 3a + 0a^2)d1^82d2^76 + (3 + 2a + 3a^2)d1^83d2^76 + (3 + 2a + 2a^2)d1^84d2^76 + (4 + 1a + 1a^2)d1^85d2^76 + (1 + 2a + 2a^2)d1^86d2^76 + (1 + 0a + 0a^2)d1^87d2^76 + (2 + 3a + 3a^2)d1^88d2^76 + (0 + 0a + 3a^2)d1^89d2^76 + (2 + 4a + 0a^2)d1^90d2^76 + (3 + 0a + 3a^2)d1^91d2^76 + (3 + 0a + 2a^2)d1^92d2^76 + (3 + 0a + 0a^2)d1^93d2^76 + (1 + 2a + 3a^2)d1^94d2^76 + (3 + 0a + 2a^2)d1^95d2^76 + (3 + 0a + 1a^2)d1^96d2^76 + (3 + 2a + 0a^2)d1^97d2^76 + (1 + 0a + 1a^2)d1^98d2^76 + (0 + 3a + 1a^2)d1^99d2^76 + (4 + 2a + 3a^2)d1^100d2^76 + (3 + 0a + 2a^2)d1^101d2^76 + (2 + 4a + 4a^2)d1^102d2^76 + (1 + 1a + 1a^2)d1^103d2^76 + (3 + 1a + 3a^2)d1^104d2^76 + (2 + 0a + 3a^2)d1^105d2^76 + (4 + 4a + 0a^2)d1^106d2^76 + (3 + 2a + 0a^2)d1^107d2^76 + (2 + 2a + 2a^2)d1^108d2^76 + (2 + 2a + 2a^2)d1^109d2^76 + (2 + 4a + 2a^2)d1^110d2^76 + (1 + 3a + 3a^2)d1^111d2^76 + (1 + 3a + 4a^2)d1^112d2^76 + (4 + 1a + 3a^2)d1^113d2^76 + (1 + 4a + 2a^2)d1^114d2^76 + (1 + 2a + 0a^2)d1^115d2^76 + (0 + 2a + 1a^2)d1^116d2^76 + (1 + 0a + 2a^2)d1^117d2^76 + (0 + 4a + 1a^2)d1^118d2^76 + (0 + 4a + 1a^2)d1^119d2^76 + (3 + 2a + 3a^2)d1^120d2^76 + (0 + 4a + 1a^2)d1^121d2^76 + (4 + 2a + 4a^2)d1^122d2^76 + (3 + 2a + 0a^2)d1^123d2^76 + (1 + 0a + 4a^2)d1^125d2^76 + (4 + 0a + 1a^2)d1^126d2^76 + (4 + 2a + 0a^2)d1^127d2^76 + (0 + 2a + 3a^2)d1^128d2^76 + (1 + 1a + 4a^2)d1^129d2^76 + (0 + 2a + 4a^2)d1^130d2^76 + (4 + 2a + 0a^2)d1^131d2^76 + (3 + 4a + 1a^2)d1^132d2^76 + (0 + 1a + 1a^2)d1^133d2^76 + (0 + 4a + 1a^2)d1^134d2^76 + (3 + 3a + 3a^2)d1^135d2^76 + (0 + 1a + 0a^2)d1^136d2^76 + (1 + 4a + 2a^2)d1^137d2^76 + (0 + 3a + 2a^2)d1^138d2^76 + (3 + 3a + 1a^2)d1^139d2^76 + (4 + 3a + 2a^2)d1^140d2^76 + (2 + 4a + 3a^2)d1^141d2^76 + (0 + 3a + 0a^2)d1^142d2^76 + (3 + 0a + 2a^2)d1^143d2^76 + (3 + 2a + 2a^2)d1^144d2^76 + (3 + 1a + 3a^2)d1^145d2^76 + (1 + 2a + 4a^2)d1^146d2^76 + (2 + 2a + 3a^2)d1^147d2^76 + (3 + 4a + 3a^2)d1^148d2^76 + (0 + 1a + 0a^2)d1^149d2^76 + (4 + 4a + 0a^2)d1^150d2^76 + (0 + 1a + 2a^2)d1^151d2^76 + (1 + 3a + 0a^2)d1^152d2^76 + (4 + 4a + 2a^2)d1^153d2^76 + (0 + 4a + 3a^2)d1^154d2^76 + (2 + 2a + 4a^2)d1^155d2^76 + (0 + 4a + 3a^2)d1^156d2^76 + (4 + 0a + 1a^2)d1^157d2^76 + (1 + 3a + 0a^2)d1^158d2^76 + (4 + 2a + 3a^2)d1^159d2^76 + (4 + 2a + 4a^2)d1^160d2^76 + (3 + 4a + 0a^2)d1^161d2^76 + (1 + 1a + 1a^2)d1^162d2^76 + (3 + 3a + 0a^2)d1^163d2^76 + (3 + 4a + 4a^2)d1^164d2^76 + (2 + 2a + 0a^2)d1^165d2^76 + (3 + 0a + 1a^2)d1^166d2^76 + (4 + 2a + 2a^2)d1^167d2^76 + (2 + 2a + 4a^2)d1^168d2^76 + (1 + 4a + 1a^2)d1^169d2^76 + (4 + 0a + 1a^2)d1^171d2^76 + (2 + 0a + 4a^2)d1^172d2^76 + (4 + 1a + 2a^2)d1^173d2^76 + (4 + 4a + 3a^2)d1^174d2^76 + (0 + 1a + 2a^2)d1^175d2^76 + (1 + 1a + 3a^2)d1^176d2^76 + (4 + 2a + 3a^2)d1^177d2^76 + (3 + 3a + 1a^2)d1^178d2^76 + (3 + 1a + 3a^2)d1^179d2^76 + (3 + 1a + 4a^2)d1^180d2^76 + (1 + 4a + 0a^2)d1^181d2^76 + (1 + 1a + 3a^2)d1^182d2^76 + (2 + 0a + 0a^2)d1^183d2^76 + (2 + 4a + 3a^2)d1^184d2^76 + (2 + 0a + 4a^2)d1^185d2^76 + (2 + 3a + 2a^2)d1^186d2^76 + (1 + 1a + 4a^2)d1^187d2^76 + (2 + 2a + 1a^2)d1^188d2^76 + (3 + 4a + 4a^2)d1^189d2^76 + (2 + 1a + 0a^2)d1^190d2^76 + (4 + 2a + 1a^2)d1^191d2^76 + (3 + 4a + 3a^2)d1^192d2^76 + (1 + 0a + 3a^2)d1^193d2^76 + (1 + 2a + 0a^2)d1^194d2^76 + (4 + 2a + 3a^2)d1^195d2^76 + (3 + 0a + 2a^2)d1^196d2^76 + (0 + 1a + 1a^2)d1^197d2^76 + (0 + 0a + 2a^2)d1^198d2^76 + (1 + 0a + 2a^2)d1^199d2^76 + (2 + 0a + 2a^2)d1^200d2^76 + (2 + 4a + 4a^2)d1^201d2^76 + (3 + 2a + 3a^2)d1^202d2^76 + (4 + 1a + 2a^2)d1^203d2^76 + (2 + 1a + 4a^2)d1^204d2^76 + (4 + 2a + 0a^2)d1^205d2^76 + (1 + 4a + 3a^2)d1^206d2^76 + (3 + 1a + 3a^2)d1^207d2^76 + (0 + 2a + 2a^2)d1^208d2^76 + (3 + 3a + 0a^2)d1^209d2^76 + (0 + 3a + 0a^2)d1^210d2^76 + (0 + 2a + 1a^2)d1^211d2^76 + (2 + 3a + 2a^2)d1^212d2^76 + (4 + 4a + 0a^2)d1^213d2^76 + (4 + 2a + 0a^2)d1^214d2^76 + (0 + 3a + 3a^2)d1^215d2^76 + (1 + 3a + 0a^2)d1^216d2^76 + (4 + 0a + 4a^2)d1^217d2^76 + (2 + 3a + 1a^2)d1^218d2^76 + (0 + 1a + 1a^2)d1^219d2^76 + (2 + 2a + 1a^2)d1^220d2^76 + (0 + 0a + 4a^2)d1^221d2^76 + (2 + 1a + 0a^2)d1^222d2^76 + (1 + 0a + 1a^2)d1^223d2^76 + (4 + 3a + 1a^2)d1^224d2^76 + (0 + 1a + 3a^2)d1^225d2^76 + (2 + 4a + 2a^2)d1^226d2^76 + (4 + 2a + 3a^2)d1^227d2^76 + (0 + 0a + 2a^2)d1^228d2^76 + (2 + 4a + 1a^2)d1^229d2^76 + (3 + 4a + 4a^2)d1^230d2^76 + (4 + 4a + 3a^2)d1^231d2^76 + (2 + 3a + 3a^2)d1^232d2^76 + (3 + 3a + 1a^2)d1^233d2^76 + (0 + 2a + 1a^2)d1^234d2^76 + (4 + 4a + 0a^2)d1^235d2^76 + (2 + 1a + 3a^2)d1^236d2^76 + (3 + 1a + 4a^2)d1^237d2^76 + (1 + 0a + 0a^2)d1^238d2^76 + (0 + 3a + 0a^2)d1^239d2^76 + (3 + 4a + 1a^2)d1^240d2^76 + (3 + 3a + 4a^2)d1^241d2^76 + (1 + 4a + 3a^2)d1^242d2^76 + (0 + 4a + 2a^2)d1^243d2^76 + (0 + 0a + 1a^2)d1^244d2^76 + (2 + 4a + 3a^2)d1^245d2^76 + (4 + 3a + 3a^2)d1^246d2^76 + (2 + 0a + 3a^2)d1^247d2^76 + (0 + 1a + 2a^2)d1^248d2^76 + (4 + 0a + 4a^2)d1^249d2^76 + (3 + 1a + 2a^2)d1^250d2^76 + (1 + 4a + 4a^2)d1^251d2^76 + (4 + 0a + 2a^2)d1^252d2^76 + (4 + 3a + 3a^2)d1^253d2^76 + (2 + 0a + 3a^2)d1^254d2^76 + (2 + 1a + 1a^2)d1^255d2^76 + (1 + 3a + 3a^2)d1^256d2^76 + (0 + 1a + 4a^2)d1^257d2^76 + (1 + 3a + 0a^2)d1^258d2^76 + (3 + 1a + 1a^2)d1^259d2^76 + (2 + 4a + 1a^2)d1^260d2^76 + (4 + 2a + 4a^2)d1^261d2^76 + (2 + 1a + 2a^2)d1^262d2^76 + (3 + 1a + 2a^2)d1^263d2^76 + (3 + 2a + 4a^2)d1^264d2^76 + (2 + 0a + 2a^2)d1^265d2^76 + (2 + 0a + 0a^2)d1^266d2^76 + (4 + 3a + 1a^2)d1^267d2^76 + (3 + 1a + 2a^2)d1^268d2^76 + (0 + 3a + 0a^2)d1^269d2^76 + (4 + 4a + 0a^2)d1^270d2^76 + (3 + 2a + 2a^2)d1^271d2^76 + (3 + 0a + 4a^2)d1^273d2^76 + (4 + 1a + 0a^2)d1^274d2^76 + (1 + 2a + 1a^2)d1^275d2^76 + (2 + 0a + 2a^2)d1^276d2^76 + (2 + 3a + 2a^2)d1^277d2^76 + (1 + 3a + 3a^2)d1^278d2^76 + (3 + 4a + 0a^2)d1^279d2^76 + (4 + 4a + 3a^2)d1^280d2^76 + (0 + 3a + 3a^2)d1^281d2^76 + (4 + 0a + 0a^2)d1^282d2^76 + (4 + 2a + 3a^2)d1^283d2^76 + (4 + 3a + 1a^2)d1^284d2^76 + (0 + 1a + 3a^2)d1^285d2^76 + (2 + 2a + 3a^2)d1^286d2^76 + (1 + 1a + 2a^2)d1^287d2^76 + (0 + 0a + 3a^2)d1^288d2^76 + (0 + 2a + 0a^2)d1^289d2^76 + (1 + 4a + 1a^2)d1^290d2^76 + (4 + 4a + 2a^2)d1^291d2^76 + (4 + 2a + 2a^2)d1^292d2^76 + (2 + 3a + 0a^2)d1^293d2^76 + (0 + 1a + 1a^2)d2^77 + (4 + 4a + 3a^2)d1^1d2^77 + (0 + 4a + 2a^2)d1^2d2^77 + (3 + 3a + 1a^2)d1^3d2^77 + (0 + 1a + 3a^2)d1^4d2^77 + (3 + 3a + 0a^2)d1^5d2^77 + (1 + 4a + 3a^2)d1^6d2^77 + (2 + 3a + 4a^2)d1^7d2^77 + (3 + 3a + 2a^2)d1^8d2^77 + (4 + 1a + 1a^2)d1^9d2^77 + (4 + 1a + 4a^2)d1^10d2^77 + (2 + 0a + 2a^2)d1^11d2^77 + (4 + 3a + 0a^2)d1^12d2^77 + (1 + 4a + 3a^2)d1^13d2^77 + (1 + 4a + 2a^2)d1^14d2^77 + (1 + 2a + 4a^2)d1^15d2^77 + (1 + 1a + 0a^2)d1^16d2^77 + (4 + 3a + 3a^2)d1^17d2^77 + (1 + 1a + 2a^2)d1^18d2^77 + (0 + 2a + 3a^2)d1^19d2^77 + (2 + 0a + 3a^2)d1^20d2^77 + (1 + 3a + 1a^2)d1^21d2^77 + (1 + 0a + 0a^2)d1^22d2^77 + (3 + 4a + 0a^2)d1^23d2^77 + (1 + 1a + 1a^2)d1^24d2^77 + (2 + 0a + 1a^2)d1^25d2^77 + (2 + 4a + 4a^2)d1^26d2^77 + (1 + 0a + 3a^2)d1^27d2^77 + (3 + 1a + 1a^2)d1^28d2^77 + (0 + 2a + 0a^2)d1^29d2^77 + (4 + 0a + 4a^2)d1^30d2^77 + (4 + 3a + 2a^2)d1^31d2^77 + (3 + 1a + 3a^2)d1^32d2^77 + (1 + 3a + 3a^2)d1^33d2^77 + (2 + 4a + 2a^2)d1^34d2^77 + (0 + 4a + 1a^2)d1^35d2^77 + (3 + 0a + 1a^2)d1^36d2^77 + (4 + 3a + 0a^2)d1^37d2^77 + (0 + 4a + 1a^2)d1^38d2^77 + (0 + 1a + 0a^2)d1^39d2^77 + (3 + 0a + 1a^2)d1^40d2^77 + (2 + 3a + 4a^2)d1^41d2^77 + (0 + 0a + 3a^2)d1^42d2^77 + (4 + 1a + 2a^2)d1^43d2^77 + (1 + 2a + 0a^2)d1^44d2^77 + (3 + 2a + 4a^2)d1^45d2^77 + (3 + 1a + 3a^2)d1^46d2^77 + (1 + 2a + 1a^2)d1^47d2^77 + (4 + 1a + 2a^2)d1^48d2^77 + (0 + 1a + 4a^2)d1^49d2^77 + (0 + 1a + 1a^2)d1^50d2^77 + (0 + 2a + 2a^2)d1^51d2^77 + (4 + 1a + 0a^2)d1^52d2^77 + (0 + 3a + 3a^2)d1^53d2^77 + (3 + 3a + 4a^2)d1^54d2^77 + (3 + 0a + 2a^2)d1^55d2^77 + (2 + 4a + 4a^2)d1^56d2^77 + (1 + 3a + 1a^2)d1^57d2^77 + (1 + 1a + 3a^2)d1^58d2^77 + (4 + 3a + 0a^2)d1^59d2^77 + (0 + 2a + 0a^2)d1^60d2^77 + (1 + 1a + 3a^2)d1^61d2^77 + (1 + 3a + 1a^2)d1^62d2^77 + (1 + 3a + 4a^2)d1^63d2^77 + (0 + 1a + 1a^2)d1^64d2^77 + (2 + 1a + 0a^2)d1^65d2^77 + (3 + 4a + 2a^2)d1^66d2^77 + (1 + 0a + 2a^2)d1^67d2^77 + (3 + 2a + 4a^2)d1^68d2^77 + (0 + 0a + 1a^2)d1^69d2^77 + (2 + 0a + 1a^2)d1^70d2^77 + (4 + 2a + 2a^2)d1^71d2^77 + (2 + 0a + 2a^2)d1^72d2^77 + (3 + 1a + 1a^2)d1^73d2^77 + (1 + 3a + 1a^2)d1^74d2^77 + (4 + 4a + 3a^2)d1^75d2^77 + (0 + 3a + 4a^2)d1^76d2^77 + (3 + 2a + 4a^2)d1^77d2^77 + (4 + 4a + 0a^2)d1^78d2^77 + (0 + 2a + 3a^2)d1^79d2^77 + (3 + 2a + 1a^2)d1^80d2^77 + (2 + 1a + 3a^2)d1^81d2^77 + (0 + 3a + 0a^2)d1^82d2^77 + (3 + 1a + 1a^2)d1^83d2^77 + (2 + 2a + 2a^2)d1^84d2^77 + (1 + 1a + 3a^2)d1^85d2^77 + (0 + 4a + 1a^2)d1^86d2^77 + (4 + 1a + 2a^2)d1^87d2^77 + (2 + 1a + 1a^2)d1^88d2^77 + (4 + 2a + 4a^2)d1^89d2^77 + (3 + 3a + 1a^2)d1^90d2^77 + (3 + 2a + 4a^2)d1^91d2^77 + (0 + 4a + 2a^2)d1^92d2^77 + (1 + 2a + 0a^2)d1^93d2^77 + (0 + 3a + 0a^2)d1^94d2^77 + (3 + 0a + 3a^2)d1^95d2^77 + (4 + 2a + 2a^2)d1^96d2^77 + (2 + 1a + 4a^2)d1^97d2^77 + (2 + 4a + 0a^2)d1^98d2^77 + (4 + 2a + 4a^2)d1^99d2^77 + (4 + 3a + 1a^2)d1^100d2^77 + (3 + 2a + 0a^2)d1^101d2^77 + (1 + 0a + 0a^2)d1^102d2^77 + (3 + 0a + 2a^2)d1^103d2^77 + (3 + 2a + 1a^2)d1^104d2^77 + (0 + 1a + 0a^2)d1^105d2^77 + (3 + 1a + 0a^2)d1^106d2^77 + (4 + 2a + 0a^2)d1^107d2^77 + (1 + 0a + 0a^2)d1^108d2^77 + (2 + 1a + 3a^2)d1^109d2^77 + (0 + 4a + 3a^2)d1^110d2^77 + (3 + 3a + 2a^2)d1^111d2^77 + (1 + 0a + 0a^2)d1^112d2^77 + (0 + 3a + 0a^2)d1^113d2^77 + (4 + 4a + 2a^2)d1^114d2^77 + (4 + 4a + 1a^2)d1^115d2^77 + (4 + 4a + 4a^2)d1^116d2^77 + (4 + 3a + 4a^2)d1^117d2^77 + (4 + 4a + 4a^2)d1^118d2^77 + (2 + 0a + 3a^2)d1^119d2^77 + (3 + 4a + 2a^2)d1^120d2^77 + (2 + 4a + 3a^2)d1^121d2^77 + (1 + 1a + 3a^2)d1^122d2^77 + (0 + 1a + 2a^2)d1^123d2^77 + (4 + 2a + 0a^2)d1^124d2^77 + (0 + 1a + 3a^2)d1^125d2^77 + (1 + 1a + 2a^2)d1^126d2^77 + (0 + 3a + 3a^2)d1^127d2^77 + (4 + 4a + 1a^2)d1^128d2^77 + (4 + 2a + 1a^2)d1^129d2^77 + (1 + 3a + 2a^2)d1^130d2^77 + (3 + 0a + 2a^2)d1^132d2^77 + (4 + 0a + 4a^2)d1^133d2^77 + (4 + 4a + 3a^2)d1^134d2^77 + (3 + 4a + 1a^2)d1^135d2^77 + (3 + 1a + 0a^2)d1^136d2^77 + (1 + 1a + 1a^2)d1^137d2^77 + (2 + 2a + 2a^2)d1^138d2^77 + (2 + 4a + 3a^2)d1^140d2^77 + (4 + 4a + 4a^2)d1^141d2^77 + (4 + 2a + 1a^2)d1^142d2^77 + (0 + 4a + 4a^2)d1^143d2^77 + (4 + 0a + 4a^2)d1^144d2^77 + (4 + 3a + 4a^2)d1^145d2^77 + (1 + 3a + 1a^2)d1^146d2^77 + (2 + 3a + 4a^2)d1^147d2^77 + (3 + 3a + 3a^2)d1^148d2^77 + (3 + 1a + 4a^2)d1^149d2^77 + (4 + 4a + 4a^2)d1^150d2^77 + (4 + 4a + 1a^2)d1^151d2^77 + (1 + 0a + 0a^2)d1^152d2^77 + (4 + 0a + 2a^2)d1^153d2^77 + (0 + 4a + 4a^2)d1^154d2^77 + (1 + 0a + 1a^2)d1^155d2^77 + (4 + 3a + 1a^2)d1^156d2^77 + (1 + 4a + 2a^2)d1^157d2^77 + (3 + 2a + 0a^2)d1^158d2^77 + (3 + 1a + 4a^2)d1^159d2^77 + (1 + 0a + 1a^2)d1^160d2^77 + (4 + 4a + 2a^2)d1^161d2^77 + (1 + 2a + 2a^2)d1^162d2^77 + (3 + 4a + 4a^2)d1^163d2^77 + (0 + 4a + 0a^2)d1^164d2^77 + (2 + 3a + 1a^2)d1^165d2^77 + (2 + 0a + 4a^2)d1^166d2^77 + (2 + 3a + 3a^2)d1^167d2^77 + (3 + 4a + 0a^2)d1^168d2^77 + (2 + 0a + 0a^2)d1^169d2^77 + (0 + 4a + 3a^2)d1^170d2^77 + (3 + 2a + 2a^2)d1^171d2^77 + (2 + 3a + 2a^2)d1^172d2^77 + (0 + 1a + 3a^2)d1^173d2^77 + (3 + 3a + 2a^2)d1^174d2^77 + (2 + 0a + 4a^2)d1^175d2^77 + (3 + 2a + 1a^2)d1^176d2^77 + (3 + 2a + 0a^2)d1^177d2^77 + (3 + 2a + 3a^2)d1^178d2^77 + (3 + 2a + 0a^2)d1^179d2^77 + (1 + 3a + 4a^2)d1^180d2^77 + (2 + 4a + 2a^2)d1^181d2^77 + (1 + 1a + 1a^2)d1^182d2^77 + (1 + 2a + 4a^2)d1^183d2^77 + (2 + 2a + 0a^2)d1^184d2^77 + (0 + 3a + 4a^2)d1^185d2^77 + (4 + 2a + 0a^2)d1^186d2^77 + (3 + 0a + 3a^2)d1^187d2^77 + (2 + 2a + 2a^2)d1^188d2^77 + (1 + 1a + 3a^2)d1^189d2^77 + (4 + 1a + 2a^2)d1^190d2^77 + (0 + 2a + 4a^2)d1^191d2^77 + (1 + 4a + 3a^2)d1^192d2^77 + (3 + 2a + 2a^2)d1^193d2^77 + (2 + 1a + 3a^2)d1^194d2^77 + (3 + 4a + 4a^2)d1^195d2^77 + (4 + 3a + 4a^2)d1^196d2^77 + (3 + 0a + 4a^2)d1^197d2^77 + (2 + 1a + 3a^2)d1^198d2^77 + (0 + 4a + 0a^2)d1^199d2^77 + (4 + 4a + 4a^2)d1^200d2^77 + (3 + 0a + 1a^2)d1^201d2^77 + (2 + 4a + 4a^2)d1^202d2^77 + (2 + 2a + 4a^2)d1^203d2^77 + (4 + 4a + 3a^2)d1^204d2^77 + (0 + 4a + 3a^2)d1^205d2^77 + (4 + 2a + 0a^2)d1^206d2^77 + (4 + 4a + 3a^2)d1^207d2^77 + (2 + 4a + 2a^2)d1^208d2^77 + (2 + 3a + 0a^2)d1^209d2^77 + (3 + 2a + 4a^2)d1^210d2^77 + (4 + 3a + 4a^2)d1^211d2^77 + (1 + 1a + 0a^2)d1^212d2^77 + (4 + 0a + 3a^2)d1^213d2^77 + (2 + 2a + 1a^2)d1^214d2^77 + (1 + 3a + 0a^2)d1^215d2^77 + (0 + 3a + 3a^2)d1^216d2^77 + (1 + 1a + 4a^2)d1^217d2^77 + (1 + 1a + 2a^2)d1^218d2^77 + (3 + 3a + 0a^2)d1^219d2^77 + (3 + 4a + 0a^2)d1^220d2^77 + (0 + 0a + 1a^2)d1^221d2^77 + (1 + 1a + 3a^2)d1^222d2^77 + (4 + 4a + 1a^2)d1^223d2^77 + (4 + 4a + 0a^2)d1^224d2^77 + (4 + 0a + 0a^2)d1^225d2^77 + (4 + 1a + 3a^2)d1^226d2^77 + (0 + 4a + 3a^2)d1^227d2^77 + (3 + 3a + 1a^2)d1^228d2^77 + (1 + 1a + 0a^2)d1^229d2^77 + (4 + 0a + 1a^2)d1^230d2^77 + (3 + 3a + 1a^2)d1^231d2^77 + (3 + 3a + 3a^2)d1^232d2^77 + (3 + 0a + 3a^2)d1^233d2^77 + (1 + 0a + 2a^2)d1^234d2^77 + (2 + 1a + 2a^2)d1^235d2^77 + (3 + 1a + 1a^2)d1^236d2^77 + (1 + 0a + 4a^2)d1^237d2^77 + (2 + 4a + 1a^2)d1^238d2^77 + (3 + 0a + 4a^2)d1^239d2^77 + (1 + 4a + 0a^2)d1^240d2^77 + (1 + 2a + 0a^2)d1^241d2^77 + (3 + 0a + 1a^2)d1^242d2^77 + (4 + 3a + 0a^2)d1^243d2^77 + (0 + 1a + 0a^2)d1^244d2^77 + (2 + 2a + 0a^2)d1^245d2^77 + (2 + 1a + 3a^2)d1^246d2^77 + (3 + 3a + 4a^2)d1^247d2^77 + (3 + 4a + 2a^2)d1^248d2^77 + (3 + 3a + 0a^2)d1^249d2^77 + (4 + 3a + 1a^2)d1^250d2^77 + (1 + 2a + 1a^2)d1^251d2^77 + (2 + 1a + 4a^2)d1^252d2^77 + (2 + 4a + 1a^2)d1^253d2^77 + (3 + 3a + 4a^2)d1^254d2^77 + (0 + 0a + 4a^2)d1^255d2^77 + (0 + 0a + 2a^2)d1^256d2^77 + (3 + 0a + 3a^2)d1^257d2^77 + (2 + 4a + 1a^2)d1^258d2^77 + (1 + 4a + 0a^2)d1^259d2^77 + (4 + 2a + 2a^2)d1^260d2^77 + (1 + 0a + 2a^2)d1^261d2^77 + (1 + 1a + 0a^2)d1^263d2^77 + (1 + 4a + 2a^2)d1^264d2^77 + (3 + 1a + 2a^2)d1^265d2^77 + (3 + 3a + 3a^2)d1^266d2^77 + (0 + 3a + 3a^2)d1^267d2^77 + (0 + 1a + 4a^2)d1^268d2^77 + (1 + 4a + 2a^2)d1^269d2^77 + (1 + 1a + 2a^2)d1^270d2^77 + (1 + 3a + 2a^2)d1^271d2^77 + (2 + 3a + 1a^2)d1^272d2^77 + (3 + 4a + 4a^2)d1^273d2^77 + (1 + 0a + 0a^2)d1^274d2^77 + (3 + 2a + 1a^2)d1^275d2^77 + (3 + 4a + 1a^2)d1^276d2^77 + (3 + 4a + 2a^2)d1^277d2^77 + (3 + 1a + 1a^2)d1^278d2^77 + (3 + 1a + 3a^2)d1^279d2^77 + (4 + 1a + 1a^2)d1^280d2^77 + (0 + 4a + 0a^2)d1^281d2^77 + (4 + 4a + 4a^2)d1^282d2^77 + (2 + 2a + 2a^2)d1^283d2^77 + (1 + 3a + 4a^2)d1^284d2^77 + (3 + 0a + 4a^2)d1^285d2^77 + (0 + 4a + 4a^2)d1^286d2^77 + (3 + 3a + 1a^2)d1^287d2^77 + (4 + 4a + 4a^2)d1^288d2^77 + (3 + 4a + 1a^2)d1^289d2^77 + (1 + 4a + 3a^2)d1^290d2^77 + (4 + 4a + 4a^2)d1^291d2^77 + (4 + 0a + 3a^2)d1^292d2^77 + (2 + 2a + 3a^2)d1^293d2^77 + (1 + 3a + 3a^2)d2^78 + (4 + 4a + 3a^2)d1^1d2^78 + (2 + 2a + 1a^2)d1^2d2^78 + (0 + 1a + 1a^2)d1^3d2^78 + (0 + 4a + 4a^2)d1^4d2^78 + (4 + 2a + 2a^2)d1^5d2^78 + (0 + 0a + 1a^2)d1^6d2^78 + (3 + 4a + 3a^2)d1^7d2^78 + (4 + 4a + 4a^2)d1^8d2^78 + (0 + 4a + 0a^2)d1^9d2^78 + (1 + 0a + 0a^2)d1^10d2^78 + (2 + 2a + 3a^2)d1^11d2^78 + (1 + 0a + 2a^2)d1^12d2^78 + (0 + 4a + 4a^2)d1^13d2^78 + (4 + 2a + 2a^2)d1^14d2^78 + (1 + 0a + 0a^2)d1^15d2^78 + (2 + 2a + 0a^2)d1^16d2^78 + (2 + 2a + 2a^2)d1^17d2^78 + (3 + 0a + 2a^2)d1^18d2^78 + (4 + 3a + 2a^2)d1^19d2^78 + (0 + 4a + 2a^2)d1^20d2^78 + (1 + 1a + 4a^2)d1^21d2^78 + (1 + 2a + 1a^2)d1^22d2^78 + (2 + 4a + 1a^2)d1^23d2^78 + (1 + 1a + 1a^2)d1^24d2^78 + (3 + 3a + 3a^2)d1^25d2^78 + (0 + 1a + 4a^2)d1^26d2^78 + (1 + 1a + 4a^2)d1^27d2^78 + (2 + 4a + 2a^2)d1^28d2^78 + (1 + 4a + 3a^2)d1^29d2^78 + (4 + 4a + 0a^2)d1^30d2^78 + (3 + 2a + 1a^2)d1^31d2^78 + (3 + 2a + 2a^2)d1^32d2^78 + (3 + 3a + 1a^2)d1^33d2^78 + (4 + 4a + 4a^2)d1^34d2^78 + (2 + 4a + 1a^2)d1^35d2^78 + (2 + 4a + 0a^2)d1^36d2^78 + (2 + 3a + 4a^2)d1^37d2^78 + (2 + 2a + 2a^2)d1^38d2^78 + (2 + 3a + 0a^2)d1^39d2^78 + (1 + 3a + 1a^2)d1^40d2^78 + (4 + 0a + 4a^2)d1^41d2^78 + (1 + 0a + 2a^2)d1^42d2^78 + (1 + 2a + 1a^2)d1^43d2^78 + (1 + 0a + 1a^2)d1^44d2^78 + (0 + 2a + 1a^2)d1^45d2^78 + (0 + 4a + 0a^2)d1^46d2^78 + (2 + 4a + 4a^2)d1^47d2^78 + (3 + 2a + 3a^2)d1^48d2^78 + (0 + 2a + 2a^2)d1^49d2^78 + (0 + 1a + 1a^2)d1^50d2^78 + (1 + 3a + 0a^2)d1^51d2^78 + (4 + 3a + 3a^2)d1^52d2^78 + (1 + 2a + 3a^2)d1^53d2^78 + (3 + 0a + 4a^2)d1^54d2^78 + (4 + 1a + 4a^2)d1^55d2^78 + (0 + 0a + 3a^2)d1^56d2^78 + (0 + 1a + 2a^2)d1^57d2^78 + (4 + 3a + 0a^2)d1^58d2^78 + (3 + 0a + 0a^2)d1^59d2^78 + (0 + 0a + 4a^2)d1^60d2^78 + (0 + 3a + 0a^2)d1^61d2^78 + (0 + 2a + 4a^2)d1^62d2^78 + (3 + 2a + 1a^2)d1^63d2^78 + (2 + 1a + 2a^2)d1^64d2^78 + (3 + 0a + 4a^2)d1^65d2^78 + (2 + 0a + 0a^2)d1^66d2^78 + (4 + 3a + 0a^2)d1^67d2^78 + (0 + 1a + 3a^2)d1^68d2^78 + (0 + 1a + 2a^2)d1^69d2^78 + (3 + 0a + 2a^2)d1^70d2^78 + (4 + 3a + 3a^2)d1^71d2^78 + (3 + 1a + 4a^2)d1^72d2^78 + (0 + 1a + 3a^2)d1^73d2^78 + (3 + 3a + 4a^2)d1^74d2^78 + (3 + 1a + 3a^2)d1^75d2^78 + (2 + 2a + 4a^2)d1^77d2^78 + (1 + 1a + 3a^2)d1^78d2^78 + (0 + 3a + 1a^2)d1^79d2^78 + (1 + 3a + 2a^2)d1^80d2^78 + (2 + 0a + 2a^2)d1^81d2^78 + (0 + 4a + 0a^2)d1^82d2^78 + (4 + 1a + 1a^2)d1^83d2^78 + (4 + 0a + 0a^2)d1^84d2^78 + (0 + 2a + 0a^2)d1^85d2^78 + (4 + 2a + 0a^2)d1^86d2^78 + (1 + 1a + 1a^2)d1^87d2^78 + (1 + 2a + 4a^2)d1^88d2^78 + (1 + 3a + 0a^2)d1^89d2^78 + (0 + 3a + 1a^2)d1^90d2^78 + (3 + 0a + 0a^2)d1^91d2^78 + (1 + 4a + 4a^2)d1^92d2^78 + (4 + 4a + 1a^2)d1^93d2^78 + (4 + 1a + 4a^2)d1^94d2^78 + (3 + 0a + 2a^2)d1^95d2^78 + (0 + 0a + 3a^2)d1^96d2^78 + (1 + 2a + 1a^2)d1^97d2^78 + (0 + 4a + 4a^2)d1^98d2^78 + (4 + 0a + 0a^2)d1^99d2^78 + (0 + 3a + 3a^2)d1^100d2^78 + (4 + 1a + 3a^2)d1^101d2^78 + (3 + 3a + 2a^2)d1^102d2^78 + (4 + 2a + 4a^2)d1^103d2^78 + (3 + 1a + 0a^2)d1^104d2^78 + (4 + 0a + 2a^2)d1^105d2^78 + (2 + 4a + 3a^2)d1^106d2^78 + (1 + 2a + 4a^2)d1^107d2^78 + (1 + 1a + 0a^2)d1^108d2^78 + (1 + 1a + 3a^2)d1^109d2^78 + (0 + 1a + 1a^2)d1^110d2^78 + (1 + 4a + 1a^2)d1^111d2^78 + (3 + 0a + 3a^2)d1^112d2^78 + (4 + 1a + 3a^2)d1^113d2^78 + (4 + 4a + 2a^2)d1^114d2^78 + (2 + 3a + 3a^2)d1^115d2^78 + (4 + 2a + 0a^2)d1^116d2^78 + (4 + 3a + 1a^2)d1^117d2^78 + (1 + 2a + 3a^2)d1^118d2^78 + (4 + 0a + 2a^2)d1^119d2^78 + (4 + 2a + 1a^2)d1^120d2^78 + (4 + 4a + 0a^2)d1^121d2^78 + (1 + 3a + 2a^2)d1^122d2^78 + (2 + 0a + 4a^2)d1^123d2^78 + (1 + 1a + 4a^2)d1^124d2^78 + (3 + 1a + 3a^2)d1^125d2^78 + (0 + 3a + 4a^2)d1^126d2^78 + (1 + 3a + 0a^2)d1^127d2^78 + (2 + 0a + 1a^2)d1^128d2^78 + (1 + 3a + 0a^2)d1^129d2^78 + (0 + 3a + 0a^2)d1^130d2^78 + (2 + 1a + 3a^2)d1^131d2^78 + (1 + 1a + 1a^2)d1^132d2^78 + (0 + 2a + 2a^2)d1^133d2^78 + (4 + 4a + 1a^2)d1^134d2^78 + (4 + 3a + 1a^2)d1^135d2^78 + (1 + 4a + 0a^2)d1^136d2^78 + (0 + 2a + 4a^2)d1^137d2^78 + (0 + 0a + 4a^2)d1^138d2^78 + (1 + 3a + 4a^2)d1^139d2^78 + (4 + 1a + 0a^2)d1^140d2^78 + (2 + 1a + 0a^2)d1^141d2^78 + (0 + 1a + 4a^2)d1^142d2^78 + (3 + 1a + 2a^2)d1^143d2^78 + (4 + 4a + 4a^2)d1^144d2^78 + (2 + 2a + 0a^2)d1^145d2^78 + (0 + 0a + 3a^2)d1^146d2^78 + (0 + 4a + 4a^2)d1^147d2^78 + (1 + 2a + 1a^2)d1^148d2^78 + (4 + 4a + 4a^2)d1^149d2^78 + (2 + 3a + 1a^2)d1^150d2^78 + (0 + 2a + 3a^2)d1^151d2^78 + (3 + 2a + 4a^2)d1^152d2^78 + (3 + 0a + 3a^2)d1^153d2^78 + (1 + 4a + 0a^2)d1^154d2^78 + (3 + 0a + 1a^2)d1^155d2^78 + (3 + 4a + 0a^2)d1^156d2^78 + (0 + 4a + 2a^2)d1^157d2^78 + (2 + 1a + 4a^2)d1^158d2^78 + (3 + 2a + 4a^2)d1^159d2^78 + (3 + 2a + 2a^2)d1^160d2^78 + (2 + 4a + 1a^2)d1^161d2^78 + (2 + 0a + 2a^2)d1^163d2^78 + (4 + 3a + 3a^2)d1^164d2^78 + (4 + 1a + 1a^2)d1^165d2^78 + (4 + 0a + 2a^2)d1^166d2^78 + (2 + 0a + 0a^2)d1^167d2^78 + (1 + 1a + 2a^2)d1^168d2^78 + (0 + 2a + 2a^2)d1^169d2^78 + (0 + 2a + 2a^2)d1^170d2^78 + (0 + 3a + 2a^2)d1^171d2^78 + (2 + 3a + 0a^2)d1^172d2^78 + (4 + 1a + 1a^2)d1^173d2^78 + (1 + 0a + 1a^2)d1^174d2^78 + (0 + 4a + 3a^2)d1^175d2^78 + (3 + 4a + 3a^2)d1^176d2^78 + (0 + 3a + 0a^2)d1^177d2^78 + (4 + 1a + 4a^2)d1^178d2^78 + (3 + 2a + 2a^2)d1^179d2^78 + (3 + 3a + 4a^2)d1^180d2^78 + (4 + 1a + 3a^2)d1^181d2^78 + (0 + 1a + 0a^2)d1^182d2^78 + (2 + 4a + 1a^2)d1^183d2^78 + (4 + 0a + 0a^2)d1^184d2^78 + (2 + 3a + 3a^2)d1^185d2^78 + (0 + 2a + 0a^2)d1^186d2^78 + (1 + 1a + 3a^2)d1^187d2^78 + (1 + 3a + 0a^2)d1^188d2^78 + (1 + 3a + 0a^2)d1^189d2^78 + (0 + 3a + 3a^2)d1^190d2^78 + (2 + 1a + 1a^2)d1^191d2^78 + (0 + 0a + 3a^2)d1^192d2^78 + (2 + 2a + 2a^2)d1^193d2^78 + (4 + 3a + 0a^2)d1^194d2^78 + (0 + 1a + 0a^2)d1^195d2^78 + (1 + 0a + 4a^2)d1^196d2^78 + (3 + 2a + 3a^2)d1^197d2^78 + (4 + 3a + 4a^2)d1^198d2^78 + (1 + 3a + 3a^2)d1^199d2^78 + (0 + 4a + 0a^2)d1^200d2^78 + (4 + 2a + 1a^2)d1^201d2^78 + (2 + 2a + 2a^2)d1^202d2^78 + (4 + 1a + 3a^2)d1^203d2^78 + (2 + 2a + 2a^2)d1^204d2^78 + (3 + 3a + 4a^2)d1^205d2^78 + (4 + 2a + 0a^2)d1^206d2^78 + (3 + 4a + 4a^2)d1^207d2^78 + (1 + 0a + 2a^2)d1^208d2^78 + (1 + 1a + 4a^2)d1^209d2^78 + (1 + 1a + 3a^2)d1^210d2^78 + (1 + 4a + 0a^2)d1^211d2^78 + (4 + 2a + 2a^2)d1^212d2^78 + (2 + 1a + 4a^2)d1^213d2^78 + (2 + 3a + 3a^2)d1^214d2^78 + (1 + 0a + 3a^2)d1^215d2^78 + (4 + 3a + 3a^2)d1^216d2^78 + (1 + 0a + 4a^2)d1^217d2^78 + (0 + 3a + 3a^2)d1^218d2^78 + (3 + 0a + 2a^2)d1^219d2^78 + (0 + 0a + 4a^2)d1^220d2^78 + (1 + 3a + 2a^2)d1^221d2^78 + (3 + 4a + 3a^2)d1^222d2^78 + (3 + 4a + 2a^2)d1^223d2^78 + (1 + 1a + 3a^2)d1^224d2^78 + (0 + 3a + 4a^2)d1^225d2^78 + (2 + 1a + 2a^2)d1^226d2^78 + (1 + 0a + 1a^2)d1^227d2^78 + (2 + 2a + 0a^2)d1^228d2^78 + (2 + 4a + 1a^2)d1^229d2^78 + (4 + 2a + 1a^2)d1^230d2^78 + (2 + 3a + 1a^2)d1^231d2^78 + (1 + 2a + 4a^2)d1^232d2^78 + (3 + 0a + 3a^2)d1^233d2^78 + (0 + 2a + 4a^2)d1^234d2^78 + (2 + 3a + 3a^2)d1^235d2^78 + (3 + 1a + 4a^2)d1^236d2^78 + (0 + 1a + 4a^2)d1^237d2^78 + (3 + 2a + 0a^2)d1^238d2^78 + (4 + 1a + 1a^2)d1^239d2^78 + (0 + 3a + 1a^2)d1^240d2^78 + (4 + 2a + 3a^2)d1^241d2^78 + (4 + 4a + 0a^2)d1^242d2^78 + (4 + 0a + 3a^2)d1^243d2^78 + (4 + 3a + 4a^2)d1^244d2^78 + (4 + 1a + 1a^2)d1^245d2^78 + (3 + 3a + 0a^2)d1^246d2^78 + (4 + 4a + 0a^2)d1^247d2^78 + (3 + 2a + 2a^2)d1^248d2^78 + (4 + 0a + 1a^2)d1^249d2^78 + (0 + 1a + 3a^2)d1^250d2^78 + (2 + 1a + 2a^2)d1^251d2^78 + (0 + 2a + 1a^2)d1^252d2^78 + (1 + 1a + 3a^2)d1^253d2^78 + (0 + 4a + 4a^2)d1^254d2^78 + (4 + 2a + 1a^2)d1^255d2^78 + (0 + 0a + 2a^2)d1^256d2^78 + (4 + 0a + 0a^2)d1^257d2^78 + (2 + 0a + 4a^2)d1^258d2^78 + (1 + 1a + 4a^2)d1^259d2^78 + (3 + 2a + 0a^2)d1^260d2^78 + (3 + 1a + 4a^2)d1^261d2^78 + (4 + 0a + 2a^2)d1^262d2^78 + (4 + 3a + 2a^2)d1^263d2^78 + (1 + 4a + 3a^2)d1^264d2^78 + (0 + 2a + 3a^2)d1^265d2^78 + (4 + 3a + 0a^2)d1^266d2^78 + (4 + 4a + 0a^2)d1^267d2^78 + (4 + 2a + 3a^2)d1^268d2^78 + (2 + 3a + 0a^2)d1^269d2^78 + (2 + 3a + 4a^2)d1^270d2^78 + (2 + 1a + 3a^2)d1^271d2^78 + (3 + 1a + 3a^2)d1^272d2^78 + (3 + 4a + 4a^2)d1^273d2^78 + (0 + 1a + 4a^2)d1^274d2^78 + (2 + 2a + 4a^2)d1^275d2^78 + (2 + 2a + 4a^2)d1^276d2^78 + (4 + 2a + 2a^2)d1^277d2^78 + (3 + 1a + 0a^2)d1^278d2^78 + (0 + 1a + 4a^2)d1^279d2^78 + (0 + 0a + 4a^2)d1^280d2^78 + (2 + 2a + 2a^2)d1^281d2^78 + (1 + 0a + 2a^2)d1^282d2^78 + (0 + 0a + 2a^2)d1^283d2^78 + (0 + 2a + 3a^2)d1^284d2^78 + (0 + 1a + 4a^2)d1^285d2^78 + (2 + 1a + 3a^2)d1^286d2^78 + (0 + 2a + 0a^2)d1^287d2^78 + (2 + 0a + 0a^2)d1^288d2^78 + (1 + 3a + 2a^2)d1^289d2^78 + (1 + 3a + 0a^2)d1^290d2^78 + (0 + 0a + 2a^2)d1^291d2^78 + (4 + 1a + 0a^2)d1^292d2^78 + (1 + 1a + 0a^2)d1^293d2^78 + (3 + 4a + 1a^2)d2^79 + (1 + 4a + 2a^2)d1^1d2^79 + (0 + 3a + 3a^2)d1^2d2^79 + (3 + 2a + 1a^2)d1^3d2^79 + (2 + 0a + 2a^2)d1^4d2^79 + (4 + 3a + 0a^2)d1^5d2^79 + (0 + 2a + 2a^2)d1^6d2^79 + (0 + 0a + 1a^2)d1^7d2^79 + (3 + 2a + 0a^2)d1^8d2^79 + (0 + 3a + 0a^2)d1^9d2^79 + (2 + 4a + 4a^2)d1^10d2^79 + (0 + 0a + 1a^2)d1^11d2^79 + (0 + 3a + 0a^2)d1^12d2^79 + (2 + 3a + 0a^2)d1^13d2^79 + (2 + 3a + 2a^2)d1^14d2^79 + (3 + 2a + 2a^2)d1^15d2^79 + (4 + 4a + 1a^2)d1^16d2^79 + (4 + 1a + 3a^2)d1^17d2^79 + (0 + 0a + 4a^2)d1^18d2^79 + (2 + 1a + 3a^2)d1^19d2^79 + (0 + 4a + 2a^2)d1^20d2^79 + (3 + 3a + 2a^2)d1^21d2^79 + (3 + 2a + 0a^2)d1^22d2^79 + (2 + 3a + 3a^2)d1^23d2^79 + (0 + 1a + 1a^2)d1^24d2^79 + (1 + 3a + 4a^2)d1^25d2^79 + (2 + 3a + 0a^2)d1^26d2^79 + (4 + 0a + 0a^2)d1^27d2^79 + (0 + 1a + 4a^2)d1^28d2^79 + (4 + 4a + 0a^2)d1^29d2^79 + (3 + 4a + 4a^2)d1^30d2^79 + (3 + 1a + 2a^2)d1^31d2^79 + (2 + 3a + 0a^2)d1^32d2^79 + (4 + 2a + 4a^2)d1^33d2^79 + (4 + 2a + 0a^2)d1^34d2^79 + (1 + 2a + 2a^2)d1^35d2^79 + (3 + 3a + 1a^2)d1^36d2^79 + (2 + 1a + 0a^2)d1^37d2^79 + (0 + 4a + 1a^2)d1^38d2^79 + (1 + 2a + 0a^2)d1^39d2^79 + (4 + 0a + 0a^2)d1^40d2^79 + (3 + 4a + 0a^2)d1^41d2^79 + (1 + 3a + 2a^2)d1^42d2^79 + (2 + 4a + 2a^2)d1^43d2^79 + (0 + 2a + 4a^2)d1^44d2^79 + (1 + 3a + 2a^2)d1^45d2^79 + (1 + 1a + 1a^2)d1^46d2^79 + (1 + 2a + 1a^2)d1^47d2^79 + (2 + 0a + 2a^2)d1^48d2^79 + (1 + 0a + 4a^2)d1^49d2^79 + (0 + 4a + 1a^2)d1^50d2^79 + (1 + 4a + 1a^2)d1^51d2^79 + (0 + 0a + 1a^2)d1^52d2^79 + (0 + 4a + 1a^2)d1^53d2^79 + (3 + 0a + 4a^2)d1^54d2^79 + (2 + 4a + 3a^2)d1^55d2^79 + (4 + 0a + 4a^2)d1^56d2^79 + (0 + 4a + 3a^2)d1^57d2^79 + (0 + 2a + 2a^2)d1^58d2^79 + (0 + 0a + 4a^2)d1^59d2^79 + (1 + 0a + 4a^2)d1^60d2^79 + (4 + 1a + 4a^2)d1^61d2^79 + (3 + 1a + 0a^2)d1^62d2^79 + (3 + 2a + 0a^2)d1^63d2^79 + (4 + 1a + 4a^2)d1^64d2^79 + (0 + 2a + 0a^2)d1^65d2^79 + (0 + 0a + 2a^2)d1^66d2^79 + (1 + 4a + 0a^2)d1^67d2^79 + (1 + 3a + 1a^2)d1^68d2^79 + (1 + 0a + 3a^2)d1^69d2^79 + (1 + 3a + 4a^2)d1^70d2^79 + (4 + 1a + 3a^2)d1^71d2^79 + (3 + 1a + 1a^2)d1^72d2^79 + (4 + 0a + 4a^2)d1^73d2^79 + (3 + 0a + 2a^2)d1^74d2^79 + (3 + 3a + 1a^2)d1^75d2^79 + (3 + 1a + 3a^2)d1^76d2^79 + (2 + 4a + 4a^2)d1^77d2^79 + (3 + 1a + 1a^2)d1^78d2^79 + (3 + 4a + 1a^2)d1^79d2^79 + (3 + 2a + 0a^2)d1^80d2^79 + (3 + 4a + 1a^2)d1^81d2^79 + (4 + 0a + 1a^2)d1^82d2^79 + (3 + 4a + 1a^2)d1^83d2^79 + (2 + 2a + 4a^2)d1^84d2^79 + (1 + 1a + 1a^2)d1^85d2^79 + (1 + 3a + 4a^2)d1^86d2^79 + (3 + 4a + 4a^2)d1^87d2^79 + (4 + 0a + 4a^2)d1^88d2^79 + (0 + 2a + 0a^2)d1^90d2^79 + (2 + 3a + 0a^2)d1^91d2^79 + (2 + 0a + 1a^2)d1^92d2^79 + (3 + 1a + 0a^2)d1^93d2^79 + (0 + 2a + 1a^2)d1^94d2^79 + (4 + 2a + 1a^2)d1^95d2^79 + (0 + 2a + 4a^2)d1^96d2^79 + (0 + 3a + 3a^2)d1^97d2^79 + (3 + 4a + 2a^2)d1^98d2^79 + (2 + 2a + 4a^2)d1^99d2^79 + (0 + 4a + 0a^2)d1^100d2^79 + (1 + 2a + 3a^2)d1^101d2^79 + (0 + 3a + 4a^2)d1^102d2^79 + (2 + 3a + 2a^2)d1^103d2^79 + (0 + 2a + 2a^2)d1^104d2^79 + (0 + 1a + 0a^2)d1^105d2^79 + (1 + 0a + 3a^2)d1^106d2^79 + (1 + 2a + 3a^2)d1^107d2^79 + (2 + 0a + 3a^2)d1^108d2^79 + (1 + 0a + 2a^2)d1^109d2^79 + (0 + 3a + 2a^2)d1^110d2^79 + (4 + 3a + 0a^2)d1^111d2^79 + (3 + 1a + 2a^2)d1^112d2^79 + (4 + 4a + 1a^2)d1^113d2^79 + (3 + 2a + 1a^2)d1^114d2^79 + (2 + 2a + 1a^2)d1^115d2^79 + (2 + 4a + 3a^2)d1^116d2^79 + (2 + 1a + 4a^2)d1^117d2^79 + (0 + 4a + 0a^2)d1^118d2^79 + (4 + 0a + 0a^2)d1^119d2^79 + (2 + 1a + 0a^2)d1^120d2^79 + (0 + 0a + 1a^2)d1^121d2^79 + (3 + 4a + 4a^2)d1^122d2^79 + (3 + 2a + 1a^2)d1^123d2^79 + (1 + 0a + 3a^2)d1^124d2^79 + (2 + 2a + 0a^2)d1^125d2^79 + (0 + 0a + 3a^2)d1^126d2^79 + (4 + 1a + 2a^2)d1^127d2^79 + (4 + 4a + 3a^2)d1^128d2^79 + (1 + 1a + 4a^2)d1^129d2^79 + (1 + 4a + 3a^2)d1^130d2^79 + (0 + 1a + 3a^2)d1^131d2^79 + (0 + 1a + 1a^2)d1^132d2^79 + (0 + 3a + 3a^2)d1^133d2^79 + (1 + 3a + 2a^2)d1^134d2^79 + (4 + 3a + 0a^2)d1^135d2^79 + (1 + 4a + 2a^2)d1^136d2^79 + (0 + 2a + 4a^2)d1^137d2^79 + (1 + 3a + 4a^2)d1^138d2^79 + (1 + 0a + 3a^2)d1^139d2^79 + (4 + 4a + 1a^2)d1^140d2^79 + (3 + 4a + 0a^2)d1^141d2^79 + (4 + 1a + 3a^2)d1^142d2^79 + (2 + 3a + 4a^2)d1^143d2^79 + (1 + 0a + 3a^2)d1^144d2^79 + (1 + 0a + 2a^2)d1^145d2^79 + (4 + 3a + 2a^2)d1^147d2^79 + (3 + 3a + 0a^2)d1^148d2^79 + (1 + 3a + 2a^2)d1^149d2^79 + (3 + 4a + 1a^2)d1^150d2^79 + (0 + 2a + 0a^2)d1^151d2^79 + (1 + 2a + 3a^2)d1^152d2^79 + (4 + 0a + 3a^2)d1^153d2^79 + (0 + 2a + 0a^2)d1^154d2^79 + (2 + 3a + 0a^2)d1^155d2^79 + (0 + 4a + 4a^2)d1^156d2^79 + (1 + 3a + 3a^2)d1^157d2^79 + (2 + 1a + 1a^2)d1^158d2^79 + (1 + 1a + 1a^2)d1^159d2^79 + (0 + 3a + 0a^2)d1^160d2^79 + (0 + 1a + 0a^2)d1^161d2^79 + (3 + 3a + 3a^2)d1^162d2^79 + (1 + 0a + 4a^2)d1^163d2^79 + (4 + 3a + 4a^2)d1^164d2^79 + (4 + 3a + 4a^2)d1^165d2^79 + (3 + 3a + 4a^2)d1^166d2^79 + (0 + 3a + 4a^2)d1^167d2^79 + (4 + 4a + 4a^2)d1^168d2^79 + (3 + 2a + 1a^2)d1^169d2^79 + (1 + 0a + 4a^2)d1^170d2^79 + (3 + 1a + 3a^2)d1^171d2^79 + (0 + 0a + 2a^2)d1^172d2^79 + (2 + 3a + 2a^2)d1^173d2^79 + (3 + 3a + 2a^2)d1^174d2^79 + (0 + 3a + 0a^2)d1^175d2^79 + (4 + 0a + 0a^2)d1^176d2^79 + (1 + 1a + 1a^2)d1^177d2^79 + (3 + 4a + 2a^2)d1^178d2^79 + (0 + 2a + 3a^2)d1^179d2^79 + (2 + 1a + 4a^2)d1^180d2^79 + (3 + 4a + 0a^2)d1^181d2^79 + (1 + 3a + 1a^2)d1^182d2^79 + (4 + 0a + 2a^2)d1^183d2^79 + (3 + 1a + 1a^2)d1^184d2^79 + (2 + 4a + 1a^2)d1^185d2^79 + (1 + 1a + 4a^2)d1^186d2^79 + (0 + 0a + 1a^2)d1^187d2^79 + (1 + 1a + 2a^2)d1^188d2^79 + (1 + 1a + 2a^2)d1^189d2^79 + (2 + 1a + 1a^2)d1^190d2^79 + (1 + 1a + 4a^2)d1^191d2^79 + (3 + 4a + 0a^2)d1^192d2^79 + (4 + 4a + 4a^2)d1^193d2^79 + (4 + 0a + 3a^2)d1^194d2^79 + (0 + 3a + 2a^2)d1^195d2^79 + (1 + 3a + 2a^2)d1^196d2^79 + (1 + 1a + 4a^2)d1^197d2^79 + (2 + 3a + 3a^2)d1^198d2^79 + (4 + 0a + 3a^2)d1^199d2^79 + (0 + 1a + 2a^2)d1^200d2^79 + (4 + 0a + 0a^2)d1^201d2^79 + (4 + 4a + 0a^2)d1^202d2^79 + (0 + 1a + 0a^2)d1^203d2^79 + (2 + 4a + 1a^2)d1^204d2^79 + (3 + 0a + 4a^2)d1^205d2^79 + (0 + 0a + 4a^2)d1^206d2^79 + (3 + 3a + 2a^2)d1^207d2^79 + (3 + 0a + 0a^2)d1^208d2^79 + (2 + 4a + 1a^2)d1^209d2^79 + (0 + 1a + 1a^2)d1^210d2^79 + (4 + 0a + 4a^2)d1^211d2^79 + (3 + 4a + 2a^2)d1^212d2^79 + (0 + 3a + 4a^2)d1^213d2^79 + (0 + 1a + 1a^2)d1^214d2^79 + (4 + 3a + 0a^2)d1^215d2^79 + (4 + 0a + 1a^2)d1^216d2^79 + (1 + 1a + 1a^2)d1^217d2^79 + (0 + 3a + 2a^2)d1^218d2^79 + (3 + 2a + 4a^2)d1^219d2^79 + (0 + 2a + 3a^2)d1^220d2^79 + (0 + 4a + 3a^2)d1^221d2^79 + (0 + 3a + 3a^2)d1^222d2^79 + (0 + 3a + 0a^2)d1^223d2^79 + (4 + 2a + 2a^2)d1^224d2^79 + (4 + 3a + 0a^2)d1^225d2^79 + (0 + 4a + 0a^2)d1^226d2^79 + (1 + 1a + 3a^2)d1^227d2^79 + (0 + 4a + 4a^2)d1^228d2^79 + (3 + 3a + 1a^2)d1^229d2^79 + (2 + 3a + 4a^2)d1^230d2^79 + (1 + 3a + 3a^2)d1^231d2^79 + (2 + 3a + 1a^2)d1^232d2^79 + (2 + 1a + 2a^2)d1^233d2^79 + (1 + 2a + 1a^2)d1^234d2^79 + (4 + 0a + 0a^2)d1^235d2^79 + (0 + 4a + 2a^2)d1^236d2^79 + (3 + 1a + 1a^2)d1^237d2^79 + (3 + 3a + 2a^2)d1^238d2^79 + (4 + 1a + 2a^2)d1^239d2^79 + (2 + 0a + 4a^2)d1^240d2^79 + (3 + 2a + 0a^2)d1^241d2^79 + (4 + 0a + 4a^2)d1^242d2^79 + (1 + 2a + 2a^2)d1^243d2^79 + (2 + 4a + 2a^2)d1^244d2^79 + (4 + 1a + 1a^2)d1^245d2^79 + (2 + 1a + 3a^2)d1^246d2^79 + (3 + 1a + 2a^2)d1^247d2^79 + (3 + 4a + 1a^2)d1^248d2^79 + (0 + 2a + 2a^2)d1^249d2^79 + (1 + 2a + 1a^2)d1^250d2^79 + (4 + 4a + 0a^2)d1^251d2^79 + (1 + 3a + 2a^2)d1^252d2^79 + (2 + 0a + 0a^2)d1^253d2^79 + (3 + 4a + 0a^2)d1^254d2^79 + (2 + 2a + 2a^2)d1^255d2^79 + (4 + 2a + 0a^2)d1^256d2^79 + (2 + 3a + 2a^2)d1^257d2^79 + (3 + 4a + 3a^2)d1^258d2^79 + (2 + 3a + 2a^2)d1^259d2^79 + (3 + 1a + 4a^2)d1^260d2^79 + (0 + 0a + 2a^2)d1^261d2^79 + (3 + 3a + 1a^2)d1^262d2^79 + (3 + 2a + 3a^2)d1^263d2^79 + (4 + 2a + 3a^2)d1^264d2^79 + (4 + 1a + 4a^2)d1^265d2^79 + (1 + 1a + 1a^2)d1^266d2^79 + (1 + 3a + 3a^2)d1^267d2^79 + (1 + 1a + 1a^2)d1^268d2^79 + (4 + 0a + 3a^2)d1^269d2^79 + (1 + 0a + 3a^2)d1^270d2^79 + (3 + 2a + 4a^2)d1^271d2^79 + (2 + 4a + 4a^2)d1^272d2^79 + (4 + 0a + 4a^2)d1^273d2^79 + (3 + 2a + 0a^2)d1^274d2^79 + (2 + 2a + 4a^2)d1^275d2^79 + (3 + 2a + 1a^2)d1^276d2^79 + (4 + 2a + 0a^2)d1^277d2^79 + (4 + 2a + 3a^2)d1^278d2^79 + (1 + 2a + 0a^2)d1^279d2^79 + (3 + 0a + 1a^2)d1^280d2^79 + (2 + 2a + 4a^2)d1^281d2^79 + (2 + 1a + 2a^2)d1^282d2^79 + (0 + 4a + 0a^2)d1^283d2^79 + (4 + 2a + 0a^2)d1^284d2^79 + (2 + 1a + 0a^2)d1^285d2^79 + (3 + 1a + 3a^2)d1^286d2^79 + (1 + 3a + 1a^2)d1^287d2^79 + (2 + 0a + 1a^2)d1^288d2^79 + (4 + 2a + 2a^2)d1^289d2^79 + (4 + 4a + 2a^2)d1^290d2^79 + (3 + 4a + 1a^2)d1^291d2^79 + (1 + 4a + 4a^2)d1^292d2^79 + (3 + 2a + 0a^2)d2^80 + (3 + 1a + 3a^2)d1^1d2^80 + (0 + 0a + 2a^2)d1^2d2^80 + (1 + 2a + 3a^2)d1^3d2^80 + (1 + 0a + 2a^2)d1^4d2^80 + (2 + 4a + 4a^2)d1^5d2^80 + (1 + 4a + 1a^2)d1^6d2^80 + (3 + 1a + 1a^2)d1^7d2^80 + (2 + 0a + 1a^2)d1^8d2^80 + (0 + 2a + 3a^2)d1^9d2^80 + (2 + 2a + 3a^2)d1^10d2^80 + (1 + 2a + 2a^2)d1^11d2^80 + (1 + 1a + 4a^2)d1^12d2^80 + (1 + 1a + 0a^2)d1^13d2^80 + (1 + 2a + 4a^2)d1^14d2^80 + (0 + 3a + 4a^2)d1^15d2^80 + (2 + 1a + 4a^2)d1^16d2^80 + (1 + 0a + 0a^2)d1^17d2^80 + (4 + 0a + 4a^2)d1^18d2^80 + (1 + 4a + 0a^2)d1^19d2^80 + (1 + 4a + 0a^2)d1^20d2^80 + (2 + 2a + 1a^2)d1^21d2^80 + (3 + 2a + 1a^2)d1^22d2^80 + (2 + 2a + 1a^2)d1^23d2^80 + (4 + 2a + 1a^2)d1^24d2^80 + (4 + 3a + 2a^2)d1^25d2^80 + (0 + 1a + 2a^2)d1^26d2^80 + (4 + 2a + 4a^2)d1^27d2^80 + (2 + 3a + 2a^2)d1^28d2^80 + (0 + 2a + 0a^2)d1^29d2^80 + (0 + 2a + 0a^2)d1^30d2^80 + (0 + 1a + 2a^2)d1^31d2^80 + (2 + 1a + 3a^2)d1^32d2^80 + (4 + 1a + 4a^2)d1^33d2^80 + (0 + 3a + 4a^2)d1^34d2^80 + (1 + 2a + 2a^2)d1^35d2^80 + (2 + 1a + 1a^2)d1^36d2^80 + (1 + 0a + 2a^2)d1^37d2^80 + (1 + 3a + 2a^2)d1^38d2^80 + (4 + 3a + 1a^2)d1^39d2^80 + (4 + 0a + 2a^2)d1^40d2^80 + (2 + 1a + 2a^2)d1^41d2^80 + (1 + 3a + 2a^2)d1^42d2^80 + (1 + 3a + 4a^2)d1^43d2^80 + (3 + 2a + 1a^2)d1^44d2^80 + (2 + 1a + 4a^2)d1^45d2^80 + (1 + 0a + 1a^2)d1^46d2^80 + (4 + 3a + 3a^2)d1^47d2^80 + (0 + 0a + 4a^2)d1^48d2^80 + (1 + 1a + 2a^2)d1^49d2^80 + (4 + 1a + 3a^2)d1^50d2^80 + (1 + 0a + 1a^2)d1^51d2^80 + (0 + 2a + 0a^2)d1^52d2^80 + (0 + 0a + 1a^2)d1^53d2^80 + (2 + 3a + 3a^2)d1^54d2^80 + (0 + 3a + 2a^2)d1^55d2^80 + (0 + 3a + 3a^2)d1^56d2^80 + (0 + 3a + 0a^2)d1^57d2^80 + (3 + 2a + 1a^2)d1^58d2^80 + (1 + 4a + 3a^2)d1^59d2^80 + (4 + 4a + 3a^2)d1^60d2^80 + (0 + 3a + 4a^2)d1^61d2^80 + (3 + 4a + 2a^2)d1^62d2^80 + (3 + 3a + 2a^2)d1^63d2^80 + (0 + 3a + 3a^2)d1^64d2^80 + (3 + 1a + 0a^2)d1^65d2^80 + (1 + 0a + 0a^2)d1^66d2^80 + (3 + 0a + 1a^2)d1^67d2^80 + (1 + 2a + 4a^2)d1^68d2^80 + (3 + 0a + 0a^2)d1^69d2^80 + (2 + 2a + 2a^2)d1^70d2^80 + (4 + 2a + 0a^2)d1^71d2^80 + (3 + 0a + 0a^2)d1^72d2^80 + (2 + 3a + 3a^2)d1^73d2^80 + (4 + 0a + 1a^2)d1^74d2^80 + (1 + 0a + 2a^2)d1^75d2^80 + (0 + 4a + 3a^2)d1^76d2^80 + (3 + 3a + 2a^2)d1^77d2^80 + (3 + 3a + 1a^2)d1^78d2^80 + (2 + 0a + 3a^2)d1^79d2^80 + (1 + 1a + 2a^2)d1^80d2^80 + (4 + 4a + 4a^2)d1^81d2^80 + (1 + 2a + 4a^2)d1^82d2^80 + (3 + 2a + 1a^2)d1^83d2^80 + (2 + 3a + 3a^2)d1^84d2^80 + (4 + 0a + 2a^2)d1^85d2^80 + (0 + 1a + 4a^2)d1^86d2^80 + (4 + 4a + 4a^2)d1^87d2^80 + (4 + 4a + 3a^2)d1^88d2^80 + (0 + 0a + 2a^2)d1^89d2^80 + (3 + 4a + 0a^2)d1^90d2^80 + (1 + 3a + 1a^2)d1^91d2^80 + (0 + 3a + 4a^2)d1^92d2^80 + (1 + 0a + 2a^2)d1^93d2^80 + (2 + 1a + 3a^2)d1^94d2^80 + (4 + 2a + 3a^2)d1^95d2^80 + (3 + 1a + 1a^2)d1^96d2^80 + (0 + 4a + 1a^2)d1^97d2^80 + (0 + 1a + 4a^2)d1^98d2^80 + (4 + 3a + 2a^2)d1^99d2^80 + (3 + 4a + 0a^2)d1^100d2^80 + (3 + 1a + 0a^2)d1^101d2^80 + (4 + 4a + 3a^2)d1^102d2^80 + (0 + 0a + 3a^2)d1^103d2^80 + (2 + 1a + 0a^2)d1^104d2^80 + (0 + 1a + 2a^2)d1^105d2^80 + (3 + 0a + 0a^2)d1^106d2^80 + (3 + 0a + 3a^2)d1^107d2^80 + (4 + 1a + 3a^2)d1^108d2^80 + (0 + 2a + 1a^2)d1^109d2^80 + (1 + 4a + 2a^2)d1^110d2^80 + (4 + 0a + 1a^2)d1^111d2^80 + (2 + 0a + 1a^2)d1^112d2^80 + (2 + 0a + 2a^2)d1^113d2^80 + (4 + 3a + 4a^2)d1^114d2^80 + (1 + 3a + 1a^2)d1^115d2^80 + (2 + 1a + 4a^2)d1^116d2^80 + (1 + 2a + 4a^2)d1^117d2^80 + (3 + 2a + 3a^2)d1^118d2^80 + (4 + 3a + 0a^2)d1^119d2^80 + (0 + 1a + 4a^2)d1^120d2^80 + (2 + 2a + 0a^2)d1^121d2^80 + (3 + 3a + 4a^2)d1^122d2^80 + (1 + 3a + 2a^2)d1^123d2^80 + (2 + 1a + 2a^2)d1^124d2^80 + (0 + 0a + 3a^2)d1^125d2^80 + (4 + 3a + 2a^2)d1^126d2^80 + (2 + 1a + 4a^2)d1^127d2^80 + (2 + 3a + 0a^2)d1^128d2^80 + (2 + 1a + 2a^2)d1^129d2^80 + (4 + 4a + 3a^2)d1^130d2^80 + (4 + 1a + 1a^2)d1^131d2^80 + (0 + 3a + 2a^2)d1^132d2^80 + (4 + 3a + 0a^2)d1^133d2^80 + (2 + 2a + 4a^2)d1^134d2^80 + (4 + 3a + 2a^2)d1^135d2^80 + (1 + 4a + 3a^2)d1^136d2^80 + (0 + 3a + 0a^2)d1^137d2^80 + (4 + 1a + 0a^2)d1^138d2^80 + (1 + 3a + 2a^2)d1^139d2^80 + (0 + 3a + 2a^2)d1^140d2^80 + (3 + 1a + 2a^2)d1^141d2^80 + (2 + 4a + 2a^2)d1^142d2^80 + (2 + 3a + 3a^2)d1^143d2^80 + (1 + 2a + 0a^2)d1^144d2^80 + (4 + 2a + 4a^2)d1^145d2^80 + (1 + 2a + 3a^2)d1^146d2^80 + (4 + 4a + 2a^2)d1^147d2^80 + (4 + 0a + 4a^2)d1^148d2^80 + (2 + 2a + 1a^2)d1^149d2^80 + (4 + 1a + 1a^2)d1^150d2^80 + (3 + 4a + 0a^2)d1^151d2^80 + (1 + 0a + 4a^2)d1^152d2^80 + (2 + 1a + 0a^2)d1^153d2^80 + (4 + 3a + 4a^2)d1^154d2^80 + (0 + 1a + 1a^2)d1^155d2^80 + (4 + 0a + 0a^2)d1^156d2^80 + (4 + 4a + 1a^2)d1^157d2^80 + (2 + 0a + 4a^2)d1^158d2^80 + (4 + 4a + 2a^2)d1^159d2^80 + (0 + 4a + 2a^2)d1^160d2^80 + (4 + 3a + 0a^2)d1^161d2^80 + (3 + 2a + 2a^2)d1^162d2^80 + (1 + 1a + 0a^2)d1^163d2^80 + (1 + 4a + 1a^2)d1^164d2^80 + (1 + 1a + 4a^2)d1^165d2^80 + (2 + 1a + 4a^2)d1^166d2^80 + (0 + 1a + 0a^2)d1^167d2^80 + (3 + 1a + 4a^2)d1^168d2^80 + (2 + 0a + 3a^2)d1^170d2^80 + (4 + 0a + 4a^2)d1^171d2^80 + (2 + 2a + 3a^2)d1^172d2^80 + (4 + 1a + 2a^2)d1^173d2^80 + (3 + 2a + 2a^2)d1^174d2^80 + (4 + 4a + 0a^2)d1^175d2^80 + (0 + 0a + 1a^2)d1^176d2^80 + (0 + 1a + 2a^2)d1^177d2^80 + (2 + 0a + 1a^2)d1^178d2^80 + (1 + 3a + 3a^2)d1^179d2^80 + (4 + 3a + 3a^2)d1^180d2^80 + (3 + 2a + 0a^2)d1^181d2^80 + (0 + 4a + 2a^2)d1^182d2^80 + (2 + 4a + 2a^2)d1^183d2^80 + (4 + 1a + 0a^2)d1^184d2^80 + (2 + 3a + 3a^2)d1^185d2^80 + (0 + 1a + 4a^2)d1^186d2^80 + (4 + 0a + 0a^2)d1^187d2^80 + (1 + 2a + 0a^2)d1^188d2^80 + (2 + 4a + 4a^2)d1^189d2^80 + (1 + 2a + 3a^2)d1^190d2^80 + (4 + 1a + 1a^2)d1^191d2^80 + (2 + 2a + 3a^2)d1^192d2^80 + (3 + 1a + 0a^2)d1^193d2^80 + (3 + 3a + 0a^2)d1^194d2^80 + (0 + 2a + 0a^2)d1^195d2^80 + (0 + 2a + 0a^2)d1^196d2^80 + (3 + 4a + 2a^2)d1^197d2^80 + (0 + 2a + 0a^2)d1^198d2^80 + (1 + 4a + 3a^2)d1^199d2^80 + (0 + 3a + 3a^2)d1^200d2^80 + (3 + 1a + 1a^2)d1^201d2^80 + (2 + 1a + 3a^2)d1^202d2^80 + (3 + 3a + 3a^2)d1^203d2^80 + (0 + 4a + 2a^2)d1^204d2^80 + (2 + 4a + 4a^2)d1^205d2^80 + (4 + 4a + 2a^2)d1^206d2^80 + (1 + 3a + 2a^2)d1^207d2^80 + (1 + 2a + 4a^2)d1^208d2^80 + (3 + 4a + 0a^2)d1^209d2^80 + (4 + 0a + 3a^2)d1^210d2^80 + (4 + 2a + 2a^2)d1^211d2^80 + (1 + 0a + 1a^2)d1^212d2^80 + (2 + 3a + 1a^2)d1^213d2^80 + (3 + 1a + 4a^2)d1^214d2^80 + (1 + 2a + 3a^2)d1^215d2^80 + (2 + 2a + 4a^2)d1^216d2^80 + (3 + 4a + 3a^2)d1^217d2^80 + (2 + 1a + 2a^2)d1^218d2^80 + (3 + 1a + 1a^2)d1^219d2^80 + (4 + 3a + 3a^2)d1^220d2^80 + (4 + 4a + 1a^2)d1^221d2^80 + (1 + 1a + 3a^2)d1^222d2^80 + (1 + 2a + 4a^2)d1^223d2^80 + (0 + 3a + 3a^2)d1^224d2^80 + (1 + 2a + 4a^2)d1^225d2^80 + (4 + 2a + 3a^2)d1^226d2^80 + (4 + 4a + 2a^2)d1^227d2^80 + (3 + 4a + 1a^2)d1^228d2^80 + (3 + 1a + 2a^2)d1^229d2^80 + (4 + 1a + 0a^2)d1^231d2^80 + (1 + 0a + 0a^2)d1^232d2^80 + (1 + 4a + 1a^2)d1^233d2^80 + (0 + 0a + 1a^2)d1^234d2^80 + (1 + 3a + 0a^2)d1^235d2^80 + (0 + 2a + 3a^2)d1^236d2^80 + (4 + 1a + 0a^2)d1^237d2^80 + (0 + 2a + 1a^2)d1^239d2^80 + (1 + 3a + 0a^2)d1^240d2^80 + (1 + 4a + 3a^2)d1^241d2^80 + (3 + 2a + 3a^2)d1^242d2^80 + (1 + 4a + 3a^2)d1^243d2^80 + (4 + 3a + 0a^2)d1^244d2^80 + (3 + 3a + 2a^2)d1^245d2^80 + (2 + 0a + 0a^2)d1^246d2^80 + (4 + 0a + 3a^2)d1^247d2^80 + (1 + 3a + 1a^2)d1^248d2^80 + (4 + 1a + 1a^2)d1^249d2^80 + (3 + 4a + 0a^2)d1^250d2^80 + (0 + 1a + 3a^2)d1^251d2^80 + (2 + 1a + 1a^2)d1^252d2^80 + (0 + 3a + 2a^2)d1^253d2^80 + (3 + 2a + 3a^2)d1^254d2^80 + (3 + 0a + 4a^2)d1^255d2^80 + (0 + 0a + 2a^2)d1^256d2^80 + (3 + 3a + 4a^2)d1^257d2^80 + (4 + 1a + 4a^2)d1^258d2^80 + (1 + 4a + 0a^2)d1^259d2^80 + (4 + 4a + 3a^2)d1^260d2^80 + (4 + 1a + 4a^2)d1^261d2^80 + (4 + 4a + 1a^2)d1^262d2^80 + (2 + 3a + 2a^2)d1^263d2^80 + (3 + 4a + 4a^2)d1^264d2^80 + (3 + 0a + 2a^2)d1^265d2^80 + (1 + 4a + 3a^2)d1^266d2^80 + (3 + 1a + 4a^2)d1^267d2^80 + (0 + 4a + 2a^2)d1^268d2^80 + (3 + 2a + 1a^2)d1^269d2^80 + (4 + 0a + 0a^2)d1^270d2^80 + (1 + 2a + 3a^2)d1^271d2^80 + (2 + 4a + 4a^2)d1^272d2^80 + (3 + 1a + 4a^2)d1^273d2^80 + (1 + 1a + 0a^2)d1^274d2^80 + (4 + 4a + 2a^2)d1^275d2^80 + (1 + 4a + 4a^2)d1^276d2^80 + (4 + 0a + 4a^2)d1^277d2^80 + (4 + 2a + 4a^2)d1^278d2^80 + (2 + 2a + 0a^2)d1^279d2^80 + (1 + 4a + 1a^2)d1^280d2^80 + (2 + 0a + 1a^2)d1^281d2^80 + (1 + 2a + 3a^2)d1^282d2^80 + (1 + 1a + 4a^2)d1^283d2^80 + (4 + 0a + 4a^2)d1^284d2^80 + (3 + 4a + 1a^2)d1^285d2^80 + (3 + 4a + 0a^2)d1^286d2^80 + (2 + 4a + 2a^2)d1^287d2^80 + (0 + 3a + 4a^2)d1^288d2^80 + (1 + 3a + 2a^2)d1^289d2^80 + (4 + 1a + 3a^2)d1^290d2^80 + (2 + 4a + 1a^2)d1^291d2^80 + (4 + 4a + 1a^2)d1^292d2^80 + (3 + 1a + 1a^2)d1^293d2^80 + (4 + 4a + 0a^2)d2^81 + (3 + 1a + 4a^2)d1^1d2^81 + (3 + 0a + 2a^2)d1^2d2^81 + (3 + 2a + 0a^2)d1^3d2^81 + (4 + 3a + 0a^2)d1^4d2^81 + (3 + 3a + 3a^2)d1^5d2^81 + (3 + 0a + 2a^2)d1^6d2^81 + (0 + 2a + 2a^2)d1^7d2^81 + (1 + 0a + 2a^2)d1^8d2^81 + (1 + 2a + 0a^2)d1^9d2^81 + (1 + 2a + 4a^2)d1^10d2^81 + (4 + 1a + 3a^2)d1^11d2^81 + (2 + 2a + 4a^2)d1^12d2^81 + (2 + 1a + 3a^2)d1^13d2^81 + (2 + 3a + 2a^2)d1^14d2^81 + (0 + 2a + 2a^2)d1^15d2^81 + (1 + 4a + 3a^2)d1^16d2^81 + (4 + 0a + 3a^2)d1^17d2^81 + (2 + 3a + 4a^2)d1^18d2^81 + (2 + 2a + 4a^2)d1^19d2^81 + (1 + 4a + 2a^2)d1^20d2^81 + (2 + 3a + 4a^2)d1^21d2^81 + (0 + 0a + 4a^2)d1^22d2^81 + (0 + 3a + 2a^2)d1^23d2^81 + (0 + 3a + 1a^2)d1^24d2^81 + (0 + 4a + 3a^2)d1^25d2^81 + (2 + 4a + 1a^2)d1^26d2^81 + (3 + 4a + 0a^2)d1^27d2^81 + (3 + 2a + 3a^2)d1^28d2^81 + (3 + 2a + 4a^2)d1^29d2^81 + (3 + 1a + 0a^2)d1^30d2^81 + (2 + 2a + 3a^2)d1^31d2^81 + (0 + 3a + 1a^2)d1^32d2^81 + (1 + 3a + 3a^2)d1^33d2^81 + (3 + 1a + 0a^2)d1^34d2^81 + (1 + 3a + 4a^2)d1^35d2^81 + (4 + 1a + 1a^2)d1^36d2^81 + (2 + 1a + 1a^2)d1^37d2^81 + (4 + 4a + 2a^2)d1^38d2^81 + (2 + 3a + 2a^2)d1^39d2^81 + (0 + 2a + 2a^2)d1^40d2^81 + (0 + 2a + 1a^2)d1^41d2^81 + (4 + 3a + 1a^2)d1^42d2^81 + (1 + 1a + 4a^2)d1^43d2^81 + (0 + 2a + 3a^2)d1^44d2^81 + (1 + 3a + 3a^2)d1^45d2^81 + (3 + 1a + 2a^2)d1^46d2^81 + (1 + 2a + 1a^2)d1^47d2^81 + (3 + 3a + 2a^2)d1^48d2^81 + (3 + 1a + 4a^2)d1^49d2^81 + (3 + 3a + 4a^2)d1^50d2^81 + (1 + 3a + 1a^2)d1^51d2^81 + (1 + 4a + 0a^2)d1^52d2^81 + (1 + 0a + 3a^2)d1^53d2^81 + (4 + 3a + 4a^2)d1^54d2^81 + (3 + 4a + 0a^2)d1^55d2^81 + (1 + 4a + 4a^2)d1^56d2^81 + (1 + 1a + 4a^2)d1^57d2^81 + (1 + 1a + 2a^2)d1^58d2^81 + (2 + 1a + 2a^2)d1^59d2^81 + (3 + 1a + 4a^2)d1^60d2^81 + (3 + 1a + 1a^2)d1^61d2^81 + (3 + 0a + 0a^2)d1^62d2^81 + (0 + 0a + 1a^2)d1^63d2^81 + (2 + 1a + 2a^2)d1^64d2^81 + (1 + 2a + 4a^2)d1^65d2^81 + (4 + 0a + 1a^2)d1^66d2^81 + (2 + 0a + 1a^2)d1^67d2^81 + (1 + 3a + 3a^2)d1^68d2^81 + (2 + 2a + 1a^2)d1^69d2^81 + (0 + 2a + 1a^2)d1^70d2^81 + (3 + 3a + 4a^2)d1^71d2^81 + (1 + 0a + 3a^2)d1^72d2^81 + (3 + 3a + 0a^2)d1^73d2^81 + (1 + 2a + 1a^2)d1^74d2^81 + (2 + 0a + 4a^2)d1^75d2^81 + (0 + 0a + 1a^2)d1^76d2^81 + (3 + 3a + 1a^2)d1^77d2^81 + (2 + 2a + 3a^2)d1^78d2^81 + (1 + 4a + 0a^2)d1^79d2^81 + (4 + 4a + 0a^2)d1^80d2^81 + (2 + 3a + 1a^2)d1^81d2^81 + (0 + 3a + 3a^2)d1^82d2^81 + (1 + 0a + 3a^2)d1^83d2^81 + (1 + 2a + 1a^2)d1^84d2^81 + (0 + 3a + 0a^2)d1^85d2^81 + (4 + 2a + 3a^2)d1^86d2^81 + (2 + 0a + 3a^2)d1^87d2^81 + (2 + 0a + 2a^2)d1^88d2^81 + (4 + 0a + 3a^2)d1^90d2^81 + (4 + 1a + 4a^2)d1^91d2^81 + (0 + 1a + 4a^2)d1^92d2^81 + (3 + 2a + 4a^2)d1^93d2^81 + (0 + 0a + 2a^2)d1^94d2^81 + (4 + 1a + 0a^2)d1^95d2^81 + (0 + 4a + 4a^2)d1^96d2^81 + (2 + 3a + 2a^2)d1^97d2^81 + (4 + 2a + 4a^2)d1^98d2^81 + (2 + 1a + 0a^2)d1^99d2^81 + (1 + 3a + 2a^2)d1^100d2^81 + (4 + 4a + 1a^2)d1^101d2^81 + (0 + 2a + 1a^2)d1^102d2^81 + (2 + 3a + 4a^2)d1^103d2^81 + (2 + 0a + 2a^2)d1^104d2^81 + (1 + 1a + 3a^2)d1^105d2^81 + (1 + 0a + 3a^2)d1^106d2^81 + (1 + 4a + 3a^2)d1^107d2^81 + (3 + 4a + 4a^2)d1^108d2^81 + (4 + 1a + 3a^2)d1^109d2^81 + (3 + 1a + 0a^2)d1^110d2^81 + (1 + 4a + 0a^2)d1^111d2^81 + (3 + 1a + 2a^2)d1^112d2^81 + (3 + 1a + 2a^2)d1^113d2^81 + (2 + 3a + 3a^2)d1^114d2^81 + (3 + 2a + 0a^2)d1^115d2^81 + (1 + 4a + 4a^2)d1^116d2^81 + (0 + 0a + 1a^2)d1^117d2^81 + (3 + 1a + 2a^2)d1^118d2^81 + (4 + 3a + 3a^2)d1^119d2^81 + (3 + 4a + 2a^2)d1^120d2^81 + (2 + 3a + 1a^2)d1^121d2^81 + (0 + 1a + 0a^2)d1^122d2^81 + (1 + 3a + 4a^2)d1^123d2^81 + (2 + 2a + 3a^2)d1^124d2^81 + (0 + 3a + 1a^2)d1^125d2^81 + (3 + 1a + 4a^2)d1^126d2^81 + (1 + 2a + 0a^2)d1^127d2^81 + (0 + 0a + 2a^2)d1^128d2^81 + (0 + 2a + 1a^2)d1^129d2^81 + (2 + 1a + 2a^2)d1^130d2^81 + (2 + 1a + 0a^2)d1^131d2^81 + (2 + 2a + 0a^2)d1^132d2^81 + (1 + 4a + 0a^2)d1^133d2^81 + (3 + 1a + 2a^2)d1^134d2^81 + (3 + 3a + 1a^2)d1^135d2^81 + (3 + 0a + 3a^2)d1^136d2^81 + (4 + 1a + 3a^2)d1^137d2^81 + (1 + 0a + 0a^2)d1^138d2^81 + (4 + 0a + 2a^2)d1^139d2^81 + (0 + 1a + 4a^2)d1^140d2^81 + (1 + 1a + 4a^2)d1^141d2^81 + (4 + 1a + 0a^2)d1^142d2^81 + (1 + 2a + 0a^2)d1^143d2^81 + (4 + 4a + 2a^2)d1^144d2^81 + (4 + 0a + 0a^2)d1^145d2^81 + (3 + 2a + 3a^2)d1^146d2^81 + (4 + 4a + 1a^2)d1^147d2^81 + (4 + 0a + 4a^2)d1^148d2^81 + (2 + 2a + 3a^2)d1^149d2^81 + (2 + 1a + 2a^2)d1^150d2^81 + (0 + 1a + 2a^2)d1^151d2^81 + (2 + 3a + 0a^2)d1^152d2^81 + (4 + 4a + 0a^2)d1^153d2^81 + (3 + 2a + 4a^2)d1^154d2^81 + (4 + 0a + 2a^2)d1^155d2^81 + (0 + 3a + 2a^2)d1^156d2^81 + (4 + 3a + 1a^2)d1^157d2^81 + (2 + 0a + 0a^2)d1^158d2^81 + (2 + 1a + 4a^2)d1^159d2^81 + (4 + 3a + 0a^2)d1^160d2^81 + (2 + 4a + 2a^2)d1^161d2^81 + (2 + 3a + 1a^2)d1^162d2^81 + (1 + 4a + 4a^2)d1^163d2^81 + (2 + 4a + 1a^2)d1^164d2^81 + (3 + 1a + 3a^2)d1^165d2^81 + (4 + 2a + 4a^2)d1^166d2^81 + (1 + 3a + 2a^2)d1^167d2^81 + (1 + 3a + 0a^2)d1^168d2^81 + (3 + 1a + 3a^2)d1^169d2^81 + (0 + 3a + 4a^2)d1^170d2^81 + (3 + 1a + 4a^2)d1^171d2^81 + (2 + 4a + 3a^2)d1^172d2^81 + (0 + 2a + 2a^2)d1^173d2^81 + (2 + 4a + 3a^2)d1^174d2^81 + (2 + 3a + 3a^2)d1^175d2^81 + (0 + 4a + 4a^2)d1^176d2^81 + (2 + 4a + 3a^2)d1^177d2^81 + (1 + 4a + 1a^2)d1^178d2^81 + (0 + 2a + 4a^2)d1^179d2^81 + (4 + 1a + 3a^2)d1^180d2^81 + (2 + 3a + 0a^2)d1^181d2^81 + (2 + 3a + 0a^2)d1^182d2^81 + (1 + 4a + 3a^2)d1^183d2^81 + (1 + 1a + 0a^2)d1^184d2^81 + (4 + 3a + 3a^2)d1^185d2^81 + (4 + 2a + 3a^2)d1^186d2^81 + (1 + 0a + 3a^2)d1^187d2^81 + (2 + 0a + 2a^2)d1^188d2^81 + (2 + 4a + 3a^2)d1^189d2^81 + (4 + 1a + 3a^2)d1^190d2^81 + (3 + 1a + 1a^2)d1^191d2^81 + (3 + 1a + 0a^2)d1^192d2^81 + (1 + 2a + 4a^2)d1^193d2^81 + (1 + 2a + 1a^2)d1^194d2^81 + (4 + 1a + 3a^2)d1^195d2^81 + (0 + 1a + 2a^2)d1^196d2^81 + (2 + 0a + 4a^2)d1^197d2^81 + (2 + 4a + 2a^2)d1^199d2^81 + (1 + 2a + 3a^2)d1^200d2^81 + (4 + 3a + 1a^2)d1^201d2^81 + (2 + 2a + 0a^2)d1^203d2^81 + (2 + 2a + 3a^2)d1^204d2^81 + (3 + 1a + 2a^2)d1^205d2^81 + (0 + 2a + 4a^2)d1^206d2^81 + (3 + 1a + 1a^2)d1^207d2^81 + (1 + 2a + 3a^2)d1^208d2^81 + (4 + 4a + 2a^2)d1^209d2^81 + (1 + 4a + 1a^2)d1^210d2^81 + (2 + 2a + 0a^2)d1^211d2^81 + (2 + 3a + 3a^2)d1^212d2^81 + (0 + 4a + 4a^2)d1^213d2^81 + (4 + 4a + 2a^2)d1^214d2^81 + (2 + 0a + 3a^2)d1^215d2^81 + (1 + 2a + 3a^2)d1^216d2^81 + (0 + 3a + 4a^2)d1^217d2^81 + (4 + 4a + 0a^2)d1^218d2^81 + (2 + 2a + 1a^2)d1^219d2^81 + (3 + 0a + 4a^2)d1^220d2^81 + (3 + 4a + 2a^2)d1^221d2^81 + (1 + 0a + 3a^2)d1^222d2^81 + (4 + 0a + 1a^2)d1^223d2^81 + (1 + 0a + 0a^2)d1^224d2^81 + (1 + 0a + 3a^2)d1^225d2^81 + (4 + 1a + 1a^2)d1^226d2^81 + (2 + 1a + 3a^2)d1^227d2^81 + (4 + 1a + 2a^2)d1^228d2^81 + (4 + 1a + 2a^2)d1^229d2^81 + (4 + 3a + 2a^2)d1^230d2^81 + (3 + 4a + 3a^2)d1^231d2^81 + (3 + 2a + 0a^2)d1^232d2^81 + (0 + 3a + 2a^2)d1^233d2^81 + (1 + 2a + 2a^2)d1^234d2^81 + (0 + 4a + 1a^2)d1^235d2^81 + (1 + 0a + 0a^2)d1^236d2^81 + (0 + 3a + 2a^2)d1^237d2^81 + (1 + 0a + 4a^2)d1^238d2^81 + (3 + 4a + 2a^2)d1^239d2^81 + (0 + 3a + 1a^2)d1^240d2^81 + (1 + 3a + 4a^2)d1^241d2^81 + (1 + 2a + 2a^2)d1^242d2^81 + (1 + 0a + 3a^2)d1^243d2^81 + (3 + 4a + 0a^2)d1^244d2^81 + (0 + 1a + 3a^2)d1^245d2^81 + (3 + 1a + 0a^2)d1^246d2^81 + (3 + 2a + 1a^2)d1^247d2^81 + (1 + 1a + 1a^2)d1^248d2^81 + (0 + 4a + 3a^2)d1^249d2^81 + (2 + 3a + 0a^2)d1^250d2^81 + (0 + 2a + 3a^2)d1^251d2^81 + (0 + 1a + 4a^2)d1^252d2^81 + (0 + 1a + 3a^2)d1^253d2^81 + (4 + 0a + 4a^2)d1^254d2^81 + (4 + 4a + 3a^2)d1^255d2^81 + (0 + 2a + 2a^2)d1^256d2^81 + (3 + 2a + 1a^2)d1^257d2^81 + (0 + 4a + 2a^2)d1^258d2^81 + (2 + 0a + 2a^2)d1^259d2^81 + (2 + 0a + 4a^2)d1^260d2^81 + (0 + 0a + 1a^2)d1^261d2^81 + (3 + 1a + 3a^2)d1^262d2^81 + (0 + 2a + 1a^2)d1^263d2^81 + (3 + 2a + 4a^2)d1^264d2^81 + (4 + 1a + 1a^2)d1^265d2^81 + (3 + 2a + 4a^2)d1^266d2^81 + (0 + 4a + 1a^2)d1^267d2^81 + (1 + 2a + 0a^2)d1^268d2^81 + (1 + 3a + 4a^2)d1^269d2^81 + (1 + 0a + 0a^2)d1^270d2^81 + (4 + 4a + 3a^2)d1^271d2^81 + (4 + 2a + 0a^2)d1^272d2^81 + (1 + 1a + 0a^2)d1^273d2^81 + (1 + 2a + 4a^2)d1^274d2^81 + (4 + 1a + 4a^2)d1^275d2^81 + (3 + 3a + 4a^2)d1^276d2^81 + (1 + 0a + 1a^2)d1^277d2^81 + (0 + 3a + 0a^2)d1^278d2^81 + (4 + 4a + 0a^2)d1^279d2^81 + (1 + 1a + 4a^2)d1^280d2^81 + (2 + 4a + 4a^2)d1^281d2^81 + (4 + 1a + 2a^2)d1^282d2^81 + (3 + 0a + 2a^2)d1^283d2^81 + (0 + 1a + 0a^2)d1^284d2^81 + (0 + 4a + 0a^2)d1^285d2^81 + (3 + 4a + 0a^2)d1^286d2^81 + (4 + 0a + 4a^2)d1^287d2^81 + (4 + 3a + 0a^2)d1^288d2^81 + (0 + 2a + 4a^2)d1^289d2^81 + (4 + 3a + 1a^2)d1^290d2^81 + (1 + 3a + 2a^2)d1^291d2^81 + (4 + 4a + 2a^2)d1^292d2^81 + (2 + 1a + 2a^2)d1^293d2^81 + (1 + 2a + 1a^2)d2^82 + (4 + 2a + 2a^2)d1^1d2^82 + (3 + 4a + 3a^2)d1^2d2^82 + (1 + 0a + 2a^2)d1^3d2^82 + (3 + 0a + 1a^2)d1^4d2^82 + (1 + 1a + 1a^2)d1^5d2^82 + (1 + 3a + 4a^2)d1^6d2^82 + (4 + 0a + 1a^2)d1^7d2^82 + (3 + 0a + 4a^2)d1^8d2^82 + (1 + 2a + 2a^2)d1^9d2^82 + (2 + 4a + 3a^2)d1^10d2^82 + (4 + 3a + 2a^2)d1^11d2^82 + (0 + 4a + 0a^2)d1^12d2^82 + (4 + 1a + 4a^2)d1^13d2^82 + (2 + 1a + 4a^2)d1^14d2^82 + (3 + 2a + 2a^2)d1^15d2^82 + (4 + 3a + 1a^2)d1^16d2^82 + (4 + 3a + 0a^2)d1^17d2^82 + (1 + 3a + 4a^2)d1^18d2^82 + (0 + 2a + 4a^2)d1^19d2^82 + (1 + 4a + 3a^2)d1^21d2^82 + (4 + 0a + 0a^2)d1^22d2^82 + (4 + 4a + 4a^2)d1^23d2^82 + (1 + 3a + 3a^2)d1^24d2^82 + (4 + 4a + 1a^2)d1^25d2^82 + (4 + 4a + 3a^2)d1^26d2^82 + (2 + 0a + 2a^2)d1^27d2^82 + (0 + 2a + 4a^2)d1^28d2^82 + (0 + 2a + 3a^2)d1^29d2^82 + (1 + 3a + 0a^2)d1^30d2^82 + (0 + 1a + 2a^2)d1^31d2^82 + (1 + 4a + 2a^2)d1^32d2^82 + (2 + 4a + 2a^2)d1^33d2^82 + (3 + 1a + 3a^2)d1^34d2^82 + (4 + 0a + 4a^2)d1^35d2^82 + (3 + 4a + 2a^2)d1^36d2^82 + (3 + 1a + 3a^2)d1^37d2^82 + (0 + 2a + 1a^2)d1^38d2^82 + (3 + 3a + 2a^2)d1^39d2^82 + (2 + 4a + 0a^2)d1^40d2^82 + (4 + 3a + 3a^2)d1^41d2^82 + (0 + 4a + 1a^2)d1^42d2^82 + (4 + 4a + 0a^2)d1^43d2^82 + (4 + 1a + 1a^2)d1^44d2^82 + (1 + 3a + 3a^2)d1^45d2^82 + (0 + 3a + 4a^2)d1^46d2^82 + (0 + 2a + 3a^2)d1^47d2^82 + (3 + 0a + 4a^2)d1^48d2^82 + (3 + 4a + 1a^2)d1^49d2^82 + (0 + 3a + 1a^2)d1^50d2^82 + (2 + 0a + 0a^2)d1^51d2^82 + (1 + 4a + 2a^2)d1^52d2^82 + (4 + 2a + 4a^2)d1^53d2^82 + (3 + 0a + 4a^2)d1^54d2^82 + (2 + 4a + 2a^2)d1^55d2^82 + (2 + 2a + 0a^2)d1^56d2^82 + (1 + 3a + 4a^2)d1^57d2^82 + (4 + 3a + 3a^2)d1^58d2^82 + (1 + 2a + 2a^2)d1^59d2^82 + (4 + 4a + 4a^2)d1^60d2^82 + (1 + 0a + 0a^2)d1^61d2^82 + (2 + 1a + 4a^2)d1^62d2^82 + (2 + 3a + 1a^2)d1^63d2^82 + (0 + 2a + 3a^2)d1^64d2^82 + (3 + 3a + 1a^2)d1^65d2^82 + (1 + 3a + 2a^2)d1^66d2^82 + (1 + 3a + 2a^2)d1^67d2^82 + (4 + 1a + 2a^2)d1^68d2^82 + (1 + 3a + 4a^2)d1^69d2^82 + (0 + 3a + 2a^2)d1^70d2^82 + (4 + 0a + 4a^2)d1^71d2^82 + (2 + 1a + 4a^2)d1^72d2^82 + (1 + 4a + 4a^2)d1^73d2^82 + (3 + 4a + 0a^2)d1^74d2^82 + (4 + 1a + 1a^2)d1^75d2^82 + (1 + 4a + 3a^2)d1^76d2^82 + (1 + 3a + 1a^2)d1^77d2^82 + (4 + 1a + 0a^2)d1^78d2^82 + (3 + 2a + 4a^2)d1^79d2^82 + (4 + 4a + 2a^2)d1^80d2^82 + (1 + 0a + 2a^2)d1^81d2^82 + (4 + 0a + 0a^2)d1^82d2^82 + (3 + 1a + 4a^2)d1^83d2^82 + (0 + 4a + 0a^2)d1^84d2^82 + (1 + 4a + 4a^2)d1^85d2^82 + (1 + 0a + 2a^2)d1^86d2^82 + (3 + 4a + 1a^2)d1^87d2^82 + (2 + 3a + 0a^2)d1^88d2^82 + (1 + 4a + 4a^2)d1^89d2^82 + (4 + 0a + 4a^2)d1^90d2^82 + (2 + 0a + 1a^2)d1^91d2^82 + (1 + 3a + 1a^2)d1^92d2^82 + (4 + 3a + 4a^2)d1^93d2^82 + (3 + 1a + 1a^2)d1^94d2^82 + (4 + 1a + 3a^2)d1^95d2^82 + (3 + 1a + 2a^2)d1^96d2^82 + (0 + 4a + 4a^2)d1^97d2^82 + (0 + 4a + 1a^2)d1^98d2^82 + (1 + 4a + 2a^2)d1^99d2^82 + (0 + 1a + 3a^2)d1^100d2^82 + (4 + 4a + 4a^2)d1^101d2^82 + (1 + 0a + 1a^2)d1^102d2^82 + (4 + 2a + 3a^2)d1^103d2^82 + (0 + 3a + 4a^2)d1^104d2^82 + (0 + 2a + 2a^2)d1^105d2^82 + (3 + 1a + 3a^2)d1^106d2^82 + (3 + 0a + 4a^2)d1^107d2^82 + (3 + 3a + 1a^2)d1^108d2^82 + (0 + 2a + 2a^2)d1^109d2^82 + (2 + 2a + 0a^2)d1^110d2^82 + (2 + 3a + 4a^2)d1^111d2^82 + (4 + 2a + 2a^2)d1^112d2^82 + (4 + 1a + 0a^2)d1^113d2^82 + (2 + 3a + 1a^2)d1^114d2^82 + (3 + 0a + 2a^2)d1^115d2^82 + (3 + 0a + 2a^2)d1^116d2^82 + (1 + 0a + 4a^2)d1^118d2^82 + (3 + 0a + 4a^2)d1^119d2^82 + (2 + 1a + 0a^2)d1^120d2^82 + (0 + 1a + 2a^2)d1^121d2^82 + (1 + 3a + 0a^2)d1^122d2^82 + (3 + 2a + 2a^2)d1^123d2^82 + (0 + 2a + 2a^2)d1^124d2^82 + (0 + 2a + 3a^2)d1^125d2^82 + (0 + 0a + 3a^2)d1^126d2^82 + (2 + 1a + 2a^2)d1^127d2^82 + (4 + 1a + 3a^2)d1^128d2^82 + (4 + 4a + 0a^2)d1^129d2^82 + (0 + 1a + 1a^2)d1^130d2^82 + (2 + 3a + 4a^2)d1^131d2^82 + (4 + 1a + 0a^2)d1^132d2^82 + (2 + 0a + 3a^2)d1^133d2^82 + (2 + 1a + 4a^2)d1^134d2^82 + (0 + 1a + 3a^2)d1^135d2^82 + (0 + 1a + 4a^2)d1^136d2^82 + (0 + 3a + 3a^2)d1^137d2^82 + (0 + 2a + 4a^2)d1^138d2^82 + (0 + 3a + 0a^2)d1^139d2^82 + (3 + 3a + 3a^2)d1^140d2^82 + (3 + 3a + 1a^2)d1^141d2^82 + (1 + 2a + 1a^2)d1^143d2^82 + (2 + 1a + 2a^2)d1^144d2^82 + (3 + 0a + 2a^2)d1^145d2^82 + (1 + 1a + 3a^2)d1^146d2^82 + (0 + 0a + 1a^2)d1^147d2^82 + (2 + 1a + 4a^2)d1^148d2^82 + (4 + 1a + 0a^2)d1^149d2^82 + (1 + 2a + 0a^2)d1^150d2^82 + (0 + 2a + 4a^2)d1^151d2^82 + (3 + 0a + 0a^2)d1^152d2^82 + (2 + 3a + 1a^2)d1^153d2^82 + (2 + 2a + 2a^2)d1^154d2^82 + (4 + 0a + 2a^2)d1^155d2^82 + (1 + 4a + 3a^2)d1^156d2^82 + (4 + 3a + 4a^2)d1^157d2^82 + (3 + 0a + 0a^2)d1^158d2^82 + (4 + 0a + 4a^2)d1^159d2^82 + (2 + 3a + 0a^2)d1^160d2^82 + (0 + 1a + 3a^2)d1^161d2^82 + (3 + 1a + 3a^2)d1^162d2^82 + (2 + 4a + 3a^2)d1^163d2^82 + (2 + 4a + 4a^2)d1^164d2^82 + (0 + 4a + 1a^2)d1^165d2^82 + (2 + 1a + 0a^2)d1^166d2^82 + (1 + 3a + 4a^2)d1^167d2^82 + (2 + 3a + 3a^2)d1^168d2^82 + (3 + 0a + 4a^2)d1^169d2^82 + (2 + 4a + 3a^2)d1^170d2^82 + (4 + 0a + 4a^2)d1^171d2^82 + (0 + 1a + 1a^2)d1^172d2^82 + (1 + 3a + 3a^2)d1^173d2^82 + (1 + 3a + 0a^2)d1^174d2^82 + (2 + 1a + 3a^2)d1^175d2^82 + (2 + 3a + 3a^2)d1^176d2^82 + (4 + 0a + 4a^2)d1^177d2^82 + (3 + 2a + 3a^2)d1^178d2^82 + (2 + 3a + 2a^2)d1^179d2^82 + (4 + 2a + 1a^2)d1^180d2^82 + (4 + 1a + 1a^2)d1^181d2^82 + (3 + 1a + 2a^2)d1^182d2^82 + (3 + 0a + 4a^2)d1^183d2^82 + (4 + 2a + 0a^2)d1^184d2^82 + (1 + 3a + 4a^2)d1^185d2^82 + (2 + 0a + 2a^2)d1^186d2^82 + (0 + 1a + 4a^2)d1^187d2^82 + (4 + 3a + 1a^2)d1^188d2^82 + (2 + 2a + 1a^2)d1^189d2^82 + (4 + 3a + 4a^2)d1^190d2^82 + (4 + 4a + 1a^2)d1^191d2^82 + (3 + 4a + 3a^2)d1^192d2^82 + (3 + 2a + 0a^2)d1^193d2^82 + (0 + 1a + 2a^2)d1^194d2^82 + (3 + 3a + 1a^2)d1^195d2^82 + (2 + 3a + 2a^2)d1^196d2^82 + (1 + 3a + 2a^2)d1^197d2^82 + (0 + 4a + 3a^2)d1^198d2^82 + (0 + 4a + 1a^2)d1^199d2^82 + (4 + 2a + 1a^2)d1^200d2^82 + (2 + 3a + 2a^2)d1^201d2^82 + (0 + 0a + 1a^2)d1^202d2^82 + (0 + 1a + 1a^2)d1^203d2^82 + (2 + 0a + 3a^2)d1^204d2^82 + (1 + 2a + 0a^2)d1^205d2^82 + (4 + 3a + 2a^2)d1^206d2^82 + (4 + 4a + 4a^2)d1^207d2^82 + (4 + 3a + 3a^2)d1^208d2^82 + (0 + 1a + 1a^2)d1^209d2^82 + (3 + 3a + 2a^2)d1^210d2^82 + (4 + 2a + 4a^2)d1^211d2^82 + (3 + 2a + 4a^2)d1^212d2^82 + (0 + 2a + 4a^2)d1^213d2^82 + (4 + 3a + 2a^2)d1^214d2^82 + (1 + 1a + 3a^2)d1^215d2^82 + (2 + 0a + 0a^2)d1^216d2^82 + (2 + 1a + 3a^2)d1^217d2^82 + (4 + 2a + 2a^2)d1^218d2^82 + (2 + 1a + 1a^2)d1^219d2^82 + (3 + 1a + 3a^2)d1^220d2^82 + (2 + 2a + 4a^2)d1^221d2^82 + (2 + 1a + 4a^2)d1^222d2^82 + (3 + 4a + 1a^2)d1^223d2^82 + (2 + 1a + 2a^2)d1^224d2^82 + (1 + 1a + 2a^2)d1^225d2^82 + (0 + 1a + 4a^2)d1^226d2^82 + (0 + 4a + 2a^2)d1^227d2^82 + (0 + 1a + 1a^2)d1^228d2^82 + (2 + 3a + 2a^2)d1^229d2^82 + (2 + 1a + 0a^2)d1^230d2^82 + (4 + 2a + 1a^2)d1^231d2^82 + (2 + 2a + 3a^2)d1^232d2^82 + (2 + 1a + 4a^2)d1^233d2^82 + (1 + 0a + 1a^2)d1^234d2^82 + (1 + 1a + 1a^2)d1^235d2^82 + (3 + 2a + 3a^2)d1^236d2^82 + (4 + 0a + 2a^2)d1^237d2^82 + (4 + 4a + 4a^2)d1^238d2^82 + (3 + 0a + 0a^2)d1^239d2^82 + (4 + 4a + 4a^2)d1^240d2^82 + (1 + 2a + 4a^2)d1^241d2^82 + (2 + 0a + 2a^2)d1^242d2^82 + (3 + 0a + 4a^2)d1^243d2^82 + (4 + 3a + 3a^2)d1^244d2^82 + (3 + 2a + 0a^2)d1^245d2^82 + (3 + 4a + 3a^2)d1^246d2^82 + (1 + 1a + 4a^2)d1^247d2^82 + (2 + 2a + 0a^2)d1^248d2^82 + (4 + 1a + 0a^2)d1^249d2^82 + (4 + 0a + 0a^2)d1^250d2^82 + (0 + 1a + 4a^2)d1^251d2^82 + (4 + 2a + 4a^2)d1^252d2^82 + (0 + 1a + 2a^2)d1^253d2^82 + (1 + 0a + 3a^2)d1^254d2^82 + (4 + 4a + 0a^2)d1^255d2^82 + (4 + 3a + 1a^2)d1^256d2^82 + (3 + 4a + 1a^2)d1^257d2^82 + (3 + 0a + 1a^2)d1^258d2^82 + (4 + 2a + 1a^2)d1^259d2^82 + (4 + 4a + 2a^2)d1^260d2^82 + (0 + 3a + 4a^2)d1^261d2^82 + (1 + 3a + 3a^2)d1^262d2^82 + (0 + 1a + 2a^2)d1^263d2^82 + (1 + 2a + 3a^2)d1^264d2^82 + (3 + 1a + 3a^2)d1^265d2^82 + (4 + 1a + 2a^2)d1^266d2^82 + (1 + 0a + 0a^2)d1^267d2^82 + (3 + 1a + 3a^2)d1^268d2^82 + (1 + 1a + 0a^2)d1^269d2^82 + (3 + 1a + 4a^2)d1^270d2^82 + (0 + 2a + 1a^2)d1^271d2^82 + (2 + 4a + 3a^2)d1^272d2^82 + (2 + 3a + 1a^2)d1^273d2^82 + (2 + 2a + 2a^2)d1^274d2^82 + (3 + 0a + 4a^2)d1^275d2^82 + (3 + 3a + 2a^2)d1^276d2^82 + (0 + 2a + 4a^2)d1^277d2^82 + (2 + 0a + 1a^2)d1^278d2^82 + (4 + 1a + 1a^2)d1^279d2^82 + (3 + 4a + 3a^2)d1^280d2^82 + (1 + 4a + 1a^2)d1^281d2^82 + (1 + 0a + 4a^2)d1^282d2^82 + (2 + 2a + 3a^2)d1^283d2^82 + (2 + 4a + 4a^2)d1^284d2^82 + (2 + 2a + 3a^2)d1^285d2^82 + (1 + 2a + 2a^2)d1^286d2^82 + (2 + 2a + 0a^2)d1^287d2^82 + (2 + 1a + 1a^2)d1^288d2^82 + (1 + 4a + 3a^2)d1^289d2^82 + (1 + 1a + 2a^2)d1^290d2^82 + (4 + 2a + 2a^2)d1^291d2^82 + (2 + 4a + 1a^2)d1^292d2^82 + (1 + 1a + 0a^2)d1^293d2^82 + (3 + 3a + 4a^2)d2^83 + (4 + 0a + 3a^2)d1^1d2^83 + (3 + 2a + 2a^2)d1^2d2^83 + (0 + 3a + 0a^2)d1^3d2^83 + (0 + 4a + 4a^2)d1^4d2^83 + (4 + 4a + 4a^2)d1^5d2^83 + (4 + 0a + 4a^2)d1^6d2^83 + (4 + 3a + 4a^2)d1^7d2^83 + (1 + 3a + 4a^2)d1^8d2^83 + (4 + 3a + 2a^2)d1^9d2^83 + (3 + 0a + 1a^2)d1^10d2^83 + (3 + 4a + 4a^2)d1^11d2^83 + (4 + 3a + 0a^2)d1^12d2^83 + (1 + 3a + 2a^2)d1^13d2^83 + (4 + 2a + 1a^2)d1^14d2^83 + (2 + 4a + 4a^2)d1^15d2^83 + (2 + 4a + 4a^2)d1^16d2^83 + (2 + 1a + 3a^2)d1^17d2^83 + (2 + 1a + 0a^2)d1^18d2^83 + (3 + 1a + 4a^2)d1^19d2^83 + (0 + 3a + 3a^2)d1^20d2^83 + (3 + 1a + 3a^2)d1^21d2^83 + (2 + 2a + 4a^2)d1^22d2^83 + (3 + 1a + 1a^2)d1^23d2^83 + (3 + 3a + 1a^2)d1^24d2^83 + (3 + 4a + 1a^2)d1^25d2^83 + (0 + 4a + 1a^2)d1^26d2^83 + (2 + 3a + 3a^2)d1^27d2^83 + (0 + 1a + 2a^2)d1^28d2^83 + (4 + 2a + 0a^2)d1^29d2^83 + (2 + 4a + 4a^2)d1^30d2^83 + (3 + 3a + 1a^2)d1^31d2^83 + (0 + 3a + 4a^2)d1^32d2^83 + (1 + 1a + 1a^2)d1^33d2^83 + (4 + 4a + 1a^2)d1^34d2^83 + (2 + 0a + 4a^2)d1^35d2^83 + (2 + 0a + 4a^2)d1^36d2^83 + (4 + 4a + 4a^2)d1^37d2^83 + (4 + 1a + 0a^2)d1^38d2^83 + (0 + 2a + 2a^2)d1^39d2^83 + (1 + 1a + 4a^2)d1^40d2^83 + (4 + 4a + 2a^2)d1^41d2^83 + (1 + 1a + 1a^2)d1^42d2^83 + (2 + 4a + 1a^2)d1^43d2^83 + (3 + 3a + 1a^2)d1^44d2^83 + (0 + 0a + 3a^2)d1^45d2^83 + (2 + 2a + 1a^2)d1^46d2^83 + (1 + 1a + 3a^2)d1^47d2^83 + (2 + 4a + 1a^2)d1^48d2^83 + (3 + 0a + 1a^2)d1^49d2^83 + (1 + 3a + 1a^2)d1^50d2^83 + (0 + 1a + 2a^2)d1^51d2^83 + (3 + 4a + 0a^2)d1^52d2^83 + (3 + 0a + 3a^2)d1^53d2^83 + (4 + 1a + 0a^2)d1^54d2^83 + (2 + 2a + 4a^2)d1^55d2^83 + (2 + 1a + 4a^2)d1^56d2^83 + (3 + 4a + 3a^2)d1^57d2^83 + (3 + 1a + 0a^2)d1^58d2^83 + (0 + 4a + 1a^2)d1^59d2^83 + (4 + 1a + 3a^2)d1^60d2^83 + (0 + 4a + 4a^2)d1^61d2^83 + (3 + 3a + 3a^2)d1^62d2^83 + (0 + 2a + 2a^2)d1^63d2^83 + (4 + 1a + 3a^2)d1^64d2^83 + (4 + 3a + 1a^2)d1^65d2^83 + (0 + 3a + 3a^2)d1^66d2^83 + (3 + 3a + 1a^2)d1^67d2^83 + (3 + 0a + 4a^2)d1^68d2^83 + (0 + 4a + 3a^2)d1^69d2^83 + (3 + 2a + 0a^2)d1^70d2^83 + (3 + 2a + 2a^2)d1^71d2^83 + (3 + 3a + 2a^2)d1^72d2^83 + (1 + 1a + 2a^2)d1^73d2^83 + (1 + 2a + 3a^2)d1^74d2^83 + (4 + 3a + 0a^2)d1^75d2^83 + (2 + 3a + 3a^2)d1^76d2^83 + (4 + 3a + 4a^2)d1^77d2^83 + (0 + 2a + 4a^2)d1^78d2^83 + (4 + 3a + 1a^2)d1^79d2^83 + (1 + 2a + 2a^2)d1^80d2^83 + (0 + 0a + 1a^2)d1^81d2^83 + (2 + 2a + 4a^2)d1^82d2^83 + (0 + 4a + 1a^2)d1^83d2^83 + (0 + 1a + 4a^2)d1^84d2^83 + (1 + 1a + 1a^2)d1^85d2^83 + (0 + 2a + 0a^2)d1^86d2^83 + (3 + 0a + 3a^2)d1^87d2^83 + (4 + 2a + 3a^2)d1^88d2^83 + (4 + 2a + 1a^2)d1^89d2^83 + (1 + 2a + 1a^2)d1^90d2^83 + (2 + 1a + 2a^2)d1^91d2^83 + (1 + 0a + 3a^2)d1^92d2^83 + (2 + 1a + 4a^2)d1^93d2^83 + (3 + 3a + 3a^2)d1^94d2^83 + (3 + 1a + 2a^2)d1^95d2^83 + (0 + 1a + 2a^2)d1^96d2^83 + (3 + 4a + 0a^2)d1^97d2^83 + (3 + 0a + 2a^2)d1^98d2^83 + (2 + 3a + 1a^2)d1^99d2^83 + (1 + 3a + 2a^2)d1^100d2^83 + (3 + 0a + 1a^2)d1^101d2^83 + (1 + 4a + 3a^2)d1^102d2^83 + (4 + 3a + 2a^2)d1^103d2^83 + (2 + 3a + 2a^2)d1^104d2^83 + (1 + 3a + 3a^2)d1^105d2^83 + (0 + 3a + 1a^2)d1^106d2^83 + (2 + 4a + 2a^2)d1^107d2^83 + (3 + 0a + 4a^2)d1^108d2^83 + (3 + 1a + 3a^2)d1^109d2^83 + (0 + 1a + 3a^2)d1^110d2^83 + (2 + 2a + 3a^2)d1^111d2^83 + (0 + 4a + 2a^2)d1^112d2^83 + (4 + 2a + 2a^2)d1^113d2^83 + (0 + 1a + 1a^2)d1^114d2^83 + (4 + 4a + 4a^2)d1^115d2^83 + (0 + 2a + 3a^2)d1^116d2^83 + (3 + 1a + 4a^2)d1^117d2^83 + (3 + 1a + 4a^2)d1^118d2^83 + (3 + 0a + 0a^2)d1^119d2^83 + (4 + 4a + 0a^2)d1^120d2^83 + (4 + 1a + 2a^2)d1^121d2^83 + (2 + 2a + 3a^2)d1^122d2^83 + (0 + 4a + 4a^2)d1^123d2^83 + (4 + 4a + 2a^2)d1^124d2^83 + (3 + 0a + 0a^2)d1^125d2^83 + (0 + 1a + 3a^2)d1^126d2^83 + (0 + 0a + 4a^2)d1^127d2^83 + (1 + 1a + 3a^2)d1^128d2^83 + (1 + 3a + 4a^2)d1^129d2^83 + (0 + 0a + 4a^2)d1^130d2^83 + (3 + 3a + 4a^2)d1^131d2^83 + (0 + 1a + 3a^2)d1^132d2^83 + (2 + 2a + 4a^2)d1^133d2^83 + (3 + 2a + 0a^2)d1^134d2^83 + (1 + 1a + 3a^2)d1^135d2^83 + (1 + 1a + 4a^2)d1^136d2^83 + (0 + 2a + 1a^2)d1^137d2^83 + (1 + 0a + 1a^2)d1^138d2^83 + (0 + 4a + 0a^2)d1^139d2^83 + (0 + 1a + 0a^2)d1^140d2^83 + (2 + 3a + 4a^2)d1^141d2^83 + (0 + 2a + 4a^2)d1^142d2^83 + (1 + 4a + 4a^2)d1^143d2^83 + (4 + 4a + 4a^2)d1^144d2^83 + (0 + 0a + 3a^2)d1^145d2^83 + (3 + 1a + 3a^2)d1^146d2^83 + (0 + 2a + 1a^2)d1^147d2^83 + (2 + 4a + 3a^2)d1^148d2^83 + (1 + 3a + 4a^2)d1^149d2^83 + (0 + 1a + 3a^2)d1^150d2^83 + (2 + 4a + 4a^2)d1^151d2^83 + (2 + 0a + 0a^2)d1^152d2^83 + (2 + 4a + 4a^2)d1^153d2^83 + (3 + 2a + 4a^2)d1^154d2^83 + (2 + 3a + 4a^2)d1^155d2^83 + (1 + 2a + 1a^2)d1^156d2^83 + (2 + 0a + 0a^2)d1^157d2^83 + (1 + 1a + 1a^2)d1^158d2^83 + (2 + 3a + 1a^2)d1^159d2^83 + (2 + 3a + 2a^2)d1^160d2^83 + (0 + 2a + 2a^2)d1^161d2^83 + (2 + 0a + 1a^2)d1^162d2^83 + (2 + 0a + 0a^2)d1^163d2^83 + (2 + 2a + 0a^2)d1^164d2^83 + (0 + 2a + 1a^2)d1^165d2^83 + (0 + 0a + 2a^2)d1^166d2^83 + (1 + 2a + 2a^2)d1^167d2^83 + (1 + 4a + 1a^2)d1^168d2^83 + (2 + 2a + 4a^2)d1^169d2^83 + (0 + 4a + 0a^2)d1^171d2^83 + (2 + 0a + 1a^2)d1^172d2^83 + (2 + 4a + 2a^2)d1^173d2^83 + (1 + 2a + 1a^2)d1^174d2^83 + (2 + 2a + 3a^2)d1^175d2^83 + (0 + 0a + 4a^2)d1^176d2^83 + (2 + 2a + 3a^2)d1^177d2^83 + (3 + 1a + 0a^2)d1^178d2^83 + (1 + 3a + 1a^2)d1^179d2^83 + (2 + 4a + 2a^2)d1^180d2^83 + (1 + 3a + 3a^2)d1^181d2^83 + (4 + 1a + 3a^2)d1^182d2^83 + (1 + 4a + 1a^2)d1^183d2^83 + (4 + 1a + 1a^2)d1^184d2^83 + (2 + 3a + 4a^2)d1^185d2^83 + (1 + 2a + 2a^2)d1^186d2^83 + (0 + 4a + 4a^2)d1^187d2^83 + (1 + 1a + 2a^2)d1^188d2^83 + (4 + 3a + 4a^2)d1^189d2^83 + (4 + 3a + 2a^2)d1^190d2^83 + (0 + 0a + 2a^2)d1^191d2^83 + (2 + 4a + 1a^2)d1^192d2^83 + (0 + 1a + 3a^2)d1^193d2^83 + (2 + 3a + 0a^2)d1^194d2^83 + (0 + 2a + 3a^2)d1^195d2^83 + (4 + 3a + 0a^2)d1^196d2^83 + (0 + 3a + 1a^2)d1^198d2^83 + (4 + 0a + 2a^2)d1^199d2^83 + (3 + 4a + 4a^2)d1^200d2^83 + (4 + 3a + 3a^2)d1^201d2^83 + (4 + 4a + 2a^2)d1^202d2^83 + (4 + 0a + 1a^2)d1^203d2^83 + (3 + 0a + 1a^2)d1^204d2^83 + (3 + 0a + 3a^2)d1^205d2^83 + (2 + 2a + 0a^2)d1^206d2^83 + (4 + 2a + 3a^2)d1^207d2^83 + (3 + 1a + 4a^2)d1^208d2^83 + (2 + 4a + 0a^2)d1^209d2^83 + (2 + 2a + 1a^2)d1^210d2^83 + (0 + 2a + 3a^2)d1^211d2^83 + (1 + 1a + 0a^2)d1^212d2^83 + (2 + 3a + 3a^2)d1^213d2^83 + (2 + 1a + 0a^2)d1^214d2^83 + (0 + 2a + 3a^2)d1^215d2^83 + (0 + 2a + 1a^2)d1^216d2^83 + (3 + 2a + 0a^2)d1^217d2^83 + (3 + 3a + 4a^2)d1^218d2^83 + (3 + 1a + 3a^2)d1^219d2^83 + (3 + 0a + 2a^2)d1^220d2^83 + (2 + 3a + 4a^2)d1^221d2^83 + (3 + 2a + 4a^2)d1^222d2^83 + (3 + 2a + 4a^2)d1^223d2^83 + (4 + 2a + 2a^2)d1^224d2^83 + (1 + 2a + 3a^2)d1^225d2^83 + (3 + 1a + 4a^2)d1^226d2^83 + (3 + 4a + 0a^2)d1^227d2^83 + (4 + 2a + 4a^2)d1^228d2^83 + (3 + 2a + 0a^2)d1^229d2^83 + (0 + 1a + 2a^2)d1^230d2^83 + (1 + 1a + 4a^2)d1^231d2^83 + (0 + 4a + 1a^2)d1^232d2^83 + (4 + 3a + 3a^2)d1^233d2^83 + (4 + 0a + 0a^2)d1^234d2^83 + (3 + 4a + 3a^2)d1^235d2^83 + (0 + 4a + 0a^2)d1^236d2^83 + (1 + 0a + 3a^2)d1^237d2^83 + (4 + 4a + 4a^2)d1^238d2^83 + (0 + 4a + 2a^2)d1^239d2^83 + (0 + 1a + 3a^2)d1^240d2^83 + (0 + 1a + 2a^2)d1^241d2^83 + (4 + 4a + 0a^2)d1^242d2^83 + (2 + 3a + 0a^2)d1^243d2^83 + (3 + 0a + 1a^2)d1^244d2^83 + (2 + 1a + 0a^2)d1^245d2^83 + (0 + 2a + 3a^2)d1^246d2^83 + (4 + 0a + 1a^2)d1^247d2^83 + (1 + 0a + 1a^2)d1^248d2^83 + (2 + 3a + 0a^2)d1^249d2^83 + (1 + 2a + 1a^2)d1^250d2^83 + (1 + 0a + 1a^2)d1^251d2^83 + (2 + 4a + 4a^2)d1^252d2^83 + (2 + 0a + 3a^2)d1^253d2^83 + (1 + 4a + 2a^2)d1^254d2^83 + (0 + 4a + 3a^2)d1^255d2^83 + (2 + 0a + 2a^2)d1^256d2^83 + (3 + 4a + 2a^2)d1^257d2^83 + (3 + 1a + 0a^2)d1^258d2^83 + (0 + 3a + 2a^2)d1^259d2^83 + (0 + 2a + 0a^2)d1^260d2^83 + (2 + 0a + 0a^2)d1^261d2^83 + (1 + 2a + 4a^2)d1^262d2^83 + (1 + 3a + 4a^2)d1^263d2^83 + (2 + 4a + 3a^2)d1^264d2^83 + (2 + 1a + 4a^2)d1^265d2^83 + (2 + 2a + 3a^2)d1^266d2^83 + (3 + 2a + 0a^2)d1^267d2^83 + (1 + 1a + 0a^2)d1^268d2^83 + (0 + 2a + 2a^2)d1^269d2^83 + (1 + 0a + 2a^2)d1^270d2^83 + (1 + 1a + 1a^2)d1^271d2^83 + (2 + 1a + 0a^2)d1^272d2^83 + (1 + 1a + 0a^2)d1^273d2^83 + (2 + 4a + 2a^2)d1^274d2^83 + (2 + 3a + 2a^2)d1^275d2^83 + (1 + 3a + 3a^2)d1^276d2^83 + (1 + 2a + 3a^2)d1^277d2^83 + (4 + 3a + 4a^2)d1^278d2^83 + (2 + 0a + 0a^2)d1^279d2^83 + (0 + 4a + 2a^2)d1^280d2^83 + (4 + 1a + 3a^2)d1^281d2^83 + (2 + 2a + 1a^2)d1^282d2^83 + (0 + 4a + 3a^2)d1^283d2^83 + (0 + 1a + 3a^2)d1^284d2^83 + (1 + 1a + 0a^2)d1^285d2^83 + (2 + 1a + 3a^2)d1^286d2^83 + (1 + 4a + 0a^2)d1^287d2^83 + (1 + 3a + 3a^2)d1^288d2^83 + (3 + 3a + 2a^2)d1^289d2^83 + (3 + 1a + 0a^2)d1^290d2^83 + (3 + 1a + 2a^2)d1^291d2^83 + (0 + 3a + 2a^2)d1^292d2^83 + (2 + 2a + 1a^2)d1^293d2^83 + (3 + 0a + 2a^2)d2^84 + (0 + 1a + 4a^2)d1^1d2^84 + (1 + 1a + 1a^2)d1^2d2^84 + (4 + 2a + 1a^2)d1^3d2^84 + (2 + 3a + 3a^2)d1^4d2^84 + (4 + 2a + 0a^2)d1^5d2^84 + (3 + 4a + 4a^2)d1^6d2^84 + (1 + 1a + 4a^2)d1^7d2^84 + (2 + 1a + 0a^2)d1^8d2^84 + (4 + 4a + 3a^2)d1^9d2^84 + (4 + 0a + 3a^2)d1^10d2^84 + (4 + 4a + 4a^2)d1^11d2^84 + (1 + 3a + 1a^2)d1^12d2^84 + (1 + 1a + 0a^2)d1^13d2^84 + (1 + 1a + 0a^2)d1^14d2^84 + (1 + 4a + 4a^2)d1^15d2^84 + (1 + 2a + 3a^2)d1^16d2^84 + (2 + 2a + 4a^2)d1^17d2^84 + (3 + 0a + 3a^2)d1^18d2^84 + (4 + 3a + 4a^2)d1^19d2^84 + (4 + 0a + 4a^2)d1^20d2^84 + (0 + 4a + 0a^2)d1^21d2^84 + (2 + 4a + 2a^2)d1^22d2^84 + (4 + 3a + 2a^2)d1^23d2^84 + (1 + 3a + 0a^2)d1^24d2^84 + (2 + 1a + 3a^2)d1^25d2^84 + (3 + 0a + 1a^2)d1^26d2^84 + (0 + 3a + 2a^2)d1^27d2^84 + (1 + 0a + 2a^2)d1^28d2^84 + (4 + 3a + 2a^2)d1^29d2^84 + (2 + 4a + 4a^2)d1^30d2^84 + (0 + 3a + 0a^2)d1^31d2^84 + (3 + 4a + 3a^2)d1^32d2^84 + (3 + 0a + 4a^2)d1^33d2^84 + (2 + 0a + 0a^2)d1^34d2^84 + (1 + 4a + 3a^2)d1^35d2^84 + (3 + 3a + 2a^2)d1^36d2^84 + (2 + 2a + 2a^2)d1^37d2^84 + (1 + 2a + 3a^2)d1^38d2^84 + (0 + 2a + 2a^2)d1^39d2^84 + (0 + 1a + 3a^2)d1^40d2^84 + (1 + 3a + 1a^2)d1^41d2^84 + (1 + 4a + 4a^2)d1^42d2^84 + (0 + 1a + 3a^2)d1^43d2^84 + (3 + 3a + 4a^2)d1^44d2^84 + (0 + 1a + 1a^2)d1^45d2^84 + (0 + 1a + 1a^2)d1^46d2^84 + (2 + 3a + 1a^2)d1^47d2^84 + (2 + 1a + 2a^2)d1^48d2^84 + (4 + 4a + 1a^2)d1^49d2^84 + (0 + 1a + 1a^2)d1^50d2^84 + (1 + 4a + 0a^2)d1^51d2^84 + (1 + 3a + 0a^2)d1^52d2^84 + (4 + 4a + 1a^2)d1^53d2^84 + (4 + 3a + 2a^2)d1^54d2^84 + (1 + 2a + 4a^2)d1^55d2^84 + (1 + 4a + 3a^2)d1^56d2^84 + (0 + 3a + 0a^2)d1^57d2^84 + (3 + 2a + 2a^2)d1^58d2^84 + (0 + 2a + 1a^2)d1^59d2^84 + (4 + 4a + 1a^2)d1^60d2^84 + (0 + 3a + 3a^2)d1^61d2^84 + (0 + 0a + 4a^2)d1^62d2^84 + (3 + 0a + 1a^2)d1^63d2^84 + (3 + 3a + 4a^2)d1^64d2^84 + (2 + 1a + 3a^2)d1^65d2^84 + (2 + 1a + 2a^2)d1^66d2^84 + (0 + 0a + 2a^2)d1^67d2^84 + (3 + 4a + 3a^2)d1^68d2^84 + (3 + 1a + 3a^2)d1^69d2^84 + (1 + 0a + 0a^2)d1^70d2^84 + (1 + 0a + 0a^2)d1^71d2^84 + (1 + 0a + 3a^2)d1^72d2^84 + (2 + 2a + 3a^2)d1^73d2^84 + (2 + 3a + 3a^2)d1^74d2^84 + (1 + 3a + 2a^2)d1^75d2^84 + (0 + 1a + 4a^2)d1^76d2^84 + (3 + 1a + 1a^2)d1^77d2^84 + (1 + 0a + 3a^2)d1^78d2^84 + (4 + 3a + 1a^2)d1^79d2^84 + (4 + 3a + 2a^2)d1^80d2^84 + (4 + 4a + 3a^2)d1^81d2^84 + (1 + 2a + 1a^2)d1^82d2^84 + (2 + 0a + 0a^2)d1^83d2^84 + (2 + 1a + 1a^2)d1^84d2^84 + (0 + 1a + 1a^2)d1^85d2^84 + (0 + 4a + 0a^2)d1^86d2^84 + (0 + 0a + 3a^2)d1^87d2^84 + (3 + 0a + 1a^2)d1^88d2^84 + (1 + 2a + 1a^2)d1^89d2^84 + (2 + 0a + 3a^2)d1^90d2^84 + (0 + 0a + 1a^2)d1^91d2^84 + (0 + 0a + 3a^2)d1^92d2^84 + (3 + 4a + 3a^2)d1^93d2^84 + (1 + 1a + 0a^2)d1^94d2^84 + (3 + 0a + 2a^2)d1^95d2^84 + (4 + 0a + 1a^2)d1^96d2^84 + (4 + 4a + 4a^2)d1^97d2^84 + (0 + 1a + 3a^2)d1^98d2^84 + (0 + 3a + 3a^2)d1^99d2^84 + (0 + 2a + 0a^2)d1^100d2^84 + (0 + 1a + 3a^2)d1^101d2^84 + (2 + 1a + 0a^2)d1^102d2^84 + (4 + 2a + 3a^2)d1^103d2^84 + (3 + 2a + 3a^2)d1^104d2^84 + (1 + 2a + 4a^2)d1^105d2^84 + (0 + 2a + 3a^2)d1^106d2^84 + (1 + 2a + 0a^2)d1^107d2^84 + (2 + 1a + 4a^2)d1^108d2^84 + (4 + 2a + 2a^2)d1^109d2^84 + (3 + 0a + 2a^2)d1^110d2^84 + (2 + 0a + 1a^2)d1^111d2^84 + (0 + 1a + 1a^2)d1^112d2^84 + (1 + 1a + 2a^2)d1^113d2^84 + (1 + 2a + 2a^2)d1^114d2^84 + (1 + 1a + 1a^2)d1^115d2^84 + (3 + 3a + 1a^2)d1^116d2^84 + (3 + 1a + 1a^2)d1^117d2^84 + (2 + 2a + 3a^2)d1^118d2^84 + (0 + 0a + 2a^2)d1^119d2^84 + (4 + 1a + 3a^2)d1^120d2^84 + (3 + 0a + 2a^2)d1^121d2^84 + (1 + 1a + 4a^2)d1^122d2^84 + (1 + 3a + 4a^2)d1^123d2^84 + (4 + 0a + 2a^2)d1^124d2^84 + (4 + 3a + 2a^2)d1^125d2^84 + (2 + 4a + 2a^2)d1^126d2^84 + (2 + 0a + 0a^2)d1^127d2^84 + (3 + 3a + 2a^2)d1^128d2^84 + (4 + 0a + 4a^2)d1^129d2^84 + (4 + 4a + 0a^2)d1^130d2^84 + (2 + 0a + 1a^2)d1^131d2^84 + (2 + 4a + 1a^2)d1^132d2^84 + (0 + 3a + 0a^2)d1^133d2^84 + (3 + 4a + 4a^2)d1^134d2^84 + (3 + 4a + 4a^2)d1^135d2^84 + (4 + 2a + 4a^2)d1^136d2^84 + (1 + 3a + 1a^2)d1^137d2^84 + (1 + 2a + 3a^2)d1^138d2^84 + (3 + 0a + 0a^2)d1^139d2^84 + (4 + 1a + 2a^2)d1^140d2^84 + (3 + 1a + 4a^2)d1^141d2^84 + (1 + 4a + 0a^2)d1^142d2^84 + (2 + 2a + 0a^2)d1^143d2^84 + (2 + 1a + 4a^2)d1^144d2^84 + (4 + 2a + 2a^2)d1^145d2^84 + (4 + 1a + 4a^2)d1^146d2^84 + (1 + 4a + 0a^2)d1^147d2^84 + (4 + 0a + 4a^2)d1^148d2^84 + (2 + 4a + 0a^2)d1^149d2^84 + (0 + 1a + 3a^2)d1^150d2^84 + (4 + 2a + 2a^2)d1^151d2^84 + (2 + 4a + 0a^2)d1^152d2^84 + (1 + 1a + 1a^2)d1^153d2^84 + (2 + 4a + 3a^2)d1^154d2^84 + (1 + 4a + 1a^2)d1^155d2^84 + (3 + 3a + 2a^2)d1^156d2^84 + (4 + 4a + 1a^2)d1^157d2^84 + (0 + 1a + 2a^2)d1^158d2^84 + (4 + 4a + 1a^2)d1^159d2^84 + (4 + 3a + 3a^2)d1^160d2^84 + (2 + 2a + 0a^2)d1^161d2^84 + (0 + 0a + 1a^2)d1^162d2^84 + (4 + 0a + 1a^2)d1^163d2^84 + (3 + 4a + 4a^2)d1^165d2^84 + (2 + 3a + 4a^2)d1^166d2^84 + (4 + 0a + 1a^2)d1^167d2^84 + (4 + 2a + 4a^2)d1^168d2^84 + (1 + 0a + 1a^2)d1^169d2^84 + (0 + 0a + 4a^2)d1^170d2^84 + (3 + 1a + 0a^2)d1^171d2^84 + (1 + 4a + 3a^2)d1^172d2^84 + (4 + 2a + 1a^2)d1^173d2^84 + (3 + 0a + 0a^2)d1^174d2^84 + (1 + 2a + 4a^2)d1^175d2^84 + (3 + 3a + 3a^2)d1^176d2^84 + (4 + 3a + 2a^2)d1^177d2^84 + (0 + 1a + 1a^2)d1^178d2^84 + (4 + 1a + 3a^2)d1^179d2^84 + (3 + 3a + 2a^2)d1^180d2^84 + (0 + 1a + 2a^2)d1^181d2^84 + (0 + 1a + 1a^2)d1^182d2^84 + (0 + 0a + 2a^2)d1^183d2^84 + (3 + 1a + 2a^2)d1^184d2^84 + (3 + 2a + 4a^2)d1^185d2^84 + (2 + 0a + 2a^2)d1^186d2^84 + (4 + 0a + 4a^2)d1^187d2^84 + (1 + 0a + 1a^2)d1^188d2^84 + (0 + 4a + 0a^2)d1^189d2^84 + (3 + 3a + 4a^2)d1^190d2^84 + (1 + 0a + 2a^2)d1^191d2^84 + (2 + 3a + 2a^2)d1^192d2^84 + (4 + 4a + 0a^2)d1^193d2^84 + (1 + 2a + 3a^2)d1^194d2^84 + (0 + 2a + 1a^2)d1^195d2^84 + (2 + 2a + 4a^2)d1^196d2^84 + (3 + 4a + 2a^2)d1^197d2^84 + (1 + 2a + 2a^2)d1^198d2^84 + (4 + 0a + 2a^2)d1^199d2^84 + (2 + 4a + 0a^2)d1^200d2^84 + (4 + 4a + 0a^2)d1^201d2^84 + (4 + 3a + 0a^2)d1^202d2^84 + (4 + 1a + 1a^2)d1^203d2^84 + (4 + 3a + 3a^2)d1^205d2^84 + (0 + 1a + 4a^2)d1^206d2^84 + (1 + 0a + 3a^2)d1^207d2^84 + (1 + 3a + 3a^2)d1^208d2^84 + (4 + 2a + 2a^2)d1^209d2^84 + (4 + 2a + 1a^2)d1^210d2^84 + (3 + 3a + 2a^2)d1^211d2^84 + (0 + 3a + 0a^2)d1^212d2^84 + (2 + 1a + 0a^2)d1^213d2^84 + (3 + 0a + 0a^2)d1^214d2^84 + (3 + 1a + 1a^2)d1^215d2^84 + (2 + 1a + 1a^2)d1^216d2^84 + (2 + 0a + 4a^2)d1^217d2^84 + (4 + 4a + 2a^2)d1^218d2^84 + (2 + 0a + 2a^2)d1^219d2^84 + (1 + 2a + 1a^2)d1^220d2^84 + (0 + 1a + 0a^2)d1^221d2^84 + (1 + 2a + 3a^2)d1^222d2^84 + (4 + 3a + 4a^2)d1^223d2^84 + (1 + 0a + 4a^2)d1^224d2^84 + (4 + 3a + 2a^2)d1^225d2^84 + (0 + 1a + 0a^2)d1^226d2^84 + (4 + 2a + 1a^2)d1^227d2^84 + (2 + 2a + 2a^2)d1^228d2^84 + (2 + 0a + 4a^2)d1^229d2^84 + (4 + 3a + 2a^2)d1^230d2^84 + (3 + 3a + 0a^2)d1^231d2^84 + (2 + 3a + 0a^2)d1^232d2^84 + (2 + 4a + 3a^2)d1^233d2^84 + (0 + 2a + 2a^2)d1^234d2^84 + (1 + 0a + 2a^2)d1^235d2^84 + (3 + 0a + 0a^2)d1^236d2^84 + (1 + 1a + 3a^2)d1^237d2^84 + (4 + 2a + 4a^2)d1^238d2^84 + (2 + 4a + 2a^2)d1^239d2^84 + (3 + 3a + 1a^2)d1^240d2^84 + (0 + 1a + 1a^2)d1^241d2^84 + (1 + 2a + 2a^2)d1^242d2^84 + (3 + 2a + 1a^2)d1^243d2^84 + (0 + 2a + 3a^2)d1^244d2^84 + (1 + 2a + 3a^2)d1^245d2^84 + (0 + 4a + 1a^2)d1^246d2^84 + (3 + 0a + 1a^2)d1^247d2^84 + (4 + 3a + 0a^2)d1^248d2^84 + (4 + 4a + 2a^2)d1^249d2^84 + (1 + 4a + 3a^2)d1^250d2^84 + (3 + 2a + 3a^2)d1^251d2^84 + (3 + 2a + 0a^2)d1^252d2^84 + (0 + 2a + 0a^2)d1^253d2^84 + (1 + 3a + 1a^2)d1^254d2^84 + (0 + 3a + 1a^2)d1^255d2^84 + (4 + 3a + 4a^2)d1^256d2^84 + (0 + 3a + 3a^2)d1^257d2^84 + (2 + 0a + 3a^2)d1^258d2^84 + (3 + 0a + 3a^2)d1^259d2^84 + (0 + 1a + 2a^2)d1^260d2^84 + (4 + 2a + 3a^2)d1^261d2^84 + (2 + 1a + 1a^2)d1^262d2^84 + (3 + 2a + 3a^2)d1^263d2^84 + (4 + 0a + 1a^2)d1^264d2^84 + (2 + 3a + 1a^2)d1^265d2^84 + (4 + 3a + 2a^2)d1^266d2^84 + (1 + 2a + 0a^2)d1^267d2^84 + (1 + 1a + 0a^2)d1^268d2^84 + (3 + 2a + 0a^2)d1^269d2^84 + (1 + 0a + 4a^2)d1^270d2^84 + (2 + 1a + 2a^2)d1^271d2^84 + (4 + 3a + 2a^2)d1^272d2^84 + (4 + 1a + 3a^2)d1^273d2^84 + (0 + 3a + 1a^2)d1^274d2^84 + (1 + 0a + 1a^2)d1^275d2^84 + (1 + 2a + 4a^2)d1^276d2^84 + (4 + 3a + 1a^2)d1^277d2^84 + (3 + 2a + 2a^2)d1^278d2^84 + (0 + 0a + 1a^2)d1^279d2^84 + (3 + 0a + 3a^2)d1^280d2^84 + (0 + 2a + 4a^2)d1^281d2^84 + (1 + 3a + 4a^2)d1^282d2^84 + (2 + 1a + 2a^2)d1^283d2^84 + (0 + 3a + 2a^2)d1^284d2^84 + (3 + 3a + 4a^2)d1^285d2^84 + (0 + 0a + 2a^2)d1^286d2^84 + (3 + 3a + 1a^2)d1^287d2^84 + (2 + 3a + 0a^2)d1^288d2^84 + (3 + 0a + 3a^2)d1^289d2^84 + (4 + 3a + 2a^2)d1^290d2^84 + (2 + 0a + 4a^2)d1^291d2^84 + (0 + 4a + 4a^2)d1^292d2^84 + (4 + 0a + 2a^2)d1^293d2^84 + (1 + 0a + 4a^2)d2^85 + (1 + 4a + 3a^2)d1^1d2^85 + (3 + 1a + 1a^2)d1^2d2^85 + (2 + 0a + 1a^2)d1^3d2^85 + (2 + 3a + 2a^2)d1^4d2^85 + (4 + 3a + 3a^2)d1^5d2^85 + (4 + 0a + 0a^2)d1^6d2^85 + (0 + 1a + 4a^2)d1^7d2^85 + (3 + 4a + 2a^2)d1^8d2^85 + (0 + 2a + 1a^2)d1^9d2^85 + (0 + 3a + 0a^2)d1^10d2^85 + (0 + 4a + 4a^2)d1^11d2^85 + (3 + 2a + 1a^2)d1^12d2^85 + (4 + 4a + 3a^2)d1^13d2^85 + (0 + 0a + 4a^2)d1^14d2^85 + (2 + 3a + 4a^2)d1^15d2^85 + (3 + 3a + 0a^2)d1^16d2^85 + (3 + 3a + 2a^2)d1^17d2^85 + (2 + 4a + 3a^2)d1^18d2^85 + (0 + 0a + 4a^2)d1^19d2^85 + (0 + 2a + 1a^2)d1^20d2^85 + (3 + 2a + 4a^2)d1^21d2^85 + (1 + 3a + 4a^2)d1^22d2^85 + (3 + 0a + 0a^2)d1^23d2^85 + (2 + 0a + 2a^2)d1^24d2^85 + (4 + 2a + 1a^2)d1^25d2^85 + (4 + 4a + 1a^2)d1^26d2^85 + (1 + 0a + 0a^2)d1^27d2^85 + (4 + 0a + 0a^2)d1^28d2^85 + (0 + 4a + 2a^2)d1^29d2^85 + (2 + 2a + 4a^2)d1^30d2^85 + (2 + 4a + 3a^2)d1^31d2^85 + (1 + 0a + 1a^2)d1^32d2^85 + (2 + 4a + 3a^2)d1^33d2^85 + (3 + 4a + 2a^2)d1^34d2^85 + (0 + 4a + 2a^2)d1^35d2^85 + (4 + 3a + 0a^2)d1^36d2^85 + (1 + 0a + 3a^2)d1^37d2^85 + (0 + 1a + 4a^2)d1^38d2^85 + (3 + 1a + 4a^2)d1^39d2^85 + (3 + 1a + 2a^2)d1^40d2^85 + (1 + 2a + 2a^2)d1^41d2^85 + (4 + 4a + 4a^2)d1^42d2^85 + (1 + 4a + 1a^2)d1^43d2^85 + (2 + 1a + 0a^2)d1^44d2^85 + (3 + 0a + 0a^2)d1^45d2^85 + (1 + 2a + 2a^2)d1^46d2^85 + (1 + 0a + 4a^2)d1^47d2^85 + (2 + 2a + 3a^2)d1^48d2^85 + (0 + 3a + 3a^2)d1^49d2^85 + (1 + 0a + 0a^2)d1^50d2^85 + (2 + 0a + 0a^2)d1^51d2^85 + (0 + 0a + 4a^2)d1^52d2^85 + (3 + 1a + 3a^2)d1^53d2^85 + (0 + 3a + 0a^2)d1^54d2^85 + (2 + 4a + 1a^2)d1^55d2^85 + (2 + 4a + 4a^2)d1^56d2^85 + (4 + 3a + 4a^2)d1^57d2^85 + (1 + 3a + 0a^2)d1^58d2^85 + (3 + 4a + 2a^2)d1^59d2^85 + (0 + 0a + 4a^2)d1^60d2^85 + (4 + 3a + 0a^2)d1^61d2^85 + (2 + 4a + 1a^2)d1^62d2^85 + (1 + 3a + 0a^2)d1^63d2^85 + (4 + 0a + 1a^2)d1^64d2^85 + (1 + 3a + 2a^2)d1^65d2^85 + (1 + 3a + 2a^2)d1^66d2^85 + (4 + 1a + 1a^2)d1^67d2^85 + (4 + 2a + 3a^2)d1^68d2^85 + (3 + 0a + 3a^2)d1^69d2^85 + (2 + 4a + 3a^2)d1^70d2^85 + (0 + 4a + 0a^2)d1^71d2^85 + (4 + 3a + 2a^2)d1^72d2^85 + (1 + 4a + 2a^2)d1^73d2^85 + (2 + 0a + 3a^2)d1^74d2^85 + (0 + 0a + 4a^2)d1^75d2^85 + (2 + 0a + 4a^2)d1^76d2^85 + (2 + 1a + 1a^2)d1^77d2^85 + (3 + 2a + 2a^2)d1^78d2^85 + (3 + 0a + 4a^2)d1^79d2^85 + (4 + 0a + 4a^2)d1^80d2^85 + (2 + 4a + 2a^2)d1^81d2^85 + (1 + 2a + 2a^2)d1^82d2^85 + (4 + 2a + 2a^2)d1^83d2^85 + (0 + 4a + 4a^2)d1^84d2^85 + (3 + 0a + 3a^2)d1^85d2^85 + (4 + 0a + 4a^2)d1^86d2^85 + (4 + 4a + 2a^2)d1^87d2^85 + (4 + 3a + 4a^2)d1^88d2^85 + (4 + 1a + 0a^2)d1^89d2^85 + (2 + 2a + 4a^2)d1^90d2^85 + (4 + 0a + 1a^2)d1^91d2^85 + (0 + 2a + 0a^2)d1^92d2^85 + (2 + 0a + 0a^2)d1^93d2^85 + (4 + 4a + 3a^2)d1^94d2^85 + (3 + 0a + 2a^2)d1^95d2^85 + (2 + 4a + 3a^2)d1^96d2^85 + (1 + 2a + 2a^2)d1^97d2^85 + (4 + 2a + 2a^2)d1^98d2^85 + (0 + 2a + 4a^2)d1^99d2^85 + (4 + 2a + 1a^2)d1^100d2^85 + (2 + 4a + 1a^2)d1^101d2^85 + (1 + 3a + 4a^2)d1^102d2^85 + (3 + 2a + 0a^2)d1^103d2^85 + (2 + 0a + 3a^2)d1^104d2^85 + (2 + 0a + 4a^2)d1^105d2^85 + (1 + 0a + 4a^2)d1^106d2^85 + (2 + 0a + 4a^2)d1^107d2^85 + (3 + 0a + 1a^2)d1^108d2^85 + (4 + 2a + 4a^2)d1^109d2^85 + (1 + 4a + 0a^2)d1^110d2^85 + (1 + 1a + 2a^2)d1^111d2^85 + (2 + 3a + 4a^2)d1^112d2^85 + (3 + 4a + 1a^2)d1^113d2^85 + (1 + 3a + 2a^2)d1^114d2^85 + (2 + 2a + 4a^2)d1^115d2^85 + (1 + 3a + 4a^2)d1^116d2^85 + (2 + 4a + 3a^2)d1^117d2^85 + (0 + 2a + 2a^2)d1^118d2^85 + (0 + 2a + 1a^2)d1^119d2^85 + (0 + 1a + 1a^2)d1^120d2^85 + (1 + 0a + 1a^2)d1^121d2^85 + (2 + 0a + 0a^2)d1^122d2^85 + (0 + 0a + 3a^2)d1^123d2^85 + (1 + 3a + 4a^2)d1^124d2^85 + (3 + 0a + 0a^2)d1^125d2^85 + (1 + 4a + 4a^2)d1^126d2^85 + (2 + 3a + 3a^2)d1^127d2^85 + (0 + 1a + 1a^2)d1^128d2^85 + (0 + 2a + 4a^2)d1^129d2^85 + (1 + 4a + 3a^2)d1^130d2^85 + (0 + 2a + 2a^2)d1^131d2^85 + (4 + 3a + 1a^2)d1^132d2^85 + (3 + 4a + 3a^2)d1^133d2^85 + (3 + 2a + 1a^2)d1^134d2^85 + (3 + 0a + 1a^2)d1^135d2^85 + (1 + 4a + 1a^2)d1^137d2^85 + (2 + 1a + 2a^2)d1^138d2^85 + (3 + 1a + 4a^2)d1^139d2^85 + (3 + 0a + 3a^2)d1^140d2^85 + (3 + 4a + 4a^2)d1^141d2^85 + (0 + 1a + 1a^2)d1^142d2^85 + (4 + 2a + 0a^2)d1^143d2^85 + (0 + 3a + 1a^2)d1^144d2^85 + (0 + 2a + 4a^2)d1^145d2^85 + (4 + 4a + 0a^2)d1^146d2^85 + (2 + 2a + 4a^2)d1^147d2^85 + (2 + 2a + 0a^2)d1^148d2^85 + (1 + 1a + 1a^2)d1^149d2^85 + (2 + 4a + 0a^2)d1^150d2^85 + (2 + 1a + 3a^2)d1^151d2^85 + (4 + 0a + 0a^2)d1^153d2^85 + (1 + 0a + 1a^2)d1^154d2^85 + (2 + 0a + 2a^2)d1^155d2^85 + (3 + 1a + 2a^2)d1^156d2^85 + (1 + 4a + 0a^2)d1^157d2^85 + (4 + 1a + 4a^2)d1^158d2^85 + (0 + 1a + 3a^2)d1^159d2^85 + (1 + 2a + 2a^2)d1^160d2^85 + (4 + 3a + 3a^2)d1^161d2^85 + (2 + 4a + 3a^2)d1^162d2^85 + (0 + 2a + 4a^2)d1^163d2^85 + (2 + 4a + 3a^2)d1^164d2^85 + (2 + 0a + 2a^2)d1^165d2^85 + (4 + 3a + 4a^2)d1^166d2^85 + (4 + 4a + 1a^2)d1^167d2^85 + (2 + 2a + 4a^2)d1^168d2^85 + (2 + 3a + 2a^2)d1^169d2^85 + (0 + 1a + 0a^2)d1^170d2^85 + (0 + 1a + 3a^2)d1^171d2^85 + (1 + 0a + 0a^2)d1^172d2^85 + (3 + 1a + 0a^2)d1^173d2^85 + (4 + 2a + 0a^2)d1^174d2^85 + (0 + 3a + 2a^2)d1^175d2^85 + (1 + 2a + 4a^2)d1^176d2^85 + (1 + 0a + 4a^2)d1^177d2^85 + (1 + 3a + 2a^2)d1^178d2^85 + (2 + 0a + 3a^2)d1^179d2^85 + (2 + 4a + 1a^2)d1^180d2^85 + (2 + 3a + 0a^2)d1^181d2^85 + (0 + 1a + 0a^2)d1^182d2^85 + (3 + 1a + 3a^2)d1^183d2^85 + (0 + 1a + 4a^2)d1^184d2^85 + (2 + 0a + 0a^2)d1^185d2^85 + (2 + 1a + 2a^2)d1^186d2^85 + (3 + 1a + 2a^2)d1^187d2^85 + (2 + 0a + 2a^2)d1^188d2^85 + (2 + 4a + 1a^2)d1^189d2^85 + (1 + 2a + 4a^2)d1^190d2^85 + (2 + 0a + 1a^2)d1^191d2^85 + (3 + 1a + 2a^2)d1^192d2^85 + (2 + 1a + 0a^2)d1^193d2^85 + (4 + 1a + 4a^2)d1^194d2^85 + (3 + 0a + 1a^2)d1^195d2^85 + (3 + 0a + 1a^2)d1^196d2^85 + (3 + 4a + 4a^2)d1^197d2^85 + (4 + 0a + 2a^2)d1^198d2^85 + (0 + 4a + 3a^2)d1^199d2^85 + (0 + 0a + 1a^2)d1^200d2^85 + (3 + 0a + 4a^2)d1^201d2^85 + (1 + 4a + 1a^2)d1^202d2^85 + (2 + 1a + 3a^2)d1^203d2^85 + (0 + 0a + 4a^2)d1^204d2^85 + (1 + 2a + 2a^2)d1^205d2^85 + (3 + 1a + 4a^2)d1^206d2^85 + (1 + 0a + 1a^2)d1^207d2^85 + (0 + 1a + 2a^2)d1^208d2^85 + (3 + 2a + 0a^2)d1^209d2^85 + (2 + 3a + 2a^2)d1^210d2^85 + (1 + 1a + 0a^2)d1^211d2^85 + (2 + 4a + 1a^2)d1^212d2^85 + (0 + 4a + 4a^2)d1^213d2^85 + (3 + 1a + 4a^2)d1^214d2^85 + (3 + 2a + 0a^2)d1^215d2^85 + (2 + 4a + 2a^2)d1^216d2^85 + (4 + 0a + 4a^2)d1^217d2^85 + (4 + 4a + 3a^2)d1^218d2^85 + (1 + 3a + 0a^2)d1^219d2^85 + (2 + 1a + 0a^2)d1^220d2^85 + (4 + 0a + 2a^2)d1^221d2^85 + (3 + 1a + 4a^2)d1^222d2^85 + (0 + 3a + 4a^2)d1^223d2^85 + (3 + 2a + 3a^2)d1^224d2^85 + (0 + 2a + 2a^2)d1^225d2^85 + (0 + 4a + 3a^2)d1^226d2^85 + (2 + 4a + 1a^2)d1^227d2^85 + (2 + 1a + 4a^2)d1^228d2^85 + (0 + 2a + 0a^2)d1^229d2^85 + (3 + 0a + 2a^2)d1^230d2^85 + (0 + 0a + 2a^2)d1^231d2^85 + (4 + 2a + 2a^2)d1^232d2^85 + (3 + 4a + 1a^2)d1^233d2^85 + (3 + 0a + 3a^2)d1^234d2^85 + (4 + 3a + 1a^2)d1^235d2^85 + (1 + 0a + 2a^2)d1^236d2^85 + (0 + 1a + 2a^2)d1^237d2^85 + (0 + 3a + 3a^2)d1^238d2^85 + (3 + 2a + 2a^2)d1^239d2^85 + (0 + 4a + 4a^2)d1^240d2^85 + (0 + 2a + 1a^2)d1^241d2^85 + (4 + 1a + 1a^2)d1^242d2^85 + (3 + 4a + 3a^2)d1^243d2^85 + (4 + 3a + 3a^2)d1^244d2^85 + (2 + 4a + 3a^2)d1^245d2^85 + (0 + 4a + 3a^2)d1^246d2^85 + (0 + 2a + 0a^2)d1^247d2^85 + (4 + 4a + 0a^2)d1^248d2^85 + (1 + 1a + 2a^2)d1^249d2^85 + (0 + 0a + 3a^2)d1^250d2^85 + (0 + 0a + 4a^2)d1^251d2^85 + (1 + 3a + 2a^2)d1^252d2^85 + (0 + 0a + 2a^2)d1^253d2^85 + (4 + 2a + 2a^2)d1^254d2^85 + (3 + 1a + 1a^2)d1^255d2^85 + (1 + 0a + 1a^2)d1^256d2^85 + (1 + 3a + 1a^2)d1^257d2^85 + (0 + 2a + 4a^2)d1^258d2^85 + (4 + 1a + 4a^2)d1^259d2^85 + (1 + 4a + 0a^2)d1^260d2^85 + (3 + 2a + 0a^2)d1^261d2^85 + (1 + 1a + 2a^2)d1^262d2^85 + (3 + 0a + 1a^2)d1^263d2^85 + (1 + 1a + 3a^2)d1^264d2^85 + (0 + 1a + 4a^2)d1^265d2^85 + (4 + 4a + 0a^2)d1^266d2^85 + (0 + 1a + 0a^2)d1^267d2^85 + (4 + 4a + 1a^2)d1^268d2^85 + (0 + 2a + 1a^2)d1^269d2^85 + (3 + 1a + 4a^2)d1^270d2^85 + (0 + 3a + 1a^2)d1^271d2^85 + (3 + 0a + 1a^2)d1^272d2^85 + (3 + 0a + 3a^2)d1^273d2^85 + (1 + 3a + 0a^2)d1^274d2^85 + (3 + 1a + 4a^2)d1^275d2^85 + (1 + 1a + 3a^2)d1^276d2^85 + (1 + 3a + 3a^2)d1^277d2^85 + (1 + 0a + 4a^2)d1^278d2^85 + (2 + 3a + 0a^2)d1^279d2^85 + (2 + 2a + 1a^2)d1^280d2^85 + (1 + 1a + 4a^2)d1^281d2^85 + (4 + 2a + 4a^2)d1^282d2^85 + (3 + 0a + 0a^2)d1^283d2^85 + (1 + 0a + 3a^2)d1^284d2^85 + (4 + 1a + 3a^2)d1^285d2^85 + (1 + 3a + 1a^2)d1^286d2^85 + (3 + 3a + 2a^2)d1^287d2^85 + (1 + 2a + 0a^2)d1^288d2^85 + (4 + 2a + 0a^2)d1^289d2^85 + (4 + 0a + 1a^2)d1^290d2^85 + (1 + 2a + 3a^2)d1^291d2^85 + (3 + 3a + 4a^2)d1^292d2^85 + (1 + 1a + 2a^2)d1^293d2^85 + (1 + 4a + 4a^2)d2^86 + (2 + 3a + 4a^2)d1^1d2^86 + (2 + 2a + 2a^2)d1^2d2^86 + (0 + 0a + 3a^2)d1^3d2^86 + (4 + 3a + 1a^2)d1^4d2^86 + (4 + 4a + 0a^2)d1^5d2^86 + (0 + 3a + 1a^2)d1^6d2^86 + (1 + 2a + 1a^2)d1^7d2^86 + (0 + 0a + 3a^2)d1^8d2^86 + (3 + 0a + 1a^2)d1^9d2^86 + (2 + 2a + 0a^2)d1^10d2^86 + (0 + 2a + 3a^2)d1^11d2^86 + (3 + 2a + 1a^2)d1^12d2^86 + (0 + 0a + 2a^2)d1^13d2^86 + (3 + 1a + 2a^2)d1^14d2^86 + (3 + 3a + 1a^2)d1^15d2^86 + (4 + 4a + 3a^2)d1^16d2^86 + (1 + 3a + 1a^2)d1^17d2^86 + (1 + 3a + 0a^2)d1^18d2^86 + (0 + 0a + 4a^2)d1^19d2^86 + (2 + 3a + 1a^2)d1^20d2^86 + (2 + 1a + 1a^2)d1^21d2^86 + (0 + 1a + 0a^2)d1^22d2^86 + (2 + 4a + 0a^2)d1^23d2^86 + (3 + 4a + 2a^2)d1^24d2^86 + (3 + 2a + 0a^2)d1^25d2^86 + (3 + 4a + 4a^2)d1^26d2^86 + (4 + 0a + 1a^2)d1^27d2^86 + (2 + 0a + 2a^2)d1^28d2^86 + (4 + 1a + 3a^2)d1^29d2^86 + (4 + 0a + 0a^2)d1^30d2^86 + (2 + 0a + 4a^2)d1^31d2^86 + (2 + 4a + 0a^2)d1^32d2^86 + (3 + 2a + 3a^2)d1^33d2^86 + (2 + 1a + 4a^2)d1^34d2^86 + (1 + 4a + 2a^2)d1^35d2^86 + (0 + 3a + 2a^2)d1^36d2^86 + (2 + 4a + 4a^2)d1^37d2^86 + (3 + 1a + 0a^2)d1^38d2^86 + (0 + 1a + 2a^2)d1^39d2^86 + (1 + 3a + 2a^2)d1^40d2^86 + (4 + 0a + 1a^2)d1^41d2^86 + (0 + 1a + 4a^2)d1^42d2^86 + (2 + 4a + 3a^2)d1^43d2^86 + (1 + 3a + 3a^2)d1^44d2^86 + (4 + 3a + 2a^2)d1^45d2^86 + (2 + 4a + 3a^2)d1^46d2^86 + (0 + 1a + 1a^2)d1^47d2^86 + (1 + 3a + 3a^2)d1^48d2^86 + (1 + 2a + 0a^2)d1^49d2^86 + (0 + 3a + 1a^2)d1^50d2^86 + (4 + 4a + 3a^2)d1^51d2^86 + (3 + 1a + 3a^2)d1^52d2^86 + (2 + 1a + 1a^2)d1^53d2^86 + (3 + 3a + 2a^2)d1^54d2^86 + (2 + 4a + 3a^2)d1^55d2^86 + (1 + 2a + 0a^2)d1^56d2^86 + (1 + 0a + 1a^2)d1^57d2^86 + (0 + 0a + 4a^2)d1^58d2^86 + (3 + 2a + 2a^2)d1^59d2^86 + (2 + 2a + 2a^2)d1^61d2^86 + (4 + 4a + 2a^2)d1^62d2^86 + (4 + 2a + 3a^2)d1^63d2^86 + (3 + 2a + 1a^2)d1^64d2^86 + (1 + 3a + 4a^2)d1^65d2^86 + (0 + 0a + 3a^2)d1^66d2^86 + (0 + 2a + 2a^2)d1^67d2^86 + (2 + 4a + 0a^2)d1^68d2^86 + (2 + 1a + 3a^2)d1^69d2^86 + (1 + 0a + 0a^2)d1^70d2^86 + (1 + 4a + 4a^2)d1^71d2^86 + (3 + 4a + 2a^2)d1^72d2^86 + (4 + 3a + 3a^2)d1^73d2^86 + (1 + 4a + 0a^2)d1^74d2^86 + (3 + 4a + 2a^2)d1^75d2^86 + (1 + 3a + 4a^2)d1^76d2^86 + (3 + 1a + 1a^2)d1^77d2^86 + (3 + 4a + 2a^2)d1^78d2^86 + (3 + 1a + 2a^2)d1^79d2^86 + (1 + 0a + 1a^2)d1^80d2^86 + (2 + 4a + 2a^2)d1^81d2^86 + (1 + 4a + 4a^2)d1^82d2^86 + (1 + 4a + 0a^2)d1^83d2^86 + (2 + 2a + 1a^2)d1^84d2^86 + (4 + 0a + 2a^2)d1^85d2^86 + (3 + 1a + 2a^2)d1^86d2^86 + (4 + 3a + 1a^2)d1^87d2^86 + (1 + 3a + 0a^2)d1^88d2^86 + (2 + 4a + 1a^2)d1^89d2^86 + (1 + 3a + 3a^2)d1^90d2^86 + (3 + 2a + 2a^2)d1^91d2^86 + (2 + 1a + 3a^2)d1^92d2^86 + (3 + 1a + 2a^2)d1^93d2^86 + (2 + 1a + 0a^2)d1^94d2^86 + (3 + 3a + 0a^2)d1^95d2^86 + (0 + 4a + 1a^2)d1^96d2^86 + (0 + 1a + 2a^2)d1^97d2^86 + (3 + 1a + 3a^2)d1^98d2^86 + (3 + 4a + 0a^2)d1^99d2^86 + (2 + 1a + 0a^2)d1^100d2^86 + (2 + 3a + 0a^2)d1^101d2^86 + (2 + 1a + 2a^2)d1^102d2^86 + (2 + 0a + 0a^2)d1^103d2^86 + (4 + 2a + 4a^2)d1^104d2^86 + (1 + 1a + 2a^2)d1^105d2^86 + (2 + 1a + 0a^2)d1^106d2^86 + (1 + 2a + 2a^2)d1^107d2^86 + (3 + 0a + 0a^2)d1^108d2^86 + (4 + 3a + 2a^2)d1^109d2^86 + (1 + 1a + 2a^2)d1^110d2^86 + (2 + 4a + 2a^2)d1^111d2^86 + (0 + 4a + 0a^2)d1^112d2^86 + (1 + 4a + 1a^2)d1^113d2^86 + (0 + 2a + 2a^2)d1^114d2^86 + (4 + 1a + 0a^2)d1^115d2^86 + (3 + 2a + 0a^2)d1^116d2^86 + (4 + 4a + 3a^2)d1^117d2^86 + (3 + 1a + 1a^2)d1^118d2^86 + (3 + 2a + 2a^2)d1^119d2^86 + (0 + 0a + 2a^2)d1^120d2^86 + (0 + 2a + 3a^2)d1^121d2^86 + (2 + 4a + 4a^2)d1^122d2^86 + (3 + 4a + 3a^2)d1^123d2^86 + (3 + 2a + 2a^2)d1^124d2^86 + (1 + 1a + 1a^2)d1^125d2^86 + (1 + 4a + 3a^2)d1^126d2^86 + (1 + 0a + 0a^2)d1^127d2^86 + (1 + 2a + 3a^2)d1^128d2^86 + (1 + 4a + 1a^2)d1^129d2^86 + (3 + 1a + 2a^2)d1^130d2^86 + (4 + 2a + 2a^2)d1^131d2^86 + (0 + 4a + 1a^2)d1^132d2^86 + (0 + 4a + 1a^2)d1^133d2^86 + (0 + 4a + 4a^2)d1^134d2^86 + (3 + 1a + 0a^2)d1^135d2^86 + (0 + 3a + 3a^2)d1^136d2^86 + (2 + 1a + 4a^2)d1^137d2^86 + (1 + 0a + 1a^2)d1^138d2^86 + (2 + 0a + 1a^2)d1^139d2^86 + (2 + 0a + 0a^2)d1^140d2^86 + (4 + 3a + 2a^2)d1^141d2^86 + (1 + 1a + 2a^2)d1^142d2^86 + (0 + 1a + 4a^2)d1^143d2^86 + (3 + 1a + 0a^2)d1^144d2^86 + (3 + 3a + 2a^2)d1^145d2^86 + (1 + 2a + 3a^2)d1^146d2^86 + (0 + 2a + 2a^2)d1^147d2^86 + (2 + 4a + 0a^2)d1^148d2^86 + (4 + 1a + 1a^2)d1^149d2^86 + (4 + 2a + 0a^2)d1^151d2^86 + (3 + 0a + 4a^2)d1^152d2^86 + (1 + 1a + 3a^2)d1^153d2^86 + (4 + 4a + 3a^2)d1^154d2^86 + (2 + 0a + 3a^2)d1^155d2^86 + (3 + 0a + 2a^2)d1^156d2^86 + (3 + 3a + 0a^2)d1^157d2^86 + (0 + 3a + 4a^2)d1^158d2^86 + (2 + 1a + 0a^2)d1^159d2^86 + (2 + 2a + 1a^2)d1^160d2^86 + (4 + 3a + 1a^2)d1^161d2^86 + (0 + 3a + 4a^2)d1^162d2^86 + (1 + 4a + 2a^2)d1^163d2^86 + (1 + 0a + 1a^2)d1^164d2^86 + (3 + 3a + 1a^2)d1^165d2^86 + (0 + 1a + 2a^2)d1^166d2^86 + (1 + 2a + 4a^2)d1^167d2^86 + (4 + 4a + 3a^2)d1^168d2^86 + (2 + 4a + 1a^2)d1^169d2^86 + (0 + 4a + 0a^2)d1^170d2^86 + (2 + 1a + 0a^2)d1^171d2^86 + (0 + 3a + 2a^2)d1^172d2^86 + (1 + 1a + 3a^2)d1^173d2^86 + (4 + 3a + 4a^2)d1^174d2^86 + (4 + 1a + 4a^2)d1^175d2^86 + (1 + 3a + 4a^2)d1^176d2^86 + (0 + 2a + 2a^2)d1^177d2^86 + (2 + 2a + 3a^2)d1^178d2^86 + (4 + 2a + 4a^2)d1^179d2^86 + (4 + 4a + 2a^2)d1^180d2^86 + (4 + 1a + 1a^2)d1^181d2^86 + (0 + 2a + 2a^2)d1^182d2^86 + (4 + 2a + 0a^2)d1^183d2^86 + (0 + 3a + 3a^2)d1^184d2^86 + (0 + 2a + 3a^2)d1^185d2^86 + (3 + 1a + 1a^2)d1^186d2^86 + (0 + 0a + 2a^2)d1^187d2^86 + (3 + 3a + 1a^2)d1^188d2^86 + (1 + 2a + 1a^2)d1^189d2^86 + (1 + 2a + 2a^2)d1^190d2^86 + (0 + 1a + 1a^2)d1^191d2^86 + (3 + 3a + 0a^2)d1^192d2^86 + (0 + 3a + 0a^2)d1^193d2^86 + (4 + 4a + 3a^2)d1^194d2^86 + (0 + 4a + 0a^2)d1^195d2^86 + (2 + 1a + 3a^2)d1^196d2^86 + (4 + 0a + 0a^2)d1^197d2^86 + (1 + 4a + 4a^2)d1^198d2^86 + (4 + 3a + 0a^2)d1^199d2^86 + (2 + 2a + 0a^2)d1^200d2^86 + (4 + 1a + 0a^2)d1^201d2^86 + (4 + 2a + 4a^2)d1^202d2^86 + (1 + 4a + 1a^2)d1^203d2^86 + (0 + 4a + 2a^2)d1^204d2^86 + (4 + 2a + 3a^2)d1^205d2^86 + (0 + 1a + 3a^2)d1^206d2^86 + (2 + 2a + 4a^2)d1^207d2^86 + (1 + 1a + 4a^2)d1^208d2^86 + (0 + 0a + 2a^2)d1^209d2^86 + (0 + 4a + 1a^2)d1^210d2^86 + (1 + 3a + 1a^2)d1^211d2^86 + (4 + 4a + 4a^2)d1^212d2^86 + (2 + 2a + 3a^2)d1^213d2^86 + (3 + 2a + 0a^2)d1^214d2^86 + (1 + 1a + 4a^2)d1^215d2^86 + (2 + 1a + 2a^2)d1^216d2^86 + (4 + 1a + 0a^2)d1^217d2^86 + (1 + 1a + 4a^2)d1^218d2^86 + (2 + 2a + 2a^2)d1^219d2^86 + (1 + 3a + 0a^2)d1^220d2^86 + (2 + 3a + 4a^2)d1^221d2^86 + (4 + 3a + 3a^2)d1^222d2^86 + (0 + 2a + 3a^2)d1^223d2^86 + (3 + 3a + 3a^2)d1^224d2^86 + (3 + 2a + 4a^2)d1^225d2^86 + (3 + 2a + 1a^2)d1^226d2^86 + (0 + 1a + 4a^2)d1^227d2^86 + (0 + 1a + 0a^2)d1^228d2^86 + (0 + 2a + 4a^2)d1^229d2^86 + (4 + 3a + 0a^2)d1^230d2^86 + (4 + 2a + 1a^2)d1^231d2^86 + (4 + 2a + 0a^2)d1^232d2^86 + (3 + 0a + 2a^2)d1^233d2^86 + (0 + 4a + 2a^2)d1^234d2^86 + (2 + 4a + 3a^2)d1^235d2^86 + (0 + 1a + 3a^2)d1^236d2^86 + (1 + 0a + 4a^2)d1^237d2^86 + (1 + 2a + 4a^2)d1^238d2^86 + (4 + 4a + 2a^2)d1^239d2^86 + (2 + 1a + 4a^2)d1^240d2^86 + (2 + 0a + 4a^2)d1^241d2^86 + (2 + 0a + 1a^2)d1^242d2^86 + (1 + 4a + 4a^2)d1^243d2^86 + (0 + 4a + 2a^2)d1^244d2^86 + (1 + 3a + 2a^2)d1^245d2^86 + (1 + 0a + 3a^2)d1^246d2^86 + (3 + 0a + 3a^2)d1^247d2^86 + (3 + 0a + 1a^2)d1^248d2^86 + (2 + 0a + 2a^2)d1^249d2^86 + (2 + 1a + 2a^2)d1^250d2^86 + (0 + 4a + 3a^2)d1^251d2^86 + (4 + 1a + 2a^2)d1^252d2^86 + (3 + 0a + 2a^2)d1^253d2^86 + (4 + 0a + 4a^2)d1^254d2^86 + (2 + 2a + 2a^2)d1^255d2^86 + (1 + 3a + 3a^2)d1^256d2^86 + (1 + 4a + 2a^2)d1^257d2^86 + (3 + 2a + 3a^2)d1^258d2^86 + (2 + 0a + 2a^2)d1^259d2^86 + (3 + 4a + 0a^2)d1^260d2^86 + (0 + 4a + 0a^2)d1^261d2^86 + (1 + 0a + 2a^2)d1^262d2^86 + (4 + 1a + 0a^2)d1^263d2^86 + (4 + 3a + 0a^2)d1^264d2^86 + (2 + 0a + 0a^2)d1^265d2^86 + (3 + 0a + 2a^2)d1^266d2^86 + (1 + 2a + 3a^2)d1^267d2^86 + (4 + 1a + 1a^2)d1^268d2^86 + (2 + 2a + 3a^2)d1^269d2^86 + (2 + 1a + 0a^2)d1^270d2^86 + (0 + 4a + 2a^2)d1^271d2^86 + (2 + 1a + 4a^2)d1^272d2^86 + (2 + 3a + 3a^2)d1^273d2^86 + (3 + 3a + 1a^2)d1^274d2^86 + (1 + 4a + 0a^2)d1^275d2^86 + (2 + 4a + 0a^2)d1^276d2^86 + (4 + 1a + 1a^2)d1^277d2^86 + (1 + 1a + 4a^2)d1^278d2^86 + (3 + 3a + 4a^2)d1^279d2^86 + (2 + 4a + 3a^2)d1^280d2^86 + (2 + 2a + 3a^2)d1^281d2^86 + (1 + 2a + 4a^2)d1^282d2^86 + (3 + 4a + 1a^2)d1^283d2^86 + (4 + 2a + 2a^2)d1^284d2^86 + (4 + 0a + 2a^2)d1^285d2^86 + (2 + 3a + 1a^2)d1^286d2^86 + (0 + 3a + 2a^2)d1^287d2^86 + (0 + 1a + 4a^2)d1^288d2^86 + (4 + 0a + 0a^2)d1^289d2^86 + (1 + 3a + 2a^2)d1^290d2^86 + (0 + 1a + 4a^2)d1^291d2^86 + (2 + 3a + 0a^2)d1^292d2^86 + (4 + 1a + 2a^2)d1^293d2^86 + (2 + 4a + 1a^2)d2^87 + (1 + 1a + 2a^2)d1^1d2^87 + (3 + 1a + 1a^2)d1^2d2^87 + (3 + 0a + 0a^2)d1^3d2^87 + (2 + 1a + 3a^2)d1^4d2^87 + (0 + 1a + 0a^2)d1^5d2^87 + (2 + 3a + 3a^2)d1^6d2^87 + (2 + 0a + 2a^2)d1^7d2^87 + (2 + 0a + 4a^2)d1^8d2^87 + (2 + 0a + 0a^2)d1^9d2^87 + (1 + 3a + 4a^2)d1^10d2^87 + (1 + 2a + 4a^2)d1^11d2^87 + (3 + 4a + 2a^2)d1^12d2^87 + (2 + 1a + 0a^2)d1^13d2^87 + (2 + 3a + 0a^2)d1^14d2^87 + (4 + 3a + 0a^2)d1^15d2^87 + (0 + 4a + 3a^2)d1^17d2^87 + (1 + 4a + 0a^2)d1^18d2^87 + (4 + 2a + 4a^2)d1^20d2^87 + (1 + 2a + 1a^2)d1^21d2^87 + (4 + 0a + 3a^2)d1^22d2^87 + (3 + 4a + 4a^2)d1^23d2^87 + (1 + 4a + 0a^2)d1^24d2^87 + (0 + 0a + 4a^2)d1^25d2^87 + (4 + 2a + 2a^2)d1^26d2^87 + (2 + 1a + 2a^2)d1^27d2^87 + (4 + 0a + 3a^2)d1^28d2^87 + (2 + 0a + 2a^2)d1^29d2^87 + (0 + 4a + 4a^2)d1^30d2^87 + (3 + 3a + 2a^2)d1^31d2^87 + (0 + 4a + 4a^2)d1^32d2^87 + (0 + 4a + 3a^2)d1^33d2^87 + (0 + 2a + 3a^2)d1^34d2^87 + (2 + 2a + 3a^2)d1^35d2^87 + (2 + 4a + 2a^2)d1^36d2^87 + (2 + 0a + 3a^2)d1^37d2^87 + (4 + 1a + 2a^2)d1^38d2^87 + (4 + 1a + 1a^2)d1^39d2^87 + (2 + 3a + 1a^2)d1^40d2^87 + (1 + 4a + 0a^2)d1^41d2^87 + (1 + 1a + 2a^2)d1^42d2^87 + (1 + 0a + 3a^2)d1^43d2^87 + (2 + 1a + 3a^2)d1^44d2^87 + (2 + 1a + 0a^2)d1^45d2^87 + (0 + 3a + 2a^2)d1^46d2^87 + (3 + 4a + 3a^2)d1^47d2^87 + (4 + 2a + 1a^2)d1^48d2^87 + (3 + 3a + 3a^2)d1^49d2^87 + (2 + 0a + 1a^2)d1^50d2^87 + (4 + 2a + 0a^2)d1^51d2^87 + (2 + 1a + 2a^2)d1^52d2^87 + (2 + 1a + 3a^2)d1^53d2^87 + (3 + 2a + 2a^2)d1^54d2^87 + (2 + 0a + 2a^2)d1^55d2^87 + (2 + 4a + 2a^2)d1^56d2^87 + (1 + 2a + 3a^2)d1^57d2^87 + (2 + 4a + 0a^2)d1^58d2^87 + (2 + 2a + 1a^2)d1^59d2^87 + (4 + 2a + 1a^2)d1^60d2^87 + (4 + 3a + 3a^2)d1^61d2^87 + (4 + 4a + 0a^2)d1^62d2^87 + (3 + 4a + 1a^2)d1^63d2^87 + (2 + 1a + 1a^2)d1^64d2^87 + (2 + 4a + 4a^2)d1^65d2^87 + (0 + 0a + 2a^2)d1^66d2^87 + (1 + 1a + 3a^2)d1^67d2^87 + (1 + 3a + 0a^2)d1^68d2^87 + (4 + 2a + 0a^2)d1^69d2^87 + (0 + 4a + 0a^2)d1^70d2^87 + (4 + 2a + 4a^2)d1^71d2^87 + (4 + 4a + 2a^2)d1^72d2^87 + (2 + 3a + 3a^2)d1^73d2^87 + (3 + 0a + 0a^2)d1^74d2^87 + (3 + 0a + 1a^2)d1^75d2^87 + (4 + 0a + 3a^2)d1^76d2^87 + (4 + 0a + 4a^2)d1^77d2^87 + (3 + 0a + 2a^2)d1^78d2^87 + (2 + 0a + 4a^2)d1^79d2^87 + (0 + 0a + 1a^2)d1^80d2^87 + (1 + 3a + 3a^2)d1^82d2^87 + (2 + 2a + 1a^2)d1^83d2^87 + (0 + 1a + 3a^2)d1^84d2^87 + (3 + 1a + 3a^2)d1^85d2^87 + (4 + 1a + 1a^2)d1^86d2^87 + (2 + 3a + 1a^2)d1^87d2^87 + (3 + 1a + 2a^2)d1^88d2^87 + (0 + 3a + 1a^2)d1^89d2^87 + (1 + 4a + 1a^2)d1^90d2^87 + (0 + 3a + 3a^2)d1^91d2^87 + (0 + 4a + 0a^2)d1^92d2^87 + (3 + 1a + 1a^2)d1^93d2^87 + (2 + 3a + 0a^2)d1^94d2^87 + (4 + 2a + 3a^2)d1^95d2^87 + (4 + 2a + 0a^2)d1^96d2^87 + (0 + 3a + 4a^2)d1^97d2^87 + (3 + 2a + 0a^2)d1^98d2^87 + (1 + 4a + 0a^2)d1^99d2^87 + (4 + 1a + 2a^2)d1^100d2^87 + (1 + 0a + 3a^2)d1^101d2^87 + (2 + 0a + 0a^2)d1^102d2^87 + (4 + 2a + 2a^2)d1^103d2^87 + (4 + 1a + 4a^2)d1^104d2^87 + (3 + 1a + 2a^2)d1^105d2^87 + (3 + 3a + 0a^2)d1^106d2^87 + (2 + 0a + 4a^2)d1^107d2^87 + (1 + 0a + 4a^2)d1^108d2^87 + (4 + 4a + 4a^2)d1^109d2^87 + (4 + 1a + 2a^2)d1^110d2^87 + (0 + 4a + 2a^2)d1^112d2^87 + (4 + 1a + 0a^2)d1^113d2^87 + (0 + 0a + 4a^2)d1^114d2^87 + (1 + 2a + 2a^2)d1^115d2^87 + (3 + 2a + 1a^2)d1^116d2^87 + (2 + 4a + 1a^2)d1^117d2^87 + (4 + 3a + 0a^2)d1^118d2^87 + (1 + 4a + 2a^2)d1^119d2^87 + (2 + 2a + 1a^2)d1^120d2^87 + (2 + 0a + 4a^2)d1^121d2^87 + (0 + 0a + 4a^2)d1^122d2^87 + (3 + 3a + 0a^2)d1^123d2^87 + (1 + 0a + 2a^2)d1^124d2^87 + (1 + 4a + 0a^2)d1^125d2^87 + (4 + 1a + 0a^2)d1^126d2^87 + (3 + 2a + 4a^2)d1^127d2^87 + (2 + 2a + 2a^2)d1^128d2^87 + (3 + 0a + 1a^2)d1^129d2^87 + (0 + 1a + 0a^2)d1^130d2^87 + (3 + 2a + 2a^2)d1^131d2^87 + (0 + 4a + 4a^2)d1^132d2^87 + (3 + 1a + 3a^2)d1^133d2^87 + (0 + 1a + 0a^2)d1^134d2^87 + (0 + 3a + 3a^2)d1^135d2^87 + (3 + 1a + 1a^2)d1^136d2^87 + (2 + 3a + 1a^2)d1^137d2^87 + (4 + 2a + 0a^2)d1^138d2^87 + (2 + 2a + 3a^2)d1^140d2^87 + (4 + 1a + 2a^2)d1^141d2^87 + (2 + 0a + 2a^2)d1^142d2^87 + (1 + 2a + 0a^2)d1^143d2^87 + (4 + 2a + 1a^2)d1^144d2^87 + (4 + 4a + 2a^2)d1^145d2^87 + (3 + 1a + 1a^2)d1^146d2^87 + (2 + 1a + 2a^2)d1^147d2^87 + (4 + 3a + 1a^2)d1^148d2^87 + (0 + 2a + 4a^2)d1^149d2^87 + (3 + 0a + 1a^2)d1^150d2^87 + (1 + 4a + 4a^2)d1^151d2^87 + (0 + 4a + 2a^2)d1^152d2^87 + (4 + 1a + 1a^2)d1^153d2^87 + (1 + 4a + 3a^2)d1^154d2^87 + (1 + 0a + 3a^2)d1^155d2^87 + (1 + 2a + 2a^2)d1^156d2^87 + (1 + 2a + 3a^2)d1^157d2^87 + (2 + 1a + 3a^2)d1^158d2^87 + (2 + 4a + 0a^2)d1^159d2^87 + (2 + 1a + 4a^2)d1^160d2^87 + (0 + 3a + 3a^2)d1^161d2^87 + (2 + 1a + 4a^2)d1^162d2^87 + (1 + 4a + 2a^2)d1^163d2^87 + (4 + 3a + 0a^2)d1^164d2^87 + (0 + 0a + 4a^2)d1^165d2^87 + (3 + 2a + 1a^2)d1^166d2^87 + (3 + 2a + 2a^2)d1^167d2^87 + (1 + 1a + 3a^2)d1^168d2^87 + (1 + 4a + 0a^2)d1^169d2^87 + (0 + 1a + 0a^2)d1^170d2^87 + (1 + 1a + 3a^2)d1^171d2^87 + (4 + 2a + 0a^2)d1^172d2^87 + (1 + 2a + 3a^2)d1^173d2^87 + (1 + 1a + 2a^2)d1^174d2^87 + (1 + 0a + 0a^2)d1^175d2^87 + (1 + 2a + 1a^2)d1^176d2^87 + (0 + 3a + 1a^2)d1^177d2^87 + (1 + 4a + 1a^2)d1^178d2^87 + (4 + 2a + 1a^2)d1^179d2^87 + (2 + 0a + 1a^2)d1^180d2^87 + (4 + 3a + 1a^2)d1^181d2^87 + (1 + 0a + 2a^2)d1^182d2^87 + (1 + 1a + 4a^2)d1^183d2^87 + (1 + 2a + 2a^2)d1^184d2^87 + (1 + 2a + 0a^2)d1^185d2^87 + (2 + 2a + 4a^2)d1^186d2^87 + (4 + 0a + 1a^2)d1^187d2^87 + (1 + 3a + 4a^2)d1^188d2^87 + (3 + 0a + 4a^2)d1^189d2^87 + (4 + 0a + 1a^2)d1^190d2^87 + (4 + 2a + 3a^2)d1^191d2^87 + (2 + 2a + 0a^2)d1^192d2^87 + (2 + 1a + 0a^2)d1^193d2^87 + (4 + 0a + 4a^2)d1^194d2^87 + (1 + 1a + 4a^2)d1^195d2^87 + (2 + 1a + 1a^2)d1^196d2^87 + (4 + 2a + 4a^2)d1^197d2^87 + (4 + 1a + 1a^2)d1^198d2^87 + (4 + 1a + 1a^2)d1^199d2^87 + (3 + 2a + 0a^2)d1^200d2^87 + (1 + 3a + 4a^2)d1^201d2^87 + (2 + 1a + 0a^2)d1^202d2^87 + (4 + 3a + 0a^2)d1^203d2^87 + (3 + 4a + 4a^2)d1^204d2^87 + (4 + 2a + 3a^2)d1^205d2^87 + (2 + 4a + 0a^2)d1^206d2^87 + (2 + 0a + 2a^2)d1^207d2^87 + (4 + 1a + 4a^2)d1^208d2^87 + (0 + 2a + 3a^2)d1^209d2^87 + (2 + 4a + 1a^2)d1^210d2^87 + (4 + 0a + 1a^2)d1^211d2^87 + (0 + 0a + 3a^2)d1^212d2^87 + (1 + 4a + 4a^2)d1^213d2^87 + (4 + 4a + 4a^2)d1^214d2^87 + (1 + 4a + 1a^2)d1^215d2^87 + (1 + 3a + 0a^2)d1^216d2^87 + (0 + 2a + 1a^2)d1^217d2^87 + (1 + 3a + 0a^2)d1^218d2^87 + (2 + 4a + 4a^2)d1^219d2^87 + (1 + 0a + 0a^2)d1^220d2^87 + (4 + 2a + 0a^2)d1^221d2^87 + (0 + 1a + 0a^2)d1^222d2^87 + (0 + 3a + 4a^2)d1^223d2^87 + (0 + 0a + 4a^2)d1^224d2^87 + (2 + 1a + 0a^2)d1^225d2^87 + (0 + 1a + 3a^2)d1^226d2^87 + (3 + 0a + 1a^2)d1^227d2^87 + (0 + 3a + 3a^2)d1^228d2^87 + (0 + 0a + 4a^2)d1^229d2^87 + (1 + 4a + 4a^2)d1^230d2^87 + (0 + 2a + 3a^2)d1^231d2^87 + (3 + 2a + 2a^2)d1^232d2^87 + (0 + 2a + 4a^2)d1^233d2^87 + (0 + 4a + 1a^2)d1^234d2^87 + (3 + 1a + 3a^2)d1^235d2^87 + (4 + 2a + 2a^2)d1^236d2^87 + (2 + 4a + 0a^2)d1^237d2^87 + (4 + 1a + 2a^2)d1^238d2^87 + (1 + 4a + 2a^2)d1^239d2^87 + (4 + 4a + 0a^2)d1^240d2^87 + (3 + 0a + 0a^2)d1^241d2^87 + (2 + 2a + 3a^2)d1^242d2^87 + (4 + 1a + 1a^2)d1^243d2^87 + (2 + 4a + 3a^2)d1^244d2^87 + (2 + 2a + 1a^2)d1^245d2^87 + (0 + 1a + 4a^2)d1^246d2^87 + (0 + 0a + 4a^2)d1^247d2^87 + (3 + 2a + 4a^2)d1^248d2^87 + (3 + 1a + 4a^2)d1^249d2^87 + (2 + 4a + 1a^2)d1^250d2^87 + (3 + 0a + 1a^2)d1^251d2^87 + (2 + 3a + 2a^2)d1^252d2^87 + (2 + 1a + 4a^2)d1^253d2^87 + (3 + 4a + 4a^2)d1^254d2^87 + (1 + 3a + 1a^2)d1^255d2^87 + (2 + 3a + 1a^2)d1^256d2^87 + (0 + 2a + 3a^2)d1^257d2^87 + (3 + 2a + 2a^2)d1^258d2^87 + (2 + 4a + 4a^2)d1^259d2^87 + (1 + 1a + 2a^2)d1^260d2^87 + (4 + 3a + 3a^2)d1^261d2^87 + (0 + 2a + 0a^2)d1^262d2^87 + (2 + 2a + 4a^2)d1^263d2^87 + (2 + 1a + 3a^2)d1^264d2^87 + (4 + 3a + 1a^2)d1^265d2^87 + (3 + 3a + 2a^2)d1^266d2^87 + (4 + 0a + 0a^2)d1^267d2^87 + (3 + 3a + 3a^2)d1^268d2^87 + (2 + 1a + 4a^2)d1^269d2^87 + (3 + 0a + 0a^2)d1^270d2^87 + (2 + 1a + 4a^2)d1^271d2^87 + (4 + 2a + 4a^2)d1^272d2^87 + (4 + 4a + 1a^2)d1^273d2^87 + (2 + 4a + 0a^2)d1^274d2^87 + (2 + 1a + 0a^2)d1^275d2^87 + (4 + 4a + 2a^2)d1^276d2^87 + (3 + 1a + 0a^2)d1^277d2^87 + (3 + 2a + 2a^2)d1^278d2^87 + (4 + 1a + 2a^2)d1^279d2^87 + (2 + 4a + 1a^2)d1^280d2^87 + (1 + 1a + 0a^2)d1^281d2^87 + (3 + 2a + 4a^2)d1^282d2^87 + (2 + 2a + 0a^2)d1^283d2^87 + (2 + 2a + 0a^2)d1^284d2^87 + (0 + 4a + 4a^2)d1^285d2^87 + (4 + 3a + 2a^2)d1^286d2^87 + (2 + 0a + 2a^2)d1^287d2^87 + (2 + 1a + 0a^2)d1^288d2^87 + (4 + 3a + 2a^2)d1^289d2^87 + (2 + 4a + 4a^2)d1^290d2^87 + (4 + 2a + 2a^2)d1^291d2^87 + (2 + 3a + 1a^2)d1^292d2^87 + (1 + 4a + 2a^2)d1^293d2^87 + (1 + 2a + 1a^2)d2^88 + (0 + 3a + 4a^2)d1^1d2^88 + (1 + 3a + 0a^2)d1^2d2^88 + (1 + 4a + 4a^2)d1^3d2^88 + (2 + 3a + 0a^2)d1^4d2^88 + (0 + 1a + 0a^2)d1^5d2^88 + (1 + 2a + 1a^2)d1^6d2^88 + (0 + 0a + 1a^2)d1^7d2^88 + (2 + 3a + 4a^2)d1^8d2^88 + (4 + 0a + 3a^2)d1^9d2^88 + (3 + 1a + 2a^2)d1^10d2^88 + (1 + 2a + 2a^2)d1^11d2^88 + (2 + 0a + 3a^2)d1^12d2^88 + (3 + 4a + 4a^2)d1^13d2^88 + (3 + 4a + 2a^2)d1^14d2^88 + (3 + 4a + 3a^2)d1^16d2^88 + (3 + 3a + 3a^2)d1^17d2^88 + (1 + 4a + 0a^2)d1^18d2^88 + (1 + 4a + 2a^2)d1^19d2^88 + (3 + 0a + 2a^2)d1^20d2^88 + (0 + 1a + 2a^2)d1^21d2^88 + (4 + 3a + 0a^2)d1^22d2^88 + (0 + 1a + 4a^2)d1^23d2^88 + (1 + 2a + 3a^2)d1^24d2^88 + (3 + 2a + 2a^2)d1^25d2^88 + (1 + 1a + 1a^2)d1^26d2^88 + (1 + 0a + 1a^2)d1^27d2^88 + (3 + 3a + 3a^2)d1^28d2^88 + (0 + 2a + 4a^2)d1^29d2^88 + (0 + 2a + 0a^2)d1^30d2^88 + (2 + 3a + 3a^2)d1^31d2^88 + (2 + 3a + 1a^2)d1^32d2^88 + (4 + 1a + 1a^2)d1^33d2^88 + (2 + 1a + 0a^2)d1^34d2^88 + (1 + 1a + 1a^2)d1^35d2^88 + (3 + 3a + 0a^2)d1^36d2^88 + (3 + 1a + 4a^2)d1^37d2^88 + (4 + 0a + 1a^2)d1^38d2^88 + (3 + 1a + 1a^2)d1^39d2^88 + (4 + 3a + 4a^2)d1^40d2^88 + (3 + 3a + 2a^2)d1^41d2^88 + (4 + 2a + 3a^2)d1^42d2^88 + (0 + 1a + 0a^2)d1^43d2^88 + (3 + 1a + 2a^2)d1^44d2^88 + (3 + 3a + 0a^2)d1^45d2^88 + (1 + 4a + 4a^2)d1^46d2^88 + (4 + 2a + 3a^2)d1^47d2^88 + (4 + 4a + 2a^2)d1^48d2^88 + (1 + 2a + 3a^2)d1^49d2^88 + (1 + 1a + 1a^2)d1^50d2^88 + (2 + 3a + 2a^2)d1^51d2^88 + (3 + 2a + 2a^2)d1^52d2^88 + (4 + 0a + 4a^2)d1^53d2^88 + (2 + 3a + 3a^2)d1^54d2^88 + (0 + 2a + 4a^2)d1^55d2^88 + (1 + 3a + 0a^2)d1^56d2^88 + (0 + 2a + 2a^2)d1^57d2^88 + (3 + 2a + 0a^2)d1^58d2^88 + (1 + 3a + 3a^2)d1^59d2^88 + (1 + 0a + 2a^2)d1^60d2^88 + (4 + 4a + 2a^2)d1^61d2^88 + (1 + 4a + 4a^2)d1^62d2^88 + (1 + 0a + 0a^2)d1^63d2^88 + (1 + 3a + 3a^2)d1^64d2^88 + (4 + 3a + 0a^2)d1^65d2^88 + (3 + 2a + 1a^2)d1^66d2^88 + (0 + 3a + 4a^2)d1^67d2^88 + (3 + 4a + 4a^2)d1^68d2^88 + (2 + 0a + 4a^2)d1^69d2^88 + (1 + 4a + 1a^2)d1^70d2^88 + (3 + 2a + 2a^2)d1^71d2^88 + (1 + 3a + 0a^2)d1^72d2^88 + (0 + 1a + 2a^2)d1^73d2^88 + (4 + 1a + 1a^2)d1^74d2^88 + (3 + 4a + 4a^2)d1^75d2^88 + (1 + 4a + 3a^2)d1^76d2^88 + (0 + 1a + 0a^2)d1^77d2^88 + (3 + 3a + 3a^2)d1^78d2^88 + (2 + 2a + 0a^2)d1^79d2^88 + (0 + 4a + 2a^2)d1^80d2^88 + (4 + 0a + 4a^2)d1^81d2^88 + (2 + 0a + 3a^2)d1^82d2^88 + (4 + 0a + 4a^2)d1^83d2^88 + (3 + 1a + 4a^2)d1^84d2^88 + (2 + 0a + 2a^2)d1^85d2^88 + (1 + 3a + 4a^2)d1^86d2^88 + (4 + 4a + 3a^2)d1^87d2^88 + (1 + 0a + 2a^2)d1^88d2^88 + (3 + 3a + 4a^2)d1^89d2^88 + (2 + 4a + 4a^2)d1^90d2^88 + (1 + 4a + 1a^2)d1^91d2^88 + (0 + 1a + 2a^2)d1^92d2^88 + (1 + 0a + 0a^2)d1^93d2^88 + (3 + 0a + 2a^2)d1^94d2^88 + (0 + 1a + 4a^2)d1^95d2^88 + (4 + 2a + 3a^2)d1^96d2^88 + (1 + 3a + 3a^2)d1^97d2^88 + (0 + 4a + 1a^2)d1^98d2^88 + (3 + 0a + 4a^2)d1^99d2^88 + (3 + 3a + 1a^2)d1^100d2^88 + (1 + 2a + 2a^2)d1^101d2^88 + (2 + 1a + 3a^2)d1^102d2^88 + (1 + 2a + 2a^2)d1^103d2^88 + (1 + 3a + 2a^2)d1^104d2^88 + (1 + 0a + 3a^2)d1^105d2^88 + (1 + 4a + 3a^2)d1^106d2^88 + (2 + 4a + 0a^2)d1^107d2^88 + (0 + 2a + 3a^2)d1^108d2^88 + (4 + 1a + 1a^2)d1^109d2^88 + (3 + 0a + 4a^2)d1^110d2^88 + (2 + 3a + 1a^2)d1^111d2^88 + (4 + 3a + 2a^2)d1^112d2^88 + (1 + 1a + 0a^2)d1^113d2^88 + (4 + 3a + 1a^2)d1^114d2^88 + (0 + 4a + 4a^2)d1^115d2^88 + (4 + 3a + 2a^2)d1^116d2^88 + (0 + 4a + 3a^2)d1^117d2^88 + (2 + 4a + 1a^2)d1^118d2^88 + (4 + 3a + 4a^2)d1^119d2^88 + (3 + 2a + 3a^2)d1^120d2^88 + (1 + 4a + 3a^2)d1^121d2^88 + (2 + 3a + 3a^2)d1^122d2^88 + (3 + 4a + 1a^2)d1^123d2^88 + (0 + 2a + 3a^2)d1^124d2^88 + (2 + 0a + 2a^2)d1^125d2^88 + (4 + 4a + 0a^2)d1^126d2^88 + (2 + 4a + 3a^2)d1^127d2^88 + (2 + 1a + 0a^2)d1^128d2^88 + (0 + 4a + 3a^2)d1^129d2^88 + (4 + 1a + 3a^2)d1^130d2^88 + (2 + 2a + 3a^2)d1^131d2^88 + (2 + 1a + 0a^2)d1^132d2^88 + (2 + 2a + 1a^2)d1^133d2^88 + (1 + 0a + 4a^2)d1^134d2^88 + (1 + 4a + 3a^2)d1^135d2^88 + (3 + 4a + 0a^2)d1^136d2^88 + (0 + 4a + 0a^2)d1^137d2^88 + (4 + 2a + 4a^2)d1^138d2^88 + (0 + 4a + 0a^2)d1^139d2^88 + (3 + 3a + 3a^2)d1^140d2^88 + (0 + 1a + 1a^2)d1^141d2^88 + (0 + 1a + 1a^2)d1^142d2^88 + (3 + 4a + 2a^2)d1^143d2^88 + (2 + 0a + 3a^2)d1^144d2^88 + (3 + 1a + 2a^2)d1^145d2^88 + (3 + 0a + 2a^2)d1^146d2^88 + (3 + 1a + 0a^2)d1^147d2^88 + (3 + 3a + 2a^2)d1^148d2^88 + (0 + 2a + 2a^2)d1^149d2^88 + (0 + 4a + 1a^2)d1^150d2^88 + (0 + 4a + 0a^2)d1^151d2^88 + (1 + 0a + 1a^2)d1^152d2^88 + (3 + 1a + 3a^2)d1^153d2^88 + (3 + 3a + 0a^2)d1^154d2^88 + (4 + 1a + 1a^2)d1^155d2^88 + (0 + 4a + 2a^2)d1^156d2^88 + (1 + 1a + 3a^2)d1^157d2^88 + (1 + 1a + 3a^2)d1^158d2^88 + (2 + 3a + 4a^2)d1^159d2^88 + (2 + 0a + 3a^2)d1^160d2^88 + (4 + 1a + 3a^2)d1^161d2^88 + (1 + 4a + 3a^2)d1^162d2^88 + (3 + 2a + 3a^2)d1^163d2^88 + (1 + 3a + 1a^2)d1^164d2^88 + (2 + 2a + 0a^2)d1^166d2^88 + (0 + 3a + 0a^2)d1^167d2^88 + (2 + 1a + 3a^2)d1^168d2^88 + (3 + 4a + 4a^2)d1^169d2^88 + (4 + 1a + 2a^2)d1^170d2^88 + (3 + 4a + 3a^2)d1^171d2^88 + (0 + 4a + 2a^2)d1^172d2^88 + (0 + 3a + 2a^2)d1^173d2^88 + (4 + 0a + 2a^2)d1^174d2^88 + (4 + 0a + 0a^2)d1^175d2^88 + (1 + 3a + 1a^2)d1^176d2^88 + (3 + 0a + 1a^2)d1^177d2^88 + (4 + 1a + 3a^2)d1^178d2^88 + (4 + 4a + 4a^2)d1^179d2^88 + (3 + 1a + 2a^2)d1^180d2^88 + (1 + 2a + 2a^2)d1^181d2^88 + (0 + 1a + 4a^2)d1^182d2^88 + (0 + 4a + 3a^2)d1^183d2^88 + (4 + 3a + 0a^2)d1^184d2^88 + (0 + 0a + 1a^2)d1^185d2^88 + (4 + 2a + 0a^2)d1^187d2^88 + (0 + 3a + 1a^2)d1^188d2^88 + (3 + 1a + 0a^2)d1^189d2^88 + (0 + 2a + 2a^2)d1^190d2^88 + (1 + 1a + 3a^2)d1^191d2^88 + (0 + 2a + 4a^2)d1^192d2^88 + (0 + 3a + 3a^2)d1^193d2^88 + (3 + 4a + 0a^2)d1^194d2^88 + (0 + 2a + 2a^2)d1^195d2^88 + (0 + 0a + 2a^2)d1^196d2^88 + (2 + 4a + 4a^2)d1^197d2^88 + (4 + 1a + 1a^2)d1^198d2^88 + (4 + 4a + 1a^2)d1^199d2^88 + (4 + 2a + 2a^2)d1^200d2^88 + (4 + 4a + 4a^2)d1^201d2^88 + (3 + 1a + 3a^2)d1^202d2^88 + (4 + 2a + 0a^2)d1^203d2^88 + (1 + 0a + 4a^2)d1^204d2^88 + (2 + 4a + 2a^2)d1^205d2^88 + (1 + 1a + 3a^2)d1^206d2^88 + (3 + 2a + 3a^2)d1^207d2^88 + (0 + 0a + 1a^2)d1^208d2^88 + (2 + 3a + 2a^2)d1^209d2^88 + (0 + 2a + 0a^2)d1^210d2^88 + (1 + 2a + 2a^2)d1^212d2^88 + (0 + 4a + 0a^2)d1^213d2^88 + (1 + 1a + 0a^2)d1^214d2^88 + (3 + 3a + 2a^2)d1^215d2^88 + (3 + 0a + 2a^2)d1^216d2^88 + (1 + 4a + 1a^2)d1^217d2^88 + (0 + 4a + 4a^2)d1^218d2^88 + (0 + 4a + 1a^2)d1^219d2^88 + (0 + 1a + 3a^2)d1^220d2^88 + (3 + 1a + 2a^2)d1^221d2^88 + (1 + 0a + 1a^2)d1^222d2^88 + (4 + 3a + 1a^2)d1^223d2^88 + (3 + 1a + 0a^2)d1^224d2^88 + (1 + 0a + 1a^2)d1^225d2^88 + (1 + 1a + 2a^2)d1^226d2^88 + (3 + 2a + 3a^2)d1^227d2^88 + (0 + 2a + 4a^2)d1^228d2^88 + (2 + 1a + 3a^2)d1^229d2^88 + (1 + 4a + 2a^2)d1^230d2^88 + (0 + 1a + 0a^2)d1^231d2^88 + (4 + 4a + 1a^2)d1^232d2^88 + (0 + 4a + 4a^2)d1^233d2^88 + (1 + 0a + 4a^2)d1^234d2^88 + (4 + 4a + 4a^2)d1^235d2^88 + (4 + 2a + 4a^2)d1^236d2^88 + (0 + 4a + 3a^2)d1^237d2^88 + (0 + 0a + 3a^2)d1^238d2^88 + (3 + 1a + 0a^2)d1^239d2^88 + (0 + 4a + 2a^2)d1^240d2^88 + (3 + 2a + 1a^2)d1^241d2^88 + (4 + 4a + 1a^2)d1^242d2^88 + (3 + 3a + 1a^2)d1^243d2^88 + (2 + 4a + 3a^2)d1^244d2^88 + (1 + 1a + 2a^2)d1^245d2^88 + (2 + 4a + 4a^2)d1^246d2^88 + (1 + 4a + 3a^2)d1^247d2^88 + (1 + 1a + 2a^2)d1^248d2^88 + (3 + 3a + 3a^2)d1^249d2^88 + (3 + 1a + 1a^2)d1^250d2^88 + (0 + 3a + 0a^2)d1^251d2^88 + (3 + 0a + 4a^2)d1^252d2^88 + (4 + 2a + 3a^2)d1^253d2^88 + (0 + 0a + 2a^2)d1^254d2^88 + (3 + 2a + 1a^2)d1^255d2^88 + (4 + 2a + 4a^2)d1^256d2^88 + (2 + 3a + 3a^2)d1^258d2^88 + (3 + 2a + 3a^2)d1^259d2^88 + (4 + 2a + 3a^2)d1^260d2^88 + (0 + 4a + 4a^2)d1^261d2^88 + (3 + 4a + 0a^2)d1^262d2^88 + (0 + 3a + 3a^2)d1^263d2^88 + (2 + 4a + 4a^2)d1^264d2^88 + (1 + 1a + 4a^2)d1^265d2^88 + (2 + 2a + 3a^2)d1^266d2^88 + (2 + 4a + 0a^2)d1^267d2^88 + (1 + 0a + 4a^2)d1^268d2^88 + (1 + 3a + 2a^2)d1^269d2^88 + (2 + 4a + 1a^2)d1^270d2^88 + (1 + 0a + 4a^2)d1^271d2^88 + (1 + 1a + 0a^2)d1^272d2^88 + (1 + 0a + 0a^2)d1^273d2^88 + (3 + 3a + 4a^2)d1^274d2^88 + (3 + 3a + 1a^2)d1^275d2^88 + (3 + 1a + 2a^2)d1^276d2^88 + (1 + 2a + 3a^2)d1^277d2^88 + (3 + 2a + 2a^2)d1^278d2^88 + (0 + 2a + 0a^2)d1^279d2^88 + (2 + 0a + 4a^2)d1^280d2^88 + (4 + 2a + 1a^2)d1^281d2^88 + (4 + 3a + 0a^2)d1^283d2^88 + (3 + 3a + 3a^2)d1^284d2^88 + (2 + 1a + 0a^2)d1^285d2^88 + (0 + 0a + 1a^2)d1^286d2^88 + (3 + 1a + 3a^2)d1^287d2^88 + (0 + 2a + 4a^2)d1^288d2^88 + (3 + 0a + 2a^2)d1^289d2^88 + (2 + 0a + 1a^2)d1^290d2^88 + (2 + 0a + 2a^2)d1^291d2^88 + (3 + 3a + 4a^2)d1^292d2^88 + (0 + 1a + 2a^2)d1^293d2^88 + (4 + 1a + 0a^2)d2^89 + (0 + 4a + 1a^2)d1^1d2^89 + (0 + 1a + 2a^2)d1^2d2^89 + (3 + 2a + 0a^2)d1^3d2^89 + (3 + 2a + 0a^2)d1^4d2^89 + (0 + 1a + 1a^2)d1^5d2^89 + (0 + 4a + 1a^2)d1^6d2^89 + (4 + 2a + 1a^2)d1^7d2^89 + (3 + 2a + 4a^2)d1^8d2^89 + (3 + 2a + 0a^2)d1^9d2^89 + (1 + 0a + 2a^2)d1^10d2^89 + (0 + 2a + 3a^2)d1^11d2^89 + (4 + 3a + 3a^2)d1^12d2^89 + (0 + 4a + 3a^2)d1^13d2^89 + (4 + 1a + 1a^2)d1^14d2^89 + (3 + 3a + 2a^2)d1^15d2^89 + (0 + 1a + 0a^2)d1^16d2^89 + (1 + 1a + 0a^2)d1^17d2^89 + (2 + 2a + 2a^2)d1^18d2^89 + (2 + 2a + 0a^2)d1^19d2^89 + (3 + 3a + 3a^2)d1^20d2^89 + (3 + 2a + 4a^2)d1^21d2^89 + (0 + 1a + 2a^2)d1^22d2^89 + (2 + 3a + 0a^2)d1^23d2^89 + (1 + 1a + 0a^2)d1^24d2^89 + (4 + 4a + 3a^2)d1^25d2^89 + (1 + 0a + 4a^2)d1^26d2^89 + (3 + 3a + 3a^2)d1^27d2^89 + (0 + 0a + 2a^2)d1^28d2^89 + (1 + 1a + 3a^2)d1^29d2^89 + (4 + 2a + 4a^2)d1^30d2^89 + (0 + 3a + 4a^2)d1^31d2^89 + (2 + 1a + 1a^2)d1^32d2^89 + (3 + 0a + 2a^2)d1^33d2^89 + (2 + 3a + 1a^2)d1^34d2^89 + (0 + 1a + 4a^2)d1^35d2^89 + (0 + 3a + 3a^2)d1^36d2^89 + (2 + 2a + 3a^2)d1^37d2^89 + (2 + 1a + 1a^2)d1^38d2^89 + (2 + 4a + 4a^2)d1^39d2^89 + (0 + 2a + 1a^2)d1^40d2^89 + (3 + 3a + 1a^2)d1^41d2^89 + (3 + 2a + 3a^2)d1^42d2^89 + (1 + 1a + 1a^2)d1^43d2^89 + (1 + 1a + 2a^2)d1^44d2^89 + (0 + 1a + 4a^2)d1^45d2^89 + (4 + 2a + 3a^2)d1^46d2^89 + (3 + 4a + 3a^2)d1^47d2^89 + (1 + 0a + 0a^2)d1^48d2^89 + (4 + 3a + 2a^2)d1^49d2^89 + (0 + 3a + 4a^2)d1^50d2^89 + (0 + 0a + 4a^2)d1^51d2^89 + (2 + 2a + 1a^2)d1^52d2^89 + (4 + 1a + 2a^2)d1^53d2^89 + (1 + 4a + 2a^2)d1^54d2^89 + (1 + 0a + 3a^2)d1^55d2^89 + (2 + 2a + 0a^2)d1^56d2^89 + (3 + 0a + 2a^2)d1^57d2^89 + (3 + 3a + 4a^2)d1^58d2^89 + (3 + 3a + 0a^2)d1^59d2^89 + (4 + 3a + 3a^2)d1^60d2^89 + (4 + 1a + 2a^2)d1^61d2^89 + (3 + 1a + 0a^2)d1^62d2^89 + (4 + 1a + 2a^2)d1^63d2^89 + (4 + 3a + 4a^2)d1^64d2^89 + (4 + 4a + 4a^2)d1^65d2^89 + (4 + 1a + 4a^2)d1^66d2^89 + (2 + 4a + 4a^2)d1^67d2^89 + (3 + 3a + 4a^2)d1^68d2^89 + (3 + 0a + 4a^2)d1^69d2^89 + (1 + 1a + 1a^2)d1^70d2^89 + (1 + 3a + 3a^2)d1^71d2^89 + (1 + 4a + 1a^2)d1^72d2^89 + (2 + 2a + 3a^2)d1^73d2^89 + (4 + 3a + 0a^2)d1^74d2^89 + (0 + 4a + 1a^2)d1^75d2^89 + (3 + 3a + 4a^2)d1^76d2^89 + (4 + 2a + 4a^2)d1^77d2^89 + (2 + 4a + 3a^2)d1^78d2^89 + (3 + 0a + 1a^2)d1^79d2^89 + (4 + 0a + 3a^2)d1^80d2^89 + (0 + 2a + 3a^2)d1^81d2^89 + (1 + 3a + 0a^2)d1^82d2^89 + (2 + 4a + 2a^2)d1^83d2^89 + (2 + 4a + 3a^2)d1^84d2^89 + (0 + 0a + 1a^2)d1^85d2^89 + (3 + 0a + 4a^2)d1^86d2^89 + (1 + 0a + 1a^2)d1^87d2^89 + (4 + 1a + 1a^2)d1^88d2^89 + (3 + 3a + 4a^2)d1^89d2^89 + (4 + 0a + 0a^2)d1^90d2^89 + (2 + 4a + 1a^2)d1^91d2^89 + (1 + 1a + 2a^2)d1^92d2^89 + (0 + 4a + 2a^2)d1^93d2^89 + (0 + 1a + 2a^2)d1^94d2^89 + (3 + 1a + 3a^2)d1^95d2^89 + (1 + 3a + 3a^2)d1^96d2^89 + (3 + 4a + 1a^2)d1^97d2^89 + (1 + 3a + 3a^2)d1^98d2^89 + (4 + 3a + 3a^2)d1^99d2^89 + (0 + 0a + 2a^2)d1^100d2^89 + (3 + 1a + 0a^2)d1^101d2^89 + (1 + 3a + 3a^2)d1^102d2^89 + (1 + 2a + 4a^2)d1^103d2^89 + (4 + 2a + 0a^2)d1^104d2^89 + (3 + 1a + 3a^2)d1^105d2^89 + (1 + 0a + 2a^2)d1^106d2^89 + (2 + 3a + 3a^2)d1^107d2^89 + (4 + 1a + 4a^2)d1^108d2^89 + (1 + 4a + 2a^2)d1^109d2^89 + (2 + 0a + 2a^2)d1^110d2^89 + (4 + 3a + 0a^2)d1^111d2^89 + (1 + 4a + 0a^2)d1^112d2^89 + (3 + 4a + 2a^2)d1^113d2^89 + (2 + 1a + 1a^2)d1^114d2^89 + (4 + 3a + 3a^2)d1^115d2^89 + (3 + 0a + 0a^2)d1^116d2^89 + (3 + 2a + 3a^2)d1^117d2^89 + (3 + 2a + 0a^2)d1^118d2^89 + (2 + 4a + 0a^2)d1^119d2^89 + (2 + 1a + 2a^2)d1^120d2^89 + (4 + 3a + 3a^2)d1^121d2^89 + (1 + 3a + 1a^2)d1^122d2^89 + (1 + 1a + 4a^2)d1^123d2^89 + (0 + 3a + 1a^2)d1^124d2^89 + (1 + 4a + 4a^2)d1^125d2^89 + (0 + 0a + 1a^2)d1^126d2^89 + (0 + 2a + 1a^2)d1^127d2^89 + (2 + 4a + 4a^2)d1^128d2^89 + (2 + 1a + 0a^2)d1^129d2^89 + (1 + 3a + 2a^2)d1^130d2^89 + (2 + 2a + 0a^2)d1^131d2^89 + (1 + 0a + 4a^2)d1^132d2^89 + (1 + 2a + 4a^2)d1^133d2^89 + (0 + 1a + 0a^2)d1^134d2^89 + (1 + 1a + 4a^2)d1^135d2^89 + (2 + 1a + 1a^2)d1^136d2^89 + (2 + 3a + 0a^2)d1^137d2^89 + (3 + 2a + 0a^2)d1^138d2^89 + (0 + 4a + 4a^2)d1^139d2^89 + (4 + 4a + 2a^2)d1^140d2^89 + (4 + 0a + 1a^2)d1^141d2^89 + (0 + 1a + 0a^2)d1^142d2^89 + (4 + 0a + 4a^2)d1^143d2^89 + (0 + 2a + 4a^2)d1^144d2^89 + (4 + 2a + 1a^2)d1^145d2^89 + (2 + 0a + 3a^2)d1^146d2^89 + (2 + 2a + 2a^2)d1^147d2^89 + (3 + 2a + 0a^2)d1^148d2^89 + (3 + 4a + 3a^2)d1^149d2^89 + (4 + 0a + 4a^2)d1^150d2^89 + (1 + 2a + 0a^2)d1^151d2^89 + (1 + 1a + 2a^2)d1^152d2^89 + (0 + 1a + 2a^2)d1^153d2^89 + (1 + 1a + 3a^2)d1^154d2^89 + (2 + 4a + 3a^2)d1^155d2^89 + (1 + 3a + 0a^2)d1^156d2^89 + (4 + 0a + 3a^2)d1^157d2^89 + (3 + 3a + 2a^2)d1^158d2^89 + (0 + 1a + 4a^2)d1^159d2^89 + (1 + 3a + 3a^2)d1^160d2^89 + (3 + 0a + 4a^2)d1^161d2^89 + (1 + 4a + 1a^2)d1^162d2^89 + (2 + 2a + 3a^2)d1^163d2^89 + (4 + 0a + 3a^2)d1^164d2^89 + (1 + 2a + 3a^2)d1^165d2^89 + (3 + 3a + 3a^2)d1^166d2^89 + (3 + 0a + 2a^2)d1^167d2^89 + (4 + 0a + 2a^2)d1^168d2^89 + (2 + 0a + 3a^2)d1^169d2^89 + (2 + 1a + 0a^2)d1^170d2^89 + (3 + 1a + 0a^2)d1^171d2^89 + (2 + 2a + 0a^2)d1^172d2^89 + (2 + 1a + 2a^2)d1^173d2^89 + (3 + 4a + 4a^2)d1^174d2^89 + (2 + 3a + 4a^2)d1^175d2^89 + (4 + 3a + 4a^2)d1^176d2^89 + (4 + 1a + 2a^2)d1^177d2^89 + (1 + 1a + 1a^2)d1^178d2^89 + (3 + 3a + 1a^2)d1^179d2^89 + (4 + 0a + 0a^2)d1^180d2^89 + (2 + 1a + 0a^2)d1^181d2^89 + (2 + 4a + 4a^2)d1^182d2^89 + (1 + 0a + 4a^2)d1^183d2^89 + (1 + 3a + 4a^2)d1^184d2^89 + (0 + 4a + 1a^2)d1^185d2^89 + (1 + 4a + 2a^2)d1^186d2^89 + (3 + 4a + 1a^2)d1^187d2^89 + (0 + 3a + 0a^2)d1^188d2^89 + (0 + 4a + 2a^2)d1^189d2^89 + (0 + 4a + 3a^2)d1^190d2^89 + (4 + 2a + 3a^2)d1^191d2^89 + (0 + 3a + 2a^2)d1^192d2^89 + (0 + 2a + 1a^2)d1^193d2^89 + (4 + 0a + 4a^2)d1^194d2^89 + (0 + 1a + 0a^2)d1^195d2^89 + (2 + 3a + 2a^2)d1^196d2^89 + (1 + 3a + 1a^2)d1^197d2^89 + (0 + 3a + 2a^2)d1^199d2^89 + (1 + 0a + 1a^2)d1^200d2^89 + (4 + 3a + 4a^2)d1^201d2^89 + (1 + 0a + 3a^2)d1^202d2^89 + (3 + 4a + 3a^2)d1^203d2^89 + (0 + 1a + 4a^2)d1^204d2^89 + (4 + 3a + 1a^2)d1^205d2^89 + (4 + 0a + 2a^2)d1^206d2^89 + (1 + 0a + 0a^2)d1^207d2^89 + (0 + 1a + 3a^2)d1^208d2^89 + (3 + 2a + 4a^2)d1^209d2^89 + (2 + 2a + 2a^2)d1^210d2^89 + (0 + 1a + 4a^2)d1^211d2^89 + (3 + 3a + 1a^2)d1^212d2^89 + (3 + 0a + 2a^2)d1^213d2^89 + (0 + 3a + 3a^2)d1^214d2^89 + (4 + 3a + 1a^2)d1^215d2^89 + (1 + 4a + 1a^2)d1^216d2^89 + (2 + 1a + 3a^2)d1^217d2^89 + (0 + 3a + 3a^2)d1^218d2^89 + (4 + 2a + 3a^2)d1^219d2^89 + (1 + 0a + 1a^2)d1^220d2^89 + (4 + 0a + 3a^2)d1^221d2^89 + (1 + 0a + 3a^2)d1^222d2^89 + (4 + 2a + 1a^2)d1^223d2^89 + (3 + 2a + 0a^2)d1^224d2^89 + (0 + 0a + 1a^2)d1^225d2^89 + (3 + 3a + 2a^2)d1^226d2^89 + (4 + 0a + 0a^2)d1^227d2^89 + (2 + 1a + 2a^2)d1^228d2^89 + (2 + 0a + 2a^2)d1^229d2^89 + (3 + 4a + 2a^2)d1^230d2^89 + (2 + 1a + 0a^2)d1^231d2^89 + (0 + 2a + 4a^2)d1^232d2^89 + (1 + 4a + 4a^2)d1^233d2^89 + (0 + 2a + 3a^2)d1^234d2^89 + (2 + 2a + 1a^2)d1^235d2^89 + (3 + 0a + 3a^2)d1^236d2^89 + (4 + 2a + 2a^2)d1^237d2^89 + (3 + 0a + 4a^2)d1^238d2^89 + (4 + 3a + 2a^2)d1^239d2^89 + (3 + 3a + 1a^2)d1^240d2^89 + (1 + 1a + 3a^2)d1^241d2^89 + (4 + 3a + 1a^2)d1^242d2^89 + (4 + 2a + 3a^2)d1^243d2^89 + (2 + 3a + 4a^2)d1^244d2^89 + (1 + 1a + 0a^2)d1^245d2^89 + (0 + 4a + 2a^2)d1^246d2^89 + (4 + 4a + 3a^2)d1^247d2^89 + (4 + 3a + 2a^2)d1^248d2^89 + (4 + 0a + 4a^2)d1^249d2^89 + (0 + 4a + 3a^2)d1^250d2^89 + (3 + 1a + 0a^2)d1^251d2^89 + (1 + 1a + 0a^2)d1^252d2^89 + (2 + 4a + 1a^2)d1^253d2^89 + (4 + 3a + 1a^2)d1^254d2^89 + (3 + 0a + 2a^2)d1^255d2^89 + (2 + 1a + 1a^2)d1^256d2^89 + (0 + 3a + 4a^2)d1^257d2^89 + (3 + 4a + 3a^2)d1^258d2^89 + (4 + 4a + 1a^2)d1^259d2^89 + (0 + 0a + 2a^2)d1^260d2^89 + (0 + 2a + 3a^2)d1^261d2^89 + (0 + 0a + 2a^2)d1^262d2^89 + (2 + 2a + 1a^2)d1^263d2^89 + (4 + 2a + 4a^2)d1^264d2^89 + (1 + 2a + 0a^2)d1^265d2^89 + (3 + 4a + 0a^2)d1^266d2^89 + (2 + 1a + 3a^2)d1^267d2^89 + (2 + 3a + 3a^2)d1^268d2^89 + (0 + 2a + 4a^2)d1^269d2^89 + (2 + 3a + 2a^2)d1^270d2^89 + (3 + 2a + 3a^2)d1^271d2^89 + (3 + 1a + 3a^2)d1^272d2^89 + (1 + 1a + 3a^2)d1^273d2^89 + (0 + 4a + 1a^2)d1^274d2^89 + (0 + 2a + 4a^2)d1^275d2^89 + (4 + 3a + 1a^2)d1^276d2^89 + (2 + 4a + 0a^2)d1^278d2^89 + (1 + 4a + 3a^2)d1^279d2^89 + (1 + 0a + 1a^2)d1^280d2^89 + (1 + 1a + 0a^2)d1^281d2^89 + (3 + 3a + 0a^2)d1^282d2^89 + (1 + 1a + 2a^2)d1^283d2^89 + (0 + 4a + 1a^2)d1^284d2^89 + (4 + 0a + 4a^2)d1^285d2^89 + (3 + 1a + 0a^2)d1^286d2^89 + (3 + 4a + 3a^2)d1^287d2^89 + (1 + 3a + 4a^2)d1^288d2^89 + (1 + 2a + 4a^2)d1^289d2^89 + (1 + 1a + 0a^2)d1^290d2^89 + (1 + 2a + 4a^2)d1^291d2^89 + (0 + 3a + 2a^2)d1^292d2^89 + (1 + 3a + 3a^2)d1^293d2^89 + (4 + 1a + 1a^2)d2^90 + (3 + 4a + 0a^2)d1^1d2^90 + (4 + 3a + 1a^2)d1^2d2^90 + (1 + 3a + 0a^2)d1^3d2^90 + (4 + 2a + 3a^2)d1^4d2^90 + (2 + 0a + 4a^2)d1^5d2^90 + (0 + 0a + 2a^2)d1^6d2^90 + (1 + 3a + 3a^2)d1^7d2^90 + (2 + 2a + 3a^2)d1^8d2^90 + (1 + 0a + 0a^2)d1^9d2^90 + (0 + 1a + 3a^2)d1^10d2^90 + (1 + 2a + 2a^2)d1^11d2^90 + (4 + 3a + 4a^2)d1^12d2^90 + (2 + 4a + 4a^2)d1^13d2^90 + (2 + 1a + 1a^2)d1^14d2^90 + (1 + 3a + 1a^2)d1^15d2^90 + (2 + 4a + 0a^2)d1^16d2^90 + (1 + 3a + 2a^2)d1^17d2^90 + (2 + 2a + 3a^2)d1^18d2^90 + (4 + 3a + 2a^2)d1^19d2^90 + (2 + 2a + 0a^2)d1^20d2^90 + (0 + 4a + 1a^2)d1^21d2^90 + (4 + 4a + 1a^2)d1^22d2^90 + (4 + 4a + 3a^2)d1^23d2^90 + (3 + 2a + 0a^2)d1^24d2^90 + (0 + 3a + 0a^2)d1^25d2^90 + (3 + 0a + 2a^2)d1^26d2^90 + (4 + 4a + 3a^2)d1^27d2^90 + (0 + 0a + 3a^2)d1^28d2^90 + (2 + 2a + 2a^2)d1^29d2^90 + (4 + 1a + 0a^2)d1^30d2^90 + (4 + 0a + 2a^2)d1^31d2^90 + (2 + 3a + 4a^2)d1^32d2^90 + (2 + 3a + 3a^2)d1^33d2^90 + (2 + 3a + 0a^2)d1^34d2^90 + (1 + 3a + 3a^2)d1^35d2^90 + (2 + 2a + 4a^2)d1^36d2^90 + (0 + 3a + 4a^2)d1^37d2^90 + (3 + 3a + 0a^2)d1^38d2^90 + (0 + 4a + 0a^2)d1^39d2^90 + (1 + 4a + 3a^2)d1^40d2^90 + (0 + 2a + 2a^2)d1^41d2^90 + (0 + 1a + 0a^2)d1^42d2^90 + (4 + 1a + 2a^2)d1^43d2^90 + (1 + 0a + 1a^2)d1^44d2^90 + (4 + 1a + 2a^2)d1^45d2^90 + (2 + 1a + 0a^2)d1^46d2^90 + (4 + 4a + 4a^2)d1^47d2^90 + (1 + 4a + 2a^2)d1^48d2^90 + (1 + 2a + 1a^2)d1^49d2^90 + (1 + 1a + 1a^2)d1^50d2^90 + (0 + 2a + 2a^2)d1^51d2^90 + (4 + 4a + 3a^2)d1^52d2^90 + (2 + 1a + 2a^2)d1^53d2^90 + (1 + 4a + 0a^2)d1^54d2^90 + (4 + 1a + 4a^2)d1^55d2^90 + (4 + 3a + 0a^2)d1^56d2^90 + (0 + 4a + 0a^2)d1^57d2^90 + (2 + 0a + 3a^2)d1^58d2^90 + (4 + 2a + 2a^2)d1^59d2^90 + (0 + 2a + 0a^2)d1^60d2^90 + (1 + 2a + 0a^2)d1^61d2^90 + (3 + 0a + 0a^2)d1^62d2^90 + (2 + 1a + 3a^2)d1^63d2^90 + (0 + 0a + 3a^2)d1^64d2^90 + (2 + 1a + 3a^2)d1^65d2^90 + (3 + 1a + 3a^2)d1^66d2^90 + (4 + 4a + 4a^2)d1^67d2^90 + (1 + 0a + 2a^2)d1^68d2^90 + (2 + 2a + 2a^2)d1^69d2^90 + (4 + 3a + 2a^2)d1^70d2^90 + (2 + 0a + 2a^2)d1^71d2^90 + (2 + 0a + 1a^2)d1^72d2^90 + (0 + 3a + 2a^2)d1^73d2^90 + (0 + 2a + 4a^2)d1^74d2^90 + (0 + 3a + 1a^2)d1^75d2^90 + (4 + 4a + 2a^2)d1^76d2^90 + (1 + 4a + 3a^2)d1^77d2^90 + (3 + 1a + 3a^2)d1^78d2^90 + (1 + 2a + 4a^2)d1^79d2^90 + (0 + 3a + 1a^2)d1^80d2^90 + (4 + 4a + 4a^2)d1^81d2^90 + (0 + 4a + 0a^2)d1^82d2^90 + (4 + 3a + 1a^2)d1^83d2^90 + (0 + 0a + 1a^2)d1^84d2^90 + (1 + 3a + 2a^2)d1^85d2^90 + (4 + 2a + 3a^2)d1^86d2^90 + (1 + 4a + 3a^2)d1^87d2^90 + (4 + 0a + 0a^2)d1^88d2^90 + (0 + 3a + 4a^2)d1^89d2^90 + (0 + 1a + 0a^2)d1^90d2^90 + (2 + 1a + 4a^2)d1^91d2^90 + (3 + 1a + 3a^2)d1^92d2^90 + (2 + 2a + 1a^2)d1^93d2^90 + (1 + 3a + 2a^2)d1^94d2^90 + (2 + 4a + 0a^2)d1^95d2^90 + (0 + 0a + 4a^2)d1^96d2^90 + (4 + 4a + 2a^2)d1^97d2^90 + (4 + 3a + 2a^2)d1^98d2^90 + (0 + 2a + 4a^2)d1^99d2^90 + (1 + 2a + 0a^2)d1^100d2^90 + (4 + 0a + 2a^2)d1^101d2^90 + (0 + 3a + 0a^2)d1^102d2^90 + (4 + 1a + 4a^2)d1^103d2^90 + (4 + 1a + 0a^2)d1^104d2^90 + (3 + 4a + 2a^2)d1^105d2^90 + (4 + 3a + 4a^2)d1^106d2^90 + (1 + 2a + 4a^2)d1^107d2^90 + (0 + 0a + 4a^2)d1^108d2^90 + (2 + 2a + 4a^2)d1^109d2^90 + (2 + 2a + 0a^2)d1^110d2^90 + (1 + 4a + 1a^2)d1^111d2^90 + (1 + 0a + 0a^2)d1^112d2^90 + (0 + 0a + 2a^2)d1^113d2^90 + (4 + 2a + 2a^2)d1^114d2^90 + (0 + 0a + 4a^2)d1^115d2^90 + (4 + 4a + 0a^2)d1^116d2^90 + (1 + 2a + 3a^2)d1^117d2^90 + (0 + 4a + 4a^2)d1^118d2^90 + (4 + 0a + 4a^2)d1^119d2^90 + (3 + 0a + 0a^2)d1^120d2^90 + (2 + 2a + 3a^2)d1^121d2^90 + (3 + 0a + 3a^2)d1^122d2^90 + (1 + 1a + 4a^2)d1^123d2^90 + (4 + 1a + 1a^2)d1^124d2^90 + (2 + 4a + 4a^2)d1^125d2^90 + (4 + 4a + 2a^2)d1^126d2^90 + (4 + 4a + 1a^2)d1^127d2^90 + (2 + 1a + 3a^2)d1^128d2^90 + (4 + 3a + 4a^2)d1^129d2^90 + (1 + 3a + 1a^2)d1^130d2^90 + (1 + 3a + 2a^2)d1^131d2^90 + (0 + 4a + 1a^2)d1^132d2^90 + (0 + 4a + 2a^2)d1^133d2^90 + (4 + 0a + 1a^2)d1^134d2^90 + (3 + 3a + 3a^2)d1^135d2^90 + (4 + 0a + 2a^2)d1^136d2^90 + (4 + 4a + 3a^2)d1^137d2^90 + (0 + 2a + 0a^2)d1^138d2^90 + (4 + 0a + 1a^2)d1^139d2^90 + (3 + 1a + 3a^2)d1^140d2^90 + (3 + 4a + 3a^2)d1^141d2^90 + (0 + 3a + 3a^2)d1^142d2^90 + (1 + 4a + 4a^2)d1^143d2^90 + (0 + 3a + 3a^2)d1^144d2^90 + (0 + 2a + 4a^2)d1^145d2^90 + (2 + 2a + 2a^2)d1^146d2^90 + (0 + 4a + 3a^2)d1^147d2^90 + (0 + 3a + 1a^2)d1^148d2^90 + (4 + 4a + 1a^2)d1^149d2^90 + (2 + 3a + 1a^2)d1^150d2^90 + (2 + 4a + 3a^2)d1^151d2^90 + (4 + 0a + 0a^2)d1^152d2^90 + (0 + 1a + 0a^2)d1^153d2^90 + (3 + 0a + 1a^2)d1^154d2^90 + (0 + 4a + 0a^2)d1^155d2^90 + (0 + 1a + 4a^2)d1^156d2^90 + (0 + 3a + 2a^2)d1^157d2^90 + (4 + 2a + 0a^2)d1^158d2^90 + (0 + 0a + 4a^2)d1^159d2^90 + (4 + 4a + 2a^2)d1^160d2^90 + (4 + 2a + 4a^2)d1^161d2^90 + (2 + 4a + 2a^2)d1^162d2^90 + (0 + 0a + 2a^2)d1^163d2^90 + (1 + 3a + 2a^2)d1^164d2^90 + (2 + 3a + 1a^2)d1^165d2^90 + (3 + 2a + 3a^2)d1^166d2^90 + (0 + 4a + 3a^2)d1^167d2^90 + (2 + 3a + 0a^2)d1^168d2^90 + (2 + 0a + 1a^2)d1^169d2^90 + (1 + 0a + 3a^2)d1^170d2^90 + (4 + 0a + 0a^2)d1^171d2^90 + (1 + 0a + 1a^2)d1^172d2^90 + (3 + 3a + 1a^2)d1^173d2^90 + (3 + 0a + 1a^2)d1^174d2^90 + (1 + 3a + 4a^2)d1^175d2^90 + (0 + 4a + 3a^2)d1^176d2^90 + (1 + 2a + 0a^2)d1^177d2^90 + (4 + 4a + 3a^2)d1^178d2^90 + (2 + 2a + 1a^2)d1^179d2^90 + (4 + 4a + 1a^2)d1^180d2^90 + (3 + 0a + 0a^2)d1^181d2^90 + (1 + 3a + 3a^2)d1^182d2^90 + (0 + 1a + 0a^2)d1^183d2^90 + (4 + 2a + 4a^2)d1^184d2^90 + (3 + 0a + 2a^2)d1^185d2^90 + (3 + 3a + 3a^2)d1^186d2^90 + (2 + 3a + 3a^2)d1^187d2^90 + (3 + 1a + 4a^2)d1^188d2^90 + (3 + 3a + 2a^2)d1^189d2^90 + (0 + 0a + 2a^2)d1^190d2^90 + (2 + 3a + 0a^2)d1^191d2^90 + (3 + 2a + 2a^2)d1^192d2^90 + (2 + 3a + 0a^2)d1^193d2^90 + (0 + 2a + 2a^2)d1^194d2^90 + (0 + 4a + 1a^2)d1^195d2^90 + (4 + 3a + 4a^2)d1^196d2^90 + (1 + 1a + 4a^2)d1^197d2^90 + (0 + 4a + 3a^2)d1^198d2^90 + (1 + 1a + 1a^2)d1^199d2^90 + (2 + 4a + 1a^2)d1^200d2^90 + (2 + 0a + 2a^2)d1^201d2^90 + (2 + 4a + 1a^2)d1^202d2^90 + (1 + 3a + 0a^2)d1^203d2^90 + (3 + 3a + 3a^2)d1^204d2^90 + (3 + 2a + 4a^2)d1^205d2^90 + (2 + 4a + 2a^2)d1^206d2^90 + (0 + 1a + 1a^2)d1^207d2^90 + (0 + 0a + 2a^2)d1^208d2^90 + (4 + 2a + 4a^2)d1^209d2^90 + (1 + 1a + 0a^2)d1^210d2^90 + (4 + 1a + 4a^2)d1^211d2^90 + (4 + 0a + 4a^2)d1^212d2^90 + (0 + 3a + 3a^2)d1^213d2^90 + (4 + 0a + 4a^2)d1^214d2^90 + (3 + 1a + 2a^2)d1^215d2^90 + (2 + 2a + 1a^2)d1^216d2^90 + (4 + 4a + 4a^2)d1^217d2^90 + (3 + 0a + 3a^2)d1^218d2^90 + (3 + 1a + 2a^2)d1^219d2^90 + (0 + 2a + 0a^2)d1^220d2^90 + (2 + 0a + 3a^2)d1^221d2^90 + (1 + 0a + 1a^2)d1^222d2^90 + (1 + 1a + 2a^2)d1^223d2^90 + (3 + 1a + 3a^2)d1^224d2^90 + (3 + 2a + 4a^2)d1^225d2^90 + (2 + 1a + 2a^2)d1^226d2^90 + (4 + 4a + 0a^2)d1^227d2^90 + (4 + 1a + 1a^2)d1^228d2^90 + (3 + 0a + 1a^2)d1^229d2^90 + (1 + 3a + 3a^2)d1^230d2^90 + (2 + 0a + 0a^2)d1^231d2^90 + (2 + 2a + 2a^2)d1^232d2^90 + (0 + 2a + 2a^2)d1^233d2^90 + (2 + 2a + 3a^2)d1^234d2^90 + (3 + 1a + 1a^2)d1^235d2^90 + (0 + 4a + 4a^2)d1^236d2^90 + (0 + 0a + 2a^2)d1^237d2^90 + (4 + 1a + 4a^2)d1^238d2^90 + (2 + 4a + 1a^2)d1^239d2^90 + (1 + 1a + 0a^2)d1^240d2^90 + (0 + 1a + 1a^2)d1^241d2^90 + (4 + 3a + 3a^2)d1^242d2^90 + (3 + 0a + 4a^2)d1^243d2^90 + (4 + 0a + 4a^2)d1^244d2^90 + (4 + 4a + 0a^2)d1^245d2^90 + (2 + 0a + 2a^2)d1^246d2^90 + (3 + 4a + 0a^2)d1^247d2^90 + (2 + 4a + 1a^2)d1^248d2^90 + (0 + 1a + 4a^2)d1^249d2^90 + (2 + 3a + 2a^2)d1^250d2^90 + (1 + 3a + 0a^2)d1^251d2^90 + (4 + 3a + 0a^2)d1^253d2^90 + (4 + 4a + 3a^2)d1^254d2^90 + (0 + 1a + 3a^2)d1^255d2^90 + (0 + 4a + 3a^2)d1^256d2^90 + (0 + 3a + 4a^2)d1^257d2^90 + (1 + 0a + 2a^2)d1^258d2^90 + (3 + 0a + 2a^2)d1^259d2^90 + (4 + 1a + 2a^2)d1^260d2^90 + (3 + 2a + 1a^2)d1^261d2^90 + (4 + 0a + 4a^2)d1^262d2^90 + (3 + 0a + 4a^2)d1^263d2^90 + (0 + 0a + 3a^2)d1^264d2^90 + (3 + 3a + 1a^2)d1^265d2^90 + (2 + 1a + 1a^2)d1^266d2^90 + (4 + 1a + 1a^2)d1^267d2^90 + (0 + 4a + 3a^2)d1^268d2^90 + (2 + 3a + 1a^2)d1^269d2^90 + (2 + 0a + 1a^2)d1^270d2^90 + (4 + 3a + 2a^2)d1^271d2^90 + (4 + 0a + 1a^2)d1^272d2^90 + (3 + 2a + 3a^2)d1^273d2^90 + (4 + 0a + 3a^2)d1^274d2^90 + (2 + 1a + 2a^2)d1^275d2^90 + (4 + 4a + 1a^2)d1^276d2^90 + (3 + 4a + 4a^2)d1^277d2^90 + (2 + 3a + 0a^2)d1^278d2^90 + (0 + 0a + 1a^2)d1^279d2^90 + (3 + 1a + 4a^2)d1^280d2^90 + (3 + 0a + 4a^2)d1^281d2^90 + (3 + 4a + 0a^2)d1^282d2^90 + (1 + 2a + 0a^2)d1^283d2^90 + (1 + 3a + 0a^2)d1^284d2^90 + (2 + 3a + 3a^2)d1^285d2^90 + (4 + 0a + 1a^2)d1^286d2^90 + (1 + 2a + 2a^2)d1^287d2^90 + (3 + 0a + 1a^2)d1^288d2^90 + (0 + 2a + 4a^2)d1^289d2^90 + (3 + 1a + 2a^2)d1^290d2^90 + (3 + 1a + 1a^2)d1^291d2^90 + (1 + 3a + 1a^2)d1^292d2^90 + (3 + 2a + 0a^2)d1^293d2^90 + (1 + 0a + 2a^2)d2^91 + (4 + 1a + 3a^2)d1^1d2^91 + (0 + 0a + 1a^2)d1^2d2^91 + (3 + 1a + 4a^2)d1^3d2^91 + (0 + 0a + 3a^2)d1^4d2^91 + (2 + 1a + 1a^2)d1^5d2^91 + (3 + 0a + 0a^2)d1^6d2^91 + (1 + 4a + 0a^2)d1^7d2^91 + (2 + 3a + 1a^2)d1^8d2^91 + (3 + 4a + 2a^2)d1^9d2^91 + (0 + 0a + 1a^2)d1^10d2^91 + (0 + 4a + 1a^2)d1^11d2^91 + (2 + 3a + 3a^2)d1^12d2^91 + (0 + 0a + 1a^2)d1^13d2^91 + (2 + 0a + 1a^2)d1^14d2^91 + (1 + 2a + 2a^2)d1^15d2^91 + (3 + 1a + 0a^2)d1^16d2^91 + (1 + 4a + 2a^2)d1^17d2^91 + (0 + 1a + 3a^2)d1^18d2^91 + (0 + 2a + 4a^2)d1^19d2^91 + (0 + 0a + 4a^2)d1^20d2^91 + (2 + 1a + 3a^2)d1^21d2^91 + (3 + 4a + 4a^2)d1^22d2^91 + (3 + 3a + 4a^2)d1^23d2^91 + (0 + 1a + 3a^2)d1^24d2^91 + (3 + 4a + 4a^2)d1^25d2^91 + (4 + 4a + 0a^2)d1^27d2^91 + (4 + 3a + 2a^2)d1^28d2^91 + (4 + 1a + 4a^2)d1^29d2^91 + (4 + 2a + 3a^2)d1^30d2^91 + (4 + 0a + 4a^2)d1^31d2^91 + (3 + 3a + 4a^2)d1^32d2^91 + (0 + 0a + 4a^2)d1^33d2^91 + (4 + 3a + 3a^2)d1^34d2^91 + (0 + 1a + 0a^2)d1^35d2^91 + (3 + 1a + 3a^2)d1^36d2^91 + (2 + 3a + 1a^2)d1^37d2^91 + (0 + 1a + 3a^2)d1^38d2^91 + (3 + 0a + 1a^2)d1^39d2^91 + (2 + 2a + 2a^2)d1^40d2^91 + (3 + 1a + 4a^2)d1^41d2^91 + (1 + 4a + 4a^2)d1^42d2^91 + (3 + 2a + 3a^2)d1^43d2^91 + (1 + 1a + 0a^2)d1^44d2^91 + (3 + 0a + 4a^2)d1^45d2^91 + (3 + 1a + 3a^2)d1^46d2^91 + (3 + 1a + 3a^2)d1^47d2^91 + (1 + 1a + 1a^2)d1^48d2^91 + (1 + 0a + 4a^2)d1^49d2^91 + (3 + 1a + 1a^2)d1^50d2^91 + (2 + 2a + 1a^2)d1^51d2^91 + (4 + 0a + 2a^2)d1^52d2^91 + (2 + 2a + 2a^2)d1^53d2^91 + (4 + 4a + 2a^2)d1^54d2^91 + (0 + 2a + 3a^2)d1^55d2^91 + (3 + 4a + 4a^2)d1^56d2^91 + (0 + 3a + 0a^2)d1^57d2^91 + (2 + 1a + 0a^2)d1^58d2^91 + (3 + 1a + 0a^2)d1^59d2^91 + (1 + 1a + 0a^2)d1^60d2^91 + (0 + 3a + 4a^2)d1^61d2^91 + (0 + 2a + 4a^2)d1^62d2^91 + (0 + 0a + 1a^2)d1^63d2^91 + (1 + 2a + 1a^2)d1^64d2^91 + (2 + 0a + 4a^2)d1^65d2^91 + (3 + 0a + 4a^2)d1^66d2^91 + (1 + 0a + 1a^2)d1^67d2^91 + (4 + 2a + 2a^2)d1^68d2^91 + (0 + 0a + 3a^2)d1^69d2^91 + (4 + 2a + 3a^2)d1^70d2^91 + (3 + 4a + 3a^2)d1^71d2^91 + (1 + 1a + 1a^2)d1^72d2^91 + (3 + 2a + 4a^2)d1^73d2^91 + (2 + 4a + 0a^2)d1^74d2^91 + (1 + 3a + 0a^2)d1^75d2^91 + (3 + 1a + 0a^2)d1^76d2^91 + (0 + 2a + 3a^2)d1^77d2^91 + (0 + 3a + 1a^2)d1^78d2^91 + (3 + 1a + 2a^2)d1^79d2^91 + (1 + 2a + 2a^2)d1^80d2^91 + (2 + 1a + 0a^2)d1^81d2^91 + (3 + 4a + 0a^2)d1^82d2^91 + (0 + 3a + 2a^2)d1^83d2^91 + (2 + 3a + 1a^2)d1^84d2^91 + (4 + 0a + 3a^2)d1^85d2^91 + (4 + 0a + 0a^2)d1^86d2^91 + (1 + 4a + 3a^2)d1^87d2^91 + (0 + 1a + 1a^2)d1^88d2^91 + (0 + 2a + 1a^2)d1^89d2^91 + (3 + 2a + 3a^2)d1^90d2^91 + (0 + 2a + 0a^2)d1^91d2^91 + (4 + 4a + 3a^2)d1^92d2^91 + (4 + 0a + 0a^2)d1^93d2^91 + (2 + 3a + 2a^2)d1^94d2^91 + (3 + 4a + 1a^2)d1^95d2^91 + (1 + 1a + 3a^2)d1^96d2^91 + (1 + 0a + 2a^2)d1^97d2^91 + (1 + 4a + 0a^2)d1^98d2^91 + (2 + 2a + 3a^2)d1^99d2^91 + (4 + 3a + 2a^2)d1^100d2^91 + (3 + 0a + 1a^2)d1^101d2^91 + (2 + 3a + 2a^2)d1^102d2^91 + (0 + 1a + 4a^2)d1^103d2^91 + (4 + 0a + 3a^2)d1^104d2^91 + (2 + 3a + 1a^2)d1^105d2^91 + (4 + 3a + 0a^2)d1^106d2^91 + (2 + 4a + 0a^2)d1^107d2^91 + (1 + 0a + 1a^2)d1^108d2^91 + (0 + 4a + 3a^2)d1^109d2^91 + (1 + 3a + 0a^2)d1^111d2^91 + (4 + 4a + 1a^2)d1^112d2^91 + (4 + 4a + 0a^2)d1^113d2^91 + (3 + 1a + 4a^2)d1^114d2^91 + (4 + 2a + 1a^2)d1^115d2^91 + (3 + 0a + 3a^2)d1^116d2^91 + (2 + 3a + 3a^2)d1^117d2^91 + (0 + 2a + 1a^2)d1^118d2^91 + (3 + 0a + 3a^2)d1^119d2^91 + (0 + 0a + 4a^2)d1^120d2^91 + (0 + 2a + 2a^2)d1^121d2^91 + (1 + 3a + 2a^2)d1^122d2^91 + (4 + 4a + 3a^2)d1^123d2^91 + (1 + 4a + 0a^2)d1^124d2^91 + (0 + 0a + 2a^2)d1^125d2^91 + (1 + 4a + 3a^2)d1^126d2^91 + (2 + 1a + 3a^2)d1^127d2^91 + (1 + 4a + 1a^2)d1^128d2^91 + (2 + 3a + 1a^2)d1^129d2^91 + (2 + 1a + 2a^2)d1^130d2^91 + (2 + 1a + 4a^2)d1^131d2^91 + (2 + 2a + 4a^2)d1^132d2^91 + (4 + 4a + 2a^2)d1^133d2^91 + (1 + 3a + 4a^2)d1^134d2^91 + (4 + 3a + 0a^2)d1^135d2^91 + (3 + 2a + 4a^2)d1^136d2^91 + (4 + 1a + 3a^2)d1^137d2^91 + (0 + 2a + 0a^2)d1^138d2^91 + (1 + 3a + 0a^2)d1^139d2^91 + (0 + 3a + 4a^2)d1^140d2^91 + (3 + 2a + 0a^2)d1^141d2^91 + (0 + 1a + 3a^2)d1^142d2^91 + (0 + 3a + 2a^2)d1^143d2^91 + (1 + 4a + 2a^2)d1^144d2^91 + (3 + 4a + 0a^2)d1^145d2^91 + (3 + 4a + 4a^2)d1^146d2^91 + (3 + 4a + 3a^2)d1^147d2^91 + (1 + 3a + 4a^2)d1^148d2^91 + (3 + 3a + 1a^2)d1^149d2^91 + (3 + 4a + 4a^2)d1^150d2^91 + (4 + 0a + 3a^2)d1^151d2^91 + (3 + 3a + 4a^2)d1^152d2^91 + (0 + 0a + 4a^2)d1^153d2^91 + (2 + 4a + 1a^2)d1^154d2^91 + (0 + 4a + 2a^2)d1^155d2^91 + (3 + 2a + 3a^2)d1^157d2^91 + (4 + 2a + 0a^2)d1^158d2^91 + (3 + 3a + 2a^2)d1^159d2^91 + (3 + 2a + 1a^2)d1^160d2^91 + (2 + 1a + 4a^2)d1^161d2^91 + (4 + 3a + 0a^2)d1^163d2^91 + (3 + 0a + 3a^2)d1^164d2^91 + (1 + 4a + 1a^2)d1^165d2^91 + (1 + 2a + 2a^2)d1^166d2^91 + (2 + 1a + 3a^2)d1^167d2^91 + (4 + 2a + 2a^2)d1^168d2^91 + (1 + 2a + 4a^2)d1^169d2^91 + (1 + 1a + 0a^2)d1^170d2^91 + (1 + 3a + 0a^2)d1^171d2^91 + (3 + 3a + 1a^2)d1^172d2^91 + (0 + 4a + 0a^2)d1^173d2^91 + (4 + 1a + 1a^2)d1^174d2^91 + (0 + 2a + 1a^2)d1^175d2^91 + (3 + 4a + 0a^2)d1^176d2^91 + (2 + 0a + 1a^2)d1^177d2^91 + (0 + 1a + 4a^2)d1^178d2^91 + (3 + 2a + 0a^2)d1^179d2^91 + (1 + 3a + 3a^2)d1^180d2^91 + (0 + 3a + 0a^2)d1^181d2^91 + (3 + 1a + 2a^2)d1^182d2^91 + (2 + 2a + 2a^2)d1^183d2^91 + (1 + 4a + 1a^2)d1^184d2^91 + (4 + 2a + 3a^2)d1^185d2^91 + (0 + 3a + 4a^2)d1^186d2^91 + (3 + 4a + 2a^2)d1^187d2^91 + (4 + 2a + 1a^2)d1^188d2^91 + (0 + 3a + 0a^2)d1^189d2^91 + (3 + 4a + 0a^2)d1^190d2^91 + (2 + 4a + 0a^2)d1^191d2^91 + (0 + 1a + 1a^2)d1^192d2^91 + (0 + 3a + 4a^2)d1^193d2^91 + (1 + 3a + 2a^2)d1^194d2^91 + (3 + 4a + 2a^2)d1^195d2^91 + (3 + 0a + 4a^2)d1^196d2^91 + (2 + 3a + 2a^2)d1^197d2^91 + (4 + 3a + 4a^2)d1^198d2^91 + (4 + 4a + 1a^2)d1^199d2^91 + (1 + 3a + 4a^2)d1^200d2^91 + (4 + 0a + 4a^2)d1^201d2^91 + (4 + 3a + 0a^2)d1^202d2^91 + (0 + 2a + 1a^2)d1^203d2^91 + (4 + 4a + 1a^2)d1^204d2^91 + (2 + 4a + 1a^2)d1^205d2^91 + (0 + 2a + 4a^2)d1^206d2^91 + (1 + 4a + 2a^2)d1^207d2^91 + (4 + 1a + 2a^2)d1^208d2^91 + (1 + 3a + 2a^2)d1^209d2^91 + (4 + 2a + 1a^2)d1^210d2^91 + (4 + 4a + 3a^2)d1^211d2^91 + (3 + 4a + 4a^2)d1^212d2^91 + (3 + 0a + 1a^2)d1^213d2^91 + (1 + 4a + 2a^2)d1^214d2^91 + (4 + 3a + 0a^2)d1^215d2^91 + (0 + 3a + 3a^2)d1^216d2^91 + (3 + 4a + 2a^2)d1^217d2^91 + (4 + 0a + 1a^2)d1^218d2^91 + (0 + 3a + 3a^2)d1^219d2^91 + (4 + 1a + 1a^2)d1^220d2^91 + (3 + 2a + 3a^2)d1^221d2^91 + (0 + 3a + 3a^2)d1^222d2^91 + (0 + 4a + 0a^2)d1^223d2^91 + (4 + 4a + 0a^2)d1^224d2^91 + (1 + 0a + 1a^2)d1^225d2^91 + (0 + 1a + 2a^2)d1^226d2^91 + (3 + 1a + 3a^2)d1^227d2^91 + (2 + 4a + 3a^2)d1^228d2^91 + (1 + 3a + 2a^2)d1^229d2^91 + (3 + 3a + 0a^2)d1^230d2^91 + (4 + 2a + 0a^2)d1^231d2^91 + (1 + 1a + 0a^2)d1^232d2^91 + (2 + 0a + 0a^2)d1^233d2^91 + (3 + 1a + 2a^2)d1^234d2^91 + (3 + 1a + 4a^2)d1^235d2^91 + (4 + 2a + 0a^2)d1^236d2^91 + (3 + 1a + 0a^2)d1^237d2^91 + (2 + 2a + 1a^2)d1^238d2^91 + (3 + 1a + 4a^2)d1^239d2^91 + (3 + 2a + 0a^2)d1^240d2^91 + (4 + 2a + 1a^2)d1^241d2^91 + (3 + 3a + 2a^2)d1^242d2^91 + (4 + 3a + 2a^2)d1^243d2^91 + (3 + 2a + 3a^2)d1^244d2^91 + (3 + 0a + 2a^2)d1^245d2^91 + (1 + 3a + 3a^2)d1^246d2^91 + (1 + 3a + 4a^2)d1^247d2^91 + (1 + 4a + 1a^2)d1^248d2^91 + (4 + 4a + 4a^2)d1^249d2^91 + (3 + 2a + 4a^2)d1^250d2^91 + (2 + 3a + 2a^2)d1^251d2^91 + (0 + 0a + 1a^2)d1^252d2^91 + (1 + 3a + 1a^2)d1^253d2^91 + (4 + 3a + 2a^2)d1^254d2^91 + (1 + 2a + 4a^2)d1^255d2^91 + (3 + 0a + 2a^2)d1^256d2^91 + (3 + 3a + 4a^2)d1^257d2^91 + (4 + 3a + 4a^2)d1^258d2^91 + (0 + 3a + 4a^2)d1^259d2^91 + (2 + 4a + 1a^2)d1^260d2^91 + (1 + 2a + 4a^2)d1^261d2^91 + (1 + 1a + 0a^2)d1^262d2^91 + (2 + 2a + 4a^2)d1^263d2^91 + (2 + 3a + 0a^2)d1^264d2^91 + (3 + 2a + 1a^2)d1^265d2^91 + (4 + 0a + 3a^2)d1^267d2^91 + (1 + 3a + 1a^2)d1^268d2^91 + (1 + 4a + 2a^2)d1^269d2^91 + (3 + 0a + 2a^2)d1^270d2^91 + (4 + 2a + 3a^2)d1^271d2^91 + (2 + 3a + 1a^2)d1^272d2^91 + (1 + 4a + 3a^2)d1^273d2^91 + (0 + 4a + 3a^2)d1^274d2^91 + (2 + 2a + 4a^2)d1^275d2^91 + (2 + 3a + 0a^2)d1^276d2^91 + (3 + 3a + 0a^2)d1^277d2^91 + (4 + 2a + 0a^2)d1^278d2^91 + (3 + 1a + 0a^2)d1^279d2^91 + (3 + 2a + 1a^2)d1^280d2^91 + (3 + 0a + 1a^2)d1^281d2^91 + (2 + 3a + 4a^2)d1^282d2^91 + (2 + 0a + 1a^2)d1^283d2^91 + (3 + 3a + 1a^2)d1^284d2^91 + (2 + 0a + 1a^2)d1^285d2^91 + (2 + 1a + 1a^2)d1^286d2^91 + (2 + 3a + 4a^2)d1^287d2^91 + (0 + 0a + 4a^2)d1^288d2^91 + (2 + 4a + 1a^2)d1^289d2^91 + (4 + 4a + 1a^2)d1^290d2^91 + (0 + 3a + 3a^2)d1^291d2^91 + (2 + 2a + 4a^2)d1^292d2^91 + (0 + 1a + 4a^2)d1^293d2^91 + (2 + 3a + 2a^2)d2^92 + (2 + 2a + 4a^2)d1^1d2^92 + (4 + 0a + 3a^2)d1^2d2^92 + (0 + 0a + 1a^2)d1^3d2^92 + (0 + 1a + 3a^2)d1^4d2^92 + (2 + 1a + 0a^2)d1^5d2^92 + (4 + 1a + 1a^2)d1^6d2^92 + (3 + 2a + 4a^2)d1^7d2^92 + (4 + 4a + 4a^2)d1^8d2^92 + (2 + 2a + 0a^2)d1^9d2^92 + (0 + 3a + 4a^2)d1^10d2^92 + (4 + 4a + 0a^2)d1^11d2^92 + (0 + 1a + 0a^2)d1^12d2^92 + (1 + 4a + 3a^2)d1^13d2^92 + (2 + 2a + 4a^2)d1^14d2^92 + (1 + 3a + 0a^2)d1^15d2^92 + (0 + 2a + 0a^2)d1^16d2^92 + (4 + 1a + 1a^2)d1^17d2^92 + (3 + 0a + 2a^2)d1^18d2^92 + (0 + 1a + 2a^2)d1^19d2^92 + (4 + 3a + 2a^2)d1^20d2^92 + (2 + 2a + 3a^2)d1^21d2^92 + (2 + 4a + 2a^2)d1^22d2^92 + (4 + 1a + 2a^2)d1^23d2^92 + (3 + 1a + 4a^2)d1^24d2^92 + (2 + 0a + 4a^2)d1^25d2^92 + (2 + 2a + 1a^2)d1^26d2^92 + (4 + 1a + 1a^2)d1^27d2^92 + (0 + 0a + 4a^2)d1^28d2^92 + (4 + 1a + 3a^2)d1^29d2^92 + (1 + 0a + 2a^2)d1^30d2^92 + (0 + 2a + 4a^2)d1^31d2^92 + (4 + 3a + 4a^2)d1^32d2^92 + (0 + 0a + 4a^2)d1^33d2^92 + (1 + 0a + 4a^2)d1^34d2^92 + (3 + 2a + 2a^2)d1^35d2^92 + (3 + 1a + 1a^2)d1^36d2^92 + (3 + 4a + 0a^2)d1^37d2^92 + (0 + 3a + 4a^2)d1^38d2^92 + (3 + 2a + 3a^2)d1^39d2^92 + (3 + 1a + 3a^2)d1^40d2^92 + (2 + 2a + 1a^2)d1^41d2^92 + (1 + 0a + 2a^2)d1^42d2^92 + (4 + 1a + 0a^2)d1^43d2^92 + (2 + 4a + 1a^2)d1^44d2^92 + (4 + 1a + 1a^2)d1^45d2^92 + (3 + 2a + 4a^2)d1^46d2^92 + (4 + 2a + 3a^2)d1^47d2^92 + (3 + 1a + 0a^2)d1^48d2^92 + (4 + 4a + 4a^2)d1^49d2^92 + (1 + 1a + 1a^2)d1^50d2^92 + (2 + 1a + 1a^2)d1^51d2^92 + (0 + 1a + 1a^2)d1^52d2^92 + (1 + 3a + 0a^2)d1^53d2^92 + (4 + 3a + 4a^2)d1^54d2^92 + (1 + 3a + 3a^2)d1^55d2^92 + (2 + 1a + 0a^2)d1^56d2^92 + (0 + 3a + 4a^2)d1^57d2^92 + (3 + 0a + 1a^2)d1^58d2^92 + (2 + 2a + 4a^2)d1^59d2^92 + (0 + 2a + 2a^2)d1^60d2^92 + (1 + 1a + 1a^2)d1^61d2^92 + (4 + 0a + 3a^2)d1^62d2^92 + (1 + 4a + 4a^2)d1^63d2^92 + (3 + 2a + 0a^2)d1^64d2^92 + (2 + 0a + 2a^2)d1^65d2^92 + (2 + 2a + 3a^2)d1^66d2^92 + (4 + 4a + 2a^2)d1^67d2^92 + (0 + 4a + 0a^2)d1^68d2^92 + (1 + 3a + 4a^2)d1^69d2^92 + (2 + 4a + 4a^2)d1^70d2^92 + (0 + 4a + 1a^2)d1^71d2^92 + (2 + 4a + 1a^2)d1^72d2^92 + (3 + 1a + 0a^2)d1^73d2^92 + (2 + 0a + 3a^2)d1^74d2^92 + (4 + 4a + 4a^2)d1^75d2^92 + (1 + 2a + 0a^2)d1^76d2^92 + (4 + 0a + 3a^2)d1^77d2^92 + (3 + 2a + 4a^2)d1^78d2^92 + (2 + 2a + 0a^2)d1^79d2^92 + (2 + 2a + 2a^2)d1^80d2^92 + (4 + 0a + 0a^2)d1^81d2^92 + (0 + 0a + 3a^2)d1^82d2^92 + (2 + 4a + 1a^2)d1^83d2^92 + (3 + 0a + 1a^2)d1^84d2^92 + (1 + 4a + 2a^2)d1^85d2^92 + (0 + 1a + 4a^2)d1^86d2^92 + (4 + 0a + 2a^2)d1^87d2^92 + (3 + 2a + 2a^2)d1^88d2^92 + (0 + 4a + 4a^2)d1^89d2^92 + (2 + 2a + 0a^2)d1^90d2^92 + (4 + 4a + 2a^2)d1^91d2^92 + (1 + 3a + 2a^2)d1^92d2^92 + (2 + 0a + 3a^2)d1^93d2^92 + (1 + 3a + 4a^2)d1^94d2^92 + (2 + 2a + 0a^2)d1^95d2^92 + (0 + 2a + 3a^2)d1^96d2^92 + (1 + 2a + 0a^2)d1^97d2^92 + (1 + 3a + 0a^2)d1^98d2^92 + (3 + 1a + 0a^2)d1^99d2^92 + (1 + 0a + 0a^2)d1^100d2^92 + (3 + 3a + 2a^2)d1^101d2^92 + (2 + 1a + 2a^2)d1^102d2^92 + (3 + 3a + 2a^2)d1^103d2^92 + (3 + 0a + 0a^2)d1^104d2^92 + (0 + 0a + 3a^2)d1^105d2^92 + (1 + 3a + 1a^2)d1^106d2^92 + (3 + 1a + 4a^2)d1^107d2^92 + (2 + 0a + 4a^2)d1^108d2^92 + (1 + 0a + 4a^2)d1^109d2^92 + (0 + 1a + 1a^2)d1^110d2^92 + (2 + 2a + 3a^2)d1^111d2^92 + (3 + 1a + 4a^2)d1^112d2^92 + (2 + 4a + 4a^2)d1^113d2^92 + (1 + 3a + 3a^2)d1^114d2^92 + (0 + 0a + 1a^2)d1^115d2^92 + (4 + 0a + 4a^2)d1^116d2^92 + (0 + 4a + 1a^2)d1^117d2^92 + (4 + 0a + 4a^2)d1^118d2^92 + (4 + 2a + 1a^2)d1^119d2^92 + (2 + 4a + 3a^2)d1^120d2^92 + (1 + 0a + 2a^2)d1^121d2^92 + (3 + 3a + 1a^2)d1^122d2^92 + (2 + 0a + 1a^2)d1^123d2^92 + (1 + 0a + 4a^2)d1^124d2^92 + (3 + 3a + 3a^2)d1^125d2^92 + (4 + 1a + 0a^2)d1^126d2^92 + (3 + 4a + 1a^2)d1^127d2^92 + (2 + 4a + 1a^2)d1^128d2^92 + (2 + 4a + 4a^2)d1^129d2^92 + (1 + 3a + 3a^2)d1^130d2^92 + (4 + 1a + 2a^2)d1^131d2^92 + (3 + 3a + 3a^2)d1^132d2^92 + (3 + 3a + 0a^2)d1^133d2^92 + (4 + 3a + 2a^2)d1^134d2^92 + (1 + 1a + 3a^2)d1^135d2^92 + (1 + 0a + 4a^2)d1^136d2^92 + (2 + 4a + 3a^2)d1^137d2^92 + (0 + 1a + 2a^2)d1^138d2^92 + (4 + 3a + 4a^2)d1^139d2^92 + (2 + 0a + 4a^2)d1^140d2^92 + (3 + 4a + 1a^2)d1^141d2^92 + (1 + 2a + 4a^2)d1^142d2^92 + (4 + 0a + 4a^2)d1^143d2^92 + (1 + 0a + 0a^2)d1^144d2^92 + (1 + 2a + 0a^2)d1^145d2^92 + (3 + 1a + 4a^2)d1^146d2^92 + (0 + 0a + 1a^2)d1^147d2^92 + (3 + 1a + 4a^2)d1^148d2^92 + (3 + 1a + 1a^2)d1^149d2^92 + (0 + 4a + 3a^2)d1^150d2^92 + (2 + 1a + 3a^2)d1^151d2^92 + (4 + 4a + 3a^2)d1^152d2^92 + (1 + 0a + 3a^2)d1^153d2^92 + (3 + 4a + 3a^2)d1^154d2^92 + (4 + 2a + 3a^2)d1^155d2^92 + (0 + 0a + 2a^2)d1^156d2^92 + (1 + 2a + 3a^2)d1^157d2^92 + (0 + 2a + 0a^2)d1^158d2^92 + (3 + 0a + 1a^2)d1^159d2^92 + (3 + 0a + 2a^2)d1^160d2^92 + (4 + 2a + 0a^2)d1^161d2^92 + (0 + 2a + 4a^2)d1^162d2^92 + (0 + 3a + 1a^2)d1^163d2^92 + (0 + 0a + 4a^2)d1^164d2^92 + (4 + 3a + 2a^2)d1^165d2^92 + (0 + 3a + 2a^2)d1^166d2^92 + (1 + 4a + 4a^2)d1^167d2^92 + (2 + 0a + 4a^2)d1^168d2^92 + (1 + 4a + 3a^2)d1^169d2^92 + (4 + 0a + 4a^2)d1^170d2^92 + (2 + 0a + 3a^2)d1^171d2^92 + (1 + 1a + 2a^2)d1^172d2^92 + (2 + 2a + 1a^2)d1^173d2^92 + (2 + 4a + 4a^2)d1^174d2^92 + (3 + 4a + 3a^2)d1^175d2^92 + (2 + 1a + 1a^2)d1^176d2^92 + (0 + 4a + 2a^2)d1^177d2^92 + (3 + 4a + 4a^2)d1^178d2^92 + (3 + 3a + 4a^2)d1^179d2^92 + (1 + 3a + 0a^2)d1^180d2^92 + (2 + 4a + 1a^2)d1^181d2^92 + (4 + 4a + 2a^2)d1^182d2^92 + (1 + 4a + 1a^2)d1^183d2^92 + (0 + 3a + 1a^2)d1^184d2^92 + (1 + 1a + 3a^2)d1^185d2^92 + (2 + 0a + 0a^2)d1^186d2^92 + (0 + 0a + 3a^2)d1^187d2^92 + (1 + 2a + 0a^2)d1^188d2^92 + (1 + 2a + 0a^2)d1^189d2^92 + (0 + 2a + 4a^2)d1^190d2^92 + (1 + 1a + 3a^2)d1^191d2^92 + (4 + 0a + 1a^2)d1^192d2^92 + (1 + 2a + 1a^2)d1^193d2^92 + (1 + 3a + 3a^2)d1^194d2^92 + (4 + 3a + 4a^2)d1^195d2^92 + (3 + 3a + 4a^2)d1^196d2^92 + (2 + 1a + 3a^2)d1^197d2^92 + (3 + 3a + 1a^2)d1^198d2^92 + (0 + 0a + 1a^2)d1^199d2^92 + (1 + 2a + 1a^2)d1^200d2^92 + (1 + 1a + 4a^2)d1^201d2^92 + (0 + 2a + 2a^2)d1^202d2^92 + (2 + 4a + 2a^2)d1^203d2^92 + (3 + 2a + 0a^2)d1^204d2^92 + (2 + 1a + 4a^2)d1^205d2^92 + (2 + 1a + 0a^2)d1^206d2^92 + (0 + 0a + 1a^2)d1^207d2^92 + (1 + 3a + 1a^2)d1^208d2^92 + (2 + 2a + 2a^2)d1^209d2^92 + (4 + 4a + 1a^2)d1^210d2^92 + (0 + 2a + 2a^2)d1^211d2^92 + (2 + 3a + 1a^2)d1^212d2^92 + (3 + 4a + 3a^2)d1^213d2^92 + (3 + 2a + 2a^2)d1^214d2^92 + (4 + 1a + 2a^2)d1^215d2^92 + (0 + 3a + 1a^2)d1^216d2^92 + (4 + 3a + 1a^2)d1^217d2^92 + (1 + 1a + 4a^2)d1^218d2^92 + (4 + 2a + 1a^2)d1^219d2^92 + (4 + 4a + 3a^2)d1^220d2^92 + (2 + 1a + 3a^2)d1^221d2^92 + (0 + 1a + 4a^2)d1^222d2^92 + (2 + 4a + 3a^2)d1^223d2^92 + (3 + 4a + 2a^2)d1^224d2^92 + (4 + 0a + 2a^2)d1^225d2^92 + (3 + 4a + 3a^2)d1^226d2^92 + (3 + 1a + 1a^2)d1^227d2^92 + (1 + 2a + 1a^2)d1^228d2^92 + (4 + 3a + 3a^2)d1^229d2^92 + (0 + 3a + 4a^2)d1^230d2^92 + (0 + 0a + 4a^2)d1^231d2^92 + (4 + 2a + 3a^2)d1^232d2^92 + (2 + 3a + 1a^2)d1^233d2^92 + (1 + 3a + 0a^2)d1^234d2^92 + (3 + 2a + 3a^2)d1^235d2^92 + (0 + 0a + 4a^2)d1^237d2^92 + (1 + 0a + 4a^2)d1^238d2^92 + (1 + 2a + 2a^2)d1^239d2^92 + (2 + 3a + 0a^2)d1^240d2^92 + (1 + 1a + 2a^2)d1^241d2^92 + (2 + 4a + 0a^2)d1^242d2^92 + (2 + 3a + 4a^2)d1^243d2^92 + (3 + 2a + 0a^2)d1^244d2^92 + (0 + 1a + 2a^2)d1^245d2^92 + (1 + 2a + 2a^2)d1^246d2^92 + (1 + 4a + 0a^2)d1^247d2^92 + (3 + 0a + 1a^2)d1^248d2^92 + (0 + 4a + 1a^2)d1^249d2^92 + (1 + 0a + 4a^2)d1^250d2^92 + (3 + 3a + 2a^2)d1^251d2^92 + (3 + 0a + 1a^2)d1^252d2^92 + (3 + 3a + 0a^2)d1^253d2^92 + (4 + 4a + 3a^2)d1^254d2^92 + (0 + 2a + 0a^2)d1^255d2^92 + (0 + 1a + 2a^2)d1^256d2^92 + (1 + 3a + 3a^2)d1^257d2^92 + (3 + 4a + 2a^2)d1^258d2^92 + (2 + 1a + 3a^2)d1^259d2^92 + (3 + 2a + 3a^2)d1^260d2^92 + (2 + 3a + 1a^2)d1^261d2^92 + (4 + 2a + 0a^2)d1^262d2^92 + (0 + 0a + 3a^2)d1^263d2^92 + (3 + 0a + 0a^2)d1^264d2^92 + (2 + 1a + 4a^2)d1^265d2^92 + (3 + 2a + 0a^2)d1^266d2^92 + (3 + 2a + 3a^2)d1^267d2^92 + (1 + 2a + 0a^2)d1^268d2^92 + (3 + 1a + 4a^2)d1^269d2^92 + (4 + 0a + 4a^2)d1^270d2^92 + (3 + 3a + 4a^2)d1^271d2^92 + (4 + 2a + 0a^2)d1^272d2^92 + (0 + 3a + 4a^2)d1^273d2^92 + (0 + 4a + 4a^2)d1^274d2^92 + (4 + 2a + 1a^2)d1^275d2^92 + (1 + 0a + 0a^2)d1^276d2^92 + (0 + 0a + 3a^2)d1^277d2^92 + (3 + 0a + 3a^2)d1^278d2^92 + (1 + 2a + 1a^2)d1^279d2^92 + (0 + 2a + 0a^2)d1^280d2^92 + (2 + 0a + 1a^2)d1^281d2^92 + (4 + 4a + 4a^2)d1^282d2^92 + (1 + 1a + 1a^2)d1^283d2^92 + (4 + 4a + 4a^2)d1^284d2^92 + (0 + 1a + 3a^2)d1^285d2^92 + (1 + 1a + 2a^2)d1^286d2^92 + (4 + 2a + 0a^2)d1^287d2^92 + (3 + 4a + 2a^2)d1^288d2^92 + (1 + 3a + 3a^2)d1^289d2^92 + (3 + 0a + 4a^2)d1^290d2^92 + (0 + 0a + 4a^2)d1^291d2^92 + (4 + 0a + 3a^2)d1^292d2^92 + (2 + 2a + 1a^2)d1^293d2^92 + (1 + 2a + 2a^2)d2^93 + (3 + 1a + 3a^2)d1^1d2^93 + (3 + 3a + 1a^2)d1^2d2^93 + (2 + 0a + 3a^2)d1^3d2^93 + (1 + 3a + 4a^2)d1^4d2^93 + (4 + 0a + 4a^2)d1^5d2^93 + (0 + 0a + 2a^2)d1^6d2^93 + (0 + 0a + 3a^2)d1^7d2^93 + (4 + 2a + 4a^2)d1^8d2^93 + (1 + 4a + 2a^2)d1^9d2^93 + (4 + 1a + 4a^2)d1^10d2^93 + (4 + 3a + 1a^2)d1^11d2^93 + (3 + 0a + 1a^2)d1^12d2^93 + (1 + 3a + 1a^2)d1^13d2^93 + (0 + 3a + 2a^2)d1^14d2^93 + (1 + 0a + 3a^2)d1^15d2^93 + (1 + 1a + 2a^2)d1^16d2^93 + (1 + 3a + 4a^2)d1^17d2^93 + (1 + 0a + 2a^2)d1^18d2^93 + (2 + 0a + 2a^2)d1^19d2^93 + (1 + 4a + 0a^2)d1^20d2^93 + (0 + 2a + 3a^2)d1^21d2^93 + (0 + 1a + 3a^2)d1^22d2^93 + (4 + 0a + 3a^2)d1^23d2^93 + (4 + 2a + 4a^2)d1^24d2^93 + (0 + 2a + 3a^2)d1^25d2^93 + (2 + 1a + 3a^2)d1^26d2^93 + (2 + 1a + 2a^2)d1^27d2^93 + (4 + 1a + 4a^2)d1^28d2^93 + (4 + 0a + 3a^2)d1^29d2^93 + (2 + 0a + 1a^2)d1^30d2^93 + (3 + 2a + 1a^2)d1^31d2^93 + (0 + 1a + 3a^2)d1^32d2^93 + (0 + 4a + 3a^2)d1^33d2^93 + (3 + 0a + 1a^2)d1^34d2^93 + (4 + 0a + 2a^2)d1^35d2^93 + (0 + 0a + 4a^2)d1^36d2^93 + (4 + 1a + 4a^2)d1^37d2^93 + (0 + 0a + 1a^2)d1^38d2^93 + (0 + 3a + 0a^2)d1^39d2^93 + (0 + 1a + 2a^2)d1^40d2^93 + (2 + 4a + 4a^2)d1^41d2^93 + (2 + 3a + 0a^2)d1^42d2^93 + (0 + 0a + 4a^2)d1^43d2^93 + (2 + 3a + 0a^2)d1^44d2^93 + (1 + 3a + 4a^2)d1^45d2^93 + (3 + 3a + 4a^2)d1^46d2^93 + (0 + 1a + 4a^2)d1^47d2^93 + (1 + 1a + 3a^2)d1^48d2^93 + (4 + 3a + 1a^2)d1^49d2^93 + (2 + 1a + 1a^2)d1^50d2^93 + (3 + 3a + 4a^2)d1^51d2^93 + (3 + 3a + 3a^2)d1^52d2^93 + (3 + 2a + 0a^2)d1^53d2^93 + (1 + 1a + 3a^2)d1^54d2^93 + (0 + 0a + 4a^2)d1^55d2^93 + (3 + 2a + 1a^2)d1^56d2^93 + (1 + 2a + 2a^2)d1^57d2^93 + (4 + 3a + 1a^2)d1^58d2^93 + (0 + 4a + 1a^2)d1^59d2^93 + (4 + 2a + 2a^2)d1^60d2^93 + (3 + 3a + 4a^2)d1^61d2^93 + (1 + 3a + 2a^2)d1^62d2^93 + (1 + 2a + 0a^2)d1^63d2^93 + (4 + 3a + 2a^2)d1^64d2^93 + (1 + 4a + 0a^2)d1^65d2^93 + (2 + 1a + 1a^2)d1^66d2^93 + (0 + 0a + 3a^2)d1^67d2^93 + (1 + 3a + 0a^2)d1^68d2^93 + (4 + 1a + 3a^2)d1^69d2^93 + (1 + 3a + 2a^2)d1^70d2^93 + (4 + 1a + 3a^2)d1^71d2^93 + (0 + 4a + 4a^2)d1^72d2^93 + (0 + 1a + 0a^2)d1^73d2^93 + (1 + 1a + 4a^2)d1^74d2^93 + (0 + 4a + 3a^2)d1^75d2^93 + (4 + 3a + 4a^2)d1^76d2^93 + (0 + 1a + 1a^2)d1^77d2^93 + (4 + 0a + 1a^2)d1^78d2^93 + (1 + 0a + 1a^2)d1^79d2^93 + (2 + 2a + 1a^2)d1^80d2^93 + (1 + 4a + 1a^2)d1^81d2^93 + (2 + 0a + 0a^2)d1^82d2^93 + (3 + 4a + 3a^2)d1^83d2^93 + (0 + 2a + 2a^2)d1^84d2^93 + (1 + 0a + 0a^2)d1^85d2^93 + (0 + 0a + 1a^2)d1^86d2^93 + (1 + 0a + 2a^2)d1^87d2^93 + (4 + 3a + 0a^2)d1^88d2^93 + (0 + 0a + 2a^2)d1^89d2^93 + (2 + 0a + 2a^2)d1^90d2^93 + (0 + 4a + 1a^2)d1^91d2^93 + (3 + 1a + 3a^2)d1^92d2^93 + (0 + 3a + 0a^2)d1^93d2^93 + (0 + 2a + 3a^2)d1^94d2^93 + (2 + 0a + 2a^2)d1^95d2^93 + (1 + 0a + 4a^2)d1^96d2^93 + (0 + 4a + 0a^2)d1^97d2^93 + (1 + 4a + 4a^2)d1^98d2^93 + (3 + 3a + 1a^2)d1^99d2^93 + (0 + 4a + 4a^2)d1^100d2^93 + (0 + 4a + 2a^2)d1^101d2^93 + (2 + 1a + 2a^2)d1^102d2^93 + (1 + 0a + 4a^2)d1^103d2^93 + (2 + 2a + 3a^2)d1^104d2^93 + (0 + 1a + 3a^2)d1^105d2^93 + (2 + 4a + 1a^2)d1^106d2^93 + (3 + 2a + 1a^2)d1^107d2^93 + (4 + 3a + 1a^2)d1^108d2^93 + (0 + 3a + 2a^2)d1^109d2^93 + (0 + 1a + 1a^2)d1^110d2^93 + (2 + 1a + 3a^2)d1^111d2^93 + (2 + 4a + 2a^2)d1^112d2^93 + (2 + 3a + 4a^2)d1^113d2^93 + (2 + 3a + 2a^2)d1^114d2^93 + (3 + 3a + 4a^2)d1^115d2^93 + (1 + 4a + 1a^2)d1^116d2^93 + (3 + 0a + 1a^2)d1^117d2^93 + (3 + 3a + 3a^2)d1^118d2^93 + (1 + 3a + 4a^2)d1^119d2^93 + (4 + 4a + 1a^2)d1^120d2^93 + (4 + 3a + 3a^2)d1^121d2^93 + (2 + 0a + 2a^2)d1^122d2^93 + (2 + 0a + 4a^2)d1^123d2^93 + (1 + 1a + 2a^2)d1^124d2^93 + (3 + 1a + 2a^2)d1^125d2^93 + (2 + 4a + 2a^2)d1^126d2^93 + (4 + 1a + 4a^2)d1^127d2^93 + (1 + 3a + 0a^2)d1^128d2^93 + (0 + 1a + 0a^2)d1^129d2^93 + (3 + 1a + 1a^2)d1^130d2^93 + (3 + 3a + 0a^2)d1^131d2^93 + (4 + 1a + 1a^2)d1^132d2^93 + (2 + 1a + 0a^2)d1^133d2^93 + (1 + 1a + 3a^2)d1^134d2^93 + (2 + 4a + 0a^2)d1^135d2^93 + (0 + 1a + 2a^2)d1^136d2^93 + (1 + 4a + 0a^2)d1^137d2^93 + (0 + 3a + 0a^2)d1^138d2^93 + (1 + 4a + 0a^2)d1^139d2^93 + (0 + 3a + 1a^2)d1^140d2^93 + (4 + 4a + 2a^2)d1^141d2^93 + (1 + 2a + 1a^2)d1^142d2^93 + (0 + 2a + 1a^2)d1^143d2^93 + (0 + 3a + 1a^2)d1^144d2^93 + (4 + 4a + 3a^2)d1^145d2^93 + (0 + 2a + 4a^2)d1^146d2^93 + (3 + 1a + 4a^2)d1^147d2^93 + (3 + 0a + 1a^2)d1^148d2^93 + (4 + 0a + 0a^2)d1^149d2^93 + (2 + 0a + 4a^2)d1^150d2^93 + (3 + 1a + 1a^2)d1^151d2^93 + (3 + 1a + 4a^2)d1^152d2^93 + (3 + 3a + 0a^2)d1^153d2^93 + (3 + 3a + 0a^2)d1^154d2^93 + (4 + 4a + 1a^2)d1^155d2^93 + (3 + 4a + 2a^2)d1^156d2^93 + (0 + 3a + 3a^2)d1^157d2^93 + (0 + 3a + 1a^2)d1^158d2^93 + (0 + 1a + 3a^2)d1^159d2^93 + (0 + 0a + 3a^2)d1^160d2^93 + (0 + 3a + 3a^2)d1^161d2^93 + (3 + 0a + 0a^2)d1^162d2^93 + (0 + 1a + 0a^2)d1^163d2^93 + (2 + 0a + 3a^2)d1^164d2^93 + (2 + 0a + 3a^2)d1^165d2^93 + (0 + 3a + 0a^2)d1^166d2^93 + (4 + 4a + 4a^2)d1^167d2^93 + (2 + 1a + 4a^2)d1^168d2^93 + (4 + 2a + 2a^2)d1^169d2^93 + (4 + 1a + 3a^2)d1^170d2^93 + (1 + 1a + 1a^2)d1^171d2^93 + (3 + 3a + 3a^2)d1^172d2^93 + (0 + 2a + 3a^2)d1^173d2^93 + (3 + 4a + 0a^2)d1^174d2^93 + (3 + 1a + 4a^2)d1^175d2^93 + (0 + 4a + 1a^2)d1^176d2^93 + (1 + 4a + 2a^2)d1^177d2^93 + (3 + 2a + 2a^2)d1^178d2^93 + (1 + 4a + 1a^2)d1^179d2^93 + (4 + 3a + 4a^2)d1^180d2^93 + (4 + 4a + 0a^2)d1^181d2^93 + (2 + 2a + 1a^2)d1^182d2^93 + (1 + 3a + 1a^2)d1^183d2^93 + (3 + 3a + 4a^2)d1^185d2^93 + (2 + 4a + 2a^2)d1^186d2^93 + (1 + 0a + 2a^2)d1^187d2^93 + (1 + 1a + 2a^2)d1^188d2^93 + (2 + 0a + 0a^2)d1^189d2^93 + (2 + 2a + 2a^2)d1^190d2^93 + (2 + 0a + 3a^2)d1^191d2^93 + (0 + 3a + 0a^2)d1^192d2^93 + (2 + 1a + 1a^2)d1^193d2^93 + (3 + 0a + 1a^2)d1^194d2^93 + (1 + 4a + 0a^2)d1^195d2^93 + (4 + 3a + 2a^2)d1^196d2^93 + (0 + 1a + 1a^2)d1^197d2^93 + (0 + 3a + 0a^2)d1^198d2^93 + (0 + 1a + 4a^2)d1^199d2^93 + (0 + 1a + 1a^2)d1^200d2^93 + (2 + 1a + 3a^2)d1^201d2^93 + (0 + 2a + 4a^2)d1^202d2^93 + (3 + 3a + 2a^2)d1^203d2^93 + (2 + 0a + 3a^2)d1^204d2^93 + (3 + 2a + 1a^2)d1^205d2^93 + (1 + 2a + 4a^2)d1^206d2^93 + (1 + 0a + 2a^2)d1^207d2^93 + (0 + 2a + 1a^2)d1^208d2^93 + (0 + 1a + 0a^2)d1^209d2^93 + (3 + 4a + 3a^2)d1^210d2^93 + (3 + 0a + 1a^2)d1^211d2^93 + (1 + 4a + 0a^2)d1^212d2^93 + (4 + 1a + 2a^2)d1^213d2^93 + (0 + 4a + 3a^2)d1^214d2^93 + (1 + 4a + 3a^2)d1^215d2^93 + (0 + 0a + 1a^2)d1^216d2^93 + (0 + 0a + 3a^2)d1^217d2^93 + (3 + 3a + 0a^2)d1^218d2^93 + (2 + 2a + 4a^2)d1^219d2^93 + (1 + 0a + 2a^2)d1^220d2^93 + (1 + 0a + 4a^2)d1^221d2^93 + (2 + 1a + 2a^2)d1^222d2^93 + (1 + 1a + 4a^2)d1^223d2^93 + (4 + 4a + 1a^2)d1^224d2^93 + (2 + 2a + 1a^2)d1^225d2^93 + (3 + 4a + 4a^2)d1^226d2^93 + (3 + 1a + 0a^2)d1^227d2^93 + (2 + 0a + 0a^2)d1^228d2^93 + (4 + 2a + 3a^2)d1^229d2^93 + (1 + 3a + 0a^2)d1^230d2^93 + (4 + 4a + 3a^2)d1^231d2^93 + (4 + 3a + 1a^2)d1^232d2^93 + (4 + 3a + 1a^2)d1^233d2^93 + (4 + 1a + 0a^2)d1^234d2^93 + (1 + 4a + 4a^2)d1^235d2^93 + (4 + 3a + 0a^2)d1^236d2^93 + (1 + 0a + 3a^2)d1^237d2^93 + (3 + 2a + 2a^2)d1^238d2^93 + (4 + 4a + 0a^2)d1^239d2^93 + (4 + 2a + 2a^2)d1^240d2^93 + (1 + 0a + 2a^2)d1^241d2^93 + (1 + 0a + 4a^2)d1^242d2^93 + (2 + 0a + 1a^2)d1^243d2^93 + (3 + 2a + 4a^2)d1^244d2^93 + (4 + 3a + 1a^2)d1^245d2^93 + (4 + 1a + 0a^2)d1^246d2^93 + (1 + 0a + 3a^2)d1^247d2^93 + (4 + 4a + 1a^2)d1^248d2^93 + (3 + 0a + 4a^2)d1^249d2^93 + (2 + 2a + 3a^2)d1^250d2^93 + (0 + 1a + 1a^2)d1^251d2^93 + (1 + 4a + 2a^2)d1^252d2^93 + (2 + 0a + 2a^2)d1^253d2^93 + (3 + 0a + 3a^2)d1^254d2^93 + (4 + 3a + 2a^2)d1^255d2^93 + (3 + 3a + 0a^2)d1^256d2^93 + (3 + 2a + 3a^2)d1^257d2^93 + (2 + 1a + 0a^2)d1^258d2^93 + (3 + 3a + 3a^2)d1^259d2^93 + (3 + 3a + 1a^2)d1^260d2^93 + (1 + 2a + 1a^2)d1^261d2^93 + (1 + 0a + 3a^2)d1^262d2^93 + (1 + 4a + 0a^2)d1^263d2^93 + (0 + 3a + 4a^2)d1^264d2^93 + (4 + 4a + 1a^2)d1^265d2^93 + (3 + 2a + 1a^2)d1^266d2^93 + (1 + 1a + 4a^2)d1^267d2^93 + (4 + 0a + 4a^2)d1^268d2^93 + (1 + 1a + 0a^2)d1^269d2^93 + (4 + 4a + 1a^2)d1^270d2^93 + (3 + 1a + 2a^2)d1^271d2^93 + (1 + 0a + 4a^2)d1^272d2^93 + (0 + 3a + 2a^2)d1^273d2^93 + (2 + 1a + 3a^2)d1^274d2^93 + (0 + 1a + 4a^2)d1^275d2^93 + (4 + 1a + 4a^2)d1^276d2^93 + (3 + 0a + 0a^2)d1^277d2^93 + (0 + 1a + 1a^2)d1^278d2^93 + (4 + 1a + 0a^2)d1^279d2^93 + (4 + 3a + 4a^2)d1^280d2^93 + (3 + 2a + 4a^2)d1^281d2^93 + (0 + 2a + 3a^2)d1^282d2^93 + (3 + 2a + 2a^2)d1^283d2^93 + (4 + 3a + 0a^2)d1^284d2^93 + (2 + 1a + 0a^2)d1^285d2^93 + (0 + 3a + 1a^2)d1^286d2^93 + (0 + 2a + 3a^2)d1^287d2^93 + (2 + 2a + 1a^2)d1^288d2^93 + (1 + 2a + 3a^2)d1^289d2^93 + (3 + 4a + 0a^2)d1^290d2^93 + (3 + 4a + 0a^2)d1^291d2^93 + (0 + 3a + 0a^2)d1^292d2^93 + (1 + 1a + 3a^2)d1^293d2^93 + (3 + 2a + 0a^2)d2^94 + (4 + 1a + 0a^2)d1^1d2^94 + (2 + 1a + 3a^2)d1^2d2^94 + (0 + 0a + 2a^2)d1^3d2^94 + (4 + 3a + 2a^2)d1^4d2^94 + (4 + 3a + 4a^2)d1^5d2^94 + (3 + 0a + 2a^2)d1^6d2^94 + (3 + 1a + 3a^2)d1^7d2^94 + (4 + 3a + 3a^2)d1^8d2^94 + (2 + 0a + 3a^2)d1^9d2^94 + (2 + 4a + 2a^2)d1^10d2^94 + (0 + 3a + 1a^2)d1^11d2^94 + (2 + 0a + 1a^2)d1^12d2^94 + (2 + 4a + 3a^2)d1^13d2^94 + (0 + 1a + 0a^2)d1^14d2^94 + (0 + 2a + 1a^2)d1^15d2^94 + (3 + 4a + 0a^2)d1^16d2^94 + (0 + 0a + 2a^2)d1^17d2^94 + (0 + 1a + 0a^2)d1^18d2^94 + (1 + 4a + 0a^2)d1^19d2^94 + (1 + 1a + 2a^2)d1^20d2^94 + (3 + 1a + 4a^2)d1^21d2^94 + (2 + 0a + 3a^2)d1^22d2^94 + (2 + 1a + 2a^2)d1^23d2^94 + (1 + 2a + 3a^2)d1^24d2^94 + (1 + 1a + 3a^2)d1^25d2^94 + (0 + 2a + 1a^2)d1^26d2^94 + (0 + 3a + 2a^2)d1^27d2^94 + (3 + 2a + 0a^2)d1^28d2^94 + (4 + 2a + 2a^2)d1^29d2^94 + (4 + 3a + 3a^2)d1^30d2^94 + (4 + 2a + 1a^2)d1^31d2^94 + (3 + 4a + 2a^2)d1^32d2^94 + (4 + 2a + 2a^2)d1^33d2^94 + (0 + 1a + 3a^2)d1^34d2^94 + (0 + 1a + 4a^2)d1^35d2^94 + (4 + 2a + 1a^2)d1^36d2^94 + (3 + 4a + 0a^2)d1^37d2^94 + (0 + 4a + 1a^2)d1^38d2^94 + (3 + 1a + 2a^2)d1^39d2^94 + (3 + 2a + 1a^2)d1^40d2^94 + (1 + 0a + 2a^2)d1^41d2^94 + (1 + 0a + 2a^2)d1^42d2^94 + (1 + 1a + 2a^2)d1^43d2^94 + (3 + 2a + 1a^2)d1^44d2^94 + (2 + 1a + 2a^2)d1^45d2^94 + (1 + 1a + 3a^2)d1^46d2^94 + (4 + 4a + 4a^2)d1^47d2^94 + (2 + 3a + 3a^2)d1^48d2^94 + (1 + 4a + 2a^2)d1^49d2^94 + (0 + 4a + 3a^2)d1^50d2^94 + (4 + 4a + 1a^2)d1^51d2^94 + (3 + 2a + 2a^2)d1^52d2^94 + (3 + 1a + 0a^2)d1^53d2^94 + (1 + 1a + 2a^2)d1^54d2^94 + (0 + 1a + 2a^2)d1^55d2^94 + (2 + 0a + 4a^2)d1^56d2^94 + (2 + 3a + 1a^2)d1^57d2^94 + (3 + 2a + 2a^2)d1^58d2^94 + (0 + 3a + 4a^2)d1^59d2^94 + (4 + 0a + 3a^2)d1^60d2^94 + (2 + 2a + 1a^2)d1^61d2^94 + (1 + 4a + 1a^2)d1^62d2^94 + (2 + 3a + 1a^2)d1^63d2^94 + (4 + 2a + 2a^2)d1^64d2^94 + (1 + 1a + 4a^2)d1^65d2^94 + (0 + 0a + 2a^2)d1^66d2^94 + (1 + 0a + 2a^2)d1^67d2^94 + (2 + 3a + 1a^2)d1^68d2^94 + (2 + 4a + 0a^2)d1^69d2^94 + (2 + 1a + 2a^2)d1^70d2^94 + (4 + 2a + 0a^2)d1^71d2^94 + (0 + 4a + 4a^2)d1^72d2^94 + (0 + 3a + 3a^2)d1^73d2^94 + (1 + 2a + 1a^2)d1^74d2^94 + (3 + 2a + 2a^2)d1^75d2^94 + (1 + 1a + 4a^2)d1^76d2^94 + (4 + 0a + 1a^2)d1^77d2^94 + (3 + 0a + 1a^2)d1^78d2^94 + (0 + 3a + 2a^2)d1^79d2^94 + (0 + 0a + 4a^2)d1^80d2^94 + (4 + 3a + 0a^2)d1^81d2^94 + (2 + 2a + 2a^2)d1^82d2^94 + (1 + 1a + 2a^2)d1^83d2^94 + (4 + 1a + 2a^2)d1^84d2^94 + (1 + 0a + 2a^2)d1^85d2^94 + (2 + 2a + 2a^2)d1^86d2^94 + (2 + 0a + 1a^2)d1^87d2^94 + (3 + 3a + 1a^2)d1^88d2^94 + (1 + 0a + 0a^2)d1^89d2^94 + (3 + 2a + 3a^2)d1^90d2^94 + (0 + 4a + 2a^2)d1^91d2^94 + (3 + 4a + 4a^2)d1^92d2^94 + (2 + 3a + 0a^2)d1^93d2^94 + (0 + 2a + 1a^2)d1^94d2^94 + (1 + 3a + 1a^2)d1^95d2^94 + (4 + 4a + 4a^2)d1^96d2^94 + (0 + 4a + 3a^2)d1^97d2^94 + (2 + 1a + 3a^2)d1^98d2^94 + (3 + 0a + 2a^2)d1^99d2^94 + (1 + 3a + 1a^2)d1^100d2^94 + (1 + 4a + 4a^2)d1^101d2^94 + (0 + 2a + 1a^2)d1^102d2^94 + (2 + 4a + 4a^2)d1^103d2^94 + (3 + 0a + 4a^2)d1^104d2^94 + (1 + 4a + 0a^2)d1^105d2^94 + (0 + 2a + 2a^2)d1^106d2^94 + (4 + 1a + 2a^2)d1^107d2^94 + (4 + 3a + 4a^2)d1^108d2^94 + (3 + 2a + 1a^2)d1^109d2^94 + (4 + 3a + 4a^2)d1^110d2^94 + (4 + 2a + 2a^2)d1^111d2^94 + (0 + 2a + 1a^2)d1^112d2^94 + (3 + 2a + 0a^2)d1^113d2^94 + (2 + 0a + 0a^2)d1^114d2^94 + (2 + 3a + 2a^2)d1^115d2^94 + (3 + 2a + 1a^2)d1^116d2^94 + (4 + 0a + 1a^2)d1^117d2^94 + (4 + 2a + 4a^2)d1^118d2^94 + (2 + 1a + 2a^2)d1^119d2^94 + (0 + 1a + 1a^2)d1^120d2^94 + (3 + 2a + 4a^2)d1^121d2^94 + (2 + 2a + 3a^2)d1^122d2^94 + (3 + 2a + 2a^2)d1^123d2^94 + (0 + 2a + 3a^2)d1^124d2^94 + (0 + 3a + 0a^2)d1^125d2^94 + (2 + 3a + 3a^2)d1^126d2^94 + (3 + 2a + 0a^2)d1^127d2^94 + (3 + 1a + 4a^2)d1^128d2^94 + (1 + 2a + 3a^2)d1^129d2^94 + (4 + 3a + 1a^2)d1^130d2^94 + (3 + 2a + 4a^2)d1^131d2^94 + (1 + 0a + 4a^2)d1^132d2^94 + (0 + 2a + 2a^2)d1^133d2^94 + (4 + 3a + 2a^2)d1^134d2^94 + (4 + 0a + 1a^2)d1^135d2^94 + (4 + 4a + 2a^2)d1^136d2^94 + (4 + 3a + 3a^2)d1^137d2^94 + (3 + 1a + 4a^2)d1^138d2^94 + (1 + 4a + 1a^2)d1^139d2^94 + (2 + 2a + 1a^2)d1^140d2^94 + (3 + 2a + 3a^2)d1^141d2^94 + (1 + 1a + 2a^2)d1^142d2^94 + (1 + 3a + 1a^2)d1^143d2^94 + (0 + 3a + 1a^2)d1^144d2^94 + (4 + 4a + 1a^2)d1^145d2^94 + (1 + 2a + 0a^2)d1^146d2^94 + (0 + 0a + 3a^2)d1^147d2^94 + (0 + 2a + 3a^2)d1^148d2^94 + (3 + 0a + 2a^2)d1^149d2^94 + (2 + 2a + 1a^2)d1^150d2^94 + (1 + 0a + 1a^2)d1^151d2^94 + (4 + 4a + 2a^2)d1^152d2^94 + (1 + 3a + 3a^2)d1^153d2^94 + (0 + 1a + 1a^2)d1^154d2^94 + (1 + 3a + 1a^2)d1^155d2^94 + (4 + 0a + 4a^2)d1^156d2^94 + (3 + 3a + 1a^2)d1^157d2^94 + (1 + 2a + 0a^2)d1^158d2^94 + (4 + 2a + 2a^2)d1^159d2^94 + (2 + 4a + 1a^2)d1^160d2^94 + (3 + 4a + 4a^2)d1^161d2^94 + (3 + 0a + 0a^2)d1^162d2^94 + (2 + 3a + 2a^2)d1^163d2^94 + (3 + 2a + 4a^2)d1^164d2^94 + (2 + 3a + 2a^2)d1^165d2^94 + (3 + 1a + 0a^2)d1^166d2^94 + (1 + 4a + 0a^2)d1^167d2^94 + (4 + 3a + 0a^2)d1^168d2^94 + (0 + 0a + 2a^2)d1^169d2^94 + (4 + 4a + 0a^2)d1^170d2^94 + (2 + 4a + 0a^2)d1^171d2^94 + (4 + 3a + 0a^2)d1^172d2^94 + (4 + 3a + 4a^2)d1^173d2^94 + (2 + 0a + 3a^2)d1^174d2^94 + (4 + 3a + 4a^2)d1^175d2^94 + (0 + 3a + 0a^2)d1^176d2^94 + (0 + 2a + 0a^2)d1^177d2^94 + (4 + 2a + 3a^2)d1^178d2^94 + (0 + 3a + 2a^2)d1^179d2^94 + (0 + 3a + 0a^2)d1^180d2^94 + (4 + 1a + 0a^2)d1^181d2^94 + (1 + 0a + 0a^2)d1^182d2^94 + (0 + 1a + 1a^2)d1^183d2^94 + (3 + 0a + 1a^2)d1^184d2^94 + (1 + 2a + 3a^2)d1^185d2^94 + (0 + 2a + 2a^2)d1^186d2^94 + (1 + 3a + 1a^2)d1^187d2^94 + (1 + 3a + 4a^2)d1^188d2^94 + (3 + 1a + 4a^2)d1^189d2^94 + (0 + 2a + 0a^2)d1^190d2^94 + (1 + 1a + 3a^2)d1^191d2^94 + (3 + 4a + 1a^2)d1^192d2^94 + (2 + 3a + 2a^2)d1^193d2^94 + (3 + 1a + 0a^2)d1^194d2^94 + (1 + 0a + 1a^2)d1^195d2^94 + (3 + 3a + 0a^2)d1^196d2^94 + (3 + 3a + 0a^2)d1^197d2^94 + (3 + 1a + 3a^2)d1^198d2^94 + (2 + 2a + 2a^2)d1^199d2^94 + (1 + 2a + 2a^2)d1^200d2^94 + (3 + 0a + 0a^2)d1^201d2^94 + (4 + 2a + 1a^2)d1^202d2^94 + (0 + 4a + 4a^2)d1^203d2^94 + (0 + 3a + 0a^2)d1^204d2^94 + (2 + 0a + 1a^2)d1^205d2^94 + (2 + 3a + 1a^2)d1^206d2^94 + (1 + 0a + 1a^2)d1^207d2^94 + (4 + 0a + 0a^2)d1^208d2^94 + (0 + 2a + 3a^2)d1^209d2^94 + (0 + 3a + 2a^2)d1^210d2^94 + (4 + 2a + 1a^2)d1^211d2^94 + (3 + 1a + 2a^2)d1^212d2^94 + (1 + 3a + 1a^2)d1^213d2^94 + (4 + 4a + 4a^2)d1^214d2^94 + (1 + 0a + 0a^2)d1^215d2^94 + (4 + 1a + 2a^2)d1^216d2^94 + (1 + 2a + 4a^2)d1^217d2^94 + (4 + 0a + 1a^2)d1^218d2^94 + (0 + 1a + 1a^2)d1^219d2^94 + (1 + 2a + 1a^2)d1^220d2^94 + (3 + 2a + 1a^2)d1^221d2^94 + (0 + 3a + 3a^2)d1^222d2^94 + (3 + 2a + 0a^2)d1^223d2^94 + (3 + 4a + 0a^2)d1^224d2^94 + (1 + 2a + 0a^2)d1^225d2^94 + (3 + 2a + 0a^2)d1^226d2^94 + (1 + 1a + 4a^2)d1^227d2^94 + (3 + 3a + 4a^2)d1^228d2^94 + (4 + 3a + 4a^2)d1^229d2^94 + (3 + 0a + 3a^2)d1^230d2^94 + (3 + 2a + 1a^2)d1^231d2^94 + (4 + 0a + 1a^2)d1^232d2^94 + (3 + 4a + 1a^2)d1^233d2^94 + (3 + 0a + 0a^2)d1^234d2^94 + (3 + 0a + 3a^2)d1^235d2^94 + (4 + 0a + 1a^2)d1^236d2^94 + (3 + 1a + 0a^2)d1^237d2^94 + (2 + 3a + 2a^2)d1^238d2^94 + (3 + 4a + 2a^2)d1^239d2^94 + (4 + 0a + 2a^2)d1^240d2^94 + (0 + 1a + 3a^2)d1^241d2^94 + (0 + 4a + 0a^2)d1^242d2^94 + (1 + 1a + 2a^2)d1^243d2^94 + (1 + 0a + 1a^2)d1^244d2^94 + (0 + 2a + 4a^2)d1^245d2^94 + (4 + 1a + 0a^2)d1^246d2^94 + (1 + 3a + 4a^2)d1^247d2^94 + (4 + 4a + 4a^2)d1^248d2^94 + (1 + 2a + 1a^2)d1^249d2^94 + (1 + 1a + 1a^2)d1^250d2^94 + (3 + 0a + 3a^2)d1^251d2^94 + (4 + 3a + 4a^2)d1^252d2^94 + (3 + 2a + 0a^2)d1^253d2^94 + (0 + 2a + 1a^2)d1^254d2^94 + (2 + 2a + 4a^2)d1^255d2^94 + (4 + 0a + 2a^2)d1^256d2^94 + (0 + 3a + 3a^2)d1^257d2^94 + (4 + 3a + 3a^2)d1^258d2^94 + (0 + 1a + 2a^2)d1^259d2^94 + (1 + 0a + 0a^2)d1^260d2^94 + (1 + 1a + 3a^2)d1^261d2^94 + (3 + 0a + 1a^2)d1^262d2^94 + (2 + 3a + 2a^2)d1^263d2^94 + (0 + 0a + 2a^2)d1^264d2^94 + (1 + 1a + 4a^2)d1^265d2^94 + (1 + 3a + 3a^2)d1^266d2^94 + (4 + 1a + 0a^2)d1^267d2^94 + (4 + 4a + 3a^2)d1^268d2^94 + (4 + 3a + 0a^2)d1^269d2^94 + (3 + 1a + 1a^2)d1^270d2^94 + (1 + 1a + 1a^2)d1^271d2^94 + (3 + 1a + 4a^2)d1^272d2^94 + (1 + 1a + 4a^2)d1^273d2^94 + (0 + 2a + 1a^2)d1^274d2^94 + (4 + 3a + 4a^2)d1^275d2^94 + (0 + 3a + 2a^2)d1^276d2^94 + (0 + 2a + 3a^2)d1^277d2^94 + (0 + 3a + 0a^2)d1^278d2^94 + (3 + 3a + 0a^2)d1^279d2^94 + (4 + 2a + 0a^2)d1^280d2^94 + (2 + 1a + 1a^2)d1^281d2^94 + (4 + 2a + 1a^2)d1^282d2^94 + (3 + 4a + 0a^2)d1^283d2^94 + (1 + 2a + 0a^2)d1^284d2^94 + (4 + 2a + 4a^2)d1^285d2^94 + (3 + 0a + 1a^2)d1^286d2^94 + (0 + 1a + 2a^2)d1^287d2^94 + (4 + 1a + 4a^2)d1^288d2^94 + (4 + 1a + 4a^2)d1^289d2^94 + (4 + 0a + 4a^2)d1^290d2^94 + (2 + 0a + 3a^2)d1^291d2^94 + (3 + 1a + 3a^2)d1^292d2^94 + (3 + 2a + 4a^2)d1^293d2^94 + (4 + 4a + 4a^2)d2^95 + (2 + 2a + 3a^2)d1^1d2^95 + (0 + 3a + 4a^2)d1^2d2^95 + (4 + 4a + 4a^2)d1^3d2^95 + (1 + 1a + 1a^2)d1^4d2^95 + (4 + 4a + 3a^2)d1^5d2^95 + (2 + 2a + 2a^2)d1^6d2^95 + (0 + 4a + 3a^2)d1^7d2^95 + (3 + 0a + 0a^2)d1^8d2^95 + (2 + 0a + 0a^2)d1^9d2^95 + (2 + 2a + 4a^2)d1^10d2^95 + (4 + 3a + 3a^2)d1^11d2^95 + (1 + 4a + 1a^2)d1^12d2^95 + (2 + 0a + 4a^2)d1^13d2^95 + (2 + 2a + 1a^2)d1^14d2^95 + (3 + 2a + 3a^2)d1^15d2^95 + (3 + 1a + 4a^2)d1^16d2^95 + (3 + 2a + 0a^2)d1^17d2^95 + (4 + 0a + 4a^2)d1^18d2^95 + (2 + 4a + 4a^2)d1^19d2^95 + (4 + 0a + 1a^2)d1^20d2^95 + (0 + 1a + 0a^2)d1^21d2^95 + (1 + 2a + 3a^2)d1^22d2^95 + (4 + 2a + 2a^2)d1^23d2^95 + (2 + 4a + 3a^2)d1^24d2^95 + (2 + 2a + 2a^2)d1^25d2^95 + (2 + 0a + 0a^2)d1^26d2^95 + (4 + 2a + 3a^2)d1^27d2^95 + (3 + 1a + 3a^2)d1^28d2^95 + (0 + 2a + 4a^2)d1^29d2^95 + (2 + 3a + 4a^2)d1^30d2^95 + (0 + 0a + 3a^2)d1^31d2^95 + (2 + 0a + 4a^2)d1^32d2^95 + (3 + 0a + 4a^2)d1^33d2^95 + (1 + 0a + 3a^2)d1^34d2^95 + (4 + 4a + 3a^2)d1^35d2^95 + (3 + 3a + 0a^2)d1^36d2^95 + (2 + 1a + 3a^2)d1^37d2^95 + (4 + 4a + 1a^2)d1^38d2^95 + (2 + 0a + 4a^2)d1^39d2^95 + (3 + 4a + 3a^2)d1^40d2^95 + (2 + 1a + 4a^2)d1^41d2^95 + (2 + 4a + 4a^2)d1^42d2^95 + (2 + 1a + 1a^2)d1^43d2^95 + (4 + 0a + 4a^2)d1^44d2^95 + (0 + 0a + 1a^2)d1^45d2^95 + (4 + 1a + 0a^2)d1^46d2^95 + (2 + 2a + 3a^2)d1^47d2^95 + (4 + 1a + 4a^2)d1^48d2^95 + (3 + 3a + 3a^2)d1^49d2^95 + (0 + 2a + 3a^2)d1^50d2^95 + (2 + 0a + 0a^2)d1^51d2^95 + (2 + 2a + 4a^2)d1^52d2^95 + (1 + 3a + 4a^2)d1^53d2^95 + (4 + 2a + 4a^2)d1^54d2^95 + (4 + 4a + 2a^2)d1^55d2^95 + (1 + 1a + 3a^2)d1^56d2^95 + (2 + 1a + 1a^2)d1^57d2^95 + (2 + 0a + 4a^2)d1^58d2^95 + (3 + 0a + 4a^2)d1^59d2^95 + (1 + 0a + 3a^2)d1^60d2^95 + (0 + 3a + 0a^2)d1^61d2^95 + (0 + 1a + 4a^2)d1^62d2^95 + (3 + 4a + 3a^2)d1^63d2^95 + (2 + 2a + 4a^2)d1^64d2^95 + (3 + 3a + 1a^2)d1^65d2^95 + (3 + 4a + 0a^2)d1^66d2^95 + (2 + 4a + 0a^2)d1^67d2^95 + (0 + 1a + 0a^2)d1^68d2^95 + (0 + 3a + 4a^2)d1^69d2^95 + (4 + 0a + 0a^2)d1^70d2^95 + (3 + 0a + 2a^2)d1^71d2^95 + (0 + 0a + 4a^2)d1^72d2^95 + (3 + 1a + 1a^2)d1^73d2^95 + (4 + 1a + 4a^2)d1^74d2^95 + (4 + 0a + 0a^2)d1^75d2^95 + (3 + 1a + 1a^2)d1^76d2^95 + (0 + 1a + 2a^2)d1^77d2^95 + (3 + 0a + 1a^2)d1^78d2^95 + (4 + 2a + 2a^2)d1^79d2^95 + (1 + 2a + 3a^2)d1^80d2^95 + (1 + 1a + 4a^2)d1^81d2^95 + (1 + 2a + 3a^2)d1^82d2^95 + (0 + 0a + 4a^2)d1^83d2^95 + (0 + 1a + 0a^2)d1^84d2^95 + (3 + 1a + 0a^2)d1^85d2^95 + (4 + 1a + 2a^2)d1^86d2^95 + (0 + 2a + 1a^2)d1^87d2^95 + (3 + 4a + 2a^2)d1^88d2^95 + (2 + 3a + 3a^2)d1^89d2^95 + (4 + 0a + 0a^2)d1^90d2^95 + (0 + 4a + 4a^2)d1^91d2^95 + (0 + 4a + 4a^2)d1^92d2^95 + (4 + 4a + 0a^2)d1^93d2^95 + (3 + 3a + 2a^2)d1^94d2^95 + (4 + 0a + 1a^2)d1^95d2^95 + (3 + 2a + 1a^2)d1^96d2^95 + (3 + 3a + 4a^2)d1^97d2^95 + (2 + 0a + 1a^2)d1^98d2^95 + (3 + 0a + 1a^2)d1^99d2^95 + (2 + 4a + 2a^2)d1^100d2^95 + (3 + 2a + 1a^2)d1^101d2^95 + (2 + 2a + 1a^2)d1^102d2^95 + (1 + 2a + 3a^2)d1^103d2^95 + (3 + 3a + 3a^2)d1^104d2^95 + (0 + 2a + 4a^2)d1^105d2^95 + (3 + 3a + 1a^2)d1^106d2^95 + (4 + 0a + 0a^2)d1^107d2^95 + (2 + 3a + 2a^2)d1^108d2^95 + (1 + 3a + 2a^2)d1^109d2^95 + (4 + 0a + 4a^2)d1^110d2^95 + (1 + 4a + 2a^2)d1^111d2^95 + (0 + 0a + 4a^2)d1^112d2^95 + (4 + 1a + 4a^2)d1^113d2^95 + (4 + 3a + 3a^2)d1^114d2^95 + (4 + 0a + 0a^2)d1^115d2^95 + (2 + 0a + 4a^2)d1^116d2^95 + (4 + 4a + 2a^2)d1^117d2^95 + (1 + 1a + 3a^2)d1^118d2^95 + (0 + 3a + 2a^2)d1^119d2^95 + (4 + 1a + 1a^2)d1^120d2^95 + (2 + 1a + 2a^2)d1^121d2^95 + (4 + 1a + 2a^2)d1^122d2^95 + (3 + 3a + 0a^2)d1^123d2^95 + (1 + 4a + 1a^2)d1^124d2^95 + (3 + 4a + 2a^2)d1^125d2^95 + (1 + 1a + 1a^2)d1^126d2^95 + (4 + 2a + 3a^2)d1^127d2^95 + (0 + 4a + 1a^2)d1^128d2^95 + (0 + 1a + 3a^2)d1^129d2^95 + (2 + 3a + 4a^2)d1^130d2^95 + (1 + 0a + 2a^2)d1^131d2^95 + (3 + 2a + 2a^2)d1^132d2^95 + (2 + 2a + 0a^2)d1^133d2^95 + (3 + 3a + 2a^2)d1^134d2^95 + (3 + 1a + 2a^2)d1^135d2^95 + (4 + 3a + 1a^2)d1^136d2^95 + (4 + 0a + 1a^2)d1^137d2^95 + (0 + 1a + 4a^2)d1^138d2^95 + (4 + 2a + 2a^2)d1^139d2^95 + (2 + 0a + 2a^2)d1^140d2^95 + (1 + 2a + 2a^2)d1^141d2^95 + (4 + 0a + 2a^2)d1^142d2^95 + (1 + 4a + 3a^2)d1^143d2^95 + (1 + 2a + 1a^2)d1^144d2^95 + (1 + 3a + 0a^2)d1^145d2^95 + (4 + 0a + 1a^2)d1^146d2^95 + (3 + 2a + 4a^2)d1^147d2^95 + (0 + 0a + 1a^2)d1^148d2^95 + (3 + 0a + 3a^2)d1^149d2^95 + (2 + 2a + 3a^2)d1^150d2^95 + (0 + 4a + 4a^2)d1^151d2^95 + (1 + 4a + 2a^2)d1^152d2^95 + (2 + 1a + 1a^2)d1^153d2^95 + (0 + 1a + 3a^2)d1^154d2^95 + (2 + 0a + 4a^2)d1^155d2^95 + (2 + 1a + 4a^2)d1^156d2^95 + (4 + 4a + 1a^2)d1^158d2^95 + (4 + 0a + 0a^2)d1^159d2^95 + (0 + 2a + 1a^2)d1^160d2^95 + (3 + 1a + 2a^2)d1^161d2^95 + (1 + 0a + 3a^2)d1^162d2^95 + (4 + 4a + 0a^2)d1^163d2^95 + (4 + 3a + 2a^2)d1^164d2^95 + (1 + 4a + 0a^2)d1^165d2^95 + (1 + 4a + 1a^2)d1^166d2^95 + (1 + 2a + 0a^2)d1^167d2^95 + (2 + 1a + 3a^2)d1^168d2^95 + (3 + 1a + 1a^2)d1^169d2^95 + (0 + 1a + 1a^2)d1^170d2^95 + (2 + 1a + 2a^2)d1^171d2^95 + (1 + 2a + 1a^2)d1^172d2^95 + (2 + 3a + 4a^2)d1^173d2^95 + (4 + 3a + 0a^2)d1^174d2^95 + (4 + 4a + 3a^2)d1^175d2^95 + (3 + 2a + 0a^2)d1^176d2^95 + (1 + 2a + 1a^2)d1^177d2^95 + (3 + 3a + 2a^2)d1^179d2^95 + (0 + 3a + 2a^2)d1^180d2^95 + (1 + 0a + 3a^2)d1^181d2^95 + (2 + 3a + 0a^2)d1^182d2^95 + (1 + 2a + 1a^2)d1^183d2^95 + (0 + 2a + 2a^2)d1^184d2^95 + (1 + 2a + 0a^2)d1^185d2^95 + (4 + 4a + 3a^2)d1^186d2^95 + (3 + 1a + 2a^2)d1^187d2^95 + (2 + 2a + 3a^2)d1^188d2^95 + (3 + 4a + 3a^2)d1^189d2^95 + (2 + 4a + 1a^2)d1^190d2^95 + (0 + 0a + 1a^2)d1^191d2^95 + (0 + 1a + 1a^2)d1^192d2^95 + (1 + 4a + 2a^2)d1^193d2^95 + (1 + 4a + 0a^2)d1^194d2^95 + (4 + 0a + 4a^2)d1^195d2^95 + (4 + 3a + 3a^2)d1^196d2^95 + (2 + 4a + 4a^2)d1^197d2^95 + (1 + 0a + 1a^2)d1^198d2^95 + (1 + 2a + 1a^2)d1^199d2^95 + (4 + 3a + 3a^2)d1^200d2^95 + (0 + 3a + 0a^2)d1^201d2^95 + (1 + 4a + 2a^2)d1^202d2^95 + (1 + 2a + 0a^2)d1^203d2^95 + (0 + 1a + 2a^2)d1^204d2^95 + (1 + 2a + 1a^2)d1^205d2^95 + (0 + 2a + 2a^2)d1^206d2^95 + (2 + 2a + 0a^2)d1^207d2^95 + (4 + 1a + 1a^2)d1^208d2^95 + (2 + 2a + 3a^2)d1^209d2^95 + (1 + 0a + 1a^2)d1^210d2^95 + (2 + 0a + 2a^2)d1^211d2^95 + (0 + 4a + 0a^2)d1^212d2^95 + (0 + 1a + 2a^2)d1^213d2^95 + (0 + 3a + 0a^2)d1^214d2^95 + (3 + 4a + 1a^2)d1^215d2^95 + (3 + 4a + 0a^2)d1^216d2^95 + (2 + 0a + 0a^2)d1^217d2^95 + (4 + 2a + 1a^2)d1^218d2^95 + (4 + 4a + 0a^2)d1^219d2^95 + (4 + 0a + 0a^2)d1^220d2^95 + (4 + 3a + 4a^2)d1^221d2^95 + (2 + 1a + 2a^2)d1^222d2^95 + (4 + 0a + 0a^2)d1^223d2^95 + (0 + 1a + 1a^2)d1^224d2^95 + (0 + 4a + 1a^2)d1^225d2^95 + (4 + 1a + 1a^2)d1^226d2^95 + (2 + 3a + 2a^2)d1^227d2^95 + (2 + 1a + 3a^2)d1^228d2^95 + (1 + 4a + 4a^2)d1^229d2^95 + (0 + 2a + 3a^2)d1^230d2^95 + (2 + 4a + 3a^2)d1^231d2^95 + (0 + 4a + 3a^2)d1^232d2^95 + (1 + 1a + 4a^2)d1^233d2^95 + (1 + 0a + 0a^2)d1^234d2^95 + (3 + 0a + 4a^2)d1^235d2^95 + (1 + 4a + 0a^2)d1^236d2^95 + (4 + 3a + 2a^2)d1^237d2^95 + (4 + 3a + 4a^2)d1^238d2^95 + (2 + 2a + 2a^2)d1^239d2^95 + (0 + 2a + 4a^2)d1^240d2^95 + (0 + 1a + 2a^2)d1^241d2^95 + (1 + 4a + 1a^2)d1^242d2^95 + (2 + 4a + 2a^2)d1^243d2^95 + (0 + 2a + 4a^2)d1^244d2^95 + (0 + 2a + 2a^2)d1^245d2^95 + (3 + 2a + 0a^2)d1^246d2^95 + (3 + 2a + 4a^2)d1^247d2^95 + (4 + 1a + 2a^2)d1^248d2^95 + (3 + 0a + 0a^2)d1^249d2^95 + (2 + 0a + 4a^2)d1^250d2^95 + (3 + 4a + 4a^2)d1^251d2^95 + (3 + 0a + 2a^2)d1^252d2^95 + (3 + 0a + 4a^2)d1^253d2^95 + (0 + 2a + 4a^2)d1^254d2^95 + (4 + 4a + 4a^2)d1^255d2^95 + (3 + 2a + 4a^2)d1^256d2^95 + (0 + 0a + 1a^2)d1^257d2^95 + (3 + 4a + 4a^2)d1^258d2^95 + (1 + 3a + 1a^2)d1^259d2^95 + (2 + 2a + 0a^2)d1^260d2^95 + (3 + 4a + 1a^2)d1^261d2^95 + (0 + 3a + 1a^2)d1^262d2^95 + (2 + 1a + 1a^2)d1^263d2^95 + (1 + 4a + 2a^2)d1^264d2^95 + (3 + 4a + 2a^2)d1^265d2^95 + (2 + 1a + 0a^2)d1^266d2^95 + (1 + 2a + 0a^2)d1^267d2^95 + (1 + 2a + 3a^2)d1^268d2^95 + (2 + 1a + 0a^2)d1^269d2^95 + (0 + 2a + 4a^2)d1^270d2^95 + (4 + 4a + 1a^2)d1^271d2^95 + (2 + 1a + 3a^2)d1^272d2^95 + (2 + 1a + 0a^2)d1^273d2^95 + (3 + 2a + 3a^2)d1^274d2^95 + (2 + 2a + 1a^2)d1^275d2^95 + (2 + 0a + 1a^2)d1^276d2^95 + (0 + 3a + 4a^2)d1^277d2^95 + (0 + 2a + 0a^2)d1^278d2^95 + (3 + 3a + 3a^2)d1^279d2^95 + (3 + 1a + 2a^2)d1^280d2^95 + (0 + 3a + 1a^2)d1^281d2^95 + (0 + 2a + 3a^2)d1^282d2^95 + (3 + 3a + 4a^2)d1^283d2^95 + (1 + 2a + 3a^2)d1^284d2^95 + (1 + 1a + 4a^2)d1^285d2^95 + (2 + 3a + 4a^2)d1^286d2^95 + (0 + 2a + 1a^2)d1^287d2^95 + (1 + 3a + 0a^2)d1^288d2^95 + (1 + 4a + 0a^2)d1^289d2^95 + (1 + 3a + 0a^2)d1^290d2^95 + (0 + 1a + 0a^2)d1^291d2^95 + (0 + 4a + 3a^2)d1^292d2^95 + (1 + 2a + 3a^2)d1^293d2^95 + (4 + 2a + 2a^2)d2^96 + (2 + 1a + 1a^2)d1^1d2^96 + (3 + 2a + 3a^2)d1^2d2^96 + (2 + 1a + 3a^2)d1^3d2^96 + (2 + 3a + 2a^2)d1^4d2^96 + (3 + 0a + 1a^2)d1^5d2^96 + (2 + 1a + 2a^2)d1^6d2^96 + (4 + 1a + 0a^2)d1^7d2^96 + (4 + 3a + 3a^2)d1^8d2^96 + (2 + 2a + 3a^2)d1^9d2^96 + (1 + 2a + 1a^2)d1^10d2^96 + (3 + 3a + 0a^2)d1^11d2^96 + (4 + 3a + 2a^2)d1^12d2^96 + (0 + 3a + 1a^2)d1^13d2^96 + (2 + 3a + 1a^2)d1^14d2^96 + (3 + 0a + 4a^2)d1^15d2^96 + (3 + 4a + 2a^2)d1^16d2^96 + (4 + 0a + 4a^2)d1^17d2^96 + (0 + 0a + 1a^2)d1^18d2^96 + (0 + 0a + 2a^2)d1^19d2^96 + (0 + 2a + 3a^2)d1^20d2^96 + (0 + 4a + 2a^2)d1^21d2^96 + (2 + 3a + 3a^2)d1^22d2^96 + (3 + 4a + 0a^2)d1^23d2^96 + (0 + 4a + 2a^2)d1^24d2^96 + (4 + 4a + 3a^2)d1^25d2^96 + (1 + 1a + 3a^2)d1^26d2^96 + (4 + 4a + 1a^2)d1^27d2^96 + (4 + 1a + 0a^2)d1^28d2^96 + (2 + 1a + 0a^2)d1^29d2^96 + (1 + 1a + 3a^2)d1^30d2^96 + (1 + 2a + 4a^2)d1^31d2^96 + (3 + 4a + 3a^2)d1^32d2^96 + (3 + 1a + 2a^2)d1^33d2^96 + (1 + 4a + 1a^2)d1^34d2^96 + (4 + 4a + 3a^2)d1^35d2^96 + (4 + 2a + 0a^2)d1^36d2^96 + (4 + 3a + 2a^2)d1^37d2^96 + (4 + 3a + 3a^2)d1^38d2^96 + (2 + 3a + 4a^2)d1^39d2^96 + (2 + 1a + 2a^2)d1^40d2^96 + (4 + 1a + 0a^2)d1^41d2^96 + (1 + 0a + 3a^2)d1^42d2^96 + (3 + 3a + 2a^2)d1^43d2^96 + (2 + 1a + 3a^2)d1^44d2^96 + (2 + 4a + 3a^2)d1^45d2^96 + (1 + 1a + 2a^2)d1^46d2^96 + (2 + 2a + 3a^2)d1^47d2^96 + (4 + 1a + 1a^2)d1^48d2^96 + (3 + 0a + 3a^2)d1^49d2^96 + (0 + 3a + 3a^2)d1^50d2^96 + (3 + 0a + 4a^2)d1^51d2^96 + (1 + 4a + 2a^2)d1^52d2^96 + (3 + 1a + 2a^2)d1^53d2^96 + (3 + 1a + 3a^2)d1^54d2^96 + (0 + 3a + 3a^2)d1^55d2^96 + (4 + 0a + 1a^2)d1^56d2^96 + (1 + 2a + 0a^2)d1^57d2^96 + (2 + 0a + 4a^2)d1^58d2^96 + (3 + 0a + 3a^2)d1^59d2^96 + (3 + 4a + 2a^2)d1^60d2^96 + (0 + 2a + 0a^2)d1^61d2^96 + (3 + 4a + 2a^2)d1^62d2^96 + (4 + 3a + 4a^2)d1^63d2^96 + (2 + 4a + 3a^2)d1^64d2^96 + (4 + 3a + 3a^2)d1^65d2^96 + (4 + 1a + 2a^2)d1^66d2^96 + (0 + 0a + 3a^2)d1^67d2^96 + (4 + 0a + 4a^2)d1^68d2^96 + (0 + 3a + 1a^2)d1^69d2^96 + (4 + 2a + 1a^2)d1^70d2^96 + (1 + 1a + 1a^2)d1^71d2^96 + (4 + 2a + 2a^2)d1^72d2^96 + (3 + 3a + 2a^2)d1^73d2^96 + (1 + 1a + 1a^2)d1^74d2^96 + (2 + 2a + 1a^2)d1^75d2^96 + (1 + 1a + 4a^2)d1^76d2^96 + (1 + 4a + 4a^2)d1^77d2^96 + (2 + 2a + 1a^2)d1^78d2^96 + (2 + 1a + 3a^2)d1^79d2^96 + (4 + 1a + 1a^2)d1^80d2^96 + (2 + 4a + 3a^2)d1^81d2^96 + (1 + 3a + 4a^2)d1^82d2^96 + (4 + 3a + 0a^2)d1^83d2^96 + (1 + 2a + 3a^2)d1^84d2^96 + (1 + 3a + 4a^2)d1^85d2^96 + (2 + 1a + 4a^2)d1^86d2^96 + (0 + 2a + 3a^2)d1^87d2^96 + (2 + 2a + 1a^2)d1^88d2^96 + (4 + 4a + 0a^2)d1^89d2^96 + (1 + 0a + 3a^2)d1^90d2^96 + (0 + 4a + 0a^2)d1^91d2^96 + (4 + 0a + 2a^2)d1^92d2^96 + (3 + 3a + 2a^2)d1^93d2^96 + (2 + 4a + 4a^2)d1^94d2^96 + (4 + 1a + 1a^2)d1^95d2^96 + (3 + 0a + 3a^2)d1^96d2^96 + (4 + 3a + 1a^2)d1^97d2^96 + (3 + 4a + 0a^2)d1^98d2^96 + (2 + 3a + 3a^2)d1^99d2^96 + (3 + 0a + 2a^2)d1^100d2^96 + (1 + 2a + 4a^2)d1^101d2^96 + (3 + 3a + 1a^2)d1^102d2^96 + (1 + 3a + 3a^2)d1^103d2^96 + (2 + 2a + 3a^2)d1^104d2^96 + (4 + 4a + 2a^2)d1^105d2^96 + (3 + 2a + 2a^2)d1^106d2^96 + (3 + 3a + 3a^2)d1^107d2^96 + (2 + 4a + 1a^2)d1^108d2^96 + (1 + 4a + 1a^2)d1^109d2^96 + (1 + 4a + 3a^2)d1^110d2^96 + (0 + 4a + 2a^2)d1^111d2^96 + (1 + 0a + 0a^2)d1^112d2^96 + (3 + 4a + 0a^2)d1^113d2^96 + (2 + 3a + 1a^2)d1^114d2^96 + (1 + 1a + 0a^2)d1^115d2^96 + (1 + 1a + 1a^2)d1^116d2^96 + (3 + 3a + 2a^2)d1^117d2^96 + (2 + 4a + 4a^2)d1^118d2^96 + (3 + 0a + 2a^2)d1^119d2^96 + (0 + 2a + 3a^2)d1^120d2^96 + (3 + 4a + 4a^2)d1^121d2^96 + (2 + 0a + 3a^2)d1^122d2^96 + (4 + 2a + 1a^2)d1^123d2^96 + (3 + 3a + 4a^2)d1^124d2^96 + (4 + 1a + 0a^2)d1^125d2^96 + (0 + 1a + 0a^2)d1^126d2^96 + (4 + 0a + 1a^2)d1^127d2^96 + (3 + 1a + 2a^2)d1^128d2^96 + (1 + 1a + 0a^2)d1^129d2^96 + (0 + 4a + 4a^2)d1^130d2^96 + (3 + 2a + 2a^2)d1^131d2^96 + (1 + 0a + 1a^2)d1^132d2^96 + (1 + 0a + 3a^2)d1^133d2^96 + (1 + 1a + 0a^2)d1^134d2^96 + (3 + 3a + 1a^2)d1^135d2^96 + (1 + 4a + 2a^2)d1^136d2^96 + (0 + 3a + 3a^2)d1^137d2^96 + (2 + 1a + 1a^2)d1^138d2^96 + (1 + 3a + 0a^2)d1^139d2^96 + (4 + 0a + 3a^2)d1^140d2^96 + (2 + 3a + 0a^2)d1^141d2^96 + (3 + 0a + 3a^2)d1^142d2^96 + (1 + 3a + 1a^2)d1^143d2^96 + (3 + 0a + 2a^2)d1^144d2^96 + (3 + 2a + 3a^2)d1^145d2^96 + (4 + 1a + 3a^2)d1^146d2^96 + (4 + 2a + 3a^2)d1^147d2^96 + (2 + 1a + 4a^2)d1^148d2^96 + (3 + 3a + 1a^2)d1^149d2^96 + (2 + 3a + 1a^2)d1^150d2^96 + (1 + 2a + 0a^2)d1^151d2^96 + (0 + 3a + 3a^2)d1^152d2^96 + (0 + 2a + 3a^2)d1^153d2^96 + (0 + 3a + 2a^2)d1^154d2^96 + (0 + 4a + 4a^2)d1^155d2^96 + (4 + 0a + 0a^2)d1^156d2^96 + (4 + 2a + 1a^2)d1^157d2^96 + (1 + 0a + 2a^2)d1^158d2^96 + (0 + 0a + 3a^2)d1^159d2^96 + (4 + 0a + 0a^2)d1^160d2^96 + (1 + 0a + 2a^2)d1^161d2^96 + (3 + 4a + 0a^2)d1^162d2^96 + (3 + 0a + 2a^2)d1^163d2^96 + (0 + 1a + 1a^2)d1^164d2^96 + (1 + 4a + 1a^2)d1^165d2^96 + (4 + 3a + 2a^2)d1^166d2^96 + (0 + 3a + 0a^2)d1^167d2^96 + (2 + 1a + 0a^2)d1^168d2^96 + (4 + 2a + 4a^2)d1^169d2^96 + (1 + 4a + 0a^2)d1^170d2^96 + (4 + 4a + 3a^2)d1^171d2^96 + (4 + 0a + 2a^2)d1^172d2^96 + (4 + 2a + 3a^2)d1^173d2^96 + (1 + 4a + 1a^2)d1^174d2^96 + (0 + 3a + 3a^2)d1^175d2^96 + (3 + 0a + 3a^2)d1^176d2^96 + (4 + 0a + 3a^2)d1^177d2^96 + (2 + 1a + 2a^2)d1^178d2^96 + (3 + 3a + 0a^2)d1^179d2^96 + (4 + 2a + 0a^2)d1^180d2^96 + (0 + 3a + 0a^2)d1^181d2^96 + (4 + 0a + 2a^2)d1^182d2^96 + (1 + 4a + 4a^2)d1^183d2^96 + (2 + 3a + 0a^2)d1^184d2^96 + (1 + 3a + 2a^2)d1^185d2^96 + (0 + 4a + 4a^2)d1^186d2^96 + (4 + 4a + 4a^2)d1^187d2^96 + (1 + 1a + 4a^2)d1^188d2^96 + (1 + 2a + 4a^2)d1^189d2^96 + (1 + 2a + 4a^2)d1^190d2^96 + (2 + 0a + 2a^2)d1^191d2^96 + (2 + 4a + 1a^2)d1^192d2^96 + (3 + 1a + 1a^2)d1^193d2^96 + (3 + 2a + 0a^2)d1^194d2^96 + (3 + 0a + 1a^2)d1^195d2^96 + (4 + 4a + 2a^2)d1^196d2^96 + (0 + 2a + 2a^2)d1^197d2^96 + (3 + 3a + 2a^2)d1^198d2^96 + (0 + 1a + 4a^2)d1^199d2^96 + (4 + 2a + 1a^2)d1^200d2^96 + (0 + 1a + 3a^2)d1^201d2^96 + (3 + 4a + 3a^2)d1^202d2^96 + (0 + 1a + 1a^2)d1^203d2^96 + (4 + 4a + 4a^2)d1^204d2^96 + (2 + 0a + 2a^2)d1^205d2^96 + (2 + 4a + 0a^2)d1^206d2^96 + (3 + 0a + 4a^2)d1^207d2^96 + (4 + 0a + 0a^2)d1^208d2^96 + (3 + 0a + 0a^2)d1^209d2^96 + (2 + 0a + 3a^2)d1^210d2^96 + (4 + 4a + 0a^2)d1^211d2^96 + (3 + 3a + 4a^2)d1^212d2^96 + (3 + 2a + 3a^2)d1^213d2^96 + (2 + 3a + 0a^2)d1^214d2^96 + (1 + 3a + 2a^2)d1^215d2^96 + (4 + 1a + 4a^2)d1^216d2^96 + (2 + 0a + 2a^2)d1^217d2^96 + (4 + 1a + 2a^2)d1^218d2^96 + (4 + 1a + 2a^2)d1^219d2^96 + (2 + 1a + 0a^2)d1^220d2^96 + (1 + 4a + 2a^2)d1^221d2^96 + (1 + 4a + 3a^2)d1^222d2^96 + (1 + 1a + 0a^2)d1^223d2^96 + (3 + 4a + 1a^2)d1^224d2^96 + (1 + 0a + 1a^2)d1^225d2^96 + (2 + 0a + 0a^2)d1^226d2^96 + (4 + 1a + 3a^2)d1^227d2^96 + (2 + 4a + 4a^2)d1^228d2^96 + (3 + 3a + 4a^2)d1^229d2^96 + (2 + 2a + 2a^2)d1^230d2^96 + (2 + 4a + 1a^2)d1^231d2^96 + (0 + 0a + 4a^2)d1^232d2^96 + (0 + 4a + 3a^2)d1^233d2^96 + (4 + 1a + 0a^2)d1^234d2^96 + (2 + 3a + 2a^2)d1^235d2^96 + (4 + 2a + 0a^2)d1^236d2^96 + (2 + 0a + 1a^2)d1^237d2^96 + (4 + 0a + 3a^2)d1^238d2^96 + (4 + 2a + 0a^2)d1^239d2^96 + (2 + 1a + 3a^2)d1^240d2^96 + (3 + 0a + 0a^2)d1^241d2^96 + (1 + 2a + 1a^2)d1^242d2^96 + (3 + 3a + 4a^2)d1^243d2^96 + (1 + 2a + 0a^2)d1^244d2^96 + (3 + 0a + 2a^2)d1^245d2^96 + (4 + 2a + 0a^2)d1^246d2^96 + (2 + 1a + 3a^2)d1^247d2^96 + (1 + 1a + 0a^2)d1^248d2^96 + (1 + 0a + 1a^2)d1^249d2^96 + (4 + 0a + 0a^2)d1^250d2^96 + (1 + 2a + 3a^2)d1^251d2^96 + (0 + 1a + 0a^2)d1^252d2^96 + (0 + 2a + 3a^2)d1^253d2^96 + (4 + 3a + 0a^2)d1^254d2^96 + (4 + 0a + 4a^2)d1^255d2^96 + (2 + 0a + 1a^2)d1^256d2^96 + (4 + 0a + 2a^2)d1^257d2^96 + (1 + 4a + 4a^2)d1^258d2^96 + (2 + 4a + 3a^2)d1^259d2^96 + (2 + 4a + 3a^2)d1^260d2^96 + (2 + 0a + 0a^2)d1^261d2^96 + (2 + 0a + 1a^2)d1^262d2^96 + (1 + 4a + 3a^2)d1^263d2^96 + (0 + 3a + 3a^2)d1^264d2^96 + (2 + 1a + 4a^2)d1^265d2^96 + (1 + 3a + 3a^2)d1^266d2^96 + (1 + 1a + 1a^2)d1^267d2^96 + (1 + 0a + 4a^2)d1^268d2^96 + (3 + 1a + 1a^2)d1^269d2^96 + (2 + 4a + 3a^2)d1^270d2^96 + (4 + 3a + 3a^2)d1^271d2^96 + (1 + 0a + 1a^2)d1^272d2^96 + (0 + 1a + 3a^2)d1^273d2^96 + (0 + 0a + 1a^2)d1^274d2^96 + (2 + 0a + 0a^2)d1^275d2^96 + (4 + 3a + 0a^2)d1^276d2^96 + (4 + 4a + 3a^2)d1^277d2^96 + (3 + 1a + 1a^2)d1^278d2^96 + (3 + 3a + 1a^2)d1^279d2^96 + (2 + 4a + 3a^2)d1^280d2^96 + (1 + 1a + 2a^2)d1^281d2^96 + (3 + 0a + 3a^2)d1^282d2^96 + (2 + 4a + 1a^2)d1^283d2^96 + (0 + 3a + 3a^2)d1^284d2^96 + (2 + 0a + 1a^2)d1^285d2^96 + (3 + 0a + 0a^2)d1^286d2^96 + (4 + 2a + 2a^2)d1^287d2^96 + (2 + 1a + 1a^2)d1^288d2^96 + (2 + 2a + 3a^2)d1^289d2^96 + (4 + 0a + 2a^2)d1^290d2^96 + (4 + 4a + 0a^2)d1^291d2^96 + (4 + 3a + 2a^2)d1^292d2^96 + (3 + 0a + 2a^2)d1^293d2^96 + (3 + 1a + 1a^2)d2^97 + (4 + 2a + 2a^2)d1^1d2^97 + (1 + 3a + 1a^2)d1^2d2^97 + (3 + 4a + 4a^2)d1^3d2^97 + (1 + 2a + 2a^2)d1^4d2^97 + (2 + 1a + 4a^2)d1^5d2^97 + (2 + 4a + 3a^2)d1^6d2^97 + (0 + 2a + 4a^2)d1^7d2^97 + (3 + 3a + 3a^2)d1^8d2^97 + (4 + 2a + 1a^2)d1^9d2^97 + (2 + 1a + 0a^2)d1^10d2^97 + (4 + 2a + 4a^2)d1^11d2^97 + (0 + 0a + 2a^2)d1^12d2^97 + (4 + 0a + 2a^2)d1^13d2^97 + (2 + 1a + 3a^2)d1^14d2^97 + (3 + 2a + 2a^2)d1^15d2^97 + (0 + 2a + 1a^2)d1^16d2^97 + (2 + 2a + 0a^2)d1^17d2^97 + (0 + 1a + 4a^2)d1^18d2^97 + (1 + 2a + 4a^2)d1^19d2^97 + (3 + 2a + 1a^2)d1^20d2^97 + (0 + 4a + 1a^2)d1^21d2^97 + (0 + 0a + 1a^2)d1^22d2^97 + (1 + 4a + 1a^2)d1^23d2^97 + (1 + 1a + 2a^2)d1^24d2^97 + (4 + 2a + 1a^2)d1^25d2^97 + (4 + 3a + 0a^2)d1^26d2^97 + (0 + 0a + 3a^2)d1^27d2^97 + (4 + 4a + 3a^2)d1^28d2^97 + (4 + 0a + 2a^2)d1^29d2^97 + (2 + 4a + 2a^2)d1^30d2^97 + (3 + 3a + 2a^2)d1^31d2^97 + (4 + 0a + 4a^2)d1^32d2^97 + (1 + 2a + 0a^2)d1^33d2^97 + (2 + 2a + 1a^2)d1^34d2^97 + (0 + 1a + 4a^2)d1^35d2^97 + (1 + 3a + 1a^2)d1^36d2^97 + (0 + 0a + 2a^2)d1^37d2^97 + (1 + 4a + 1a^2)d1^38d2^97 + (1 + 0a + 0a^2)d1^39d2^97 + (0 + 1a + 1a^2)d1^40d2^97 + (0 + 1a + 4a^2)d1^41d2^97 + (0 + 4a + 1a^2)d1^42d2^97 + (0 + 1a + 0a^2)d1^43d2^97 + (2 + 4a + 3a^2)d1^44d2^97 + (0 + 0a + 1a^2)d1^45d2^97 + (0 + 1a + 1a^2)d1^46d2^97 + (3 + 2a + 3a^2)d1^47d2^97 + (1 + 2a + 2a^2)d1^48d2^97 + (4 + 4a + 1a^2)d1^49d2^97 + (0 + 4a + 2a^2)d1^50d2^97 + (4 + 4a + 2a^2)d1^51d2^97 + (0 + 1a + 0a^2)d1^52d2^97 + (1 + 1a + 0a^2)d1^53d2^97 + (4 + 2a + 2a^2)d1^54d2^97 + (1 + 3a + 4a^2)d1^55d2^97 + (4 + 4a + 2a^2)d1^56d2^97 + (3 + 2a + 3a^2)d1^57d2^97 + (1 + 0a + 0a^2)d1^58d2^97 + (1 + 1a + 2a^2)d1^59d2^97 + (4 + 4a + 3a^2)d1^60d2^97 + (4 + 3a + 2a^2)d1^61d2^97 + (4 + 3a + 0a^2)d1^62d2^97 + (1 + 4a + 2a^2)d1^63d2^97 + (2 + 0a + 2a^2)d1^64d2^97 + (2 + 4a + 3a^2)d1^65d2^97 + (4 + 4a + 2a^2)d1^66d2^97 + (3 + 3a + 2a^2)d1^67d2^97 + (2 + 2a + 4a^2)d1^68d2^97 + (1 + 0a + 4a^2)d1^69d2^97 + (1 + 2a + 4a^2)d1^70d2^97 + (3 + 4a + 2a^2)d1^71d2^97 + (4 + 1a + 3a^2)d1^72d2^97 + (2 + 4a + 2a^2)d1^73d2^97 + (0 + 1a + 3a^2)d1^74d2^97 + (2 + 2a + 0a^2)d1^75d2^97 + (4 + 3a + 2a^2)d1^76d2^97 + (4 + 4a + 4a^2)d1^77d2^97 + (2 + 2a + 3a^2)d1^78d2^97 + (2 + 2a + 0a^2)d1^79d2^97 + (3 + 3a + 4a^2)d1^80d2^97 + (4 + 0a + 4a^2)d1^81d2^97 + (2 + 2a + 4a^2)d1^82d2^97 + (2 + 2a + 1a^2)d1^83d2^97 + (4 + 0a + 0a^2)d1^84d2^97 + (4 + 2a + 2a^2)d1^86d2^97 + (3 + 4a + 2a^2)d1^87d2^97 + (1 + 1a + 2a^2)d1^88d2^97 + (2 + 2a + 1a^2)d1^89d2^97 + (3 + 2a + 2a^2)d1^90d2^97 + (0 + 1a + 1a^2)d1^91d2^97 + (1 + 4a + 3a^2)d1^92d2^97 + (2 + 0a + 4a^2)d1^93d2^97 + (1 + 4a + 3a^2)d1^94d2^97 + (1 + 1a + 0a^2)d1^95d2^97 + (1 + 3a + 4a^2)d1^96d2^97 + (3 + 2a + 4a^2)d1^97d2^97 + (0 + 4a + 3a^2)d1^98d2^97 + (3 + 1a + 2a^2)d1^99d2^97 + (1 + 0a + 2a^2)d1^100d2^97 + (0 + 3a + 1a^2)d1^101d2^97 + (3 + 0a + 3a^2)d1^102d2^97 + (0 + 4a + 4a^2)d1^103d2^97 + (3 + 4a + 4a^2)d1^104d2^97 + (2 + 4a + 0a^2)d1^105d2^97 + (4 + 4a + 3a^2)d1^106d2^97 + (4 + 3a + 2a^2)d1^107d2^97 + (4 + 0a + 1a^2)d1^108d2^97 + (3 + 4a + 1a^2)d1^109d2^97 + (0 + 1a + 0a^2)d1^110d2^97 + (0 + 1a + 4a^2)d1^111d2^97 + (0 + 4a + 2a^2)d1^112d2^97 + (1 + 3a + 4a^2)d1^113d2^97 + (2 + 2a + 1a^2)d1^114d2^97 + (2 + 3a + 2a^2)d1^115d2^97 + (0 + 4a + 1a^2)d1^116d2^97 + (4 + 4a + 4a^2)d1^117d2^97 + (4 + 2a + 1a^2)d1^118d2^97 + (4 + 0a + 3a^2)d1^119d2^97 + (2 + 1a + 0a^2)d1^120d2^97 + (4 + 3a + 4a^2)d1^121d2^97 + (1 + 4a + 2a^2)d1^122d2^97 + (0 + 2a + 3a^2)d1^123d2^97 + (4 + 1a + 0a^2)d1^124d2^97 + (3 + 4a + 2a^2)d1^125d2^97 + (3 + 2a + 4a^2)d1^126d2^97 + (3 + 4a + 4a^2)d1^127d2^97 + (4 + 0a + 1a^2)d1^128d2^97 + (3 + 4a + 4a^2)d1^129d2^97 + (4 + 2a + 4a^2)d1^130d2^97 + (0 + 0a + 2a^2)d1^131d2^97 + (3 + 0a + 0a^2)d1^132d2^97 + (2 + 4a + 4a^2)d1^133d2^97 + (1 + 4a + 0a^2)d1^134d2^97 + (3 + 3a + 3a^2)d1^135d2^97 + (0 + 4a + 3a^2)d1^136d2^97 + (2 + 4a + 4a^2)d1^137d2^97 + (2 + 4a + 1a^2)d1^138d2^97 + (0 + 4a + 4a^2)d1^139d2^97 + (3 + 0a + 3a^2)d1^140d2^97 + (3 + 2a + 3a^2)d1^141d2^97 + (2 + 1a + 2a^2)d1^142d2^97 + (2 + 4a + 2a^2)d1^143d2^97 + (0 + 0a + 3a^2)d1^144d2^97 + (3 + 4a + 4a^2)d1^145d2^97 + (4 + 4a + 2a^2)d1^146d2^97 + (0 + 2a + 3a^2)d1^147d2^97 + (2 + 0a + 1a^2)d1^148d2^97 + (4 + 3a + 4a^2)d1^149d2^97 + (1 + 3a + 4a^2)d1^150d2^97 + (2 + 0a + 0a^2)d1^151d2^97 + (3 + 2a + 3a^2)d1^152d2^97 + (2 + 3a + 2a^2)d1^153d2^97 + (2 + 2a + 3a^2)d1^154d2^97 + (3 + 4a + 2a^2)d1^155d2^97 + (3 + 1a + 0a^2)d1^156d2^97 + (4 + 4a + 1a^2)d1^157d2^97 + (0 + 3a + 0a^2)d1^158d2^97 + (3 + 4a + 2a^2)d1^159d2^97 + (0 + 3a + 3a^2)d1^160d2^97 + (4 + 0a + 2a^2)d1^161d2^97 + (2 + 4a + 0a^2)d1^162d2^97 + (3 + 2a + 2a^2)d1^163d2^97 + (2 + 4a + 0a^2)d1^164d2^97 + (2 + 3a + 1a^2)d1^165d2^97 + (4 + 2a + 3a^2)d1^166d2^97 + (4 + 0a + 0a^2)d1^167d2^97 + (3 + 2a + 0a^2)d1^168d2^97 + (4 + 4a + 0a^2)d1^169d2^97 + (3 + 1a + 4a^2)d1^171d2^97 + (4 + 0a + 0a^2)d1^172d2^97 + (0 + 3a + 1a^2)d1^173d2^97 + (4 + 2a + 0a^2)d1^174d2^97 + (1 + 4a + 2a^2)d1^175d2^97 + (0 + 2a + 4a^2)d1^176d2^97 + (3 + 1a + 2a^2)d1^177d2^97 + (2 + 3a + 0a^2)d1^178d2^97 + (1 + 2a + 1a^2)d1^179d2^97 + (0 + 1a + 2a^2)d1^180d2^97 + (0 + 4a + 1a^2)d1^181d2^97 + (3 + 1a + 2a^2)d1^182d2^97 + (2 + 0a + 2a^2)d1^183d2^97 + (4 + 4a + 1a^2)d1^184d2^97 + (3 + 4a + 2a^2)d1^185d2^97 + (0 + 2a + 1a^2)d1^186d2^97 + (1 + 1a + 3a^2)d1^187d2^97 + (0 + 4a + 4a^2)d1^188d2^97 + (0 + 3a + 1a^2)d1^189d2^97 + (2 + 4a + 4a^2)d1^190d2^97 + (0 + 3a + 3a^2)d1^191d2^97 + (3 + 1a + 1a^2)d1^192d2^97 + (0 + 0a + 3a^2)d1^193d2^97 + (4 + 3a + 1a^2)d1^194d2^97 + (4 + 2a + 4a^2)d1^195d2^97 + (1 + 0a + 4a^2)d1^196d2^97 + (3 + 3a + 2a^2)d1^197d2^97 + (0 + 1a + 3a^2)d1^198d2^97 + (3 + 3a + 1a^2)d1^199d2^97 + (4 + 1a + 0a^2)d1^200d2^97 + (1 + 2a + 3a^2)d1^201d2^97 + (2 + 4a + 4a^2)d1^202d2^97 + (1 + 4a + 2a^2)d1^203d2^97 + (2 + 4a + 1a^2)d1^204d2^97 + (2 + 4a + 1a^2)d1^205d2^97 + (4 + 3a + 1a^2)d1^206d2^97 + (4 + 0a + 1a^2)d1^207d2^97 + (0 + 3a + 2a^2)d1^208d2^97 + (3 + 0a + 3a^2)d1^209d2^97 + (1 + 4a + 2a^2)d1^210d2^97 + (4 + 0a + 2a^2)d1^211d2^97 + (3 + 0a + 0a^2)d1^212d2^97 + (1 + 0a + 3a^2)d1^213d2^97 + (2 + 1a + 4a^2)d1^214d2^97 + (0 + 3a + 2a^2)d1^215d2^97 + (3 + 2a + 4a^2)d1^216d2^97 + (4 + 0a + 1a^2)d1^217d2^97 + (0 + 4a + 1a^2)d1^218d2^97 + (3 + 0a + 0a^2)d1^219d2^97 + (0 + 2a + 4a^2)d1^220d2^97 + (3 + 3a + 3a^2)d1^221d2^97 + (1 + 1a + 0a^2)d1^222d2^97 + (2 + 2a + 4a^2)d1^223d2^97 + (3 + 3a + 4a^2)d1^224d2^97 + (1 + 1a + 1a^2)d1^225d2^97 + (2 + 4a + 0a^2)d1^226d2^97 + (3 + 2a + 4a^2)d1^227d2^97 + (3 + 3a + 1a^2)d1^228d2^97 + (3 + 2a + 1a^2)d1^229d2^97 + (0 + 0a + 2a^2)d1^230d2^97 + (0 + 0a + 3a^2)d1^231d2^97 + (4 + 3a + 2a^2)d1^232d2^97 + (1 + 4a + 2a^2)d1^233d2^97 + (1 + 0a + 4a^2)d1^234d2^97 + (4 + 3a + 0a^2)d1^235d2^97 + (3 + 4a + 4a^2)d1^236d2^97 + (4 + 2a + 1a^2)d1^237d2^97 + (2 + 0a + 4a^2)d1^238d2^97 + (1 + 1a + 4a^2)d1^239d2^97 + (2 + 1a + 2a^2)d1^240d2^97 + (4 + 3a + 2a^2)d1^241d2^97 + (1 + 0a + 3a^2)d1^242d2^97 + (4 + 3a + 0a^2)d1^243d2^97 + (4 + 4a + 2a^2)d1^244d2^97 + (4 + 3a + 1a^2)d1^245d2^97 + (2 + 2a + 0a^2)d1^246d2^97 + (4 + 4a + 4a^2)d1^247d2^97 + (2 + 4a + 2a^2)d1^248d2^97 + (4 + 4a + 3a^2)d1^249d2^97 + (1 + 3a + 3a^2)d1^250d2^97 + (2 + 3a + 1a^2)d1^251d2^97 + (0 + 2a + 1a^2)d1^252d2^97 + (2 + 4a + 2a^2)d1^253d2^97 + (3 + 1a + 4a^2)d1^254d2^97 + (4 + 3a + 2a^2)d1^255d2^97 + (2 + 3a + 2a^2)d1^256d2^97 + (2 + 0a + 3a^2)d1^257d2^97 + (3 + 2a + 2a^2)d1^258d2^97 + (3 + 4a + 3a^2)d1^259d2^97 + (4 + 3a + 4a^2)d1^260d2^97 + (2 + 3a + 0a^2)d1^261d2^97 + (4 + 3a + 1a^2)d1^262d2^97 + (2 + 2a + 2a^2)d1^263d2^97 + (3 + 1a + 1a^2)d1^264d2^97 + (2 + 4a + 1a^2)d1^265d2^97 + (2 + 1a + 3a^2)d1^266d2^97 + (2 + 1a + 1a^2)d1^267d2^97 + (4 + 4a + 4a^2)d1^268d2^97 + (1 + 4a + 1a^2)d1^269d2^97 + (2 + 2a + 3a^2)d1^270d2^97 + (1 + 4a + 0a^2)d1^271d2^97 + (1 + 3a + 4a^2)d1^272d2^97 + (0 + 3a + 4a^2)d1^273d2^97 + (4 + 2a + 0a^2)d1^274d2^97 + (0 + 0a + 3a^2)d1^275d2^97 + (4 + 4a + 4a^2)d1^276d2^97 + (3 + 0a + 2a^2)d1^277d2^97 + (4 + 3a + 1a^2)d1^278d2^97 + (1 + 1a + 4a^2)d1^279d2^97 + (0 + 1a + 2a^2)d1^280d2^97 + (4 + 0a + 3a^2)d1^281d2^97 + (0 + 3a + 1a^2)d1^283d2^97 + (3 + 4a + 0a^2)d1^284d2^97 + (1 + 3a + 2a^2)d1^285d2^97 + (0 + 4a + 3a^2)d1^286d2^97 + (0 + 2a + 1a^2)d1^287d2^97 + (1 + 2a + 1a^2)d1^288d2^97 + (1 + 0a + 2a^2)d1^289d2^97 + (0 + 0a + 3a^2)d1^290d2^97 + (1 + 3a + 3a^2)d1^291d2^97 + (4 + 2a + 2a^2)d1^292d2^97 + (2 + 0a + 0a^2)d2^98 + (4 + 3a + 1a^2)d1^1d2^98 + (1 + 0a + 2a^2)d1^2d2^98 + (2 + 0a + 0a^2)d1^3d2^98 + (2 + 3a + 4a^2)d1^4d2^98 + (4 + 4a + 1a^2)d1^5d2^98 + (0 + 4a + 3a^2)d1^6d2^98 + (2 + 1a + 1a^2)d1^7d2^98 + (2 + 4a + 2a^2)d1^8d2^98 + (4 + 4a + 2a^2)d1^9d2^98 + (4 + 1a + 0a^2)d1^10d2^98 + (1 + 2a + 2a^2)d1^11d2^98 + (3 + 2a + 0a^2)d1^12d2^98 + (4 + 1a + 2a^2)d1^13d2^98 + (3 + 0a + 1a^2)d1^14d2^98 + (1 + 3a + 2a^2)d1^15d2^98 + (0 + 3a + 2a^2)d1^16d2^98 + (2 + 4a + 2a^2)d1^17d2^98 + (3 + 3a + 2a^2)d1^18d2^98 + (2 + 0a + 3a^2)d1^19d2^98 + (0 + 1a + 4a^2)d1^20d2^98 + (2 + 2a + 3a^2)d1^21d2^98 + (3 + 4a + 3a^2)d1^22d2^98 + (4 + 3a + 3a^2)d1^23d2^98 + (1 + 0a + 0a^2)d1^24d2^98 + (0 + 0a + 1a^2)d1^25d2^98 + (4 + 0a + 1a^2)d1^26d2^98 + (3 + 2a + 2a^2)d1^27d2^98 + (2 + 1a + 2a^2)d1^28d2^98 + (0 + 3a + 0a^2)d1^29d2^98 + (0 + 2a + 3a^2)d1^30d2^98 + (2 + 4a + 2a^2)d1^31d2^98 + (4 + 4a + 1a^2)d1^32d2^98 + (3 + 2a + 3a^2)d1^33d2^98 + (2 + 2a + 2a^2)d1^34d2^98 + (2 + 2a + 4a^2)d1^35d2^98 + (0 + 0a + 3a^2)d1^36d2^98 + (1 + 3a + 3a^2)d1^37d2^98 + (2 + 1a + 3a^2)d1^38d2^98 + (1 + 2a + 3a^2)d1^39d2^98 + (3 + 1a + 2a^2)d1^40d2^98 + (2 + 2a + 3a^2)d1^41d2^98 + (1 + 3a + 3a^2)d1^42d2^98 + (0 + 4a + 3a^2)d1^43d2^98 + (0 + 0a + 3a^2)d1^44d2^98 + (0 + 4a + 2a^2)d1^45d2^98 + (4 + 0a + 1a^2)d1^46d2^98 + (3 + 4a + 0a^2)d1^47d2^98 + (0 + 4a + 2a^2)d1^48d2^98 + (0 + 1a + 4a^2)d1^49d2^98 + (4 + 3a + 1a^2)d1^50d2^98 + (2 + 4a + 4a^2)d1^51d2^98 + (0 + 4a + 0a^2)d1^52d2^98 + (1 + 2a + 0a^2)d1^53d2^98 + (3 + 4a + 3a^2)d1^54d2^98 + (3 + 2a + 1a^2)d1^55d2^98 + (0 + 1a + 0a^2)d1^56d2^98 + (2 + 4a + 4a^2)d1^57d2^98 + (3 + 0a + 0a^2)d1^58d2^98 + (0 + 0a + 3a^2)d1^59d2^98 + (1 + 3a + 1a^2)d1^60d2^98 + (4 + 3a + 0a^2)d1^61d2^98 + (3 + 2a + 1a^2)d1^62d2^98 + (0 + 3a + 4a^2)d1^63d2^98 + (0 + 4a + 1a^2)d1^64d2^98 + (2 + 0a + 4a^2)d1^65d2^98 + (0 + 2a + 2a^2)d1^66d2^98 + (1 + 1a + 4a^2)d1^67d2^98 + (2 + 2a + 0a^2)d1^68d2^98 + (2 + 2a + 2a^2)d1^69d2^98 + (1 + 0a + 0a^2)d1^70d2^98 + (4 + 4a + 2a^2)d1^71d2^98 + (3 + 3a + 0a^2)d1^72d2^98 + (2 + 0a + 0a^2)d1^73d2^98 + (4 + 3a + 1a^2)d1^74d2^98 + (4 + 2a + 0a^2)d1^75d2^98 + (3 + 4a + 1a^2)d1^76d2^98 + (0 + 4a + 4a^2)d1^77d2^98 + (0 + 2a + 1a^2)d1^78d2^98 + (2 + 0a + 1a^2)d1^79d2^98 + (4 + 2a + 1a^2)d1^80d2^98 + (0 + 0a + 4a^2)d1^81d2^98 + (1 + 3a + 2a^2)d1^82d2^98 + (2 + 0a + 2a^2)d1^83d2^98 + (4 + 2a + 4a^2)d1^84d2^98 + (4 + 3a + 4a^2)d1^85d2^98 + (4 + 1a + 0a^2)d1^86d2^98 + (4 + 4a + 4a^2)d1^87d2^98 + (2 + 4a + 2a^2)d1^88d2^98 + (4 + 2a + 2a^2)d1^89d2^98 + (1 + 3a + 0a^2)d1^90d2^98 + (0 + 3a + 1a^2)d1^91d2^98 + (1 + 4a + 1a^2)d1^92d2^98 + (0 + 0a + 3a^2)d1^93d2^98 + (4 + 2a + 3a^2)d1^94d2^98 + (4 + 1a + 4a^2)d1^95d2^98 + (3 + 0a + 0a^2)d1^96d2^98 + (4 + 1a + 1a^2)d1^97d2^98 + (1 + 4a + 1a^2)d1^98d2^98 + (4 + 3a + 3a^2)d1^99d2^98 + (1 + 4a + 3a^2)d1^100d2^98 + (0 + 3a + 2a^2)d1^101d2^98 + (0 + 2a + 4a^2)d1^102d2^98 + (3 + 3a + 0a^2)d1^103d2^98 + (1 + 4a + 0a^2)d1^104d2^98 + (4 + 2a + 0a^2)d1^105d2^98 + (0 + 1a + 1a^2)d1^106d2^98 + (0 + 2a + 4a^2)d1^107d2^98 + (2 + 0a + 0a^2)d1^108d2^98 + (0 + 1a + 0a^2)d1^109d2^98 + (4 + 4a + 4a^2)d1^110d2^98 + (2 + 4a + 1a^2)d1^111d2^98 + (2 + 4a + 0a^2)d1^112d2^98 + (4 + 2a + 0a^2)d1^113d2^98 + (4 + 2a + 3a^2)d1^114d2^98 + (1 + 1a + 4a^2)d1^115d2^98 + (4 + 3a + 1a^2)d1^116d2^98 + (1 + 1a + 0a^2)d1^117d2^98 + (3 + 4a + 1a^2)d1^118d2^98 + (3 + 1a + 4a^2)d1^119d2^98 + (3 + 3a + 1a^2)d1^120d2^98 + (1 + 1a + 0a^2)d1^121d2^98 + (3 + 2a + 1a^2)d1^122d2^98 + (4 + 3a + 2a^2)d1^123d2^98 + (4 + 2a + 1a^2)d1^124d2^98 + (0 + 1a + 2a^2)d1^125d2^98 + (3 + 4a + 3a^2)d1^126d2^98 + (4 + 0a + 3a^2)d1^127d2^98 + (2 + 1a + 4a^2)d1^128d2^98 + (0 + 0a + 3a^2)d1^129d2^98 + (4 + 4a + 3a^2)d1^130d2^98 + (1 + 1a + 0a^2)d1^131d2^98 + (3 + 4a + 1a^2)d1^132d2^98 + (4 + 1a + 3a^2)d1^133d2^98 + (2 + 1a + 2a^2)d1^134d2^98 + (4 + 0a + 0a^2)d1^135d2^98 + (4 + 0a + 4a^2)d1^136d2^98 + (1 + 2a + 4a^2)d1^137d2^98 + (1 + 2a + 0a^2)d1^138d2^98 + (1 + 2a + 1a^2)d1^139d2^98 + (2 + 0a + 0a^2)d1^140d2^98 + (3 + 2a + 4a^2)d1^141d2^98 + (3 + 1a + 3a^2)d1^142d2^98 + (1 + 2a + 4a^2)d1^143d2^98 + (2 + 0a + 3a^2)d1^144d2^98 + (4 + 0a + 0a^2)d1^145d2^98 + (4 + 4a + 4a^2)d1^146d2^98 + (2 + 4a + 4a^2)d1^147d2^98 + (4 + 4a + 1a^2)d1^148d2^98 + (2 + 3a + 2a^2)d1^149d2^98 + (2 + 4a + 3a^2)d1^150d2^98 + (4 + 4a + 3a^2)d1^151d2^98 + (1 + 1a + 1a^2)d1^152d2^98 + (4 + 1a + 4a^2)d1^153d2^98 + (4 + 4a + 3a^2)d1^154d2^98 + (4 + 1a + 2a^2)d1^155d2^98 + (0 + 2a + 2a^2)d1^156d2^98 + (4 + 2a + 4a^2)d1^157d2^98 + (3 + 3a + 1a^2)d1^158d2^98 + (2 + 2a + 3a^2)d1^159d2^98 + (0 + 2a + 0a^2)d1^160d2^98 + (3 + 3a + 3a^2)d1^161d2^98 + (0 + 0a + 3a^2)d1^162d2^98 + (4 + 0a + 0a^2)d1^163d2^98 + (1 + 4a + 0a^2)d1^164d2^98 + (3 + 0a + 3a^2)d1^165d2^98 + (0 + 0a + 3a^2)d1^166d2^98 + (4 + 3a + 4a^2)d1^167d2^98 + (0 + 0a + 1a^2)d1^168d2^98 + (2 + 2a + 4a^2)d1^169d2^98 + (3 + 4a + 0a^2)d1^170d2^98 + (3 + 0a + 2a^2)d1^171d2^98 + (3 + 4a + 0a^2)d1^172d2^98 + (1 + 0a + 4a^2)d1^173d2^98 + (0 + 4a + 1a^2)d1^174d2^98 + (2 + 0a + 0a^2)d1^175d2^98 + (3 + 1a + 3a^2)d1^176d2^98 + (2 + 2a + 3a^2)d1^177d2^98 + (0 + 4a + 2a^2)d1^178d2^98 + (2 + 0a + 3a^2)d1^179d2^98 + (0 + 0a + 4a^2)d1^180d2^98 + (4 + 0a + 0a^2)d1^181d2^98 + (2 + 0a + 1a^2)d1^182d2^98 + (0 + 2a + 4a^2)d1^183d2^98 + (0 + 1a + 1a^2)d1^184d2^98 + (3 + 0a + 3a^2)d1^185d2^98 + (3 + 3a + 0a^2)d1^186d2^98 + (2 + 3a + 0a^2)d1^187d2^98 + (4 + 0a + 4a^2)d1^188d2^98 + (3 + 1a + 1a^2)d1^189d2^98 + (3 + 0a + 1a^2)d1^190d2^98 + (0 + 0a + 4a^2)d1^191d2^98 + (2 + 1a + 2a^2)d1^192d2^98 + (1 + 3a + 2a^2)d1^193d2^98 + (2 + 3a + 4a^2)d1^194d2^98 + (2 + 0a + 3a^2)d1^195d2^98 + (4 + 3a + 4a^2)d1^196d2^98 + (1 + 2a + 4a^2)d1^197d2^98 + (3 + 3a + 3a^2)d1^198d2^98 + (2 + 1a + 4a^2)d1^199d2^98 + (3 + 4a + 1a^2)d1^200d2^98 + (4 + 1a + 4a^2)d1^201d2^98 + (1 + 1a + 3a^2)d1^202d2^98 + (2 + 4a + 0a^2)d1^203d2^98 + (2 + 1a + 2a^2)d1^204d2^98 + (4 + 2a + 1a^2)d1^205d2^98 + (0 + 1a + 3a^2)d1^206d2^98 + (1 + 3a + 2a^2)d1^207d2^98 + (4 + 0a + 1a^2)d1^208d2^98 + (2 + 2a + 4a^2)d1^209d2^98 + (0 + 1a + 3a^2)d1^210d2^98 + (4 + 1a + 1a^2)d1^211d2^98 + (2 + 3a + 0a^2)d1^212d2^98 + (2 + 1a + 4a^2)d1^213d2^98 + (1 + 2a + 4a^2)d1^214d2^98 + (3 + 1a + 2a^2)d1^215d2^98 + (0 + 1a + 2a^2)d1^216d2^98 + (3 + 3a + 3a^2)d1^217d2^98 + (1 + 2a + 2a^2)d1^218d2^98 + (0 + 1a + 0a^2)d1^219d2^98 + (4 + 0a + 2a^2)d1^220d2^98 + (2 + 0a + 3a^2)d1^221d2^98 + (1 + 4a + 0a^2)d1^222d2^98 + (3 + 2a + 0a^2)d1^223d2^98 + (2 + 3a + 2a^2)d1^224d2^98 + (1 + 3a + 3a^2)d1^225d2^98 + (0 + 0a + 3a^2)d1^226d2^98 + (0 + 1a + 0a^2)d1^227d2^98 + (0 + 2a + 0a^2)d1^228d2^98 + (1 + 4a + 4a^2)d1^229d2^98 + (1 + 1a + 4a^2)d1^230d2^98 + (2 + 4a + 1a^2)d1^231d2^98 + (1 + 1a + 3a^2)d1^232d2^98 + (1 + 0a + 1a^2)d1^233d2^98 + (1 + 0a + 2a^2)d1^234d2^98 + (0 + 2a + 2a^2)d1^235d2^98 + (2 + 0a + 4a^2)d1^236d2^98 + (4 + 4a + 2a^2)d1^237d2^98 + (0 + 2a + 0a^2)d1^238d2^98 + (2 + 0a + 1a^2)d1^239d2^98 + (0 + 1a + 0a^2)d1^240d2^98 + (4 + 4a + 0a^2)d1^241d2^98 + (3 + 3a + 2a^2)d1^242d2^98 + (2 + 2a + 1a^2)d1^243d2^98 + (0 + 4a + 3a^2)d1^244d2^98 + (1 + 3a + 1a^2)d1^245d2^98 + (2 + 0a + 2a^2)d1^246d2^98 + (1 + 2a + 4a^2)d1^247d2^98 + (2 + 0a + 0a^2)d1^248d2^98 + (3 + 0a + 1a^2)d1^249d2^98 + (3 + 0a + 0a^2)d1^250d2^98 + (2 + 2a + 2a^2)d1^251d2^98 + (0 + 0a + 2a^2)d1^252d2^98 + (2 + 0a + 4a^2)d1^253d2^98 + (2 + 2a + 0a^2)d1^254d2^98 + (3 + 2a + 2a^2)d1^255d2^98 + (2 + 4a + 1a^2)d1^256d2^98 + (1 + 1a + 1a^2)d1^257d2^98 + (2 + 3a + 1a^2)d1^258d2^98 + (3 + 0a + 0a^2)d1^259d2^98 + (3 + 0a + 0a^2)d1^260d2^98 + (4 + 3a + 0a^2)d1^261d2^98 + (4 + 3a + 3a^2)d1^262d2^98 + (2 + 2a + 4a^2)d1^263d2^98 + (4 + 0a + 0a^2)d1^264d2^98 + (4 + 4a + 2a^2)d1^265d2^98 + (2 + 3a + 4a^2)d1^266d2^98 + (4 + 2a + 0a^2)d1^267d2^98 + (2 + 4a + 0a^2)d1^268d2^98 + (1 + 1a + 2a^2)d1^269d2^98 + (4 + 3a + 2a^2)d1^270d2^98 + (0 + 2a + 2a^2)d1^271d2^98 + (0 + 1a + 2a^2)d1^272d2^98 + (3 + 0a + 1a^2)d1^273d2^98 + (0 + 1a + 1a^2)d1^274d2^98 + (3 + 0a + 4a^2)d1^275d2^98 + (2 + 1a + 0a^2)d1^276d2^98 + (3 + 1a + 1a^2)d1^277d2^98 + (4 + 4a + 2a^2)d1^278d2^98 + (1 + 2a + 4a^2)d1^279d2^98 + (3 + 2a + 3a^2)d1^280d2^98 + (1 + 4a + 3a^2)d1^281d2^98 + (3 + 3a + 3a^2)d1^282d2^98 + (4 + 4a + 0a^2)d1^283d2^98 + (4 + 3a + 4a^2)d1^284d2^98 + (2 + 1a + 2a^2)d1^285d2^98 + (2 + 4a + 3a^2)d1^286d2^98 + (3 + 1a + 4a^2)d1^287d2^98 + (1 + 2a + 3a^2)d1^288d2^98 + (3 + 3a + 1a^2)d1^289d2^98 + (3 + 2a + 1a^2)d1^290d2^98 + (0 + 4a + 2a^2)d1^291d2^98 + (4 + 3a + 1a^2)d1^292d2^98 + (3 + 4a + 3a^2)d1^293d2^98 + (0 + 1a + 2a^2)d2^99 + (0 + 3a + 4a^2)d1^1d2^99 + (1 + 4a + 4a^2)d1^2d2^99 + (4 + 2a + 2a^2)d1^3d2^99 + (1 + 0a + 2a^2)d1^4d2^99 + (2 + 1a + 1a^2)d1^5d2^99 + (1 + 3a + 1a^2)d1^6d2^99 + (1 + 4a + 0a^2)d1^7d2^99 + (3 + 1a + 0a^2)d1^8d2^99 + (1 + 1a + 4a^2)d1^9d2^99 + (0 + 2a + 3a^2)d1^10d2^99 + (1 + 4a + 3a^2)d1^11d2^99 + (2 + 1a + 1a^2)d1^12d2^99 + (1 + 2a + 0a^2)d1^13d2^99 + (0 + 3a + 2a^2)d1^14d2^99 + (0 + 2a + 0a^2)d1^15d2^99 + (0 + 2a + 3a^2)d1^16d2^99 + (3 + 4a + 0a^2)d1^17d2^99 + (1 + 4a + 2a^2)d1^18d2^99 + (0 + 2a + 4a^2)d1^19d2^99 + (0 + 3a + 4a^2)d1^20d2^99 + (0 + 4a + 0a^2)d1^21d2^99 + (1 + 2a + 3a^2)d1^22d2^99 + (1 + 2a + 1a^2)d1^23d2^99 + (4 + 2a + 2a^2)d1^24d2^99 + (0 + 1a + 1a^2)d1^25d2^99 + (4 + 4a + 1a^2)d1^26d2^99 + (1 + 2a + 3a^2)d1^27d2^99 + (2 + 1a + 2a^2)d1^28d2^99 + (0 + 4a + 2a^2)d1^29d2^99 + (1 + 4a + 3a^2)d1^30d2^99 + (0 + 0a + 4a^2)d1^31d2^99 + (4 + 2a + 2a^2)d1^32d2^99 + (2 + 3a + 3a^2)d1^33d2^99 + (1 + 4a + 2a^2)d1^34d2^99 + (1 + 1a + 0a^2)d1^35d2^99 + (3 + 2a + 0a^2)d1^36d2^99 + (2 + 0a + 3a^2)d1^37d2^99 + (2 + 1a + 0a^2)d1^38d2^99 + (2 + 2a + 3a^2)d1^39d2^99 + (3 + 2a + 0a^2)d1^40d2^99 + (4 + 0a + 2a^2)d1^41d2^99 + (2 + 0a + 4a^2)d1^42d2^99 + (3 + 0a + 2a^2)d1^43d2^99 + (4 + 4a + 3a^2)d1^44d2^99 + (1 + 2a + 0a^2)d1^45d2^99 + (4 + 2a + 3a^2)d1^46d2^99 + (4 + 4a + 0a^2)d1^47d2^99 + (0 + 3a + 4a^2)d1^48d2^99 + (0 + 4a + 3a^2)d1^49d2^99 + (3 + 3a + 3a^2)d1^50d2^99 + (0 + 1a + 0a^2)d1^51d2^99 + (2 + 4a + 0a^2)d1^52d2^99 + (2 + 1a + 0a^2)d1^53d2^99 + (2 + 0a + 1a^2)d1^54d2^99 + (1 + 0a + 2a^2)d1^55d2^99 + (4 + 3a + 0a^2)d1^56d2^99 + (0 + 1a + 3a^2)d1^57d2^99 + (0 + 4a + 3a^2)d1^58d2^99 + (1 + 3a + 4a^2)d1^59d2^99 + (3 + 3a + 4a^2)d1^60d2^99 + (1 + 2a + 1a^2)d1^61d2^99 + (0 + 4a + 1a^2)d1^62d2^99 + (4 + 4a + 1a^2)d1^63d2^99 + (4 + 0a + 1a^2)d1^64d2^99 + (0 + 1a + 0a^2)d1^65d2^99 + (2 + 0a + 4a^2)d1^66d2^99 + (2 + 4a + 1a^2)d1^67d2^99 + (2 + 0a + 1a^2)d1^68d2^99 + (4 + 4a + 0a^2)d1^69d2^99 + (1 + 4a + 0a^2)d1^70d2^99 + (2 + 2a + 1a^2)d1^71d2^99 + (1 + 3a + 3a^2)d1^72d2^99 + (2 + 1a + 0a^2)d1^73d2^99 + (0 + 2a + 4a^2)d1^74d2^99 + (0 + 4a + 2a^2)d1^75d2^99 + (4 + 0a + 3a^2)d1^76d2^99 + (0 + 1a + 3a^2)d1^77d2^99 + (4 + 4a + 4a^2)d1^78d2^99 + (2 + 2a + 0a^2)d1^79d2^99 + (4 + 1a + 4a^2)d1^80d2^99 + (4 + 0a + 3a^2)d1^81d2^99 + (2 + 2a + 4a^2)d1^82d2^99 + (0 + 0a + 4a^2)d1^83d2^99 + (3 + 3a + 0a^2)d1^84d2^99 + (1 + 0a + 4a^2)d1^85d2^99 + (4 + 2a + 3a^2)d1^86d2^99 + (4 + 0a + 2a^2)d1^87d2^99 + (4 + 0a + 1a^2)d1^88d2^99 + (3 + 4a + 3a^2)d1^89d2^99 + (2 + 3a + 3a^2)d1^90d2^99 + (3 + 4a + 1a^2)d1^91d2^99 + (3 + 4a + 3a^2)d1^92d2^99 + (3 + 0a + 2a^2)d1^93d2^99 + (3 + 0a + 1a^2)d1^94d2^99 + (0 + 4a + 4a^2)d1^95d2^99 + (1 + 0a + 0a^2)d1^96d2^99 + (4 + 4a + 2a^2)d1^97d2^99 + (0 + 4a + 3a^2)d1^98d2^99 + (2 + 4a + 3a^2)d1^99d2^99 + (4 + 3a + 4a^2)d1^100d2^99 + (3 + 0a + 1a^2)d1^101d2^99 + (3 + 2a + 4a^2)d1^102d2^99 + (2 + 2a + 4a^2)d1^103d2^99 + (3 + 2a + 3a^2)d1^104d2^99 + (1 + 4a + 1a^2)d1^105d2^99 + (4 + 1a + 4a^2)d1^106d2^99 + (3 + 0a + 2a^2)d1^107d2^99 + (1 + 2a + 4a^2)d1^108d2^99 + (2 + 4a + 2a^2)d1^109d2^99 + (2 + 3a + 3a^2)d1^110d2^99 + (3 + 1a + 0a^2)d1^111d2^99 + (2 + 2a + 2a^2)d1^112d2^99 + (1 + 3a + 2a^2)d1^113d2^99 + (3 + 3a + 0a^2)d1^114d2^99 + (1 + 1a + 0a^2)d1^115d2^99 + (3 + 4a + 1a^2)d1^116d2^99 + (3 + 1a + 4a^2)d1^117d2^99 + (3 + 2a + 4a^2)d1^118d2^99 + (4 + 4a + 0a^2)d1^119d2^99 + (2 + 2a + 4a^2)d1^120d2^99 + (0 + 4a + 1a^2)d1^121d2^99 + (1 + 3a + 3a^2)d1^122d2^99 + (0 + 0a + 3a^2)d1^123d2^99 + (1 + 2a + 3a^2)d1^124d2^99 + (0 + 1a + 4a^2)d1^125d2^99 + (4 + 0a + 4a^2)d1^126d2^99 + (2 + 4a + 4a^2)d1^127d2^99 + (4 + 0a + 4a^2)d1^128d2^99 + (1 + 0a + 1a^2)d1^129d2^99 + (1 + 3a + 4a^2)d1^130d2^99 + (1 + 3a + 1a^2)d1^131d2^99 + (4 + 1a + 3a^2)d1^132d2^99 + (4 + 0a + 0a^2)d1^133d2^99 + (2 + 3a + 4a^2)d1^134d2^99 + (1 + 0a + 2a^2)d1^135d2^99 + (2 + 0a + 1a^2)d1^136d2^99 + (1 + 4a + 2a^2)d1^137d2^99 + (4 + 3a + 1a^2)d1^138d2^99 + (3 + 3a + 3a^2)d1^139d2^99 + (1 + 1a + 4a^2)d1^140d2^99 + (2 + 3a + 3a^2)d1^141d2^99 + (0 + 2a + 2a^2)d1^142d2^99 + (1 + 1a + 3a^2)d1^143d2^99 + (3 + 3a + 4a^2)d1^144d2^99 + (3 + 1a + 4a^2)d1^145d2^99 + (3 + 2a + 2a^2)d1^146d2^99 + (3 + 0a + 1a^2)d1^147d2^99 + (4 + 4a + 1a^2)d1^148d2^99 + (4 + 3a + 1a^2)d1^149d2^99 + (4 + 3a + 4a^2)d1^150d2^99 + (0 + 0a + 2a^2)d1^151d2^99 + (0 + 2a + 1a^2)d1^152d2^99 + (0 + 0a + 1a^2)d1^153d2^99 + (1 + 0a + 0a^2)d1^154d2^99 + (3 + 4a + 0a^2)d1^155d2^99 + (3 + 4a + 1a^2)d1^156d2^99 + (4 + 0a + 0a^2)d1^157d2^99 + (1 + 4a + 1a^2)d1^158d2^99 + (4 + 0a + 4a^2)d1^159d2^99 + (1 + 2a + 1a^2)d1^160d2^99 + (3 + 4a + 4a^2)d1^161d2^99 + (1 + 0a + 0a^2)d1^162d2^99 + (3 + 4a + 3a^2)d1^163d2^99 + (1 + 0a + 0a^2)d1^164d2^99 + (3 + 1a + 0a^2)d1^165d2^99 + (4 + 2a + 1a^2)d1^166d2^99 + (1 + 0a + 3a^2)d1^167d2^99 + (1 + 1a + 3a^2)d1^168d2^99 + (3 + 2a + 3a^2)d1^169d2^99 + (1 + 4a + 0a^2)d1^170d2^99 + (0 + 4a + 1a^2)d1^171d2^99 + (3 + 3a + 3a^2)d1^172d2^99 + (0 + 0a + 3a^2)d1^173d2^99 + (4 + 2a + 0a^2)d1^174d2^99 + (3 + 1a + 0a^2)d1^175d2^99 + (0 + 2a + 0a^2)d1^176d2^99 + (3 + 2a + 1a^2)d1^177d2^99 + (3 + 0a + 0a^2)d1^178d2^99 + (0 + 2a + 3a^2)d1^179d2^99 + (1 + 1a + 4a^2)d1^180d2^99 + (2 + 4a + 2a^2)d1^181d2^99 + (2 + 2a + 3a^2)d1^182d2^99 + (4 + 0a + 3a^2)d1^183d2^99 + (1 + 0a + 0a^2)d1^184d2^99 + (1 + 2a + 4a^2)d1^185d2^99 + (4 + 0a + 0a^2)d1^186d2^99 + (4 + 1a + 0a^2)d1^187d2^99 + (2 + 4a + 1a^2)d1^188d2^99 + (4 + 0a + 1a^2)d1^189d2^99 + (2 + 2a + 1a^2)d1^190d2^99 + (4 + 2a + 1a^2)d1^191d2^99 + (2 + 2a + 0a^2)d1^192d2^99 + (2 + 0a + 1a^2)d1^193d2^99 + (1 + 2a + 4a^2)d1^194d2^99 + (3 + 3a + 4a^2)d1^195d2^99 + (3 + 2a + 4a^2)d1^196d2^99 + (2 + 1a + 1a^2)d1^197d2^99 + (1 + 4a + 3a^2)d1^198d2^99 + (3 + 4a + 3a^2)d1^199d2^99 + (0 + 1a + 0a^2)d1^200d2^99 + (1 + 0a + 3a^2)d1^201d2^99 + (2 + 0a + 3a^2)d1^202d2^99 + (4 + 2a + 1a^2)d1^203d2^99 + (2 + 3a + 2a^2)d1^204d2^99 + (1 + 2a + 2a^2)d1^205d2^99 + (0 + 3a + 4a^2)d1^206d2^99 + (2 + 3a + 4a^2)d1^207d2^99 + (4 + 3a + 0a^2)d1^208d2^99 + (4 + 0a + 2a^2)d1^209d2^99 + (3 + 2a + 0a^2)d1^210d2^99 + (0 + 0a + 1a^2)d1^211d2^99 + (2 + 3a + 0a^2)d1^212d2^99 + (2 + 3a + 0a^2)d1^213d2^99 + (4 + 2a + 0a^2)d1^214d2^99 + (1 + 1a + 1a^2)d1^215d2^99 + (3 + 4a + 4a^2)d1^216d2^99 + (3 + 4a + 2a^2)d1^217d2^99 + (2 + 3a + 1a^2)d1^218d2^99 + (0 + 4a + 0a^2)d1^219d2^99 + (4 + 3a + 4a^2)d1^220d2^99 + (4 + 1a + 0a^2)d1^221d2^99 + (2 + 0a + 4a^2)d1^222d2^99 + (1 + 3a + 2a^2)d1^223d2^99 + (3 + 0a + 2a^2)d1^224d2^99 + (1 + 2a + 2a^2)d1^225d2^99 + (2 + 2a + 1a^2)d1^226d2^99 + (4 + 4a + 2a^2)d1^227d2^99 + (2 + 2a + 2a^2)d1^228d2^99 + (2 + 0a + 0a^2)d1^229d2^99 + (3 + 4a + 2a^2)d1^230d2^99 + (3 + 4a + 0a^2)d1^231d2^99 + (2 + 3a + 3a^2)d1^232d2^99 + (1 + 0a + 2a^2)d1^233d2^99 + (2 + 4a + 0a^2)d1^234d2^99 + (2 + 0a + 2a^2)d1^235d2^99 + (1 + 3a + 1a^2)d1^237d2^99 + (3 + 0a + 1a^2)d1^238d2^99 + (3 + 0a + 2a^2)d1^239d2^99 + (4 + 3a + 4a^2)d1^240d2^99 + (3 + 2a + 3a^2)d1^241d2^99 + (1 + 0a + 3a^2)d1^242d2^99 + (3 + 4a + 1a^2)d1^243d2^99 + (1 + 3a + 2a^2)d1^244d2^99 + (2 + 3a + 0a^2)d1^245d2^99 + (4 + 2a + 1a^2)d1^246d2^99 + (0 + 0a + 1a^2)d1^247d2^99 + (2 + 3a + 3a^2)d1^248d2^99 + (3 + 3a + 1a^2)d1^249d2^99 + (0 + 1a + 3a^2)d1^250d2^99 + (1 + 2a + 4a^2)d1^251d2^99 + (0 + 2a + 4a^2)d1^252d2^99 + (1 + 1a + 4a^2)d1^253d2^99 + (4 + 2a + 2a^2)d1^254d2^99 + (3 + 0a + 1a^2)d1^255d2^99 + (4 + 0a + 4a^2)d1^256d2^99 + (0 + 3a + 1a^2)d1^257d2^99 + (2 + 3a + 3a^2)d1^258d2^99 + (1 + 0a + 4a^2)d1^259d2^99 + (0 + 0a + 3a^2)d1^260d2^99 + (4 + 4a + 0a^2)d1^261d2^99 + (0 + 3a + 4a^2)d1^262d2^99 + (1 + 1a + 1a^2)d1^263d2^99 + (1 + 1a + 3a^2)d1^264d2^99 + (1 + 0a + 3a^2)d1^265d2^99 + (4 + 3a + 2a^2)d1^266d2^99 + (1 + 4a + 3a^2)d1^267d2^99 + (2 + 4a + 4a^2)d1^268d2^99 + (2 + 4a + 1a^2)d1^269d2^99 + (0 + 4a + 1a^2)d1^270d2^99 + (0 + 2a + 4a^2)d1^271d2^99 + (4 + 3a + 4a^2)d1^272d2^99 + (1 + 1a + 2a^2)d1^273d2^99 + (4 + 1a + 0a^2)d1^274d2^99 + (0 + 2a + 0a^2)d1^275d2^99 + (0 + 1a + 0a^2)d1^276d2^99 + (2 + 3a + 0a^2)d1^277d2^99 + (3 + 0a + 3a^2)d1^278d2^99 + (1 + 1a + 3a^2)d1^279d2^99 + (2 + 3a + 0a^2)d1^280d2^99 + (3 + 2a + 4a^2)d1^281d2^99 + (1 + 1a + 3a^2)d1^282d2^99 + (2 + 1a + 4a^2)d1^283d2^99 + (3 + 3a + 3a^2)d1^284d2^99 + (0 + 4a + 4a^2)d1^285d2^99 + (4 + 3a + 3a^2)d1^286d2^99 + (4 + 0a + 4a^2)d1^287d2^99 + (4 + 3a + 2a^2)d1^288d2^99 + (2 + 1a + 4a^2)d1^289d2^99 + (0 + 3a + 0a^2)d1^290d2^99 + (0 + 2a + 2a^2)d1^291d2^99 + (0 + 0a + 2a^2)d1^292d2^99 + (2 + 0a + 3a^2)d1^293d2^99 + (2 + 1a + 3a^2)d2^100 + (4 + 1a + 3a^2)d1^1d2^100 + (4 + 1a + 3a^2)d1^2d2^100 + (3 + 2a + 3a^2)d1^3d2^100 + (1 + 3a + 4a^2)d1^4d2^100 + (4 + 2a + 2a^2)d1^5d2^100 + (3 + 4a + 3a^2)d1^6d2^100 + (2 + 3a + 3a^2)d1^7d2^100 + (4 + 1a + 2a^2)d1^8d2^100 + (3 + 4a + 0a^2)d1^9d2^100 + (4 + 1a + 2a^2)d1^10d2^100 + (1 + 0a + 3a^2)d1^11d2^100 + (0 + 3a + 2a^2)d1^12d2^100 + (1 + 1a + 2a^2)d1^13d2^100 + (4 + 0a + 4a^2)d1^14d2^100 + (2 + 0a + 3a^2)d1^15d2^100 + (0 + 3a + 2a^2)d1^16d2^100 + (0 + 2a + 0a^2)d1^17d2^100 + (1 + 0a + 2a^2)d1^18d2^100 + (4 + 0a + 2a^2)d1^19d2^100 + (2 + 4a + 0a^2)d1^20d2^100 + (2 + 1a + 2a^2)d1^21d2^100 + (3 + 4a + 3a^2)d1^22d2^100 + (2 + 4a + 2a^2)d1^23d2^100 + (1 + 4a + 2a^2)d1^24d2^100 + (1 + 4a + 1a^2)d1^25d2^100 + (0 + 4a + 0a^2)d1^26d2^100 + (1 + 4a + 0a^2)d1^27d2^100 + (4 + 4a + 3a^2)d1^28d2^100 + (0 + 1a + 3a^2)d1^29d2^100 + (4 + 1a + 4a^2)d1^30d2^100 + (2 + 0a + 0a^2)d1^31d2^100 + (1 + 3a + 3a^2)d1^32d2^100 + (2 + 2a + 2a^2)d1^33d2^100 + (4 + 0a + 2a^2)d1^34d2^100 + (1 + 3a + 0a^2)d1^35d2^100 + (1 + 1a + 1a^2)d1^36d2^100 + (0 + 4a + 4a^2)d1^37d2^100 + (2 + 1a + 2a^2)d1^38d2^100 + (2 + 1a + 3a^2)d1^39d2^100 + (4 + 2a + 2a^2)d1^40d2^100 + (1 + 2a + 0a^2)d1^41d2^100 + (2 + 4a + 1a^2)d1^42d2^100 + (1 + 4a + 4a^2)d1^43d2^100 + (2 + 1a + 2a^2)d1^44d2^100 + (3 + 0a + 2a^2)d1^45d2^100 + (4 + 1a + 2a^2)d1^46d2^100 + (4 + 2a + 0a^2)d1^47d2^100 + (1 + 3a + 2a^2)d1^48d2^100 + (0 + 2a + 1a^2)d1^49d2^100 + (0 + 4a + 1a^2)d1^50d2^100 + (3 + 1a + 1a^2)d1^51d2^100 + (3 + 2a + 1a^2)d1^52d2^100 + (2 + 0a + 1a^2)d1^53d2^100 + (0 + 1a + 2a^2)d1^54d2^100 + (2 + 1a + 4a^2)d1^55d2^100 + (0 + 1a + 2a^2)d1^56d2^100 + (1 + 3a + 1a^2)d1^57d2^100 + (2 + 1a + 2a^2)d1^58d2^100 + (0 + 4a + 4a^2)d1^59d2^100 + (3 + 4a + 1a^2)d1^60d2^100 + (3 + 3a + 1a^2)d1^61d2^100 + (0 + 3a + 2a^2)d1^62d2^100 + (3 + 4a + 4a^2)d1^63d2^100 + (0 + 2a + 2a^2)d1^64d2^100 + (4 + 3a + 0a^2)d1^65d2^100 + (0 + 3a + 1a^2)d1^66d2^100 + (0 + 0a + 4a^2)d1^67d2^100 + (2 + 1a + 3a^2)d1^68d2^100 + (3 + 4a + 2a^2)d1^69d2^100 + (2 + 4a + 1a^2)d1^70d2^100 + (4 + 0a + 3a^2)d1^71d2^100 + (3 + 1a + 1a^2)d1^72d2^100 + (3 + 3a + 3a^2)d1^73d2^100 + (2 + 1a + 3a^2)d1^74d2^100 + (0 + 3a + 4a^2)d1^75d2^100 + (4 + 2a + 1a^2)d1^76d2^100 + (0 + 3a + 4a^2)d1^78d2^100 + (4 + 3a + 4a^2)d1^79d2^100 + (1 + 3a + 3a^2)d1^80d2^100 + (4 + 0a + 0a^2)d1^81d2^100 + (4 + 3a + 1a^2)d1^82d2^100 + (4 + 4a + 4a^2)d1^83d2^100 + (4 + 0a + 3a^2)d1^84d2^100 + (1 + 1a + 0a^2)d1^85d2^100 + (1 + 2a + 0a^2)d1^86d2^100 + (2 + 0a + 1a^2)d1^87d2^100 + (4 + 2a + 4a^2)d1^88d2^100 + (4 + 3a + 3a^2)d1^89d2^100 + (3 + 4a + 3a^2)d1^90d2^100 + (2 + 0a + 2a^2)d1^91d2^100 + (1 + 0a + 3a^2)d1^92d2^100 + (3 + 2a + 2a^2)d1^93d2^100 + (4 + 2a + 1a^2)d1^94d2^100 + (0 + 2a + 4a^2)d1^95d2^100 + (1 + 2a + 1a^2)d1^96d2^100 + (1 + 3a + 4a^2)d1^97d2^100 + (4 + 1a + 4a^2)d1^98d2^100 + (1 + 2a + 3a^2)d1^99d2^100 + (2 + 3a + 1a^2)d1^100d2^100 + (3 + 0a + 0a^2)d1^101d2^100 + (2 + 2a + 2a^2)d1^102d2^100 + (4 + 4a + 1a^2)d1^103d2^100 + (4 + 0a + 3a^2)d1^104d2^100 + (4 + 0a + 1a^2)d1^105d2^100 + (3 + 0a + 2a^2)d1^106d2^100 + (3 + 4a + 2a^2)d1^107d2^100 + (1 + 2a + 3a^2)d1^108d2^100 + (4 + 3a + 4a^2)d1^109d2^100 + (3 + 0a + 0a^2)d1^110d2^100 + (1 + 4a + 0a^2)d1^111d2^100 + (3 + 1a + 4a^2)d1^112d2^100 + (2 + 2a + 0a^2)d1^113d2^100 + (3 + 1a + 2a^2)d1^114d2^100 + (4 + 1a + 2a^2)d1^115d2^100 + (3 + 1a + 2a^2)d1^116d2^100 + (2 + 2a + 2a^2)d1^117d2^100 + (1 + 1a + 4a^2)d1^118d2^100 + (0 + 3a + 4a^2)d1^119d2^100 + (1 + 0a + 4a^2)d1^120d2^100 + (3 + 1a + 2a^2)d1^121d2^100 + (3 + 4a + 4a^2)d1^122d2^100 + (1 + 3a + 4a^2)d1^123d2^100 + (0 + 4a + 3a^2)d1^124d2^100 + (2 + 0a + 1a^2)d1^125d2^100 + (0 + 4a + 2a^2)d1^126d2^100 + (4 + 4a + 1a^2)d1^127d2^100 + (1 + 4a + 3a^2)d1^128d2^100 + (3 + 4a + 4a^2)d1^129d2^100 + (3 + 1a + 4a^2)d1^130d2^100 + (1 + 3a + 1a^2)d1^131d2^100 + (1 + 4a + 0a^2)d1^132d2^100 + (4 + 4a + 0a^2)d1^133d2^100 + (0 + 1a + 4a^2)d1^134d2^100 + (2 + 1a + 2a^2)d1^135d2^100 + (4 + 1a + 4a^2)d1^136d2^100 + (2 + 4a + 1a^2)d1^137d2^100 + (2 + 2a + 3a^2)d1^138d2^100 + (3 + 1a + 4a^2)d1^139d2^100 + (1 + 0a + 1a^2)d1^140d2^100 + (0 + 3a + 1a^2)d1^141d2^100 + (2 + 4a + 1a^2)d1^142d2^100 + (3 + 2a + 2a^2)d1^143d2^100 + (1 + 0a + 3a^2)d1^144d2^100 + (0 + 2a + 3a^2)d1^145d2^100 + (0 + 4a + 0a^2)d1^146d2^100 + (0 + 0a + 4a^2)d1^147d2^100 + (0 + 2a + 4a^2)d1^148d2^100 + (2 + 3a + 2a^2)d1^149d2^100 + (0 + 0a + 4a^2)d1^150d2^100 + (2 + 1a + 2a^2)d1^151d2^100 + (3 + 0a + 2a^2)d1^152d2^100 + (2 + 2a + 3a^2)d1^153d2^100 + (2 + 3a + 0a^2)d1^154d2^100 + (4 + 1a + 2a^2)d1^155d2^100 + (4 + 1a + 1a^2)d1^156d2^100 + (4 + 2a + 3a^2)d1^157d2^100 + (1 + 1a + 0a^2)d1^158d2^100 + (4 + 1a + 3a^2)d1^159d2^100 + (2 + 2a + 3a^2)d1^160d2^100 + (1 + 1a + 1a^2)d1^161d2^100 + (0 + 1a + 4a^2)d1^162d2^100 + (0 + 3a + 0a^2)d1^163d2^100 + (1 + 2a + 4a^2)d1^164d2^100 + (1 + 4a + 3a^2)d1^165d2^100 + (3 + 4a + 3a^2)d1^166d2^100 + (0 + 4a + 3a^2)d1^167d2^100 + (0 + 4a + 4a^2)d1^168d2^100 + (3 + 3a + 3a^2)d1^169d2^100 + (0 + 1a + 4a^2)d1^170d2^100 + (0 + 2a + 1a^2)d1^171d2^100 + (0 + 3a + 0a^2)d1^172d2^100 + (0 + 1a + 2a^2)d1^173d2^100 + (0 + 4a + 3a^2)d1^174d2^100 + (0 + 1a + 4a^2)d1^175d2^100 + (4 + 3a + 3a^2)d1^176d2^100 + (0 + 4a + 3a^2)d1^177d2^100 + (0 + 3a + 0a^2)d1^178d2^100 + (4 + 2a + 3a^2)d1^179d2^100 + (4 + 3a + 0a^2)d1^180d2^100 + (3 + 1a + 4a^2)d1^181d2^100 + (0 + 0a + 4a^2)d1^182d2^100 + (2 + 3a + 1a^2)d1^183d2^100 + (2 + 3a + 4a^2)d1^184d2^100 + (4 + 0a + 4a^2)d1^185d2^100 + (2 + 0a + 4a^2)d1^186d2^100 + (0 + 0a + 2a^2)d1^187d2^100 + (2 + 3a + 3a^2)d1^188d2^100 + (4 + 4a + 2a^2)d1^189d2^100 + (4 + 2a + 1a^2)d1^190d2^100 + (3 + 3a + 1a^2)d1^191d2^100 + (4 + 3a + 4a^2)d1^192d2^100 + (2 + 4a + 3a^2)d1^193d2^100 + (3 + 1a + 1a^2)d1^194d2^100 + (1 + 4a + 3a^2)d1^195d2^100 + (4 + 3a + 1a^2)d1^196d2^100 + (2 + 1a + 0a^2)d1^197d2^100 + (2 + 1a + 2a^2)d1^198d2^100 + (2 + 2a + 0a^2)d1^199d2^100 + (2 + 0a + 2a^2)d1^200d2^100 + (4 + 0a + 3a^2)d1^202d2^100 + (4 + 4a + 0a^2)d1^203d2^100 + (1 + 2a + 4a^2)d1^204d2^100 + (2 + 3a + 3a^2)d1^205d2^100 + (0 + 4a + 1a^2)d1^206d2^100 + (1 + 2a + 4a^2)d1^207d2^100 + (4 + 2a + 3a^2)d1^208d2^100 + (1 + 2a + 3a^2)d1^209d2^100 + (4 + 0a + 4a^2)d1^210d2^100 + (0 + 1a + 0a^2)d1^211d2^100 + (2 + 4a + 0a^2)d1^212d2^100 + (4 + 0a + 1a^2)d1^213d2^100 + (2 + 0a + 0a^2)d1^214d2^100 + (4 + 4a + 3a^2)d1^215d2^100 + (1 + 3a + 1a^2)d1^216d2^100 + (0 + 1a + 3a^2)d1^217d2^100 + (2 + 0a + 0a^2)d1^218d2^100 + (2 + 0a + 3a^2)d1^219d2^100 + (2 + 0a + 3a^2)d1^220d2^100 + (3 + 1a + 4a^2)d1^221d2^100 + (0 + 1a + 0a^2)d1^222d2^100 + (0 + 3a + 3a^2)d1^223d2^100 + (4 + 1a + 3a^2)d1^224d2^100 + (4 + 2a + 3a^2)d1^225d2^100 + (0 + 0a + 1a^2)d1^226d2^100 + (0 + 3a + 4a^2)d1^227d2^100 + (4 + 1a + 1a^2)d1^228d2^100 + (1 + 3a + 3a^2)d1^229d2^100 + (2 + 0a + 3a^2)d1^230d2^100 + (0 + 1a + 0a^2)d1^231d2^100 + (2 + 3a + 3a^2)d1^232d2^100 + (4 + 2a + 3a^2)d1^233d2^100 + (0 + 3a + 0a^2)d1^234d2^100 + (1 + 1a + 2a^2)d1^235d2^100 + (3 + 0a + 2a^2)d1^236d2^100 + (4 + 1a + 1a^2)d1^237d2^100 + (3 + 4a + 3a^2)d1^238d2^100 + (1 + 0a + 1a^2)d1^239d2^100 + (3 + 2a + 1a^2)d1^240d2^100 + (3 + 1a + 1a^2)d1^241d2^100 + (2 + 2a + 3a^2)d1^242d2^100 + (1 + 0a + 3a^2)d1^243d2^100 + (1 + 4a + 4a^2)d1^244d2^100 + (3 + 0a + 2a^2)d1^245d2^100 + (2 + 2a + 2a^2)d1^246d2^100 + (3 + 2a + 3a^2)d1^247d2^100 + (4 + 3a + 1a^2)d1^248d2^100 + (0 + 0a + 1a^2)d1^249d2^100 + (2 + 2a + 0a^2)d1^250d2^100 + (1 + 4a + 1a^2)d1^251d2^100 + (4 + 0a + 4a^2)d1^252d2^100 + (1 + 0a + 1a^2)d1^253d2^100 + (3 + 1a + 2a^2)d1^254d2^100 + (1 + 2a + 3a^2)d1^255d2^100 + (4 + 0a + 3a^2)d1^256d2^100 + (1 + 2a + 4a^2)d1^257d2^100 + (4 + 0a + 2a^2)d1^258d2^100 + (2 + 0a + 2a^2)d1^259d2^100 + (0 + 2a + 2a^2)d1^261d2^100 + (0 + 2a + 3a^2)d1^262d2^100 + (4 + 4a + 0a^2)d1^263d2^100 + (2 + 4a + 4a^2)d1^264d2^100 + (0 + 2a + 0a^2)d1^265d2^100 + (0 + 4a + 0a^2)d1^266d2^100 + (4 + 3a + 2a^2)d1^267d2^100 + (2 + 0a + 1a^2)d1^268d2^100 + (3 + 1a + 2a^2)d1^269d2^100 + (2 + 1a + 1a^2)d1^270d2^100 + (4 + 1a + 1a^2)d1^271d2^100 + (2 + 0a + 4a^2)d1^272d2^100 + (1 + 2a + 2a^2)d1^273d2^100 + (3 + 3a + 2a^2)d1^274d2^100 + (3 + 3a + 4a^2)d1^275d2^100 + (4 + 2a + 1a^2)d1^276d2^100 + (3 + 4a + 4a^2)d1^277d2^100 + (4 + 0a + 1a^2)d1^278d2^100 + (3 + 1a + 0a^2)d1^279d2^100 + (1 + 3a + 0a^2)d1^280d2^100 + (2 + 2a + 4a^2)d1^281d2^100 + (0 + 4a + 2a^2)d1^282d2^100 + (2 + 2a + 2a^2)d1^283d2^100 + (2 + 0a + 3a^2)d1^284d2^100 + (2 + 2a + 1a^2)d1^285d2^100 + (0 + 4a + 1a^2)d1^286d2^100 + (4 + 0a + 2a^2)d1^288d2^100 + (1 + 4a + 3a^2)d1^289d2^100 + (0 + 1a + 3a^2)d1^290d2^100 + (3 + 0a + 1a^2)d1^291d2^100 + (2 + 0a + 0a^2)d1^292d2^100 + (4 + 1a + 4a^2)d1^293d2^100 + (2 + 1a + 0a^2)d2^101 + (3 + 0a + 3a^2)d1^1d2^101 + (2 + 0a + 0a^2)d1^2d2^101 + (2 + 0a + 2a^2)d1^3d2^101 + (0 + 0a + 4a^2)d1^4d2^101 + (2 + 0a + 3a^2)d1^5d2^101 + (0 + 2a + 1a^2)d1^6d2^101 + (2 + 4a + 2a^2)d1^7d2^101 + (0 + 4a + 4a^2)d1^8d2^101 + (2 + 1a + 2a^2)d1^9d2^101 + (1 + 0a + 1a^2)d1^10d2^101 + (0 + 1a + 4a^2)d1^11d2^101 + (2 + 3a + 2a^2)d1^12d2^101 + (1 + 0a + 3a^2)d1^13d2^101 + (2 + 0a + 4a^2)d1^14d2^101 + (2 + 4a + 2a^2)d1^15d2^101 + (1 + 0a + 0a^2)d1^16d2^101 + (3 + 2a + 1a^2)d1^17d2^101 + (4 + 4a + 4a^2)d1^18d2^101 + (3 + 3a + 0a^2)d1^19d2^101 + (1 + 4a + 1a^2)d1^20d2^101 + (0 + 2a + 2a^2)d1^21d2^101 + (0 + 3a + 2a^2)d1^22d2^101 + (4 + 3a + 1a^2)d1^23d2^101 + (2 + 4a + 0a^2)d1^24d2^101 + (3 + 0a + 4a^2)d1^25d2^101 + (1 + 0a + 3a^2)d1^26d2^101 + (4 + 3a + 0a^2)d1^27d2^101 + (4 + 4a + 3a^2)d1^28d2^101 + (2 + 3a + 1a^2)d1^29d2^101 + (4 + 1a + 2a^2)d1^30d2^101 + (0 + 4a + 2a^2)d1^31d2^101 + (0 + 1a + 1a^2)d1^32d2^101 + (1 + 0a + 1a^2)d1^33d2^101 + (3 + 3a + 2a^2)d1^34d2^101 + (3 + 1a + 1a^2)d1^35d2^101 + (0 + 4a + 2a^2)d1^36d2^101 + (3 + 3a + 2a^2)d1^37d2^101 + (4 + 4a + 0a^2)d1^38d2^101 + (0 + 3a + 3a^2)d1^39d2^101 + (4 + 3a + 1a^2)d1^40d2^101 + (3 + 0a + 0a^2)d1^41d2^101 + (2 + 2a + 0a^2)d1^42d2^101 + (3 + 4a + 4a^2)d1^43d2^101 + (1 + 1a + 2a^2)d1^44d2^101 + (1 + 4a + 1a^2)d1^45d2^101 + (4 + 4a + 3a^2)d1^46d2^101 + (1 + 2a + 4a^2)d1^47d2^101 + (0 + 1a + 1a^2)d1^48d2^101 + (3 + 0a + 3a^2)d1^49d2^101 + (2 + 4a + 1a^2)d1^50d2^101 + (1 + 2a + 2a^2)d1^51d2^101 + (2 + 0a + 2a^2)d1^52d2^101 + (0 + 2a + 2a^2)d1^53d2^101 + (3 + 2a + 0a^2)d1^54d2^101 + (2 + 2a + 3a^2)d1^55d2^101 + (1 + 0a + 3a^2)d1^56d2^101 + (1 + 1a + 2a^2)d1^57d2^101 + (3 + 2a + 0a^2)d1^58d2^101 + (0 + 3a + 0a^2)d1^60d2^101 + (2 + 4a + 1a^2)d1^61d2^101 + (4 + 1a + 0a^2)d1^62d2^101 + (4 + 3a + 2a^2)d1^63d2^101 + (3 + 0a + 4a^2)d1^64d2^101 + (3 + 0a + 3a^2)d1^65d2^101 + (3 + 3a + 3a^2)d1^66d2^101 + (0 + 0a + 2a^2)d1^67d2^101 + (3 + 1a + 2a^2)d1^68d2^101 + (2 + 3a + 2a^2)d1^69d2^101 + (1 + 4a + 3a^2)d1^70d2^101 + (1 + 3a + 2a^2)d1^71d2^101 + (3 + 2a + 3a^2)d1^72d2^101 + (1 + 0a + 3a^2)d1^73d2^101 + (2 + 4a + 2a^2)d1^74d2^101 + (3 + 0a + 0a^2)d1^75d2^101 + (1 + 0a + 1a^2)d1^76d2^101 + (0 + 0a + 3a^2)d1^77d2^101 + (0 + 1a + 2a^2)d1^78d2^101 + (4 + 2a + 1a^2)d1^79d2^101 + (4 + 4a + 4a^2)d1^80d2^101 + (2 + 2a + 0a^2)d1^81d2^101 + (4 + 2a + 4a^2)d1^82d2^101 + (4 + 4a + 0a^2)d1^83d2^101 + (4 + 1a + 4a^2)d1^84d2^101 + (0 + 3a + 4a^2)d1^85d2^101 + (2 + 1a + 1a^2)d1^86d2^101 + (0 + 3a + 2a^2)d1^87d2^101 + (2 + 0a + 0a^2)d1^88d2^101 + (4 + 1a + 2a^2)d1^89d2^101 + (4 + 1a + 1a^2)d1^90d2^101 + (1 + 4a + 0a^2)d1^91d2^101 + (2 + 1a + 4a^2)d1^92d2^101 + (3 + 3a + 3a^2)d1^93d2^101 + (4 + 1a + 4a^2)d1^94d2^101 + (1 + 2a + 4a^2)d1^95d2^101 + (1 + 4a + 2a^2)d1^96d2^101 + (4 + 2a + 2a^2)d1^97d2^101 + (3 + 0a + 3a^2)d1^98d2^101 + (0 + 4a + 2a^2)d1^99d2^101 + (3 + 4a + 4a^2)d1^100d2^101 + (4 + 2a + 3a^2)d1^101d2^101 + (3 + 3a + 4a^2)d1^102d2^101 + (4 + 0a + 0a^2)d1^103d2^101 + (0 + 0a + 2a^2)d1^104d2^101 + (4 + 1a + 0a^2)d1^105d2^101 + (2 + 1a + 0a^2)d1^106d2^101 + (2 + 4a + 3a^2)d1^107d2^101 + (0 + 1a + 3a^2)d1^108d2^101 + (2 + 2a + 0a^2)d1^109d2^101 + (3 + 4a + 0a^2)d1^110d2^101 + (2 + 3a + 1a^2)d1^111d2^101 + (1 + 0a + 1a^2)d1^112d2^101 + (2 + 0a + 1a^2)d1^113d2^101 + (3 + 3a + 0a^2)d1^114d2^101 + (3 + 4a + 4a^2)d1^115d2^101 + (3 + 2a + 4a^2)d1^116d2^101 + (0 + 2a + 4a^2)d1^117d2^101 + (0 + 2a + 1a^2)d1^118d2^101 + (3 + 2a + 0a^2)d1^119d2^101 + (1 + 2a + 3a^2)d1^120d2^101 + (3 + 1a + 0a^2)d1^121d2^101 + (0 + 2a + 3a^2)d1^122d2^101 + (0 + 1a + 4a^2)d1^123d2^101 + (0 + 4a + 2a^2)d1^124d2^101 + (4 + 2a + 3a^2)d1^125d2^101 + (2 + 2a + 4a^2)d1^126d2^101 + (3 + 3a + 2a^2)d1^127d2^101 + (4 + 2a + 4a^2)d1^128d2^101 + (2 + 1a + 4a^2)d1^129d2^101 + (2 + 1a + 2a^2)d1^130d2^101 + (4 + 2a + 0a^2)d1^131d2^101 + (0 + 1a + 4a^2)d1^132d2^101 + (0 + 1a + 0a^2)d1^133d2^101 + (2 + 1a + 3a^2)d1^134d2^101 + (4 + 4a + 4a^2)d1^135d2^101 + (0 + 1a + 2a^2)d1^136d2^101 + (3 + 2a + 0a^2)d1^137d2^101 + (4 + 3a + 3a^2)d1^138d2^101 + (2 + 2a + 4a^2)d1^139d2^101 + (2 + 0a + 1a^2)d1^140d2^101 + (2 + 3a + 2a^2)d1^141d2^101 + (4 + 3a + 3a^2)d1^142d2^101 + (1 + 1a + 1a^2)d1^143d2^101 + (2 + 1a + 0a^2)d1^144d2^101 + (1 + 3a + 3a^2)d1^145d2^101 + (2 + 4a + 1a^2)d1^146d2^101 + (0 + 2a + 0a^2)d1^147d2^101 + (0 + 4a + 1a^2)d1^148d2^101 + (3 + 2a + 0a^2)d1^149d2^101 + (4 + 4a + 1a^2)d1^150d2^101 + (0 + 1a + 0a^2)d1^151d2^101 + (4 + 0a + 4a^2)d1^152d2^101 + (3 + 3a + 4a^2)d1^153d2^101 + (2 + 4a + 0a^2)d1^154d2^101 + (3 + 3a + 2a^2)d1^155d2^101 + (1 + 2a + 4a^2)d1^156d2^101 + (4 + 3a + 0a^2)d1^157d2^101 + (1 + 4a + 1a^2)d1^158d2^101 + (0 + 4a + 0a^2)d1^159d2^101 + (3 + 3a + 0a^2)d1^160d2^101 + (4 + 3a + 3a^2)d1^161d2^101 + (0 + 3a + 1a^2)d1^162d2^101 + (1 + 0a + 2a^2)d1^163d2^101 + (0 + 3a + 1a^2)d1^164d2^101 + (4 + 1a + 4a^2)d1^165d2^101 + (0 + 2a + 1a^2)d1^166d2^101 + (3 + 1a + 1a^2)d1^167d2^101 + (3 + 3a + 1a^2)d1^168d2^101 + (1 + 0a + 1a^2)d1^169d2^101 + (1 + 0a + 4a^2)d1^170d2^101 + (0 + 1a + 0a^2)d1^171d2^101 + (1 + 0a + 0a^2)d1^172d2^101 + (4 + 3a + 2a^2)d1^173d2^101 + (1 + 4a + 0a^2)d1^174d2^101 + (3 + 3a + 1a^2)d1^175d2^101 + (1 + 0a + 0a^2)d1^176d2^101 + (3 + 3a + 3a^2)d1^177d2^101 + (3 + 1a + 3a^2)d1^178d2^101 + (0 + 1a + 3a^2)d1^179d2^101 + (1 + 3a + 1a^2)d1^180d2^101 + (1 + 4a + 2a^2)d1^181d2^101 + (0 + 1a + 2a^2)d1^182d2^101 + (0 + 2a + 1a^2)d1^183d2^101 + (3 + 3a + 2a^2)d1^184d2^101 + (2 + 3a + 2a^2)d1^185d2^101 + (2 + 1a + 3a^2)d1^186d2^101 + (1 + 0a + 4a^2)d1^187d2^101 + (4 + 1a + 4a^2)d1^188d2^101 + (0 + 3a + 3a^2)d1^189d2^101 + (3 + 2a + 4a^2)d1^190d2^101 + (3 + 1a + 3a^2)d1^191d2^101 + (2 + 0a + 1a^2)d1^192d2^101 + (4 + 2a + 0a^2)d1^193d2^101 + (1 + 1a + 3a^2)d1^194d2^101 + (1 + 2a + 1a^2)d1^195d2^101 + (2 + 2a + 0a^2)d1^196d2^101 + (4 + 2a + 3a^2)d1^197d2^101 + (3 + 4a + 4a^2)d1^198d2^101 + (3 + 3a + 3a^2)d1^199d2^101 + (4 + 4a + 2a^2)d1^200d2^101 + (4 + 2a + 2a^2)d1^201d2^101 + (1 + 0a + 1a^2)d1^202d2^101 + (3 + 1a + 2a^2)d1^203d2^101 + (2 + 3a + 1a^2)d1^204d2^101 + (3 + 3a + 1a^2)d1^206d2^101 + (3 + 0a + 2a^2)d1^207d2^101 + (1 + 3a + 0a^2)d1^208d2^101 + (4 + 0a + 0a^2)d1^209d2^101 + (1 + 4a + 0a^2)d1^210d2^101 + (0 + 4a + 0a^2)d1^211d2^101 + (1 + 1a + 1a^2)d1^212d2^101 + (0 + 2a + 2a^2)d1^213d2^101 + (4 + 1a + 3a^2)d1^214d2^101 + (4 + 3a + 1a^2)d1^215d2^101 + (4 + 3a + 1a^2)d1^216d2^101 + (2 + 1a + 0a^2)d1^217d2^101 + (3 + 1a + 1a^2)d1^218d2^101 + (0 + 2a + 4a^2)d1^219d2^101 + (1 + 3a + 1a^2)d1^220d2^101 + (2 + 1a + 2a^2)d1^221d2^101 + (1 + 1a + 3a^2)d1^222d2^101 + (4 + 2a + 4a^2)d1^223d2^101 + (3 + 4a + 2a^2)d1^224d2^101 + (4 + 1a + 4a^2)d1^225d2^101 + (1 + 1a + 0a^2)d1^226d2^101 + (4 + 0a + 1a^2)d1^227d2^101 + (2 + 2a + 1a^2)d1^228d2^101 + (0 + 3a + 0a^2)d1^229d2^101 + (2 + 0a + 1a^2)d1^230d2^101 + (1 + 4a + 2a^2)d1^231d2^101 + (0 + 4a + 3a^2)d1^232d2^101 + (1 + 1a + 2a^2)d1^233d2^101 + (1 + 3a + 0a^2)d1^234d2^101 + (3 + 3a + 1a^2)d1^235d2^101 + (3 + 4a + 1a^2)d1^236d2^101 + (4 + 2a + 4a^2)d1^237d2^101 + (0 + 4a + 0a^2)d1^238d2^101 + (3 + 4a + 0a^2)d1^239d2^101 + (1 + 2a + 2a^2)d1^240d2^101 + (4 + 0a + 2a^2)d1^241d2^101 + (0 + 4a + 3a^2)d1^242d2^101 + (3 + 2a + 1a^2)d1^243d2^101 + (4 + 4a + 4a^2)d1^244d2^101 + (0 + 2a + 2a^2)d1^245d2^101 + (4 + 3a + 3a^2)d1^246d2^101 + (2 + 2a + 2a^2)d1^247d2^101 + (4 + 3a + 3a^2)d1^248d2^101 + (2 + 0a + 4a^2)d1^249d2^101 + (4 + 2a + 3a^2)d1^250d2^101 + (2 + 2a + 2a^2)d1^251d2^101 + (0 + 2a + 2a^2)d1^252d2^101 + (2 + 2a + 3a^2)d1^253d2^101 + (3 + 3a + 3a^2)d1^254d2^101 + (0 + 2a + 4a^2)d1^255d2^101 + (4 + 3a + 1a^2)d1^256d2^101 + (1 + 2a + 2a^2)d1^257d2^101 + (1 + 0a + 3a^2)d1^258d2^101 + (4 + 4a + 1a^2)d1^259d2^101 + (0 + 3a + 1a^2)d1^260d2^101 + (3 + 1a + 0a^2)d1^261d2^101 + (3 + 0a + 0a^2)d1^262d2^101 + (2 + 4a + 1a^2)d1^263d2^101 + (1 + 4a + 2a^2)d1^264d2^101 + (1 + 4a + 2a^2)d1^265d2^101 + (3 + 1a + 2a^2)d1^266d2^101 + (4 + 4a + 3a^2)d1^267d2^101 + (4 + 3a + 0a^2)d1^268d2^101 + (4 + 3a + 3a^2)d1^269d2^101 + (1 + 4a + 3a^2)d1^270d2^101 + (0 + 1a + 4a^2)d1^271d2^101 + (0 + 3a + 0a^2)d1^272d2^101 + (4 + 2a + 0a^2)d1^273d2^101 + (1 + 1a + 2a^2)d1^274d2^101 + (3 + 3a + 3a^2)d1^275d2^101 + (1 + 4a + 4a^2)d1^276d2^101 + (2 + 2a + 2a^2)d1^277d2^101 + (3 + 0a + 4a^2)d1^278d2^101 + (1 + 2a + 3a^2)d1^279d2^101 + (4 + 1a + 2a^2)d1^280d2^101 + (3 + 2a + 3a^2)d1^282d2^101 + (2 + 0a + 0a^2)d1^283d2^101 + (1 + 0a + 3a^2)d1^284d2^101 + (1 + 0a + 4a^2)d1^285d2^101 + (4 + 1a + 2a^2)d1^286d2^101 + (1 + 4a + 2a^2)d1^287d2^101 + (3 + 3a + 3a^2)d1^288d2^101 + (1 + 2a + 4a^2)d1^289d2^101 + (0 + 0a + 3a^2)d1^290d2^101 + (1 + 1a + 0a^2)d1^291d2^101 + (3 + 2a + 0a^2)d1^292d2^101 + (4 + 4a + 2a^2)d1^293d2^101 + (2 + 0a + 1a^2)d2^102 + (1 + 1a + 4a^2)d1^1d2^102 + (2 + 1a + 0a^2)d1^2d2^102 + (0 + 3a + 3a^2)d1^3d2^102 + (0 + 1a + 1a^2)d1^4d2^102 + (1 + 3a + 4a^2)d1^5d2^102 + (0 + 3a + 2a^2)d1^6d2^102 + (3 + 2a + 2a^2)d1^7d2^102 + (4 + 0a + 4a^2)d1^8d2^102 + (0 + 3a + 1a^2)d1^9d2^102 + (4 + 3a + 0a^2)d1^10d2^102 + (2 + 0a + 1a^2)d1^11d2^102 + (0 + 0a + 1a^2)d1^12d2^102 + (1 + 2a + 4a^2)d1^13d2^102 + (4 + 2a + 3a^2)d1^14d2^102 + (1 + 3a + 1a^2)d1^15d2^102 + (1 + 4a + 0a^2)d1^16d2^102 + (4 + 3a + 2a^2)d1^17d2^102 + (1 + 3a + 1a^2)d1^18d2^102 + (4 + 0a + 1a^2)d1^19d2^102 + (2 + 0a + 4a^2)d1^20d2^102 + (3 + 1a + 2a^2)d1^21d2^102 + (4 + 1a + 2a^2)d1^23d2^102 + (0 + 4a + 3a^2)d1^24d2^102 + (0 + 1a + 0a^2)d1^25d2^102 + (2 + 3a + 0a^2)d1^26d2^102 + (3 + 0a + 1a^2)d1^27d2^102 + (3 + 2a + 3a^2)d1^28d2^102 + (4 + 2a + 1a^2)d1^29d2^102 + (3 + 3a + 4a^2)d1^31d2^102 + (4 + 0a + 0a^2)d1^32d2^102 + (4 + 3a + 3a^2)d1^33d2^102 + (1 + 4a + 2a^2)d1^34d2^102 + (1 + 3a + 1a^2)d1^35d2^102 + (2 + 4a + 3a^2)d1^36d2^102 + (2 + 4a + 1a^2)d1^37d2^102 + (1 + 4a + 2a^2)d1^38d2^102 + (3 + 2a + 0a^2)d1^39d2^102 + (4 + 2a + 1a^2)d1^40d2^102 + (3 + 4a + 2a^2)d1^41d2^102 + (3 + 2a + 3a^2)d1^42d2^102 + (4 + 4a + 4a^2)d1^43d2^102 + (1 + 3a + 1a^2)d1^44d2^102 + (0 + 1a + 4a^2)d1^45d2^102 + (2 + 4a + 4a^2)d1^46d2^102 + (0 + 1a + 3a^2)d1^47d2^102 + (0 + 3a + 2a^2)d1^48d2^102 + (0 + 4a + 4a^2)d1^49d2^102 + (4 + 3a + 2a^2)d1^50d2^102 + (3 + 1a + 0a^2)d1^51d2^102 + (1 + 3a + 2a^2)d1^52d2^102 + (1 + 1a + 3a^2)d1^53d2^102 + (0 + 1a + 1a^2)d1^54d2^102 + (3 + 4a + 0a^2)d1^55d2^102 + (2 + 2a + 3a^2)d1^56d2^102 + (0 + 2a + 4a^2)d1^57d2^102 + (1 + 0a + 1a^2)d1^58d2^102 + (1 + 1a + 2a^2)d1^59d2^102 + (0 + 2a + 1a^2)d1^60d2^102 + (2 + 0a + 4a^2)d1^61d2^102 + (4 + 0a + 0a^2)d1^62d2^102 + (2 + 3a + 3a^2)d1^63d2^102 + (4 + 1a + 3a^2)d1^64d2^102 + (1 + 3a + 1a^2)d1^65d2^102 + (1 + 2a + 1a^2)d1^66d2^102 + (1 + 1a + 3a^2)d1^67d2^102 + (3 + 2a + 0a^2)d1^68d2^102 + (4 + 1a + 4a^2)d1^69d2^102 + (3 + 2a + 0a^2)d1^70d2^102 + (4 + 1a + 4a^2)d1^71d2^102 + (3 + 3a + 4a^2)d1^72d2^102 + (1 + 3a + 1a^2)d1^73d2^102 + (4 + 0a + 2a^2)d1^74d2^102 + (2 + 0a + 2a^2)d1^75d2^102 + (1 + 2a + 4a^2)d1^76d2^102 + (1 + 4a + 0a^2)d1^77d2^102 + (2 + 1a + 3a^2)d1^78d2^102 + (1 + 2a + 2a^2)d1^79d2^102 + (2 + 0a + 1a^2)d1^80d2^102 + (4 + 0a + 2a^2)d1^81d2^102 + (0 + 3a + 1a^2)d1^82d2^102 + (0 + 3a + 2a^2)d1^83d2^102 + (3 + 1a + 2a^2)d1^84d2^102 + (4 + 3a + 3a^2)d1^85d2^102 + (3 + 1a + 3a^2)d1^86d2^102 + (2 + 2a + 3a^2)d1^87d2^102 + (3 + 3a + 0a^2)d1^88d2^102 + (0 + 3a + 4a^2)d1^89d2^102 + (4 + 4a + 3a^2)d1^90d2^102 + (3 + 3a + 2a^2)d1^91d2^102 + (1 + 4a + 2a^2)d1^92d2^102 + (1 + 0a + 0a^2)d1^93d2^102 + (2 + 3a + 3a^2)d1^94d2^102 + (1 + 0a + 3a^2)d1^95d2^102 + (3 + 0a + 0a^2)d1^96d2^102 + (4 + 4a + 4a^2)d1^97d2^102 + (3 + 4a + 4a^2)d1^98d2^102 + (4 + 1a + 0a^2)d1^99d2^102 + (3 + 1a + 0a^2)d1^100d2^102 + (3 + 2a + 2a^2)d1^101d2^102 + (4 + 0a + 4a^2)d1^102d2^102 + (4 + 4a + 2a^2)d1^103d2^102 + (4 + 3a + 2a^2)d1^104d2^102 + (3 + 1a + 0a^2)d1^105d2^102 + (3 + 1a + 3a^2)d1^106d2^102 + (3 + 2a + 3a^2)d1^107d2^102 + (0 + 1a + 3a^2)d1^108d2^102 + (1 + 3a + 0a^2)d1^109d2^102 + (4 + 2a + 4a^2)d1^110d2^102 + (4 + 2a + 1a^2)d1^111d2^102 + (0 + 0a + 2a^2)d1^112d2^102 + (2 + 2a + 4a^2)d1^113d2^102 + (1 + 1a + 3a^2)d1^114d2^102 + (1 + 2a + 2a^2)d1^115d2^102 + (1 + 0a + 4a^2)d1^116d2^102 + (4 + 4a + 2a^2)d1^117d2^102 + (2 + 0a + 0a^2)d1^118d2^102 + (4 + 0a + 3a^2)d1^119d2^102 + (3 + 1a + 1a^2)d1^120d2^102 + (2 + 0a + 2a^2)d1^121d2^102 + (3 + 1a + 0a^2)d1^122d2^102 + (4 + 4a + 3a^2)d1^123d2^102 + (2 + 3a + 2a^2)d1^124d2^102 + (4 + 2a + 1a^2)d1^125d2^102 + (2 + 2a + 1a^2)d1^126d2^102 + (1 + 1a + 3a^2)d1^127d2^102 + (3 + 4a + 3a^2)d1^128d2^102 + (3 + 3a + 2a^2)d1^129d2^102 + (2 + 0a + 3a^2)d1^130d2^102 + (3 + 2a + 0a^2)d1^131d2^102 + (3 + 4a + 0a^2)d1^132d2^102 + (0 + 1a + 0a^2)d1^133d2^102 + (2 + 0a + 4a^2)d1^134d2^102 + (1 + 4a + 0a^2)d1^135d2^102 + (1 + 1a + 1a^2)d1^136d2^102 + (4 + 4a + 2a^2)d1^137d2^102 + (2 + 0a + 3a^2)d1^138d2^102 + (3 + 1a + 2a^2)d1^139d2^102 + (2 + 0a + 2a^2)d1^140d2^102 + (1 + 3a + 2a^2)d1^141d2^102 + (4 + 4a + 2a^2)d1^142d2^102 + (2 + 4a + 2a^2)d1^143d2^102 + (4 + 2a + 3a^2)d1^144d2^102 + (1 + 4a + 3a^2)d1^145d2^102 + (0 + 3a + 3a^2)d1^146d2^102 + (2 + 2a + 2a^2)d1^147d2^102 + (0 + 4a + 2a^2)d1^148d2^102 + (3 + 1a + 2a^2)d1^149d2^102 + (2 + 4a + 3a^2)d1^150d2^102 + (0 + 4a + 4a^2)d1^151d2^102 + (1 + 3a + 2a^2)d1^152d2^102 + (1 + 2a + 3a^2)d1^153d2^102 + (3 + 3a + 0a^2)d1^154d2^102 + (0 + 2a + 3a^2)d1^155d2^102 + (1 + 4a + 2a^2)d1^156d2^102 + (2 + 0a + 3a^2)d1^157d2^102 + (3 + 0a + 1a^2)d1^158d2^102 + (1 + 3a + 1a^2)d1^159d2^102 + (1 + 2a + 3a^2)d1^160d2^102 + (3 + 1a + 2a^2)d1^161d2^102 + (4 + 4a + 1a^2)d1^162d2^102 + (4 + 3a + 3a^2)d1^163d2^102 + (1 + 0a + 1a^2)d1^164d2^102 + (4 + 4a + 0a^2)d1^165d2^102 + (3 + 3a + 0a^2)d1^166d2^102 + (1 + 0a + 4a^2)d1^167d2^102 + (4 + 1a + 0a^2)d1^168d2^102 + (0 + 4a + 2a^2)d1^169d2^102 + (4 + 3a + 1a^2)d1^170d2^102 + (2 + 2a + 4a^2)d1^171d2^102 + (4 + 3a + 2a^2)d1^172d2^102 + (4 + 3a + 1a^2)d1^173d2^102 + (3 + 4a + 0a^2)d1^174d2^102 + (4 + 4a + 1a^2)d1^175d2^102 + (0 + 1a + 0a^2)d1^176d2^102 + (3 + 4a + 1a^2)d1^177d2^102 + (0 + 4a + 1a^2)d1^178d2^102 + (4 + 0a + 1a^2)d1^179d2^102 + (2 + 3a + 0a^2)d1^180d2^102 + (3 + 3a + 2a^2)d1^181d2^102 + (0 + 2a + 3a^2)d1^182d2^102 + (1 + 0a + 1a^2)d1^183d2^102 + (2 + 2a + 0a^2)d1^184d2^102 + (1 + 0a + 0a^2)d1^185d2^102 + (0 + 1a + 2a^2)d1^186d2^102 + (1 + 1a + 3a^2)d1^187d2^102 + (1 + 3a + 1a^2)d1^188d2^102 + (4 + 4a + 4a^2)d1^189d2^102 + (1 + 0a + 3a^2)d1^190d2^102 + (1 + 4a + 0a^2)d1^191d2^102 + (1 + 3a + 1a^2)d1^192d2^102 + (1 + 0a + 4a^2)d1^193d2^102 + (0 + 0a + 2a^2)d1^194d2^102 + (1 + 0a + 4a^2)d1^195d2^102 + (1 + 0a + 0a^2)d1^196d2^102 + (4 + 0a + 1a^2)d1^197d2^102 + (4 + 4a + 0a^2)d1^198d2^102 + (2 + 0a + 2a^2)d1^199d2^102 + (1 + 4a + 0a^2)d1^200d2^102 + (4 + 2a + 4a^2)d1^201d2^102 + (2 + 2a + 3a^2)d1^202d2^102 + (2 + 4a + 0a^2)d1^203d2^102 + (0 + 2a + 2a^2)d1^204d2^102 + (1 + 4a + 4a^2)d1^205d2^102 + (3 + 1a + 2a^2)d1^206d2^102 + (1 + 1a + 1a^2)d1^207d2^102 + (0 + 4a + 1a^2)d1^208d2^102 + (2 + 4a + 4a^2)d1^209d2^102 + (3 + 3a + 2a^2)d1^210d2^102 + (2 + 1a + 2a^2)d1^211d2^102 + (3 + 1a + 3a^2)d1^212d2^102 + (1 + 0a + 3a^2)d1^213d2^102 + (1 + 1a + 1a^2)d1^214d2^102 + (3 + 4a + 4a^2)d1^215d2^102 + (0 + 1a + 1a^2)d1^216d2^102 + (2 + 4a + 0a^2)d1^217d2^102 + (2 + 0a + 3a^2)d1^218d2^102 + (0 + 2a + 1a^2)d1^219d2^102 + (0 + 1a + 4a^2)d1^220d2^102 + (3 + 2a + 0a^2)d1^221d2^102 + (4 + 0a + 2a^2)d1^222d2^102 + (0 + 0a + 1a^2)d1^223d2^102 + (2 + 3a + 3a^2)d1^224d2^102 + (3 + 3a + 1a^2)d1^225d2^102 + (4 + 2a + 0a^2)d1^226d2^102 + (3 + 0a + 1a^2)d1^227d2^102 + (3 + 1a + 3a^2)d1^228d2^102 + (4 + 1a + 4a^2)d1^229d2^102 + (2 + 3a + 2a^2)d1^230d2^102 + (3 + 3a + 2a^2)d1^231d2^102 + (1 + 4a + 1a^2)d1^232d2^102 + (3 + 3a + 3a^2)d1^233d2^102 + (0 + 3a + 3a^2)d1^234d2^102 + (2 + 2a + 3a^2)d1^235d2^102 + (0 + 3a + 4a^2)d1^236d2^102 + (2 + 3a + 0a^2)d1^238d2^102 + (2 + 2a + 0a^2)d1^239d2^102 + (1 + 1a + 2a^2)d1^240d2^102 + (2 + 2a + 3a^2)d1^241d2^102 + (4 + 4a + 3a^2)d1^242d2^102 + (0 + 1a + 0a^2)d1^243d2^102 + (1 + 2a + 4a^2)d1^244d2^102 + (3 + 0a + 2a^2)d1^245d2^102 + (4 + 1a + 2a^2)d1^246d2^102 + (3 + 0a + 1a^2)d1^247d2^102 + (0 + 2a + 2a^2)d1^248d2^102 + (1 + 4a + 3a^2)d1^249d2^102 + (2 + 3a + 2a^2)d1^250d2^102 + (4 + 1a + 3a^2)d1^251d2^102 + (2 + 3a + 0a^2)d1^252d2^102 + (1 + 4a + 2a^2)d1^253d2^102 + (3 + 1a + 2a^2)d1^254d2^102 + (3 + 3a + 1a^2)d1^255d2^102 + (0 + 0a + 2a^2)d1^256d2^102 + (2 + 0a + 3a^2)d1^257d2^102 + (1 + 3a + 0a^2)d1^258d2^102 + (0 + 2a + 0a^2)d1^259d2^102 + (2 + 0a + 3a^2)d1^260d2^102 + (0 + 4a + 2a^2)d1^261d2^102 + (0 + 4a + 1a^2)d1^262d2^102 + (2 + 3a + 0a^2)d1^263d2^102 + (0 + 1a + 0a^2)d1^264d2^102 + (1 + 4a + 4a^2)d1^265d2^102 + (3 + 4a + 2a^2)d1^266d2^102 + (1 + 3a + 3a^2)d1^267d2^102 + (0 + 3a + 4a^2)d1^268d2^102 + (3 + 0a + 4a^2)d1^269d2^102 + (4 + 3a + 3a^2)d1^270d2^102 + (4 + 4a + 3a^2)d1^271d2^102 + (0 + 3a + 4a^2)d1^272d2^102 + (1 + 4a + 0a^2)d1^273d2^102 + (1 + 2a + 2a^2)d1^274d2^102 + (4 + 4a + 4a^2)d1^275d2^102 + (0 + 4a + 4a^2)d1^276d2^102 + (2 + 0a + 0a^2)d1^277d2^102 + (1 + 3a + 1a^2)d1^278d2^102 + (0 + 4a + 3a^2)d1^279d2^102 + (2 + 4a + 2a^2)d1^280d2^102 + (2 + 0a + 3a^2)d1^281d2^102 + (3 + 2a + 0a^2)d1^282d2^102 + (4 + 1a + 2a^2)d1^283d2^102 + (0 + 3a + 0a^2)d1^284d2^102 + (0 + 0a + 2a^2)d1^285d2^102 + (1 + 0a + 2a^2)d1^286d2^102 + (4 + 0a + 3a^2)d1^287d2^102 + (1 + 2a + 2a^2)d1^288d2^102 + (4 + 4a + 3a^2)d1^289d2^102 + (2 + 2a + 0a^2)d1^290d2^102 + (2 + 0a + 0a^2)d1^291d2^102 + (4 + 4a + 4a^2)d1^292d2^102 + (4 + 0a + 0a^2)d1^293d2^102 + (4 + 1a + 1a^2)d2^103 + (4 + 4a + 0a^2)d1^1d2^103 + (2 + 0a + 2a^2)d1^2d2^103 + (0 + 2a + 0a^2)d1^3d2^103 + (1 + 3a + 2a^2)d1^4d2^103 + (2 + 3a + 0a^2)d1^5d2^103 + (2 + 0a + 3a^2)d1^6d2^103 + (1 + 2a + 3a^2)d1^8d2^103 + (4 + 1a + 2a^2)d1^9d2^103 + (3 + 4a + 1a^2)d1^10d2^103 + (1 + 2a + 0a^2)d1^11d2^103 + (3 + 4a + 4a^2)d1^12d2^103 + (4 + 3a + 1a^2)d1^13d2^103 + (1 + 0a + 0a^2)d1^14d2^103 + (4 + 2a + 2a^2)d1^15d2^103 + (1 + 2a + 3a^2)d1^16d2^103 + (0 + 3a + 1a^2)d1^17d2^103 + (2 + 1a + 3a^2)d1^18d2^103 + (0 + 2a + 4a^2)d1^19d2^103 + (4 + 4a + 1a^2)d1^20d2^103 + (3 + 3a + 1a^2)d1^21d2^103 + (4 + 2a + 0a^2)d1^22d2^103 + (3 + 1a + 2a^2)d1^23d2^103 + (3 + 4a + 3a^2)d1^24d2^103 + (3 + 4a + 4a^2)d1^25d2^103 + (0 + 3a + 0a^2)d1^26d2^103 + (4 + 3a + 4a^2)d1^27d2^103 + (4 + 4a + 4a^2)d1^28d2^103 + (2 + 4a + 4a^2)d1^29d2^103 + (2 + 4a + 0a^2)d1^30d2^103 + (2 + 4a + 0a^2)d1^31d2^103 + (4 + 4a + 2a^2)d1^32d2^103 + (4 + 2a + 2a^2)d1^33d2^103 + (0 + 1a + 1a^2)d1^34d2^103 + (0 + 1a + 2a^2)d1^36d2^103 + (0 + 1a + 2a^2)d1^37d2^103 + (2 + 2a + 1a^2)d1^38d2^103 + (1 + 0a + 1a^2)d1^39d2^103 + (4 + 2a + 0a^2)d1^40d2^103 + (0 + 1a + 1a^2)d1^41d2^103 + (1 + 2a + 3a^2)d1^42d2^103 + (0 + 3a + 4a^2)d1^43d2^103 + (1 + 3a + 3a^2)d1^44d2^103 + (4 + 4a + 3a^2)d1^45d2^103 + (2 + 3a + 2a^2)d1^46d2^103 + (1 + 4a + 4a^2)d1^47d2^103 + (3 + 4a + 0a^2)d1^48d2^103 + (4 + 3a + 1a^2)d1^49d2^103 + (4 + 2a + 1a^2)d1^50d2^103 + (3 + 4a + 1a^2)d1^51d2^103 + (3 + 3a + 0a^2)d1^52d2^103 + (0 + 3a + 3a^2)d1^53d2^103 + (4 + 0a + 4a^2)d1^54d2^103 + (0 + 0a + 3a^2)d1^55d2^103 + (1 + 4a + 3a^2)d1^56d2^103 + (1 + 3a + 2a^2)d1^57d2^103 + (1 + 0a + 4a^2)d1^58d2^103 + (4 + 3a + 2a^2)d1^59d2^103 + (4 + 2a + 1a^2)d1^60d2^103 + (4 + 4a + 2a^2)d1^61d2^103 + (2 + 4a + 3a^2)d1^62d2^103 + (3 + 1a + 4a^2)d1^63d2^103 + (0 + 0a + 1a^2)d1^64d2^103 + (3 + 0a + 3a^2)d1^65d2^103 + (3 + 2a + 3a^2)d1^66d2^103 + (4 + 1a + 2a^2)d1^67d2^103 + (2 + 0a + 1a^2)d1^68d2^103 + (3 + 2a + 0a^2)d1^69d2^103 + (0 + 4a + 2a^2)d1^70d2^103 + (1 + 1a + 4a^2)d1^71d2^103 + (1 + 0a + 2a^2)d1^72d2^103 + (4 + 1a + 0a^2)d1^73d2^103 + (0 + 0a + 2a^2)d1^74d2^103 + (0 + 1a + 3a^2)d1^75d2^103 + (0 + 0a + 4a^2)d1^76d2^103 + (3 + 2a + 3a^2)d1^78d2^103 + (3 + 0a + 1a^2)d1^79d2^103 + (3 + 1a + 1a^2)d1^80d2^103 + (0 + 2a + 2a^2)d1^81d2^103 + (3 + 2a + 4a^2)d1^82d2^103 + (1 + 3a + 0a^2)d1^83d2^103 + (2 + 3a + 1a^2)d1^84d2^103 + (3 + 3a + 0a^2)d1^85d2^103 + (2 + 4a + 4a^2)d1^86d2^103 + (1 + 4a + 1a^2)d1^87d2^103 + (3 + 2a + 2a^2)d1^88d2^103 + (1 + 1a + 0a^2)d1^89d2^103 + (2 + 1a + 1a^2)d1^90d2^103 + (1 + 0a + 1a^2)d1^91d2^103 + (0 + 3a + 1a^2)d1^92d2^103 + (0 + 0a + 1a^2)d1^93d2^103 + (0 + 2a + 2a^2)d1^94d2^103 + (3 + 3a + 0a^2)d1^95d2^103 + (0 + 1a + 0a^2)d1^96d2^103 + (2 + 0a + 4a^2)d1^97d2^103 + (1 + 0a + 1a^2)d1^98d2^103 + (2 + 3a + 4a^2)d1^99d2^103 + (4 + 2a + 2a^2)d1^100d2^103 + (4 + 4a + 3a^2)d1^101d2^103 + (2 + 0a + 3a^2)d1^102d2^103 + (4 + 0a + 0a^2)d1^103d2^103 + (3 + 3a + 4a^2)d1^104d2^103 + (2 + 3a + 4a^2)d1^105d2^103 + (2 + 4a + 0a^2)d1^106d2^103 + (1 + 0a + 3a^2)d1^107d2^103 + (4 + 2a + 0a^2)d1^108d2^103 + (0 + 3a + 3a^2)d1^109d2^103 + (4 + 3a + 3a^2)d1^110d2^103 + (1 + 2a + 1a^2)d1^111d2^103 + (3 + 0a + 2a^2)d1^112d2^103 + (1 + 4a + 0a^2)d1^113d2^103 + (4 + 1a + 2a^2)d1^114d2^103 + (1 + 1a + 4a^2)d1^115d2^103 + (2 + 3a + 4a^2)d1^116d2^103 + (0 + 1a + 1a^2)d1^117d2^103 + (2 + 0a + 3a^2)d1^118d2^103 + (2 + 2a + 0a^2)d1^119d2^103 + (4 + 1a + 3a^2)d1^120d2^103 + (1 + 1a + 0a^2)d1^121d2^103 + (4 + 0a + 3a^2)d1^122d2^103 + (3 + 3a + 3a^2)d1^123d2^103 + (4 + 3a + 1a^2)d1^124d2^103 + (2 + 4a + 4a^2)d1^125d2^103 + (4 + 1a + 3a^2)d1^126d2^103 + (1 + 3a + 4a^2)d1^127d2^103 + (2 + 1a + 0a^2)d1^128d2^103 + (2 + 2a + 0a^2)d1^129d2^103 + (0 + 0a + 1a^2)d1^130d2^103 + (0 + 3a + 1a^2)d1^131d2^103 + (0 + 3a + 3a^2)d1^132d2^103 + (0 + 1a + 0a^2)d1^133d2^103 + (2 + 1a + 4a^2)d1^135d2^103 + (1 + 0a + 3a^2)d1^136d2^103 + (1 + 0a + 4a^2)d1^137d2^103 + (4 + 3a + 1a^2)d1^138d2^103 + (1 + 0a + 0a^2)d1^139d2^103 + (3 + 2a + 3a^2)d1^140d2^103 + (2 + 1a + 0a^2)d1^141d2^103 + (1 + 1a + 1a^2)d1^142d2^103 + (3 + 4a + 3a^2)d1^143d2^103 + (0 + 4a + 2a^2)d1^144d2^103 + (3 + 0a + 1a^2)d1^145d2^103 + (0 + 0a + 4a^2)d1^146d2^103 + (2 + 3a + 3a^2)d1^147d2^103 + (4 + 1a + 0a^2)d1^148d2^103 + (2 + 2a + 3a^2)d1^149d2^103 + (1 + 3a + 3a^2)d1^150d2^103 + (1 + 1a + 1a^2)d1^151d2^103 + (4 + 0a + 3a^2)d1^152d2^103 + (2 + 0a + 0a^2)d1^153d2^103 + (1 + 4a + 2a^2)d1^154d2^103 + (2 + 4a + 0a^2)d1^155d2^103 + (3 + 3a + 4a^2)d1^156d2^103 + (4 + 1a + 3a^2)d1^157d2^103 + (2 + 2a + 2a^2)d1^158d2^103 + (1 + 1a + 3a^2)d1^159d2^103 + (3 + 3a + 2a^2)d1^160d2^103 + (0 + 2a + 4a^2)d1^161d2^103 + (4 + 3a + 2a^2)d1^162d2^103 + (3 + 3a + 1a^2)d1^163d2^103 + (2 + 2a + 3a^2)d1^164d2^103 + (0 + 1a + 4a^2)d1^165d2^103 + (0 + 2a + 4a^2)d1^166d2^103 + (1 + 0a + 2a^2)d1^167d2^103 + (0 + 4a + 0a^2)d1^168d2^103 + (0 + 2a + 2a^2)d1^169d2^103 + (2 + 2a + 3a^2)d1^170d2^103 + (0 + 1a + 1a^2)d1^171d2^103 + (1 + 4a + 4a^2)d1^172d2^103 + (4 + 0a + 2a^2)d1^173d2^103 + (3 + 0a + 1a^2)d1^174d2^103 + (2 + 4a + 4a^2)d1^175d2^103 + (1 + 2a + 1a^2)d1^176d2^103 + (3 + 2a + 1a^2)d1^177d2^103 + (3 + 1a + 2a^2)d1^178d2^103 + (4 + 1a + 0a^2)d1^179d2^103 + (4 + 1a + 3a^2)d1^180d2^103 + (3 + 0a + 1a^2)d1^181d2^103 + (4 + 2a + 1a^2)d1^182d2^103 + (3 + 1a + 4a^2)d1^183d2^103 + (3 + 2a + 0a^2)d1^184d2^103 + (3 + 2a + 3a^2)d1^185d2^103 + (2 + 0a + 1a^2)d1^186d2^103 + (1 + 2a + 0a^2)d1^187d2^103 + (3 + 2a + 4a^2)d1^188d2^103 + (2 + 4a + 0a^2)d1^189d2^103 + (4 + 2a + 2a^2)d1^190d2^103 + (3 + 1a + 4a^2)d1^191d2^103 + (4 + 3a + 0a^2)d1^192d2^103 + (0 + 3a + 3a^2)d1^193d2^103 + (4 + 2a + 0a^2)d1^194d2^103 + (2 + 2a + 0a^2)d1^195d2^103 + (0 + 3a + 0a^2)d1^196d2^103 + (4 + 2a + 3a^2)d1^197d2^103 + (2 + 2a + 3a^2)d1^198d2^103 + (1 + 3a + 1a^2)d1^199d2^103 + (4 + 0a + 1a^2)d1^200d2^103 + (1 + 1a + 1a^2)d1^201d2^103 + (1 + 0a + 4a^2)d1^202d2^103 + (4 + 4a + 3a^2)d1^203d2^103 + (2 + 0a + 3a^2)d1^204d2^103 + (1 + 3a + 0a^2)d1^205d2^103 + (4 + 4a + 4a^2)d1^206d2^103 + (1 + 3a + 2a^2)d1^207d2^103 + (0 + 3a + 1a^2)d1^209d2^103 + (1 + 1a + 3a^2)d1^210d2^103 + (3 + 4a + 0a^2)d1^211d2^103 + (0 + 2a + 2a^2)d1^212d2^103 + (4 + 2a + 4a^2)d1^213d2^103 + (1 + 4a + 0a^2)d1^214d2^103 + (4 + 2a + 0a^2)d1^215d2^103 + (0 + 3a + 4a^2)d1^216d2^103 + (2 + 2a + 2a^2)d1^217d2^103 + (4 + 0a + 4a^2)d1^218d2^103 + (1 + 4a + 1a^2)d1^219d2^103 + (3 + 2a + 3a^2)d1^220d2^103 + (1 + 4a + 1a^2)d1^222d2^103 + (2 + 0a + 3a^2)d1^223d2^103 + (4 + 0a + 1a^2)d1^224d2^103 + (2 + 0a + 2a^2)d1^225d2^103 + (0 + 3a + 2a^2)d1^226d2^103 + (0 + 3a + 0a^2)d1^227d2^103 + (1 + 3a + 3a^2)d1^228d2^103 + (2 + 1a + 3a^2)d1^229d2^103 + (3 + 1a + 3a^2)d1^230d2^103 + (1 + 1a + 3a^2)d1^231d2^103 + (1 + 2a + 3a^2)d1^232d2^103 + (1 + 1a + 4a^2)d1^233d2^103 + (2 + 4a + 2a^2)d1^234d2^103 + (0 + 2a + 1a^2)d1^235d2^103 + (3 + 4a + 2a^2)d1^236d2^103 + (2 + 1a + 3a^2)d1^237d2^103 + (0 + 2a + 2a^2)d1^238d2^103 + (4 + 4a + 0a^2)d1^239d2^103 + (1 + 0a + 4a^2)d1^240d2^103 + (1 + 4a + 2a^2)d1^241d2^103 + (1 + 3a + 2a^2)d1^242d2^103 + (4 + 2a + 2a^2)d1^243d2^103 + (1 + 2a + 0a^2)d1^244d2^103 + (0 + 2a + 2a^2)d1^245d2^103 + (1 + 0a + 0a^2)d1^246d2^103 + (3 + 2a + 0a^2)d1^247d2^103 + (2 + 0a + 2a^2)d1^248d2^103 + (2 + 4a + 3a^2)d1^249d2^103 + (3 + 0a + 3a^2)d1^250d2^103 + (3 + 3a + 0a^2)d1^251d2^103 + (1 + 0a + 4a^2)d1^252d2^103 + (0 + 2a + 1a^2)d1^253d2^103 + (4 + 2a + 3a^2)d1^254d2^103 + (0 + 2a + 1a^2)d1^255d2^103 + (3 + 4a + 4a^2)d1^256d2^103 + (3 + 1a + 0a^2)d1^257d2^103 + (1 + 3a + 1a^2)d1^258d2^103 + (4 + 3a + 2a^2)d1^259d2^103 + (3 + 1a + 0a^2)d1^260d2^103 + (3 + 3a + 2a^2)d1^261d2^103 + (1 + 2a + 1a^2)d1^262d2^103 + (0 + 4a + 4a^2)d1^263d2^103 + (0 + 1a + 2a^2)d1^265d2^103 + (2 + 4a + 0a^2)d1^266d2^103 + (0 + 3a + 0a^2)d1^267d2^103 + (1 + 1a + 4a^2)d1^268d2^103 + (4 + 4a + 0a^2)d1^269d2^103 + (0 + 2a + 3a^2)d1^270d2^103 + (1 + 3a + 4a^2)d1^271d2^103 + (1 + 1a + 0a^2)d1^272d2^103 + (3 + 3a + 0a^2)d1^273d2^103 + (3 + 1a + 2a^2)d1^274d2^103 + (0 + 1a + 1a^2)d1^275d2^103 + (1 + 2a + 1a^2)d1^276d2^103 + (4 + 4a + 2a^2)d1^277d2^103 + (0 + 4a + 0a^2)d1^278d2^103 + (0 + 4a + 4a^2)d1^279d2^103 + (4 + 3a + 2a^2)d1^280d2^103 + (0 + 3a + 3a^2)d1^281d2^103 + (1 + 1a + 2a^2)d1^282d2^103 + (2 + 2a + 1a^2)d1^283d2^103 + (3 + 4a + 4a^2)d1^284d2^103 + (1 + 4a + 2a^2)d1^285d2^103 + (2 + 0a + 1a^2)d1^286d2^103 + (3 + 3a + 2a^2)d1^287d2^103 + (0 + 3a + 1a^2)d1^288d2^103 + (1 + 0a + 4a^2)d1^289d2^103 + (0 + 3a + 4a^2)d1^290d2^103 + (3 + 4a + 0a^2)d1^291d2^103 + (3 + 4a + 3a^2)d1^292d2^103 + (0 + 0a + 1a^2)d1^293d2^103 + (0 + 1a + 2a^2)d2^104 + (1 + 2a + 4a^2)d1^1d2^104 + (3 + 4a + 2a^2)d1^2d2^104 + (4 + 2a + 1a^2)d1^3d2^104 + (0 + 4a + 3a^2)d1^4d2^104 + (2 + 2a + 2a^2)d1^5d2^104 + (0 + 3a + 2a^2)d1^6d2^104 + (3 + 3a + 2a^2)d1^7d2^104 + (2 + 0a + 3a^2)d1^8d2^104 + (2 + 2a + 0a^2)d1^9d2^104 + (1 + 3a + 0a^2)d1^10d2^104 + (0 + 4a + 0a^2)d1^11d2^104 + (3 + 4a + 3a^2)d1^12d2^104 + (3 + 4a + 2a^2)d1^14d2^104 + (4 + 4a + 3a^2)d1^15d2^104 + (1 + 1a + 2a^2)d1^16d2^104 + (0 + 2a + 4a^2)d1^17d2^104 + (0 + 0a + 3a^2)d1^18d2^104 + (0 + 3a + 4a^2)d1^19d2^104 + (0 + 1a + 2a^2)d1^20d2^104 + (1 + 4a + 2a^2)d1^21d2^104 + (0 + 0a + 2a^2)d1^22d2^104 + (4 + 1a + 1a^2)d1^23d2^104 + (2 + 1a + 3a^2)d1^24d2^104 + (4 + 2a + 3a^2)d1^25d2^104 + (2 + 1a + 1a^2)d1^26d2^104 + (4 + 3a + 2a^2)d1^27d2^104 + (3 + 1a + 4a^2)d1^28d2^104 + (1 + 4a + 0a^2)d1^29d2^104 + (1 + 0a + 3a^2)d1^30d2^104 + (1 + 2a + 1a^2)d1^31d2^104 + (0 + 0a + 1a^2)d1^32d2^104 + (3 + 3a + 3a^2)d1^33d2^104 + (3 + 2a + 3a^2)d1^34d2^104 + (0 + 1a + 1a^2)d1^35d2^104 + (2 + 1a + 1a^2)d1^36d2^104 + (3 + 2a + 0a^2)d1^37d2^104 + (0 + 2a + 4a^2)d1^38d2^104 + (2 + 4a + 2a^2)d1^39d2^104 + (2 + 0a + 2a^2)d1^40d2^104 + (1 + 4a + 2a^2)d1^41d2^104 + (3 + 0a + 4a^2)d1^42d2^104 + (2 + 1a + 2a^2)d1^43d2^104 + (3 + 3a + 3a^2)d1^44d2^104 + (1 + 3a + 4a^2)d1^45d2^104 + (3 + 1a + 3a^2)d1^46d2^104 + (2 + 1a + 3a^2)d1^47d2^104 + (4 + 2a + 1a^2)d1^48d2^104 + (0 + 2a + 3a^2)d1^49d2^104 + (0 + 0a + 3a^2)d1^50d2^104 + (4 + 3a + 1a^2)d1^51d2^104 + (1 + 2a + 2a^2)d1^52d2^104 + (0 + 0a + 1a^2)d1^53d2^104 + (1 + 1a + 3a^2)d1^54d2^104 + (1 + 4a + 2a^2)d1^55d2^104 + (2 + 0a + 3a^2)d1^56d2^104 + (3 + 3a + 0a^2)d1^57d2^104 + (2 + 1a + 2a^2)d1^58d2^104 + (4 + 0a + 4a^2)d1^59d2^104 + (2 + 0a + 1a^2)d1^60d2^104 + (4 + 0a + 1a^2)d1^61d2^104 + (2 + 3a + 2a^2)d1^62d2^104 + (4 + 0a + 3a^2)d1^63d2^104 + (0 + 4a + 4a^2)d1^64d2^104 + (4 + 4a + 1a^2)d1^65d2^104 + (4 + 1a + 4a^2)d1^66d2^104 + (3 + 3a + 1a^2)d1^67d2^104 + (1 + 3a + 3a^2)d1^68d2^104 + (3 + 1a + 2a^2)d1^69d2^104 + (0 + 4a + 1a^2)d1^70d2^104 + (0 + 2a + 3a^2)d1^71d2^104 + (3 + 1a + 2a^2)d1^72d2^104 + (1 + 2a + 1a^2)d1^73d2^104 + (1 + 0a + 4a^2)d1^74d2^104 + (1 + 0a + 4a^2)d1^75d2^104 + (4 + 2a + 3a^2)d1^76d2^104 + (2 + 3a + 4a^2)d1^77d2^104 + (3 + 3a + 2a^2)d1^78d2^104 + (1 + 2a + 1a^2)d1^79d2^104 + (0 + 3a + 0a^2)d1^80d2^104 + (0 + 3a + 1a^2)d1^81d2^104 + (4 + 1a + 3a^2)d1^82d2^104 + (0 + 1a + 1a^2)d1^83d2^104 + (0 + 3a + 3a^2)d1^84d2^104 + (2 + 4a + 0a^2)d1^85d2^104 + (1 + 2a + 0a^2)d1^86d2^104 + (3 + 3a + 1a^2)d1^87d2^104 + (3 + 4a + 0a^2)d1^88d2^104 + (4 + 2a + 1a^2)d1^89d2^104 + (0 + 1a + 4a^2)d1^90d2^104 + (3 + 1a + 2a^2)d1^91d2^104 + (4 + 1a + 0a^2)d1^92d2^104 + (3 + 1a + 2a^2)d1^93d2^104 + (3 + 2a + 1a^2)d1^94d2^104 + (4 + 0a + 4a^2)d1^95d2^104 + (0 + 4a + 1a^2)d1^96d2^104 + (4 + 2a + 4a^2)d1^97d2^104 + (1 + 3a + 1a^2)d1^98d2^104 + (4 + 2a + 0a^2)d1^99d2^104 + (3 + 2a + 1a^2)d1^100d2^104 + (1 + 0a + 4a^2)d1^101d2^104 + (0 + 3a + 1a^2)d1^102d2^104 + (1 + 2a + 4a^2)d1^103d2^104 + (1 + 1a + 2a^2)d1^104d2^104 + (4 + 0a + 4a^2)d1^105d2^104 + (2 + 2a + 3a^2)d1^106d2^104 + (2 + 3a + 3a^2)d1^107d2^104 + (4 + 0a + 0a^2)d1^108d2^104 + (1 + 3a + 4a^2)d1^109d2^104 + (2 + 2a + 0a^2)d1^110d2^104 + (3 + 0a + 1a^2)d1^111d2^104 + (4 + 1a + 2a^2)d1^112d2^104 + (3 + 4a + 2a^2)d1^113d2^104 + (1 + 0a + 1a^2)d1^114d2^104 + (3 + 0a + 2a^2)d1^115d2^104 + (3 + 1a + 0a^2)d1^116d2^104 + (0 + 2a + 2a^2)d1^117d2^104 + (0 + 1a + 2a^2)d1^119d2^104 + (3 + 4a + 2a^2)d1^120d2^104 + (2 + 4a + 2a^2)d1^121d2^104 + (1 + 0a + 4a^2)d1^122d2^104 + (1 + 2a + 0a^2)d1^123d2^104 + (0 + 4a + 0a^2)d1^124d2^104 + (2 + 4a + 2a^2)d1^125d2^104 + (4 + 4a + 1a^2)d1^126d2^104 + (2 + 3a + 1a^2)d1^127d2^104 + (0 + 4a + 0a^2)d1^128d2^104 + (1 + 2a + 0a^2)d1^129d2^104 + (4 + 2a + 2a^2)d1^130d2^104 + (0 + 2a + 4a^2)d1^131d2^104 + (1 + 1a + 2a^2)d1^132d2^104 + (0 + 4a + 4a^2)d1^133d2^104 + (4 + 3a + 1a^2)d1^134d2^104 + (3 + 2a + 0a^2)d1^135d2^104 + (2 + 1a + 3a^2)d1^136d2^104 + (0 + 4a + 1a^2)d1^137d2^104 + (0 + 1a + 4a^2)d1^138d2^104 + (1 + 2a + 4a^2)d1^139d2^104 + (4 + 4a + 1a^2)d1^140d2^104 + (1 + 2a + 0a^2)d1^141d2^104 + (4 + 2a + 1a^2)d1^142d2^104 + (0 + 3a + 4a^2)d1^143d2^104 + (3 + 2a + 0a^2)d1^144d2^104 + (4 + 4a + 0a^2)d1^145d2^104 + (2 + 1a + 4a^2)d1^146d2^104 + (4 + 3a + 2a^2)d1^147d2^104 + (0 + 0a + 1a^2)d1^148d2^104 + (1 + 1a + 3a^2)d1^149d2^104 + (3 + 1a + 1a^2)d1^150d2^104 + (3 + 2a + 1a^2)d1^151d2^104 + (3 + 0a + 0a^2)d1^152d2^104 + (2 + 3a + 1a^2)d1^153d2^104 + (0 + 0a + 4a^2)d1^154d2^104 + (0 + 1a + 4a^2)d1^155d2^104 + (0 + 1a + 1a^2)d1^156d2^104 + (1 + 4a + 1a^2)d1^157d2^104 + (4 + 3a + 1a^2)d1^158d2^104 + (0 + 0a + 1a^2)d1^159d2^104 + (1 + 1a + 1a^2)d1^160d2^104 + (0 + 3a + 4a^2)d1^161d2^104 + (4 + 4a + 4a^2)d1^162d2^104 + (1 + 2a + 0a^2)d1^163d2^104 + (4 + 3a + 2a^2)d1^164d2^104 + (3 + 2a + 2a^2)d1^165d2^104 + (2 + 2a + 2a^2)d1^166d2^104 + (4 + 3a + 4a^2)d1^167d2^104 + (4 + 1a + 4a^2)d1^168d2^104 + (2 + 1a + 4a^2)d1^169d2^104 + (4 + 1a + 2a^2)d1^170d2^104 + (4 + 2a + 2a^2)d1^171d2^104 + (4 + 1a + 0a^2)d1^172d2^104 + (4 + 1a + 1a^2)d1^173d2^104 + (3 + 0a + 0a^2)d1^174d2^104 + (4 + 2a + 4a^2)d1^175d2^104 + (4 + 4a + 3a^2)d1^176d2^104 + (0 + 1a + 2a^2)d1^177d2^104 + (1 + 4a + 2a^2)d1^178d2^104 + (3 + 4a + 4a^2)d1^179d2^104 + (1 + 0a + 2a^2)d1^180d2^104 + (2 + 3a + 2a^2)d1^181d2^104 + (1 + 2a + 2a^2)d1^182d2^104 + (2 + 4a + 0a^2)d1^183d2^104 + (4 + 2a + 1a^2)d1^184d2^104 + (1 + 2a + 3a^2)d1^185d2^104 + (2 + 3a + 3a^2)d1^186d2^104 + (4 + 3a + 2a^2)d1^187d2^104 + (0 + 0a + 1a^2)d1^188d2^104 + (3 + 4a + 2a^2)d1^189d2^104 + (2 + 4a + 4a^2)d1^190d2^104 + (2 + 1a + 2a^2)d1^191d2^104 + (1 + 2a + 3a^2)d1^192d2^104 + (4 + 3a + 4a^2)d1^194d2^104 + (2 + 3a + 0a^2)d1^195d2^104 + (4 + 0a + 4a^2)d1^196d2^104 + (1 + 3a + 1a^2)d1^197d2^104 + (1 + 0a + 2a^2)d1^198d2^104 + (2 + 4a + 1a^2)d1^199d2^104 + (0 + 0a + 1a^2)d1^200d2^104 + (3 + 0a + 1a^2)d1^201d2^104 + (3 + 3a + 3a^2)d1^202d2^104 + (4 + 3a + 2a^2)d1^203d2^104 + (3 + 3a + 3a^2)d1^204d2^104 + (0 + 3a + 3a^2)d1^205d2^104 + (4 + 3a + 2a^2)d1^206d2^104 + (0 + 3a + 1a^2)d1^207d2^104 + (1 + 3a + 1a^2)d1^208d2^104 + (3 + 1a + 0a^2)d1^209d2^104 + (2 + 2a + 1a^2)d1^210d2^104 + (3 + 1a + 2a^2)d1^211d2^104 + (3 + 3a + 1a^2)d1^212d2^104 + (0 + 4a + 0a^2)d1^213d2^104 + (0 + 1a + 1a^2)d1^214d2^104 + (3 + 3a + 2a^2)d1^215d2^104 + (3 + 4a + 3a^2)d1^216d2^104 + (0 + 2a + 1a^2)d1^217d2^104 + (2 + 1a + 2a^2)d1^218d2^104 + (2 + 2a + 4a^2)d1^219d2^104 + (4 + 0a + 3a^2)d1^220d2^104 + (1 + 1a + 3a^2)d1^221d2^104 + (3 + 3a + 0a^2)d1^222d2^104 + (0 + 0a + 1a^2)d1^223d2^104 + (2 + 3a + 2a^2)d1^224d2^104 + (1 + 4a + 2a^2)d1^225d2^104 + (0 + 4a + 0a^2)d1^226d2^104 + (3 + 3a + 3a^2)d1^227d2^104 + (2 + 2a + 4a^2)d1^228d2^104 + (1 + 0a + 2a^2)d1^229d2^104 + (4 + 3a + 3a^2)d1^230d2^104 + (0 + 3a + 2a^2)d1^231d2^104 + (4 + 3a + 4a^2)d1^232d2^104 + (1 + 1a + 4a^2)d1^233d2^104 + (1 + 1a + 2a^2)d1^234d2^104 + (1 + 2a + 3a^2)d1^235d2^104 + (0 + 3a + 1a^2)d1^236d2^104 + (1 + 1a + 2a^2)d1^237d2^104 + (1 + 2a + 0a^2)d1^238d2^104 + (4 + 4a + 3a^2)d1^239d2^104 + (3 + 3a + 4a^2)d1^240d2^104 + (0 + 3a + 1a^2)d1^241d2^104 + (2 + 0a + 3a^2)d1^242d2^104 + (0 + 3a + 1a^2)d1^243d2^104 + (2 + 4a + 4a^2)d1^244d2^104 + (1 + 3a + 3a^2)d1^245d2^104 + (2 + 0a + 0a^2)d1^246d2^104 + (2 + 4a + 2a^2)d1^247d2^104 + (3 + 2a + 1a^2)d1^248d2^104 + (0 + 3a + 3a^2)d1^249d2^104 + (2 + 3a + 3a^2)d1^250d2^104 + (4 + 2a + 4a^2)d1^251d2^104 + (0 + 1a + 4a^2)d1^252d2^104 + (4 + 4a + 4a^2)d1^253d2^104 + (2 + 3a + 4a^2)d1^254d2^104 + (2 + 1a + 1a^2)d1^255d2^104 + (4 + 1a + 4a^2)d1^256d2^104 + (2 + 1a + 4a^2)d1^257d2^104 + (2 + 2a + 2a^2)d1^258d2^104 + (3 + 1a + 2a^2)d1^259d2^104 + (1 + 4a + 4a^2)d1^260d2^104 + (2 + 0a + 4a^2)d1^261d2^104 + (2 + 0a + 2a^2)d1^262d2^104 + (4 + 1a + 1a^2)d1^263d2^104 + (1 + 2a + 0a^2)d1^264d2^104 + (1 + 2a + 0a^2)d1^265d2^104 + (0 + 0a + 1a^2)d1^266d2^104 + (4 + 3a + 2a^2)d1^267d2^104 + (3 + 1a + 1a^2)d1^268d2^104 + (3 + 1a + 2a^2)d1^269d2^104 + (4 + 2a + 0a^2)d1^270d2^104 + (1 + 2a + 1a^2)d1^271d2^104 + (3 + 3a + 3a^2)d1^272d2^104 + (0 + 1a + 4a^2)d1^273d2^104 + (3 + 3a + 4a^2)d1^274d2^104 + (2 + 4a + 2a^2)d1^275d2^104 + (4 + 0a + 3a^2)d1^276d2^104 + (2 + 2a + 3a^2)d1^277d2^104 + (3 + 0a + 4a^2)d1^278d2^104 + (4 + 1a + 0a^2)d1^279d2^104 + (2 + 1a + 1a^2)d1^280d2^104 + (1 + 3a + 4a^2)d1^281d2^104 + (1 + 3a + 0a^2)d1^282d2^104 + (2 + 3a + 0a^2)d1^283d2^104 + (3 + 2a + 1a^2)d1^284d2^104 + (3 + 2a + 3a^2)d1^285d2^104 + (3 + 3a + 1a^2)d1^286d2^104 + (1 + 0a + 3a^2)d1^287d2^104 + (0 + 1a + 2a^2)d1^288d2^104 + (0 + 1a + 1a^2)d1^289d2^104 + (2 + 4a + 3a^2)d1^290d2^104 + (0 + 1a + 3a^2)d1^291d2^104 + (0 + 4a + 4a^2)d1^292d2^104 + (4 + 3a + 4a^2)d1^293d2^104 + (2 + 3a + 3a^2)d2^105 + (2 + 1a + 3a^2)d1^1d2^105 + (4 + 1a + 0a^2)d1^2d2^105 + (2 + 1a + 0a^2)d1^3d2^105 + (3 + 3a + 1a^2)d1^4d2^105 + (2 + 4a + 1a^2)d1^5d2^105 + (3 + 2a + 4a^2)d1^6d2^105 + (1 + 1a + 3a^2)d1^7d2^105 + (3 + 4a + 3a^2)d1^8d2^105 + (3 + 3a + 0a^2)d1^10d2^105 + (4 + 3a + 2a^2)d1^11d2^105 + (4 + 4a + 3a^2)d1^12d2^105 + (0 + 3a + 0a^2)d1^13d2^105 + (2 + 0a + 3a^2)d1^14d2^105 + (0 + 4a + 4a^2)d1^15d2^105 + (2 + 2a + 4a^2)d1^16d2^105 + (2 + 3a + 2a^2)d1^17d2^105 + (2 + 2a + 1a^2)d1^18d2^105 + (4 + 4a + 2a^2)d1^19d2^105 + (3 + 1a + 0a^2)d1^20d2^105 + (1 + 1a + 3a^2)d1^21d2^105 + (3 + 0a + 3a^2)d1^22d2^105 + (4 + 1a + 0a^2)d1^23d2^105 + (3 + 4a + 3a^2)d1^24d2^105 + (2 + 2a + 2a^2)d1^25d2^105 + (2 + 2a + 2a^2)d1^26d2^105 + (2 + 2a + 2a^2)d1^27d2^105 + (4 + 2a + 0a^2)d1^28d2^105 + (4 + 3a + 1a^2)d1^29d2^105 + (4 + 3a + 2a^2)d1^30d2^105 + (0 + 2a + 2a^2)d1^31d2^105 + (3 + 1a + 2a^2)d1^32d2^105 + (2 + 2a + 3a^2)d1^33d2^105 + (0 + 1a + 0a^2)d1^34d2^105 + (2 + 1a + 4a^2)d1^35d2^105 + (4 + 0a + 1a^2)d1^36d2^105 + (3 + 2a + 3a^2)d1^37d2^105 + (1 + 4a + 0a^2)d1^38d2^105 + (0 + 4a + 0a^2)d1^39d2^105 + (2 + 1a + 1a^2)d1^40d2^105 + (1 + 2a + 0a^2)d1^41d2^105 + (1 + 3a + 3a^2)d1^42d2^105 + (4 + 4a + 3a^2)d1^43d2^105 + (4 + 2a + 4a^2)d1^44d2^105 + (2 + 0a + 2a^2)d1^45d2^105 + (1 + 0a + 2a^2)d1^46d2^105 + (3 + 0a + 0a^2)d1^47d2^105 + (1 + 1a + 4a^2)d1^48d2^105 + (2 + 0a + 4a^2)d1^49d2^105 + (0 + 0a + 4a^2)d1^50d2^105 + (1 + 4a + 0a^2)d1^51d2^105 + (4 + 3a + 2a^2)d1^52d2^105 + (2 + 1a + 4a^2)d1^53d2^105 + (1 + 2a + 3a^2)d1^54d2^105 + (0 + 0a + 4a^2)d1^55d2^105 + (1 + 4a + 2a^2)d1^56d2^105 + (4 + 2a + 1a^2)d1^57d2^105 + (4 + 2a + 3a^2)d1^58d2^105 + (2 + 2a + 0a^2)d1^59d2^105 + (0 + 4a + 3a^2)d1^60d2^105 + (3 + 1a + 4a^2)d1^61d2^105 + (0 + 0a + 2a^2)d1^62d2^105 + (4 + 3a + 4a^2)d1^63d2^105 + (3 + 1a + 3a^2)d1^64d2^105 + (3 + 1a + 3a^2)d1^65d2^105 + (1 + 2a + 1a^2)d1^66d2^105 + (1 + 1a + 2a^2)d1^67d2^105 + (2 + 1a + 1a^2)d1^68d2^105 + (1 + 0a + 2a^2)d1^69d2^105 + (4 + 4a + 1a^2)d1^70d2^105 + (0 + 4a + 0a^2)d1^71d2^105 + (2 + 3a + 0a^2)d1^72d2^105 + (4 + 2a + 0a^2)d1^74d2^105 + (2 + 2a + 0a^2)d1^75d2^105 + (0 + 4a + 0a^2)d1^76d2^105 + (2 + 1a + 0a^2)d1^77d2^105 + (1 + 3a + 0a^2)d1^78d2^105 + (1 + 1a + 0a^2)d1^79d2^105 + (3 + 3a + 1a^2)d1^80d2^105 + (3 + 1a + 3a^2)d1^81d2^105 + (2 + 0a + 0a^2)d1^82d2^105 + (3 + 1a + 1a^2)d1^83d2^105 + (1 + 0a + 1a^2)d1^84d2^105 + (1 + 1a + 4a^2)d1^85d2^105 + (3 + 3a + 1a^2)d1^86d2^105 + (2 + 1a + 3a^2)d1^87d2^105 + (1 + 3a + 4a^2)d1^88d2^105 + (1 + 4a + 2a^2)d1^89d2^105 + (1 + 2a + 2a^2)d1^90d2^105 + (3 + 3a + 0a^2)d1^91d2^105 + (2 + 4a + 4a^2)d1^92d2^105 + (4 + 2a + 0a^2)d1^93d2^105 + (0 + 4a + 4a^2)d1^94d2^105 + (3 + 2a + 0a^2)d1^95d2^105 + (4 + 0a + 0a^2)d1^96d2^105 + (3 + 0a + 4a^2)d1^97d2^105 + (2 + 4a + 0a^2)d1^98d2^105 + (3 + 1a + 1a^2)d1^99d2^105 + (1 + 2a + 4a^2)d1^100d2^105 + (1 + 4a + 2a^2)d1^101d2^105 + (2 + 2a + 0a^2)d1^102d2^105 + (4 + 4a + 3a^2)d1^103d2^105 + (0 + 1a + 1a^2)d1^104d2^105 + (3 + 0a + 3a^2)d1^105d2^105 + (1 + 2a + 3a^2)d1^106d2^105 + (2 + 4a + 3a^2)d1^107d2^105 + (1 + 4a + 1a^2)d1^108d2^105 + (0 + 2a + 1a^2)d1^109d2^105 + (2 + 0a + 3a^2)d1^110d2^105 + (1 + 1a + 3a^2)d1^111d2^105 + (2 + 3a + 1a^2)d1^112d2^105 + (3 + 4a + 3a^2)d1^113d2^105 + (4 + 0a + 1a^2)d1^114d2^105 + (2 + 3a + 1a^2)d1^115d2^105 + (1 + 0a + 1a^2)d1^116d2^105 + (3 + 4a + 4a^2)d1^117d2^105 + (4 + 3a + 1a^2)d1^118d2^105 + (2 + 0a + 1a^2)d1^119d2^105 + (4 + 1a + 4a^2)d1^120d2^105 + (0 + 0a + 1a^2)d1^121d2^105 + (0 + 3a + 0a^2)d1^122d2^105 + (4 + 3a + 0a^2)d1^123d2^105 + (1 + 2a + 1a^2)d1^124d2^105 + (1 + 1a + 1a^2)d1^125d2^105 + (2 + 0a + 1a^2)d1^126d2^105 + (3 + 3a + 0a^2)d1^127d2^105 + (2 + 2a + 3a^2)d1^128d2^105 + (3 + 1a + 4a^2)d1^129d2^105 + (1 + 0a + 0a^2)d1^130d2^105 + (2 + 3a + 4a^2)d1^131d2^105 + (4 + 2a + 3a^2)d1^132d2^105 + (2 + 3a + 2a^2)d1^133d2^105 + (1 + 2a + 2a^2)d1^134d2^105 + (0 + 2a + 3a^2)d1^135d2^105 + (3 + 1a + 4a^2)d1^136d2^105 + (1 + 1a + 0a^2)d1^137d2^105 + (0 + 4a + 2a^2)d1^138d2^105 + (2 + 3a + 0a^2)d1^139d2^105 + (2 + 3a + 3a^2)d1^140d2^105 + (2 + 1a + 2a^2)d1^141d2^105 + (4 + 0a + 1a^2)d1^142d2^105 + (0 + 3a + 2a^2)d1^143d2^105 + (1 + 1a + 4a^2)d1^144d2^105 + (3 + 0a + 0a^2)d1^145d2^105 + (1 + 0a + 1a^2)d1^146d2^105 + (1 + 0a + 4a^2)d1^147d2^105 + (0 + 3a + 0a^2)d1^148d2^105 + (1 + 2a + 0a^2)d1^149d2^105 + (2 + 1a + 4a^2)d1^150d2^105 + (1 + 1a + 3a^2)d1^151d2^105 + (3 + 1a + 2a^2)d1^152d2^105 + (0 + 3a + 3a^2)d1^153d2^105 + (1 + 4a + 0a^2)d1^154d2^105 + (2 + 2a + 2a^2)d1^155d2^105 + (0 + 1a + 0a^2)d1^156d2^105 + (1 + 1a + 2a^2)d1^157d2^105 + (2 + 0a + 2a^2)d1^158d2^105 + (0 + 2a + 0a^2)d1^159d2^105 + (2 + 0a + 0a^2)d1^161d2^105 + (2 + 3a + 0a^2)d1^162d2^105 + (3 + 2a + 1a^2)d1^163d2^105 + (2 + 2a + 2a^2)d1^164d2^105 + (0 + 4a + 0a^2)d1^165d2^105 + (3 + 4a + 0a^2)d1^166d2^105 + (1 + 2a + 0a^2)d1^167d2^105 + (0 + 2a + 3a^2)d1^168d2^105 + (3 + 4a + 4a^2)d1^169d2^105 + (3 + 1a + 2a^2)d1^170d2^105 + (0 + 3a + 3a^2)d1^171d2^105 + (2 + 3a + 0a^2)d1^172d2^105 + (3 + 3a + 1a^2)d1^173d2^105 + (1 + 2a + 2a^2)d1^174d2^105 + (3 + 0a + 0a^2)d1^175d2^105 + (0 + 1a + 2a^2)d1^176d2^105 + (1 + 4a + 4a^2)d1^177d2^105 + (2 + 3a + 2a^2)d1^178d2^105 + (0 + 2a + 3a^2)d1^179d2^105 + (3 + 3a + 4a^2)d1^180d2^105 + (2 + 1a + 1a^2)d1^181d2^105 + (2 + 3a + 3a^2)d1^182d2^105 + (2 + 3a + 0a^2)d1^183d2^105 + (1 + 2a + 3a^2)d1^184d2^105 + (0 + 0a + 2a^2)d1^185d2^105 + (3 + 4a + 2a^2)d1^186d2^105 + (4 + 3a + 2a^2)d1^187d2^105 + (4 + 4a + 0a^2)d1^188d2^105 + (1 + 2a + 1a^2)d1^189d2^105 + (4 + 4a + 2a^2)d1^190d2^105 + (4 + 3a + 4a^2)d1^191d2^105 + (0 + 1a + 3a^2)d1^192d2^105 + (0 + 0a + 4a^2)d1^193d2^105 + (1 + 0a + 0a^2)d1^194d2^105 + (2 + 0a + 3a^2)d1^195d2^105 + (1 + 1a + 1a^2)d1^196d2^105 + (3 + 4a + 0a^2)d1^197d2^105 + (1 + 3a + 2a^2)d1^198d2^105 + (2 + 4a + 1a^2)d1^199d2^105 + (4 + 3a + 3a^2)d1^200d2^105 + (4 + 3a + 4a^2)d1^201d2^105 + (0 + 1a + 1a^2)d1^202d2^105 + (4 + 0a + 4a^2)d1^203d2^105 + (3 + 4a + 4a^2)d1^204d2^105 + (2 + 2a + 4a^2)d1^205d2^105 + (3 + 2a + 0a^2)d1^206d2^105 + (2 + 4a + 1a^2)d1^207d2^105 + (4 + 3a + 2a^2)d1^208d2^105 + (2 + 4a + 1a^2)d1^209d2^105 + (2 + 2a + 2a^2)d1^210d2^105 + (0 + 4a + 4a^2)d1^211d2^105 + (4 + 0a + 4a^2)d1^212d2^105 + (0 + 0a + 3a^2)d1^213d2^105 + (0 + 3a + 1a^2)d1^214d2^105 + (0 + 3a + 4a^2)d1^215d2^105 + (0 + 1a + 4a^2)d1^216d2^105 + (4 + 2a + 1a^2)d1^218d2^105 + (0 + 4a + 4a^2)d1^219d2^105 + (3 + 3a + 4a^2)d1^220d2^105 + (1 + 0a + 2a^2)d1^221d2^105 + (3 + 3a + 1a^2)d1^222d2^105 + (1 + 2a + 3a^2)d1^223d2^105 + (1 + 3a + 3a^2)d1^224d2^105 + (3 + 4a + 2a^2)d1^225d2^105 + (0 + 4a + 0a^2)d1^226d2^105 + (4 + 4a + 0a^2)d1^227d2^105 + (0 + 0a + 4a^2)d1^228d2^105 + (1 + 4a + 1a^2)d1^229d2^105 + (3 + 4a + 1a^2)d1^230d2^105 + (4 + 3a + 2a^2)d1^231d2^105 + (1 + 2a + 2a^2)d1^232d2^105 + (1 + 1a + 2a^2)d1^233d2^105 + (2 + 4a + 0a^2)d1^234d2^105 + (4 + 4a + 3a^2)d1^235d2^105 + (0 + 1a + 2a^2)d1^236d2^105 + (2 + 2a + 1a^2)d1^237d2^105 + (2 + 2a + 1a^2)d1^238d2^105 + (1 + 1a + 4a^2)d1^239d2^105 + (2 + 0a + 0a^2)d1^240d2^105 + (0 + 0a + 4a^2)d1^241d2^105 + (4 + 0a + 1a^2)d1^242d2^105 + (3 + 2a + 3a^2)d1^243d2^105 + (1 + 1a + 2a^2)d1^244d2^105 + (0 + 1a + 0a^2)d1^245d2^105 + (0 + 0a + 1a^2)d1^246d2^105 + (0 + 3a + 1a^2)d1^247d2^105 + (0 + 2a + 4a^2)d1^248d2^105 + (2 + 0a + 3a^2)d1^249d2^105 + (2 + 1a + 4a^2)d1^250d2^105 + (1 + 4a + 3a^2)d1^251d2^105 + (2 + 0a + 2a^2)d1^252d2^105 + (2 + 2a + 0a^2)d1^253d2^105 + (0 + 2a + 0a^2)d1^254d2^105 + (3 + 1a + 4a^2)d1^255d2^105 + (3 + 3a + 1a^2)d1^256d2^105 + (4 + 4a + 4a^2)d1^257d2^105 + (1 + 4a + 1a^2)d1^258d2^105 + (1 + 0a + 3a^2)d1^259d2^105 + (2 + 3a + 1a^2)d1^260d2^105 + (3 + 2a + 3a^2)d1^261d2^105 + (4 + 2a + 4a^2)d1^262d2^105 + (3 + 1a + 2a^2)d1^263d2^105 + (1 + 4a + 4a^2)d1^264d2^105 + (3 + 4a + 1a^2)d1^265d2^105 + (2 + 0a + 4a^2)d1^266d2^105 + (1 + 4a + 0a^2)d1^267d2^105 + (4 + 4a + 2a^2)d1^268d2^105 + (4 + 4a + 4a^2)d1^269d2^105 + (0 + 4a + 1a^2)d1^270d2^105 + (2 + 0a + 3a^2)d1^271d2^105 + (0 + 0a + 3a^2)d1^272d2^105 + (1 + 4a + 4a^2)d1^273d2^105 + (4 + 2a + 0a^2)d1^274d2^105 + (3 + 1a + 1a^2)d1^275d2^105 + (2 + 1a + 2a^2)d1^276d2^105 + (0 + 3a + 2a^2)d1^277d2^105 + (3 + 3a + 1a^2)d1^278d2^105 + (4 + 3a + 0a^2)d1^279d2^105 + (4 + 0a + 2a^2)d1^280d2^105 + (3 + 2a + 0a^2)d1^281d2^105 + (0 + 3a + 1a^2)d1^282d2^105 + (4 + 0a + 3a^2)d1^283d2^105 + (4 + 0a + 4a^2)d1^284d2^105 + (1 + 2a + 4a^2)d1^285d2^105 + (2 + 4a + 2a^2)d1^286d2^105 + (2 + 0a + 4a^2)d1^287d2^105 + (4 + 2a + 4a^2)d1^288d2^105 + (1 + 3a + 1a^2)d1^289d2^105 + (4 + 4a + 0a^2)d1^290d2^105 + (2 + 0a + 1a^2)d1^291d2^105 + (4 + 4a + 3a^2)d1^292d2^105 + (3 + 1a + 4a^2)d1^293d2^105 + (4 + 0a + 0a^2)d2^106 + (1 + 0a + 4a^2)d1^1d2^106 + (0 + 3a + 2a^2)d1^2d2^106 + (2 + 0a + 3a^2)d1^3d2^106 + (0 + 3a + 4a^2)d1^4d2^106 + (4 + 2a + 2a^2)d1^5d2^106 + (0 + 2a + 2a^2)d1^6d2^106 + (2 + 3a + 1a^2)d1^7d2^106 + (1 + 4a + 2a^2)d1^8d2^106 + (2 + 1a + 4a^2)d1^9d2^106 + (2 + 3a + 4a^2)d1^10d2^106 + (4 + 1a + 3a^2)d1^11d2^106 + (4 + 2a + 3a^2)d1^12d2^106 + (1 + 0a + 3a^2)d1^13d2^106 + (4 + 1a + 4a^2)d1^14d2^106 + (4 + 3a + 3a^2)d1^15d2^106 + (3 + 1a + 2a^2)d1^16d2^106 + (3 + 2a + 4a^2)d1^17d2^106 + (0 + 2a + 1a^2)d1^18d2^106 + (1 + 1a + 0a^2)d1^19d2^106 + (1 + 0a + 3a^2)d1^20d2^106 + (3 + 4a + 2a^2)d1^21d2^106 + (4 + 4a + 2a^2)d1^22d2^106 + (1 + 4a + 1a^2)d1^23d2^106 + (2 + 3a + 0a^2)d1^24d2^106 + (4 + 2a + 0a^2)d1^25d2^106 + (3 + 0a + 3a^2)d1^26d2^106 + (2 + 0a + 4a^2)d1^27d2^106 + (2 + 2a + 0a^2)d1^28d2^106 + (3 + 0a + 4a^2)d1^29d2^106 + (1 + 2a + 4a^2)d1^30d2^106 + (1 + 4a + 0a^2)d1^31d2^106 + (3 + 0a + 3a^2)d1^32d2^106 + (2 + 0a + 0a^2)d1^33d2^106 + (4 + 3a + 0a^2)d1^34d2^106 + (2 + 4a + 2a^2)d1^35d2^106 + (4 + 1a + 1a^2)d1^36d2^106 + (0 + 3a + 3a^2)d1^37d2^106 + (1 + 0a + 1a^2)d1^38d2^106 + (2 + 2a + 1a^2)d1^39d2^106 + (1 + 2a + 3a^2)d1^40d2^106 + (3 + 2a + 3a^2)d1^41d2^106 + (2 + 2a + 3a^2)d1^42d2^106 + (0 + 2a + 2a^2)d1^43d2^106 + (2 + 3a + 4a^2)d1^44d2^106 + (3 + 1a + 4a^2)d1^45d2^106 + (0 + 1a + 0a^2)d1^46d2^106 + (0 + 4a + 0a^2)d1^47d2^106 + (2 + 2a + 4a^2)d1^48d2^106 + (0 + 2a + 4a^2)d1^49d2^106 + (4 + 2a + 0a^2)d1^50d2^106 + (1 + 2a + 0a^2)d1^51d2^106 + (0 + 1a + 3a^2)d1^52d2^106 + (2 + 1a + 1a^2)d1^53d2^106 + (2 + 4a + 0a^2)d1^54d2^106 + (4 + 1a + 3a^2)d1^55d2^106 + (1 + 1a + 2a^2)d1^56d2^106 + (2 + 3a + 0a^2)d1^57d2^106 + (0 + 0a + 3a^2)d1^58d2^106 + (3 + 1a + 0a^2)d1^59d2^106 + (2 + 4a + 0a^2)d1^61d2^106 + (4 + 0a + 2a^2)d1^62d2^106 + (3 + 2a + 4a^2)d1^63d2^106 + (3 + 3a + 1a^2)d1^64d2^106 + (3 + 1a + 2a^2)d1^65d2^106 + (4 + 2a + 0a^2)d1^66d2^106 + (1 + 3a + 0a^2)d1^67d2^106 + (4 + 0a + 1a^2)d1^68d2^106 + (4 + 3a + 4a^2)d1^69d2^106 + (0 + 4a + 3a^2)d1^70d2^106 + (1 + 4a + 4a^2)d1^71d2^106 + (3 + 0a + 3a^2)d1^72d2^106 + (3 + 1a + 3a^2)d1^73d2^106 + (3 + 4a + 1a^2)d1^74d2^106 + (2 + 2a + 2a^2)d1^75d2^106 + (2 + 0a + 1a^2)d1^76d2^106 + (3 + 0a + 0a^2)d1^77d2^106 + (3 + 2a + 4a^2)d1^78d2^106 + (1 + 0a + 1a^2)d1^79d2^106 + (1 + 4a + 4a^2)d1^80d2^106 + (0 + 3a + 0a^2)d1^81d2^106 + (1 + 4a + 0a^2)d1^82d2^106 + (3 + 0a + 1a^2)d1^83d2^106 + (4 + 0a + 2a^2)d1^84d2^106 + (3 + 2a + 3a^2)d1^85d2^106 + (1 + 1a + 1a^2)d1^86d2^106 + (1 + 2a + 3a^2)d1^87d2^106 + (1 + 2a + 0a^2)d1^88d2^106 + (1 + 1a + 0a^2)d1^89d2^106 + (3 + 2a + 3a^2)d1^90d2^106 + (0 + 2a + 3a^2)d1^91d2^106 + (1 + 4a + 0a^2)d1^92d2^106 + (0 + 4a + 2a^2)d1^93d2^106 + (2 + 1a + 1a^2)d1^94d2^106 + (2 + 0a + 4a^2)d1^95d2^106 + (4 + 1a + 4a^2)d1^96d2^106 + (2 + 1a + 1a^2)d1^97d2^106 + (0 + 0a + 2a^2)d1^98d2^106 + (4 + 3a + 3a^2)d1^99d2^106 + (3 + 0a + 1a^2)d1^100d2^106 + (3 + 1a + 2a^2)d1^102d2^106 + (0 + 1a + 4a^2)d1^103d2^106 + (0 + 2a + 0a^2)d1^104d2^106 + (0 + 1a + 1a^2)d1^105d2^106 + (1 + 2a + 1a^2)d1^106d2^106 + (0 + 3a + 1a^2)d1^107d2^106 + (3 + 2a + 0a^2)d1^108d2^106 + (0 + 3a + 1a^2)d1^109d2^106 + (4 + 1a + 2a^2)d1^110d2^106 + (4 + 0a + 3a^2)d1^111d2^106 + (0 + 1a + 2a^2)d1^112d2^106 + (1 + 4a + 0a^2)d1^113d2^106 + (0 + 1a + 4a^2)d1^114d2^106 + (4 + 1a + 3a^2)d1^115d2^106 + (3 + 1a + 0a^2)d1^116d2^106 + (1 + 4a + 2a^2)d1^117d2^106 + (4 + 4a + 3a^2)d1^118d2^106 + (2 + 3a + 2a^2)d1^119d2^106 + (4 + 3a + 0a^2)d1^120d2^106 + (3 + 2a + 2a^2)d1^121d2^106 + (2 + 2a + 0a^2)d1^122d2^106 + (3 + 4a + 4a^2)d1^123d2^106 + (2 + 3a + 4a^2)d1^124d2^106 + (4 + 2a + 3a^2)d1^125d2^106 + (0 + 2a + 4a^2)d1^126d2^106 + (4 + 2a + 1a^2)d1^127d2^106 + (1 + 1a + 1a^2)d1^128d2^106 + (4 + 4a + 2a^2)d1^129d2^106 + (2 + 3a + 3a^2)d1^130d2^106 + (2 + 0a + 1a^2)d1^131d2^106 + (1 + 4a + 3a^2)d1^132d2^106 + (1 + 0a + 4a^2)d1^133d2^106 + (4 + 4a + 1a^2)d1^134d2^106 + (1 + 0a + 3a^2)d1^135d2^106 + (0 + 1a + 3a^2)d1^136d2^106 + (3 + 0a + 3a^2)d1^137d2^106 + (0 + 4a + 4a^2)d1^138d2^106 + (0 + 2a + 4a^2)d1^139d2^106 + (1 + 3a + 4a^2)d1^140d2^106 + (3 + 0a + 4a^2)d1^141d2^106 + (1 + 3a + 2a^2)d1^142d2^106 + (2 + 2a + 4a^2)d1^143d2^106 + (2 + 1a + 1a^2)d1^144d2^106 + (1 + 0a + 0a^2)d1^145d2^106 + (1 + 1a + 3a^2)d1^146d2^106 + (3 + 4a + 1a^2)d1^147d2^106 + (1 + 2a + 0a^2)d1^148d2^106 + (1 + 3a + 2a^2)d1^149d2^106 + (3 + 2a + 1a^2)d1^150d2^106 + (3 + 1a + 1a^2)d1^151d2^106 + (0 + 2a + 1a^2)d1^152d2^106 + (1 + 2a + 1a^2)d1^153d2^106 + (3 + 2a + 2a^2)d1^154d2^106 + (4 + 3a + 0a^2)d1^155d2^106 + (1 + 4a + 4a^2)d1^156d2^106 + (4 + 2a + 0a^2)d1^157d2^106 + (3 + 4a + 3a^2)d1^158d2^106 + (3 + 0a + 2a^2)d1^159d2^106 + (0 + 1a + 1a^2)d1^160d2^106 + (4 + 0a + 1a^2)d1^161d2^106 + (1 + 3a + 1a^2)d1^162d2^106 + (0 + 4a + 3a^2)d1^163d2^106 + (2 + 2a + 4a^2)d1^164d2^106 + (2 + 0a + 2a^2)d1^165d2^106 + (0 + 2a + 1a^2)d1^166d2^106 + (0 + 1a + 4a^2)d1^167d2^106 + (1 + 0a + 0a^2)d1^168d2^106 + (3 + 0a + 3a^2)d1^169d2^106 + (3 + 3a + 1a^2)d1^170d2^106 + (4 + 4a + 2a^2)d1^171d2^106 + (1 + 4a + 1a^2)d1^172d2^106 + (2 + 1a + 0a^2)d1^173d2^106 + (1 + 4a + 1a^2)d1^174d2^106 + (3 + 0a + 2a^2)d1^175d2^106 + (2 + 0a + 1a^2)d1^176d2^106 + (2 + 3a + 4a^2)d1^177d2^106 + (2 + 0a + 1a^2)d1^178d2^106 + (3 + 3a + 0a^2)d1^179d2^106 + (2 + 3a + 4a^2)d1^180d2^106 + (4 + 0a + 0a^2)d1^181d2^106 + (1 + 1a + 2a^2)d1^182d2^106 + (4 + 1a + 4a^2)d1^183d2^106 + (3 + 3a + 0a^2)d1^184d2^106 + (1 + 1a + 4a^2)d1^185d2^106 + (4 + 0a + 1a^2)d1^186d2^106 + (3 + 1a + 3a^2)d1^187d2^106 + (3 + 2a + 0a^2)d1^188d2^106 + (4 + 2a + 4a^2)d1^189d2^106 + (2 + 1a + 2a^2)d1^190d2^106 + (3 + 1a + 1a^2)d1^191d2^106 + (4 + 0a + 2a^2)d1^192d2^106 + (1 + 4a + 2a^2)d1^193d2^106 + (2 + 2a + 4a^2)d1^194d2^106 + (2 + 1a + 1a^2)d1^195d2^106 + (0 + 1a + 2a^2)d1^196d2^106 + (2 + 2a + 1a^2)d1^197d2^106 + (4 + 4a + 3a^2)d1^198d2^106 + (3 + 3a + 0a^2)d1^199d2^106 + (1 + 3a + 4a^2)d1^200d2^106 + (1 + 1a + 4a^2)d1^201d2^106 + (1 + 1a + 1a^2)d1^203d2^106 + (3 + 3a + 1a^2)d1^204d2^106 + (0 + 3a + 4a^2)d1^205d2^106 + (1 + 2a + 3a^2)d1^206d2^106 + (1 + 4a + 3a^2)d1^207d2^106 + (0 + 4a + 2a^2)d1^208d2^106 + (2 + 3a + 3a^2)d1^209d2^106 + (4 + 0a + 0a^2)d1^210d2^106 + (4 + 3a + 3a^2)d1^211d2^106 + (1 + 4a + 1a^2)d1^212d2^106 + (0 + 0a + 4a^2)d1^213d2^106 + (3 + 0a + 4a^2)d1^214d2^106 + (3 + 0a + 3a^2)d1^215d2^106 + (0 + 4a + 2a^2)d1^216d2^106 + (1 + 0a + 1a^2)d1^217d2^106 + (0 + 0a + 3a^2)d1^218d2^106 + (3 + 1a + 4a^2)d1^219d2^106 + (2 + 2a + 0a^2)d1^220d2^106 + (2 + 2a + 4a^2)d1^221d2^106 + (0 + 1a + 2a^2)d1^222d2^106 + (2 + 4a + 1a^2)d1^223d2^106 + (1 + 2a + 3a^2)d1^224d2^106 + (1 + 1a + 3a^2)d1^225d2^106 + (4 + 3a + 1a^2)d1^226d2^106 + (4 + 4a + 0a^2)d1^227d2^106 + (4 + 2a + 4a^2)d1^228d2^106 + (2 + 0a + 2a^2)d1^229d2^106 + (3 + 4a + 0a^2)d1^230d2^106 + (3 + 1a + 4a^2)d1^231d2^106 + (1 + 3a + 4a^2)d1^232d2^106 + (2 + 2a + 3a^2)d1^233d2^106 + (4 + 3a + 3a^2)d1^234d2^106 + (4 + 3a + 3a^2)d1^235d2^106 + (1 + 3a + 0a^2)d1^236d2^106 + (3 + 1a + 3a^2)d1^237d2^106 + (0 + 3a + 0a^2)d1^238d2^106 + (2 + 3a + 3a^2)d1^239d2^106 + (3 + 2a + 4a^2)d1^240d2^106 + (1 + 2a + 4a^2)d1^241d2^106 + (2 + 0a + 1a^2)d1^242d2^106 + (0 + 3a + 0a^2)d1^243d2^106 + (0 + 2a + 4a^2)d1^244d2^106 + (0 + 0a + 1a^2)d1^245d2^106 + (3 + 4a + 2a^2)d1^246d2^106 + (2 + 2a + 3a^2)d1^247d2^106 + (1 + 1a + 4a^2)d1^248d2^106 + (2 + 3a + 3a^2)d1^249d2^106 + (2 + 1a + 1a^2)d1^250d2^106 + (3 + 2a + 3a^2)d1^251d2^106 + (3 + 3a + 2a^2)d1^252d2^106 + (3 + 1a + 2a^2)d1^253d2^106 + (4 + 2a + 3a^2)d1^254d2^106 + (0 + 4a + 1a^2)d1^255d2^106 + (2 + 1a + 1a^2)d1^256d2^106 + (1 + 0a + 0a^2)d1^257d2^106 + (2 + 3a + 3a^2)d1^258d2^106 + (2 + 4a + 1a^2)d1^259d2^106 + (3 + 3a + 2a^2)d1^260d2^106 + (2 + 2a + 3a^2)d1^261d2^106 + (2 + 3a + 0a^2)d1^262d2^106 + (2 + 4a + 3a^2)d1^263d2^106 + (3 + 3a + 4a^2)d1^264d2^106 + (2 + 4a + 4a^2)d1^265d2^106 + (1 + 2a + 1a^2)d1^266d2^106 + (3 + 0a + 0a^2)d1^267d2^106 + (4 + 3a + 2a^2)d1^268d2^106 + (4 + 4a + 1a^2)d1^269d2^106 + (3 + 0a + 4a^2)d1^270d2^106 + (0 + 0a + 4a^2)d1^271d2^106 + (2 + 0a + 0a^2)d1^272d2^106 + (3 + 4a + 2a^2)d1^273d2^106 + (2 + 2a + 0a^2)d1^274d2^106 + (3 + 2a + 3a^2)d1^275d2^106 + (0 + 2a + 3a^2)d1^276d2^106 + (0 + 3a + 1a^2)d1^277d2^106 + (1 + 2a + 4a^2)d1^278d2^106 + (0 + 3a + 4a^2)d1^279d2^106 + (3 + 2a + 1a^2)d1^280d2^106 + (3 + 4a + 4a^2)d1^281d2^106 + (4 + 0a + 3a^2)d1^282d2^106 + (1 + 1a + 2a^2)d1^283d2^106 + (1 + 0a + 3a^2)d1^284d2^106 + (0 + 0a + 3a^2)d1^285d2^106 + (3 + 3a + 1a^2)d1^286d2^106 + (4 + 4a + 1a^2)d1^287d2^106 + (3 + 3a + 2a^2)d1^288d2^106 + (1 + 1a + 0a^2)d1^289d2^106 + (0 + 4a + 4a^2)d1^290d2^106 + (0 + 0a + 4a^2)d1^291d2^106 + (3 + 3a + 3a^2)d1^292d2^106 + (3 + 2a + 1a^2)d1^293d2^106 + (3 + 1a + 3a^2)d2^107 + (3 + 2a + 4a^2)d1^1d2^107 + (1 + 4a + 0a^2)d1^2d2^107 + (3 + 2a + 0a^2)d1^3d2^107 + (3 + 0a + 2a^2)d1^4d2^107 + (2 + 4a + 4a^2)d1^5d2^107 + (3 + 4a + 3a^2)d1^6d2^107 + (3 + 3a + 4a^2)d1^7d2^107 + (3 + 0a + 3a^2)d1^8d2^107 + (4 + 0a + 0a^2)d1^9d2^107 + (3 + 1a + 1a^2)d1^10d2^107 + (3 + 0a + 4a^2)d1^11d2^107 + (2 + 4a + 4a^2)d1^12d2^107 + (2 + 3a + 4a^2)d1^13d2^107 + (3 + 3a + 4a^2)d1^14d2^107 + (2 + 0a + 0a^2)d1^15d2^107 + (3 + 2a + 2a^2)d1^16d2^107 + (1 + 0a + 1a^2)d1^17d2^107 + (3 + 4a + 1a^2)d1^18d2^107 + (0 + 2a + 1a^2)d1^19d2^107 + (1 + 1a + 0a^2)d1^20d2^107 + (4 + 4a + 0a^2)d1^21d2^107 + (4 + 3a + 0a^2)d1^22d2^107 + (1 + 4a + 0a^2)d1^23d2^107 + (3 + 3a + 0a^2)d1^24d2^107 + (3 + 2a + 0a^2)d1^25d2^107 + (0 + 1a + 4a^2)d1^26d2^107 + (1 + 0a + 0a^2)d1^27d2^107 + (4 + 1a + 4a^2)d1^28d2^107 + (0 + 2a + 2a^2)d1^29d2^107 + (0 + 3a + 0a^2)d1^30d2^107 + (3 + 0a + 3a^2)d1^31d2^107 + (3 + 1a + 3a^2)d1^32d2^107 + (0 + 4a + 0a^2)d1^33d2^107 + (0 + 0a + 4a^2)d1^34d2^107 + (4 + 4a + 4a^2)d1^35d2^107 + (3 + 4a + 3a^2)d1^36d2^107 + (0 + 3a + 2a^2)d1^37d2^107 + (3 + 3a + 0a^2)d1^38d2^107 + (3 + 4a + 3a^2)d1^39d2^107 + (2 + 1a + 0a^2)d1^40d2^107 + (2 + 3a + 1a^2)d1^41d2^107 + (3 + 2a + 1a^2)d1^42d2^107 + (4 + 3a + 2a^2)d1^43d2^107 + (2 + 1a + 0a^2)d1^44d2^107 + (0 + 4a + 1a^2)d1^45d2^107 + (3 + 2a + 1a^2)d1^46d2^107 + (2 + 0a + 1a^2)d1^47d2^107 + (2 + 1a + 3a^2)d1^48d2^107 + (4 + 2a + 3a^2)d1^49d2^107 + (3 + 4a + 0a^2)d1^50d2^107 + (2 + 0a + 4a^2)d1^51d2^107 + (4 + 4a + 1a^2)d1^52d2^107 + (0 + 0a + 2a^2)d1^53d2^107 + (4 + 2a + 0a^2)d1^54d2^107 + (3 + 2a + 2a^2)d1^55d2^107 + (1 + 1a + 2a^2)d1^56d2^107 + (0 + 1a + 0a^2)d1^57d2^107 + (2 + 1a + 1a^2)d1^58d2^107 + (4 + 4a + 3a^2)d1^59d2^107 + (1 + 2a + 1a^2)d1^60d2^107 + (4 + 4a + 3a^2)d1^61d2^107 + (2 + 2a + 3a^2)d1^62d2^107 + (1 + 1a + 3a^2)d1^63d2^107 + (1 + 2a + 2a^2)d1^64d2^107 + (4 + 0a + 1a^2)d1^65d2^107 + (3 + 4a + 4a^2)d1^66d2^107 + (1 + 4a + 3a^2)d1^67d2^107 + (4 + 1a + 3a^2)d1^68d2^107 + (2 + 4a + 1a^2)d1^69d2^107 + (3 + 1a + 3a^2)d1^70d2^107 + (0 + 4a + 3a^2)d1^71d2^107 + (2 + 2a + 0a^2)d1^72d2^107 + (2 + 4a + 2a^2)d1^73d2^107 + (1 + 4a + 0a^2)d1^74d2^107 + (1 + 0a + 4a^2)d1^75d2^107 + (4 + 2a + 0a^2)d1^76d2^107 + (2 + 4a + 1a^2)d1^77d2^107 + (3 + 4a + 3a^2)d1^78d2^107 + (1 + 4a + 3a^2)d1^79d2^107 + (1 + 2a + 0a^2)d1^80d2^107 + (1 + 0a + 0a^2)d1^81d2^107 + (2 + 2a + 1a^2)d1^82d2^107 + (4 + 3a + 1a^2)d1^83d2^107 + (1 + 0a + 1a^2)d1^84d2^107 + (1 + 3a + 0a^2)d1^85d2^107 + (0 + 3a + 0a^2)d1^86d2^107 + (0 + 2a + 1a^2)d1^87d2^107 + (1 + 4a + 1a^2)d1^88d2^107 + (0 + 0a + 1a^2)d1^89d2^107 + (2 + 2a + 1a^2)d1^90d2^107 + (0 + 0a + 4a^2)d1^91d2^107 + (2 + 2a + 1a^2)d1^92d2^107 + (4 + 3a + 1a^2)d1^93d2^107 + (2 + 3a + 1a^2)d1^94d2^107 + (3 + 0a + 0a^2)d1^95d2^107 + (0 + 2a + 4a^2)d1^96d2^107 + (3 + 3a + 2a^2)d1^97d2^107 + (2 + 4a + 2a^2)d1^98d2^107 + (0 + 1a + 3a^2)d1^99d2^107 + (1 + 4a + 0a^2)d1^100d2^107 + (4 + 1a + 3a^2)d1^101d2^107 + (0 + 3a + 0a^2)d1^102d2^107 + (3 + 2a + 3a^2)d1^103d2^107 + (4 + 3a + 4a^2)d1^104d2^107 + (2 + 4a + 1a^2)d1^105d2^107 + (1 + 3a + 4a^2)d1^106d2^107 + (2 + 2a + 0a^2)d1^107d2^107 + (2 + 2a + 1a^2)d1^108d2^107 + (2 + 3a + 1a^2)d1^109d2^107 + (4 + 2a + 2a^2)d1^110d2^107 + (2 + 0a + 1a^2)d1^111d2^107 + (3 + 4a + 3a^2)d1^112d2^107 + (2 + 0a + 2a^2)d1^113d2^107 + (3 + 2a + 4a^2)d1^114d2^107 + (0 + 3a + 4a^2)d1^115d2^107 + (4 + 2a + 4a^2)d1^116d2^107 + (3 + 0a + 2a^2)d1^117d2^107 + (0 + 2a + 2a^2)d1^118d2^107 + (3 + 0a + 1a^2)d1^119d2^107 + (0 + 2a + 4a^2)d1^120d2^107 + (3 + 3a + 0a^2)d1^121d2^107 + (1 + 3a + 1a^2)d1^122d2^107 + (3 + 0a + 1a^2)d1^123d2^107 + (2 + 3a + 1a^2)d1^124d2^107 + (1 + 3a + 0a^2)d1^125d2^107 + (0 + 1a + 4a^2)d1^126d2^107 + (4 + 3a + 2a^2)d1^127d2^107 + (2 + 0a + 1a^2)d1^128d2^107 + (0 + 2a + 3a^2)d1^129d2^107 + (4 + 2a + 0a^2)d1^130d2^107 + (3 + 0a + 3a^2)d1^131d2^107 + (0 + 4a + 4a^2)d1^132d2^107 + (2 + 0a + 0a^2)d1^133d2^107 + (0 + 2a + 4a^2)d1^134d2^107 + (1 + 1a + 2a^2)d1^135d2^107 + (2 + 4a + 0a^2)d1^136d2^107 + (1 + 3a + 3a^2)d1^137d2^107 + (1 + 4a + 4a^2)d1^138d2^107 + (0 + 3a + 3a^2)d1^139d2^107 + (4 + 2a + 2a^2)d1^140d2^107 + (0 + 0a + 2a^2)d1^141d2^107 + (3 + 0a + 4a^2)d1^142d2^107 + (0 + 3a + 2a^2)d1^143d2^107 + (3 + 2a + 2a^2)d1^144d2^107 + (1 + 2a + 4a^2)d1^145d2^107 + (1 + 1a + 4a^2)d1^146d2^107 + (0 + 2a + 1a^2)d1^147d2^107 + (3 + 4a + 2a^2)d1^148d2^107 + (4 + 4a + 4a^2)d1^149d2^107 + (2 + 0a + 3a^2)d1^150d2^107 + (4 + 4a + 4a^2)d1^151d2^107 + (0 + 0a + 2a^2)d1^152d2^107 + (0 + 1a + 4a^2)d1^153d2^107 + (0 + 3a + 4a^2)d1^154d2^107 + (4 + 3a + 2a^2)d1^155d2^107 + (3 + 1a + 4a^2)d1^156d2^107 + (4 + 2a + 1a^2)d1^157d2^107 + (3 + 1a + 3a^2)d1^158d2^107 + (2 + 1a + 2a^2)d1^159d2^107 + (1 + 1a + 2a^2)d1^160d2^107 + (4 + 1a + 1a^2)d1^161d2^107 + (4 + 4a + 1a^2)d1^162d2^107 + (4 + 4a + 2a^2)d1^163d2^107 + (1 + 3a + 0a^2)d1^164d2^107 + (0 + 3a + 0a^2)d1^165d2^107 + (2 + 2a + 1a^2)d1^166d2^107 + (4 + 0a + 3a^2)d1^167d2^107 + (0 + 3a + 4a^2)d1^168d2^107 + (0 + 1a + 2a^2)d1^169d2^107 + (2 + 1a + 2a^2)d1^170d2^107 + (4 + 0a + 4a^2)d1^171d2^107 + (3 + 0a + 2a^2)d1^172d2^107 + (0 + 2a + 4a^2)d1^173d2^107 + (4 + 0a + 2a^2)d1^174d2^107 + (1 + 3a + 4a^2)d1^175d2^107 + (4 + 0a + 3a^2)d1^176d2^107 + (2 + 4a + 4a^2)d1^177d2^107 + (3 + 1a + 4a^2)d1^178d2^107 + (1 + 2a + 0a^2)d1^179d2^107 + (3 + 4a + 2a^2)d1^180d2^107 + (2 + 3a + 4a^2)d1^181d2^107 + (2 + 2a + 3a^2)d1^182d2^107 + (3 + 2a + 1a^2)d1^183d2^107 + (2 + 4a + 4a^2)d1^184d2^107 + (4 + 3a + 1a^2)d1^185d2^107 + (4 + 0a + 1a^2)d1^186d2^107 + (0 + 4a + 0a^2)d1^187d2^107 + (3 + 1a + 1a^2)d1^188d2^107 + (0 + 2a + 0a^2)d1^189d2^107 + (4 + 4a + 3a^2)d1^190d2^107 + (1 + 3a + 0a^2)d1^191d2^107 + (0 + 4a + 0a^2)d1^192d2^107 + (2 + 3a + 4a^2)d1^193d2^107 + (3 + 4a + 1a^2)d1^194d2^107 + (2 + 2a + 4a^2)d1^195d2^107 + (0 + 3a + 3a^2)d1^196d2^107 + (0 + 3a + 3a^2)d1^197d2^107 + (0 + 1a + 3a^2)d1^198d2^107 + (4 + 2a + 4a^2)d1^199d2^107 + (4 + 0a + 3a^2)d1^200d2^107 + (0 + 2a + 4a^2)d1^201d2^107 + (3 + 2a + 1a^2)d1^202d2^107 + (3 + 3a + 0a^2)d1^203d2^107 + (4 + 4a + 2a^2)d1^204d2^107 + (2 + 1a + 1a^2)d1^205d2^107 + (1 + 4a + 3a^2)d1^206d2^107 + (2 + 0a + 0a^2)d1^207d2^107 + (3 + 3a + 1a^2)d1^208d2^107 + (2 + 4a + 2a^2)d1^209d2^107 + (4 + 0a + 0a^2)d1^210d2^107 + (4 + 0a + 4a^2)d1^211d2^107 + (4 + 0a + 4a^2)d1^212d2^107 + (4 + 3a + 0a^2)d1^213d2^107 + (0 + 4a + 3a^2)d1^214d2^107 + (0 + 3a + 0a^2)d1^215d2^107 + (3 + 4a + 4a^2)d1^216d2^107 + (2 + 4a + 1a^2)d1^217d2^107 + (3 + 2a + 2a^2)d1^218d2^107 + (2 + 3a + 3a^2)d1^219d2^107 + (3 + 4a + 3a^2)d1^220d2^107 + (1 + 2a + 4a^2)d1^221d2^107 + (4 + 4a + 0a^2)d1^222d2^107 + (3 + 4a + 0a^2)d1^223d2^107 + (2 + 1a + 3a^2)d1^224d2^107 + (2 + 0a + 3a^2)d1^225d2^107 + (0 + 2a + 3a^2)d1^226d2^107 + (4 + 3a + 0a^2)d1^227d2^107 + (0 + 2a + 4a^2)d1^228d2^107 + (1 + 0a + 0a^2)d1^229d2^107 + (0 + 0a + 4a^2)d1^230d2^107 + (1 + 4a + 2a^2)d1^231d2^107 + (0 + 2a + 4a^2)d1^232d2^107 + (2 + 3a + 4a^2)d1^233d2^107 + (2 + 4a + 2a^2)d1^234d2^107 + (0 + 1a + 4a^2)d1^235d2^107 + (3 + 4a + 2a^2)d1^236d2^107 + (0 + 4a + 1a^2)d1^237d2^107 + (2 + 4a + 3a^2)d1^238d2^107 + (3 + 1a + 0a^2)d1^239d2^107 + (4 + 4a + 4a^2)d1^240d2^107 + (1 + 0a + 0a^2)d1^241d2^107 + (1 + 2a + 4a^2)d1^242d2^107 + (0 + 2a + 0a^2)d1^243d2^107 + (0 + 2a + 1a^2)d1^244d2^107 + (2 + 2a + 2a^2)d1^245d2^107 + (1 + 4a + 4a^2)d1^246d2^107 + (2 + 4a + 1a^2)d1^247d2^107 + (4 + 4a + 2a^2)d1^248d2^107 + (4 + 1a + 3a^2)d1^249d2^107 + (4 + 1a + 4a^2)d1^250d2^107 + (2 + 3a + 1a^2)d1^251d2^107 + (0 + 4a + 1a^2)d1^252d2^107 + (1 + 4a + 1a^2)d1^253d2^107 + (2 + 0a + 3a^2)d1^254d2^107 + (4 + 0a + 1a^2)d1^255d2^107 + (2 + 4a + 2a^2)d1^256d2^107 + (2 + 4a + 4a^2)d1^257d2^107 + (1 + 1a + 4a^2)d1^258d2^107 + (3 + 1a + 2a^2)d1^259d2^107 + (3 + 0a + 1a^2)d1^260d2^107 + (2 + 4a + 1a^2)d1^261d2^107 + (0 + 4a + 3a^2)d1^262d2^107 + (3 + 0a + 3a^2)d1^263d2^107 + (0 + 2a + 4a^2)d1^264d2^107 + (4 + 1a + 1a^2)d1^265d2^107 + (4 + 1a + 4a^2)d1^266d2^107 + (1 + 4a + 1a^2)d1^267d2^107 + (3 + 1a + 1a^2)d1^268d2^107 + (4 + 3a + 1a^2)d1^269d2^107 + (2 + 4a + 0a^2)d1^270d2^107 + (4 + 3a + 2a^2)d1^271d2^107 + (4 + 1a + 4a^2)d1^272d2^107 + (1 + 0a + 4a^2)d1^273d2^107 + (1 + 0a + 4a^2)d1^274d2^107 + (1 + 2a + 3a^2)d1^275d2^107 + (3 + 0a + 2a^2)d1^276d2^107 + (1 + 2a + 4a^2)d1^277d2^107 + (2 + 0a + 4a^2)d1^278d2^107 + (1 + 2a + 1a^2)d1^279d2^107 + (3 + 1a + 2a^2)d1^280d2^107 + (0 + 1a + 2a^2)d1^281d2^107 + (3 + 0a + 3a^2)d1^282d2^107 + (1 + 3a + 0a^2)d1^283d2^107 + (4 + 4a + 3a^2)d1^284d2^107 + (4 + 1a + 4a^2)d1^286d2^107 + (1 + 0a + 1a^2)d1^287d2^107 + (0 + 3a + 4a^2)d1^288d2^107 + (4 + 3a + 4a^2)d1^289d2^107 + (0 + 0a + 1a^2)d1^290d2^107 + (2 + 4a + 3a^2)d1^291d2^107 + (2 + 3a + 4a^2)d1^292d2^107 + (2 + 2a + 4a^2)d1^293d2^107 + (0 + 4a + 1a^2)d2^108 + (0 + 2a + 2a^2)d1^1d2^108 + (1 + 4a + 4a^2)d1^2d2^108 + (3 + 4a + 1a^2)d1^3d2^108 + (4 + 3a + 2a^2)d1^4d2^108 + (4 + 4a + 4a^2)d1^5d2^108 + (1 + 0a + 0a^2)d1^6d2^108 + (0 + 1a + 4a^2)d1^7d2^108 + (3 + 4a + 2a^2)d1^8d2^108 + (2 + 1a + 1a^2)d1^9d2^108 + (0 + 1a + 0a^2)d1^10d2^108 + (2 + 1a + 1a^2)d1^11d2^108 + (0 + 3a + 2a^2)d1^12d2^108 + (1 + 1a + 4a^2)d1^13d2^108 + (2 + 2a + 1a^2)d1^14d2^108 + (2 + 1a + 2a^2)d1^15d2^108 + (1 + 1a + 3a^2)d1^16d2^108 + (0 + 0a + 1a^2)d1^17d2^108 + (0 + 2a + 4a^2)d1^18d2^108 + (4 + 2a + 0a^2)d1^19d2^108 + (2 + 4a + 3a^2)d1^20d2^108 + (0 + 3a + 0a^2)d1^21d2^108 + (1 + 1a + 3a^2)d1^22d2^108 + (4 + 1a + 2a^2)d1^23d2^108 + (2 + 3a + 1a^2)d1^24d2^108 + (3 + 4a + 3a^2)d1^25d2^108 + (2 + 0a + 4a^2)d1^26d2^108 + (1 + 0a + 3a^2)d1^27d2^108 + (3 + 1a + 4a^2)d1^28d2^108 + (1 + 4a + 2a^2)d1^29d2^108 + (4 + 4a + 1a^2)d1^30d2^108 + (4 + 0a + 1a^2)d1^31d2^108 + (3 + 4a + 2a^2)d1^32d2^108 + (0 + 1a + 4a^2)d1^34d2^108 + (1 + 4a + 1a^2)d1^35d2^108 + (1 + 0a + 2a^2)d1^36d2^108 + (4 + 0a + 0a^2)d1^37d2^108 + (2 + 1a + 4a^2)d1^38d2^108 + (1 + 4a + 4a^2)d1^39d2^108 + (4 + 3a + 0a^2)d1^40d2^108 + (2 + 1a + 4a^2)d1^41d2^108 + (4 + 1a + 0a^2)d1^42d2^108 + (0 + 1a + 3a^2)d1^43d2^108 + (1 + 4a + 0a^2)d1^44d2^108 + (3 + 2a + 2a^2)d1^45d2^108 + (3 + 3a + 3a^2)d1^46d2^108 + (4 + 3a + 0a^2)d1^47d2^108 + (2 + 1a + 2a^2)d1^48d2^108 + (1 + 3a + 1a^2)d1^49d2^108 + (4 + 2a + 0a^2)d1^50d2^108 + (0 + 2a + 2a^2)d1^51d2^108 + (3 + 4a + 0a^2)d1^52d2^108 + (3 + 1a + 3a^2)d1^53d2^108 + (0 + 2a + 2a^2)d1^54d2^108 + (2 + 4a + 2a^2)d1^55d2^108 + (2 + 2a + 3a^2)d1^56d2^108 + (1 + 2a + 1a^2)d1^57d2^108 + (2 + 0a + 0a^2)d1^58d2^108 + (0 + 2a + 3a^2)d1^59d2^108 + (2 + 4a + 4a^2)d1^60d2^108 + (0 + 1a + 3a^2)d1^61d2^108 + (3 + 4a + 1a^2)d1^62d2^108 + (3 + 3a + 3a^2)d1^63d2^108 + (0 + 2a + 1a^2)d1^64d2^108 + (0 + 4a + 1a^2)d1^65d2^108 + (2 + 2a + 4a^2)d1^66d2^108 + (0 + 1a + 0a^2)d1^67d2^108 + (2 + 2a + 4a^2)d1^68d2^108 + (1 + 3a + 0a^2)d1^69d2^108 + (1 + 4a + 3a^2)d1^70d2^108 + (3 + 0a + 4a^2)d1^71d2^108 + (2 + 1a + 3a^2)d1^72d2^108 + (0 + 4a + 0a^2)d1^73d2^108 + (3 + 1a + 2a^2)d1^74d2^108 + (4 + 1a + 2a^2)d1^75d2^108 + (4 + 2a + 3a^2)d1^76d2^108 + (2 + 0a + 0a^2)d1^77d2^108 + (2 + 4a + 4a^2)d1^78d2^108 + (4 + 1a + 3a^2)d1^79d2^108 + (4 + 2a + 4a^2)d1^80d2^108 + (4 + 0a + 2a^2)d1^81d2^108 + (4 + 0a + 2a^2)d1^82d2^108 + (4 + 2a + 4a^2)d1^83d2^108 + (2 + 0a + 0a^2)d1^84d2^108 + (4 + 0a + 0a^2)d1^85d2^108 + (2 + 2a + 1a^2)d1^86d2^108 + (0 + 2a + 2a^2)d1^87d2^108 + (1 + 4a + 3a^2)d1^88d2^108 + (4 + 3a + 1a^2)d1^89d2^108 + (3 + 3a + 2a^2)d1^90d2^108 + (0 + 3a + 1a^2)d1^91d2^108 + (1 + 3a + 2a^2)d1^92d2^108 + (3 + 3a + 4a^2)d1^93d2^108 + (3 + 1a + 0a^2)d1^94d2^108 + (3 + 4a + 3a^2)d1^95d2^108 + (1 + 0a + 2a^2)d1^96d2^108 + (1 + 1a + 2a^2)d1^97d2^108 + (1 + 1a + 0a^2)d1^98d2^108 + (1 + 2a + 1a^2)d1^99d2^108 + (3 + 2a + 0a^2)d1^100d2^108 + (1 + 2a + 4a^2)d1^101d2^108 + (3 + 4a + 3a^2)d1^102d2^108 + (1 + 4a + 1a^2)d1^103d2^108 + (2 + 0a + 3a^2)d1^104d2^108 + (0 + 3a + 2a^2)d1^105d2^108 + (0 + 0a + 4a^2)d1^106d2^108 + (4 + 3a + 1a^2)d1^107d2^108 + (2 + 4a + 0a^2)d1^108d2^108 + (4 + 0a + 0a^2)d1^109d2^108 + (0 + 3a + 3a^2)d1^110d2^108 + (4 + 3a + 0a^2)d1^111d2^108 + (3 + 2a + 0a^2)d1^112d2^108 + (1 + 3a + 1a^2)d1^113d2^108 + (3 + 3a + 1a^2)d1^114d2^108 + (1 + 3a + 1a^2)d1^115d2^108 + (0 + 1a + 0a^2)d1^116d2^108 + (1 + 2a + 1a^2)d1^117d2^108 + (0 + 2a + 4a^2)d1^118d2^108 + (0 + 1a + 3a^2)d1^119d2^108 + (1 + 0a + 2a^2)d1^120d2^108 + (0 + 2a + 1a^2)d1^121d2^108 + (3 + 1a + 4a^2)d1^122d2^108 + (2 + 4a + 0a^2)d1^123d2^108 + (2 + 1a + 4a^2)d1^124d2^108 + (0 + 0a + 1a^2)d1^125d2^108 + (1 + 4a + 1a^2)d1^126d2^108 + (1 + 3a + 3a^2)d1^127d2^108 + (0 + 3a + 0a^2)d1^128d2^108 + (2 + 4a + 0a^2)d1^129d2^108 + (1 + 4a + 4a^2)d1^130d2^108 + (3 + 4a + 2a^2)d1^131d2^108 + (1 + 3a + 4a^2)d1^132d2^108 + (3 + 0a + 2a^2)d1^133d2^108 + (0 + 0a + 1a^2)d1^134d2^108 + (3 + 3a + 4a^2)d1^135d2^108 + (1 + 3a + 1a^2)d1^136d2^108 + (4 + 1a + 4a^2)d1^137d2^108 + (3 + 3a + 2a^2)d1^138d2^108 + (2 + 3a + 4a^2)d1^139d2^108 + (0 + 1a + 2a^2)d1^140d2^108 + (0 + 1a + 0a^2)d1^141d2^108 + (4 + 0a + 0a^2)d1^142d2^108 + (0 + 1a + 2a^2)d1^143d2^108 + (2 + 1a + 2a^2)d1^144d2^108 + (0 + 4a + 3a^2)d1^145d2^108 + (3 + 1a + 3a^2)d1^146d2^108 + (0 + 3a + 2a^2)d1^147d2^108 + (0 + 0a + 4a^2)d1^148d2^108 + (3 + 1a + 4a^2)d1^149d2^108 + (4 + 0a + 1a^2)d1^150d2^108 + (1 + 3a + 0a^2)d1^151d2^108 + (0 + 0a + 4a^2)d1^152d2^108 + (0 + 3a + 0a^2)d1^153d2^108 + (1 + 1a + 4a^2)d1^154d2^108 + (2 + 4a + 1a^2)d1^155d2^108 + (1 + 2a + 4a^2)d1^156d2^108 + (4 + 2a + 1a^2)d1^157d2^108 + (0 + 2a + 1a^2)d1^158d2^108 + (3 + 2a + 1a^2)d1^159d2^108 + (4 + 4a + 4a^2)d1^160d2^108 + (4 + 1a + 1a^2)d1^161d2^108 + (1 + 2a + 3a^2)d1^162d2^108 + (0 + 1a + 4a^2)d1^163d2^108 + (1 + 0a + 4a^2)d1^164d2^108 + (3 + 0a + 4a^2)d1^165d2^108 + (1 + 2a + 0a^2)d1^166d2^108 + (0 + 2a + 4a^2)d1^167d2^108 + (3 + 2a + 0a^2)d1^168d2^108 + (2 + 4a + 2a^2)d1^169d2^108 + (4 + 4a + 4a^2)d1^170d2^108 + (2 + 4a + 1a^2)d1^171d2^108 + (0 + 0a + 2a^2)d1^172d2^108 + (2 + 4a + 1a^2)d1^173d2^108 + (4 + 3a + 3a^2)d1^174d2^108 + (0 + 1a + 2a^2)d1^175d2^108 + (3 + 2a + 0a^2)d1^176d2^108 + (4 + 2a + 4a^2)d1^177d2^108 + (2 + 4a + 0a^2)d1^178d2^108 + (3 + 4a + 3a^2)d1^179d2^108 + (4 + 0a + 3a^2)d1^180d2^108 + (3 + 1a + 0a^2)d1^181d2^108 + (2 + 3a + 2a^2)d1^182d2^108 + (4 + 3a + 0a^2)d1^183d2^108 + (2 + 0a + 0a^2)d1^184d2^108 + (0 + 2a + 2a^2)d1^185d2^108 + (2 + 0a + 3a^2)d1^186d2^108 + (2 + 0a + 3a^2)d1^187d2^108 + (3 + 1a + 0a^2)d1^188d2^108 + (4 + 4a + 2a^2)d1^189d2^108 + (3 + 2a + 2a^2)d1^190d2^108 + (3 + 0a + 1a^2)d1^191d2^108 + (0 + 1a + 3a^2)d1^192d2^108 + (0 + 2a + 4a^2)d1^193d2^108 + (2 + 3a + 0a^2)d1^194d2^108 + (2 + 3a + 0a^2)d1^195d2^108 + (0 + 0a + 1a^2)d1^196d2^108 + (2 + 3a + 4a^2)d1^197d2^108 + (2 + 4a + 3a^2)d1^198d2^108 + (0 + 3a + 3a^2)d1^199d2^108 + (4 + 0a + 1a^2)d1^200d2^108 + (2 + 0a + 0a^2)d1^201d2^108 + (0 + 4a + 3a^2)d1^202d2^108 + (0 + 3a + 3a^2)d1^203d2^108 + (3 + 2a + 0a^2)d1^204d2^108 + (0 + 1a + 0a^2)d1^205d2^108 + (3 + 0a + 1a^2)d1^206d2^108 + (2 + 4a + 1a^2)d1^207d2^108 + (4 + 4a + 1a^2)d1^208d2^108 + (2 + 1a + 3a^2)d1^209d2^108 + (3 + 3a + 1a^2)d1^211d2^108 + (4 + 4a + 4a^2)d1^212d2^108 + (0 + 0a + 2a^2)d1^213d2^108 + (3 + 3a + 3a^2)d1^214d2^108 + (2 + 2a + 2a^2)d1^215d2^108 + (2 + 4a + 2a^2)d1^216d2^108 + (1 + 3a + 1a^2)d1^217d2^108 + (4 + 3a + 1a^2)d1^218d2^108 + (3 + 4a + 0a^2)d1^219d2^108 + (4 + 2a + 4a^2)d1^220d2^108 + (0 + 1a + 4a^2)d1^221d2^108 + (3 + 2a + 3a^2)d1^222d2^108 + (3 + 3a + 2a^2)d1^223d2^108 + (3 + 1a + 1a^2)d1^224d2^108 + (1 + 2a + 0a^2)d1^225d2^108 + (3 + 1a + 2a^2)d1^226d2^108 + (4 + 1a + 4a^2)d1^227d2^108 + (1 + 0a + 3a^2)d1^228d2^108 + (3 + 2a + 4a^2)d1^229d2^108 + (0 + 0a + 3a^2)d1^230d2^108 + (4 + 4a + 3a^2)d1^231d2^108 + (1 + 1a + 1a^2)d1^232d2^108 + (4 + 0a + 2a^2)d1^233d2^108 + (3 + 0a + 0a^2)d1^234d2^108 + (2 + 4a + 4a^2)d1^235d2^108 + (2 + 3a + 4a^2)d1^236d2^108 + (1 + 3a + 2a^2)d1^237d2^108 + (4 + 3a + 3a^2)d1^238d2^108 + (0 + 4a + 0a^2)d1^239d2^108 + (0 + 4a + 0a^2)d1^240d2^108 + (4 + 2a + 1a^2)d1^241d2^108 + (1 + 3a + 0a^2)d1^242d2^108 + (3 + 3a + 2a^2)d1^243d2^108 + (0 + 4a + 0a^2)d1^244d2^108 + (0 + 1a + 4a^2)d1^245d2^108 + (3 + 3a + 3a^2)d1^246d2^108 + (2 + 0a + 0a^2)d1^247d2^108 + (4 + 0a + 1a^2)d1^248d2^108 + (1 + 3a + 0a^2)d1^249d2^108 + (3 + 2a + 4a^2)d1^250d2^108 + (1 + 1a + 0a^2)d1^251d2^108 + (4 + 2a + 2a^2)d1^252d2^108 + (3 + 1a + 3a^2)d1^253d2^108 + (2 + 3a + 1a^2)d1^254d2^108 + (0 + 1a + 0a^2)d1^255d2^108 + (3 + 4a + 4a^2)d1^256d2^108 + (3 + 1a + 1a^2)d1^257d2^108 + (4 + 4a + 0a^2)d1^258d2^108 + (3 + 0a + 4a^2)d1^259d2^108 + (0 + 1a + 0a^2)d1^260d2^108 + (3 + 0a + 1a^2)d1^261d2^108 + (3 + 0a + 1a^2)d1^262d2^108 + (4 + 4a + 3a^2)d1^263d2^108 + (1 + 2a + 1a^2)d1^264d2^108 + (2 + 3a + 4a^2)d1^265d2^108 + (4 + 1a + 0a^2)d1^266d2^108 + (4 + 4a + 2a^2)d1^267d2^108 + (1 + 2a + 3a^2)d1^268d2^108 + (1 + 0a + 4a^2)d1^269d2^108 + (4 + 0a + 0a^2)d1^270d2^108 + (1 + 3a + 1a^2)d1^271d2^108 + (3 + 0a + 2a^2)d1^272d2^108 + (3 + 1a + 0a^2)d1^273d2^108 + (2 + 1a + 2a^2)d1^274d2^108 + (1 + 2a + 3a^2)d1^275d2^108 + (2 + 0a + 1a^2)d1^276d2^108 + (0 + 4a + 2a^2)d1^277d2^108 + (0 + 3a + 4a^2)d1^278d2^108 + (2 + 1a + 1a^2)d1^279d2^108 + (0 + 3a + 1a^2)d1^280d2^108 + (0 + 4a + 4a^2)d1^281d2^108 + (2 + 1a + 3a^2)d1^282d2^108 + (4 + 1a + 4a^2)d1^283d2^108 + (1 + 4a + 2a^2)d1^284d2^108 + (4 + 2a + 4a^2)d1^285d2^108 + (2 + 0a + 2a^2)d1^286d2^108 + (3 + 3a + 3a^2)d1^287d2^108 + (3 + 2a + 0a^2)d1^288d2^108 + (4 + 3a + 4a^2)d1^289d2^108 + (1 + 4a + 0a^2)d1^290d2^108 + (2 + 0a + 0a^2)d1^291d2^108 + (2 + 3a + 3a^2)d1^292d2^108 + (3 + 1a + 0a^2)d1^293d2^108 + (0 + 2a + 2a^2)d2^109 + (1 + 1a + 4a^2)d1^1d2^109 + (0 + 1a + 2a^2)d1^2d2^109 + (4 + 0a + 2a^2)d1^3d2^109 + (4 + 2a + 1a^2)d1^4d2^109 + (0 + 1a + 2a^2)d1^5d2^109 + (4 + 4a + 0a^2)d1^6d2^109 + (2 + 2a + 2a^2)d1^7d2^109 + (4 + 4a + 2a^2)d1^8d2^109 + (4 + 2a + 4a^2)d1^9d2^109 + (3 + 1a + 4a^2)d1^10d2^109 + (0 + 2a + 0a^2)d1^11d2^109 + (2 + 2a + 1a^2)d1^12d2^109 + (0 + 1a + 0a^2)d1^14d2^109 + (0 + 4a + 3a^2)d1^15d2^109 + (0 + 2a + 0a^2)d1^16d2^109 + (4 + 2a + 2a^2)d1^17d2^109 + (0 + 1a + 0a^2)d1^18d2^109 + (3 + 2a + 0a^2)d1^19d2^109 + (3 + 3a + 0a^2)d1^20d2^109 + (3 + 0a + 4a^2)d1^21d2^109 + (0 + 1a + 0a^2)d1^22d2^109 + (0 + 3a + 0a^2)d1^23d2^109 + (1 + 2a + 2a^2)d1^24d2^109 + (4 + 4a + 2a^2)d1^25d2^109 + (1 + 2a + 0a^2)d1^26d2^109 + (3 + 3a + 4a^2)d1^27d2^109 + (2 + 3a + 2a^2)d1^28d2^109 + (4 + 1a + 2a^2)d1^29d2^109 + (2 + 4a + 0a^2)d1^30d2^109 + (0 + 4a + 0a^2)d1^31d2^109 + (1 + 0a + 0a^2)d1^32d2^109 + (0 + 3a + 4a^2)d1^33d2^109 + (4 + 1a + 2a^2)d1^34d2^109 + (2 + 3a + 4a^2)d1^35d2^109 + (4 + 1a + 0a^2)d1^36d2^109 + (2 + 1a + 2a^2)d1^37d2^109 + (0 + 1a + 3a^2)d1^38d2^109 + (1 + 1a + 0a^2)d1^39d2^109 + (0 + 0a + 4a^2)d1^40d2^109 + (2 + 4a + 3a^2)d1^41d2^109 + (1 + 2a + 3a^2)d1^42d2^109 + (1 + 2a + 2a^2)d1^43d2^109 + (0 + 3a + 0a^2)d1^44d2^109 + (3 + 2a + 4a^2)d1^45d2^109 + (3 + 4a + 3a^2)d1^46d2^109 + (4 + 1a + 1a^2)d1^47d2^109 + (2 + 1a + 2a^2)d1^48d2^109 + (3 + 0a + 0a^2)d1^49d2^109 + (3 + 0a + 4a^2)d1^50d2^109 + (2 + 4a + 0a^2)d1^51d2^109 + (1 + 2a + 1a^2)d1^52d2^109 + (2 + 3a + 0a^2)d1^53d2^109 + (0 + 0a + 1a^2)d1^54d2^109 + (0 + 4a + 3a^2)d1^55d2^109 + (3 + 4a + 1a^2)d1^56d2^109 + (0 + 1a + 2a^2)d1^57d2^109 + (3 + 4a + 4a^2)d1^58d2^109 + (4 + 2a + 3a^2)d1^59d2^109 + (3 + 4a + 4a^2)d1^60d2^109 + (4 + 4a + 0a^2)d1^61d2^109 + (1 + 4a + 2a^2)d1^62d2^109 + (3 + 1a + 4a^2)d1^63d2^109 + (3 + 4a + 1a^2)d1^64d2^109 + (0 + 3a + 1a^2)d1^65d2^109 + (2 + 0a + 2a^2)d1^67d2^109 + (3 + 4a + 1a^2)d1^68d2^109 + (2 + 0a + 3a^2)d1^69d2^109 + (0 + 3a + 3a^2)d1^70d2^109 + (4 + 0a + 4a^2)d1^71d2^109 + (2 + 2a + 0a^2)d1^72d2^109 + (0 + 2a + 1a^2)d1^73d2^109 + (1 + 1a + 3a^2)d1^74d2^109 + (3 + 1a + 1a^2)d1^75d2^109 + (4 + 1a + 1a^2)d1^76d2^109 + (1 + 4a + 4a^2)d1^77d2^109 + (2 + 0a + 0a^2)d1^78d2^109 + (1 + 0a + 0a^2)d1^79d2^109 + (0 + 2a + 1a^2)d1^80d2^109 + (2 + 1a + 4a^2)d1^82d2^109 + (2 + 3a + 1a^2)d1^83d2^109 + (4 + 3a + 2a^2)d1^84d2^109 + (4 + 3a + 0a^2)d1^85d2^109 + (1 + 4a + 0a^2)d1^86d2^109 + (4 + 3a + 2a^2)d1^87d2^109 + (0 + 0a + 1a^2)d1^88d2^109 + (3 + 4a + 2a^2)d1^89d2^109 + (4 + 2a + 4a^2)d1^90d2^109 + (4 + 4a + 3a^2)d1^91d2^109 + (2 + 0a + 4a^2)d1^92d2^109 + (2 + 1a + 0a^2)d1^93d2^109 + (4 + 0a + 1a^2)d1^94d2^109 + (1 + 1a + 1a^2)d1^95d2^109 + (2 + 2a + 1a^2)d1^96d2^109 + (1 + 3a + 3a^2)d1^97d2^109 + (2 + 0a + 4a^2)d1^98d2^109 + (0 + 1a + 3a^2)d1^99d2^109 + (4 + 2a + 0a^2)d1^100d2^109 + (1 + 1a + 2a^2)d1^101d2^109 + (4 + 3a + 3a^2)d1^102d2^109 + (4 + 2a + 3a^2)d1^103d2^109 + (4 + 0a + 2a^2)d1^104d2^109 + (0 + 2a + 3a^2)d1^105d2^109 + (4 + 2a + 0a^2)d1^106d2^109 + (2 + 3a + 3a^2)d1^107d2^109 + (0 + 2a + 2a^2)d1^108d2^109 + (3 + 0a + 2a^2)d1^109d2^109 + (1 + 3a + 4a^2)d1^110d2^109 + (1 + 4a + 1a^2)d1^111d2^109 + (3 + 0a + 2a^2)d1^112d2^109 + (4 + 2a + 1a^2)d1^113d2^109 + (4 + 3a + 4a^2)d1^114d2^109 + (3 + 2a + 2a^2)d1^115d2^109 + (3 + 4a + 3a^2)d1^116d2^109 + (2 + 3a + 2a^2)d1^117d2^109 + (0 + 4a + 3a^2)d1^118d2^109 + (2 + 1a + 2a^2)d1^119d2^109 + (2 + 0a + 2a^2)d1^120d2^109 + (1 + 0a + 3a^2)d1^121d2^109 + (2 + 1a + 2a^2)d1^122d2^109 + (4 + 4a + 1a^2)d1^123d2^109 + (2 + 3a + 4a^2)d1^124d2^109 + (1 + 3a + 4a^2)d1^125d2^109 + (4 + 4a + 1a^2)d1^126d2^109 + (3 + 1a + 4a^2)d1^127d2^109 + (0 + 4a + 0a^2)d1^128d2^109 + (1 + 0a + 2a^2)d1^129d2^109 + (2 + 4a + 2a^2)d1^130d2^109 + (1 + 3a + 2a^2)d1^131d2^109 + (3 + 2a + 2a^2)d1^132d2^109 + (4 + 4a + 0a^2)d1^133d2^109 + (2 + 1a + 3a^2)d1^134d2^109 + (4 + 0a + 1a^2)d1^135d2^109 + (2 + 2a + 0a^2)d1^136d2^109 + (0 + 1a + 0a^2)d1^137d2^109 + (1 + 4a + 3a^2)d1^138d2^109 + (0 + 2a + 4a^2)d1^139d2^109 + (2 + 4a + 4a^2)d1^140d2^109 + (4 + 3a + 0a^2)d1^141d2^109 + (0 + 1a + 0a^2)d1^142d2^109 + (4 + 4a + 0a^2)d1^143d2^109 + (4 + 2a + 2a^2)d1^144d2^109 + (0 + 1a + 4a^2)d1^145d2^109 + (3 + 1a + 0a^2)d1^146d2^109 + (1 + 1a + 4a^2)d1^147d2^109 + (0 + 0a + 2a^2)d1^148d2^109 + (4 + 3a + 3a^2)d1^149d2^109 + (2 + 4a + 1a^2)d1^150d2^109 + (4 + 3a + 1a^2)d1^151d2^109 + (1 + 3a + 1a^2)d1^152d2^109 + (4 + 4a + 1a^2)d1^153d2^109 + (0 + 1a + 4a^2)d1^154d2^109 + (1 + 3a + 2a^2)d1^155d2^109 + (1 + 1a + 4a^2)d1^156d2^109 + (1 + 1a + 3a^2)d1^157d2^109 + (2 + 0a + 1a^2)d1^158d2^109 + (4 + 1a + 3a^2)d1^159d2^109 + (4 + 3a + 3a^2)d1^160d2^109 + (4 + 4a + 3a^2)d1^161d2^109 + (3 + 1a + 1a^2)d1^162d2^109 + (0 + 1a + 1a^2)d1^163d2^109 + (0 + 2a + 0a^2)d1^164d2^109 + (3 + 4a + 2a^2)d1^165d2^109 + (4 + 4a + 2a^2)d1^166d2^109 + (1 + 0a + 0a^2)d1^167d2^109 + (0 + 0a + 4a^2)d1^168d2^109 + (2 + 1a + 1a^2)d1^169d2^109 + (4 + 0a + 2a^2)d1^170d2^109 + (2 + 4a + 2a^2)d1^171d2^109 + (0 + 4a + 2a^2)d1^172d2^109 + (0 + 2a + 3a^2)d1^173d2^109 + (4 + 0a + 3a^2)d1^174d2^109 + (2 + 4a + 2a^2)d1^175d2^109 + (2 + 4a + 3a^2)d1^176d2^109 + (1 + 3a + 0a^2)d1^177d2^109 + (4 + 0a + 1a^2)d1^178d2^109 + (1 + 3a + 2a^2)d1^179d2^109 + (2 + 2a + 1a^2)d1^180d2^109 + (0 + 3a + 1a^2)d1^181d2^109 + (1 + 3a + 0a^2)d1^182d2^109 + (1 + 2a + 2a^2)d1^183d2^109 + (2 + 0a + 0a^2)d1^184d2^109 + (4 + 3a + 2a^2)d1^185d2^109 + (2 + 0a + 0a^2)d1^186d2^109 + (1 + 1a + 4a^2)d1^187d2^109 + (2 + 3a + 0a^2)d1^188d2^109 + (1 + 3a + 0a^2)d1^189d2^109 + (3 + 4a + 4a^2)d1^190d2^109 + (1 + 1a + 4a^2)d1^191d2^109 + (0 + 4a + 0a^2)d1^192d2^109 + (2 + 4a + 4a^2)d1^193d2^109 + (4 + 2a + 3a^2)d1^194d2^109 + (2 + 2a + 2a^2)d1^195d2^109 + (1 + 2a + 4a^2)d1^196d2^109 + (3 + 0a + 1a^2)d1^197d2^109 + (4 + 2a + 0a^2)d1^198d2^109 + (1 + 4a + 2a^2)d1^199d2^109 + (2 + 0a + 4a^2)d1^200d2^109 + (0 + 3a + 0a^2)d1^201d2^109 + (4 + 3a + 2a^2)d1^202d2^109 + (1 + 4a + 2a^2)d1^203d2^109 + (4 + 0a + 0a^2)d1^204d2^109 + (3 + 2a + 3a^2)d1^205d2^109 + (2 + 0a + 2a^2)d1^206d2^109 + (3 + 0a + 0a^2)d1^207d2^109 + (0 + 2a + 1a^2)d1^208d2^109 + (2 + 2a + 1a^2)d1^209d2^109 + (0 + 0a + 4a^2)d1^210d2^109 + (1 + 0a + 0a^2)d1^211d2^109 + (0 + 3a + 2a^2)d1^212d2^109 + (1 + 4a + 0a^2)d1^213d2^109 + (3 + 3a + 0a^2)d1^214d2^109 + (1 + 3a + 0a^2)d1^215d2^109 + (1 + 1a + 0a^2)d1^216d2^109 + (3 + 4a + 2a^2)d1^217d2^109 + (1 + 1a + 1a^2)d1^218d2^109 + (0 + 1a + 3a^2)d1^219d2^109 + (4 + 0a + 3a^2)d1^220d2^109 + (2 + 3a + 0a^2)d1^221d2^109 + (4 + 0a + 4a^2)d1^222d2^109 + (1 + 1a + 3a^2)d1^223d2^109 + (0 + 2a + 4a^2)d1^224d2^109 + (4 + 1a + 2a^2)d1^225d2^109 + (1 + 2a + 0a^2)d1^226d2^109 + (4 + 4a + 4a^2)d1^227d2^109 + (0 + 0a + 2a^2)d1^228d2^109 + (0 + 0a + 1a^2)d1^229d2^109 + (0 + 1a + 1a^2)d1^230d2^109 + (3 + 3a + 3a^2)d1^231d2^109 + (1 + 2a + 0a^2)d1^232d2^109 + (4 + 3a + 4a^2)d1^233d2^109 + (1 + 4a + 3a^2)d1^234d2^109 + (4 + 1a + 1a^2)d1^235d2^109 + (3 + 0a + 4a^2)d1^236d2^109 + (0 + 2a + 0a^2)d1^237d2^109 + (1 + 0a + 2a^2)d1^238d2^109 + (1 + 4a + 1a^2)d1^239d2^109 + (1 + 1a + 0a^2)d1^240d2^109 + (1 + 2a + 0a^2)d1^241d2^109 + (1 + 0a + 1a^2)d1^242d2^109 + (4 + 3a + 3a^2)d1^243d2^109 + (4 + 3a + 1a^2)d1^244d2^109 + (4 + 4a + 1a^2)d1^245d2^109 + (1 + 4a + 4a^2)d1^246d2^109 + (4 + 0a + 2a^2)d1^247d2^109 + (3 + 3a + 4a^2)d1^248d2^109 + (0 + 2a + 1a^2)d1^249d2^109 + (2 + 4a + 0a^2)d1^250d2^109 + (2 + 3a + 4a^2)d1^251d2^109 + (1 + 1a + 4a^2)d1^252d2^109 + (2 + 0a + 2a^2)d1^253d2^109 + (3 + 3a + 3a^2)d1^254d2^109 + (2 + 0a + 0a^2)d1^255d2^109 + (3 + 2a + 0a^2)d1^256d2^109 + (2 + 4a + 1a^2)d1^257d2^109 + (0 + 2a + 3a^2)d1^258d2^109 + (3 + 1a + 2a^2)d1^260d2^109 + (1 + 2a + 0a^2)d1^261d2^109 + (2 + 1a + 0a^2)d1^262d2^109 + (1 + 2a + 2a^2)d1^263d2^109 + (2 + 1a + 2a^2)d1^264d2^109 + (0 + 2a + 0a^2)d1^265d2^109 + (4 + 3a + 3a^2)d1^266d2^109 + (0 + 2a + 4a^2)d1^267d2^109 + (0 + 4a + 1a^2)d1^268d2^109 + (2 + 1a + 3a^2)d1^269d2^109 + (4 + 3a + 3a^2)d1^270d2^109 + (0 + 3a + 4a^2)d1^271d2^109 + (2 + 1a + 3a^2)d1^272d2^109 + (0 + 2a + 0a^2)d1^273d2^109 + (4 + 2a + 4a^2)d1^274d2^109 + (4 + 4a + 2a^2)d1^275d2^109 + (3 + 1a + 2a^2)d1^277d2^109 + (3 + 0a + 0a^2)d1^278d2^109 + (1 + 4a + 3a^2)d1^279d2^109 + (1 + 2a + 3a^2)d1^280d2^109 + (1 + 4a + 4a^2)d1^281d2^109 + (3 + 0a + 4a^2)d1^282d2^109 + (0 + 4a + 2a^2)d1^283d2^109 + (0 + 0a + 4a^2)d1^284d2^109 + (3 + 3a + 2a^2)d1^285d2^109 + (4 + 0a + 3a^2)d1^286d2^109 + (1 + 4a + 3a^2)d1^287d2^109 + (0 + 1a + 0a^2)d1^288d2^109 + (4 + 4a + 0a^2)d1^289d2^109 + (3 + 0a + 1a^2)d1^290d2^109 + (2 + 1a + 0a^2)d1^291d2^109 + (2 + 3a + 3a^2)d1^292d2^109 + (0 + 2a + 1a^2)d1^293d2^109 + (1 + 4a + 1a^2)d2^110 + (3 + 4a + 3a^2)d1^1d2^110 + (0 + 4a + 4a^2)d1^2d2^110 + (3 + 0a + 2a^2)d1^3d2^110 + (3 + 4a + 0a^2)d1^4d2^110 + (1 + 0a + 4a^2)d1^5d2^110 + (2 + 4a + 4a^2)d1^6d2^110 + (1 + 1a + 4a^2)d1^7d2^110 + (1 + 2a + 1a^2)d1^8d2^110 + (0 + 1a + 2a^2)d1^9d2^110 + (0 + 3a + 0a^2)d1^10d2^110 + (3 + 2a + 1a^2)d1^11d2^110 + (4 + 3a + 0a^2)d1^12d2^110 + (3 + 1a + 2a^2)d1^13d2^110 + (1 + 3a + 1a^2)d1^14d2^110 + (4 + 2a + 4a^2)d1^15d2^110 + (2 + 2a + 2a^2)d1^16d2^110 + (2 + 3a + 4a^2)d1^17d2^110 + (0 + 4a + 2a^2)d1^18d2^110 + (0 + 1a + 4a^2)d1^19d2^110 + (3 + 0a + 3a^2)d1^20d2^110 + (2 + 3a + 4a^2)d1^21d2^110 + (1 + 1a + 3a^2)d1^22d2^110 + (2 + 1a + 4a^2)d1^23d2^110 + (0 + 2a + 4a^2)d1^24d2^110 + (0 + 3a + 2a^2)d1^25d2^110 + (1 + 2a + 4a^2)d1^26d2^110 + (1 + 4a + 4a^2)d1^27d2^110 + (4 + 3a + 4a^2)d1^28d2^110 + (2 + 0a + 0a^2)d1^29d2^110 + (4 + 1a + 4a^2)d1^30d2^110 + (4 + 4a + 0a^2)d1^31d2^110 + (0 + 3a + 1a^2)d1^32d2^110 + (2 + 2a + 0a^2)d1^33d2^110 + (4 + 2a + 0a^2)d1^34d2^110 + (4 + 0a + 1a^2)d1^35d2^110 + (4 + 3a + 0a^2)d1^36d2^110 + (4 + 3a + 3a^2)d1^37d2^110 + (2 + 1a + 2a^2)d1^38d2^110 + (4 + 3a + 3a^2)d1^39d2^110 + (4 + 1a + 4a^2)d1^40d2^110 + (1 + 4a + 4a^2)d1^41d2^110 + (1 + 2a + 1a^2)d1^42d2^110 + (4 + 1a + 0a^2)d1^43d2^110 + (4 + 0a + 3a^2)d1^44d2^110 + (4 + 3a + 3a^2)d1^45d2^110 + (0 + 4a + 0a^2)d1^46d2^110 + (4 + 0a + 1a^2)d1^47d2^110 + (4 + 2a + 3a^2)d1^48d2^110 + (2 + 4a + 4a^2)d1^49d2^110 + (4 + 1a + 0a^2)d1^50d2^110 + (2 + 1a + 2a^2)d1^51d2^110 + (2 + 1a + 4a^2)d1^52d2^110 + (3 + 0a + 3a^2)d1^53d2^110 + (1 + 4a + 0a^2)d1^54d2^110 + (0 + 3a + 0a^2)d1^55d2^110 + (3 + 3a + 1a^2)d1^56d2^110 + (3 + 1a + 0a^2)d1^57d2^110 + (3 + 0a + 0a^2)d1^58d2^110 + (4 + 2a + 4a^2)d1^59d2^110 + (4 + 0a + 2a^2)d1^60d2^110 + (0 + 0a + 2a^2)d1^61d2^110 + (0 + 2a + 0a^2)d1^62d2^110 + (1 + 1a + 1a^2)d1^63d2^110 + (2 + 1a + 1a^2)d1^64d2^110 + (0 + 2a + 3a^2)d1^65d2^110 + (2 + 3a + 0a^2)d1^66d2^110 + (3 + 0a + 1a^2)d1^67d2^110 + (0 + 0a + 2a^2)d1^68d2^110 + (3 + 0a + 1a^2)d1^69d2^110 + (2 + 1a + 1a^2)d1^70d2^110 + (0 + 2a + 0a^2)d1^71d2^110 + (2 + 4a + 2a^2)d1^72d2^110 + (3 + 1a + 4a^2)d1^73d2^110 + (3 + 4a + 1a^2)d1^74d2^110 + (4 + 4a + 1a^2)d1^75d2^110 + (4 + 0a + 0a^2)d1^76d2^110 + (3 + 1a + 4a^2)d1^77d2^110 + (4 + 2a + 3a^2)d1^78d2^110 + (4 + 2a + 0a^2)d1^79d2^110 + (4 + 4a + 0a^2)d1^80d2^110 + (1 + 1a + 4a^2)d1^81d2^110 + (3 + 1a + 3a^2)d1^82d2^110 + (3 + 3a + 0a^2)d1^83d2^110 + (1 + 2a + 3a^2)d1^84d2^110 + (2 + 0a + 3a^2)d1^85d2^110 + (4 + 3a + 1a^2)d1^86d2^110 + (1 + 0a + 4a^2)d1^87d2^110 + (2 + 4a + 4a^2)d1^88d2^110 + (4 + 4a + 0a^2)d1^89d2^110 + (0 + 4a + 0a^2)d1^90d2^110 + (4 + 2a + 2a^2)d1^91d2^110 + (0 + 2a + 2a^2)d1^92d2^110 + (0 + 4a + 3a^2)d1^93d2^110 + (2 + 2a + 2a^2)d1^94d2^110 + (1 + 2a + 1a^2)d1^95d2^110 + (2 + 3a + 1a^2)d1^96d2^110 + (2 + 2a + 0a^2)d1^97d2^110 + (4 + 3a + 4a^2)d1^98d2^110 + (2 + 1a + 3a^2)d1^99d2^110 + (1 + 0a + 4a^2)d1^100d2^110 + (4 + 2a + 3a^2)d1^101d2^110 + (4 + 2a + 2a^2)d1^102d2^110 + (3 + 0a + 4a^2)d1^103d2^110 + (4 + 3a + 0a^2)d1^104d2^110 + (4 + 0a + 2a^2)d1^105d2^110 + (1 + 4a + 1a^2)d1^106d2^110 + (2 + 3a + 0a^2)d1^107d2^110 + (3 + 2a + 4a^2)d1^108d2^110 + (2 + 1a + 4a^2)d1^109d2^110 + (4 + 4a + 3a^2)d1^110d2^110 + (1 + 0a + 3a^2)d1^111d2^110 + (0 + 0a + 3a^2)d1^112d2^110 + (2 + 4a + 2a^2)d1^113d2^110 + (1 + 1a + 0a^2)d1^114d2^110 + (2 + 3a + 1a^2)d1^115d2^110 + (4 + 0a + 1a^2)d1^116d2^110 + (3 + 3a + 4a^2)d1^117d2^110 + (4 + 2a + 0a^2)d1^118d2^110 + (2 + 2a + 1a^2)d1^119d2^110 + (4 + 4a + 4a^2)d1^120d2^110 + (1 + 4a + 4a^2)d1^121d2^110 + (3 + 1a + 2a^2)d1^122d2^110 + (3 + 2a + 3a^2)d1^123d2^110 + (2 + 3a + 3a^2)d1^124d2^110 + (3 + 1a + 1a^2)d1^125d2^110 + (4 + 4a + 4a^2)d1^126d2^110 + (3 + 0a + 3a^2)d1^127d2^110 + (3 + 4a + 2a^2)d1^128d2^110 + (3 + 4a + 0a^2)d1^129d2^110 + (0 + 1a + 0a^2)d1^130d2^110 + (4 + 0a + 3a^2)d1^131d2^110 + (1 + 3a + 0a^2)d1^132d2^110 + (2 + 1a + 0a^2)d1^133d2^110 + (0 + 1a + 3a^2)d1^134d2^110 + (1 + 2a + 2a^2)d1^135d2^110 + (0 + 0a + 4a^2)d1^136d2^110 + (0 + 2a + 2a^2)d1^137d2^110 + (4 + 2a + 0a^2)d1^138d2^110 + (0 + 4a + 3a^2)d1^139d2^110 + (4 + 4a + 1a^2)d1^140d2^110 + (0 + 0a + 3a^2)d1^141d2^110 + (3 + 2a + 3a^2)d1^142d2^110 + (2 + 2a + 1a^2)d1^143d2^110 + (0 + 4a + 3a^2)d1^144d2^110 + (0 + 4a + 1a^2)d1^145d2^110 + (1 + 2a + 0a^2)d1^146d2^110 + (1 + 0a + 1a^2)d1^147d2^110 + (1 + 0a + 3a^2)d1^148d2^110 + (4 + 1a + 4a^2)d1^149d2^110 + (4 + 0a + 4a^2)d1^150d2^110 + (1 + 4a + 0a^2)d1^151d2^110 + (3 + 0a + 0a^2)d1^152d2^110 + (1 + 1a + 3a^2)d1^153d2^110 + (0 + 1a + 0a^2)d1^154d2^110 + (3 + 4a + 0a^2)d1^155d2^110 + (3 + 1a + 1a^2)d1^157d2^110 + (1 + 4a + 1a^2)d1^158d2^110 + (0 + 0a + 3a^2)d1^159d2^110 + (3 + 4a + 1a^2)d1^160d2^110 + (0 + 4a + 1a^2)d1^161d2^110 + (2 + 1a + 2a^2)d1^162d2^110 + (2 + 3a + 4a^2)d1^163d2^110 + (3 + 0a + 0a^2)d1^164d2^110 + (3 + 3a + 2a^2)d1^165d2^110 + (4 + 2a + 3a^2)d1^166d2^110 + (1 + 3a + 3a^2)d1^167d2^110 + (4 + 4a + 1a^2)d1^168d2^110 + (3 + 1a + 3a^2)d1^169d2^110 + (4 + 3a + 3a^2)d1^170d2^110 + (2 + 4a + 4a^2)d1^171d2^110 + (0 + 3a + 1a^2)d1^172d2^110 + (4 + 1a + 1a^2)d1^173d2^110 + (0 + 4a + 1a^2)d1^174d2^110 + (0 + 3a + 0a^2)d1^175d2^110 + (2 + 3a + 3a^2)d1^176d2^110 + (1 + 2a + 3a^2)d1^177d2^110 + (3 + 2a + 0a^2)d1^178d2^110 + (1 + 1a + 2a^2)d1^179d2^110 + (0 + 2a + 4a^2)d1^180d2^110 + (1 + 3a + 2a^2)d1^181d2^110 + (3 + 2a + 1a^2)d1^182d2^110 + (4 + 0a + 0a^2)d1^183d2^110 + (3 + 4a + 2a^2)d1^184d2^110 + (2 + 3a + 2a^2)d1^185d2^110 + (0 + 0a + 2a^2)d1^186d2^110 + (2 + 1a + 1a^2)d1^187d2^110 + (4 + 3a + 1a^2)d1^188d2^110 + (4 + 3a + 1a^2)d1^189d2^110 + (1 + 1a + 0a^2)d1^190d2^110 + (1 + 1a + 2a^2)d1^191d2^110 + (0 + 0a + 1a^2)d1^192d2^110 + (3 + 4a + 0a^2)d1^193d2^110 + (4 + 1a + 2a^2)d1^194d2^110 + (0 + 0a + 3a^2)d1^195d2^110 + (4 + 2a + 4a^2)d1^196d2^110 + (2 + 0a + 0a^2)d1^197d2^110 + (2 + 0a + 0a^2)d1^198d2^110 + (4 + 3a + 3a^2)d1^199d2^110 + (2 + 2a + 4a^2)d1^200d2^110 + (0 + 4a + 3a^2)d1^201d2^110 + (0 + 1a + 4a^2)d1^202d2^110 + (4 + 0a + 3a^2)d1^203d2^110 + (2 + 2a + 4a^2)d1^204d2^110 + (0 + 1a + 4a^2)d1^205d2^110 + (3 + 3a + 1a^2)d1^206d2^110 + (4 + 1a + 3a^2)d1^207d2^110 + (3 + 0a + 2a^2)d1^208d2^110 + (2 + 3a + 0a^2)d1^209d2^110 + (4 + 4a + 1a^2)d1^210d2^110 + (4 + 0a + 0a^2)d1^211d2^110 + (2 + 2a + 4a^2)d1^212d2^110 + (4 + 3a + 1a^2)d1^213d2^110 + (2 + 3a + 1a^2)d1^214d2^110 + (4 + 4a + 1a^2)d1^215d2^110 + (4 + 0a + 2a^2)d1^216d2^110 + (4 + 0a + 1a^2)d1^217d2^110 + (1 + 4a + 4a^2)d1^218d2^110 + (1 + 0a + 2a^2)d1^219d2^110 + (3 + 2a + 4a^2)d1^221d2^110 + (3 + 0a + 0a^2)d1^222d2^110 + (0 + 3a + 0a^2)d1^223d2^110 + (2 + 3a + 0a^2)d1^224d2^110 + (3 + 0a + 1a^2)d1^225d2^110 + (4 + 3a + 1a^2)d1^226d2^110 + (2 + 3a + 2a^2)d1^227d2^110 + (0 + 3a + 3a^2)d1^228d2^110 + (4 + 4a + 1a^2)d1^229d2^110 + (2 + 1a + 1a^2)d1^230d2^110 + (2 + 2a + 3a^2)d1^231d2^110 + (0 + 3a + 4a^2)d1^232d2^110 + (1 + 2a + 2a^2)d1^233d2^110 + (4 + 1a + 1a^2)d1^234d2^110 + (2 + 0a + 4a^2)d1^235d2^110 + (1 + 2a + 1a^2)d1^236d2^110 + (4 + 4a + 0a^2)d1^237d2^110 + (0 + 0a + 1a^2)d1^238d2^110 + (3 + 0a + 2a^2)d1^239d2^110 + (4 + 3a + 2a^2)d1^240d2^110 + (3 + 4a + 0a^2)d1^241d2^110 + (4 + 2a + 0a^2)d1^242d2^110 + (1 + 3a + 3a^2)d1^243d2^110 + (0 + 3a + 3a^2)d1^244d2^110 + (4 + 4a + 1a^2)d1^245d2^110 + (1 + 4a + 2a^2)d1^246d2^110 + (0 + 4a + 0a^2)d1^247d2^110 + (2 + 2a + 2a^2)d1^248d2^110 + (4 + 0a + 2a^2)d1^249d2^110 + (1 + 3a + 2a^2)d1^250d2^110 + (2 + 4a + 2a^2)d1^251d2^110 + (4 + 4a + 0a^2)d1^252d2^110 + (1 + 0a + 4a^2)d1^253d2^110 + (3 + 0a + 1a^2)d1^254d2^110 + (2 + 0a + 0a^2)d1^255d2^110 + (0 + 3a + 0a^2)d1^256d2^110 + (3 + 2a + 0a^2)d1^257d2^110 + (4 + 2a + 2a^2)d1^258d2^110 + (1 + 1a + 3a^2)d1^259d2^110 + (2 + 1a + 1a^2)d1^260d2^110 + (3 + 4a + 3a^2)d1^261d2^110 + (3 + 4a + 2a^2)d1^262d2^110 + (1 + 4a + 1a^2)d1^263d2^110 + (3 + 3a + 4a^2)d1^264d2^110 + (3 + 0a + 3a^2)d1^265d2^110 + (4 + 3a + 2a^2)d1^266d2^110 + (2 + 4a + 2a^2)d1^267d2^110 + (4 + 4a + 1a^2)d1^268d2^110 + (3 + 2a + 0a^2)d1^269d2^110 + (3 + 0a + 1a^2)d1^270d2^110 + (0 + 3a + 3a^2)d1^271d2^110 + (3 + 0a + 4a^2)d1^272d2^110 + (1 + 3a + 0a^2)d1^273d2^110 + (2 + 0a + 0a^2)d1^274d2^110 + (1 + 4a + 1a^2)d1^275d2^110 + (0 + 2a + 3a^2)d1^276d2^110 + (2 + 0a + 2a^2)d1^277d2^110 + (1 + 2a + 2a^2)d1^278d2^110 + (2 + 4a + 1a^2)d1^279d2^110 + (0 + 0a + 2a^2)d1^280d2^110 + (0 + 3a + 2a^2)d1^281d2^110 + (1 + 1a + 4a^2)d1^282d2^110 + (4 + 2a + 2a^2)d1^283d2^110 + (0 + 1a + 2a^2)d1^284d2^110 + (2 + 1a + 1a^2)d1^285d2^110 + (3 + 2a + 3a^2)d1^286d2^110 + (0 + 3a + 0a^2)d1^287d2^110 + (4 + 0a + 2a^2)d1^288d2^110 + (0 + 1a + 4a^2)d1^289d2^110 + (3 + 1a + 4a^2)d1^290d2^110 + (4 + 3a + 4a^2)d1^291d2^110 + (0 + 1a + 2a^2)d1^292d2^110 + (0 + 3a + 0a^2)d1^293d2^110 + (1 + 0a + 0a^2)d2^111 + (0 + 0a + 3a^2)d1^1d2^111 + (2 + 1a + 2a^2)d1^2d2^111 + (4 + 3a + 4a^2)d1^3d2^111 + (1 + 2a + 3a^2)d1^4d2^111 + (3 + 2a + 3a^2)d1^5d2^111 + (4 + 3a + 0a^2)d1^6d2^111 + (0 + 0a + 3a^2)d1^7d2^111 + (3 + 2a + 3a^2)d1^8d2^111 + (1 + 2a + 0a^2)d1^9d2^111 + (0 + 1a + 2a^2)d1^10d2^111 + (0 + 4a + 2a^2)d1^11d2^111 + (4 + 1a + 0a^2)d1^12d2^111 + (3 + 0a + 1a^2)d1^13d2^111 + (1 + 3a + 0a^2)d1^14d2^111 + (4 + 4a + 3a^2)d1^15d2^111 + (1 + 1a + 4a^2)d1^16d2^111 + (0 + 2a + 0a^2)d1^17d2^111 + (2 + 3a + 0a^2)d1^18d2^111 + (2 + 4a + 4a^2)d1^19d2^111 + (1 + 4a + 2a^2)d1^20d2^111 + (2 + 3a + 4a^2)d1^21d2^111 + (0 + 2a + 1a^2)d1^22d2^111 + (0 + 4a + 2a^2)d1^23d2^111 + (3 + 2a + 3a^2)d1^24d2^111 + (3 + 1a + 0a^2)d1^25d2^111 + (4 + 2a + 1a^2)d1^26d2^111 + (0 + 3a + 0a^2)d1^27d2^111 + (1 + 1a + 3a^2)d1^28d2^111 + (4 + 0a + 0a^2)d1^29d2^111 + (4 + 3a + 4a^2)d1^30d2^111 + (1 + 4a + 3a^2)d1^31d2^111 + (4 + 4a + 2a^2)d1^32d2^111 + (3 + 1a + 4a^2)d1^33d2^111 + (2 + 4a + 2a^2)d1^34d2^111 + (0 + 4a + 4a^2)d1^35d2^111 + (1 + 3a + 4a^2)d1^36d2^111 + (2 + 3a + 4a^2)d1^37d2^111 + (2 + 0a + 3a^2)d1^38d2^111 + (0 + 2a + 1a^2)d1^39d2^111 + (3 + 2a + 4a^2)d1^40d2^111 + (4 + 3a + 1a^2)d1^41d2^111 + (0 + 2a + 3a^2)d1^42d2^111 + (1 + 3a + 3a^2)d1^43d2^111 + (2 + 0a + 2a^2)d1^44d2^111 + (0 + 2a + 0a^2)d1^45d2^111 + (3 + 2a + 1a^2)d1^46d2^111 + (1 + 1a + 3a^2)d1^47d2^111 + (3 + 0a + 3a^2)d1^48d2^111 + (4 + 2a + 2a^2)d1^49d2^111 + (4 + 1a + 2a^2)d1^50d2^111 + (0 + 1a + 1a^2)d1^51d2^111 + (1 + 2a + 3a^2)d1^52d2^111 + (3 + 3a + 1a^2)d1^53d2^111 + (4 + 1a + 1a^2)d1^54d2^111 + (3 + 1a + 2a^2)d1^55d2^111 + (3 + 1a + 0a^2)d1^56d2^111 + (4 + 4a + 0a^2)d1^57d2^111 + (1 + 1a + 2a^2)d1^58d2^111 + (4 + 3a + 3a^2)d1^59d2^111 + (3 + 1a + 0a^2)d1^60d2^111 + (2 + 2a + 2a^2)d1^61d2^111 + (0 + 2a + 0a^2)d1^62d2^111 + (2 + 4a + 2a^2)d1^63d2^111 + (1 + 4a + 1a^2)d1^64d2^111 + (4 + 4a + 2a^2)d1^65d2^111 + (0 + 4a + 2a^2)d1^66d2^111 + (2 + 4a + 4a^2)d1^67d2^111 + (3 + 3a + 2a^2)d1^68d2^111 + (4 + 3a + 3a^2)d1^69d2^111 + (3 + 1a + 1a^2)d1^70d2^111 + (0 + 2a + 0a^2)d1^71d2^111 + (2 + 1a + 3a^2)d1^72d2^111 + (2 + 2a + 2a^2)d1^73d2^111 + (3 + 4a + 3a^2)d1^74d2^111 + (0 + 3a + 4a^2)d1^75d2^111 + (0 + 2a + 1a^2)d1^76d2^111 + (0 + 3a + 3a^2)d1^77d2^111 + (1 + 3a + 3a^2)d1^78d2^111 + (2 + 0a + 0a^2)d1^79d2^111 + (3 + 0a + 1a^2)d1^80d2^111 + (2 + 2a + 1a^2)d1^81d2^111 + (2 + 3a + 0a^2)d1^82d2^111 + (0 + 4a + 4a^2)d1^83d2^111 + (0 + 3a + 3a^2)d1^84d2^111 + (3 + 0a + 4a^2)d1^85d2^111 + (4 + 0a + 3a^2)d1^86d2^111 + (4 + 0a + 2a^2)d1^87d2^111 + (1 + 2a + 0a^2)d1^88d2^111 + (4 + 1a + 4a^2)d1^89d2^111 + (1 + 1a + 0a^2)d1^90d2^111 + (1 + 3a + 1a^2)d1^91d2^111 + (0 + 2a + 2a^2)d1^92d2^111 + (2 + 4a + 4a^2)d1^93d2^111 + (2 + 2a + 2a^2)d1^94d2^111 + (0 + 2a + 4a^2)d1^95d2^111 + (0 + 0a + 1a^2)d1^96d2^111 + (1 + 2a + 0a^2)d1^97d2^111 + (3 + 3a + 1a^2)d1^98d2^111 + (4 + 4a + 0a^2)d1^99d2^111 + (2 + 2a + 1a^2)d1^100d2^111 + (1 + 2a + 2a^2)d1^101d2^111 + (2 + 2a + 3a^2)d1^102d2^111 + (2 + 0a + 3a^2)d1^103d2^111 + (0 + 4a + 2a^2)d1^104d2^111 + (3 + 2a + 0a^2)d1^105d2^111 + (0 + 4a + 3a^2)d1^106d2^111 + (3 + 0a + 4a^2)d1^107d2^111 + (4 + 4a + 4a^2)d1^108d2^111 + (4 + 4a + 3a^2)d1^109d2^111 + (0 + 2a + 4a^2)d1^110d2^111 + (4 + 4a + 1a^2)d1^111d2^111 + (2 + 0a + 4a^2)d1^112d2^111 + (1 + 2a + 4a^2)d1^113d2^111 + (3 + 2a + 1a^2)d1^114d2^111 + (3 + 1a + 3a^2)d1^115d2^111 + (2 + 0a + 1a^2)d1^116d2^111 + (2 + 3a + 2a^2)d1^117d2^111 + (1 + 3a + 4a^2)d1^118d2^111 + (2 + 1a + 2a^2)d1^119d2^111 + (0 + 1a + 1a^2)d1^120d2^111 + (3 + 4a + 4a^2)d1^121d2^111 + (4 + 2a + 0a^2)d1^122d2^111 + (0 + 0a + 2a^2)d1^123d2^111 + (0 + 1a + 0a^2)d1^124d2^111 + (0 + 4a + 1a^2)d1^125d2^111 + (1 + 2a + 3a^2)d1^126d2^111 + (0 + 0a + 2a^2)d1^127d2^111 + (2 + 2a + 2a^2)d1^128d2^111 + (4 + 3a + 3a^2)d1^129d2^111 + (2 + 0a + 4a^2)d1^130d2^111 + (0 + 3a + 2a^2)d1^131d2^111 + (3 + 1a + 2a^2)d1^132d2^111 + (1 + 0a + 3a^2)d1^133d2^111 + (2 + 0a + 2a^2)d1^134d2^111 + (0 + 1a + 2a^2)d1^135d2^111 + (4 + 4a + 0a^2)d1^136d2^111 + (2 + 0a + 0a^2)d1^137d2^111 + (4 + 3a + 1a^2)d1^138d2^111 + (2 + 3a + 0a^2)d1^139d2^111 + (0 + 0a + 3a^2)d1^140d2^111 + (3 + 1a + 1a^2)d1^141d2^111 + (4 + 4a + 1a^2)d1^142d2^111 + (1 + 1a + 1a^2)d1^143d2^111 + (2 + 3a + 0a^2)d1^144d2^111 + (2 + 3a + 0a^2)d1^145d2^111 + (1 + 4a + 3a^2)d1^146d2^111 + (1 + 4a + 3a^2)d1^147d2^111 + (3 + 0a + 2a^2)d1^148d2^111 + (1 + 0a + 1a^2)d1^149d2^111 + (0 + 3a + 0a^2)d1^150d2^111 + (4 + 1a + 0a^2)d1^151d2^111 + (1 + 2a + 3a^2)d1^152d2^111 + (1 + 1a + 2a^2)d1^153d2^111 + (0 + 2a + 4a^2)d1^154d2^111 + (0 + 4a + 4a^2)d1^155d2^111 + (1 + 2a + 4a^2)d1^156d2^111 + (0 + 2a + 2a^2)d1^157d2^111 + (2 + 0a + 0a^2)d1^158d2^111 + (0 + 2a + 3a^2)d1^159d2^111 + (0 + 3a + 3a^2)d1^160d2^111 + (4 + 0a + 1a^2)d1^161d2^111 + (0 + 2a + 4a^2)d1^162d2^111 + (2 + 0a + 1a^2)d1^163d2^111 + (0 + 2a + 2a^2)d1^164d2^111 + (4 + 2a + 4a^2)d1^165d2^111 + (2 + 3a + 1a^2)d1^166d2^111 + (2 + 2a + 3a^2)d1^167d2^111 + (3 + 4a + 3a^2)d1^168d2^111 + (3 + 3a + 1a^2)d1^169d2^111 + (1 + 4a + 0a^2)d1^170d2^111 + (4 + 3a + 0a^2)d1^171d2^111 + (0 + 3a + 0a^2)d1^172d2^111 + (3 + 3a + 1a^2)d1^173d2^111 + (2 + 4a + 3a^2)d1^174d2^111 + (3 + 0a + 1a^2)d1^175d2^111 + (0 + 0a + 4a^2)d1^176d2^111 + (1 + 3a + 3a^2)d1^177d2^111 + (2 + 2a + 0a^2)d1^178d2^111 + (2 + 4a + 1a^2)d1^179d2^111 + (3 + 2a + 3a^2)d1^180d2^111 + (1 + 4a + 4a^2)d1^181d2^111 + (0 + 1a + 0a^2)d1^182d2^111 + (0 + 3a + 0a^2)d1^183d2^111 + (0 + 1a + 2a^2)d1^184d2^111 + (1 + 0a + 0a^2)d1^185d2^111 + (4 + 0a + 3a^2)d1^186d2^111 + (2 + 2a + 1a^2)d1^187d2^111 + (4 + 2a + 2a^2)d1^188d2^111 + (2 + 0a + 4a^2)d1^189d2^111 + (1 + 0a + 4a^2)d1^190d2^111 + (4 + 3a + 1a^2)d1^191d2^111 + (1 + 3a + 0a^2)d1^192d2^111 + (1 + 1a + 1a^2)d1^193d2^111 + (3 + 2a + 2a^2)d1^194d2^111 + (1 + 2a + 3a^2)d1^195d2^111 + (0 + 1a + 2a^2)d1^196d2^111 + (3 + 1a + 2a^2)d1^197d2^111 + (0 + 1a + 3a^2)d1^198d2^111 + (2 + 2a + 4a^2)d1^199d2^111 + (2 + 1a + 4a^2)d1^200d2^111 + (4 + 1a + 2a^2)d1^201d2^111 + (2 + 0a + 2a^2)d1^202d2^111 + (2 + 4a + 2a^2)d1^203d2^111 + (2 + 3a + 1a^2)d1^204d2^111 + (1 + 0a + 1a^2)d1^205d2^111 + (3 + 0a + 0a^2)d1^206d2^111 + (0 + 1a + 1a^2)d1^207d2^111 + (4 + 1a + 4a^2)d1^208d2^111 + (2 + 1a + 4a^2)d1^209d2^111 + (4 + 4a + 3a^2)d1^210d2^111 + (4 + 0a + 1a^2)d1^211d2^111 + (1 + 0a + 1a^2)d1^212d2^111 + (1 + 1a + 0a^2)d1^213d2^111 + (1 + 1a + 1a^2)d1^214d2^111 + (2 + 1a + 0a^2)d1^215d2^111 + (2 + 1a + 2a^2)d1^216d2^111 + (4 + 2a + 1a^2)d1^217d2^111 + (2 + 1a + 0a^2)d1^218d2^111 + (2 + 2a + 2a^2)d1^219d2^111 + (3 + 2a + 3a^2)d1^220d2^111 + (2 + 0a + 0a^2)d1^221d2^111 + (1 + 4a + 3a^2)d1^222d2^111 + (1 + 2a + 0a^2)d1^223d2^111 + (4 + 3a + 1a^2)d1^224d2^111 + (3 + 2a + 4a^2)d1^225d2^111 + (0 + 3a + 0a^2)d1^226d2^111 + (2 + 0a + 4a^2)d1^227d2^111 + (3 + 1a + 4a^2)d1^228d2^111 + (1 + 2a + 4a^2)d1^229d2^111 + (4 + 4a + 1a^2)d1^230d2^111 + (1 + 1a + 0a^2)d1^231d2^111 + (3 + 0a + 4a^2)d1^232d2^111 + (1 + 0a + 4a^2)d1^233d2^111 + (0 + 2a + 0a^2)d1^234d2^111 + (2 + 4a + 2a^2)d1^235d2^111 + (1 + 1a + 0a^2)d1^236d2^111 + (2 + 4a + 0a^2)d1^237d2^111 + (3 + 0a + 0a^2)d1^238d2^111 + (0 + 4a + 3a^2)d1^239d2^111 + (0 + 2a + 2a^2)d1^240d2^111 + (2 + 1a + 4a^2)d1^241d2^111 + (2 + 2a + 2a^2)d1^242d2^111 + (4 + 0a + 4a^2)d1^243d2^111 + (1 + 3a + 2a^2)d1^244d2^111 + (2 + 4a + 3a^2)d1^245d2^111 + (2 + 0a + 0a^2)d1^246d2^111 + (1 + 0a + 3a^2)d1^247d2^111 + (4 + 2a + 3a^2)d1^248d2^111 + (4 + 2a + 3a^2)d1^249d2^111 + (3 + 2a + 4a^2)d1^250d2^111 + (3 + 4a + 1a^2)d1^251d2^111 + (0 + 3a + 1a^2)d1^252d2^111 + (3 + 3a + 0a^2)d1^253d2^111 + (1 + 1a + 4a^2)d1^254d2^111 + (4 + 0a + 0a^2)d1^255d2^111 + (4 + 0a + 3a^2)d1^256d2^111 + (1 + 2a + 2a^2)d1^257d2^111 + (4 + 2a + 1a^2)d1^258d2^111 + (4 + 3a + 3a^2)d1^259d2^111 + (2 + 1a + 1a^2)d1^260d2^111 + (1 + 4a + 1a^2)d1^261d2^111 + (1 + 3a + 3a^2)d1^262d2^111 + (2 + 2a + 4a^2)d1^263d2^111 + (4 + 3a + 1a^2)d1^264d2^111 + (3 + 1a + 3a^2)d1^265d2^111 + (2 + 2a + 1a^2)d1^266d2^111 + (1 + 1a + 3a^2)d1^267d2^111 + (2 + 3a + 1a^2)d1^268d2^111 + (0 + 3a + 1a^2)d1^269d2^111 + (1 + 2a + 3a^2)d1^270d2^111 + (3 + 1a + 4a^2)d1^271d2^111 + (4 + 2a + 0a^2)d1^272d2^111 + (1 + 2a + 1a^2)d1^273d2^111 + (3 + 2a + 4a^2)d1^274d2^111 + (1 + 1a + 0a^2)d1^275d2^111 + (4 + 3a + 1a^2)d1^276d2^111 + (0 + 2a + 2a^2)d1^277d2^111 + (2 + 1a + 4a^2)d1^278d2^111 + (3 + 1a + 4a^2)d1^279d2^111 + (4 + 4a + 2a^2)d1^280d2^111 + (1 + 4a + 4a^2)d1^281d2^111 + (4 + 2a + 0a^2)d1^282d2^111 + (1 + 2a + 0a^2)d1^283d2^111 + (4 + 2a + 4a^2)d1^284d2^111 + (4 + 2a + 2a^2)d1^285d2^111 + (2 + 4a + 4a^2)d1^286d2^111 + (1 + 4a + 1a^2)d1^287d2^111 + (2 + 1a + 2a^2)d1^288d2^111 + (1 + 1a + 3a^2)d1^289d2^111 + (1 + 4a + 4a^2)d1^290d2^111 + (4 + 4a + 2a^2)d1^291d2^111 + (4 + 3a + 2a^2)d1^292d2^111 + (1 + 3a + 1a^2)d1^293d2^111 + (1 + 1a + 2a^2)d2^112 + (1 + 0a + 2a^2)d1^1d2^112 + (2 + 1a + 0a^2)d1^2d2^112 + (2 + 2a + 2a^2)d1^3d2^112 + (0 + 2a + 2a^2)d1^4d2^112 + (0 + 3a + 3a^2)d1^5d2^112 + (1 + 3a + 1a^2)d1^6d2^112 + (2 + 2a + 4a^2)d1^7d2^112 + (1 + 3a + 3a^2)d1^8d2^112 + (2 + 1a + 0a^2)d1^9d2^112 + (0 + 1a + 3a^2)d1^10d2^112 + (4 + 2a + 2a^2)d1^11d2^112 + (3 + 2a + 0a^2)d1^12d2^112 + (2 + 4a + 1a^2)d1^13d2^112 + (0 + 3a + 4a^2)d1^14d2^112 + (0 + 2a + 3a^2)d1^15d2^112 + (4 + 3a + 1a^2)d1^16d2^112 + (4 + 2a + 4a^2)d1^17d2^112 + (2 + 3a + 4a^2)d1^18d2^112 + (4 + 1a + 1a^2)d1^19d2^112 + (0 + 4a + 3a^2)d1^20d2^112 + (3 + 0a + 1a^2)d1^21d2^112 + (3 + 1a + 3a^2)d1^22d2^112 + (2 + 4a + 3a^2)d1^23d2^112 + (1 + 2a + 2a^2)d1^24d2^112 + (4 + 3a + 0a^2)d1^25d2^112 + (4 + 0a + 3a^2)d1^26d2^112 + (0 + 2a + 2a^2)d1^27d2^112 + (1 + 0a + 4a^2)d1^28d2^112 + (0 + 2a + 4a^2)d1^29d2^112 + (0 + 2a + 4a^2)d1^30d2^112 + (1 + 3a + 1a^2)d1^31d2^112 + (0 + 2a + 1a^2)d1^32d2^112 + (2 + 3a + 1a^2)d1^33d2^112 + (2 + 1a + 3a^2)d1^34d2^112 + (0 + 2a + 0a^2)d1^35d2^112 + (2 + 4a + 4a^2)d1^36d2^112 + (0 + 1a + 3a^2)d1^37d2^112 + (0 + 3a + 3a^2)d1^38d2^112 + (2 + 0a + 4a^2)d1^39d2^112 + (3 + 0a + 1a^2)d1^40d2^112 + (2 + 1a + 2a^2)d1^41d2^112 + (3 + 0a + 0a^2)d1^42d2^112 + (2 + 3a + 0a^2)d1^43d2^112 + (4 + 3a + 4a^2)d1^44d2^112 + (3 + 1a + 0a^2)d1^45d2^112 + (1 + 0a + 3a^2)d1^47d2^112 + (4 + 1a + 3a^2)d1^48d2^112 + (3 + 2a + 0a^2)d1^49d2^112 + (4 + 0a + 0a^2)d1^50d2^112 + (0 + 4a + 4a^2)d1^51d2^112 + (2 + 4a + 4a^2)d1^52d2^112 + (4 + 1a + 2a^2)d1^53d2^112 + (4 + 0a + 1a^2)d1^54d2^112 + (3 + 2a + 0a^2)d1^55d2^112 + (1 + 4a + 3a^2)d1^56d2^112 + (0 + 0a + 3a^2)d1^57d2^112 + (2 + 3a + 3a^2)d1^58d2^112 + (2 + 3a + 1a^2)d1^59d2^112 + (2 + 0a + 3a^2)d1^60d2^112 + (2 + 2a + 2a^2)d1^61d2^112 + (0 + 4a + 0a^2)d1^62d2^112 + (4 + 0a + 3a^2)d1^63d2^112 + (1 + 1a + 2a^2)d1^64d2^112 + (0 + 2a + 1a^2)d1^65d2^112 + (2 + 0a + 0a^2)d1^66d2^112 + (2 + 0a + 0a^2)d1^67d2^112 + (2 + 3a + 2a^2)d1^68d2^112 + (2 + 3a + 1a^2)d1^69d2^112 + (2 + 3a + 3a^2)d1^70d2^112 + (3 + 2a + 0a^2)d1^71d2^112 + (1 + 4a + 2a^2)d1^72d2^112 + (4 + 3a + 1a^2)d1^73d2^112 + (1 + 3a + 4a^2)d1^74d2^112 + (1 + 0a + 2a^2)d1^75d2^112 + (0 + 0a + 1a^2)d1^76d2^112 + (0 + 0a + 4a^2)d1^77d2^112 + (0 + 4a + 4a^2)d1^78d2^112 + (3 + 2a + 2a^2)d1^79d2^112 + (0 + 1a + 3a^2)d1^80d2^112 + (1 + 4a + 3a^2)d1^81d2^112 + (2 + 0a + 4a^2)d1^82d2^112 + (3 + 0a + 4a^2)d1^83d2^112 + (0 + 3a + 4a^2)d1^84d2^112 + (0 + 1a + 2a^2)d1^85d2^112 + (2 + 0a + 3a^2)d1^86d2^112 + (1 + 3a + 3a^2)d1^87d2^112 + (4 + 3a + 1a^2)d1^88d2^112 + (0 + 0a + 2a^2)d1^89d2^112 + (1 + 3a + 1a^2)d1^90d2^112 + (0 + 1a + 0a^2)d1^91d2^112 + (2 + 1a + 1a^2)d1^92d2^112 + (1 + 4a + 2a^2)d1^93d2^112 + (4 + 3a + 3a^2)d1^94d2^112 + (1 + 0a + 2a^2)d1^95d2^112 + (4 + 0a + 1a^2)d1^96d2^112 + (3 + 4a + 2a^2)d1^97d2^112 + (3 + 3a + 1a^2)d1^98d2^112 + (0 + 2a + 0a^2)d1^99d2^112 + (1 + 2a + 0a^2)d1^100d2^112 + (0 + 1a + 4a^2)d1^101d2^112 + (2 + 1a + 1a^2)d1^102d2^112 + (4 + 0a + 4a^2)d1^103d2^112 + (4 + 1a + 4a^2)d1^104d2^112 + (1 + 1a + 2a^2)d1^105d2^112 + (1 + 0a + 4a^2)d1^106d2^112 + (0 + 4a + 0a^2)d1^107d2^112 + (3 + 4a + 0a^2)d1^108d2^112 + (4 + 1a + 2a^2)d1^109d2^112 + (0 + 1a + 1a^2)d1^110d2^112 + (1 + 2a + 4a^2)d1^111d2^112 + (4 + 0a + 0a^2)d1^112d2^112 + (0 + 4a + 0a^2)d1^113d2^112 + (2 + 3a + 0a^2)d1^114d2^112 + (4 + 0a + 3a^2)d1^115d2^112 + (3 + 4a + 1a^2)d1^116d2^112 + (3 + 4a + 3a^2)d1^117d2^112 + (4 + 0a + 0a^2)d1^118d2^112 + (4 + 2a + 0a^2)d1^119d2^112 + (2 + 3a + 0a^2)d1^120d2^112 + (2 + 3a + 3a^2)d1^121d2^112 + (3 + 2a + 0a^2)d1^122d2^112 + (0 + 4a + 4a^2)d1^123d2^112 + (0 + 4a + 0a^2)d1^124d2^112 + (3 + 4a + 1a^2)d1^125d2^112 + (2 + 0a + 4a^2)d1^126d2^112 + (1 + 0a + 3a^2)d1^127d2^112 + (0 + 3a + 1a^2)d1^128d2^112 + (3 + 0a + 0a^2)d1^129d2^112 + (0 + 4a + 0a^2)d1^130d2^112 + (2 + 1a + 1a^2)d1^131d2^112 + (0 + 0a + 4a^2)d1^132d2^112 + (1 + 1a + 2a^2)d1^133d2^112 + (4 + 3a + 4a^2)d1^134d2^112 + (4 + 4a + 2a^2)d1^135d2^112 + (4 + 4a + 3a^2)d1^136d2^112 + (3 + 3a + 3a^2)d1^137d2^112 + (3 + 2a + 0a^2)d1^138d2^112 + (2 + 1a + 3a^2)d1^139d2^112 + (2 + 2a + 2a^2)d1^140d2^112 + (2 + 2a + 2a^2)d1^141d2^112 + (4 + 0a + 2a^2)d1^142d2^112 + (3 + 1a + 4a^2)d1^143d2^112 + (2 + 2a + 4a^2)d1^144d2^112 + (3 + 2a + 0a^2)d1^145d2^112 + (1 + 1a + 1a^2)d1^146d2^112 + (3 + 4a + 4a^2)d1^147d2^112 + (4 + 0a + 4a^2)d1^148d2^112 + (1 + 1a + 3a^2)d1^149d2^112 + (1 + 2a + 2a^2)d1^150d2^112 + (4 + 1a + 2a^2)d1^151d2^112 + (1 + 4a + 3a^2)d1^152d2^112 + (3 + 4a + 1a^2)d1^153d2^112 + (0 + 1a + 4a^2)d1^154d2^112 + (0 + 0a + 1a^2)d1^155d2^112 + (4 + 4a + 4a^2)d1^156d2^112 + (3 + 1a + 0a^2)d1^157d2^112 + (4 + 3a + 0a^2)d1^158d2^112 + (3 + 1a + 0a^2)d1^159d2^112 + (3 + 1a + 3a^2)d1^160d2^112 + (3 + 0a + 2a^2)d1^161d2^112 + (0 + 4a + 4a^2)d1^162d2^112 + (0 + 1a + 0a^2)d1^163d2^112 + (0 + 4a + 4a^2)d1^164d2^112 + (2 + 2a + 3a^2)d1^165d2^112 + (1 + 2a + 3a^2)d1^166d2^112 + (0 + 4a + 1a^2)d1^167d2^112 + (0 + 3a + 2a^2)d1^168d2^112 + (1 + 2a + 2a^2)d1^169d2^112 + (0 + 0a + 4a^2)d1^170d2^112 + (0 + 4a + 2a^2)d1^171d2^112 + (0 + 1a + 2a^2)d1^172d2^112 + (0 + 4a + 1a^2)d1^173d2^112 + (1 + 1a + 2a^2)d1^174d2^112 + (1 + 3a + 3a^2)d1^175d2^112 + (4 + 1a + 2a^2)d1^176d2^112 + (3 + 1a + 4a^2)d1^177d2^112 + (4 + 2a + 4a^2)d1^178d2^112 + (4 + 1a + 1a^2)d1^179d2^112 + (1 + 2a + 2a^2)d1^180d2^112 + (2 + 4a + 1a^2)d1^181d2^112 + (2 + 2a + 3a^2)d1^182d2^112 + (1 + 1a + 4a^2)d1^183d2^112 + (2 + 4a + 0a^2)d1^184d2^112 + (2 + 4a + 0a^2)d1^185d2^112 + (2 + 3a + 0a^2)d1^186d2^112 + (4 + 2a + 0a^2)d1^187d2^112 + (4 + 3a + 3a^2)d1^188d2^112 + (1 + 0a + 1a^2)d1^189d2^112 + (1 + 1a + 4a^2)d1^190d2^112 + (4 + 1a + 2a^2)d1^191d2^112 + (4 + 2a + 0a^2)d1^192d2^112 + (2 + 1a + 3a^2)d1^193d2^112 + (0 + 4a + 1a^2)d1^194d2^112 + (2 + 1a + 2a^2)d1^195d2^112 + (2 + 1a + 2a^2)d1^196d2^112 + (1 + 0a + 1a^2)d1^197d2^112 + (0 + 4a + 0a^2)d1^198d2^112 + (2 + 1a + 2a^2)d1^199d2^112 + (1 + 3a + 4a^2)d1^200d2^112 + (1 + 2a + 2a^2)d1^201d2^112 + (0 + 2a + 4a^2)d1^202d2^112 + (2 + 3a + 3a^2)d1^203d2^112 + (1 + 1a + 4a^2)d1^204d2^112 + (3 + 4a + 1a^2)d1^205d2^112 + (3 + 1a + 0a^2)d1^206d2^112 + (1 + 4a + 1a^2)d1^207d2^112 + (1 + 1a + 4a^2)d1^208d2^112 + (0 + 1a + 1a^2)d1^209d2^112 + (4 + 2a + 4a^2)d1^210d2^112 + (1 + 0a + 2a^2)d1^211d2^112 + (4 + 3a + 1a^2)d1^212d2^112 + (3 + 4a + 2a^2)d1^213d2^112 + (4 + 3a + 1a^2)d1^214d2^112 + (0 + 0a + 4a^2)d1^215d2^112 + (0 + 4a + 1a^2)d1^216d2^112 + (2 + 3a + 4a^2)d1^217d2^112 + (2 + 2a + 2a^2)d1^218d2^112 + (3 + 4a + 1a^2)d1^219d2^112 + (1 + 2a + 0a^2)d1^220d2^112 + (0 + 3a + 0a^2)d1^221d2^112 + (4 + 0a + 4a^2)d1^222d2^112 + (3 + 3a + 4a^2)d1^223d2^112 + (3 + 1a + 2a^2)d1^224d2^112 + (0 + 2a + 0a^2)d1^225d2^112 + (1 + 3a + 0a^2)d1^226d2^112 + (2 + 0a + 1a^2)d1^227d2^112 + (4 + 4a + 4a^2)d1^228d2^112 + (4 + 1a + 3a^2)d1^229d2^112 + (1 + 1a + 3a^2)d1^230d2^112 + (3 + 3a + 2a^2)d1^231d2^112 + (0 + 4a + 4a^2)d1^232d2^112 + (3 + 3a + 2a^2)d1^233d2^112 + (0 + 4a + 4a^2)d1^234d2^112 + (0 + 0a + 3a^2)d1^235d2^112 + (4 + 3a + 2a^2)d1^236d2^112 + (4 + 1a + 0a^2)d1^237d2^112 + (1 + 1a + 1a^2)d1^238d2^112 + (4 + 3a + 1a^2)d1^239d2^112 + (4 + 2a + 4a^2)d1^240d2^112 + (3 + 2a + 3a^2)d1^241d2^112 + (0 + 4a + 3a^2)d1^242d2^112 + (3 + 1a + 0a^2)d1^243d2^112 + (1 + 2a + 3a^2)d1^244d2^112 + (3 + 0a + 0a^2)d1^245d2^112 + (2 + 1a + 2a^2)d1^246d2^112 + (4 + 0a + 2a^2)d1^248d2^112 + (1 + 4a + 3a^2)d1^249d2^112 + (3 + 3a + 1a^2)d1^250d2^112 + (0 + 4a + 4a^2)d1^251d2^112 + (2 + 1a + 1a^2)d1^252d2^112 + (4 + 0a + 0a^2)d1^253d2^112 + (3 + 4a + 1a^2)d1^254d2^112 + (2 + 2a + 0a^2)d1^255d2^112 + (1 + 3a + 0a^2)d1^256d2^112 + (0 + 3a + 3a^2)d1^257d2^112 + (1 + 4a + 1a^2)d1^258d2^112 + (2 + 4a + 4a^2)d1^259d2^112 + (0 + 3a + 4a^2)d1^260d2^112 + (0 + 3a + 1a^2)d1^261d2^112 + (1 + 2a + 2a^2)d1^262d2^112 + (0 + 0a + 1a^2)d1^263d2^112 + (4 + 1a + 0a^2)d1^264d2^112 + (3 + 2a + 3a^2)d1^265d2^112 + (2 + 4a + 2a^2)d1^266d2^112 + (3 + 4a + 0a^2)d1^267d2^112 + (1 + 0a + 1a^2)d1^268d2^112 + (3 + 2a + 3a^2)d1^269d2^112 + (1 + 0a + 2a^2)d1^270d2^112 + (2 + 1a + 4a^2)d1^271d2^112 + (3 + 3a + 1a^2)d1^272d2^112 + (4 + 3a + 4a^2)d1^273d2^112 + (3 + 1a + 3a^2)d1^274d2^112 + (1 + 3a + 3a^2)d1^275d2^112 + (2 + 3a + 3a^2)d1^276d2^112 + (1 + 3a + 1a^2)d1^277d2^112 + (3 + 3a + 4a^2)d1^278d2^112 + (1 + 0a + 0a^2)d1^279d2^112 + (0 + 2a + 3a^2)d1^280d2^112 + (0 + 4a + 0a^2)d1^281d2^112 + (4 + 3a + 2a^2)d1^282d2^112 + (1 + 2a + 4a^2)d1^283d2^112 + (0 + 0a + 1a^2)d1^284d2^112 + (4 + 3a + 0a^2)d1^285d2^112 + (0 + 2a + 0a^2)d1^286d2^112 + (1 + 4a + 3a^2)d1^287d2^112 + (0 + 1a + 1a^2)d1^288d2^112 + (2 + 4a + 0a^2)d1^289d2^112 + (4 + 4a + 4a^2)d1^290d2^112 + (2 + 4a + 0a^2)d1^291d2^112 + (0 + 2a + 1a^2)d1^292d2^112 + (4 + 1a + 3a^2)d1^293d2^112 + (3 + 4a + 3a^2)d2^113 + (2 + 0a + 1a^2)d1^1d2^113 + (2 + 1a + 3a^2)d1^2d2^113 + (3 + 3a + 0a^2)d1^3d2^113 + (2 + 1a + 2a^2)d1^4d2^113 + (0 + 2a + 4a^2)d1^5d2^113 + (3 + 0a + 3a^2)d1^6d2^113 + (2 + 2a + 4a^2)d1^7d2^113 + (0 + 3a + 4a^2)d1^8d2^113 + (1 + 4a + 0a^2)d1^9d2^113 + (4 + 1a + 4a^2)d1^10d2^113 + (0 + 1a + 2a^2)d1^11d2^113 + (3 + 4a + 4a^2)d1^12d2^113 + (4 + 1a + 1a^2)d1^13d2^113 + (3 + 1a + 2a^2)d1^14d2^113 + (2 + 1a + 0a^2)d1^15d2^113 + (3 + 4a + 4a^2)d1^16d2^113 + (1 + 1a + 0a^2)d1^17d2^113 + (3 + 1a + 2a^2)d1^18d2^113 + (0 + 2a + 0a^2)d1^19d2^113 + (3 + 1a + 2a^2)d1^20d2^113 + (0 + 2a + 3a^2)d1^21d2^113 + (0 + 3a + 2a^2)d1^22d2^113 + (1 + 2a + 0a^2)d1^23d2^113 + (3 + 1a + 4a^2)d1^24d2^113 + (3 + 3a + 1a^2)d1^25d2^113 + (3 + 1a + 3a^2)d1^26d2^113 + (4 + 4a + 1a^2)d1^27d2^113 + (0 + 4a + 4a^2)d1^28d2^113 + (0 + 2a + 1a^2)d1^29d2^113 + (3 + 3a + 0a^2)d1^30d2^113 + (4 + 4a + 3a^2)d1^31d2^113 + (1 + 1a + 4a^2)d1^33d2^113 + (4 + 4a + 0a^2)d1^34d2^113 + (1 + 0a + 0a^2)d1^35d2^113 + (2 + 2a + 0a^2)d1^36d2^113 + (0 + 0a + 4a^2)d1^37d2^113 + (4 + 4a + 3a^2)d1^38d2^113 + (0 + 0a + 1a^2)d1^39d2^113 + (0 + 0a + 1a^2)d1^40d2^113 + (0 + 3a + 1a^2)d1^41d2^113 + (2 + 4a + 4a^2)d1^42d2^113 + (2 + 2a + 2a^2)d1^43d2^113 + (1 + 3a + 1a^2)d1^44d2^113 + (2 + 3a + 0a^2)d1^45d2^113 + (3 + 3a + 3a^2)d1^46d2^113 + (0 + 0a + 3a^2)d1^47d2^113 + (2 + 3a + 3a^2)d1^48d2^113 + (1 + 0a + 4a^2)d1^49d2^113 + (4 + 4a + 3a^2)d1^50d2^113 + (4 + 1a + 2a^2)d1^51d2^113 + (1 + 4a + 4a^2)d1^52d2^113 + (4 + 4a + 3a^2)d1^53d2^113 + (2 + 3a + 3a^2)d1^54d2^113 + (3 + 1a + 3a^2)d1^55d2^113 + (2 + 1a + 0a^2)d1^56d2^113 + (2 + 0a + 4a^2)d1^57d2^113 + (2 + 2a + 3a^2)d1^58d2^113 + (4 + 1a + 3a^2)d1^59d2^113 + (4 + 0a + 3a^2)d1^60d2^113 + (0 + 1a + 3a^2)d1^61d2^113 + (4 + 3a + 4a^2)d1^62d2^113 + (1 + 4a + 1a^2)d1^63d2^113 + (3 + 2a + 4a^2)d1^64d2^113 + (2 + 0a + 2a^2)d1^65d2^113 + (4 + 2a + 3a^2)d1^66d2^113 + (0 + 3a + 0a^2)d1^67d2^113 + (3 + 4a + 1a^2)d1^68d2^113 + (1 + 1a + 2a^2)d1^69d2^113 + (4 + 1a + 1a^2)d1^70d2^113 + (2 + 0a + 2a^2)d1^71d2^113 + (2 + 2a + 1a^2)d1^72d2^113 + (2 + 1a + 2a^2)d1^73d2^113 + (2 + 3a + 4a^2)d1^74d2^113 + (4 + 2a + 0a^2)d1^75d2^113 + (3 + 4a + 1a^2)d1^76d2^113 + (1 + 4a + 1a^2)d1^77d2^113 + (4 + 0a + 4a^2)d1^78d2^113 + (0 + 2a + 0a^2)d1^79d2^113 + (0 + 3a + 1a^2)d1^80d2^113 + (2 + 1a + 1a^2)d1^81d2^113 + (3 + 1a + 4a^2)d1^82d2^113 + (3 + 1a + 4a^2)d1^83d2^113 + (4 + 1a + 4a^2)d1^84d2^113 + (2 + 3a + 4a^2)d1^85d2^113 + (1 + 0a + 2a^2)d1^86d2^113 + (2 + 2a + 0a^2)d1^87d2^113 + (4 + 0a + 0a^2)d1^88d2^113 + (2 + 2a + 2a^2)d1^89d2^113 + (0 + 1a + 1a^2)d1^90d2^113 + (3 + 4a + 4a^2)d1^91d2^113 + (0 + 2a + 0a^2)d1^92d2^113 + (2 + 4a + 4a^2)d1^93d2^113 + (4 + 2a + 0a^2)d1^94d2^113 + (0 + 2a + 1a^2)d1^95d2^113 + (3 + 0a + 1a^2)d1^96d2^113 + (3 + 2a + 2a^2)d1^97d2^113 + (0 + 3a + 4a^2)d1^98d2^113 + (1 + 4a + 1a^2)d1^99d2^113 + (2 + 4a + 2a^2)d1^100d2^113 + (4 + 1a + 2a^2)d1^101d2^113 + (3 + 3a + 4a^2)d1^102d2^113 + (0 + 3a + 0a^2)d1^103d2^113 + (2 + 1a + 3a^2)d1^104d2^113 + (0 + 0a + 3a^2)d1^105d2^113 + (1 + 4a + 0a^2)d1^106d2^113 + (0 + 2a + 1a^2)d1^107d2^113 + (2 + 2a + 4a^2)d1^108d2^113 + (2 + 2a + 2a^2)d1^109d2^113 + (3 + 1a + 2a^2)d1^110d2^113 + (2 + 1a + 3a^2)d1^111d2^113 + (2 + 0a + 3a^2)d1^112d2^113 + (4 + 0a + 2a^2)d1^113d2^113 + (1 + 1a + 4a^2)d1^114d2^113 + (4 + 4a + 3a^2)d1^115d2^113 + (1 + 3a + 2a^2)d1^116d2^113 + (4 + 2a + 3a^2)d1^117d2^113 + (0 + 3a + 4a^2)d1^118d2^113 + (2 + 1a + 1a^2)d1^119d2^113 + (3 + 3a + 2a^2)d1^120d2^113 + (0 + 4a + 2a^2)d1^121d2^113 + (0 + 2a + 1a^2)d1^122d2^113 + (0 + 1a + 4a^2)d1^123d2^113 + (3 + 3a + 0a^2)d1^124d2^113 + (3 + 3a + 2a^2)d1^125d2^113 + (4 + 0a + 1a^2)d1^126d2^113 + (1 + 0a + 0a^2)d1^127d2^113 + (0 + 2a + 4a^2)d1^128d2^113 + (3 + 2a + 1a^2)d1^129d2^113 + (1 + 2a + 4a^2)d1^130d2^113 + (4 + 1a + 4a^2)d1^131d2^113 + (4 + 2a + 0a^2)d1^132d2^113 + (4 + 3a + 3a^2)d1^133d2^113 + (4 + 2a + 4a^2)d1^134d2^113 + (1 + 1a + 4a^2)d1^135d2^113 + (3 + 2a + 4a^2)d1^136d2^113 + (1 + 2a + 4a^2)d1^137d2^113 + (4 + 0a + 1a^2)d1^138d2^113 + (2 + 0a + 3a^2)d1^139d2^113 + (2 + 2a + 3a^2)d1^140d2^113 + (3 + 4a + 4a^2)d1^141d2^113 + (2 + 3a + 1a^2)d1^142d2^113 + (3 + 1a + 2a^2)d1^143d2^113 + (2 + 2a + 2a^2)d1^144d2^113 + (4 + 4a + 3a^2)d1^145d2^113 + (4 + 3a + 2a^2)d1^146d2^113 + (3 + 2a + 3a^2)d1^147d2^113 + (1 + 3a + 0a^2)d1^148d2^113 + (0 + 2a + 4a^2)d1^149d2^113 + (4 + 0a + 3a^2)d1^150d2^113 + (0 + 1a + 4a^2)d1^151d2^113 + (0 + 2a + 0a^2)d1^152d2^113 + (0 + 3a + 2a^2)d1^153d2^113 + (2 + 4a + 1a^2)d1^154d2^113 + (3 + 3a + 3a^2)d1^155d2^113 + (1 + 2a + 2a^2)d1^156d2^113 + (4 + 0a + 2a^2)d1^157d2^113 + (4 + 0a + 2a^2)d1^158d2^113 + (1 + 3a + 2a^2)d1^159d2^113 + (4 + 4a + 1a^2)d1^160d2^113 + (4 + 3a + 1a^2)d1^161d2^113 + (0 + 0a + 4a^2)d1^162d2^113 + (1 + 0a + 4a^2)d1^163d2^113 + (0 + 2a + 4a^2)d1^164d2^113 + (4 + 0a + 2a^2)d1^165d2^113 + (1 + 4a + 1a^2)d1^166d2^113 + (2 + 2a + 4a^2)d1^167d2^113 + (0 + 4a + 2a^2)d1^168d2^113 + (3 + 2a + 2a^2)d1^169d2^113 + (3 + 1a + 2a^2)d1^170d2^113 + (1 + 4a + 4a^2)d1^171d2^113 + (3 + 2a + 1a^2)d1^172d2^113 + (2 + 0a + 2a^2)d1^173d2^113 + (4 + 2a + 3a^2)d1^174d2^113 + (2 + 4a + 3a^2)d1^175d2^113 + (3 + 2a + 4a^2)d1^176d2^113 + (3 + 4a + 4a^2)d1^177d2^113 + (2 + 4a + 3a^2)d1^178d2^113 + (4 + 2a + 1a^2)d1^179d2^113 + (0 + 3a + 3a^2)d1^180d2^113 + (4 + 3a + 1a^2)d1^181d2^113 + (3 + 4a + 3a^2)d1^182d2^113 + (2 + 0a + 4a^2)d1^183d2^113 + (3 + 2a + 2a^2)d1^184d2^113 + (0 + 2a + 4a^2)d1^185d2^113 + (1 + 2a + 3a^2)d1^186d2^113 + (0 + 2a + 3a^2)d1^187d2^113 + (3 + 2a + 2a^2)d1^188d2^113 + (3 + 3a + 1a^2)d1^189d2^113 + (0 + 3a + 4a^2)d1^190d2^113 + (1 + 1a + 2a^2)d1^191d2^113 + (3 + 1a + 3a^2)d1^192d2^113 + (4 + 3a + 0a^2)d1^193d2^113 + (1 + 2a + 2a^2)d1^194d2^113 + (1 + 0a + 0a^2)d1^195d2^113 + (1 + 0a + 0a^2)d1^196d2^113 + (4 + 0a + 3a^2)d1^197d2^113 + (0 + 3a + 3a^2)d1^198d2^113 + (1 + 3a + 2a^2)d1^199d2^113 + (1 + 3a + 0a^2)d1^200d2^113 + (2 + 1a + 2a^2)d1^201d2^113 + (3 + 3a + 3a^2)d1^202d2^113 + (1 + 2a + 2a^2)d1^203d2^113 + (0 + 4a + 4a^2)d1^204d2^113 + (2 + 1a + 0a^2)d1^205d2^113 + (4 + 1a + 1a^2)d1^206d2^113 + (3 + 1a + 2a^2)d1^207d2^113 + (4 + 3a + 2a^2)d1^208d2^113 + (4 + 4a + 3a^2)d1^209d2^113 + (3 + 0a + 0a^2)d1^210d2^113 + (4 + 3a + 1a^2)d1^211d2^113 + (0 + 1a + 4a^2)d1^212d2^113 + (3 + 2a + 1a^2)d1^213d2^113 + (2 + 4a + 2a^2)d1^214d2^113 + (4 + 0a + 3a^2)d1^215d2^113 + (4 + 3a + 4a^2)d1^216d2^113 + (2 + 1a + 1a^2)d1^217d2^113 + (2 + 1a + 0a^2)d1^218d2^113 + (2 + 1a + 1a^2)d1^219d2^113 + (3 + 0a + 0a^2)d1^220d2^113 + (4 + 2a + 4a^2)d1^221d2^113 + (3 + 0a + 4a^2)d1^222d2^113 + (2 + 0a + 2a^2)d1^223d2^113 + (2 + 4a + 2a^2)d1^224d2^113 + (0 + 1a + 1a^2)d1^225d2^113 + (0 + 4a + 2a^2)d1^226d2^113 + (3 + 4a + 4a^2)d1^227d2^113 + (3 + 2a + 0a^2)d1^228d2^113 + (3 + 0a + 4a^2)d1^229d2^113 + (2 + 1a + 2a^2)d1^230d2^113 + (2 + 1a + 2a^2)d1^231d2^113 + (4 + 2a + 3a^2)d1^232d2^113 + (0 + 0a + 1a^2)d1^233d2^113 + (4 + 0a + 4a^2)d1^234d2^113 + (4 + 0a + 0a^2)d1^235d2^113 + (1 + 4a + 4a^2)d1^236d2^113 + (3 + 2a + 3a^2)d1^237d2^113 + (3 + 1a + 0a^2)d1^238d2^113 + (4 + 0a + 1a^2)d1^239d2^113 + (2 + 0a + 4a^2)d1^240d2^113 + (1 + 3a + 0a^2)d1^241d2^113 + (2 + 3a + 4a^2)d1^242d2^113 + (0 + 2a + 2a^2)d1^243d2^113 + (2 + 0a + 4a^2)d1^244d2^113 + (2 + 2a + 2a^2)d1^245d2^113 + (1 + 1a + 2a^2)d1^246d2^113 + (3 + 4a + 0a^2)d1^247d2^113 + (1 + 2a + 1a^2)d1^248d2^113 + (4 + 4a + 2a^2)d1^249d2^113 + (0 + 1a + 2a^2)d1^251d2^113 + (2 + 2a + 3a^2)d1^252d2^113 + (4 + 3a + 0a^2)d1^253d2^113 + (2 + 4a + 3a^2)d1^254d2^113 + (3 + 2a + 4a^2)d1^255d2^113 + (3 + 3a + 4a^2)d1^256d2^113 + (1 + 3a + 3a^2)d1^257d2^113 + (4 + 1a + 1a^2)d1^258d2^113 + (3 + 0a + 3a^2)d1^259d2^113 + (0 + 1a + 3a^2)d1^260d2^113 + (2 + 2a + 1a^2)d1^261d2^113 + (4 + 2a + 2a^2)d1^262d2^113 + (4 + 2a + 4a^2)d1^263d2^113 + (4 + 1a + 2a^2)d1^264d2^113 + (4 + 3a + 2a^2)d1^266d2^113 + (2 + 3a + 4a^2)d1^267d2^113 + (0 + 1a + 2a^2)d1^268d2^113 + (1 + 2a + 1a^2)d1^269d2^113 + (3 + 3a + 0a^2)d1^270d2^113 + (2 + 0a + 1a^2)d1^271d2^113 + (3 + 0a + 2a^2)d1^272d2^113 + (4 + 2a + 1a^2)d1^273d2^113 + (3 + 4a + 1a^2)d1^274d2^113 + (4 + 1a + 2a^2)d1^275d2^113 + (4 + 1a + 1a^2)d1^276d2^113 + (4 + 0a + 3a^2)d1^277d2^113 + (2 + 0a + 2a^2)d1^278d2^113 + (1 + 3a + 0a^2)d1^279d2^113 + (3 + 1a + 0a^2)d1^280d2^113 + (0 + 3a + 1a^2)d1^281d2^113 + (0 + 4a + 3a^2)d1^282d2^113 + (2 + 0a + 3a^2)d1^283d2^113 + (2 + 3a + 1a^2)d1^284d2^113 + (0 + 3a + 0a^2)d1^285d2^113 + (4 + 0a + 4a^2)d1^286d2^113 + (1 + 1a + 4a^2)d1^287d2^113 + (0 + 1a + 3a^2)d1^288d2^113 + (2 + 3a + 0a^2)d1^289d2^113 + (1 + 4a + 3a^2)d1^290d2^113 + (4 + 0a + 4a^2)d1^291d2^113 + (4 + 1a + 4a^2)d1^292d2^113 + (2 + 1a + 4a^2)d1^293d2^113 + (3 + 1a + 2a^2)d2^114 + (0 + 0a + 3a^2)d1^1d2^114 + (3 + 2a + 1a^2)d1^2d2^114 + (1 + 0a + 3a^2)d1^3d2^114 + (1 + 0a + 3a^2)d1^4d2^114 + (2 + 1a + 2a^2)d1^5d2^114 + (0 + 4a + 4a^2)d1^6d2^114 + (0 + 2a + 1a^2)d1^7d2^114 + (0 + 1a + 1a^2)d1^8d2^114 + (4 + 1a + 4a^2)d1^9d2^114 + (4 + 1a + 2a^2)d1^10d2^114 + (1 + 4a + 3a^2)d1^11d2^114 + (1 + 1a + 4a^2)d1^12d2^114 + (0 + 4a + 4a^2)d1^13d2^114 + (4 + 3a + 0a^2)d1^14d2^114 + (1 + 4a + 3a^2)d1^15d2^114 + (2 + 1a + 0a^2)d1^16d2^114 + (0 + 3a + 4a^2)d1^17d2^114 + (0 + 4a + 2a^2)d1^18d2^114 + (0 + 4a + 1a^2)d1^19d2^114 + (0 + 4a + 1a^2)d1^20d2^114 + (4 + 2a + 3a^2)d1^21d2^114 + (0 + 2a + 3a^2)d1^22d2^114 + (4 + 3a + 1a^2)d1^23d2^114 + (2 + 4a + 1a^2)d1^24d2^114 + (1 + 2a + 1a^2)d1^25d2^114 + (2 + 0a + 1a^2)d1^26d2^114 + (0 + 0a + 1a^2)d1^27d2^114 + (4 + 1a + 0a^2)d1^28d2^114 + (3 + 2a + 4a^2)d1^29d2^114 + (1 + 1a + 4a^2)d1^30d2^114 + (3 + 3a + 1a^2)d1^31d2^114 + (1 + 0a + 0a^2)d1^32d2^114 + (0 + 2a + 0a^2)d1^33d2^114 + (3 + 4a + 0a^2)d1^34d2^114 + (0 + 0a + 1a^2)d1^35d2^114 + (1 + 4a + 0a^2)d1^36d2^114 + (3 + 4a + 3a^2)d1^37d2^114 + (4 + 1a + 3a^2)d1^38d2^114 + (2 + 0a + 2a^2)d1^39d2^114 + (4 + 1a + 0a^2)d1^40d2^114 + (2 + 3a + 0a^2)d1^41d2^114 + (1 + 2a + 2a^2)d1^42d2^114 + (1 + 3a + 0a^2)d1^43d2^114 + (3 + 1a + 3a^2)d1^44d2^114 + (3 + 0a + 2a^2)d1^45d2^114 + (4 + 2a + 2a^2)d1^46d2^114 + (1 + 0a + 0a^2)d1^47d2^114 + (2 + 0a + 3a^2)d1^48d2^114 + (1 + 2a + 0a^2)d1^49d2^114 + (1 + 3a + 2a^2)d1^50d2^114 + (3 + 2a + 3a^2)d1^51d2^114 + (3 + 0a + 4a^2)d1^52d2^114 + (3 + 1a + 1a^2)d1^53d2^114 + (1 + 3a + 0a^2)d1^54d2^114 + (3 + 2a + 0a^2)d1^55d2^114 + (4 + 2a + 2a^2)d1^56d2^114 + (2 + 2a + 2a^2)d1^57d2^114 + (1 + 0a + 4a^2)d1^58d2^114 + (3 + 2a + 0a^2)d1^59d2^114 + (1 + 0a + 4a^2)d1^60d2^114 + (0 + 2a + 4a^2)d1^61d2^114 + (4 + 3a + 0a^2)d1^62d2^114 + (2 + 2a + 0a^2)d1^63d2^114 + (1 + 0a + 0a^2)d1^64d2^114 + (3 + 4a + 4a^2)d1^65d2^114 + (1 + 0a + 0a^2)d1^66d2^114 + (4 + 0a + 2a^2)d1^67d2^114 + (2 + 4a + 1a^2)d1^68d2^114 + (1 + 3a + 3a^2)d1^69d2^114 + (1 + 0a + 1a^2)d1^70d2^114 + (3 + 1a + 2a^2)d1^71d2^114 + (1 + 0a + 4a^2)d1^72d2^114 + (0 + 4a + 0a^2)d1^73d2^114 + (1 + 3a + 2a^2)d1^74d2^114 + (1 + 0a + 0a^2)d1^75d2^114 + (4 + 1a + 3a^2)d1^76d2^114 + (4 + 4a + 0a^2)d1^77d2^114 + (1 + 2a + 3a^2)d1^78d2^114 + (1 + 2a + 3a^2)d1^79d2^114 + (3 + 2a + 3a^2)d1^80d2^114 + (4 + 3a + 2a^2)d1^81d2^114 + (2 + 3a + 1a^2)d1^82d2^114 + (4 + 1a + 1a^2)d1^83d2^114 + (4 + 0a + 1a^2)d1^84d2^114 + (4 + 3a + 0a^2)d1^86d2^114 + (1 + 2a + 3a^2)d1^87d2^114 + (2 + 4a + 4a^2)d1^88d2^114 + (2 + 2a + 4a^2)d1^89d2^114 + (4 + 1a + 4a^2)d1^90d2^114 + (3 + 4a + 1a^2)d1^91d2^114 + (3 + 1a + 3a^2)d1^92d2^114 + (4 + 0a + 2a^2)d1^93d2^114 + (0 + 1a + 3a^2)d1^94d2^114 + (0 + 4a + 4a^2)d1^95d2^114 + (0 + 1a + 2a^2)d1^96d2^114 + (0 + 1a + 0a^2)d1^97d2^114 + (0 + 3a + 1a^2)d1^98d2^114 + (4 + 0a + 3a^2)d1^99d2^114 + (3 + 4a + 4a^2)d1^100d2^114 + (3 + 0a + 1a^2)d1^101d2^114 + (3 + 1a + 4a^2)d1^102d2^114 + (2 + 0a + 0a^2)d1^103d2^114 + (3 + 3a + 3a^2)d1^104d2^114 + (2 + 3a + 3a^2)d1^105d2^114 + (1 + 0a + 1a^2)d1^106d2^114 + (2 + 3a + 4a^2)d1^107d2^114 + (1 + 0a + 2a^2)d1^108d2^114 + (2 + 4a + 1a^2)d1^109d2^114 + (3 + 1a + 3a^2)d1^110d2^114 + (3 + 4a + 4a^2)d1^111d2^114 + (2 + 4a + 3a^2)d1^112d2^114 + (1 + 2a + 4a^2)d1^113d2^114 + (2 + 0a + 2a^2)d1^114d2^114 + (4 + 3a + 3a^2)d1^115d2^114 + (1 + 4a + 2a^2)d1^116d2^114 + (3 + 4a + 3a^2)d1^117d2^114 + (0 + 1a + 4a^2)d1^118d2^114 + (0 + 0a + 2a^2)d1^119d2^114 + (3 + 4a + 2a^2)d1^120d2^114 + (4 + 3a + 0a^2)d1^121d2^114 + (4 + 4a + 1a^2)d1^122d2^114 + (2 + 3a + 2a^2)d1^123d2^114 + (0 + 3a + 3a^2)d1^124d2^114 + (3 + 1a + 2a^2)d1^125d2^114 + (2 + 3a + 3a^2)d1^126d2^114 + (2 + 0a + 0a^2)d1^127d2^114 + (0 + 4a + 2a^2)d1^128d2^114 + (4 + 4a + 4a^2)d1^129d2^114 + (4 + 4a + 0a^2)d1^130d2^114 + (4 + 4a + 2a^2)d1^131d2^114 + (2 + 1a + 3a^2)d1^132d2^114 + (4 + 1a + 3a^2)d1^133d2^114 + (1 + 4a + 2a^2)d1^134d2^114 + (0 + 4a + 3a^2)d1^135d2^114 + (2 + 0a + 1a^2)d1^136d2^114 + (4 + 2a + 0a^2)d1^137d2^114 + (3 + 0a + 0a^2)d1^138d2^114 + (2 + 1a + 0a^2)d1^139d2^114 + (0 + 2a + 0a^2)d1^140d2^114 + (4 + 3a + 1a^2)d1^141d2^114 + (2 + 4a + 1a^2)d1^142d2^114 + (4 + 0a + 2a^2)d1^143d2^114 + (2 + 3a + 4a^2)d1^144d2^114 + (0 + 1a + 0a^2)d1^145d2^114 + (1 + 1a + 4a^2)d1^146d2^114 + (0 + 1a + 3a^2)d1^147d2^114 + (2 + 4a + 2a^2)d1^148d2^114 + (1 + 4a + 3a^2)d1^149d2^114 + (0 + 2a + 0a^2)d1^150d2^114 + (1 + 3a + 4a^2)d1^151d2^114 + (4 + 0a + 0a^2)d1^152d2^114 + (1 + 0a + 0a^2)d1^153d2^114 + (4 + 2a + 3a^2)d1^154d2^114 + (1 + 2a + 3a^2)d1^155d2^114 + (3 + 2a + 0a^2)d1^156d2^114 + (3 + 2a + 3a^2)d1^157d2^114 + (4 + 3a + 1a^2)d1^158d2^114 + (0 + 1a + 1a^2)d1^159d2^114 + (4 + 3a + 2a^2)d1^160d2^114 + (0 + 3a + 2a^2)d1^161d2^114 + (1 + 2a + 0a^2)d1^162d2^114 + (0 + 1a + 2a^2)d1^163d2^114 + (0 + 1a + 3a^2)d1^164d2^114 + (1 + 4a + 0a^2)d1^165d2^114 + (1 + 1a + 0a^2)d1^166d2^114 + (2 + 3a + 2a^2)d1^167d2^114 + (1 + 4a + 3a^2)d1^168d2^114 + (3 + 1a + 0a^2)d1^169d2^114 + (3 + 1a + 1a^2)d1^170d2^114 + (0 + 2a + 3a^2)d1^171d2^114 + (4 + 3a + 1a^2)d1^172d2^114 + (1 + 3a + 1a^2)d1^173d2^114 + (2 + 4a + 2a^2)d1^174d2^114 + (1 + 1a + 3a^2)d1^175d2^114 + (2 + 2a + 3a^2)d1^176d2^114 + (3 + 3a + 4a^2)d1^177d2^114 + (1 + 2a + 3a^2)d1^178d2^114 + (0 + 4a + 4a^2)d1^179d2^114 + (2 + 2a + 0a^2)d1^180d2^114 + (1 + 2a + 2a^2)d1^181d2^114 + (0 + 4a + 1a^2)d1^182d2^114 + (0 + 3a + 4a^2)d1^183d2^114 + (1 + 3a + 2a^2)d1^184d2^114 + (3 + 2a + 4a^2)d1^185d2^114 + (2 + 2a + 3a^2)d1^186d2^114 + (3 + 2a + 1a^2)d1^187d2^114 + (4 + 3a + 0a^2)d1^188d2^114 + (4 + 1a + 1a^2)d1^189d2^114 + (0 + 2a + 3a^2)d1^190d2^114 + (2 + 4a + 2a^2)d1^191d2^114 + (2 + 1a + 0a^2)d1^192d2^114 + (0 + 0a + 4a^2)d1^193d2^114 + (4 + 1a + 3a^2)d1^194d2^114 + (3 + 2a + 3a^2)d1^195d2^114 + (0 + 4a + 2a^2)d1^196d2^114 + (1 + 3a + 0a^2)d1^197d2^114 + (1 + 2a + 0a^2)d1^198d2^114 + (0 + 4a + 3a^2)d1^199d2^114 + (0 + 3a + 2a^2)d1^200d2^114 + (4 + 3a + 4a^2)d1^201d2^114 + (0 + 2a + 4a^2)d1^202d2^114 + (4 + 3a + 3a^2)d1^203d2^114 + (1 + 2a + 3a^2)d1^204d2^114 + (3 + 3a + 0a^2)d1^205d2^114 + (0 + 2a + 4a^2)d1^206d2^114 + (1 + 1a + 0a^2)d1^207d2^114 + (2 + 1a + 1a^2)d1^208d2^114 + (0 + 1a + 0a^2)d1^209d2^114 + (0 + 3a + 4a^2)d1^210d2^114 + (2 + 0a + 3a^2)d1^211d2^114 + (3 + 1a + 3a^2)d1^212d2^114 + (1 + 2a + 4a^2)d1^213d2^114 + (2 + 0a + 0a^2)d1^214d2^114 + (3 + 4a + 2a^2)d1^215d2^114 + (4 + 1a + 1a^2)d1^216d2^114 + (4 + 0a + 2a^2)d1^217d2^114 + (0 + 2a + 4a^2)d1^218d2^114 + (1 + 4a + 0a^2)d1^219d2^114 + (4 + 2a + 1a^2)d1^220d2^114 + (1 + 1a + 2a^2)d1^221d2^114 + (1 + 4a + 4a^2)d1^222d2^114 + (4 + 4a + 4a^2)d1^223d2^114 + (0 + 2a + 2a^2)d1^224d2^114 + (4 + 2a + 0a^2)d1^225d2^114 + (3 + 3a + 4a^2)d1^226d2^114 + (0 + 2a + 2a^2)d1^227d2^114 + (3 + 0a + 1a^2)d1^228d2^114 + (1 + 4a + 0a^2)d1^229d2^114 + (0 + 4a + 3a^2)d1^230d2^114 + (4 + 0a + 3a^2)d1^231d2^114 + (0 + 4a + 4a^2)d1^232d2^114 + (0 + 1a + 3a^2)d1^233d2^114 + (0 + 0a + 3a^2)d1^234d2^114 + (3 + 2a + 1a^2)d1^235d2^114 + (3 + 3a + 3a^2)d1^236d2^114 + (1 + 0a + 3a^2)d1^237d2^114 + (4 + 2a + 3a^2)d1^238d2^114 + (1 + 0a + 2a^2)d1^239d2^114 + (3 + 2a + 1a^2)d1^240d2^114 + (2 + 2a + 1a^2)d1^241d2^114 + (4 + 2a + 3a^2)d1^242d2^114 + (3 + 4a + 1a^2)d1^243d2^114 + (3 + 0a + 1a^2)d1^244d2^114 + (2 + 4a + 1a^2)d1^245d2^114 + (0 + 2a + 4a^2)d1^246d2^114 + (2 + 1a + 0a^2)d1^247d2^114 + (1 + 3a + 1a^2)d1^248d2^114 + (0 + 2a + 1a^2)d1^249d2^114 + (4 + 0a + 1a^2)d1^250d2^114 + (4 + 0a + 4a^2)d1^251d2^114 + (2 + 4a + 0a^2)d1^252d2^114 + (1 + 0a + 1a^2)d1^253d2^114 + (3 + 2a + 1a^2)d1^254d2^114 + (0 + 3a + 0a^2)d1^255d2^114 + (2 + 0a + 4a^2)d1^256d2^114 + (4 + 4a + 0a^2)d1^257d2^114 + (1 + 3a + 1a^2)d1^258d2^114 + (4 + 2a + 4a^2)d1^259d2^114 + (4 + 2a + 2a^2)d1^260d2^114 + (0 + 2a + 4a^2)d1^261d2^114 + (0 + 1a + 1a^2)d1^262d2^114 + (3 + 1a + 3a^2)d1^263d2^114 + (3 + 4a + 2a^2)d1^264d2^114 + (2 + 3a + 4a^2)d1^265d2^114 + (2 + 4a + 1a^2)d1^266d2^114 + (2 + 2a + 1a^2)d1^267d2^114 + (1 + 4a + 1a^2)d1^268d2^114 + (0 + 2a + 4a^2)d1^269d2^114 + (4 + 0a + 1a^2)d1^270d2^114 + (2 + 0a + 4a^2)d1^271d2^114 + (4 + 4a + 3a^2)d1^272d2^114 + (0 + 1a + 4a^2)d1^273d2^114 + (0 + 1a + 2a^2)d1^274d2^114 + (2 + 1a + 4a^2)d1^275d2^114 + (3 + 2a + 2a^2)d1^276d2^114 + (0 + 1a + 3a^2)d1^277d2^114 + (0 + 1a + 0a^2)d1^278d2^114 + (4 + 0a + 1a^2)d1^279d2^114 + (2 + 4a + 1a^2)d1^280d2^114 + (3 + 1a + 4a^2)d1^281d2^114 + (3 + 1a + 0a^2)d1^282d2^114 + (3 + 1a + 1a^2)d1^283d2^114 + (1 + 4a + 1a^2)d1^284d2^114 + (1 + 2a + 1a^2)d1^285d2^114 + (4 + 0a + 3a^2)d1^286d2^114 + (4 + 1a + 1a^2)d1^287d2^114 + (2 + 1a + 1a^2)d1^288d2^114 + (2 + 4a + 1a^2)d1^289d2^114 + (4 + 3a + 1a^2)d1^290d2^114 + (0 + 2a + 3a^2)d1^291d2^114 + (0 + 2a + 1a^2)d1^292d2^114 + (3 + 4a + 3a^2)d1^293d2^114 + (1 + 0a + 2a^2)d2^115 + (3 + 2a + 3a^2)d1^1d2^115 + (4 + 2a + 3a^2)d1^2d2^115 + (0 + 3a + 3a^2)d1^3d2^115 + (3 + 2a + 4a^2)d1^4d2^115 + (0 + 2a + 2a^2)d1^5d2^115 + (3 + 3a + 0a^2)d1^6d2^115 + (1 + 1a + 0a^2)d1^7d2^115 + (1 + 0a + 4a^2)d1^8d2^115 + (1 + 4a + 1a^2)d1^9d2^115 + (2 + 2a + 2a^2)d1^10d2^115 + (4 + 3a + 3a^2)d1^11d2^115 + (2 + 0a + 4a^2)d1^12d2^115 + (1 + 4a + 0a^2)d1^13d2^115 + (3 + 0a + 4a^2)d1^14d2^115 + (0 + 1a + 4a^2)d1^15d2^115 + (4 + 4a + 1a^2)d1^16d2^115 + (2 + 0a + 0a^2)d1^17d2^115 + (4 + 4a + 2a^2)d1^18d2^115 + (2 + 1a + 4a^2)d1^19d2^115 + (1 + 4a + 4a^2)d1^20d2^115 + (2 + 2a + 3a^2)d1^21d2^115 + (3 + 0a + 4a^2)d1^22d2^115 + (4 + 3a + 1a^2)d1^23d2^115 + (4 + 4a + 0a^2)d1^24d2^115 + (1 + 1a + 3a^2)d1^25d2^115 + (4 + 1a + 4a^2)d1^26d2^115 + (1 + 3a + 0a^2)d1^27d2^115 + (0 + 2a + 3a^2)d1^28d2^115 + (4 + 4a + 0a^2)d1^29d2^115 + (1 + 4a + 0a^2)d1^30d2^115 + (0 + 3a + 2a^2)d1^31d2^115 + (3 + 4a + 3a^2)d1^32d2^115 + (1 + 2a + 2a^2)d1^33d2^115 + (4 + 3a + 0a^2)d1^34d2^115 + (3 + 0a + 2a^2)d1^35d2^115 + (4 + 3a + 2a^2)d1^36d2^115 + (3 + 2a + 3a^2)d1^37d2^115 + (2 + 3a + 1a^2)d1^38d2^115 + (3 + 1a + 3a^2)d1^39d2^115 + (4 + 2a + 1a^2)d1^40d2^115 + (0 + 2a + 3a^2)d1^41d2^115 + (3 + 3a + 3a^2)d1^42d2^115 + (2 + 3a + 2a^2)d1^43d2^115 + (2 + 3a + 4a^2)d1^44d2^115 + (0 + 2a + 3a^2)d1^45d2^115 + (0 + 0a + 3a^2)d1^46d2^115 + (4 + 3a + 3a^2)d1^47d2^115 + (4 + 1a + 3a^2)d1^48d2^115 + (3 + 1a + 4a^2)d1^49d2^115 + (1 + 0a + 1a^2)d1^50d2^115 + (2 + 0a + 1a^2)d1^51d2^115 + (1 + 2a + 3a^2)d1^52d2^115 + (0 + 3a + 2a^2)d1^53d2^115 + (2 + 1a + 2a^2)d1^54d2^115 + (2 + 3a + 4a^2)d1^55d2^115 + (0 + 1a + 1a^2)d1^56d2^115 + (2 + 0a + 4a^2)d1^57d2^115 + (1 + 4a + 3a^2)d1^58d2^115 + (4 + 1a + 4a^2)d1^59d2^115 + (2 + 1a + 0a^2)d1^60d2^115 + (0 + 1a + 4a^2)d1^61d2^115 + (4 + 0a + 2a^2)d1^62d2^115 + (4 + 4a + 0a^2)d1^63d2^115 + (3 + 1a + 2a^2)d1^64d2^115 + (2 + 4a + 1a^2)d1^65d2^115 + (4 + 4a + 1a^2)d1^66d2^115 + (3 + 3a + 0a^2)d1^67d2^115 + (0 + 1a + 3a^2)d1^68d2^115 + (1 + 2a + 2a^2)d1^69d2^115 + (3 + 0a + 2a^2)d1^70d2^115 + (4 + 0a + 1a^2)d1^71d2^115 + (4 + 0a + 2a^2)d1^72d2^115 + (2 + 2a + 3a^2)d1^73d2^115 + (4 + 4a + 4a^2)d1^74d2^115 + (3 + 4a + 2a^2)d1^75d2^115 + (3 + 2a + 3a^2)d1^76d2^115 + (2 + 2a + 1a^2)d1^77d2^115 + (4 + 2a + 3a^2)d1^78d2^115 + (2 + 1a + 2a^2)d1^79d2^115 + (3 + 0a + 0a^2)d1^80d2^115 + (4 + 2a + 4a^2)d1^81d2^115 + (3 + 1a + 4a^2)d1^82d2^115 + (3 + 1a + 4a^2)d1^83d2^115 + (4 + 0a + 1a^2)d1^84d2^115 + (3 + 2a + 2a^2)d1^85d2^115 + (1 + 2a + 3a^2)d1^86d2^115 + (4 + 3a + 1a^2)d1^87d2^115 + (3 + 3a + 1a^2)d1^88d2^115 + (3 + 4a + 2a^2)d1^89d2^115 + (0 + 4a + 1a^2)d1^90d2^115 + (0 + 3a + 4a^2)d1^91d2^115 + (2 + 0a + 2a^2)d1^92d2^115 + (3 + 4a + 2a^2)d1^93d2^115 + (3 + 0a + 2a^2)d1^94d2^115 + (2 + 0a + 3a^2)d1^95d2^115 + (1 + 0a + 2a^2)d1^96d2^115 + (0 + 1a + 1a^2)d1^97d2^115 + (1 + 2a + 2a^2)d1^98d2^115 + (1 + 1a + 4a^2)d1^99d2^115 + (3 + 4a + 1a^2)d1^100d2^115 + (3 + 0a + 4a^2)d1^101d2^115 + (4 + 0a + 4a^2)d1^102d2^115 + (0 + 1a + 1a^2)d1^103d2^115 + (2 + 0a + 0a^2)d1^104d2^115 + (4 + 3a + 2a^2)d1^105d2^115 + (1 + 2a + 4a^2)d1^106d2^115 + (2 + 1a + 4a^2)d1^107d2^115 + (3 + 2a + 1a^2)d1^108d2^115 + (2 + 0a + 1a^2)d1^109d2^115 + (3 + 0a + 0a^2)d1^110d2^115 + (4 + 3a + 4a^2)d1^111d2^115 + (1 + 4a + 4a^2)d1^112d2^115 + (0 + 4a + 0a^2)d1^113d2^115 + (0 + 0a + 4a^2)d1^114d2^115 + (3 + 0a + 3a^2)d1^115d2^115 + (1 + 2a + 3a^2)d1^116d2^115 + (0 + 3a + 1a^2)d1^117d2^115 + (1 + 2a + 1a^2)d1^118d2^115 + (1 + 4a + 1a^2)d1^119d2^115 + (3 + 2a + 2a^2)d1^120d2^115 + (2 + 1a + 0a^2)d1^121d2^115 + (0 + 3a + 1a^2)d1^122d2^115 + (3 + 2a + 2a^2)d1^123d2^115 + (2 + 3a + 2a^2)d1^124d2^115 + (1 + 2a + 0a^2)d1^125d2^115 + (4 + 4a + 3a^2)d1^126d2^115 + (4 + 3a + 0a^2)d1^127d2^115 + (4 + 4a + 0a^2)d1^128d2^115 + (0 + 1a + 4a^2)d1^129d2^115 + (3 + 4a + 4a^2)d1^130d2^115 + (1 + 1a + 0a^2)d1^131d2^115 + (1 + 3a + 3a^2)d1^132d2^115 + (2 + 0a + 2a^2)d1^133d2^115 + (1 + 0a + 1a^2)d1^134d2^115 + (4 + 2a + 0a^2)d1^135d2^115 + (1 + 0a + 2a^2)d1^136d2^115 + (2 + 2a + 0a^2)d1^137d2^115 + (0 + 4a + 1a^2)d1^138d2^115 + (2 + 3a + 3a^2)d1^139d2^115 + (2 + 3a + 1a^2)d1^140d2^115 + (4 + 4a + 4a^2)d1^141d2^115 + (4 + 1a + 0a^2)d1^142d2^115 + (1 + 2a + 0a^2)d1^143d2^115 + (2 + 4a + 4a^2)d1^144d2^115 + (0 + 0a + 2a^2)d1^145d2^115 + (1 + 1a + 0a^2)d1^146d2^115 + (2 + 4a + 2a^2)d1^147d2^115 + (4 + 1a + 2a^2)d1^148d2^115 + (4 + 2a + 1a^2)d1^149d2^115 + (1 + 0a + 2a^2)d1^150d2^115 + (0 + 4a + 3a^2)d1^151d2^115 + (1 + 0a + 3a^2)d1^152d2^115 + (3 + 4a + 0a^2)d1^153d2^115 + (3 + 4a + 0a^2)d1^154d2^115 + (3 + 0a + 0a^2)d1^155d2^115 + (1 + 3a + 0a^2)d1^156d2^115 + (0 + 2a + 2a^2)d1^157d2^115 + (3 + 1a + 1a^2)d1^158d2^115 + (3 + 4a + 2a^2)d1^159d2^115 + (2 + 4a + 4a^2)d1^160d2^115 + (2 + 2a + 0a^2)d1^161d2^115 + (0 + 4a + 3a^2)d1^162d2^115 + (4 + 0a + 3a^2)d1^163d2^115 + (0 + 3a + 1a^2)d1^164d2^115 + (0 + 4a + 3a^2)d1^165d2^115 + (1 + 2a + 3a^2)d1^166d2^115 + (4 + 4a + 1a^2)d1^167d2^115 + (0 + 2a + 2a^2)d1^168d2^115 + (4 + 3a + 2a^2)d1^170d2^115 + (2 + 0a + 4a^2)d1^171d2^115 + (4 + 4a + 0a^2)d1^172d2^115 + (3 + 0a + 1a^2)d1^173d2^115 + (1 + 1a + 1a^2)d1^174d2^115 + (4 + 1a + 4a^2)d1^175d2^115 + (0 + 1a + 4a^2)d1^176d2^115 + (2 + 3a + 2a^2)d1^177d2^115 + (4 + 1a + 0a^2)d1^178d2^115 + (0 + 3a + 1a^2)d1^179d2^115 + (1 + 4a + 3a^2)d1^180d2^115 + (1 + 4a + 3a^2)d1^181d2^115 + (3 + 0a + 3a^2)d1^182d2^115 + (3 + 3a + 3a^2)d1^183d2^115 + (0 + 3a + 4a^2)d1^184d2^115 + (0 + 2a + 4a^2)d1^185d2^115 + (4 + 2a + 1a^2)d1^186d2^115 + (4 + 1a + 0a^2)d1^187d2^115 + (1 + 2a + 3a^2)d1^188d2^115 + (3 + 3a + 2a^2)d1^189d2^115 + (4 + 1a + 1a^2)d1^190d2^115 + (3 + 0a + 2a^2)d1^191d2^115 + (3 + 2a + 4a^2)d1^192d2^115 + (3 + 3a + 4a^2)d1^193d2^115 + (2 + 2a + 0a^2)d1^194d2^115 + (0 + 3a + 4a^2)d1^195d2^115 + (1 + 1a + 4a^2)d1^196d2^115 + (2 + 2a + 1a^2)d1^197d2^115 + (2 + 3a + 3a^2)d1^198d2^115 + (4 + 4a + 4a^2)d1^199d2^115 + (0 + 0a + 4a^2)d1^200d2^115 + (1 + 0a + 3a^2)d1^201d2^115 + (3 + 3a + 3a^2)d1^202d2^115 + (0 + 3a + 1a^2)d1^203d2^115 + (0 + 2a + 2a^2)d1^204d2^115 + (0 + 4a + 3a^2)d1^205d2^115 + (0 + 3a + 4a^2)d1^206d2^115 + (4 + 0a + 2a^2)d1^207d2^115 + (1 + 2a + 1a^2)d1^208d2^115 + (4 + 4a + 3a^2)d1^209d2^115 + (0 + 1a + 2a^2)d1^210d2^115 + (1 + 0a + 1a^2)d1^211d2^115 + (2 + 0a + 2a^2)d1^212d2^115 + (4 + 1a + 1a^2)d1^213d2^115 + (2 + 4a + 4a^2)d1^214d2^115 + (0 + 4a + 4a^2)d1^215d2^115 + (0 + 2a + 4a^2)d1^216d2^115 + (3 + 0a + 4a^2)d1^217d2^115 + (4 + 2a + 0a^2)d1^218d2^115 + (2 + 1a + 3a^2)d1^219d2^115 + (0 + 0a + 3a^2)d1^220d2^115 + (3 + 1a + 2a^2)d1^221d2^115 + (4 + 0a + 4a^2)d1^222d2^115 + (0 + 3a + 4a^2)d1^223d2^115 + (4 + 2a + 4a^2)d1^224d2^115 + (2 + 1a + 4a^2)d1^225d2^115 + (0 + 4a + 3a^2)d1^226d2^115 + (3 + 4a + 3a^2)d1^227d2^115 + (2 + 2a + 1a^2)d1^228d2^115 + (2 + 3a + 0a^2)d1^229d2^115 + (0 + 1a + 4a^2)d1^230d2^115 + (4 + 2a + 3a^2)d1^231d2^115 + (4 + 1a + 0a^2)d1^232d2^115 + (4 + 1a + 1a^2)d1^233d2^115 + (3 + 3a + 2a^2)d1^234d2^115 + (1 + 3a + 1a^2)d1^235d2^115 + (1 + 0a + 0a^2)d1^236d2^115 + (0 + 1a + 2a^2)d1^237d2^115 + (1 + 3a + 2a^2)d1^238d2^115 + (4 + 3a + 3a^2)d1^239d2^115 + (0 + 1a + 4a^2)d1^240d2^115 + (0 + 4a + 1a^2)d1^241d2^115 + (1 + 3a + 1a^2)d1^242d2^115 + (4 + 2a + 0a^2)d1^243d2^115 + (0 + 2a + 4a^2)d1^244d2^115 + (1 + 2a + 0a^2)d1^245d2^115 + (1 + 4a + 1a^2)d1^246d2^115 + (3 + 2a + 0a^2)d1^247d2^115 + (2 + 4a + 1a^2)d1^248d2^115 + (3 + 4a + 2a^2)d1^249d2^115 + (1 + 4a + 0a^2)d1^250d2^115 + (1 + 0a + 1a^2)d1^251d2^115 + (2 + 3a + 1a^2)d1^252d2^115 + (2 + 1a + 1a^2)d1^253d2^115 + (3 + 3a + 4a^2)d1^254d2^115 + (4 + 0a + 2a^2)d1^255d2^115 + (3 + 2a + 2a^2)d1^256d2^115 + (0 + 3a + 2a^2)d1^257d2^115 + (1 + 4a + 0a^2)d1^258d2^115 + (2 + 1a + 2a^2)d1^259d2^115 + (2 + 4a + 2a^2)d1^260d2^115 + (4 + 2a + 1a^2)d1^261d2^115 + (3 + 1a + 2a^2)d1^262d2^115 + (2 + 3a + 0a^2)d1^263d2^115 + (2 + 1a + 3a^2)d1^264d2^115 + (4 + 2a + 1a^2)d1^265d2^115 + (4 + 3a + 1a^2)d1^266d2^115 + (0 + 2a + 3a^2)d1^267d2^115 + (1 + 0a + 2a^2)d1^268d2^115 + (1 + 4a + 1a^2)d1^269d2^115 + (0 + 2a + 2a^2)d1^270d2^115 + (0 + 2a + 1a^2)d1^271d2^115 + (3 + 3a + 2a^2)d1^272d2^115 + (0 + 4a + 3a^2)d1^273d2^115 + (0 + 2a + 3a^2)d1^274d2^115 + (4 + 4a + 1a^2)d1^275d2^115 + (1 + 0a + 0a^2)d1^276d2^115 + (1 + 4a + 2a^2)d1^277d2^115 + (3 + 1a + 1a^2)d1^278d2^115 + (0 + 3a + 1a^2)d1^279d2^115 + (4 + 3a + 3a^2)d1^280d2^115 + (2 + 0a + 3a^2)d1^281d2^115 + (2 + 0a + 0a^2)d1^282d2^115 + (4 + 3a + 3a^2)d1^283d2^115 + (4 + 2a + 3a^2)d1^284d2^115 + (1 + 1a + 1a^2)d1^285d2^115 + (1 + 0a + 1a^2)d1^286d2^115 + (0 + 1a + 2a^2)d1^287d2^115 + (3 + 0a + 0a^2)d1^288d2^115 + (4 + 2a + 1a^2)d1^289d2^115 + (3 + 0a + 4a^2)d1^290d2^115 + (3 + 2a + 0a^2)d1^291d2^115 + (1 + 4a + 0a^2)d1^292d2^115 + (0 + 4a + 1a^2)d1^293d2^115 + (0 + 3a + 0a^2)d2^116 + (1 + 2a + 0a^2)d1^1d2^116 + (4 + 0a + 4a^2)d1^2d2^116 + (0 + 3a + 0a^2)d1^3d2^116 + (0 + 2a + 3a^2)d1^4d2^116 + (4 + 4a + 2a^2)d1^5d2^116 + (4 + 1a + 4a^2)d1^6d2^116 + (1 + 2a + 2a^2)d1^7d2^116 + (4 + 1a + 2a^2)d1^8d2^116 + (1 + 1a + 0a^2)d1^9d2^116 + (3 + 0a + 4a^2)d1^10d2^116 + (2 + 2a + 1a^2)d1^11d2^116 + (1 + 4a + 3a^2)d1^12d2^116 + (1 + 3a + 4a^2)d1^13d2^116 + (3 + 1a + 1a^2)d1^14d2^116 + (4 + 4a + 4a^2)d1^15d2^116 + (2 + 2a + 2a^2)d1^16d2^116 + (1 + 2a + 4a^2)d1^17d2^116 + (4 + 0a + 0a^2)d1^18d2^116 + (4 + 2a + 2a^2)d1^19d2^116 + (2 + 2a + 3a^2)d1^20d2^116 + (1 + 4a + 1a^2)d1^21d2^116 + (4 + 1a + 3a^2)d1^22d2^116 + (1 + 1a + 1a^2)d1^23d2^116 + (3 + 4a + 3a^2)d1^24d2^116 + (3 + 4a + 2a^2)d1^25d2^116 + (4 + 3a + 3a^2)d1^26d2^116 + (1 + 2a + 3a^2)d1^27d2^116 + (0 + 4a + 2a^2)d1^28d2^116 + (3 + 3a + 4a^2)d1^29d2^116 + (3 + 1a + 2a^2)d1^30d2^116 + (3 + 1a + 0a^2)d1^31d2^116 + (3 + 3a + 2a^2)d1^32d2^116 + (4 + 1a + 0a^2)d1^33d2^116 + (3 + 3a + 4a^2)d1^34d2^116 + (2 + 1a + 1a^2)d1^35d2^116 + (0 + 4a + 2a^2)d1^36d2^116 + (0 + 1a + 2a^2)d1^37d2^116 + (4 + 3a + 4a^2)d1^38d2^116 + (3 + 1a + 1a^2)d1^39d2^116 + (2 + 2a + 4a^2)d1^40d2^116 + (1 + 3a + 4a^2)d1^41d2^116 + (4 + 1a + 1a^2)d1^42d2^116 + (1 + 4a + 1a^2)d1^43d2^116 + (4 + 2a + 0a^2)d1^44d2^116 + (2 + 3a + 3a^2)d1^45d2^116 + (2 + 0a + 0a^2)d1^46d2^116 + (3 + 1a + 2a^2)d1^47d2^116 + (3 + 3a + 3a^2)d1^48d2^116 + (3 + 4a + 0a^2)d1^49d2^116 + (0 + 4a + 1a^2)d1^50d2^116 + (4 + 4a + 0a^2)d1^51d2^116 + (4 + 2a + 1a^2)d1^52d2^116 + (3 + 0a + 4a^2)d1^53d2^116 + (4 + 2a + 1a^2)d1^54d2^116 + (3 + 0a + 2a^2)d1^55d2^116 + (2 + 4a + 2a^2)d1^56d2^116 + (1 + 3a + 0a^2)d1^57d2^116 + (0 + 0a + 2a^2)d1^58d2^116 + (4 + 4a + 3a^2)d1^59d2^116 + (2 + 3a + 3a^2)d1^60d2^116 + (1 + 4a + 4a^2)d1^61d2^116 + (4 + 2a + 4a^2)d1^62d2^116 + (0 + 1a + 0a^2)d1^63d2^116 + (3 + 4a + 1a^2)d1^64d2^116 + (4 + 2a + 1a^2)d1^65d2^116 + (0 + 1a + 0a^2)d1^66d2^116 + (1 + 1a + 3a^2)d1^67d2^116 + (3 + 1a + 4a^2)d1^68d2^116 + (4 + 0a + 0a^2)d1^69d2^116 + (3 + 1a + 2a^2)d1^70d2^116 + (1 + 4a + 0a^2)d1^71d2^116 + (4 + 1a + 3a^2)d1^72d2^116 + (1 + 1a + 1a^2)d1^73d2^116 + (2 + 3a + 3a^2)d1^74d2^116 + (1 + 4a + 1a^2)d1^75d2^116 + (2 + 1a + 3a^2)d1^76d2^116 + (2 + 0a + 1a^2)d1^77d2^116 + (0 + 0a + 2a^2)d1^78d2^116 + (2 + 0a + 4a^2)d1^79d2^116 + (4 + 0a + 0a^2)d1^80d2^116 + (4 + 1a + 3a^2)d1^81d2^116 + (0 + 1a + 0a^2)d1^82d2^116 + (2 + 1a + 4a^2)d1^83d2^116 + (1 + 4a + 4a^2)d1^84d2^116 + (1 + 3a + 2a^2)d1^85d2^116 + (4 + 2a + 2a^2)d1^86d2^116 + (2 + 3a + 0a^2)d1^87d2^116 + (0 + 4a + 3a^2)d1^88d2^116 + (0 + 0a + 2a^2)d1^89d2^116 + (3 + 1a + 0a^2)d1^90d2^116 + (4 + 2a + 4a^2)d1^91d2^116 + (1 + 2a + 3a^2)d1^92d2^116 + (3 + 2a + 1a^2)d1^93d2^116 + (1 + 3a + 2a^2)d1^94d2^116 + (3 + 0a + 3a^2)d1^95d2^116 + (2 + 1a + 4a^2)d1^96d2^116 + (4 + 0a + 4a^2)d1^97d2^116 + (4 + 0a + 0a^2)d1^98d2^116 + (3 + 0a + 0a^2)d1^99d2^116 + (4 + 2a + 1a^2)d1^100d2^116 + (2 + 1a + 3a^2)d1^101d2^116 + (2 + 0a + 2a^2)d1^102d2^116 + (4 + 3a + 3a^2)d1^103d2^116 + (4 + 2a + 1a^2)d1^104d2^116 + (2 + 2a + 1a^2)d1^105d2^116 + (4 + 1a + 0a^2)d1^106d2^116 + (2 + 4a + 1a^2)d1^107d2^116 + (0 + 1a + 2a^2)d1^108d2^116 + (1 + 1a + 1a^2)d1^109d2^116 + (1 + 1a + 4a^2)d1^110d2^116 + (4 + 0a + 4a^2)d1^111d2^116 + (0 + 4a + 3a^2)d1^112d2^116 + (1 + 4a + 1a^2)d1^113d2^116 + (4 + 4a + 1a^2)d1^114d2^116 + (1 + 3a + 3a^2)d1^115d2^116 + (1 + 4a + 2a^2)d1^116d2^116 + (2 + 0a + 4a^2)d1^117d2^116 + (3 + 3a + 4a^2)d1^118d2^116 + (3 + 1a + 0a^2)d1^119d2^116 + (1 + 1a + 4a^2)d1^120d2^116 + (4 + 4a + 2a^2)d1^121d2^116 + (4 + 1a + 4a^2)d1^122d2^116 + (4 + 2a + 2a^2)d1^123d2^116 + (2 + 2a + 4a^2)d1^124d2^116 + (1 + 1a + 2a^2)d1^126d2^116 + (4 + 1a + 1a^2)d1^127d2^116 + (3 + 3a + 2a^2)d1^128d2^116 + (2 + 4a + 1a^2)d1^129d2^116 + (3 + 2a + 4a^2)d1^130d2^116 + (1 + 4a + 3a^2)d1^131d2^116 + (1 + 4a + 2a^2)d1^132d2^116 + (3 + 3a + 1a^2)d1^133d2^116 + (3 + 1a + 1a^2)d1^134d2^116 + (2 + 1a + 2a^2)d1^135d2^116 + (0 + 2a + 0a^2)d1^136d2^116 + (0 + 3a + 3a^2)d1^137d2^116 + (1 + 0a + 0a^2)d1^138d2^116 + (1 + 2a + 2a^2)d1^139d2^116 + (0 + 0a + 2a^2)d1^140d2^116 + (0 + 2a + 3a^2)d1^141d2^116 + (3 + 2a + 1a^2)d1^142d2^116 + (1 + 4a + 3a^2)d1^143d2^116 + (1 + 1a + 4a^2)d1^144d2^116 + (4 + 3a + 1a^2)d1^145d2^116 + (2 + 4a + 1a^2)d1^146d2^116 + (3 + 3a + 0a^2)d1^147d2^116 + (0 + 1a + 3a^2)d1^148d2^116 + (0 + 2a + 4a^2)d1^149d2^116 + (1 + 0a + 4a^2)d1^150d2^116 + (2 + 2a + 1a^2)d1^151d2^116 + (1 + 4a + 2a^2)d1^152d2^116 + (2 + 2a + 1a^2)d1^153d2^116 + (1 + 1a + 1a^2)d1^154d2^116 + (2 + 0a + 0a^2)d1^155d2^116 + (3 + 3a + 4a^2)d1^156d2^116 + (2 + 2a + 3a^2)d1^157d2^116 + (2 + 2a + 2a^2)d1^158d2^116 + (3 + 2a + 2a^2)d1^160d2^116 + (3 + 0a + 4a^2)d1^161d2^116 + (2 + 1a + 2a^2)d1^162d2^116 + (0 + 4a + 0a^2)d1^163d2^116 + (4 + 1a + 1a^2)d1^164d2^116 + (4 + 0a + 3a^2)d1^165d2^116 + (1 + 3a + 0a^2)d1^166d2^116 + (4 + 0a + 2a^2)d1^167d2^116 + (3 + 1a + 0a^2)d1^168d2^116 + (1 + 0a + 4a^2)d1^169d2^116 + (4 + 3a + 2a^2)d1^170d2^116 + (4 + 1a + 1a^2)d1^171d2^116 + (2 + 2a + 1a^2)d1^172d2^116 + (2 + 3a + 4a^2)d1^173d2^116 + (3 + 0a + 1a^2)d1^174d2^116 + (3 + 3a + 0a^2)d1^175d2^116 + (0 + 1a + 4a^2)d1^176d2^116 + (4 + 3a + 1a^2)d1^177d2^116 + (4 + 1a + 2a^2)d1^178d2^116 + (1 + 2a + 2a^2)d1^179d2^116 + (0 + 1a + 0a^2)d1^180d2^116 + (4 + 4a + 1a^2)d1^181d2^116 + (4 + 3a + 1a^2)d1^182d2^116 + (4 + 1a + 0a^2)d1^183d2^116 + (1 + 1a + 2a^2)d1^184d2^116 + (1 + 1a + 1a^2)d1^185d2^116 + (1 + 0a + 0a^2)d1^186d2^116 + (1 + 3a + 4a^2)d1^187d2^116 + (4 + 0a + 1a^2)d1^188d2^116 + (3 + 4a + 3a^2)d1^189d2^116 + (0 + 4a + 4a^2)d1^190d2^116 + (0 + 0a + 3a^2)d1^191d2^116 + (0 + 2a + 0a^2)d1^192d2^116 + (3 + 2a + 0a^2)d1^193d2^116 + (4 + 4a + 3a^2)d1^194d2^116 + (2 + 4a + 4a^2)d1^195d2^116 + (2 + 0a + 0a^2)d1^196d2^116 + (0 + 0a + 3a^2)d1^197d2^116 + (1 + 4a + 2a^2)d1^198d2^116 + (2 + 0a + 1a^2)d1^199d2^116 + (4 + 3a + 4a^2)d1^200d2^116 + (1 + 0a + 4a^2)d1^201d2^116 + (2 + 1a + 1a^2)d1^202d2^116 + (2 + 4a + 4a^2)d1^203d2^116 + (1 + 2a + 4a^2)d1^204d2^116 + (3 + 0a + 2a^2)d1^205d2^116 + (3 + 2a + 4a^2)d1^206d2^116 + (2 + 0a + 3a^2)d1^207d2^116 + (1 + 0a + 1a^2)d1^208d2^116 + (0 + 1a + 0a^2)d1^209d2^116 + (2 + 2a + 2a^2)d1^210d2^116 + (0 + 2a + 4a^2)d1^211d2^116 + (2 + 2a + 2a^2)d1^212d2^116 + (2 + 2a + 1a^2)d1^213d2^116 + (1 + 4a + 2a^2)d1^214d2^116 + (3 + 1a + 4a^2)d1^215d2^116 + (2 + 2a + 2a^2)d1^216d2^116 + (4 + 0a + 4a^2)d1^217d2^116 + (0 + 0a + 1a^2)d1^218d2^116 + (2 + 3a + 0a^2)d1^219d2^116 + (1 + 2a + 0a^2)d1^220d2^116 + (2 + 4a + 4a^2)d1^221d2^116 + (0 + 4a + 1a^2)d1^222d2^116 + (1 + 2a + 0a^2)d1^223d2^116 + (1 + 1a + 3a^2)d1^224d2^116 + (1 + 0a + 3a^2)d1^225d2^116 + (4 + 2a + 2a^2)d1^226d2^116 + (4 + 1a + 3a^2)d1^228d2^116 + (1 + 2a + 0a^2)d1^229d2^116 + (3 + 2a + 3a^2)d1^230d2^116 + (1 + 0a + 4a^2)d1^231d2^116 + (1 + 4a + 1a^2)d1^232d2^116 + (4 + 2a + 3a^2)d1^233d2^116 + (0 + 3a + 4a^2)d1^234d2^116 + (0 + 1a + 1a^2)d1^235d2^116 + (1 + 1a + 3a^2)d1^236d2^116 + (3 + 0a + 0a^2)d1^237d2^116 + (1 + 1a + 1a^2)d1^238d2^116 + (2 + 1a + 4a^2)d1^239d2^116 + (4 + 0a + 2a^2)d1^240d2^116 + (1 + 1a + 4a^2)d1^241d2^116 + (1 + 4a + 2a^2)d1^242d2^116 + (3 + 2a + 4a^2)d1^243d2^116 + (1 + 1a + 3a^2)d1^244d2^116 + (3 + 4a + 2a^2)d1^245d2^116 + (3 + 2a + 3a^2)d1^246d2^116 + (3 + 1a + 1a^2)d1^247d2^116 + (2 + 1a + 1a^2)d1^248d2^116 + (2 + 2a + 3a^2)d1^249d2^116 + (0 + 3a + 2a^2)d1^250d2^116 + (3 + 2a + 3a^2)d1^251d2^116 + (1 + 0a + 1a^2)d1^252d2^116 + (2 + 3a + 0a^2)d1^253d2^116 + (4 + 1a + 1a^2)d1^254d2^116 + (4 + 0a + 4a^2)d1^255d2^116 + (2 + 4a + 3a^2)d1^256d2^116 + (3 + 1a + 4a^2)d1^257d2^116 + (4 + 3a + 0a^2)d1^258d2^116 + (4 + 1a + 4a^2)d1^259d2^116 + (1 + 2a + 1a^2)d1^260d2^116 + (4 + 0a + 3a^2)d1^261d2^116 + (4 + 2a + 4a^2)d1^262d2^116 + (2 + 0a + 4a^2)d1^263d2^116 + (2 + 3a + 4a^2)d1^264d2^116 + (1 + 2a + 4a^2)d1^265d2^116 + (1 + 2a + 4a^2)d1^266d2^116 + (4 + 2a + 3a^2)d1^267d2^116 + (0 + 2a + 3a^2)d1^268d2^116 + (4 + 0a + 3a^2)d1^269d2^116 + (4 + 2a + 0a^2)d1^270d2^116 + (3 + 3a + 4a^2)d1^271d2^116 + (2 + 0a + 1a^2)d1^272d2^116 + (0 + 2a + 2a^2)d1^273d2^116 + (0 + 3a + 2a^2)d1^274d2^116 + (1 + 2a + 0a^2)d1^275d2^116 + (3 + 4a + 4a^2)d1^276d2^116 + (4 + 2a + 2a^2)d1^277d2^116 + (1 + 2a + 2a^2)d1^278d2^116 + (1 + 0a + 0a^2)d1^279d2^116 + (1 + 3a + 3a^2)d1^280d2^116 + (4 + 3a + 4a^2)d1^281d2^116 + (0 + 4a + 1a^2)d1^282d2^116 + (4 + 0a + 3a^2)d1^283d2^116 + (2 + 2a + 4a^2)d1^284d2^116 + (3 + 2a + 2a^2)d1^285d2^116 + (2 + 4a + 1a^2)d1^286d2^116 + (1 + 0a + 1a^2)d1^287d2^116 + (2 + 2a + 0a^2)d1^288d2^116 + (3 + 4a + 2a^2)d1^289d2^116 + (3 + 1a + 1a^2)d1^290d2^116 + (3 + 3a + 1a^2)d1^291d2^116 + (2 + 0a + 2a^2)d1^292d2^116 + (3 + 3a + 3a^2)d1^293d2^116 + (4 + 4a + 0a^2)d2^117 + (0 + 4a + 2a^2)d1^1d2^117 + (4 + 3a + 4a^2)d1^2d2^117 + (4 + 0a + 4a^2)d1^3d2^117 + (4 + 0a + 0a^2)d1^4d2^117 + (3 + 2a + 3a^2)d1^5d2^117 + (1 + 0a + 0a^2)d1^6d2^117 + (3 + 1a + 2a^2)d1^7d2^117 + (1 + 3a + 1a^2)d1^8d2^117 + (0 + 1a + 0a^2)d1^9d2^117 + (4 + 2a + 0a^2)d1^10d2^117 + (1 + 3a + 1a^2)d1^11d2^117 + (3 + 2a + 3a^2)d1^12d2^117 + (3 + 1a + 1a^2)d1^13d2^117 + (1 + 2a + 1a^2)d1^14d2^117 + (4 + 1a + 3a^2)d1^15d2^117 + (4 + 0a + 4a^2)d1^16d2^117 + (1 + 4a + 1a^2)d1^17d2^117 + (2 + 3a + 1a^2)d1^18d2^117 + (4 + 2a + 1a^2)d1^19d2^117 + (4 + 4a + 3a^2)d1^20d2^117 + (1 + 2a + 4a^2)d1^21d2^117 + (3 + 1a + 0a^2)d1^22d2^117 + (4 + 1a + 3a^2)d1^23d2^117 + (4 + 2a + 2a^2)d1^24d2^117 + (2 + 1a + 3a^2)d1^25d2^117 + (2 + 4a + 4a^2)d1^26d2^117 + (1 + 2a + 3a^2)d1^27d2^117 + (1 + 3a + 2a^2)d1^28d2^117 + (3 + 4a + 2a^2)d1^29d2^117 + (1 + 0a + 4a^2)d1^30d2^117 + (4 + 1a + 3a^2)d1^31d2^117 + (3 + 2a + 1a^2)d1^32d2^117 + (1 + 4a + 2a^2)d1^33d2^117 + (0 + 4a + 1a^2)d1^34d2^117 + (2 + 3a + 3a^2)d1^35d2^117 + (1 + 2a + 1a^2)d1^36d2^117 + (1 + 3a + 2a^2)d1^37d2^117 + (0 + 3a + 3a^2)d1^38d2^117 + (2 + 0a + 3a^2)d1^39d2^117 + (3 + 2a + 4a^2)d1^40d2^117 + (1 + 3a + 1a^2)d1^41d2^117 + (3 + 3a + 1a^2)d1^42d2^117 + (2 + 4a + 2a^2)d1^43d2^117 + (1 + 4a + 2a^2)d1^44d2^117 + (4 + 4a + 1a^2)d1^45d2^117 + (1 + 3a + 1a^2)d1^46d2^117 + (3 + 2a + 0a^2)d1^47d2^117 + (1 + 1a + 4a^2)d1^48d2^117 + (2 + 0a + 2a^2)d1^49d2^117 + (1 + 0a + 2a^2)d1^50d2^117 + (0 + 1a + 2a^2)d1^51d2^117 + (4 + 3a + 0a^2)d1^52d2^117 + (3 + 2a + 4a^2)d1^53d2^117 + (0 + 4a + 4a^2)d1^54d2^117 + (4 + 2a + 4a^2)d1^55d2^117 + (2 + 1a + 1a^2)d1^56d2^117 + (4 + 0a + 2a^2)d1^57d2^117 + (3 + 0a + 3a^2)d1^58d2^117 + (2 + 1a + 4a^2)d1^59d2^117 + (2 + 4a + 1a^2)d1^60d2^117 + (1 + 3a + 3a^2)d1^61d2^117 + (0 + 4a + 3a^2)d1^62d2^117 + (0 + 0a + 2a^2)d1^63d2^117 + (4 + 1a + 1a^2)d1^64d2^117 + (0 + 4a + 2a^2)d1^65d2^117 + (0 + 2a + 0a^2)d1^66d2^117 + (2 + 4a + 1a^2)d1^67d2^117 + (4 + 1a + 2a^2)d1^68d2^117 + (2 + 2a + 3a^2)d1^69d2^117 + (2 + 2a + 3a^2)d1^70d2^117 + (3 + 4a + 4a^2)d1^71d2^117 + (0 + 4a + 2a^2)d1^72d2^117 + (3 + 2a + 3a^2)d1^73d2^117 + (4 + 1a + 4a^2)d1^74d2^117 + (0 + 1a + 3a^2)d1^75d2^117 + (1 + 1a + 2a^2)d1^76d2^117 + (1 + 1a + 1a^2)d1^77d2^117 + (4 + 1a + 0a^2)d1^78d2^117 + (0 + 3a + 0a^2)d1^79d2^117 + (0 + 1a + 4a^2)d1^80d2^117 + (1 + 2a + 1a^2)d1^81d2^117 + (4 + 4a + 0a^2)d1^82d2^117 + (4 + 3a + 0a^2)d1^83d2^117 + (4 + 1a + 3a^2)d1^84d2^117 + (1 + 4a + 3a^2)d1^85d2^117 + (4 + 2a + 1a^2)d1^86d2^117 + (3 + 4a + 4a^2)d1^87d2^117 + (4 + 3a + 0a^2)d1^88d2^117 + (1 + 4a + 3a^2)d1^89d2^117 + (3 + 2a + 1a^2)d1^90d2^117 + (1 + 4a + 3a^2)d1^91d2^117 + (4 + 4a + 4a^2)d1^92d2^117 + (1 + 3a + 4a^2)d1^93d2^117 + (4 + 4a + 0a^2)d1^94d2^117 + (2 + 3a + 3a^2)d1^95d2^117 + (1 + 3a + 0a^2)d1^96d2^117 + (0 + 4a + 3a^2)d1^97d2^117 + (1 + 1a + 4a^2)d1^98d2^117 + (2 + 4a + 0a^2)d1^99d2^117 + (1 + 2a + 1a^2)d1^100d2^117 + (2 + 3a + 2a^2)d1^102d2^117 + (1 + 3a + 2a^2)d1^103d2^117 + (2 + 3a + 4a^2)d1^104d2^117 + (4 + 4a + 4a^2)d1^105d2^117 + (0 + 1a + 1a^2)d1^106d2^117 + (3 + 4a + 4a^2)d1^107d2^117 + (2 + 3a + 4a^2)d1^108d2^117 + (1 + 3a + 4a^2)d1^109d2^117 + (2 + 1a + 0a^2)d1^110d2^117 + (3 + 2a + 4a^2)d1^111d2^117 + (3 + 4a + 2a^2)d1^112d2^117 + (0 + 3a + 3a^2)d1^113d2^117 + (3 + 1a + 0a^2)d1^114d2^117 + (1 + 0a + 2a^2)d1^115d2^117 + (1 + 2a + 0a^2)d1^116d2^117 + (4 + 3a + 3a^2)d1^117d2^117 + (1 + 0a + 4a^2)d1^119d2^117 + (2 + 1a + 2a^2)d1^120d2^117 + (2 + 0a + 4a^2)d1^121d2^117 + (0 + 2a + 1a^2)d1^122d2^117 + (0 + 3a + 0a^2)d1^123d2^117 + (2 + 0a + 1a^2)d1^124d2^117 + (3 + 3a + 0a^2)d1^125d2^117 + (1 + 2a + 4a^2)d1^126d2^117 + (1 + 0a + 3a^2)d1^127d2^117 + (4 + 4a + 4a^2)d1^128d2^117 + (0 + 4a + 3a^2)d1^129d2^117 + (0 + 1a + 0a^2)d1^130d2^117 + (2 + 2a + 0a^2)d1^131d2^117 + (4 + 0a + 0a^2)d1^132d2^117 + (1 + 3a + 4a^2)d1^133d2^117 + (4 + 2a + 4a^2)d1^134d2^117 + (4 + 0a + 4a^2)d1^135d2^117 + (2 + 2a + 1a^2)d1^136d2^117 + (0 + 4a + 0a^2)d1^137d2^117 + (0 + 0a + 2a^2)d1^138d2^117 + (1 + 1a + 2a^2)d1^139d2^117 + (2 + 2a + 1a^2)d1^140d2^117 + (1 + 4a + 1a^2)d1^141d2^117 + (3 + 3a + 0a^2)d1^142d2^117 + (2 + 1a + 2a^2)d1^143d2^117 + (0 + 0a + 2a^2)d1^145d2^117 + (2 + 2a + 3a^2)d1^146d2^117 + (4 + 0a + 3a^2)d1^147d2^117 + (4 + 2a + 1a^2)d1^148d2^117 + (1 + 4a + 1a^2)d1^149d2^117 + (4 + 4a + 0a^2)d1^150d2^117 + (3 + 4a + 2a^2)d1^151d2^117 + (3 + 3a + 3a^2)d1^152d2^117 + (4 + 2a + 3a^2)d1^153d2^117 + (1 + 1a + 3a^2)d1^154d2^117 + (4 + 4a + 3a^2)d1^155d2^117 + (0 + 1a + 3a^2)d1^156d2^117 + (2 + 0a + 4a^2)d1^157d2^117 + (3 + 4a + 1a^2)d1^158d2^117 + (2 + 2a + 2a^2)d1^159d2^117 + (0 + 0a + 2a^2)d1^160d2^117 + (4 + 4a + 1a^2)d1^161d2^117 + (4 + 2a + 4a^2)d1^162d2^117 + (0 + 2a + 4a^2)d1^163d2^117 + (2 + 4a + 3a^2)d1^164d2^117 + (4 + 0a + 0a^2)d1^165d2^117 + (1 + 4a + 3a^2)d1^166d2^117 + (0 + 0a + 4a^2)d1^167d2^117 + (3 + 4a + 3a^2)d1^168d2^117 + (4 + 1a + 0a^2)d1^169d2^117 + (2 + 4a + 4a^2)d1^170d2^117 + (4 + 0a + 4a^2)d1^171d2^117 + (0 + 0a + 3a^2)d1^172d2^117 + (2 + 4a + 3a^2)d1^173d2^117 + (4 + 1a + 0a^2)d1^174d2^117 + (3 + 3a + 0a^2)d1^175d2^117 + (0 + 4a + 1a^2)d1^176d2^117 + (4 + 0a + 4a^2)d1^177d2^117 + (3 + 1a + 0a^2)d1^178d2^117 + (2 + 4a + 0a^2)d1^179d2^117 + (4 + 1a + 1a^2)d1^180d2^117 + (1 + 0a + 1a^2)d1^181d2^117 + (4 + 4a + 4a^2)d1^182d2^117 + (4 + 4a + 1a^2)d1^183d2^117 + (3 + 2a + 3a^2)d1^184d2^117 + (4 + 0a + 0a^2)d1^185d2^117 + (1 + 4a + 4a^2)d1^186d2^117 + (0 + 0a + 4a^2)d1^187d2^117 + (1 + 4a + 0a^2)d1^188d2^117 + (4 + 2a + 3a^2)d1^189d2^117 + (0 + 4a + 1a^2)d1^190d2^117 + (1 + 3a + 1a^2)d1^192d2^117 + (2 + 2a + 4a^2)d1^193d2^117 + (4 + 1a + 2a^2)d1^194d2^117 + (1 + 3a + 3a^2)d1^195d2^117 + (1 + 2a + 0a^2)d1^196d2^117 + (1 + 1a + 2a^2)d1^197d2^117 + (3 + 1a + 0a^2)d1^198d2^117 + (2 + 1a + 0a^2)d1^199d2^117 + (4 + 4a + 0a^2)d1^200d2^117 + (2 + 3a + 2a^2)d1^201d2^117 + (4 + 2a + 3a^2)d1^202d2^117 + (1 + 4a + 1a^2)d1^203d2^117 + (1 + 4a + 3a^2)d1^204d2^117 + (0 + 1a + 1a^2)d1^205d2^117 + (0 + 3a + 3a^2)d1^206d2^117 + (3 + 3a + 3a^2)d1^207d2^117 + (0 + 3a + 1a^2)d1^208d2^117 + (2 + 3a + 4a^2)d1^209d2^117 + (4 + 1a + 3a^2)d1^210d2^117 + (0 + 1a + 1a^2)d1^211d2^117 + (3 + 1a + 3a^2)d1^212d2^117 + (0 + 1a + 2a^2)d1^213d2^117 + (2 + 1a + 2a^2)d1^214d2^117 + (1 + 3a + 0a^2)d1^215d2^117 + (4 + 3a + 0a^2)d1^216d2^117 + (0 + 3a + 1a^2)d1^217d2^117 + (0 + 2a + 1a^2)d1^218d2^117 + (4 + 4a + 0a^2)d1^219d2^117 + (4 + 0a + 4a^2)d1^220d2^117 + (3 + 2a + 1a^2)d1^221d2^117 + (0 + 2a + 3a^2)d1^222d2^117 + (4 + 0a + 3a^2)d1^223d2^117 + (3 + 1a + 0a^2)d1^224d2^117 + (4 + 2a + 4a^2)d1^225d2^117 + (0 + 3a + 4a^2)d1^226d2^117 + (0 + 0a + 4a^2)d1^227d2^117 + (4 + 1a + 3a^2)d1^228d2^117 + (4 + 3a + 1a^2)d1^229d2^117 + (4 + 1a + 3a^2)d1^230d2^117 + (4 + 1a + 0a^2)d1^231d2^117 + (3 + 3a + 0a^2)d1^232d2^117 + (0 + 3a + 4a^2)d1^233d2^117 + (3 + 3a + 0a^2)d1^234d2^117 + (1 + 1a + 3a^2)d1^235d2^117 + (2 + 2a + 0a^2)d1^236d2^117 + (0 + 3a + 0a^2)d1^237d2^117 + (3 + 0a + 1a^2)d1^238d2^117 + (4 + 1a + 2a^2)d1^239d2^117 + (0 + 4a + 2a^2)d1^240d2^117 + (2 + 2a + 4a^2)d1^241d2^117 + (2 + 2a + 0a^2)d1^242d2^117 + (4 + 2a + 0a^2)d1^243d2^117 + (2 + 2a + 3a^2)d1^244d2^117 + (2 + 1a + 4a^2)d1^245d2^117 + (4 + 1a + 1a^2)d1^246d2^117 + (2 + 1a + 3a^2)d1^247d2^117 + (0 + 0a + 2a^2)d1^248d2^117 + (4 + 2a + 0a^2)d1^249d2^117 + (3 + 1a + 2a^2)d1^250d2^117 + (0 + 4a + 0a^2)d1^251d2^117 + (4 + 2a + 0a^2)d1^252d2^117 + (4 + 4a + 4a^2)d1^253d2^117 + (0 + 1a + 3a^2)d1^254d2^117 + (0 + 3a + 3a^2)d1^255d2^117 + (1 + 1a + 2a^2)d1^256d2^117 + (2 + 2a + 0a^2)d1^257d2^117 + (3 + 2a + 4a^2)d1^258d2^117 + (3 + 0a + 0a^2)d1^259d2^117 + (2 + 0a + 2a^2)d1^260d2^117 + (4 + 0a + 2a^2)d1^261d2^117 + (2 + 4a + 1a^2)d1^262d2^117 + (0 + 3a + 1a^2)d1^263d2^117 + (3 + 1a + 2a^2)d1^264d2^117 + (0 + 3a + 2a^2)d1^265d2^117 + (1 + 3a + 1a^2)d1^266d2^117 + (0 + 0a + 2a^2)d1^267d2^117 + (1 + 3a + 3a^2)d1^268d2^117 + (0 + 2a + 2a^2)d1^269d2^117 + (3 + 4a + 2a^2)d1^270d2^117 + (3 + 4a + 3a^2)d1^271d2^117 + (0 + 2a + 4a^2)d1^272d2^117 + (1 + 4a + 4a^2)d1^273d2^117 + (2 + 1a + 1a^2)d1^274d2^117 + (4 + 4a + 2a^2)d1^275d2^117 + (0 + 1a + 0a^2)d1^276d2^117 + (3 + 3a + 0a^2)d1^277d2^117 + (2 + 1a + 3a^2)d1^279d2^117 + (3 + 1a + 2a^2)d1^280d2^117 + (2 + 2a + 3a^2)d1^281d2^117 + (0 + 1a + 0a^2)d1^282d2^117 + (4 + 4a + 2a^2)d1^283d2^117 + (1 + 2a + 1a^2)d1^284d2^117 + (4 + 2a + 2a^2)d1^285d2^117 + (3 + 3a + 4a^2)d1^286d2^117 + (2 + 2a + 1a^2)d1^287d2^117 + (4 + 2a + 3a^2)d1^288d2^117 + (3 + 0a + 0a^2)d1^289d2^117 + (0 + 2a + 0a^2)d1^290d2^117 + (0 + 2a + 1a^2)d1^291d2^117 + (0 + 1a + 0a^2)d1^292d2^117 + (2 + 2a + 2a^2)d1^293d2^117 + (3 + 0a + 4a^2)d2^118 + (3 + 3a + 1a^2)d1^1d2^118 + (2 + 1a + 1a^2)d1^2d2^118 + (4 + 2a + 2a^2)d1^3d2^118 + (0 + 2a + 3a^2)d1^4d2^118 + (1 + 3a + 3a^2)d1^5d2^118 + (4 + 0a + 1a^2)d1^6d2^118 + (1 + 2a + 1a^2)d1^7d2^118 + (4 + 3a + 4a^2)d1^8d2^118 + (4 + 4a + 4a^2)d1^9d2^118 + (0 + 0a + 1a^2)d1^10d2^118 + (1 + 3a + 4a^2)d1^11d2^118 + (1 + 2a + 2a^2)d1^12d2^118 + (2 + 2a + 0a^2)d1^13d2^118 + (2 + 3a + 2a^2)d1^14d2^118 + (4 + 4a + 2a^2)d1^15d2^118 + (0 + 0a + 4a^2)d1^16d2^118 + (2 + 1a + 3a^2)d1^17d2^118 + (0 + 2a + 2a^2)d1^18d2^118 + (0 + 4a + 2a^2)d1^19d2^118 + (3 + 0a + 3a^2)d1^20d2^118 + (3 + 4a + 2a^2)d1^21d2^118 + (3 + 0a + 4a^2)d1^22d2^118 + (2 + 3a + 1a^2)d1^23d2^118 + (1 + 3a + 4a^2)d1^24d2^118 + (3 + 3a + 4a^2)d1^25d2^118 + (3 + 1a + 0a^2)d1^26d2^118 + (2 + 0a + 1a^2)d1^27d2^118 + (1 + 1a + 4a^2)d1^28d2^118 + (0 + 4a + 3a^2)d1^29d2^118 + (2 + 2a + 1a^2)d1^30d2^118 + (2 + 4a + 1a^2)d1^31d2^118 + (0 + 3a + 2a^2)d1^32d2^118 + (2 + 3a + 0a^2)d1^33d2^118 + (2 + 2a + 0a^2)d1^34d2^118 + (3 + 4a + 4a^2)d1^35d2^118 + (3 + 1a + 1a^2)d1^36d2^118 + (0 + 0a + 2a^2)d1^37d2^118 + (1 + 4a + 4a^2)d1^38d2^118 + (4 + 0a + 0a^2)d1^39d2^118 + (0 + 0a + 3a^2)d1^40d2^118 + (3 + 2a + 2a^2)d1^41d2^118 + (4 + 0a + 1a^2)d1^42d2^118 + (2 + 0a + 1a^2)d1^43d2^118 + (1 + 3a + 2a^2)d1^44d2^118 + (3 + 3a + 0a^2)d1^45d2^118 + (4 + 0a + 3a^2)d1^46d2^118 + (1 + 4a + 0a^2)d1^47d2^118 + (0 + 4a + 4a^2)d1^48d2^118 + (1 + 3a + 3a^2)d1^49d2^118 + (1 + 2a + 2a^2)d1^50d2^118 + (0 + 1a + 4a^2)d1^51d2^118 + (3 + 4a + 4a^2)d1^52d2^118 + (1 + 2a + 4a^2)d1^53d2^118 + (0 + 2a + 3a^2)d1^54d2^118 + (2 + 4a + 2a^2)d1^55d2^118 + (1 + 3a + 4a^2)d1^56d2^118 + (0 + 3a + 2a^2)d1^57d2^118 + (3 + 2a + 4a^2)d1^58d2^118 + (0 + 1a + 3a^2)d1^59d2^118 + (3 + 0a + 3a^2)d1^60d2^118 + (2 + 0a + 2a^2)d1^61d2^118 + (3 + 4a + 0a^2)d1^62d2^118 + (4 + 4a + 3a^2)d1^63d2^118 + (3 + 2a + 4a^2)d1^64d2^118 + (2 + 0a + 1a^2)d1^65d2^118 + (0 + 4a + 2a^2)d1^66d2^118 + (2 + 1a + 2a^2)d1^67d2^118 + (4 + 1a + 4a^2)d1^68d2^118 + (4 + 0a + 2a^2)d1^69d2^118 + (1 + 1a + 0a^2)d1^70d2^118 + (2 + 1a + 2a^2)d1^71d2^118 + (0 + 2a + 3a^2)d1^72d2^118 + (4 + 0a + 4a^2)d1^73d2^118 + (3 + 4a + 0a^2)d1^74d2^118 + (0 + 1a + 3a^2)d1^75d2^118 + (4 + 0a + 1a^2)d1^76d2^118 + (2 + 0a + 3a^2)d1^77d2^118 + (2 + 3a + 0a^2)d1^78d2^118 + (3 + 2a + 2a^2)d1^79d2^118 + (4 + 2a + 4a^2)d1^80d2^118 + (3 + 0a + 1a^2)d1^81d2^118 + (3 + 0a + 4a^2)d1^82d2^118 + (1 + 3a + 0a^2)d1^83d2^118 + (0 + 3a + 1a^2)d1^84d2^118 + (1 + 4a + 3a^2)d1^85d2^118 + (2 + 4a + 3a^2)d1^86d2^118 + (4 + 3a + 4a^2)d1^87d2^118 + (4 + 4a + 0a^2)d1^88d2^118 + (4 + 1a + 3a^2)d1^89d2^118 + (3 + 3a + 0a^2)d1^90d2^118 + (4 + 3a + 2a^2)d1^91d2^118 + (0 + 2a + 4a^2)d1^92d2^118 + (0 + 0a + 3a^2)d1^93d2^118 + (1 + 2a + 4a^2)d1^94d2^118 + (2 + 4a + 3a^2)d1^95d2^118 + (3 + 1a + 0a^2)d1^96d2^118 + (4 + 0a + 4a^2)d1^97d2^118 + (3 + 2a + 0a^2)d1^98d2^118 + (0 + 4a + 2a^2)d1^99d2^118 + (1 + 1a + 1a^2)d1^100d2^118 + (3 + 0a + 4a^2)d1^101d2^118 + (0 + 1a + 2a^2)d1^102d2^118 + (4 + 4a + 0a^2)d1^103d2^118 + (3 + 4a + 1a^2)d1^104d2^118 + (3 + 3a + 4a^2)d1^105d2^118 + (4 + 2a + 1a^2)d1^106d2^118 + (4 + 4a + 0a^2)d1^107d2^118 + (1 + 1a + 2a^2)d1^108d2^118 + (2 + 2a + 0a^2)d1^109d2^118 + (1 + 0a + 4a^2)d1^110d2^118 + (1 + 1a + 2a^2)d1^111d2^118 + (2 + 1a + 4a^2)d1^112d2^118 + (1 + 3a + 4a^2)d1^113d2^118 + (4 + 4a + 4a^2)d1^114d2^118 + (1 + 0a + 1a^2)d1^115d2^118 + (0 + 1a + 4a^2)d1^116d2^118 + (1 + 0a + 0a^2)d1^117d2^118 + (4 + 0a + 0a^2)d1^118d2^118 + (4 + 0a + 4a^2)d1^119d2^118 + (3 + 3a + 3a^2)d1^120d2^118 + (0 + 3a + 0a^2)d1^121d2^118 + (0 + 0a + 4a^2)d1^122d2^118 + (3 + 4a + 4a^2)d1^123d2^118 + (0 + 4a + 2a^2)d1^124d2^118 + (4 + 2a + 3a^2)d1^125d2^118 + (3 + 4a + 4a^2)d1^126d2^118 + (4 + 1a + 3a^2)d1^127d2^118 + (0 + 0a + 2a^2)d1^128d2^118 + (0 + 1a + 4a^2)d1^129d2^118 + (0 + 2a + 0a^2)d1^130d2^118 + (1 + 4a + 0a^2)d1^131d2^118 + (1 + 1a + 3a^2)d1^132d2^118 + (0 + 1a + 1a^2)d1^133d2^118 + (2 + 2a + 0a^2)d1^134d2^118 + (4 + 0a + 3a^2)d1^135d2^118 + (4 + 1a + 1a^2)d1^136d2^118 + (2 + 1a + 3a^2)d1^137d2^118 + (0 + 4a + 4a^2)d1^138d2^118 + (3 + 4a + 4a^2)d1^139d2^118 + (3 + 4a + 2a^2)d1^140d2^118 + (2 + 3a + 1a^2)d1^141d2^118 + (0 + 1a + 1a^2)d1^142d2^118 + (2 + 1a + 2a^2)d1^143d2^118 + (4 + 2a + 1a^2)d1^144d2^118 + (1 + 0a + 4a^2)d1^145d2^118 + (4 + 3a + 4a^2)d1^146d2^118 + (4 + 4a + 0a^2)d1^147d2^118 + (1 + 3a + 0a^2)d1^148d2^118 + (3 + 1a + 3a^2)d1^149d2^118 + (1 + 3a + 2a^2)d1^150d2^118 + (1 + 4a + 2a^2)d1^151d2^118 + (0 + 3a + 1a^2)d1^152d2^118 + (3 + 4a + 2a^2)d1^153d2^118 + (0 + 4a + 0a^2)d1^154d2^118 + (4 + 4a + 0a^2)d1^155d2^118 + (4 + 3a + 4a^2)d1^156d2^118 + (4 + 0a + 3a^2)d1^157d2^118 + (3 + 4a + 4a^2)d1^158d2^118 + (4 + 4a + 0a^2)d1^159d2^118 + (2 + 0a + 1a^2)d1^160d2^118 + (1 + 0a + 0a^2)d1^161d2^118 + (2 + 0a + 2a^2)d1^162d2^118 + (4 + 2a + 0a^2)d1^163d2^118 + (4 + 3a + 1a^2)d1^164d2^118 + (3 + 0a + 1a^2)d1^165d2^118 + (1 + 3a + 0a^2)d1^166d2^118 + (2 + 3a + 0a^2)d1^167d2^118 + (1 + 3a + 4a^2)d1^168d2^118 + (2 + 4a + 0a^2)d1^170d2^118 + (3 + 4a + 3a^2)d1^171d2^118 + (4 + 3a + 4a^2)d1^172d2^118 + (0 + 0a + 1a^2)d1^173d2^118 + (4 + 3a + 2a^2)d1^174d2^118 + (2 + 4a + 0a^2)d1^175d2^118 + (0 + 0a + 1a^2)d1^176d2^118 + (2 + 1a + 1a^2)d1^177d2^118 + (1 + 1a + 1a^2)d1^178d2^118 + (3 + 4a + 2a^2)d1^179d2^118 + (2 + 3a + 3a^2)d1^180d2^118 + (4 + 3a + 3a^2)d1^181d2^118 + (2 + 3a + 2a^2)d1^182d2^118 + (3 + 1a + 1a^2)d1^183d2^118 + (1 + 4a + 2a^2)d1^184d2^118 + (3 + 1a + 4a^2)d1^185d2^118 + (2 + 3a + 3a^2)d1^186d2^118 + (3 + 1a + 4a^2)d1^187d2^118 + (1 + 2a + 4a^2)d1^188d2^118 + (1 + 2a + 1a^2)d1^189d2^118 + (3 + 1a + 1a^2)d1^191d2^118 + (3 + 3a + 0a^2)d1^192d2^118 + (1 + 2a + 4a^2)d1^193d2^118 + (4 + 3a + 4a^2)d1^194d2^118 + (2 + 0a + 1a^2)d1^195d2^118 + (1 + 4a + 4a^2)d1^196d2^118 + (0 + 3a + 0a^2)d1^197d2^118 + (4 + 2a + 3a^2)d1^198d2^118 + (4 + 4a + 1a^2)d1^199d2^118 + (1 + 2a + 4a^2)d1^200d2^118 + (4 + 2a + 3a^2)d1^201d2^118 + (1 + 1a + 0a^2)d1^202d2^118 + (4 + 3a + 0a^2)d1^203d2^118 + (3 + 1a + 2a^2)d1^204d2^118 + (1 + 4a + 2a^2)d1^205d2^118 + (2 + 1a + 1a^2)d1^206d2^118 + (1 + 4a + 1a^2)d1^207d2^118 + (1 + 4a + 0a^2)d1^208d2^118 + (4 + 4a + 1a^2)d1^209d2^118 + (3 + 0a + 0a^2)d1^210d2^118 + (0 + 2a + 1a^2)d1^211d2^118 + (1 + 2a + 1a^2)d1^212d2^118 + (0 + 0a + 3a^2)d1^213d2^118 + (2 + 3a + 3a^2)d1^214d2^118 + (3 + 4a + 3a^2)d1^215d2^118 + (2 + 0a + 1a^2)d1^216d2^118 + (1 + 0a + 4a^2)d1^217d2^118 + (3 + 1a + 0a^2)d1^218d2^118 + (3 + 0a + 1a^2)d1^219d2^118 + (3 + 3a + 1a^2)d1^220d2^118 + (3 + 1a + 1a^2)d1^221d2^118 + (4 + 4a + 2a^2)d1^222d2^118 + (1 + 0a + 3a^2)d1^223d2^118 + (0 + 3a + 4a^2)d1^224d2^118 + (3 + 2a + 2a^2)d1^225d2^118 + (4 + 1a + 2a^2)d1^226d2^118 + (2 + 4a + 2a^2)d1^227d2^118 + (1 + 3a + 2a^2)d1^228d2^118 + (0 + 2a + 2a^2)d1^229d2^118 + (0 + 0a + 4a^2)d1^230d2^118 + (3 + 4a + 0a^2)d1^231d2^118 + (4 + 4a + 3a^2)d1^232d2^118 + (2 + 0a + 0a^2)d1^233d2^118 + (4 + 2a + 0a^2)d1^234d2^118 + (1 + 0a + 0a^2)d1^235d2^118 + (3 + 3a + 2a^2)d1^236d2^118 + (4 + 0a + 4a^2)d1^237d2^118 + (1 + 1a + 0a^2)d1^238d2^118 + (3 + 4a + 4a^2)d1^239d2^118 + (0 + 2a + 1a^2)d1^240d2^118 + (2 + 2a + 3a^2)d1^241d2^118 + (0 + 1a + 3a^2)d1^242d2^118 + (1 + 3a + 3a^2)d1^243d2^118 + (1 + 2a + 4a^2)d1^244d2^118 + (0 + 1a + 3a^2)d1^245d2^118 + (2 + 4a + 0a^2)d1^246d2^118 + (2 + 3a + 0a^2)d1^247d2^118 + (4 + 1a + 4a^2)d1^248d2^118 + (4 + 4a + 0a^2)d1^249d2^118 + (0 + 2a + 4a^2)d1^250d2^118 + (3 + 3a + 4a^2)d1^251d2^118 + (0 + 3a + 2a^2)d1^252d2^118 + (1 + 4a + 3a^2)d1^253d2^118 + (3 + 2a + 4a^2)d1^254d2^118 + (1 + 2a + 1a^2)d1^255d2^118 + (2 + 2a + 4a^2)d1^256d2^118 + (4 + 4a + 2a^2)d1^257d2^118 + (4 + 1a + 0a^2)d1^258d2^118 + (1 + 3a + 2a^2)d1^259d2^118 + (2 + 1a + 2a^2)d1^260d2^118 + (1 + 0a + 0a^2)d1^261d2^118 + (2 + 3a + 0a^2)d1^262d2^118 + (2 + 3a + 3a^2)d1^263d2^118 + (4 + 4a + 2a^2)d1^264d2^118 + (4 + 3a + 3a^2)d1^265d2^118 + (3 + 3a + 2a^2)d1^266d2^118 + (2 + 2a + 4a^2)d1^267d2^118 + (4 + 1a + 4a^2)d1^268d2^118 + (0 + 1a + 3a^2)d1^269d2^118 + (1 + 1a + 1a^2)d1^270d2^118 + (1 + 0a + 0a^2)d1^271d2^118 + (4 + 0a + 4a^2)d1^272d2^118 + (0 + 2a + 0a^2)d1^273d2^118 + (2 + 4a + 3a^2)d1^274d2^118 + (4 + 0a + 4a^2)d1^275d2^118 + (4 + 0a + 0a^2)d1^276d2^118 + (2 + 4a + 1a^2)d1^277d2^118 + (0 + 4a + 0a^2)d1^278d2^118 + (1 + 4a + 2a^2)d1^279d2^118 + (4 + 2a + 2a^2)d1^280d2^118 + (1 + 1a + 2a^2)d1^281d2^118 + (1 + 2a + 0a^2)d1^282d2^118 + (4 + 4a + 2a^2)d1^283d2^118 + (1 + 3a + 1a^2)d1^284d2^118 + (0 + 4a + 3a^2)d1^285d2^118 + (1 + 4a + 1a^2)d1^286d2^118 + (4 + 2a + 4a^2)d1^287d2^118 + (1 + 3a + 4a^2)d1^288d2^118 + (0 + 0a + 1a^2)d1^289d2^118 + (2 + 0a + 4a^2)d1^290d2^118 + (3 + 2a + 3a^2)d1^291d2^118 + (1 + 2a + 0a^2)d1^292d2^118 + (2 + 2a + 1a^2)d1^293d2^118 + (2 + 3a + 2a^2)d1^1d2^119 + (3 + 3a + 1a^2)d1^2d2^119 + (0 + 3a + 0a^2)d1^3d2^119 + (0 + 3a + 4a^2)d1^4d2^119 + (1 + 2a + 2a^2)d1^5d2^119 + (3 + 2a + 4a^2)d1^6d2^119 + (3 + 0a + 0a^2)d1^7d2^119 + (4 + 1a + 4a^2)d1^8d2^119 + (2 + 0a + 2a^2)d1^9d2^119 + (4 + 3a + 0a^2)d1^10d2^119 + (0 + 0a + 3a^2)d1^11d2^119 + (1 + 3a + 2a^2)d1^12d2^119 + (1 + 2a + 3a^2)d1^13d2^119 + (2 + 3a + 3a^2)d1^14d2^119 + (3 + 3a + 4a^2)d1^15d2^119 + (2 + 1a + 2a^2)d1^16d2^119 + (4 + 0a + 1a^2)d1^17d2^119 + (4 + 1a + 0a^2)d1^18d2^119 + (0 + 2a + 2a^2)d1^19d2^119 + (1 + 3a + 1a^2)d1^20d2^119 + (2 + 3a + 1a^2)d1^21d2^119 + (1 + 3a + 2a^2)d1^22d2^119 + (1 + 0a + 3a^2)d1^23d2^119 + (4 + 1a + 0a^2)d1^24d2^119 + (3 + 4a + 2a^2)d1^25d2^119 + (1 + 2a + 2a^2)d1^26d2^119 + (0 + 3a + 0a^2)d1^27d2^119 + (4 + 0a + 1a^2)d1^28d2^119 + (1 + 1a + 1a^2)d1^29d2^119 + (4 + 0a + 1a^2)d1^30d2^119 + (2 + 1a + 2a^2)d1^31d2^119 + (3 + 3a + 0a^2)d1^32d2^119 + (0 + 3a + 4a^2)d1^33d2^119 + (2 + 3a + 0a^2)d1^34d2^119 + (2 + 1a + 4a^2)d1^35d2^119 + (1 + 0a + 3a^2)d1^36d2^119 + (0 + 2a + 3a^2)d1^37d2^119 + (4 + 2a + 2a^2)d1^38d2^119 + (1 + 0a + 2a^2)d1^39d2^119 + (3 + 1a + 0a^2)d1^40d2^119 + (0 + 2a + 1a^2)d1^41d2^119 + (4 + 1a + 1a^2)d1^42d2^119 + (3 + 1a + 3a^2)d1^43d2^119 + (2 + 0a + 1a^2)d1^44d2^119 + (1 + 4a + 2a^2)d1^46d2^119 + (2 + 0a + 4a^2)d1^47d2^119 + (3 + 0a + 3a^2)d1^48d2^119 + (1 + 3a + 3a^2)d1^49d2^119 + (4 + 0a + 4a^2)d1^50d2^119 + (0 + 1a + 4a^2)d1^51d2^119 + (2 + 3a + 4a^2)d1^52d2^119 + (0 + 1a + 2a^2)d1^53d2^119 + (1 + 1a + 1a^2)d1^54d2^119 + (0 + 1a + 2a^2)d1^55d2^119 + (0 + 2a + 4a^2)d1^56d2^119 + (1 + 4a + 2a^2)d1^57d2^119 + (4 + 1a + 1a^2)d1^58d2^119 + (1 + 0a + 3a^2)d1^59d2^119 + (4 + 1a + 0a^2)d1^60d2^119 + (3 + 1a + 0a^2)d1^61d2^119 + (4 + 4a + 4a^2)d1^62d2^119 + (2 + 0a + 3a^2)d1^63d2^119 + (2 + 0a + 3a^2)d1^64d2^119 + (1 + 2a + 2a^2)d1^65d2^119 + (4 + 4a + 3a^2)d1^66d2^119 + (4 + 1a + 1a^2)d1^67d2^119 + (0 + 2a + 2a^2)d1^68d2^119 + (2 + 2a + 3a^2)d1^69d2^119 + (1 + 1a + 2a^2)d1^70d2^119 + (4 + 2a + 4a^2)d1^71d2^119 + (0 + 4a + 4a^2)d1^72d2^119 + (3 + 0a + 0a^2)d1^73d2^119 + (0 + 0a + 1a^2)d1^74d2^119 + (3 + 3a + 1a^2)d1^75d2^119 + (4 + 0a + 1a^2)d1^76d2^119 + (0 + 1a + 4a^2)d1^77d2^119 + (3 + 1a + 1a^2)d1^78d2^119 + (1 + 1a + 4a^2)d1^79d2^119 + (0 + 4a + 0a^2)d1^80d2^119 + (0 + 4a + 0a^2)d1^81d2^119 + (4 + 4a + 2a^2)d1^82d2^119 + (3 + 0a + 1a^2)d1^83d2^119 + (4 + 2a + 4a^2)d1^84d2^119 + (2 + 2a + 4a^2)d1^85d2^119 + (3 + 0a + 3a^2)d1^86d2^119 + (0 + 4a + 3a^2)d1^87d2^119 + (4 + 1a + 2a^2)d1^88d2^119 + (4 + 1a + 1a^2)d1^89d2^119 + (3 + 0a + 3a^2)d1^90d2^119 + (1 + 1a + 3a^2)d1^91d2^119 + (3 + 2a + 1a^2)d1^92d2^119 + (3 + 3a + 4a^2)d1^93d2^119 + (3 + 0a + 4a^2)d1^94d2^119 + (2 + 0a + 4a^2)d1^95d2^119 + (4 + 0a + 4a^2)d1^96d2^119 + (0 + 2a + 3a^2)d1^97d2^119 + (2 + 4a + 2a^2)d1^98d2^119 + (4 + 4a + 1a^2)d1^99d2^119 + (0 + 0a + 1a^2)d1^100d2^119 + (3 + 3a + 1a^2)d1^101d2^119 + (3 + 1a + 3a^2)d1^102d2^119 + (0 + 0a + 2a^2)d1^103d2^119 + (3 + 0a + 4a^2)d1^104d2^119 + (2 + 4a + 2a^2)d1^105d2^119 + (1 + 2a + 1a^2)d1^106d2^119 + (2 + 2a + 1a^2)d1^107d2^119 + (2 + 1a + 4a^2)d1^108d2^119 + (3 + 3a + 2a^2)d1^109d2^119 + (3 + 4a + 3a^2)d1^110d2^119 + (3 + 3a + 4a^2)d1^111d2^119 + (1 + 4a + 0a^2)d1^112d2^119 + (3 + 3a + 1a^2)d1^113d2^119 + (1 + 4a + 2a^2)d1^114d2^119 + (0 + 0a + 1a^2)d1^115d2^119 + (3 + 1a + 3a^2)d1^116d2^119 + (4 + 4a + 2a^2)d1^117d2^119 + (0 + 0a + 4a^2)d1^118d2^119 + (0 + 0a + 2a^2)d1^119d2^119 + (4 + 1a + 1a^2)d1^120d2^119 + (0 + 0a + 2a^2)d1^121d2^119 + (1 + 2a + 0a^2)d1^122d2^119 + (3 + 3a + 2a^2)d1^123d2^119 + (4 + 2a + 2a^2)d1^124d2^119 + (0 + 4a + 1a^2)d1^125d2^119 + (3 + 2a + 0a^2)d1^126d2^119 + (2 + 3a + 3a^2)d1^127d2^119 + (3 + 1a + 3a^2)d1^128d2^119 + (1 + 2a + 3a^2)d1^129d2^119 + (3 + 0a + 3a^2)d1^130d2^119 + (0 + 1a + 1a^2)d1^131d2^119 + (1 + 3a + 2a^2)d1^132d2^119 + (3 + 0a + 4a^2)d1^133d2^119 + (2 + 3a + 0a^2)d1^134d2^119 + (0 + 4a + 1a^2)d1^135d2^119 + (1 + 0a + 0a^2)d1^136d2^119 + (4 + 4a + 4a^2)d1^137d2^119 + (3 + 3a + 3a^2)d1^138d2^119 + (0 + 0a + 4a^2)d1^139d2^119 + (3 + 3a + 1a^2)d1^140d2^119 + (3 + 1a + 0a^2)d1^141d2^119 + (1 + 4a + 0a^2)d1^142d2^119 + (2 + 1a + 3a^2)d1^143d2^119 + (1 + 4a + 3a^2)d1^144d2^119 + (3 + 4a + 3a^2)d1^145d2^119 + (4 + 2a + 2a^2)d1^146d2^119 + (1 + 1a + 1a^2)d1^147d2^119 + (1 + 0a + 4a^2)d1^148d2^119 + (2 + 3a + 3a^2)d1^149d2^119 + (1 + 2a + 4a^2)d1^150d2^119 + (0 + 4a + 0a^2)d1^151d2^119 + (4 + 3a + 0a^2)d1^152d2^119 + (1 + 0a + 4a^2)d1^153d2^119 + (4 + 1a + 1a^2)d1^154d2^119 + (4 + 0a + 1a^2)d1^155d2^119 + (0 + 3a + 3a^2)d1^156d2^119 + (3 + 4a + 1a^2)d1^157d2^119 + (4 + 3a + 1a^2)d1^158d2^119 + (3 + 0a + 3a^2)d1^159d2^119 + (1 + 3a + 2a^2)d1^160d2^119 + (0 + 0a + 3a^2)d1^161d2^119 + (3 + 2a + 0a^2)d1^162d2^119 + (1 + 4a + 3a^2)d1^163d2^119 + (0 + 2a + 2a^2)d1^164d2^119 + (3 + 2a + 3a^2)d1^165d2^119 + (4 + 3a + 3a^2)d1^166d2^119 + (1 + 2a + 0a^2)d1^167d2^119 + (4 + 3a + 4a^2)d1^169d2^119 + (1 + 0a + 4a^2)d1^170d2^119 + (3 + 1a + 4a^2)d1^171d2^119 + (4 + 3a + 4a^2)d1^172d2^119 + (0 + 3a + 1a^2)d1^173d2^119 + (0 + 0a + 4a^2)d1^174d2^119 + (1 + 3a + 4a^2)d1^175d2^119 + (2 + 0a + 0a^2)d1^176d2^119 + (3 + 4a + 4a^2)d1^177d2^119 + (2 + 3a + 4a^2)d1^178d2^119 + (2 + 2a + 2a^2)d1^179d2^119 + (4 + 2a + 1a^2)d1^180d2^119 + (2 + 3a + 1a^2)d1^181d2^119 + (0 + 1a + 0a^2)d1^182d2^119 + (2 + 2a + 4a^2)d1^183d2^119 + (2 + 3a + 0a^2)d1^184d2^119 + (3 + 2a + 2a^2)d1^185d2^119 + (3 + 2a + 2a^2)d1^186d2^119 + (3 + 0a + 1a^2)d1^187d2^119 + (3 + 2a + 1a^2)d1^188d2^119 + (0 + 0a + 4a^2)d1^189d2^119 + (2 + 0a + 0a^2)d1^190d2^119 + (4 + 4a + 1a^2)d1^191d2^119 + (1 + 0a + 2a^2)d1^192d2^119 + (3 + 0a + 4a^2)d1^193d2^119 + (0 + 0a + 2a^2)d1^194d2^119 + (1 + 0a + 1a^2)d1^195d2^119 + (2 + 3a + 3a^2)d1^196d2^119 + (2 + 0a + 4a^2)d1^197d2^119 + (2 + 0a + 1a^2)d1^198d2^119 + (0 + 3a + 2a^2)d1^199d2^119 + (0 + 3a + 0a^2)d1^200d2^119 + (1 + 3a + 4a^2)d1^201d2^119 + (4 + 4a + 3a^2)d1^202d2^119 + (3 + 4a + 3a^2)d1^203d2^119 + (1 + 1a + 4a^2)d1^204d2^119 + (4 + 3a + 2a^2)d1^205d2^119 + (3 + 3a + 3a^2)d1^206d2^119 + (2 + 2a + 0a^2)d1^207d2^119 + (2 + 1a + 1a^2)d1^208d2^119 + (1 + 3a + 3a^2)d1^209d2^119 + (4 + 1a + 3a^2)d1^210d2^119 + (1 + 0a + 0a^2)d1^211d2^119 + (4 + 3a + 3a^2)d1^212d2^119 + (2 + 3a + 0a^2)d1^213d2^119 + (3 + 3a + 1a^2)d1^214d2^119 + (0 + 3a + 1a^2)d1^215d2^119 + (0 + 2a + 0a^2)d1^216d2^119 + (3 + 1a + 2a^2)d1^217d2^119 + (1 + 3a + 3a^2)d1^218d2^119 + (2 + 0a + 4a^2)d1^219d2^119 + (2 + 1a + 1a^2)d1^220d2^119 + (2 + 3a + 3a^2)d1^221d2^119 + (2 + 2a + 0a^2)d1^222d2^119 + (3 + 0a + 3a^2)d1^223d2^119 + (1 + 3a + 1a^2)d1^224d2^119 + (3 + 3a + 4a^2)d1^225d2^119 + (3 + 3a + 2a^2)d1^226d2^119 + (1 + 2a + 3a^2)d1^227d2^119 + (4 + 4a + 3a^2)d1^228d2^119 + (2 + 3a + 3a^2)d1^229d2^119 + (0 + 4a + 0a^2)d1^230d2^119 + (4 + 2a + 4a^2)d1^231d2^119 + (0 + 2a + 3a^2)d1^232d2^119 + (3 + 4a + 2a^2)d1^233d2^119 + (0 + 0a + 3a^2)d1^234d2^119 + (3 + 3a + 3a^2)d1^235d2^119 + (0 + 3a + 4a^2)d1^236d2^119 + (4 + 4a + 0a^2)d1^237d2^119 + (2 + 3a + 2a^2)d1^238d2^119 + (1 + 2a + 4a^2)d1^239d2^119 + (0 + 1a + 3a^2)d1^240d2^119 + (0 + 4a + 4a^2)d1^241d2^119 + (2 + 1a + 0a^2)d1^242d2^119 + (0 + 0a + 3a^2)d1^243d2^119 + (3 + 1a + 2a^2)d1^244d2^119 + (0 + 3a + 0a^2)d1^245d2^119 + (3 + 3a + 4a^2)d1^246d2^119 + (0 + 4a + 3a^2)d1^247d2^119 + (0 + 1a + 2a^2)d1^248d2^119 + (4 + 2a + 0a^2)d1^249d2^119 + (0 + 1a + 2a^2)d1^250d2^119 + (3 + 0a + 1a^2)d1^251d2^119 + (2 + 1a + 1a^2)d1^252d2^119 + (4 + 0a + 2a^2)d1^253d2^119 + (3 + 0a + 2a^2)d1^254d2^119 + (0 + 4a + 4a^2)d1^255d2^119 + (4 + 0a + 0a^2)d1^256d2^119 + (3 + 1a + 1a^2)d1^257d2^119 + (3 + 2a + 1a^2)d1^258d2^119 + (2 + 0a + 4a^2)d1^259d2^119 + (3 + 3a + 2a^2)d1^260d2^119 + (3 + 2a + 0a^2)d1^261d2^119 + (4 + 2a + 4a^2)d1^262d2^119 + (0 + 2a + 4a^2)d1^263d2^119 + (4 + 1a + 3a^2)d1^264d2^119 + (1 + 0a + 1a^2)d1^265d2^119 + (3 + 4a + 0a^2)d1^266d2^119 + (2 + 3a + 4a^2)d1^267d2^119 + (2 + 4a + 2a^2)d1^268d2^119 + (3 + 4a + 4a^2)d1^269d2^119 + (1 + 2a + 3a^2)d1^270d2^119 + (2 + 3a + 3a^2)d1^271d2^119 + (1 + 3a + 4a^2)d1^272d2^119 + (3 + 3a + 0a^2)d1^273d2^119 + (4 + 2a + 2a^2)d1^274d2^119 + (0 + 1a + 4a^2)d1^275d2^119 + (2 + 0a + 3a^2)d1^276d2^119 + (1 + 1a + 2a^2)d1^277d2^119 + (4 + 4a + 0a^2)d1^278d2^119 + (3 + 4a + 0a^2)d1^279d2^119 + (4 + 4a + 1a^2)d1^280d2^119 + (3 + 3a + 1a^2)d1^281d2^119 + (4 + 3a + 3a^2)d1^282d2^119 + (4 + 0a + 0a^2)d1^283d2^119 + (1 + 2a + 3a^2)d1^284d2^119 + (0 + 1a + 0a^2)d1^285d2^119 + (2 + 1a + 4a^2)d1^287d2^119 + (3 + 3a + 3a^2)d1^288d2^119 + (0 + 0a + 2a^2)d1^289d2^119 + (1 + 0a + 3a^2)d1^290d2^119 + (0 + 1a + 2a^2)d1^291d2^119 + (3 + 4a + 4a^2)d1^292d2^119 + (0 + 3a + 4a^2)d1^293d2^119 + (0 + 3a + 2a^2)d2^120 + (1 + 4a + 4a^2)d1^1d2^120 + (2 + 1a + 2a^2)d1^2d2^120 + (3 + 3a + 1a^2)d1^3d2^120 + (0 + 3a + 0a^2)d1^4d2^120 + (4 + 4a + 1a^2)d1^5d2^120 + (0 + 2a + 2a^2)d1^6d2^120 + (4 + 3a + 2a^2)d1^7d2^120 + (3 + 0a + 2a^2)d1^8d2^120 + (0 + 2a + 2a^2)d1^9d2^120 + (2 + 2a + 3a^2)d1^10d2^120 + (0 + 4a + 4a^2)d1^11d2^120 + (3 + 0a + 4a^2)d1^12d2^120 + (1 + 1a + 3a^2)d1^13d2^120 + (0 + 1a + 3a^2)d1^14d2^120 + (0 + 1a + 0a^2)d1^15d2^120 + (3 + 1a + 1a^2)d1^16d2^120 + (3 + 0a + 1a^2)d1^17d2^120 + (2 + 0a + 1a^2)d1^18d2^120 + (3 + 4a + 1a^2)d1^19d2^120 + (0 + 0a + 3a^2)d1^20d2^120 + (4 + 0a + 2a^2)d1^21d2^120 + (4 + 3a + 1a^2)d1^22d2^120 + (0 + 2a + 4a^2)d1^23d2^120 + (0 + 0a + 2a^2)d1^24d2^120 + (0 + 0a + 3a^2)d1^25d2^120 + (3 + 2a + 1a^2)d1^26d2^120 + (3 + 3a + 0a^2)d1^27d2^120 + (4 + 1a + 0a^2)d1^28d2^120 + (4 + 0a + 3a^2)d1^29d2^120 + (4 + 3a + 0a^2)d1^30d2^120 + (2 + 3a + 4a^2)d1^31d2^120 + (1 + 0a + 0a^2)d1^32d2^120 + (2 + 3a + 1a^2)d1^33d2^120 + (0 + 1a + 4a^2)d1^34d2^120 + (4 + 3a + 1a^2)d1^35d2^120 + (1 + 1a + 2a^2)d1^36d2^120 + (1 + 0a + 4a^2)d1^37d2^120 + (4 + 2a + 4a^2)d1^38d2^120 + (3 + 1a + 0a^2)d1^39d2^120 + (0 + 3a + 3a^2)d1^40d2^120 + (4 + 4a + 1a^2)d1^41d2^120 + (2 + 3a + 0a^2)d1^42d2^120 + (2 + 0a + 1a^2)d1^43d2^120 + (3 + 0a + 2a^2)d1^44d2^120 + (3 + 2a + 0a^2)d1^45d2^120 + (4 + 2a + 3a^2)d1^46d2^120 + (1 + 4a + 1a^2)d1^47d2^120 + (4 + 1a + 3a^2)d1^48d2^120 + (3 + 1a + 1a^2)d1^49d2^120 + (3 + 4a + 0a^2)d1^50d2^120 + (2 + 1a + 4a^2)d1^51d2^120 + (2 + 2a + 0a^2)d1^52d2^120 + (1 + 2a + 4a^2)d1^53d2^120 + (4 + 2a + 3a^2)d1^54d2^120 + (4 + 1a + 2a^2)d1^55d2^120 + (4 + 3a + 0a^2)d1^56d2^120 + (3 + 0a + 0a^2)d1^57d2^120 + (3 + 4a + 4a^2)d1^58d2^120 + (1 + 3a + 3a^2)d1^59d2^120 + (4 + 1a + 1a^2)d1^60d2^120 + (0 + 0a + 3a^2)d1^61d2^120 + (0 + 2a + 0a^2)d1^62d2^120 + (3 + 4a + 1a^2)d1^63d2^120 + (0 + 2a + 2a^2)d1^64d2^120 + (4 + 0a + 1a^2)d1^65d2^120 + (1 + 0a + 4a^2)d1^66d2^120 + (1 + 1a + 3a^2)d1^67d2^120 + (1 + 0a + 0a^2)d1^68d2^120 + (4 + 4a + 1a^2)d1^69d2^120 + (1 + 2a + 2a^2)d1^70d2^120 + (3 + 0a + 2a^2)d1^71d2^120 + (4 + 4a + 3a^2)d1^72d2^120 + (3 + 2a + 0a^2)d1^73d2^120 + (1 + 2a + 2a^2)d1^74d2^120 + (1 + 3a + 2a^2)d1^75d2^120 + (4 + 1a + 3a^2)d1^76d2^120 + (1 + 1a + 4a^2)d1^77d2^120 + (2 + 2a + 3a^2)d1^78d2^120 + (2 + 2a + 4a^2)d1^79d2^120 + (1 + 3a + 2a^2)d1^80d2^120 + (1 + 0a + 0a^2)d1^81d2^120 + (4 + 1a + 0a^2)d1^82d2^120 + (3 + 2a + 2a^2)d1^83d2^120 + (1 + 1a + 3a^2)d1^84d2^120 + (1 + 4a + 2a^2)d1^85d2^120 + (4 + 4a + 2a^2)d1^86d2^120 + (2 + 3a + 1a^2)d1^87d2^120 + (3 + 4a + 0a^2)d1^88d2^120 + (4 + 3a + 2a^2)d1^89d2^120 + (1 + 1a + 2a^2)d1^90d2^120 + (0 + 4a + 4a^2)d1^91d2^120 + (4 + 1a + 1a^2)d1^92d2^120 + (3 + 2a + 4a^2)d1^93d2^120 + (4 + 1a + 3a^2)d1^94d2^120 + (0 + 4a + 2a^2)d1^95d2^120 + (0 + 4a + 3a^2)d1^96d2^120 + (4 + 2a + 0a^2)d1^97d2^120 + (3 + 4a + 2a^2)d1^98d2^120 + (2 + 3a + 4a^2)d1^99d2^120 + (3 + 2a + 2a^2)d1^100d2^120 + (1 + 3a + 0a^2)d1^101d2^120 + (2 + 0a + 4a^2)d1^102d2^120 + (2 + 1a + 0a^2)d1^103d2^120 + (4 + 2a + 4a^2)d1^104d2^120 + (2 + 0a + 3a^2)d1^105d2^120 + (2 + 4a + 4a^2)d1^106d2^120 + (0 + 4a + 2a^2)d1^107d2^120 + (1 + 1a + 2a^2)d1^108d2^120 + (4 + 4a + 2a^2)d1^109d2^120 + (1 + 0a + 2a^2)d1^110d2^120 + (4 + 3a + 4a^2)d1^111d2^120 + (1 + 1a + 0a^2)d1^112d2^120 + (1 + 1a + 0a^2)d1^113d2^120 + (1 + 2a + 3a^2)d1^114d2^120 + (2 + 3a + 1a^2)d1^115d2^120 + (0 + 1a + 0a^2)d1^116d2^120 + (4 + 3a + 1a^2)d1^117d2^120 + (2 + 2a + 2a^2)d1^118d2^120 + (4 + 1a + 0a^2)d1^119d2^120 + (0 + 3a + 1a^2)d1^120d2^120 + (4 + 4a + 1a^2)d1^121d2^120 + (4 + 3a + 3a^2)d1^122d2^120 + (0 + 2a + 0a^2)d1^123d2^120 + (3 + 1a + 2a^2)d1^124d2^120 + (2 + 3a + 0a^2)d1^125d2^120 + (0 + 2a + 0a^2)d1^126d2^120 + (1 + 1a + 3a^2)d1^127d2^120 + (3 + 2a + 1a^2)d1^128d2^120 + (2 + 0a + 2a^2)d1^129d2^120 + (2 + 2a + 4a^2)d1^130d2^120 + (2 + 1a + 2a^2)d1^131d2^120 + (2 + 4a + 3a^2)d1^132d2^120 + (3 + 4a + 4a^2)d1^133d2^120 + (2 + 4a + 2a^2)d1^134d2^120 + (4 + 3a + 2a^2)d1^135d2^120 + (1 + 3a + 0a^2)d1^136d2^120 + (0 + 4a + 4a^2)d1^137d2^120 + (0 + 3a + 2a^2)d1^138d2^120 + (3 + 0a + 2a^2)d1^139d2^120 + (2 + 3a + 0a^2)d1^140d2^120 + (4 + 1a + 1a^2)d1^141d2^120 + (0 + 2a + 0a^2)d1^142d2^120 + (2 + 1a + 0a^2)d1^143d2^120 + (4 + 4a + 0a^2)d1^144d2^120 + (0 + 0a + 1a^2)d1^145d2^120 + (0 + 4a + 1a^2)d1^146d2^120 + (1 + 1a + 2a^2)d1^147d2^120 + (0 + 1a + 1a^2)d1^148d2^120 + (0 + 3a + 1a^2)d1^149d2^120 + (2 + 2a + 0a^2)d1^150d2^120 + (2 + 2a + 3a^2)d1^151d2^120 + (4 + 2a + 4a^2)d1^152d2^120 + (0 + 4a + 2a^2)d1^153d2^120 + (0 + 2a + 0a^2)d1^154d2^120 + (0 + 3a + 3a^2)d1^155d2^120 + (2 + 2a + 0a^2)d1^156d2^120 + (4 + 3a + 0a^2)d1^157d2^120 + (2 + 4a + 0a^2)d1^158d2^120 + (1 + 0a + 0a^2)d1^159d2^120 + (4 + 1a + 0a^2)d1^160d2^120 + (3 + 0a + 1a^2)d1^161d2^120 + (0 + 2a + 2a^2)d1^162d2^120 + (0 + 2a + 2a^2)d1^163d2^120 + (4 + 0a + 2a^2)d1^164d2^120 + (1 + 2a + 1a^2)d1^165d2^120 + (2 + 1a + 0a^2)d1^166d2^120 + (2 + 2a + 3a^2)d1^167d2^120 + (0 + 0a + 4a^2)d1^168d2^120 + (2 + 4a + 4a^2)d1^169d2^120 + (3 + 0a + 4a^2)d1^170d2^120 + (1 + 1a + 0a^2)d1^171d2^120 + (3 + 3a + 1a^2)d1^172d2^120 + (1 + 3a + 2a^2)d1^173d2^120 + (1 + 0a + 0a^2)d1^174d2^120 + (3 + 1a + 3a^2)d1^175d2^120 + (2 + 2a + 4a^2)d1^176d2^120 + (1 + 0a + 0a^2)d1^177d2^120 + (1 + 0a + 3a^2)d1^179d2^120 + (3 + 2a + 4a^2)d1^180d2^120 + (0 + 3a + 4a^2)d1^181d2^120 + (0 + 0a + 3a^2)d1^182d2^120 + (1 + 0a + 0a^2)d1^183d2^120 + (4 + 1a + 4a^2)d1^184d2^120 + (3 + 4a + 0a^2)d1^185d2^120 + (1 + 0a + 0a^2)d1^186d2^120 + (3 + 4a + 4a^2)d1^187d2^120 + (2 + 3a + 0a^2)d1^188d2^120 + (4 + 3a + 4a^2)d1^189d2^120 + (0 + 3a + 1a^2)d1^190d2^120 + (4 + 1a + 1a^2)d1^191d2^120 + (1 + 1a + 0a^2)d1^192d2^120 + (0 + 4a + 0a^2)d1^193d2^120 + (2 + 0a + 0a^2)d1^194d2^120 + (1 + 3a + 0a^2)d1^195d2^120 + (0 + 4a + 4a^2)d1^196d2^120 + (1 + 4a + 2a^2)d1^197d2^120 + (4 + 3a + 2a^2)d1^198d2^120 + (0 + 0a + 3a^2)d1^199d2^120 + (4 + 4a + 2a^2)d1^200d2^120 + (4 + 4a + 2a^2)d1^201d2^120 + (1 + 2a + 1a^2)d1^202d2^120 + (3 + 1a + 4a^2)d1^203d2^120 + (4 + 3a + 3a^2)d1^204d2^120 + (0 + 0a + 2a^2)d1^205d2^120 + (2 + 1a + 1a^2)d1^206d2^120 + (3 + 0a + 0a^2)d1^207d2^120 + (2 + 4a + 4a^2)d1^208d2^120 + (3 + 3a + 1a^2)d1^209d2^120 + (4 + 3a + 0a^2)d1^210d2^120 + (4 + 0a + 4a^2)d1^211d2^120 + (0 + 0a + 2a^2)d1^212d2^120 + (1 + 2a + 0a^2)d1^213d2^120 + (2 + 4a + 0a^2)d1^214d2^120 + (2 + 1a + 0a^2)d1^215d2^120 + (2 + 1a + 0a^2)d1^216d2^120 + (4 + 0a + 0a^2)d1^217d2^120 + (4 + 2a + 2a^2)d1^218d2^120 + (1 + 3a + 1a^2)d1^219d2^120 + (4 + 1a + 0a^2)d1^220d2^120 + (2 + 2a + 0a^2)d1^221d2^120 + (3 + 0a + 3a^2)d1^222d2^120 + (1 + 4a + 2a^2)d1^223d2^120 + (3 + 3a + 0a^2)d1^224d2^120 + (3 + 4a + 2a^2)d1^225d2^120 + (2 + 1a + 3a^2)d1^226d2^120 + (0 + 3a + 2a^2)d1^227d2^120 + (0 + 0a + 4a^2)d1^228d2^120 + (2 + 4a + 0a^2)d1^229d2^120 + (3 + 4a + 4a^2)d1^230d2^120 + (2 + 2a + 3a^2)d1^231d2^120 + (0 + 0a + 2a^2)d1^232d2^120 + (3 + 4a + 2a^2)d1^233d2^120 + (0 + 2a + 4a^2)d1^234d2^120 + (2 + 0a + 1a^2)d1^235d2^120 + (4 + 0a + 1a^2)d1^236d2^120 + (4 + 1a + 2a^2)d1^237d2^120 + (4 + 2a + 0a^2)d1^238d2^120 + (0 + 1a + 2a^2)d1^239d2^120 + (4 + 1a + 0a^2)d1^240d2^120 + (1 + 0a + 1a^2)d1^241d2^120 + (2 + 1a + 2a^2)d1^242d2^120 + (3 + 0a + 3a^2)d1^243d2^120 + (3 + 3a + 4a^2)d1^244d2^120 + (2 + 3a + 0a^2)d1^245d2^120 + (2 + 1a + 2a^2)d1^246d2^120 + (3 + 2a + 3a^2)d1^247d2^120 + (3 + 4a + 4a^2)d1^248d2^120 + (1 + 4a + 2a^2)d1^249d2^120 + (1 + 0a + 2a^2)d1^250d2^120 + (2 + 2a + 0a^2)d1^251d2^120 + (2 + 1a + 1a^2)d1^252d2^120 + (3 + 2a + 1a^2)d1^253d2^120 + (3 + 0a + 0a^2)d1^254d2^120 + (1 + 2a + 0a^2)d1^255d2^120 + (0 + 3a + 0a^2)d1^256d2^120 + (2 + 0a + 4a^2)d1^257d2^120 + (2 + 1a + 0a^2)d1^258d2^120 + (1 + 4a + 4a^2)d1^259d2^120 + (2 + 0a + 0a^2)d1^260d2^120 + (3 + 1a + 0a^2)d1^261d2^120 + (4 + 4a + 0a^2)d1^262d2^120 + (4 + 2a + 4a^2)d1^263d2^120 + (1 + 2a + 4a^2)d1^264d2^120 + (1 + 3a + 0a^2)d1^265d2^120 + (0 + 4a + 4a^2)d1^266d2^120 + (2 + 1a + 2a^2)d1^267d2^120 + (4 + 4a + 0a^2)d1^268d2^120 + (0 + 3a + 4a^2)d1^269d2^120 + (0 + 3a + 2a^2)d1^270d2^120 + (1 + 3a + 3a^2)d1^271d2^120 + (2 + 3a + 3a^2)d1^272d2^120 + (1 + 0a + 3a^2)d1^273d2^120 + (4 + 2a + 1a^2)d1^274d2^120 + (1 + 4a + 3a^2)d1^275d2^120 + (4 + 1a + 3a^2)d1^276d2^120 + (1 + 0a + 2a^2)d1^277d2^120 + (2 + 2a + 1a^2)d1^278d2^120 + (3 + 1a + 1a^2)d1^279d2^120 + (0 + 0a + 1a^2)d1^280d2^120 + (3 + 2a + 4a^2)d1^281d2^120 + (0 + 3a + 3a^2)d1^282d2^120 + (4 + 1a + 3a^2)d1^283d2^120 + (4 + 3a + 2a^2)d1^284d2^120 + (2 + 4a + 1a^2)d1^285d2^120 + (2 + 4a + 2a^2)d1^286d2^120 + (0 + 0a + 2a^2)d1^287d2^120 + (1 + 0a + 0a^2)d1^288d2^120 + (4 + 1a + 4a^2)d1^289d2^120 + (0 + 0a + 4a^2)d1^290d2^120 + (4 + 2a + 0a^2)d1^291d2^120 + (3 + 3a + 1a^2)d1^292d2^120 + (3 + 3a + 3a^2)d1^293d2^120 + (4 + 1a + 3a^2)d2^121 + (3 + 1a + 1a^2)d1^1d2^121 + (0 + 0a + 1a^2)d1^2d2^121 + (4 + 2a + 2a^2)d1^3d2^121 + (3 + 4a + 0a^2)d1^4d2^121 + (4 + 1a + 4a^2)d1^5d2^121 + (1 + 4a + 2a^2)d1^6d2^121 + (2 + 2a + 1a^2)d1^7d2^121 + (4 + 0a + 3a^2)d1^8d2^121 + (1 + 4a + 2a^2)d1^9d2^121 + (1 + 4a + 3a^2)d1^10d2^121 + (0 + 3a + 1a^2)d1^11d2^121 + (2 + 2a + 1a^2)d1^12d2^121 + (3 + 3a + 4a^2)d1^13d2^121 + (2 + 0a + 4a^2)d1^14d2^121 + (3 + 0a + 0a^2)d1^15d2^121 + (3 + 4a + 0a^2)d1^16d2^121 + (4 + 1a + 4a^2)d1^17d2^121 + (2 + 4a + 3a^2)d1^18d2^121 + (0 + 1a + 1a^2)d1^19d2^121 + (1 + 2a + 2a^2)d1^20d2^121 + (3 + 0a + 0a^2)d1^21d2^121 + (1 + 2a + 2a^2)d1^22d2^121 + (3 + 3a + 4a^2)d1^23d2^121 + (2 + 2a + 4a^2)d1^24d2^121 + (2 + 0a + 2a^2)d1^25d2^121 + (0 + 4a + 3a^2)d1^26d2^121 + (1 + 4a + 2a^2)d1^27d2^121 + (0 + 1a + 1a^2)d1^28d2^121 + (1 + 2a + 1a^2)d1^29d2^121 + (0 + 2a + 2a^2)d1^30d2^121 + (1 + 0a + 3a^2)d1^31d2^121 + (1 + 2a + 3a^2)d1^32d2^121 + (3 + 0a + 4a^2)d1^33d2^121 + (1 + 4a + 1a^2)d1^34d2^121 + (0 + 0a + 2a^2)d1^35d2^121 + (4 + 4a + 4a^2)d1^36d2^121 + (1 + 0a + 2a^2)d1^37d2^121 + (4 + 3a + 1a^2)d1^38d2^121 + (3 + 0a + 2a^2)d1^39d2^121 + (2 + 1a + 2a^2)d1^40d2^121 + (3 + 2a + 1a^2)d1^41d2^121 + (3 + 0a + 1a^2)d1^42d2^121 + (2 + 0a + 4a^2)d1^43d2^121 + (2 + 3a + 1a^2)d1^44d2^121 + (2 + 3a + 2a^2)d1^45d2^121 + (1 + 4a + 0a^2)d1^46d2^121 + (0 + 1a + 2a^2)d1^47d2^121 + (0 + 2a + 3a^2)d1^48d2^121 + (4 + 1a + 0a^2)d1^49d2^121 + (3 + 0a + 2a^2)d1^50d2^121 + (1 + 3a + 3a^2)d1^51d2^121 + (3 + 1a + 0a^2)d1^52d2^121 + (2 + 4a + 4a^2)d1^53d2^121 + (1 + 0a + 4a^2)d1^54d2^121 + (1 + 1a + 2a^2)d1^55d2^121 + (4 + 4a + 1a^2)d1^56d2^121 + (2 + 2a + 4a^2)d1^57d2^121 + (4 + 3a + 4a^2)d1^58d2^121 + (4 + 1a + 4a^2)d1^59d2^121 + (1 + 3a + 3a^2)d1^60d2^121 + (1 + 2a + 1a^2)d1^61d2^121 + (1 + 2a + 4a^2)d1^62d2^121 + (3 + 0a + 1a^2)d1^63d2^121 + (4 + 2a + 0a^2)d1^64d2^121 + (1 + 4a + 2a^2)d1^65d2^121 + (2 + 2a + 4a^2)d1^66d2^121 + (3 + 0a + 1a^2)d1^67d2^121 + (2 + 1a + 4a^2)d1^68d2^121 + (1 + 1a + 1a^2)d1^69d2^121 + (0 + 3a + 0a^2)d1^70d2^121 + (3 + 2a + 0a^2)d1^71d2^121 + (0 + 1a + 4a^2)d1^72d2^121 + (0 + 2a + 1a^2)d1^73d2^121 + (2 + 2a + 3a^2)d1^74d2^121 + (3 + 2a + 4a^2)d1^75d2^121 + (2 + 2a + 3a^2)d1^76d2^121 + (3 + 1a + 0a^2)d1^77d2^121 + (4 + 0a + 3a^2)d1^78d2^121 + (1 + 2a + 2a^2)d1^79d2^121 + (0 + 1a + 0a^2)d1^80d2^121 + (3 + 1a + 2a^2)d1^81d2^121 + (4 + 1a + 2a^2)d1^82d2^121 + (1 + 0a + 0a^2)d1^83d2^121 + (3 + 4a + 4a^2)d1^84d2^121 + (1 + 0a + 3a^2)d1^85d2^121 + (3 + 0a + 1a^2)d1^86d2^121 + (3 + 0a + 2a^2)d1^87d2^121 + (1 + 2a + 2a^2)d1^88d2^121 + (4 + 1a + 4a^2)d1^89d2^121 + (1 + 3a + 0a^2)d1^90d2^121 + (4 + 3a + 2a^2)d1^91d2^121 + (3 + 3a + 0a^2)d1^92d2^121 + (2 + 2a + 4a^2)d1^93d2^121 + (2 + 2a + 3a^2)d1^94d2^121 + (4 + 3a + 0a^2)d1^95d2^121 + (1 + 1a + 4a^2)d1^96d2^121 + (3 + 1a + 0a^2)d1^97d2^121 + (3 + 4a + 2a^2)d1^98d2^121 + (2 + 4a + 2a^2)d1^99d2^121 + (1 + 3a + 0a^2)d1^100d2^121 + (0 + 4a + 4a^2)d1^101d2^121 + (1 + 1a + 1a^2)d1^102d2^121 + (0 + 4a + 0a^2)d1^103d2^121 + (2 + 4a + 3a^2)d1^104d2^121 + (3 + 2a + 3a^2)d1^105d2^121 + (1 + 0a + 4a^2)d1^106d2^121 + (1 + 1a + 4a^2)d1^108d2^121 + (1 + 2a + 2a^2)d1^109d2^121 + (1 + 3a + 0a^2)d1^110d2^121 + (3 + 1a + 1a^2)d1^111d2^121 + (1 + 2a + 1a^2)d1^112d2^121 + (3 + 1a + 3a^2)d1^113d2^121 + (0 + 0a + 4a^2)d1^114d2^121 + (4 + 1a + 2a^2)d1^115d2^121 + (4 + 0a + 1a^2)d1^116d2^121 + (3 + 0a + 3a^2)d1^117d2^121 + (0 + 2a + 1a^2)d1^118d2^121 + (4 + 3a + 1a^2)d1^119d2^121 + (2 + 2a + 2a^2)d1^120d2^121 + (1 + 4a + 2a^2)d1^121d2^121 + (1 + 1a + 3a^2)d1^122d2^121 + (1 + 3a + 4a^2)d1^123d2^121 + (1 + 4a + 3a^2)d1^124d2^121 + (2 + 0a + 4a^2)d1^125d2^121 + (3 + 2a + 4a^2)d1^126d2^121 + (1 + 0a + 4a^2)d1^127d2^121 + (0 + 3a + 1a^2)d1^128d2^121 + (3 + 3a + 4a^2)d1^129d2^121 + (4 + 3a + 0a^2)d1^130d2^121 + (2 + 4a + 4a^2)d1^131d2^121 + (1 + 2a + 0a^2)d1^132d2^121 + (2 + 0a + 3a^2)d1^133d2^121 + (3 + 1a + 2a^2)d1^134d2^121 + (1 + 3a + 0a^2)d1^135d2^121 + (3 + 1a + 0a^2)d1^136d2^121 + (4 + 4a + 2a^2)d1^137d2^121 + (3 + 4a + 0a^2)d1^138d2^121 + (1 + 0a + 1a^2)d1^139d2^121 + (4 + 4a + 3a^2)d1^140d2^121 + (1 + 0a + 0a^2)d1^141d2^121 + (0 + 4a + 2a^2)d1^142d2^121 + (3 + 1a + 4a^2)d1^143d2^121 + (1 + 2a + 0a^2)d1^144d2^121 + (4 + 1a + 2a^2)d1^145d2^121 + (3 + 0a + 1a^2)d1^146d2^121 + (4 + 2a + 1a^2)d1^147d2^121 + (1 + 0a + 1a^2)d1^148d2^121 + (2 + 0a + 3a^2)d1^149d2^121 + (2 + 4a + 0a^2)d1^150d2^121 + (0 + 2a + 1a^2)d1^151d2^121 + (1 + 3a + 1a^2)d1^152d2^121 + (1 + 1a + 3a^2)d1^153d2^121 + (0 + 1a + 1a^2)d1^154d2^121 + (0 + 3a + 4a^2)d1^155d2^121 + (1 + 2a + 2a^2)d1^156d2^121 + (3 + 0a + 1a^2)d1^157d2^121 + (4 + 3a + 3a^2)d1^158d2^121 + (4 + 1a + 3a^2)d1^159d2^121 + (3 + 4a + 3a^2)d1^160d2^121 + (4 + 1a + 0a^2)d1^161d2^121 + (2 + 0a + 0a^2)d1^162d2^121 + (4 + 3a + 3a^2)d1^163d2^121 + (3 + 3a + 2a^2)d1^164d2^121 + (0 + 1a + 4a^2)d1^165d2^121 + (1 + 1a + 0a^2)d1^166d2^121 + (3 + 2a + 4a^2)d1^167d2^121 + (2 + 3a + 2a^2)d1^168d2^121 + (4 + 2a + 1a^2)d1^169d2^121 + (2 + 3a + 1a^2)d1^170d2^121 + (3 + 3a + 2a^2)d1^171d2^121 + (2 + 2a + 4a^2)d1^172d2^121 + (1 + 4a + 0a^2)d1^173d2^121 + (4 + 2a + 4a^2)d1^174d2^121 + (4 + 3a + 0a^2)d1^175d2^121 + (1 + 1a + 4a^2)d1^176d2^121 + (4 + 2a + 4a^2)d1^177d2^121 + (3 + 1a + 1a^2)d1^178d2^121 + (0 + 2a + 4a^2)d1^179d2^121 + (0 + 0a + 4a^2)d1^180d2^121 + (2 + 2a + 2a^2)d1^181d2^121 + (3 + 2a + 4a^2)d1^182d2^121 + (3 + 4a + 3a^2)d1^183d2^121 + (2 + 1a + 2a^2)d1^184d2^121 + (1 + 2a + 1a^2)d1^185d2^121 + (2 + 0a + 2a^2)d1^186d2^121 + (4 + 4a + 4a^2)d1^187d2^121 + (4 + 1a + 1a^2)d1^188d2^121 + (1 + 1a + 4a^2)d1^189d2^121 + (3 + 1a + 1a^2)d1^190d2^121 + (4 + 2a + 0a^2)d1^191d2^121 + (0 + 3a + 4a^2)d1^192d2^121 + (4 + 1a + 4a^2)d1^193d2^121 + (2 + 4a + 4a^2)d1^194d2^121 + (1 + 2a + 2a^2)d1^195d2^121 + (4 + 1a + 2a^2)d1^196d2^121 + (3 + 1a + 3a^2)d1^197d2^121 + (3 + 4a + 0a^2)d1^198d2^121 + (4 + 2a + 3a^2)d1^199d2^121 + (4 + 4a + 0a^2)d1^200d2^121 + (0 + 1a + 2a^2)d1^201d2^121 + (1 + 4a + 3a^2)d1^202d2^121 + (1 + 2a + 4a^2)d1^203d2^121 + (1 + 4a + 0a^2)d1^204d2^121 + (4 + 4a + 3a^2)d1^205d2^121 + (2 + 4a + 1a^2)d1^206d2^121 + (0 + 1a + 4a^2)d1^207d2^121 + (1 + 0a + 2a^2)d1^208d2^121 + (2 + 4a + 1a^2)d1^209d2^121 + (1 + 4a + 3a^2)d1^210d2^121 + (4 + 0a + 4a^2)d1^211d2^121 + (4 + 0a + 2a^2)d1^212d2^121 + (0 + 4a + 0a^2)d1^213d2^121 + (2 + 0a + 1a^2)d1^214d2^121 + (3 + 1a + 2a^2)d1^215d2^121 + (1 + 1a + 4a^2)d1^216d2^121 + (0 + 0a + 2a^2)d1^217d2^121 + (4 + 3a + 0a^2)d1^218d2^121 + (0 + 2a + 4a^2)d1^219d2^121 + (3 + 4a + 4a^2)d1^220d2^121 + (0 + 4a + 0a^2)d1^221d2^121 + (4 + 4a + 1a^2)d1^222d2^121 + (0 + 3a + 0a^2)d1^223d2^121 + (1 + 2a + 1a^2)d1^224d2^121 + (3 + 0a + 4a^2)d1^225d2^121 + (1 + 3a + 2a^2)d1^226d2^121 + (0 + 1a + 0a^2)d1^227d2^121 + (1 + 0a + 0a^2)d1^228d2^121 + (3 + 0a + 4a^2)d1^229d2^121 + (1 + 3a + 2a^2)d1^230d2^121 + (4 + 1a + 3a^2)d1^231d2^121 + (0 + 4a + 1a^2)d1^232d2^121 + (0 + 4a + 4a^2)d1^233d2^121 + (2 + 0a + 3a^2)d1^234d2^121 + (3 + 1a + 1a^2)d1^235d2^121 + (4 + 2a + 2a^2)d1^236d2^121 + (1 + 1a + 4a^2)d1^237d2^121 + (4 + 2a + 0a^2)d1^238d2^121 + (2 + 3a + 2a^2)d1^239d2^121 + (0 + 4a + 2a^2)d1^240d2^121 + (2 + 1a + 3a^2)d1^241d2^121 + (1 + 1a + 1a^2)d1^242d2^121 + (3 + 2a + 3a^2)d1^243d2^121 + (1 + 2a + 1a^2)d1^244d2^121 + (1 + 0a + 2a^2)d1^246d2^121 + (4 + 2a + 3a^2)d1^247d2^121 + (2 + 1a + 1a^2)d1^248d2^121 + (3 + 4a + 4a^2)d1^249d2^121 + (2 + 0a + 0a^2)d1^250d2^121 + (1 + 2a + 4a^2)d1^251d2^121 + (4 + 4a + 0a^2)d1^252d2^121 + (3 + 2a + 3a^2)d1^253d2^121 + (3 + 2a + 4a^2)d1^254d2^121 + (4 + 2a + 3a^2)d1^255d2^121 + (3 + 2a + 0a^2)d1^256d2^121 + (0 + 1a + 4a^2)d1^257d2^121 + (4 + 1a + 1a^2)d1^258d2^121 + (3 + 1a + 0a^2)d1^259d2^121 + (3 + 3a + 4a^2)d1^260d2^121 + (2 + 3a + 4a^2)d1^261d2^121 + (1 + 4a + 4a^2)d1^262d2^121 + (1 + 3a + 2a^2)d1^263d2^121 + (2 + 3a + 2a^2)d1^264d2^121 + (2 + 3a + 3a^2)d1^265d2^121 + (4 + 1a + 1a^2)d1^266d2^121 + (0 + 1a + 1a^2)d1^267d2^121 + (2 + 0a + 2a^2)d1^268d2^121 + (3 + 0a + 4a^2)d1^269d2^121 + (0 + 0a + 3a^2)d1^270d2^121 + (1 + 3a + 3a^2)d1^271d2^121 + (2 + 3a + 1a^2)d1^272d2^121 + (3 + 0a + 1a^2)d1^273d2^121 + (3 + 1a + 1a^2)d1^274d2^121 + (0 + 3a + 0a^2)d1^275d2^121 + (3 + 4a + 3a^2)d1^276d2^121 + (0 + 3a + 1a^2)d1^277d2^121 + (1 + 1a + 4a^2)d1^278d2^121 + (3 + 0a + 1a^2)d1^279d2^121 + (4 + 4a + 3a^2)d1^280d2^121 + (2 + 1a + 4a^2)d1^281d2^121 + (3 + 4a + 2a^2)d1^282d2^121 + (4 + 1a + 2a^2)d1^283d2^121 + (2 + 1a + 4a^2)d1^284d2^121 + (1 + 2a + 3a^2)d1^285d2^121 + (0 + 2a + 3a^2)d1^286d2^121 + (2 + 3a + 1a^2)d1^287d2^121 + (4 + 4a + 1a^2)d1^288d2^121 + (1 + 2a + 2a^2)d1^289d2^121 + (2 + 3a + 1a^2)d1^290d2^121 + (3 + 4a + 1a^2)d1^291d2^121 + (3 + 0a + 0a^2)d1^292d2^121 + (2 + 0a + 1a^2)d1^293d2^121 + (0 + 3a + 2a^2)d2^122 + (0 + 2a + 0a^2)d1^1d2^122 + (3 + 2a + 0a^2)d1^2d2^122 + (0 + 1a + 2a^2)d1^3d2^122 + (1 + 1a + 1a^2)d1^4d2^122 + (2 + 3a + 2a^2)d1^5d2^122 + (2 + 2a + 1a^2)d1^6d2^122 + (4 + 0a + 3a^2)d1^7d2^122 + (1 + 4a + 1a^2)d1^8d2^122 + (1 + 4a + 1a^2)d1^9d2^122 + (1 + 0a + 1a^2)d1^10d2^122 + (3 + 0a + 0a^2)d1^11d2^122 + (4 + 1a + 1a^2)d1^12d2^122 + (4 + 3a + 2a^2)d1^13d2^122 + (4 + 3a + 3a^2)d1^14d2^122 + (4 + 0a + 2a^2)d1^15d2^122 + (1 + 4a + 1a^2)d1^16d2^122 + (0 + 0a + 4a^2)d1^17d2^122 + (4 + 3a + 0a^2)d1^18d2^122 + (1 + 4a + 2a^2)d1^19d2^122 + (2 + 1a + 3a^2)d1^20d2^122 + (4 + 3a + 1a^2)d1^21d2^122 + (0 + 2a + 1a^2)d1^22d2^122 + (2 + 4a + 3a^2)d1^23d2^122 + (0 + 0a + 2a^2)d1^24d2^122 + (2 + 4a + 3a^2)d1^25d2^122 + (4 + 0a + 3a^2)d1^26d2^122 + (2 + 2a + 1a^2)d1^27d2^122 + (2 + 0a + 2a^2)d1^28d2^122 + (0 + 0a + 4a^2)d1^29d2^122 + (4 + 4a + 0a^2)d1^30d2^122 + (1 + 4a + 3a^2)d1^31d2^122 + (4 + 1a + 1a^2)d1^32d2^122 + (1 + 4a + 1a^2)d1^33d2^122 + (1 + 3a + 0a^2)d1^34d2^122 + (3 + 2a + 4a^2)d1^35d2^122 + (1 + 1a + 3a^2)d1^36d2^122 + (2 + 3a + 1a^2)d1^37d2^122 + (1 + 1a + 2a^2)d1^38d2^122 + (0 + 4a + 4a^2)d1^39d2^122 + (0 + 1a + 2a^2)d1^40d2^122 + (3 + 4a + 4a^2)d1^41d2^122 + (1 + 4a + 2a^2)d1^42d2^122 + (0 + 1a + 1a^2)d1^43d2^122 + (4 + 2a + 0a^2)d1^44d2^122 + (0 + 4a + 1a^2)d1^45d2^122 + (0 + 1a + 1a^2)d1^46d2^122 + (4 + 2a + 1a^2)d1^47d2^122 + (1 + 1a + 1a^2)d1^48d2^122 + (3 + 4a + 3a^2)d1^49d2^122 + (3 + 3a + 1a^2)d1^50d2^122 + (2 + 3a + 2a^2)d1^51d2^122 + (2 + 0a + 0a^2)d1^52d2^122 + (1 + 1a + 4a^2)d1^53d2^122 + (2 + 2a + 2a^2)d1^54d2^122 + (2 + 3a + 1a^2)d1^55d2^122 + (2 + 3a + 1a^2)d1^56d2^122 + (3 + 3a + 4a^2)d1^57d2^122 + (0 + 2a + 3a^2)d1^58d2^122 + (3 + 1a + 2a^2)d1^59d2^122 + (3 + 1a + 1a^2)d1^60d2^122 + (1 + 1a + 0a^2)d1^61d2^122 + (1 + 2a + 4a^2)d1^62d2^122 + (0 + 0a + 2a^2)d1^63d2^122 + (0 + 3a + 1a^2)d1^64d2^122 + (2 + 2a + 1a^2)d1^65d2^122 + (0 + 3a + 3a^2)d1^66d2^122 + (4 + 1a + 2a^2)d1^67d2^122 + (2 + 2a + 1a^2)d1^68d2^122 + (2 + 4a + 2a^2)d1^69d2^122 + (1 + 0a + 2a^2)d1^70d2^122 + (4 + 3a + 0a^2)d1^71d2^122 + (3 + 2a + 2a^2)d1^72d2^122 + (4 + 3a + 4a^2)d1^73d2^122 + (2 + 0a + 3a^2)d1^74d2^122 + (3 + 2a + 3a^2)d1^75d2^122 + (0 + 3a + 0a^2)d1^76d2^122 + (4 + 4a + 2a^2)d1^77d2^122 + (4 + 4a + 3a^2)d1^78d2^122 + (4 + 3a + 2a^2)d1^79d2^122 + (3 + 2a + 3a^2)d1^80d2^122 + (4 + 1a + 3a^2)d1^81d2^122 + (3 + 1a + 3a^2)d1^82d2^122 + (4 + 0a + 0a^2)d1^83d2^122 + (3 + 1a + 4a^2)d1^84d2^122 + (3 + 3a + 1a^2)d1^85d2^122 + (0 + 4a + 0a^2)d1^86d2^122 + (1 + 3a + 3a^2)d1^87d2^122 + (1 + 0a + 3a^2)d1^88d2^122 + (0 + 2a + 0a^2)d1^89d2^122 + (0 + 4a + 1a^2)d1^90d2^122 + (4 + 0a + 0a^2)d1^91d2^122 + (1 + 3a + 4a^2)d1^92d2^122 + (2 + 3a + 4a^2)d1^93d2^122 + (0 + 0a + 1a^2)d1^94d2^122 + (1 + 3a + 4a^2)d1^95d2^122 + (3 + 2a + 0a^2)d1^96d2^122 + (1 + 1a + 0a^2)d1^97d2^122 + (3 + 0a + 0a^2)d1^98d2^122 + (4 + 1a + 3a^2)d1^99d2^122 + (1 + 4a + 1a^2)d1^100d2^122 + (4 + 4a + 1a^2)d1^101d2^122 + (4 + 0a + 1a^2)d1^102d2^122 + (3 + 0a + 2a^2)d1^103d2^122 + (4 + 4a + 1a^2)d1^104d2^122 + (1 + 0a + 3a^2)d1^105d2^122 + (4 + 4a + 3a^2)d1^106d2^122 + (2 + 2a + 1a^2)d1^107d2^122 + (2 + 2a + 4a^2)d1^108d2^122 + (4 + 1a + 2a^2)d1^109d2^122 + (2 + 1a + 3a^2)d1^110d2^122 + (4 + 1a + 0a^2)d1^111d2^122 + (0 + 0a + 2a^2)d1^112d2^122 + (2 + 2a + 1a^2)d1^113d2^122 + (3 + 4a + 4a^2)d1^114d2^122 + (0 + 2a + 3a^2)d1^115d2^122 + (1 + 2a + 3a^2)d1^116d2^122 + (1 + 2a + 4a^2)d1^117d2^122 + (1 + 0a + 3a^2)d1^118d2^122 + (4 + 1a + 2a^2)d1^119d2^122 + (4 + 4a + 3a^2)d1^120d2^122 + (3 + 1a + 2a^2)d1^121d2^122 + (1 + 2a + 2a^2)d1^122d2^122 + (2 + 0a + 3a^2)d1^123d2^122 + (1 + 0a + 3a^2)d1^124d2^122 + (2 + 2a + 1a^2)d1^125d2^122 + (2 + 2a + 4a^2)d1^126d2^122 + (0 + 0a + 1a^2)d1^127d2^122 + (0 + 2a + 2a^2)d1^128d2^122 + (3 + 1a + 1a^2)d1^129d2^122 + (2 + 1a + 3a^2)d1^130d2^122 + (2 + 3a + 3a^2)d1^131d2^122 + (1 + 1a + 0a^2)d1^132d2^122 + (3 + 1a + 1a^2)d1^133d2^122 + (2 + 1a + 1a^2)d1^134d2^122 + (3 + 2a + 3a^2)d1^135d2^122 + (0 + 3a + 2a^2)d1^136d2^122 + (3 + 0a + 3a^2)d1^137d2^122 + (4 + 3a + 0a^2)d1^138d2^122 + (1 + 0a + 4a^2)d1^139d2^122 + (2 + 0a + 1a^2)d1^140d2^122 + (4 + 4a + 0a^2)d1^141d2^122 + (4 + 4a + 0a^2)d1^142d2^122 + (2 + 3a + 4a^2)d1^143d2^122 + (1 + 0a + 1a^2)d1^144d2^122 + (3 + 3a + 1a^2)d1^145d2^122 + (3 + 4a + 0a^2)d1^146d2^122 + (2 + 3a + 4a^2)d1^147d2^122 + (1 + 2a + 3a^2)d1^148d2^122 + (3 + 4a + 1a^2)d1^149d2^122 + (1 + 2a + 3a^2)d1^150d2^122 + (0 + 2a + 1a^2)d1^151d2^122 + (2 + 0a + 1a^2)d1^152d2^122 + (4 + 0a + 2a^2)d1^153d2^122 + (2 + 0a + 0a^2)d1^154d2^122 + (4 + 1a + 1a^2)d1^155d2^122 + (2 + 1a + 1a^2)d1^156d2^122 + (1 + 2a + 1a^2)d1^157d2^122 + (4 + 0a + 1a^2)d1^158d2^122 + (1 + 2a + 3a^2)d1^159d2^122 + (0 + 1a + 2a^2)d1^160d2^122 + (4 + 1a + 2a^2)d1^161d2^122 + (4 + 4a + 2a^2)d1^162d2^122 + (3 + 2a + 2a^2)d1^163d2^122 + (1 + 2a + 0a^2)d1^164d2^122 + (2 + 4a + 2a^2)d1^165d2^122 + (4 + 3a + 3a^2)d1^166d2^122 + (4 + 3a + 2a^2)d1^167d2^122 + (2 + 0a + 2a^2)d1^168d2^122 + (1 + 4a + 1a^2)d1^169d2^122 + (2 + 1a + 3a^2)d1^170d2^122 + (4 + 1a + 0a^2)d1^171d2^122 + (2 + 4a + 4a^2)d1^172d2^122 + (1 + 1a + 1a^2)d1^173d2^122 + (2 + 2a + 2a^2)d1^174d2^122 + (4 + 0a + 1a^2)d1^175d2^122 + (0 + 0a + 2a^2)d1^176d2^122 + (2 + 3a + 3a^2)d1^177d2^122 + (1 + 3a + 3a^2)d1^178d2^122 + (0 + 0a + 4a^2)d1^179d2^122 + (0 + 4a + 2a^2)d1^180d2^122 + (0 + 4a + 0a^2)d1^181d2^122 + (3 + 3a + 3a^2)d1^182d2^122 + (1 + 4a + 2a^2)d1^183d2^122 + (4 + 1a + 2a^2)d1^184d2^122 + (0 + 0a + 4a^2)d1^185d2^122 + (1 + 3a + 1a^2)d1^186d2^122 + (3 + 4a + 0a^2)d1^187d2^122 + (1 + 4a + 1a^2)d1^188d2^122 + (4 + 1a + 4a^2)d1^189d2^122 + (3 + 2a + 4a^2)d1^190d2^122 + (1 + 2a + 4a^2)d1^191d2^122 + (4 + 4a + 1a^2)d1^192d2^122 + (0 + 1a + 0a^2)d1^193d2^122 + (4 + 0a + 0a^2)d1^194d2^122 + (4 + 1a + 1a^2)d1^195d2^122 + (1 + 1a + 1a^2)d1^196d2^122 + (1 + 1a + 1a^2)d1^197d2^122 + (2 + 4a + 3a^2)d1^198d2^122 + (0 + 1a + 3a^2)d1^199d2^122 + (2 + 1a + 2a^2)d1^200d2^122 + (4 + 1a + 0a^2)d1^201d2^122 + (1 + 0a + 0a^2)d1^202d2^122 + (2 + 0a + 1a^2)d1^203d2^122 + (2 + 2a + 1a^2)d1^204d2^122 + (0 + 3a + 4a^2)d1^205d2^122 + (1 + 4a + 4a^2)d1^206d2^122 + (4 + 4a + 0a^2)d1^207d2^122 + (1 + 2a + 0a^2)d1^208d2^122 + (3 + 4a + 2a^2)d1^209d2^122 + (2 + 0a + 2a^2)d1^210d2^122 + (0 + 4a + 0a^2)d1^211d2^122 + (1 + 1a + 3a^2)d1^212d2^122 + (3 + 4a + 1a^2)d1^213d2^122 + (1 + 1a + 3a^2)d1^214d2^122 + (3 + 3a + 3a^2)d1^215d2^122 + (2 + 3a + 0a^2)d1^216d2^122 + (3 + 3a + 1a^2)d1^217d2^122 + (0 + 1a + 2a^2)d1^218d2^122 + (2 + 3a + 4a^2)d1^219d2^122 + (2 + 2a + 1a^2)d1^220d2^122 + (3 + 4a + 3a^2)d1^221d2^122 + (2 + 4a + 3a^2)d1^222d2^122 + (3 + 1a + 3a^2)d1^223d2^122 + (3 + 0a + 3a^2)d1^224d2^122 + (1 + 4a + 1a^2)d1^225d2^122 + (4 + 0a + 4a^2)d1^226d2^122 + (4 + 1a + 4a^2)d1^227d2^122 + (3 + 0a + 4a^2)d1^228d2^122 + (4 + 1a + 0a^2)d1^229d2^122 + (1 + 3a + 2a^2)d1^230d2^122 + (2 + 0a + 3a^2)d1^231d2^122 + (2 + 0a + 3a^2)d1^232d2^122 + (2 + 3a + 3a^2)d1^233d2^122 + (1 + 0a + 0a^2)d1^234d2^122 + (4 + 3a + 3a^2)d1^235d2^122 + (2 + 3a + 0a^2)d1^236d2^122 + (1 + 3a + 0a^2)d1^237d2^122 + (3 + 3a + 4a^2)d1^238d2^122 + (0 + 4a + 4a^2)d1^239d2^122 + (1 + 4a + 3a^2)d1^240d2^122 + (0 + 0a + 1a^2)d1^241d2^122 + (1 + 0a + 0a^2)d1^242d2^122 + (2 + 3a + 4a^2)d1^243d2^122 + (2 + 1a + 1a^2)d1^244d2^122 + (4 + 3a + 3a^2)d1^245d2^122 + (4 + 4a + 3a^2)d1^246d2^122 + (4 + 4a + 0a^2)d1^247d2^122 + (4 + 2a + 1a^2)d1^248d2^122 + (4 + 1a + 2a^2)d1^249d2^122 + (0 + 0a + 4a^2)d1^250d2^122 + (4 + 1a + 3a^2)d1^251d2^122 + (0 + 4a + 3a^2)d1^252d2^122 + (4 + 1a + 1a^2)d1^253d2^122 + (1 + 2a + 2a^2)d1^254d2^122 + (2 + 2a + 0a^2)d1^255d2^122 + (3 + 1a + 3a^2)d1^256d2^122 + (1 + 0a + 4a^2)d1^257d2^122 + (2 + 0a + 3a^2)d1^258d2^122 + (4 + 4a + 1a^2)d1^259d2^122 + (1 + 1a + 4a^2)d1^260d2^122 + (4 + 1a + 3a^2)d1^261d2^122 + (1 + 4a + 2a^2)d1^262d2^122 + (1 + 3a + 0a^2)d1^263d2^122 + (1 + 3a + 1a^2)d1^264d2^122 + (0 + 1a + 1a^2)d1^265d2^122 + (0 + 0a + 4a^2)d1^266d2^122 + (0 + 1a + 4a^2)d1^267d2^122 + (3 + 1a + 4a^2)d1^268d2^122 + (4 + 2a + 1a^2)d1^269d2^122 + (0 + 4a + 0a^2)d1^270d2^122 + (4 + 1a + 0a^2)d1^271d2^122 + (2 + 0a + 4a^2)d1^272d2^122 + (0 + 1a + 1a^2)d1^273d2^122 + (4 + 4a + 2a^2)d1^274d2^122 + (2 + 4a + 3a^2)d1^275d2^122 + (1 + 4a + 3a^2)d1^276d2^122 + (4 + 3a + 4a^2)d1^277d2^122 + (2 + 0a + 4a^2)d1^279d2^122 + (3 + 3a + 1a^2)d1^280d2^122 + (2 + 1a + 2a^2)d1^281d2^122 + (4 + 2a + 3a^2)d1^282d2^122 + (1 + 2a + 0a^2)d1^283d2^122 + (1 + 1a + 4a^2)d1^284d2^122 + (3 + 1a + 0a^2)d1^285d2^122 + (1 + 4a + 1a^2)d1^286d2^122 + (0 + 2a + 4a^2)d1^287d2^122 + (2 + 1a + 0a^2)d1^288d2^122 + (2 + 2a + 4a^2)d1^289d2^122 + (0 + 4a + 3a^2)d1^290d2^122 + (0 + 4a + 0a^2)d1^291d2^122 + (1 + 1a + 0a^2)d1^292d2^122 + (2 + 1a + 0a^2)d1^293d2^122 + (4 + 0a + 4a^2)d2^123 + (3 + 4a + 0a^2)d1^1d2^123 + (3 + 1a + 3a^2)d1^2d2^123 + (2 + 0a + 0a^2)d1^3d2^123 + (4 + 3a + 2a^2)d1^4d2^123 + (0 + 4a + 1a^2)d1^5d2^123 + (2 + 4a + 1a^2)d1^6d2^123 + (2 + 2a + 0a^2)d1^7d2^123 + (4 + 4a + 0a^2)d1^8d2^123 + (1 + 1a + 3a^2)d1^9d2^123 + (0 + 1a + 4a^2)d1^10d2^123 + (1 + 3a + 0a^2)d1^11d2^123 + (0 + 2a + 2a^2)d1^12d2^123 + (2 + 2a + 4a^2)d1^13d2^123 + (3 + 2a + 4a^2)d1^14d2^123 + (2 + 1a + 1a^2)d1^15d2^123 + (4 + 0a + 0a^2)d1^16d2^123 + (0 + 3a + 2a^2)d1^17d2^123 + (1 + 2a + 4a^2)d1^18d2^123 + (3 + 3a + 0a^2)d1^19d2^123 + (4 + 0a + 0a^2)d1^20d2^123 + (4 + 0a + 3a^2)d1^21d2^123 + (0 + 4a + 1a^2)d1^22d2^123 + (4 + 1a + 2a^2)d1^23d2^123 + (2 + 4a + 4a^2)d1^24d2^123 + (1 + 2a + 1a^2)d1^25d2^123 + (1 + 0a + 0a^2)d1^26d2^123 + (1 + 0a + 1a^2)d1^27d2^123 + (1 + 0a + 0a^2)d1^28d2^123 + (1 + 1a + 1a^2)d1^29d2^123 + (4 + 2a + 2a^2)d1^30d2^123 + (4 + 4a + 4a^2)d1^31d2^123 + (1 + 3a + 4a^2)d1^32d2^123 + (4 + 4a + 0a^2)d1^33d2^123 + (4 + 2a + 3a^2)d1^34d2^123 + (0 + 2a + 3a^2)d1^35d2^123 + (4 + 4a + 4a^2)d1^36d2^123 + (1 + 2a + 1a^2)d1^37d2^123 + (3 + 1a + 0a^2)d1^38d2^123 + (1 + 4a + 1a^2)d1^39d2^123 + (2 + 3a + 4a^2)d1^40d2^123 + (0 + 3a + 3a^2)d1^41d2^123 + (2 + 3a + 1a^2)d1^42d2^123 + (3 + 4a + 3a^2)d1^43d2^123 + (1 + 3a + 1a^2)d1^44d2^123 + (3 + 1a + 2a^2)d1^45d2^123 + (1 + 1a + 2a^2)d1^46d2^123 + (0 + 4a + 0a^2)d1^47d2^123 + (2 + 0a + 4a^2)d1^48d2^123 + (4 + 1a + 0a^2)d1^49d2^123 + (0 + 2a + 2a^2)d1^50d2^123 + (1 + 2a + 0a^2)d1^51d2^123 + (4 + 0a + 0a^2)d1^52d2^123 + (3 + 4a + 3a^2)d1^53d2^123 + (1 + 4a + 2a^2)d1^54d2^123 + (4 + 3a + 4a^2)d1^55d2^123 + (0 + 4a + 2a^2)d1^56d2^123 + (2 + 4a + 4a^2)d1^57d2^123 + (3 + 0a + 4a^2)d1^58d2^123 + (2 + 1a + 0a^2)d1^59d2^123 + (3 + 1a + 4a^2)d1^60d2^123 + (1 + 4a + 1a^2)d1^61d2^123 + (3 + 1a + 0a^2)d1^62d2^123 + (0 + 2a + 1a^2)d1^63d2^123 + (0 + 3a + 2a^2)d1^64d2^123 + (1 + 3a + 2a^2)d1^65d2^123 + (3 + 3a + 3a^2)d1^66d2^123 + (4 + 0a + 3a^2)d1^67d2^123 + (1 + 2a + 0a^2)d1^68d2^123 + (1 + 0a + 1a^2)d1^69d2^123 + (0 + 4a + 0a^2)d1^70d2^123 + (3 + 2a + 4a^2)d1^71d2^123 + (3 + 4a + 0a^2)d1^72d2^123 + (3 + 3a + 4a^2)d1^73d2^123 + (4 + 0a + 3a^2)d1^74d2^123 + (3 + 0a + 2a^2)d1^75d2^123 + (3 + 3a + 4a^2)d1^76d2^123 + (4 + 0a + 3a^2)d1^77d2^123 + (2 + 0a + 1a^2)d1^78d2^123 + (3 + 0a + 3a^2)d1^79d2^123 + (2 + 2a + 1a^2)d1^80d2^123 + (1 + 4a + 1a^2)d1^81d2^123 + (4 + 0a + 4a^2)d1^82d2^123 + (4 + 3a + 3a^2)d1^83d2^123 + (4 + 3a + 3a^2)d1^84d2^123 + (0 + 0a + 1a^2)d1^85d2^123 + (3 + 0a + 0a^2)d1^86d2^123 + (4 + 1a + 4a^2)d1^87d2^123 + (1 + 4a + 1a^2)d1^88d2^123 + (1 + 4a + 3a^2)d1^89d2^123 + (2 + 0a + 3a^2)d1^90d2^123 + (1 + 4a + 1a^2)d1^91d2^123 + (2 + 1a + 1a^2)d1^92d2^123 + (0 + 3a + 0a^2)d1^93d2^123 + (3 + 2a + 4a^2)d1^94d2^123 + (2 + 1a + 3a^2)d1^95d2^123 + (2 + 4a + 2a^2)d1^96d2^123 + (1 + 1a + 2a^2)d1^97d2^123 + (4 + 1a + 4a^2)d1^98d2^123 + (0 + 4a + 4a^2)d1^99d2^123 + (4 + 0a + 2a^2)d1^100d2^123 + (2 + 3a + 0a^2)d1^101d2^123 + (1 + 3a + 1a^2)d1^102d2^123 + (3 + 1a + 3a^2)d1^103d2^123 + (0 + 3a + 4a^2)d1^104d2^123 + (4 + 1a + 1a^2)d1^105d2^123 + (0 + 4a + 1a^2)d1^106d2^123 + (1 + 1a + 1a^2)d1^107d2^123 + (1 + 4a + 3a^2)d1^108d2^123 + (3 + 2a + 1a^2)d1^109d2^123 + (1 + 3a + 4a^2)d1^110d2^123 + (0 + 2a + 4a^2)d1^111d2^123 + (1 + 3a + 1a^2)d1^112d2^123 + (3 + 0a + 3a^2)d1^113d2^123 + (4 + 3a + 0a^2)d1^114d2^123 + (4 + 0a + 1a^2)d1^115d2^123 + (4 + 4a + 3a^2)d1^116d2^123 + (2 + 0a + 4a^2)d1^117d2^123 + (4 + 0a + 2a^2)d1^118d2^123 + (3 + 3a + 1a^2)d1^119d2^123 + (2 + 3a + 4a^2)d1^120d2^123 + (4 + 4a + 3a^2)d1^121d2^123 + (2 + 3a + 1a^2)d1^122d2^123 + (0 + 0a + 1a^2)d1^123d2^123 + (4 + 4a + 4a^2)d1^124d2^123 + (3 + 0a + 0a^2)d1^125d2^123 + (0 + 1a + 3a^2)d1^126d2^123 + (1 + 2a + 3a^2)d1^127d2^123 + (3 + 0a + 0a^2)d1^128d2^123 + (4 + 0a + 2a^2)d1^129d2^123 + (1 + 2a + 4a^2)d1^130d2^123 + (1 + 4a + 2a^2)d1^131d2^123 + (1 + 3a + 2a^2)d1^132d2^123 + (4 + 3a + 0a^2)d1^133d2^123 + (0 + 0a + 3a^2)d1^134d2^123 + (3 + 0a + 3a^2)d1^135d2^123 + (3 + 4a + 4a^2)d1^136d2^123 + (1 + 2a + 3a^2)d1^137d2^123 + (2 + 3a + 0a^2)d1^138d2^123 + (1 + 1a + 0a^2)d1^139d2^123 + (4 + 0a + 4a^2)d1^140d2^123 + (3 + 0a + 2a^2)d1^141d2^123 + (4 + 2a + 3a^2)d1^142d2^123 + (4 + 3a + 3a^2)d1^143d2^123 + (0 + 0a + 3a^2)d1^144d2^123 + (0 + 4a + 1a^2)d1^145d2^123 + (3 + 2a + 3a^2)d1^146d2^123 + (3 + 1a + 1a^2)d1^147d2^123 + (3 + 0a + 3a^2)d1^148d2^123 + (2 + 0a + 0a^2)d1^149d2^123 + (3 + 0a + 3a^2)d1^150d2^123 + (2 + 1a + 3a^2)d1^151d2^123 + (0 + 0a + 2a^2)d1^152d2^123 + (1 + 1a + 0a^2)d1^153d2^123 + (3 + 3a + 2a^2)d1^154d2^123 + (3 + 1a + 4a^2)d1^155d2^123 + (1 + 3a + 0a^2)d1^156d2^123 + (1 + 4a + 0a^2)d1^157d2^123 + (0 + 0a + 3a^2)d1^158d2^123 + (4 + 2a + 1a^2)d1^159d2^123 + (1 + 1a + 3a^2)d1^160d2^123 + (0 + 2a + 0a^2)d1^161d2^123 + (4 + 1a + 2a^2)d1^162d2^123 + (1 + 2a + 4a^2)d1^163d2^123 + (2 + 3a + 3a^2)d1^164d2^123 + (3 + 1a + 1a^2)d1^165d2^123 + (2 + 2a + 0a^2)d1^166d2^123 + (4 + 3a + 4a^2)d1^167d2^123 + (4 + 1a + 3a^2)d1^168d2^123 + (0 + 4a + 1a^2)d1^169d2^123 + (0 + 1a + 1a^2)d1^170d2^123 + (3 + 4a + 0a^2)d1^171d2^123 + (4 + 0a + 2a^2)d1^172d2^123 + (1 + 3a + 1a^2)d1^173d2^123 + (1 + 4a + 0a^2)d1^174d2^123 + (4 + 0a + 4a^2)d1^175d2^123 + (3 + 2a + 2a^2)d1^176d2^123 + (4 + 3a + 0a^2)d1^177d2^123 + (1 + 3a + 3a^2)d1^178d2^123 + (2 + 4a + 0a^2)d1^179d2^123 + (0 + 3a + 3a^2)d1^180d2^123 + (3 + 4a + 3a^2)d1^181d2^123 + (1 + 0a + 1a^2)d1^182d2^123 + (0 + 1a + 3a^2)d1^183d2^123 + (0 + 4a + 0a^2)d1^184d2^123 + (1 + 2a + 0a^2)d1^185d2^123 + (2 + 1a + 3a^2)d1^186d2^123 + (1 + 3a + 1a^2)d1^187d2^123 + (1 + 1a + 4a^2)d1^188d2^123 + (1 + 0a + 2a^2)d1^189d2^123 + (2 + 1a + 3a^2)d1^190d2^123 + (3 + 1a + 2a^2)d1^191d2^123 + (1 + 3a + 3a^2)d1^192d2^123 + (3 + 2a + 0a^2)d1^193d2^123 + (2 + 4a + 2a^2)d1^194d2^123 + (2 + 3a + 0a^2)d1^195d2^123 + (4 + 3a + 2a^2)d1^196d2^123 + (1 + 3a + 3a^2)d1^197d2^123 + (1 + 1a + 0a^2)d1^198d2^123 + (4 + 3a + 1a^2)d1^199d2^123 + (3 + 2a + 4a^2)d1^200d2^123 + (3 + 1a + 4a^2)d1^201d2^123 + (4 + 4a + 1a^2)d1^202d2^123 + (0 + 3a + 0a^2)d1^203d2^123 + (0 + 0a + 1a^2)d1^204d2^123 + (2 + 1a + 0a^2)d1^205d2^123 + (3 + 2a + 0a^2)d1^206d2^123 + (0 + 0a + 2a^2)d1^207d2^123 + (1 + 3a + 3a^2)d1^208d2^123 + (3 + 1a + 2a^2)d1^209d2^123 + (1 + 0a + 2a^2)d1^210d2^123 + (2 + 3a + 4a^2)d1^211d2^123 + (3 + 0a + 2a^2)d1^212d2^123 + (3 + 3a + 1a^2)d1^213d2^123 + (1 + 0a + 2a^2)d1^214d2^123 + (2 + 1a + 2a^2)d1^215d2^123 + (3 + 0a + 4a^2)d1^216d2^123 + (1 + 0a + 2a^2)d1^217d2^123 + (3 + 0a + 4a^2)d1^218d2^123 + (4 + 4a + 3a^2)d1^219d2^123 + (4 + 3a + 3a^2)d1^220d2^123 + (2 + 0a + 3a^2)d1^221d2^123 + (2 + 4a + 0a^2)d1^222d2^123 + (2 + 4a + 0a^2)d1^223d2^123 + (0 + 2a + 4a^2)d1^224d2^123 + (2 + 0a + 4a^2)d1^225d2^123 + (3 + 0a + 2a^2)d1^226d2^123 + (0 + 4a + 0a^2)d1^227d2^123 + (4 + 0a + 1a^2)d1^228d2^123 + (0 + 1a + 2a^2)d1^229d2^123 + (0 + 3a + 2a^2)d1^230d2^123 + (1 + 4a + 4a^2)d1^231d2^123 + (4 + 0a + 2a^2)d1^232d2^123 + (3 + 2a + 3a^2)d1^233d2^123 + (3 + 3a + 1a^2)d1^234d2^123 + (0 + 3a + 4a^2)d1^235d2^123 + (1 + 3a + 2a^2)d1^236d2^123 + (2 + 3a + 3a^2)d1^237d2^123 + (4 + 2a + 1a^2)d1^238d2^123 + (3 + 1a + 0a^2)d1^239d2^123 + (3 + 0a + 0a^2)d1^240d2^123 + (2 + 0a + 2a^2)d1^241d2^123 + (3 + 0a + 4a^2)d1^242d2^123 + (4 + 1a + 0a^2)d1^243d2^123 + (2 + 4a + 4a^2)d1^244d2^123 + (2 + 2a + 1a^2)d1^245d2^123 + (0 + 1a + 4a^2)d1^246d2^123 + (1 + 2a + 3a^2)d1^247d2^123 + (3 + 0a + 3a^2)d1^248d2^123 + (1 + 1a + 0a^2)d1^249d2^123 + (1 + 1a + 4a^2)d1^250d2^123 + (2 + 3a + 1a^2)d1^251d2^123 + (4 + 3a + 0a^2)d1^252d2^123 + (3 + 0a + 3a^2)d1^253d2^123 + (2 + 0a + 0a^2)d1^254d2^123 + (0 + 4a + 3a^2)d1^255d2^123 + (2 + 1a + 4a^2)d1^256d2^123 + (4 + 1a + 1a^2)d1^257d2^123 + (2 + 2a + 0a^2)d1^258d2^123 + (0 + 1a + 2a^2)d1^259d2^123 + (1 + 4a + 3a^2)d1^260d2^123 + (4 + 4a + 4a^2)d1^261d2^123 + (1 + 3a + 1a^2)d1^262d2^123 + (3 + 3a + 4a^2)d1^263d2^123 + (2 + 1a + 0a^2)d1^264d2^123 + (3 + 0a + 0a^2)d1^265d2^123 + (4 + 1a + 1a^2)d1^266d2^123 + (0 + 1a + 2a^2)d1^267d2^123 + (0 + 1a + 1a^2)d1^268d2^123 + (3 + 0a + 3a^2)d1^269d2^123 + (2 + 0a + 3a^2)d1^270d2^123 + (1 + 2a + 1a^2)d1^271d2^123 + (1 + 3a + 3a^2)d1^272d2^123 + (1 + 0a + 2a^2)d1^273d2^123 + (2 + 1a + 3a^2)d1^274d2^123 + (0 + 1a + 4a^2)d1^275d2^123 + (4 + 2a + 4a^2)d1^276d2^123 + (0 + 2a + 4a^2)d1^277d2^123 + (3 + 1a + 4a^2)d1^278d2^123 + (4 + 3a + 2a^2)d1^279d2^123 + (2 + 2a + 1a^2)d1^280d2^123 + (2 + 1a + 0a^2)d1^281d2^123 + (3 + 0a + 1a^2)d1^282d2^123 + (0 + 3a + 4a^2)d1^283d2^123 + (3 + 3a + 2a^2)d1^284d2^123 + (2 + 2a + 3a^2)d1^285d2^123 + (1 + 0a + 3a^2)d1^286d2^123 + (0 + 1a + 0a^2)d1^287d2^123 + (4 + 3a + 2a^2)d1^288d2^123 + (3 + 3a + 1a^2)d1^289d2^123 + (0 + 2a + 1a^2)d1^290d2^123 + (2 + 0a + 4a^2)d1^291d2^123 + (1 + 2a + 0a^2)d1^292d2^123 + (2 + 3a + 4a^2)d1^293d2^123 + (1 + 1a + 2a^2)d2^124 + (1 + 1a + 1a^2)d1^1d2^124 + (1 + 2a + 2a^2)d1^2d2^124 + (0 + 1a + 3a^2)d1^3d2^124 + (2 + 3a + 2a^2)d1^4d2^124 + (4 + 4a + 0a^2)d1^5d2^124 + (4 + 4a + 4a^2)d1^6d2^124 + (1 + 1a + 2a^2)d1^7d2^124 + (1 + 3a + 4a^2)d1^8d2^124 + (2 + 4a + 2a^2)d1^9d2^124 + (4 + 3a + 0a^2)d1^10d2^124 + (1 + 4a + 4a^2)d1^11d2^124 + (0 + 4a + 0a^2)d1^12d2^124 + (1 + 4a + 3a^2)d1^13d2^124 + (0 + 1a + 4a^2)d1^14d2^124 + (1 + 3a + 0a^2)d1^15d2^124 + (1 + 3a + 1a^2)d1^16d2^124 + (1 + 2a + 4a^2)d1^17d2^124 + (0 + 0a + 2a^2)d1^18d2^124 + (1 + 1a + 4a^2)d1^19d2^124 + (1 + 0a + 4a^2)d1^20d2^124 + (4 + 2a + 1a^2)d1^21d2^124 + (1 + 2a + 1a^2)d1^22d2^124 + (0 + 1a + 4a^2)d1^23d2^124 + (1 + 4a + 0a^2)d1^24d2^124 + (4 + 0a + 4a^2)d1^25d2^124 + (3 + 2a + 2a^2)d1^26d2^124 + (1 + 4a + 0a^2)d1^27d2^124 + (4 + 4a + 0a^2)d1^28d2^124 + (4 + 3a + 1a^2)d1^29d2^124 + (2 + 4a + 0a^2)d1^30d2^124 + (3 + 2a + 2a^2)d1^31d2^124 + (0 + 2a + 1a^2)d1^32d2^124 + (4 + 4a + 2a^2)d1^33d2^124 + (2 + 1a + 0a^2)d1^34d2^124 + (3 + 0a + 0a^2)d1^35d2^124 + (2 + 4a + 0a^2)d1^36d2^124 + (1 + 4a + 2a^2)d1^37d2^124 + (2 + 0a + 3a^2)d1^38d2^124 + (2 + 2a + 0a^2)d1^39d2^124 + (3 + 3a + 3a^2)d1^40d2^124 + (1 + 0a + 4a^2)d1^41d2^124 + (1 + 4a + 0a^2)d1^42d2^124 + (2 + 1a + 2a^2)d1^43d2^124 + (3 + 1a + 2a^2)d1^44d2^124 + (3 + 2a + 0a^2)d1^45d2^124 + (2 + 4a + 2a^2)d1^46d2^124 + (0 + 2a + 4a^2)d1^47d2^124 + (0 + 1a + 1a^2)d1^48d2^124 + (4 + 1a + 3a^2)d1^49d2^124 + (3 + 4a + 1a^2)d1^50d2^124 + (1 + 3a + 3a^2)d1^51d2^124 + (2 + 2a + 1a^2)d1^52d2^124 + (1 + 3a + 1a^2)d1^53d2^124 + (4 + 1a + 3a^2)d1^54d2^124 + (1 + 3a + 4a^2)d1^55d2^124 + (4 + 3a + 2a^2)d1^56d2^124 + (2 + 2a + 2a^2)d1^57d2^124 + (2 + 1a + 0a^2)d1^58d2^124 + (2 + 2a + 4a^2)d1^59d2^124 + (0 + 2a + 4a^2)d1^60d2^124 + (2 + 0a + 1a^2)d1^61d2^124 + (4 + 0a + 4a^2)d1^62d2^124 + (1 + 3a + 4a^2)d1^63d2^124 + (2 + 0a + 4a^2)d1^64d2^124 + (1 + 0a + 0a^2)d1^65d2^124 + (2 + 1a + 3a^2)d1^66d2^124 + (3 + 3a + 3a^2)d1^67d2^124 + (3 + 4a + 3a^2)d1^68d2^124 + (4 + 3a + 2a^2)d1^69d2^124 + (1 + 1a + 0a^2)d1^70d2^124 + (1 + 2a + 3a^2)d1^71d2^124 + (3 + 2a + 2a^2)d1^72d2^124 + (4 + 4a + 1a^2)d1^73d2^124 + (1 + 0a + 0a^2)d1^74d2^124 + (0 + 1a + 2a^2)d1^75d2^124 + (0 + 4a + 2a^2)d1^76d2^124 + (2 + 0a + 4a^2)d1^77d2^124 + (2 + 3a + 2a^2)d1^78d2^124 + (0 + 0a + 4a^2)d1^79d2^124 + (1 + 3a + 2a^2)d1^80d2^124 + (2 + 1a + 2a^2)d1^81d2^124 + (0 + 4a + 1a^2)d1^82d2^124 + (2 + 2a + 3a^2)d1^83d2^124 + (2 + 0a + 1a^2)d1^84d2^124 + (0 + 2a + 2a^2)d1^85d2^124 + (1 + 4a + 4a^2)d1^86d2^124 + (2 + 1a + 4a^2)d1^87d2^124 + (2 + 1a + 0a^2)d1^88d2^124 + (4 + 4a + 3a^2)d1^89d2^124 + (2 + 0a + 0a^2)d1^90d2^124 + (4 + 3a + 2a^2)d1^91d2^124 + (3 + 3a + 0a^2)d1^92d2^124 + (2 + 3a + 0a^2)d1^93d2^124 + (1 + 2a + 4a^2)d1^94d2^124 + (0 + 4a + 1a^2)d1^95d2^124 + (2 + 2a + 3a^2)d1^96d2^124 + (0 + 3a + 0a^2)d1^97d2^124 + (0 + 4a + 4a^2)d1^98d2^124 + (4 + 0a + 4a^2)d1^99d2^124 + (1 + 3a + 0a^2)d1^100d2^124 + (2 + 2a + 2a^2)d1^101d2^124 + (3 + 2a + 2a^2)d1^102d2^124 + (3 + 3a + 2a^2)d1^103d2^124 + (2 + 2a + 2a^2)d1^104d2^124 + (0 + 2a + 3a^2)d1^105d2^124 + (3 + 4a + 1a^2)d1^106d2^124 + (0 + 3a + 3a^2)d1^107d2^124 + (3 + 2a + 3a^2)d1^108d2^124 + (0 + 4a + 3a^2)d1^109d2^124 + (0 + 2a + 1a^2)d1^110d2^124 + (0 + 3a + 4a^2)d1^111d2^124 + (4 + 1a + 4a^2)d1^112d2^124 + (4 + 1a + 2a^2)d1^113d2^124 + (2 + 4a + 4a^2)d1^114d2^124 + (2 + 1a + 3a^2)d1^115d2^124 + (4 + 3a + 2a^2)d1^116d2^124 + (2 + 2a + 4a^2)d1^117d2^124 + (1 + 2a + 3a^2)d1^118d2^124 + (1 + 0a + 0a^2)d1^119d2^124 + (0 + 1a + 3a^2)d1^120d2^124 + (0 + 1a + 4a^2)d1^121d2^124 + (1 + 2a + 0a^2)d1^122d2^124 + (0 + 4a + 1a^2)d1^123d2^124 + (4 + 2a + 2a^2)d1^124d2^124 + (3 + 0a + 3a^2)d1^125d2^124 + (0 + 2a + 4a^2)d1^126d2^124 + (3 + 2a + 3a^2)d1^127d2^124 + (1 + 3a + 3a^2)d1^128d2^124 + (2 + 3a + 1a^2)d1^129d2^124 + (3 + 1a + 4a^2)d1^130d2^124 + (0 + 1a + 4a^2)d1^131d2^124 + (2 + 2a + 0a^2)d1^132d2^124 + (1 + 3a + 1a^2)d1^133d2^124 + (2 + 0a + 1a^2)d1^134d2^124 + (2 + 1a + 2a^2)d1^135d2^124 + (2 + 1a + 4a^2)d1^136d2^124 + (2 + 0a + 1a^2)d1^137d2^124 + (3 + 1a + 4a^2)d1^138d2^124 + (4 + 1a + 2a^2)d1^139d2^124 + (2 + 0a + 1a^2)d1^140d2^124 + (4 + 0a + 3a^2)d1^141d2^124 + (1 + 4a + 4a^2)d1^142d2^124 + (1 + 2a + 1a^2)d1^143d2^124 + (4 + 3a + 3a^2)d1^144d2^124 + (4 + 4a + 3a^2)d1^145d2^124 + (1 + 0a + 1a^2)d1^146d2^124 + (3 + 1a + 3a^2)d1^147d2^124 + (4 + 1a + 4a^2)d1^148d2^124 + (0 + 3a + 2a^2)d1^149d2^124 + (0 + 1a + 3a^2)d1^150d2^124 + (3 + 1a + 0a^2)d1^151d2^124 + (3 + 1a + 2a^2)d1^152d2^124 + (4 + 4a + 1a^2)d1^153d2^124 + (1 + 4a + 0a^2)d1^154d2^124 + (2 + 3a + 3a^2)d1^155d2^124 + (3 + 1a + 2a^2)d1^156d2^124 + (4 + 1a + 2a^2)d1^157d2^124 + (4 + 3a + 3a^2)d1^158d2^124 + (1 + 0a + 1a^2)d1^159d2^124 + (1 + 4a + 1a^2)d1^160d2^124 + (3 + 4a + 3a^2)d1^161d2^124 + (2 + 4a + 4a^2)d1^162d2^124 + (0 + 1a + 2a^2)d1^163d2^124 + (2 + 0a + 1a^2)d1^164d2^124 + (0 + 2a + 0a^2)d1^165d2^124 + (3 + 2a + 0a^2)d1^166d2^124 + (4 + 3a + 1a^2)d1^167d2^124 + (4 + 2a + 4a^2)d1^168d2^124 + (2 + 0a + 1a^2)d1^169d2^124 + (3 + 0a + 1a^2)d1^170d2^124 + (4 + 3a + 2a^2)d1^171d2^124 + (0 + 4a + 0a^2)d1^172d2^124 + (0 + 1a + 2a^2)d1^173d2^124 + (2 + 2a + 4a^2)d1^174d2^124 + (2 + 0a + 0a^2)d1^175d2^124 + (0 + 3a + 3a^2)d1^176d2^124 + (4 + 3a + 4a^2)d1^177d2^124 + (2 + 1a + 1a^2)d1^178d2^124 + (4 + 1a + 1a^2)d1^179d2^124 + (3 + 1a + 2a^2)d1^180d2^124 + (4 + 3a + 1a^2)d1^181d2^124 + (3 + 2a + 1a^2)d1^182d2^124 + (3 + 0a + 1a^2)d1^183d2^124 + (3 + 4a + 1a^2)d1^184d2^124 + (4 + 0a + 1a^2)d1^185d2^124 + (1 + 4a + 0a^2)d1^186d2^124 + (0 + 4a + 2a^2)d1^187d2^124 + (3 + 1a + 3a^2)d1^188d2^124 + (2 + 3a + 2a^2)d1^189d2^124 + (0 + 1a + 0a^2)d1^190d2^124 + (3 + 0a + 4a^2)d1^191d2^124 + (2 + 2a + 4a^2)d1^192d2^124 + (2 + 3a + 1a^2)d1^193d2^124 + (0 + 3a + 2a^2)d1^194d2^124 + (2 + 4a + 4a^2)d1^195d2^124 + (3 + 4a + 1a^2)d1^196d2^124 + (3 + 2a + 1a^2)d1^197d2^124 + (4 + 1a + 1a^2)d1^198d2^124 + (3 + 2a + 2a^2)d1^199d2^124 + (2 + 3a + 4a^2)d1^200d2^124 + (2 + 3a + 0a^2)d1^201d2^124 + (4 + 2a + 0a^2)d1^202d2^124 + (1 + 4a + 4a^2)d1^203d2^124 + (1 + 1a + 0a^2)d1^204d2^124 + (4 + 0a + 1a^2)d1^205d2^124 + (3 + 3a + 4a^2)d1^206d2^124 + (0 + 2a + 4a^2)d1^207d2^124 + (1 + 1a + 4a^2)d1^208d2^124 + (3 + 3a + 2a^2)d1^209d2^124 + (1 + 0a + 3a^2)d1^210d2^124 + (2 + 2a + 3a^2)d1^211d2^124 + (3 + 1a + 0a^2)d1^212d2^124 + (3 + 4a + 4a^2)d1^213d2^124 + (1 + 1a + 2a^2)d1^214d2^124 + (2 + 3a + 3a^2)d1^215d2^124 + (0 + 2a + 0a^2)d1^216d2^124 + (1 + 2a + 0a^2)d1^217d2^124 + (0 + 2a + 3a^2)d1^218d2^124 + (2 + 1a + 1a^2)d1^219d2^124 + (0 + 3a + 3a^2)d1^220d2^124 + (4 + 3a + 2a^2)d1^221d2^124 + (1 + 1a + 0a^2)d1^222d2^124 + (2 + 0a + 1a^2)d1^223d2^124 + (2 + 4a + 1a^2)d1^224d2^124 + (2 + 3a + 4a^2)d1^225d2^124 + (4 + 1a + 0a^2)d1^226d2^124 + (0 + 2a + 1a^2)d1^227d2^124 + (3 + 0a + 1a^2)d1^228d2^124 + (3 + 3a + 3a^2)d1^229d2^124 + (4 + 0a + 2a^2)d1^230d2^124 + (2 + 4a + 0a^2)d1^231d2^124 + (0 + 3a + 4a^2)d1^232d2^124 + (1 + 3a + 2a^2)d1^233d2^124 + (2 + 3a + 2a^2)d1^234d2^124 + (4 + 2a + 3a^2)d1^235d2^124 + (3 + 4a + 1a^2)d1^236d2^124 + (1 + 4a + 4a^2)d1^237d2^124 + (1 + 1a + 1a^2)d1^238d2^124 + (3 + 1a + 3a^2)d1^239d2^124 + (3 + 4a + 1a^2)d1^240d2^124 + (1 + 2a + 3a^2)d1^241d2^124 + (4 + 2a + 2a^2)d1^242d2^124 + (0 + 4a + 1a^2)d1^243d2^124 + (2 + 4a + 0a^2)d1^244d2^124 + (1 + 0a + 2a^2)d1^245d2^124 + (3 + 1a + 1a^2)d1^246d2^124 + (3 + 1a + 0a^2)d1^247d2^124 + (3 + 4a + 0a^2)d1^248d2^124 + (2 + 1a + 1a^2)d1^249d2^124 + (3 + 3a + 2a^2)d1^250d2^124 + (2 + 4a + 2a^2)d1^251d2^124 + (3 + 1a + 2a^2)d1^252d2^124 + (0 + 3a + 1a^2)d1^253d2^124 + (1 + 3a + 3a^2)d1^254d2^124 + (3 + 2a + 4a^2)d1^255d2^124 + (2 + 2a + 0a^2)d1^256d2^124 + (2 + 4a + 1a^2)d1^257d2^124 + (4 + 2a + 1a^2)d1^258d2^124 + (0 + 4a + 2a^2)d1^259d2^124 + (4 + 4a + 1a^2)d1^260d2^124 + (1 + 4a + 0a^2)d1^261d2^124 + (3 + 2a + 4a^2)d1^262d2^124 + (3 + 0a + 4a^2)d1^263d2^124 + (4 + 1a + 4a^2)d1^264d2^124 + (2 + 3a + 2a^2)d1^265d2^124 + (4 + 3a + 3a^2)d1^266d2^124 + (4 + 0a + 3a^2)d1^267d2^124 + (4 + 3a + 0a^2)d1^268d2^124 + (4 + 0a + 0a^2)d1^269d2^124 + (0 + 0a + 1a^2)d1^270d2^124 + (4 + 1a + 0a^2)d1^271d2^124 + (4 + 1a + 4a^2)d1^272d2^124 + (1 + 1a + 3a^2)d1^273d2^124 + (0 + 0a + 4a^2)d1^274d2^124 + (3 + 0a + 2a^2)d1^275d2^124 + (3 + 2a + 2a^2)d1^276d2^124 + (1 + 0a + 0a^2)d1^277d2^124 + (0 + 4a + 4a^2)d1^278d2^124 + (1 + 1a + 4a^2)d1^279d2^124 + (2 + 2a + 2a^2)d1^280d2^124 + (4 + 4a + 3a^2)d1^281d2^124 + (0 + 0a + 2a^2)d1^282d2^124 + (2 + 1a + 2a^2)d1^283d2^124 + (1 + 0a + 1a^2)d1^284d2^124 + (3 + 4a + 3a^2)d1^285d2^124 + (3 + 3a + 1a^2)d1^286d2^124 + (4 + 2a + 0a^2)d1^287d2^124 + (2 + 0a + 2a^2)d1^288d2^124 + (2 + 2a + 4a^2)d1^289d2^124 + (4 + 0a + 3a^2)d1^290d2^124 + (3 + 0a + 3a^2)d1^291d2^124 + (4 + 4a + 0a^2)d1^292d2^124 + (4 + 1a + 4a^2)d1^293d2^124 + (3 + 0a + 2a^2)d2^125 + (3 + 3a + 0a^2)d1^1d2^125 + (2 + 0a + 0a^2)d1^2d2^125 + (1 + 2a + 3a^2)d1^3d2^125 + (4 + 0a + 1a^2)d1^4d2^125 + (0 + 0a + 3a^2)d1^5d2^125 + (3 + 1a + 1a^2)d1^6d2^125 + (2 + 4a + 3a^2)d1^7d2^125 + (2 + 4a + 1a^2)d1^8d2^125 + (1 + 1a + 1a^2)d1^9d2^125 + (1 + 2a + 3a^2)d1^10d2^125 + (2 + 4a + 3a^2)d1^11d2^125 + (0 + 3a + 1a^2)d1^12d2^125 + (0 + 2a + 3a^2)d1^13d2^125 + (4 + 2a + 2a^2)d1^14d2^125 + (4 + 4a + 2a^2)d1^15d2^125 + (3 + 3a + 2a^2)d1^16d2^125 + (4 + 0a + 4a^2)d1^18d2^125 + (1 + 1a + 3a^2)d1^19d2^125 + (1 + 0a + 4a^2)d1^20d2^125 + (1 + 4a + 3a^2)d1^21d2^125 + (1 + 0a + 3a^2)d1^22d2^125 + (4 + 3a + 2a^2)d1^23d2^125 + (0 + 2a + 2a^2)d1^24d2^125 + (3 + 3a + 3a^2)d1^25d2^125 + (2 + 3a + 4a^2)d1^26d2^125 + (2 + 4a + 1a^2)d1^27d2^125 + (2 + 2a + 3a^2)d1^28d2^125 + (4 + 2a + 0a^2)d1^29d2^125 + (3 + 0a + 4a^2)d1^30d2^125 + (0 + 1a + 2a^2)d1^31d2^125 + (3 + 1a + 4a^2)d1^32d2^125 + (4 + 3a + 0a^2)d1^33d2^125 + (3 + 3a + 4a^2)d1^34d2^125 + (2 + 4a + 2a^2)d1^35d2^125 + (1 + 3a + 3a^2)d1^36d2^125 + (4 + 3a + 3a^2)d1^37d2^125 + (4 + 1a + 0a^2)d1^38d2^125 + (0 + 2a + 0a^2)d1^39d2^125 + (0 + 2a + 4a^2)d1^40d2^125 + (2 + 2a + 2a^2)d1^41d2^125 + (1 + 1a + 4a^2)d1^42d2^125 + (1 + 3a + 1a^2)d1^43d2^125 + (2 + 4a + 1a^2)d1^44d2^125 + (3 + 2a + 1a^2)d1^45d2^125 + (1 + 1a + 1a^2)d1^46d2^125 + (2 + 0a + 2a^2)d1^47d2^125 + (4 + 2a + 0a^2)d1^48d2^125 + (0 + 3a + 4a^2)d1^49d2^125 + (3 + 0a + 1a^2)d1^50d2^125 + (3 + 2a + 1a^2)d1^51d2^125 + (4 + 0a + 0a^2)d1^52d2^125 + (0 + 0a + 4a^2)d1^53d2^125 + (2 + 0a + 0a^2)d1^54d2^125 + (4 + 4a + 2a^2)d1^55d2^125 + (0 + 0a + 2a^2)d1^56d2^125 + (3 + 3a + 2a^2)d1^57d2^125 + (3 + 1a + 2a^2)d1^58d2^125 + (1 + 3a + 1a^2)d1^59d2^125 + (4 + 3a + 2a^2)d1^60d2^125 + (2 + 4a + 1a^2)d1^61d2^125 + (2 + 4a + 0a^2)d1^62d2^125 + (0 + 2a + 0a^2)d1^63d2^125 + (4 + 1a + 0a^2)d1^64d2^125 + (4 + 4a + 1a^2)d1^65d2^125 + (3 + 1a + 0a^2)d1^66d2^125 + (0 + 0a + 3a^2)d1^67d2^125 + (2 + 1a + 4a^2)d1^68d2^125 + (2 + 2a + 0a^2)d1^69d2^125 + (1 + 4a + 3a^2)d1^70d2^125 + (2 + 0a + 2a^2)d1^71d2^125 + (4 + 2a + 1a^2)d1^72d2^125 + (0 + 3a + 3a^2)d1^73d2^125 + (3 + 2a + 3a^2)d1^74d2^125 + (3 + 2a + 3a^2)d1^75d2^125 + (4 + 2a + 2a^2)d1^76d2^125 + (3 + 4a + 2a^2)d1^77d2^125 + (1 + 3a + 1a^2)d1^78d2^125 + (0 + 2a + 2a^2)d1^79d2^125 + (3 + 4a + 2a^2)d1^80d2^125 + (0 + 3a + 3a^2)d1^81d2^125 + (0 + 2a + 3a^2)d1^82d2^125 + (3 + 2a + 0a^2)d1^83d2^125 + (0 + 2a + 4a^2)d1^84d2^125 + (4 + 2a + 3a^2)d1^85d2^125 + (2 + 4a + 0a^2)d1^86d2^125 + (2 + 0a + 1a^2)d1^87d2^125 + (3 + 3a + 4a^2)d1^88d2^125 + (2 + 3a + 2a^2)d1^89d2^125 + (4 + 1a + 0a^2)d1^90d2^125 + (2 + 2a + 3a^2)d1^91d2^125 + (1 + 2a + 0a^2)d1^92d2^125 + (1 + 0a + 1a^2)d1^93d2^125 + (0 + 3a + 0a^2)d1^94d2^125 + (1 + 4a + 4a^2)d1^95d2^125 + (3 + 4a + 3a^2)d1^96d2^125 + (0 + 4a + 2a^2)d1^97d2^125 + (2 + 1a + 3a^2)d1^98d2^125 + (1 + 3a + 4a^2)d1^99d2^125 + (2 + 0a + 4a^2)d1^100d2^125 + (0 + 0a + 4a^2)d1^101d2^125 + (2 + 4a + 0a^2)d1^102d2^125 + (2 + 3a + 3a^2)d1^103d2^125 + (3 + 3a + 1a^2)d1^104d2^125 + (2 + 4a + 1a^2)d1^105d2^125 + (3 + 4a + 4a^2)d1^106d2^125 + (1 + 4a + 0a^2)d1^107d2^125 + (2 + 1a + 2a^2)d1^108d2^125 + (2 + 2a + 2a^2)d1^109d2^125 + (1 + 4a + 1a^2)d1^110d2^125 + (2 + 0a + 2a^2)d1^111d2^125 + (2 + 2a + 1a^2)d1^112d2^125 + (4 + 2a + 1a^2)d1^113d2^125 + (4 + 4a + 4a^2)d1^114d2^125 + (2 + 0a + 2a^2)d1^115d2^125 + (4 + 0a + 1a^2)d1^116d2^125 + (3 + 4a + 4a^2)d1^117d2^125 + (1 + 4a + 2a^2)d1^118d2^125 + (3 + 0a + 2a^2)d1^119d2^125 + (0 + 1a + 2a^2)d1^120d2^125 + (3 + 3a + 1a^2)d1^121d2^125 + (4 + 1a + 0a^2)d1^122d2^125 + (2 + 4a + 1a^2)d1^123d2^125 + (0 + 3a + 0a^2)d1^124d2^125 + (2 + 0a + 3a^2)d1^125d2^125 + (2 + 3a + 3a^2)d1^126d2^125 + (2 + 0a + 3a^2)d1^127d2^125 + (0 + 1a + 4a^2)d1^128d2^125 + (1 + 0a + 1a^2)d1^129d2^125 + (3 + 4a + 3a^2)d1^130d2^125 + (1 + 4a + 2a^2)d1^131d2^125 + (4 + 1a + 1a^2)d1^132d2^125 + (1 + 2a + 3a^2)d1^133d2^125 + (2 + 0a + 1a^2)d1^134d2^125 + (4 + 0a + 0a^2)d1^135d2^125 + (3 + 1a + 3a^2)d1^136d2^125 + (3 + 2a + 4a^2)d1^137d2^125 + (2 + 3a + 4a^2)d1^138d2^125 + (1 + 4a + 3a^2)d1^139d2^125 + (4 + 0a + 4a^2)d1^140d2^125 + (0 + 1a + 2a^2)d1^141d2^125 + (1 + 3a + 1a^2)d1^142d2^125 + (4 + 0a + 3a^2)d1^143d2^125 + (2 + 2a + 4a^2)d1^144d2^125 + (0 + 4a + 1a^2)d1^145d2^125 + (3 + 4a + 3a^2)d1^147d2^125 + (4 + 1a + 4a^2)d1^148d2^125 + (2 + 4a + 4a^2)d1^149d2^125 + (2 + 4a + 2a^2)d1^150d2^125 + (1 + 3a + 3a^2)d1^151d2^125 + (0 + 3a + 2a^2)d1^152d2^125 + (1 + 4a + 4a^2)d1^153d2^125 + (0 + 3a + 4a^2)d1^154d2^125 + (3 + 3a + 2a^2)d1^155d2^125 + (4 + 3a + 0a^2)d1^156d2^125 + (0 + 2a + 0a^2)d1^157d2^125 + (4 + 1a + 2a^2)d1^158d2^125 + (3 + 2a + 1a^2)d1^159d2^125 + (2 + 0a + 4a^2)d1^160d2^125 + (4 + 3a + 4a^2)d1^161d2^125 + (1 + 1a + 2a^2)d1^162d2^125 + (3 + 1a + 0a^2)d1^163d2^125 + (0 + 3a + 1a^2)d1^164d2^125 + (0 + 3a + 3a^2)d1^165d2^125 + (1 + 4a + 1a^2)d1^166d2^125 + (2 + 4a + 1a^2)d1^167d2^125 + (2 + 3a + 0a^2)d1^168d2^125 + (1 + 1a + 0a^2)d1^169d2^125 + (2 + 3a + 2a^2)d1^170d2^125 + (4 + 1a + 3a^2)d1^171d2^125 + (1 + 3a + 2a^2)d1^172d2^125 + (1 + 0a + 3a^2)d1^173d2^125 + (3 + 0a + 4a^2)d1^174d2^125 + (1 + 0a + 3a^2)d1^175d2^125 + (1 + 4a + 3a^2)d1^176d2^125 + (4 + 4a + 0a^2)d1^177d2^125 + (2 + 1a + 0a^2)d1^178d2^125 + (3 + 0a + 4a^2)d1^179d2^125 + (0 + 2a + 0a^2)d1^180d2^125 + (3 + 2a + 1a^2)d1^181d2^125 + (0 + 2a + 0a^2)d1^182d2^125 + (2 + 0a + 3a^2)d1^183d2^125 + (2 + 0a + 1a^2)d1^184d2^125 + (4 + 1a + 1a^2)d1^185d2^125 + (4 + 4a + 4a^2)d1^186d2^125 + (4 + 0a + 3a^2)d1^187d2^125 + (0 + 2a + 0a^2)d1^188d2^125 + (3 + 0a + 3a^2)d1^189d2^125 + (1 + 0a + 4a^2)d1^190d2^125 + (2 + 4a + 1a^2)d1^191d2^125 + (4 + 4a + 2a^2)d1^192d2^125 + (4 + 1a + 0a^2)d1^193d2^125 + (2 + 2a + 3a^2)d1^194d2^125 + (3 + 4a + 1a^2)d1^195d2^125 + (1 + 3a + 1a^2)d1^196d2^125 + (2 + 2a + 2a^2)d1^197d2^125 + (1 + 1a + 3a^2)d1^198d2^125 + (3 + 1a + 1a^2)d1^199d2^125 + (3 + 4a + 3a^2)d1^200d2^125 + (2 + 0a + 0a^2)d1^201d2^125 + (2 + 3a + 3a^2)d1^202d2^125 + (2 + 2a + 2a^2)d1^203d2^125 + (1 + 3a + 3a^2)d1^204d2^125 + (1 + 0a + 1a^2)d1^205d2^125 + (4 + 3a + 4a^2)d1^206d2^125 + (0 + 2a + 0a^2)d1^207d2^125 + (2 + 3a + 0a^2)d1^208d2^125 + (4 + 0a + 0a^2)d1^209d2^125 + (4 + 1a + 0a^2)d1^210d2^125 + (1 + 4a + 1a^2)d1^211d2^125 + (4 + 4a + 4a^2)d1^212d2^125 + (4 + 2a + 4a^2)d1^213d2^125 + (2 + 0a + 0a^2)d1^214d2^125 + (2 + 0a + 1a^2)d1^215d2^125 + (4 + 3a + 4a^2)d1^216d2^125 + (0 + 0a + 2a^2)d1^217d2^125 + (3 + 4a + 2a^2)d1^218d2^125 + (4 + 1a + 1a^2)d1^219d2^125 + (3 + 2a + 2a^2)d1^220d2^125 + (2 + 4a + 4a^2)d1^221d2^125 + (3 + 0a + 0a^2)d1^222d2^125 + (2 + 3a + 3a^2)d1^223d2^125 + (4 + 0a + 0a^2)d1^224d2^125 + (1 + 1a + 3a^2)d1^225d2^125 + (2 + 2a + 1a^2)d1^226d2^125 + (0 + 3a + 4a^2)d1^227d2^125 + (2 + 4a + 1a^2)d1^228d2^125 + (1 + 3a + 3a^2)d1^229d2^125 + (0 + 3a + 2a^2)d1^230d2^125 + (3 + 0a + 3a^2)d1^231d2^125 + (4 + 2a + 0a^2)d1^232d2^125 + (4 + 4a + 4a^2)d1^233d2^125 + (1 + 3a + 4a^2)d1^234d2^125 + (4 + 4a + 1a^2)d1^235d2^125 + (2 + 0a + 1a^2)d1^236d2^125 + (2 + 3a + 4a^2)d1^237d2^125 + (4 + 4a + 2a^2)d1^238d2^125 + (2 + 0a + 4a^2)d1^239d2^125 + (4 + 2a + 0a^2)d1^240d2^125 + (1 + 3a + 4a^2)d1^241d2^125 + (0 + 4a + 0a^2)d1^242d2^125 + (2 + 0a + 2a^2)d1^243d2^125 + (4 + 2a + 4a^2)d1^244d2^125 + (1 + 2a + 3a^2)d1^245d2^125 + (1 + 2a + 4a^2)d1^246d2^125 + (1 + 2a + 2a^2)d1^247d2^125 + (3 + 2a + 3a^2)d1^248d2^125 + (2 + 0a + 3a^2)d1^249d2^125 + (2 + 4a + 4a^2)d1^250d2^125 + (2 + 2a + 2a^2)d1^251d2^125 + (2 + 2a + 4a^2)d1^252d2^125 + (2 + 3a + 0a^2)d1^253d2^125 + (4 + 4a + 0a^2)d1^254d2^125 + (3 + 4a + 1a^2)d1^255d2^125 + (4 + 4a + 0a^2)d1^256d2^125 + (2 + 0a + 4a^2)d1^257d2^125 + (1 + 0a + 1a^2)d1^258d2^125 + (1 + 0a + 4a^2)d1^259d2^125 + (3 + 0a + 3a^2)d1^260d2^125 + (0 + 1a + 1a^2)d1^261d2^125 + (3 + 0a + 4a^2)d1^262d2^125 + (2 + 4a + 3a^2)d1^263d2^125 + (4 + 4a + 0a^2)d1^264d2^125 + (0 + 1a + 2a^2)d1^265d2^125 + (1 + 0a + 3a^2)d1^266d2^125 + (2 + 2a + 0a^2)d1^267d2^125 + (0 + 1a + 2a^2)d1^268d2^125 + (0 + 1a + 3a^2)d1^269d2^125 + (2 + 1a + 3a^2)d1^270d2^125 + (2 + 1a + 0a^2)d1^271d2^125 + (2 + 2a + 3a^2)d1^272d2^125 + (4 + 4a + 0a^2)d1^273d2^125 + (4 + 3a + 0a^2)d1^274d2^125 + (2 + 4a + 4a^2)d1^275d2^125 + (0 + 2a + 0a^2)d1^276d2^125 + (4 + 2a + 0a^2)d1^277d2^125 + (1 + 1a + 0a^2)d1^278d2^125 + (3 + 0a + 0a^2)d1^279d2^125 + (0 + 1a + 2a^2)d1^280d2^125 + (2 + 2a + 1a^2)d1^281d2^125 + (4 + 2a + 4a^2)d1^282d2^125 + (0 + 4a + 0a^2)d1^283d2^125 + (3 + 4a + 1a^2)d1^284d2^125 + (2 + 4a + 1a^2)d1^285d2^125 + (2 + 0a + 1a^2)d1^286d2^125 + (1 + 0a + 2a^2)d1^287d2^125 + (4 + 0a + 2a^2)d1^288d2^125 + (2 + 3a + 2a^2)d1^289d2^125 + (4 + 0a + 1a^2)d1^290d2^125 + (0 + 2a + 4a^2)d1^291d2^125 + (0 + 3a + 4a^2)d1^292d2^125 + (3 + 2a + 2a^2)d1^293d2^125 + (4 + 4a + 0a^2)d2^126 + (3 + 3a + 4a^2)d1^1d2^126 + (2 + 0a + 0a^2)d1^2d2^126 + (4 + 0a + 0a^2)d1^3d2^126 + (4 + 4a + 3a^2)d1^4d2^126 + (0 + 2a + 4a^2)d1^5d2^126 + (2 + 2a + 4a^2)d1^6d2^126 + (0 + 1a + 4a^2)d1^7d2^126 + (1 + 1a + 4a^2)d1^8d2^126 + (2 + 1a + 0a^2)d1^9d2^126 + (1 + 4a + 0a^2)d1^10d2^126 + (3 + 0a + 4a^2)d1^11d2^126 + (1 + 1a + 1a^2)d1^12d2^126 + (3 + 0a + 0a^2)d1^13d2^126 + (1 + 4a + 4a^2)d1^14d2^126 + (4 + 2a + 0a^2)d1^15d2^126 + (3 + 4a + 4a^2)d1^16d2^126 + (4 + 4a + 0a^2)d1^17d2^126 + (2 + 0a + 1a^2)d1^18d2^126 + (2 + 2a + 1a^2)d1^19d2^126 + (2 + 0a + 0a^2)d1^20d2^126 + (0 + 2a + 0a^2)d1^21d2^126 + (4 + 3a + 4a^2)d1^22d2^126 + (3 + 3a + 2a^2)d1^23d2^126 + (0 + 1a + 4a^2)d1^24d2^126 + (4 + 0a + 0a^2)d1^25d2^126 + (0 + 1a + 2a^2)d1^26d2^126 + (2 + 3a + 3a^2)d1^27d2^126 + (4 + 3a + 1a^2)d1^28d2^126 + (1 + 3a + 2a^2)d1^29d2^126 + (2 + 3a + 4a^2)d1^30d2^126 + (3 + 4a + 2a^2)d1^31d2^126 + (0 + 2a + 0a^2)d1^32d2^126 + (4 + 2a + 1a^2)d1^33d2^126 + (3 + 4a + 1a^2)d1^34d2^126 + (3 + 0a + 3a^2)d1^35d2^126 + (1 + 2a + 2a^2)d1^36d2^126 + (0 + 1a + 3a^2)d1^37d2^126 + (1 + 3a + 1a^2)d1^38d2^126 + (3 + 2a + 1a^2)d1^39d2^126 + (1 + 2a + 4a^2)d1^40d2^126 + (3 + 4a + 1a^2)d1^41d2^126 + (3 + 0a + 4a^2)d1^42d2^126 + (3 + 0a + 2a^2)d1^43d2^126 + (4 + 0a + 2a^2)d1^44d2^126 + (0 + 3a + 2a^2)d1^45d2^126 + (1 + 3a + 0a^2)d1^46d2^126 + (2 + 3a + 1a^2)d1^47d2^126 + (3 + 2a + 2a^2)d1^48d2^126 + (4 + 2a + 0a^2)d1^49d2^126 + (3 + 0a + 3a^2)d1^50d2^126 + (0 + 3a + 2a^2)d1^51d2^126 + (0 + 4a + 2a^2)d1^52d2^126 + (2 + 4a + 3a^2)d1^53d2^126 + (3 + 3a + 1a^2)d1^54d2^126 + (2 + 3a + 2a^2)d1^55d2^126 + (2 + 2a + 1a^2)d1^56d2^126 + (4 + 1a + 4a^2)d1^57d2^126 + (3 + 3a + 2a^2)d1^58d2^126 + (1 + 0a + 1a^2)d1^59d2^126 + (4 + 4a + 4a^2)d1^60d2^126 + (4 + 0a + 0a^2)d1^61d2^126 + (3 + 2a + 3a^2)d1^62d2^126 + (0 + 4a + 2a^2)d1^63d2^126 + (0 + 3a + 4a^2)d1^64d2^126 + (0 + 2a + 4a^2)d1^65d2^126 + (3 + 1a + 3a^2)d1^66d2^126 + (0 + 0a + 2a^2)d1^67d2^126 + (0 + 4a + 3a^2)d1^68d2^126 + (2 + 4a + 1a^2)d1^69d2^126 + (4 + 4a + 1a^2)d1^70d2^126 + (1 + 3a + 2a^2)d1^71d2^126 + (0 + 0a + 2a^2)d1^72d2^126 + (3 + 3a + 4a^2)d1^73d2^126 + (4 + 1a + 1a^2)d1^74d2^126 + (1 + 4a + 1a^2)d1^75d2^126 + (3 + 3a + 1a^2)d1^76d2^126 + (3 + 2a + 1a^2)d1^77d2^126 + (2 + 1a + 1a^2)d1^78d2^126 + (0 + 0a + 1a^2)d1^79d2^126 + (4 + 3a + 3a^2)d1^80d2^126 + (1 + 0a + 3a^2)d1^81d2^126 + (0 + 1a + 3a^2)d1^82d2^126 + (4 + 2a + 2a^2)d1^83d2^126 + (3 + 4a + 3a^2)d1^84d2^126 + (4 + 0a + 0a^2)d1^85d2^126 + (4 + 1a + 2a^2)d1^86d2^126 + (4 + 0a + 1a^2)d1^87d2^126 + (2 + 1a + 2a^2)d1^88d2^126 + (2 + 2a + 0a^2)d1^89d2^126 + (4 + 1a + 1a^2)d1^90d2^126 + (2 + 0a + 4a^2)d1^91d2^126 + (2 + 2a + 0a^2)d1^92d2^126 + (1 + 1a + 2a^2)d1^93d2^126 + (3 + 4a + 0a^2)d1^94d2^126 + (1 + 3a + 0a^2)d1^95d2^126 + (4 + 3a + 1a^2)d1^96d2^126 + (4 + 4a + 0a^2)d1^97d2^126 + (1 + 3a + 2a^2)d1^98d2^126 + (1 + 3a + 0a^2)d1^99d2^126 + (4 + 3a + 2a^2)d1^101d2^126 + (4 + 0a + 3a^2)d1^102d2^126 + (1 + 4a + 4a^2)d1^103d2^126 + (4 + 3a + 1a^2)d1^104d2^126 + (1 + 1a + 3a^2)d1^105d2^126 + (2 + 2a + 4a^2)d1^106d2^126 + (0 + 4a + 0a^2)d1^107d2^126 + (3 + 4a + 0a^2)d1^108d2^126 + (1 + 1a + 2a^2)d1^109d2^126 + (3 + 2a + 1a^2)d1^110d2^126 + (3 + 1a + 4a^2)d1^111d2^126 + (4 + 4a + 1a^2)d1^112d2^126 + (0 + 2a + 2a^2)d1^113d2^126 + (2 + 1a + 1a^2)d1^114d2^126 + (2 + 3a + 4a^2)d1^115d2^126 + (3 + 3a + 1a^2)d1^116d2^126 + (1 + 3a + 2a^2)d1^117d2^126 + (0 + 4a + 4a^2)d1^118d2^126 + (3 + 4a + 1a^2)d1^119d2^126 + (2 + 3a + 4a^2)d1^120d2^126 + (3 + 3a + 1a^2)d1^121d2^126 + (1 + 2a + 0a^2)d1^122d2^126 + (4 + 2a + 2a^2)d1^123d2^126 + (3 + 3a + 2a^2)d1^124d2^126 + (2 + 0a + 3a^2)d1^125d2^126 + (2 + 3a + 3a^2)d1^126d2^126 + (3 + 2a + 0a^2)d1^127d2^126 + (3 + 0a + 1a^2)d1^128d2^126 + (1 + 0a + 3a^2)d1^129d2^126 + (1 + 1a + 2a^2)d1^130d2^126 + (2 + 0a + 1a^2)d1^131d2^126 + (2 + 0a + 0a^2)d1^132d2^126 + (0 + 2a + 1a^2)d1^133d2^126 + (0 + 4a + 2a^2)d1^134d2^126 + (0 + 1a + 3a^2)d1^135d2^126 + (2 + 3a + 4a^2)d1^136d2^126 + (0 + 1a + 0a^2)d1^137d2^126 + (1 + 2a + 2a^2)d1^138d2^126 + (3 + 0a + 2a^2)d1^139d2^126 + (2 + 1a + 0a^2)d1^140d2^126 + (0 + 2a + 4a^2)d1^141d2^126 + (4 + 0a + 2a^2)d1^142d2^126 + (2 + 4a + 3a^2)d1^143d2^126 + (3 + 3a + 4a^2)d1^144d2^126 + (3 + 0a + 1a^2)d1^145d2^126 + (1 + 0a + 1a^2)d1^146d2^126 + (3 + 2a + 4a^2)d1^147d2^126 + (2 + 3a + 0a^2)d1^148d2^126 + (2 + 2a + 0a^2)d1^149d2^126 + (0 + 1a + 2a^2)d1^150d2^126 + (4 + 2a + 3a^2)d1^151d2^126 + (1 + 3a + 0a^2)d1^152d2^126 + (2 + 0a + 4a^2)d1^153d2^126 + (1 + 1a + 0a^2)d1^154d2^126 + (0 + 1a + 2a^2)d1^155d2^126 + (0 + 1a + 2a^2)d1^156d2^126 + (2 + 1a + 2a^2)d1^157d2^126 + (1 + 3a + 4a^2)d1^158d2^126 + (3 + 1a + 4a^2)d1^159d2^126 + (2 + 2a + 1a^2)d1^160d2^126 + (2 + 2a + 4a^2)d1^161d2^126 + (4 + 1a + 2a^2)d1^162d2^126 + (4 + 4a + 2a^2)d1^163d2^126 + (2 + 2a + 1a^2)d1^164d2^126 + (3 + 3a + 3a^2)d1^166d2^126 + (3 + 0a + 3a^2)d1^167d2^126 + (4 + 3a + 4a^2)d1^168d2^126 + (4 + 0a + 4a^2)d1^170d2^126 + (4 + 3a + 1a^2)d1^171d2^126 + (2 + 3a + 0a^2)d1^172d2^126 + (4 + 1a + 4a^2)d1^173d2^126 + (1 + 1a + 3a^2)d1^174d2^126 + (1 + 0a + 1a^2)d1^175d2^126 + (4 + 3a + 0a^2)d1^176d2^126 + (4 + 1a + 1a^2)d1^177d2^126 + (0 + 1a + 2a^2)d1^178d2^126 + (1 + 0a + 0a^2)d1^179d2^126 + (0 + 3a + 4a^2)d1^180d2^126 + (0 + 1a + 1a^2)d1^182d2^126 + (4 + 2a + 4a^2)d1^183d2^126 + (0 + 4a + 0a^2)d1^184d2^126 + (2 + 4a + 3a^2)d1^185d2^126 + (3 + 4a + 3a^2)d1^186d2^126 + (4 + 0a + 0a^2)d1^187d2^126 + (4 + 2a + 0a^2)d1^188d2^126 + (4 + 1a + 4a^2)d1^189d2^126 + (4 + 2a + 2a^2)d1^190d2^126 + (0 + 0a + 3a^2)d1^191d2^126 + (0 + 0a + 4a^2)d1^192d2^126 + (3 + 4a + 3a^2)d1^193d2^126 + (2 + 2a + 3a^2)d1^194d2^126 + (4 + 1a + 3a^2)d1^195d2^126 + (1 + 3a + 0a^2)d1^196d2^126 + (1 + 0a + 4a^2)d1^197d2^126 + (2 + 1a + 1a^2)d1^198d2^126 + (0 + 3a + 1a^2)d1^199d2^126 + (3 + 2a + 4a^2)d1^200d2^126 + (1 + 2a + 2a^2)d1^201d2^126 + (4 + 1a + 2a^2)d1^202d2^126 + (1 + 3a + 2a^2)d1^203d2^126 + (1 + 4a + 4a^2)d1^204d2^126 + (3 + 4a + 0a^2)d1^205d2^126 + (2 + 2a + 3a^2)d1^206d2^126 + (1 + 4a + 4a^2)d1^207d2^126 + (3 + 2a + 2a^2)d1^208d2^126 + (2 + 0a + 4a^2)d1^209d2^126 + (1 + 2a + 0a^2)d1^210d2^126 + (4 + 3a + 0a^2)d1^211d2^126 + (0 + 3a + 4a^2)d1^212d2^126 + (2 + 3a + 2a^2)d1^213d2^126 + (2 + 3a + 2a^2)d1^214d2^126 + (4 + 0a + 2a^2)d1^215d2^126 + (1 + 4a + 1a^2)d1^216d2^126 + (1 + 4a + 2a^2)d1^217d2^126 + (0 + 2a + 1a^2)d1^218d2^126 + (1 + 0a + 2a^2)d1^219d2^126 + (4 + 4a + 2a^2)d1^220d2^126 + (2 + 3a + 4a^2)d1^221d2^126 + (4 + 2a + 0a^2)d1^222d2^126 + (0 + 4a + 0a^2)d1^223d2^126 + (4 + 4a + 0a^2)d1^224d2^126 + (0 + 2a + 1a^2)d1^225d2^126 + (0 + 2a + 3a^2)d1^226d2^126 + (1 + 2a + 0a^2)d1^227d2^126 + (1 + 2a + 3a^2)d1^228d2^126 + (4 + 2a + 1a^2)d1^229d2^126 + (1 + 4a + 2a^2)d1^230d2^126 + (1 + 1a + 2a^2)d1^231d2^126 + (1 + 2a + 2a^2)d1^232d2^126 + (4 + 0a + 4a^2)d1^233d2^126 + (1 + 2a + 2a^2)d1^234d2^126 + (0 + 1a + 0a^2)d1^235d2^126 + (4 + 0a + 1a^2)d1^236d2^126 + (1 + 1a + 3a^2)d1^237d2^126 + (1 + 0a + 2a^2)d1^238d2^126 + (4 + 4a + 4a^2)d1^239d2^126 + (2 + 3a + 4a^2)d1^240d2^126 + (2 + 2a + 4a^2)d1^241d2^126 + (1 + 1a + 2a^2)d1^242d2^126 + (3 + 0a + 4a^2)d1^243d2^126 + (3 + 2a + 0a^2)d1^244d2^126 + (1 + 2a + 1a^2)d1^245d2^126 + (2 + 4a + 1a^2)d1^246d2^126 + (3 + 4a + 4a^2)d1^247d2^126 + (0 + 0a + 2a^2)d1^248d2^126 + (1 + 2a + 3a^2)d1^249d2^126 + (4 + 4a + 3a^2)d1^250d2^126 + (2 + 4a + 4a^2)d1^251d2^126 + (0 + 0a + 4a^2)d1^252d2^126 + (0 + 4a + 1a^2)d1^253d2^126 + (3 + 0a + 0a^2)d1^254d2^126 + (4 + 3a + 2a^2)d1^255d2^126 + (1 + 2a + 1a^2)d1^256d2^126 + (3 + 3a + 4a^2)d1^257d2^126 + (3 + 3a + 4a^2)d1^258d2^126 + (3 + 3a + 4a^2)d1^259d2^126 + (1 + 2a + 3a^2)d1^260d2^126 + (4 + 4a + 4a^2)d1^261d2^126 + (2 + 3a + 1a^2)d1^262d2^126 + (1 + 2a + 0a^2)d1^263d2^126 + (4 + 1a + 4a^2)d1^264d2^126 + (2 + 3a + 3a^2)d1^265d2^126 + (3 + 0a + 2a^2)d1^266d2^126 + (1 + 4a + 0a^2)d1^267d2^126 + (0 + 3a + 0a^2)d1^268d2^126 + (0 + 1a + 4a^2)d1^269d2^126 + (4 + 0a + 0a^2)d1^270d2^126 + (4 + 2a + 4a^2)d1^271d2^126 + (0 + 3a + 2a^2)d1^272d2^126 + (0 + 0a + 3a^2)d1^273d2^126 + (2 + 0a + 1a^2)d1^274d2^126 + (3 + 1a + 1a^2)d1^275d2^126 + (1 + 1a + 1a^2)d1^276d2^126 + (4 + 0a + 1a^2)d1^277d2^126 + (2 + 4a + 1a^2)d1^278d2^126 + (2 + 0a + 1a^2)d1^279d2^126 + (0 + 2a + 2a^2)d1^280d2^126 + (3 + 2a + 2a^2)d1^281d2^126 + (4 + 2a + 1a^2)d1^282d2^126 + (1 + 2a + 3a^2)d1^283d2^126 + (1 + 2a + 1a^2)d1^284d2^126 + (0 + 4a + 2a^2)d1^285d2^126 + (1 + 0a + 2a^2)d1^286d2^126 + (2 + 1a + 4a^2)d1^287d2^126 + (1 + 3a + 3a^2)d1^288d2^126 + (1 + 3a + 1a^2)d1^289d2^126 + (4 + 4a + 1a^2)d1^290d2^126 + (3 + 0a + 0a^2)d1^291d2^126 + (3 + 4a + 2a^2)d1^292d2^126 + (4 + 4a + 1a^2)d1^293d2^126 + (1 + 1a + 0a^2)d2^127 + (0 + 2a + 2a^2)d1^1d2^127 + (0 + 2a + 4a^2)d1^2d2^127 + (4 + 0a + 4a^2)d1^3d2^127 + (0 + 1a + 3a^2)d1^4d2^127 + (1 + 2a + 1a^2)d1^5d2^127 + (1 + 2a + 2a^2)d1^6d2^127 + (1 + 4a + 3a^2)d1^7d2^127 + (2 + 1a + 4a^2)d1^8d2^127 + (0 + 2a + 3a^2)d1^9d2^127 + (0 + 0a + 4a^2)d1^10d2^127 + (2 + 2a + 3a^2)d1^11d2^127 + (3 + 4a + 0a^2)d1^12d2^127 + (2 + 4a + 0a^2)d1^13d2^127 + (2 + 3a + 1a^2)d1^14d2^127 + (1 + 2a + 3a^2)d1^15d2^127 + (4 + 0a + 1a^2)d1^16d2^127 + (0 + 4a + 0a^2)d1^17d2^127 + (1 + 4a + 4a^2)d1^18d2^127 + (2 + 4a + 4a^2)d1^19d2^127 + (0 + 1a + 0a^2)d1^20d2^127 + (1 + 4a + 0a^2)d1^21d2^127 + (1 + 0a + 4a^2)d1^22d2^127 + (0 + 4a + 2a^2)d1^23d2^127 + (0 + 2a + 2a^2)d1^24d2^127 + (1 + 2a + 4a^2)d1^25d2^127 + (2 + 1a + 1a^2)d1^26d2^127 + (0 + 3a + 3a^2)d1^27d2^127 + (1 + 2a + 2a^2)d1^28d2^127 + (0 + 4a + 3a^2)d1^29d2^127 + (4 + 3a + 3a^2)d1^30d2^127 + (3 + 4a + 4a^2)d1^31d2^127 + (3 + 4a + 4a^2)d1^32d2^127 + (1 + 3a + 3a^2)d1^33d2^127 + (1 + 3a + 0a^2)d1^34d2^127 + (3 + 1a + 4a^2)d1^35d2^127 + (0 + 2a + 0a^2)d1^36d2^127 + (0 + 1a + 0a^2)d1^37d2^127 + (1 + 1a + 1a^2)d1^38d2^127 + (2 + 2a + 0a^2)d1^39d2^127 + (1 + 1a + 4a^2)d1^40d2^127 + (4 + 2a + 1a^2)d1^41d2^127 + (2 + 4a + 4a^2)d1^42d2^127 + (0 + 0a + 1a^2)d1^43d2^127 + (0 + 3a + 1a^2)d1^44d2^127 + (4 + 0a + 0a^2)d1^45d2^127 + (3 + 2a + 1a^2)d1^46d2^127 + (0 + 3a + 3a^2)d1^47d2^127 + (3 + 2a + 4a^2)d1^48d2^127 + (2 + 0a + 3a^2)d1^49d2^127 + (2 + 1a + 1a^2)d1^50d2^127 + (3 + 3a + 4a^2)d1^51d2^127 + (4 + 3a + 4a^2)d1^52d2^127 + (4 + 1a + 1a^2)d1^53d2^127 + (2 + 2a + 3a^2)d1^54d2^127 + (1 + 4a + 0a^2)d1^55d2^127 + (1 + 3a + 3a^2)d1^56d2^127 + (0 + 3a + 4a^2)d1^57d2^127 + (2 + 1a + 2a^2)d1^58d2^127 + (3 + 4a + 3a^2)d1^59d2^127 + (0 + 3a + 2a^2)d1^60d2^127 + (3 + 1a + 3a^2)d1^61d2^127 + (4 + 3a + 3a^2)d1^62d2^127 + (1 + 4a + 2a^2)d1^63d2^127 + (0 + 1a + 2a^2)d1^64d2^127 + (3 + 4a + 3a^2)d1^65d2^127 + (3 + 2a + 1a^2)d1^67d2^127 + (2 + 4a + 4a^2)d1^68d2^127 + (1 + 1a + 1a^2)d1^69d2^127 + (0 + 2a + 3a^2)d1^70d2^127 + (2 + 1a + 4a^2)d1^71d2^127 + (3 + 2a + 0a^2)d1^72d2^127 + (4 + 0a + 0a^2)d1^73d2^127 + (1 + 2a + 4a^2)d1^74d2^127 + (3 + 4a + 1a^2)d1^75d2^127 + (0 + 1a + 1a^2)d1^76d2^127 + (3 + 4a + 1a^2)d1^77d2^127 + (0 + 0a + 4a^2)d1^78d2^127 + (1 + 1a + 4a^2)d1^79d2^127 + (4 + 3a + 3a^2)d1^80d2^127 + (1 + 2a + 1a^2)d1^81d2^127 + (2 + 4a + 2a^2)d1^82d2^127 + (3 + 4a + 3a^2)d1^83d2^127 + (4 + 0a + 3a^2)d1^84d2^127 + (2 + 0a + 2a^2)d1^85d2^127 + (2 + 4a + 0a^2)d1^86d2^127 + (4 + 1a + 0a^2)d1^87d2^127 + (3 + 0a + 1a^2)d1^88d2^127 + (1 + 4a + 0a^2)d1^89d2^127 + (3 + 0a + 1a^2)d1^90d2^127 + (3 + 2a + 1a^2)d1^91d2^127 + (2 + 2a + 3a^2)d1^92d2^127 + (4 + 1a + 1a^2)d1^93d2^127 + (2 + 2a + 2a^2)d1^94d2^127 + (4 + 1a + 1a^2)d1^95d2^127 + (4 + 3a + 2a^2)d1^96d2^127 + (3 + 1a + 2a^2)d1^97d2^127 + (4 + 0a + 4a^2)d1^98d2^127 + (4 + 4a + 0a^2)d1^99d2^127 + (1 + 0a + 1a^2)d1^100d2^127 + (3 + 0a + 0a^2)d1^101d2^127 + (3 + 3a + 1a^2)d1^102d2^127 + (3 + 1a + 4a^2)d1^103d2^127 + (3 + 1a + 1a^2)d1^104d2^127 + (1 + 1a + 1a^2)d1^105d2^127 + (4 + 4a + 2a^2)d1^106d2^127 + (4 + 0a + 1a^2)d1^107d2^127 + (4 + 2a + 0a^2)d1^108d2^127 + (2 + 2a + 1a^2)d1^109d2^127 + (2 + 1a + 1a^2)d1^110d2^127 + (3 + 4a + 2a^2)d1^111d2^127 + (0 + 2a + 0a^2)d1^112d2^127 + (0 + 2a + 2a^2)d1^113d2^127 + (3 + 2a + 0a^2)d1^114d2^127 + (4 + 2a + 1a^2)d1^115d2^127 + (4 + 2a + 2a^2)d1^116d2^127 + (1 + 2a + 4a^2)d1^117d2^127 + (3 + 4a + 0a^2)d1^118d2^127 + (1 + 0a + 4a^2)d1^119d2^127 + (3 + 3a + 2a^2)d1^120d2^127 + (3 + 2a + 4a^2)d1^121d2^127 + (1 + 3a + 2a^2)d1^122d2^127 + (3 + 1a + 2a^2)d1^123d2^127 + (3 + 4a + 2a^2)d1^124d2^127 + (4 + 0a + 1a^2)d1^125d2^127 + (4 + 3a + 2a^2)d1^126d2^127 + (1 + 1a + 3a^2)d1^127d2^127 + (0 + 4a + 4a^2)d1^128d2^127 + (0 + 4a + 0a^2)d1^129d2^127 + (0 + 2a + 4a^2)d1^130d2^127 + (0 + 4a + 4a^2)d1^131d2^127 + (2 + 2a + 2a^2)d1^132d2^127 + (3 + 3a + 2a^2)d1^133d2^127 + (3 + 3a + 2a^2)d1^134d2^127 + (3 + 3a + 4a^2)d1^135d2^127 + (0 + 0a + 2a^2)d1^136d2^127 + (3 + 0a + 3a^2)d1^137d2^127 + (4 + 0a + 1a^2)d1^138d2^127 + (1 + 3a + 2a^2)d1^139d2^127 + (2 + 2a + 3a^2)d1^140d2^127 + (3 + 3a + 4a^2)d1^141d2^127 + (1 + 0a + 0a^2)d1^142d2^127 + (2 + 4a + 2a^2)d1^143d2^127 + (4 + 0a + 1a^2)d1^144d2^127 + (2 + 3a + 0a^2)d1^145d2^127 + (2 + 3a + 3a^2)d1^146d2^127 + (4 + 0a + 3a^2)d1^147d2^127 + (4 + 1a + 4a^2)d1^148d2^127 + (4 + 0a + 0a^2)d1^149d2^127 + (3 + 3a + 2a^2)d1^150d2^127 + (3 + 2a + 4a^2)d1^151d2^127 + (2 + 4a + 0a^2)d1^152d2^127 + (1 + 0a + 0a^2)d1^153d2^127 + (3 + 4a + 3a^2)d1^154d2^127 + (1 + 1a + 2a^2)d1^155d2^127 + (2 + 2a + 3a^2)d1^156d2^127 + (2 + 1a + 0a^2)d1^157d2^127 + (4 + 1a + 0a^2)d1^158d2^127 + (1 + 1a + 1a^2)d1^159d2^127 + (1 + 3a + 3a^2)d1^160d2^127 + (1 + 1a + 2a^2)d1^161d2^127 + (2 + 4a + 4a^2)d1^162d2^127 + (2 + 3a + 3a^2)d1^163d2^127 + (3 + 0a + 1a^2)d1^164d2^127 + (1 + 4a + 0a^2)d1^165d2^127 + (4 + 0a + 4a^2)d1^166d2^127 + (2 + 3a + 2a^2)d1^167d2^127 + (4 + 3a + 0a^2)d1^168d2^127 + (1 + 0a + 1a^2)d1^169d2^127 + (2 + 1a + 2a^2)d1^170d2^127 + (1 + 3a + 2a^2)d1^171d2^127 + (0 + 1a + 3a^2)d1^172d2^127 + (2 + 3a + 3a^2)d1^173d2^127 + (3 + 4a + 3a^2)d1^174d2^127 + (1 + 3a + 3a^2)d1^175d2^127 + (1 + 0a + 3a^2)d1^176d2^127 + (1 + 1a + 4a^2)d1^177d2^127 + (4 + 2a + 0a^2)d1^178d2^127 + (1 + 0a + 1a^2)d1^179d2^127 + (1 + 4a + 1a^2)d1^180d2^127 + (4 + 0a + 4a^2)d1^181d2^127 + (3 + 4a + 1a^2)d1^182d2^127 + (0 + 2a + 2a^2)d1^183d2^127 + (0 + 2a + 4a^2)d1^184d2^127 + (3 + 0a + 0a^2)d1^185d2^127 + (0 + 4a + 1a^2)d1^186d2^127 + (2 + 1a + 4a^2)d1^187d2^127 + (3 + 0a + 4a^2)d1^188d2^127 + (0 + 3a + 1a^2)d1^189d2^127 + (2 + 2a + 2a^2)d1^190d2^127 + (1 + 0a + 2a^2)d1^191d2^127 + (3 + 4a + 3a^2)d1^192d2^127 + (1 + 4a + 0a^2)d1^193d2^127 + (1 + 3a + 2a^2)d1^194d2^127 + (1 + 3a + 1a^2)d1^195d2^127 + (2 + 3a + 4a^2)d1^196d2^127 + (1 + 4a + 2a^2)d1^197d2^127 + (2 + 2a + 2a^2)d1^198d2^127 + (1 + 2a + 1a^2)d1^199d2^127 + (1 + 3a + 1a^2)d1^200d2^127 + (4 + 1a + 3a^2)d1^201d2^127 + (3 + 3a + 2a^2)d1^202d2^127 + (2 + 2a + 1a^2)d1^203d2^127 + (2 + 1a + 2a^2)d1^204d2^127 + (0 + 2a + 0a^2)d1^205d2^127 + (4 + 4a + 0a^2)d1^206d2^127 + (2 + 2a + 0a^2)d1^207d2^127 + (0 + 2a + 2a^2)d1^208d2^127 + (4 + 4a + 4a^2)d1^209d2^127 + (4 + 4a + 0a^2)d1^210d2^127 + (0 + 4a + 0a^2)d1^211d2^127 + (2 + 1a + 2a^2)d1^212d2^127 + (2 + 4a + 1a^2)d1^213d2^127 + (3 + 3a + 4a^2)d1^214d2^127 + (0 + 4a + 2a^2)d1^215d2^127 + (2 + 2a + 3a^2)d1^216d2^127 + (1 + 3a + 2a^2)d1^217d2^127 + (2 + 0a + 0a^2)d1^218d2^127 + (3 + 2a + 4a^2)d1^219d2^127 + (0 + 2a + 1a^2)d1^220d2^127 + (2 + 1a + 4a^2)d1^221d2^127 + (4 + 3a + 2a^2)d1^222d2^127 + (2 + 0a + 0a^2)d1^223d2^127 + (0 + 1a + 4a^2)d1^224d2^127 + (4 + 2a + 1a^2)d1^225d2^127 + (1 + 2a + 3a^2)d1^226d2^127 + (1 + 0a + 3a^2)d1^227d2^127 + (4 + 1a + 1a^2)d1^228d2^127 + (2 + 4a + 4a^2)d1^229d2^127 + (1 + 1a + 2a^2)d1^230d2^127 + (0 + 4a + 0a^2)d1^231d2^127 + (3 + 2a + 2a^2)d1^232d2^127 + (1 + 1a + 2a^2)d1^233d2^127 + (2 + 1a + 2a^2)d1^234d2^127 + (2 + 2a + 4a^2)d1^235d2^127 + (3 + 1a + 0a^2)d1^236d2^127 + (4 + 3a + 4a^2)d1^237d2^127 + (0 + 4a + 4a^2)d1^238d2^127 + (1 + 4a + 1a^2)d1^239d2^127 + (1 + 0a + 1a^2)d1^240d2^127 + (1 + 0a + 0a^2)d1^241d2^127 + (4 + 3a + 4a^2)d1^242d2^127 + (2 + 0a + 2a^2)d1^243d2^127 + (2 + 3a + 0a^2)d1^244d2^127 + (3 + 2a + 2a^2)d1^245d2^127 + (2 + 0a + 2a^2)d1^246d2^127 + (4 + 2a + 3a^2)d1^247d2^127 + (4 + 3a + 2a^2)d1^248d2^127 + (3 + 0a + 4a^2)d1^249d2^127 + (4 + 3a + 0a^2)d1^250d2^127 + (4 + 2a + 1a^2)d1^251d2^127 + (1 + 1a + 4a^2)d1^252d2^127 + (0 + 1a + 1a^2)d1^253d2^127 + (2 + 0a + 4a^2)d1^254d2^127 + (3 + 0a + 1a^2)d1^255d2^127 + (0 + 1a + 4a^2)d1^256d2^127 + (0 + 4a + 2a^2)d1^257d2^127 + (3 + 0a + 4a^2)d1^258d2^127 + (3 + 3a + 1a^2)d1^259d2^127 + (4 + 4a + 0a^2)d1^260d2^127 + (3 + 3a + 1a^2)d1^261d2^127 + (3 + 0a + 1a^2)d1^262d2^127 + (1 + 2a + 4a^2)d1^263d2^127 + (3 + 1a + 4a^2)d1^264d2^127 + (3 + 4a + 0a^2)d1^265d2^127 + (4 + 0a + 0a^2)d1^266d2^127 + (3 + 4a + 0a^2)d1^267d2^127 + (3 + 1a + 0a^2)d1^268d2^127 + (3 + 3a + 2a^2)d1^269d2^127 + (3 + 4a + 0a^2)d1^270d2^127 + (2 + 0a + 3a^2)d1^271d2^127 + (4 + 1a + 2a^2)d1^272d2^127 + (4 + 1a + 2a^2)d1^273d2^127 + (4 + 4a + 0a^2)d1^274d2^127 + (1 + 0a + 3a^2)d1^275d2^127 + (2 + 2a + 0a^2)d1^276d2^127 + (0 + 1a + 2a^2)d1^277d2^127 + (3 + 1a + 3a^2)d1^278d2^127 + (3 + 3a + 0a^2)d1^280d2^127 + (1 + 1a + 0a^2)d1^281d2^127 + (4 + 1a + 1a^2)d1^282d2^127 + (0 + 3a + 3a^2)d1^283d2^127 + (1 + 0a + 4a^2)d1^284d2^127 + (3 + 3a + 3a^2)d1^285d2^127 + (4 + 4a + 2a^2)d1^286d2^127 + (4 + 2a + 3a^2)d1^287d2^127 + (2 + 4a + 4a^2)d1^288d2^127 + (3 + 4a + 4a^2)d1^289d2^127 + (3 + 3a + 0a^2)d1^290d2^127 + (1 + 3a + 0a^2)d1^291d2^127 + (0 + 3a + 1a^2)d1^292d2^127 + (0 + 2a + 1a^2)d1^293d2^127 + (2 + 2a + 3a^2)d2^128 + (1 + 4a + 2a^2)d1^1d2^128 + (3 + 4a + 0a^2)d1^2d2^128 + (3 + 4a + 4a^2)d1^3d2^128 + (0 + 3a + 2a^2)d1^4d2^128 + (2 + 4a + 0a^2)d1^5d2^128 + (1 + 3a + 4a^2)d1^6d2^128 + (4 + 4a + 3a^2)d1^7d2^128 + (2 + 1a + 2a^2)d1^8d2^128 + (0 + 2a + 2a^2)d1^9d2^128 + (4 + 1a + 2a^2)d1^10d2^128 + (0 + 2a + 1a^2)d1^11d2^128 + (4 + 0a + 0a^2)d1^12d2^128 + (4 + 0a + 0a^2)d1^13d2^128 + (1 + 0a + 1a^2)d1^14d2^128 + (1 + 0a + 1a^2)d1^15d2^128 + (2 + 3a + 4a^2)d1^16d2^128 + (3 + 0a + 4a^2)d1^17d2^128 + (4 + 0a + 4a^2)d1^18d2^128 + (3 + 1a + 3a^2)d1^19d2^128 + (3 + 1a + 1a^2)d1^20d2^128 + (4 + 2a + 0a^2)d1^21d2^128 + (3 + 2a + 1a^2)d1^22d2^128 + (1 + 1a + 0a^2)d1^23d2^128 + (2 + 2a + 4a^2)d1^24d2^128 + (3 + 2a + 0a^2)d1^25d2^128 + (2 + 4a + 2a^2)d1^26d2^128 + (0 + 3a + 3a^2)d1^27d2^128 + (2 + 1a + 4a^2)d1^28d2^128 + (1 + 0a + 3a^2)d1^29d2^128 + (0 + 2a + 1a^2)d1^30d2^128 + (3 + 3a + 0a^2)d1^31d2^128 + (4 + 3a + 0a^2)d1^32d2^128 + (4 + 3a + 3a^2)d1^33d2^128 + (2 + 2a + 0a^2)d1^34d2^128 + (0 + 4a + 2a^2)d1^35d2^128 + (0 + 1a + 2a^2)d1^36d2^128 + (2 + 0a + 2a^2)d1^37d2^128 + (4 + 2a + 4a^2)d1^38d2^128 + (2 + 4a + 1a^2)d1^39d2^128 + (3 + 3a + 2a^2)d1^40d2^128 + (0 + 4a + 2a^2)d1^41d2^128 + (1 + 0a + 0a^2)d1^43d2^128 + (1 + 4a + 1a^2)d1^44d2^128 + (3 + 1a + 3a^2)d1^45d2^128 + (2 + 4a + 3a^2)d1^46d2^128 + (3 + 2a + 3a^2)d1^47d2^128 + (2 + 1a + 3a^2)d1^48d2^128 + (2 + 2a + 3a^2)d1^49d2^128 + (3 + 4a + 0a^2)d1^50d2^128 + (2 + 1a + 2a^2)d1^51d2^128 + (0 + 1a + 0a^2)d1^52d2^128 + (0 + 2a + 1a^2)d1^53d2^128 + (1 + 3a + 4a^2)d1^54d2^128 + (0 + 4a + 4a^2)d1^55d2^128 + (4 + 0a + 4a^2)d1^56d2^128 + (2 + 3a + 4a^2)d1^57d2^128 + (0 + 1a + 1a^2)d1^58d2^128 + (1 + 4a + 3a^2)d1^59d2^128 + (3 + 4a + 1a^2)d1^60d2^128 + (3 + 2a + 1a^2)d1^61d2^128 + (3 + 4a + 2a^2)d1^62d2^128 + (3 + 0a + 4a^2)d1^63d2^128 + (3 + 2a + 2a^2)d1^64d2^128 + (2 + 0a + 1a^2)d1^65d2^128 + (2 + 2a + 1a^2)d1^66d2^128 + (1 + 0a + 2a^2)d1^67d2^128 + (2 + 2a + 0a^2)d1^68d2^128 + (0 + 2a + 4a^2)d1^69d2^128 + (3 + 4a + 3a^2)d1^70d2^128 + (2 + 3a + 3a^2)d1^71d2^128 + (2 + 4a + 3a^2)d1^72d2^128 + (1 + 3a + 2a^2)d1^73d2^128 + (2 + 4a + 4a^2)d1^74d2^128 + (2 + 1a + 2a^2)d1^75d2^128 + (3 + 3a + 0a^2)d1^76d2^128 + (3 + 3a + 2a^2)d1^77d2^128 + (2 + 3a + 4a^2)d1^78d2^128 + (0 + 0a + 2a^2)d1^80d2^128 + (4 + 0a + 3a^2)d1^81d2^128 + (3 + 1a + 3a^2)d1^82d2^128 + (1 + 1a + 2a^2)d1^83d2^128 + (3 + 2a + 1a^2)d1^84d2^128 + (2 + 3a + 0a^2)d1^85d2^128 + (3 + 0a + 3a^2)d1^86d2^128 + (4 + 2a + 3a^2)d1^87d2^128 + (0 + 1a + 0a^2)d1^88d2^128 + (3 + 3a + 0a^2)d1^89d2^128 + (3 + 4a + 0a^2)d1^90d2^128 + (1 + 3a + 3a^2)d1^91d2^128 + (4 + 1a + 3a^2)d1^92d2^128 + (0 + 1a + 0a^2)d1^93d2^128 + (0 + 4a + 2a^2)d1^94d2^128 + (4 + 3a + 0a^2)d1^95d2^128 + (4 + 4a + 3a^2)d1^96d2^128 + (0 + 3a + 3a^2)d1^97d2^128 + (2 + 4a + 3a^2)d1^98d2^128 + (4 + 2a + 2a^2)d1^99d2^128 + (4 + 4a + 4a^2)d1^100d2^128 + (3 + 2a + 1a^2)d1^101d2^128 + (4 + 1a + 2a^2)d1^102d2^128 + (2 + 0a + 1a^2)d1^103d2^128 + (0 + 2a + 0a^2)d1^104d2^128 + (2 + 0a + 1a^2)d1^105d2^128 + (4 + 0a + 2a^2)d1^106d2^128 + (4 + 2a + 4a^2)d1^107d2^128 + (4 + 2a + 1a^2)d1^108d2^128 + (1 + 0a + 1a^2)d1^109d2^128 + (2 + 0a + 4a^2)d1^110d2^128 + (3 + 3a + 4a^2)d1^111d2^128 + (0 + 0a + 4a^2)d1^112d2^128 + (2 + 2a + 3a^2)d1^113d2^128 + (1 + 3a + 3a^2)d1^114d2^128 + (4 + 1a + 3a^2)d1^115d2^128 + (2 + 1a + 3a^2)d1^116d2^128 + (3 + 3a + 4a^2)d1^117d2^128 + (4 + 3a + 2a^2)d1^118d2^128 + (1 + 1a + 4a^2)d1^119d2^128 + (0 + 4a + 2a^2)d1^120d2^128 + (2 + 0a + 1a^2)d1^121d2^128 + (4 + 0a + 1a^2)d1^122d2^128 + (2 + 2a + 2a^2)d1^123d2^128 + (2 + 4a + 0a^2)d1^124d2^128 + (2 + 2a + 1a^2)d1^125d2^128 + (0 + 0a + 4a^2)d1^126d2^128 + (1 + 0a + 4a^2)d1^127d2^128 + (0 + 0a + 3a^2)d1^128d2^128 + (0 + 1a + 3a^2)d1^129d2^128 + (4 + 2a + 4a^2)d1^130d2^128 + (3 + 0a + 0a^2)d1^131d2^128 + (4 + 1a + 3a^2)d1^132d2^128 + (3 + 2a + 2a^2)d1^133d2^128 + (3 + 2a + 1a^2)d1^134d2^128 + (0 + 2a + 1a^2)d1^135d2^128 + (0 + 3a + 4a^2)d1^136d2^128 + (0 + 1a + 0a^2)d1^137d2^128 + (3 + 3a + 3a^2)d1^138d2^128 + (3 + 1a + 4a^2)d1^139d2^128 + (2 + 4a + 0a^2)d1^140d2^128 + (2 + 2a + 3a^2)d1^141d2^128 + (3 + 4a + 4a^2)d1^142d2^128 + (1 + 0a + 1a^2)d1^143d2^128 + (2 + 2a + 2a^2)d1^144d2^128 + (0 + 4a + 0a^2)d1^145d2^128 + (4 + 3a + 2a^2)d1^146d2^128 + (2 + 0a + 0a^2)d1^147d2^128 + (4 + 2a + 1a^2)d1^148d2^128 + (1 + 1a + 4a^2)d1^149d2^128 + (1 + 2a + 4a^2)d1^150d2^128 + (2 + 2a + 4a^2)d1^151d2^128 + (1 + 4a + 3a^2)d1^152d2^128 + (2 + 4a + 4a^2)d1^153d2^128 + (4 + 2a + 1a^2)d1^154d2^128 + (1 + 0a + 0a^2)d1^155d2^128 + (3 + 4a + 2a^2)d1^156d2^128 + (3 + 2a + 1a^2)d1^157d2^128 + (3 + 3a + 0a^2)d1^158d2^128 + (2 + 0a + 3a^2)d1^159d2^128 + (4 + 4a + 2a^2)d1^160d2^128 + (3 + 3a + 0a^2)d1^161d2^128 + (4 + 3a + 2a^2)d1^162d2^128 + (3 + 3a + 0a^2)d1^163d2^128 + (1 + 0a + 4a^2)d1^164d2^128 + (2 + 4a + 2a^2)d1^165d2^128 + (3 + 3a + 3a^2)d1^166d2^128 + (1 + 0a + 1a^2)d1^167d2^128 + (0 + 0a + 1a^2)d1^168d2^128 + (0 + 4a + 3a^2)d1^169d2^128 + (2 + 0a + 2a^2)d1^170d2^128 + (2 + 2a + 0a^2)d1^171d2^128 + (0 + 0a + 1a^2)d1^172d2^128 + (2 + 3a + 4a^2)d1^173d2^128 + (0 + 1a + 4a^2)d1^174d2^128 + (1 + 2a + 0a^2)d1^175d2^128 + (0 + 3a + 1a^2)d1^176d2^128 + (4 + 2a + 4a^2)d1^177d2^128 + (0 + 4a + 1a^2)d1^178d2^128 + (2 + 1a + 1a^2)d1^179d2^128 + (2 + 3a + 2a^2)d1^180d2^128 + (3 + 2a + 4a^2)d1^182d2^128 + (3 + 4a + 2a^2)d1^183d2^128 + (0 + 0a + 1a^2)d1^184d2^128 + (4 + 3a + 1a^2)d1^185d2^128 + (0 + 1a + 0a^2)d1^186d2^128 + (4 + 3a + 2a^2)d1^187d2^128 + (2 + 3a + 1a^2)d1^188d2^128 + (3 + 4a + 4a^2)d1^189d2^128 + (0 + 3a + 3a^2)d1^190d2^128 + (3 + 0a + 0a^2)d1^191d2^128 + (0 + 0a + 4a^2)d1^192d2^128 + (3 + 1a + 2a^2)d1^193d2^128 + (1 + 4a + 4a^2)d1^194d2^128 + (3 + 0a + 2a^2)d1^195d2^128 + (2 + 4a + 4a^2)d1^196d2^128 + (1 + 1a + 4a^2)d1^197d2^128 + (2 + 1a + 1a^2)d1^198d2^128 + (0 + 1a + 0a^2)d1^199d2^128 + (2 + 3a + 3a^2)d1^200d2^128 + (0 + 2a + 4a^2)d1^201d2^128 + (0 + 4a + 3a^2)d1^202d2^128 + (1 + 0a + 4a^2)d1^203d2^128 + (4 + 0a + 1a^2)d1^204d2^128 + (3 + 2a + 2a^2)d1^205d2^128 + (4 + 1a + 4a^2)d1^206d2^128 + (4 + 3a + 0a^2)d1^207d2^128 + (0 + 1a + 4a^2)d1^208d2^128 + (4 + 1a + 0a^2)d1^209d2^128 + (4 + 3a + 0a^2)d1^210d2^128 + (2 + 1a + 4a^2)d1^211d2^128 + (3 + 1a + 3a^2)d1^212d2^128 + (1 + 2a + 2a^2)d1^213d2^128 + (4 + 4a + 3a^2)d1^214d2^128 + (2 + 0a + 2a^2)d1^215d2^128 + (4 + 0a + 4a^2)d1^216d2^128 + (0 + 2a + 2a^2)d1^217d2^128 + (2 + 1a + 3a^2)d1^218d2^128 + (3 + 1a + 1a^2)d1^219d2^128 + (1 + 4a + 3a^2)d1^220d2^128 + (4 + 0a + 0a^2)d1^221d2^128 + (1 + 3a + 3a^2)d1^222d2^128 + (4 + 3a + 0a^2)d1^223d2^128 + (1 + 2a + 2a^2)d1^224d2^128 + (3 + 2a + 0a^2)d1^225d2^128 + (3 + 0a + 1a^2)d1^226d2^128 + (0 + 1a + 4a^2)d1^227d2^128 + (1 + 3a + 2a^2)d1^228d2^128 + (0 + 0a + 3a^2)d1^229d2^128 + (3 + 1a + 2a^2)d1^230d2^128 + (1 + 1a + 1a^2)d1^231d2^128 + (0 + 1a + 2a^2)d1^232d2^128 + (1 + 0a + 1a^2)d1^233d2^128 + (1 + 3a + 4a^2)d1^234d2^128 + (2 + 1a + 4a^2)d1^235d2^128 + (2 + 0a + 3a^2)d1^236d2^128 + (0 + 4a + 4a^2)d1^237d2^128 + (4 + 1a + 1a^2)d1^238d2^128 + (4 + 0a + 3a^2)d1^239d2^128 + (3 + 4a + 4a^2)d1^240d2^128 + (1 + 3a + 4a^2)d1^241d2^128 + (1 + 0a + 1a^2)d1^242d2^128 + (0 + 0a + 3a^2)d1^243d2^128 + (4 + 3a + 2a^2)d1^244d2^128 + (4 + 2a + 2a^2)d1^245d2^128 + (1 + 3a + 3a^2)d1^246d2^128 + (1 + 1a + 2a^2)d1^247d2^128 + (4 + 1a + 4a^2)d1^248d2^128 + (3 + 1a + 2a^2)d1^249d2^128 + (1 + 1a + 4a^2)d1^250d2^128 + (0 + 0a + 4a^2)d1^251d2^128 + (2 + 1a + 1a^2)d1^252d2^128 + (0 + 3a + 0a^2)d1^253d2^128 + (1 + 4a + 1a^2)d1^254d2^128 + (1 + 3a + 1a^2)d1^255d2^128 + (2 + 0a + 4a^2)d1^256d2^128 + (2 + 3a + 1a^2)d1^257d2^128 + (3 + 3a + 1a^2)d1^258d2^128 + (1 + 2a + 1a^2)d1^259d2^128 + (4 + 0a + 4a^2)d1^260d2^128 + (2 + 3a + 3a^2)d1^261d2^128 + (0 + 2a + 2a^2)d1^262d2^128 + (0 + 4a + 0a^2)d1^263d2^128 + (0 + 0a + 3a^2)d1^264d2^128 + (4 + 3a + 4a^2)d1^265d2^128 + (1 + 4a + 3a^2)d1^266d2^128 + (1 + 0a + 1a^2)d1^267d2^128 + (4 + 1a + 2a^2)d1^268d2^128 + (2 + 4a + 3a^2)d1^269d2^128 + (1 + 1a + 1a^2)d1^270d2^128 + (3 + 2a + 2a^2)d1^271d2^128 + (1 + 4a + 0a^2)d1^272d2^128 + (1 + 3a + 3a^2)d1^273d2^128 + (2 + 2a + 4a^2)d1^274d2^128 + (1 + 2a + 1a^2)d1^275d2^128 + (1 + 0a + 3a^2)d1^276d2^128 + (3 + 0a + 4a^2)d1^277d2^128 + (0 + 3a + 1a^2)d1^278d2^128 + (0 + 4a + 0a^2)d1^279d2^128 + (3 + 4a + 1a^2)d1^280d2^128 + (4 + 1a + 0a^2)d1^281d2^128 + (4 + 1a + 0a^2)d1^283d2^128 + (2 + 4a + 4a^2)d1^284d2^128 + (3 + 1a + 1a^2)d1^285d2^128 + (2 + 1a + 0a^2)d1^286d2^128 + (3 + 1a + 3a^2)d1^287d2^128 + (2 + 3a + 4a^2)d1^288d2^128 + (3 + 4a + 0a^2)d1^289d2^128 + (1 + 0a + 0a^2)d1^290d2^128 + (0 + 4a + 4a^2)d1^291d2^128 + (2 + 1a + 3a^2)d1^292d2^128 + (0 + 1a + 3a^2)d1^293d2^128 + (4 + 2a + 0a^2)d2^129 + (1 + 4a + 0a^2)d1^1d2^129 + (4 + 2a + 3a^2)d1^2d2^129 + (2 + 4a + 2a^2)d1^3d2^129 + (3 + 4a + 0a^2)d1^4d2^129 + (1 + 0a + 0a^2)d1^5d2^129 + (1 + 3a + 3a^2)d1^6d2^129 + (4 + 1a + 2a^2)d1^7d2^129 + (1 + 2a + 4a^2)d1^8d2^129 + (1 + 2a + 0a^2)d1^9d2^129 + (1 + 1a + 0a^2)d1^10d2^129 + (1 + 2a + 1a^2)d1^11d2^129 + (3 + 3a + 1a^2)d1^12d2^129 + (1 + 0a + 2a^2)d1^13d2^129 + (1 + 1a + 0a^2)d1^14d2^129 + (1 + 3a + 0a^2)d1^15d2^129 + (2 + 4a + 1a^2)d1^16d2^129 + (2 + 4a + 3a^2)d1^17d2^129 + (4 + 1a + 3a^2)d1^18d2^129 + (4 + 3a + 0a^2)d1^19d2^129 + (3 + 2a + 1a^2)d1^20d2^129 + (1 + 3a + 1a^2)d1^21d2^129 + (1 + 2a + 1a^2)d1^22d2^129 + (3 + 3a + 1a^2)d1^23d2^129 + (0 + 2a + 1a^2)d1^24d2^129 + (2 + 3a + 0a^2)d1^25d2^129 + (3 + 2a + 2a^2)d1^26d2^129 + (1 + 3a + 0a^2)d1^27d2^129 + (4 + 2a + 0a^2)d1^28d2^129 + (0 + 1a + 2a^2)d1^29d2^129 + (3 + 4a + 3a^2)d1^30d2^129 + (2 + 2a + 0a^2)d1^31d2^129 + (4 + 3a + 1a^2)d1^32d2^129 + (0 + 4a + 1a^2)d1^33d2^129 + (2 + 2a + 4a^2)d1^34d2^129 + (1 + 3a + 2a^2)d1^35d2^129 + (1 + 1a + 1a^2)d1^36d2^129 + (1 + 0a + 0a^2)d1^37d2^129 + (2 + 1a + 4a^2)d1^38d2^129 + (1 + 2a + 1a^2)d1^39d2^129 + (3 + 4a + 0a^2)d1^40d2^129 + (2 + 0a + 3a^2)d1^41d2^129 + (3 + 1a + 0a^2)d1^42d2^129 + (3 + 2a + 3a^2)d1^43d2^129 + (4 + 0a + 4a^2)d1^44d2^129 + (0 + 4a + 4a^2)d1^45d2^129 + (3 + 4a + 1a^2)d1^46d2^129 + (0 + 2a + 0a^2)d1^47d2^129 + (0 + 3a + 3a^2)d1^48d2^129 + (3 + 2a + 4a^2)d1^49d2^129 + (0 + 4a + 4a^2)d1^50d2^129 + (4 + 2a + 3a^2)d1^51d2^129 + (2 + 1a + 0a^2)d1^52d2^129 + (4 + 4a + 1a^2)d1^53d2^129 + (4 + 0a + 2a^2)d1^54d2^129 + (4 + 2a + 4a^2)d1^55d2^129 + (0 + 1a + 2a^2)d1^56d2^129 + (2 + 2a + 2a^2)d1^57d2^129 + (4 + 4a + 4a^2)d1^58d2^129 + (2 + 4a + 3a^2)d1^59d2^129 + (3 + 4a + 0a^2)d1^60d2^129 + (2 + 4a + 0a^2)d1^61d2^129 + (3 + 3a + 1a^2)d1^62d2^129 + (0 + 3a + 2a^2)d1^63d2^129 + (1 + 1a + 3a^2)d1^64d2^129 + (1 + 4a + 2a^2)d1^65d2^129 + (3 + 3a + 1a^2)d1^66d2^129 + (1 + 1a + 0a^2)d1^67d2^129 + (3 + 2a + 0a^2)d1^68d2^129 + (2 + 4a + 0a^2)d1^69d2^129 + (1 + 3a + 1a^2)d1^70d2^129 + (3 + 1a + 3a^2)d1^71d2^129 + (3 + 0a + 0a^2)d1^72d2^129 + (0 + 3a + 4a^2)d1^73d2^129 + (1 + 1a + 1a^2)d1^74d2^129 + (2 + 4a + 1a^2)d1^75d2^129 + (2 + 2a + 4a^2)d1^76d2^129 + (4 + 4a + 3a^2)d1^77d2^129 + (2 + 4a + 3a^2)d1^79d2^129 + (2 + 3a + 0a^2)d1^80d2^129 + (4 + 4a + 1a^2)d1^81d2^129 + (0 + 0a + 3a^2)d1^82d2^129 + (3 + 1a + 1a^2)d1^83d2^129 + (1 + 4a + 4a^2)d1^84d2^129 + (0 + 4a + 1a^2)d1^85d2^129 + (4 + 0a + 1a^2)d1^86d2^129 + (0 + 0a + 2a^2)d1^87d2^129 + (2 + 2a + 0a^2)d1^88d2^129 + (1 + 0a + 3a^2)d1^89d2^129 + (0 + 0a + 4a^2)d1^90d2^129 + (3 + 0a + 3a^2)d1^91d2^129 + (3 + 4a + 3a^2)d1^92d2^129 + (1 + 4a + 0a^2)d1^93d2^129 + (1 + 3a + 0a^2)d1^94d2^129 + (0 + 4a + 0a^2)d1^95d2^129 + (1 + 3a + 1a^2)d1^96d2^129 + (0 + 2a + 4a^2)d1^97d2^129 + (4 + 1a + 4a^2)d1^98d2^129 + (1 + 4a + 2a^2)d1^99d2^129 + (3 + 2a + 1a^2)d1^100d2^129 + (0 + 0a + 3a^2)d1^101d2^129 + (2 + 0a + 4a^2)d1^102d2^129 + (0 + 4a + 0a^2)d1^103d2^129 + (1 + 0a + 2a^2)d1^104d2^129 + (0 + 3a + 2a^2)d1^105d2^129 + (1 + 0a + 3a^2)d1^106d2^129 + (2 + 2a + 4a^2)d1^107d2^129 + (1 + 4a + 1a^2)d1^108d2^129 + (1 + 4a + 2a^2)d1^109d2^129 + (2 + 0a + 2a^2)d1^110d2^129 + (0 + 0a + 1a^2)d1^111d2^129 + (1 + 4a + 3a^2)d1^112d2^129 + (1 + 4a + 2a^2)d1^113d2^129 + (2 + 2a + 3a^2)d1^114d2^129 + (3 + 1a + 3a^2)d1^115d2^129 + (3 + 1a + 1a^2)d1^116d2^129 + (3 + 0a + 1a^2)d1^117d2^129 + (4 + 2a + 1a^2)d1^118d2^129 + (1 + 3a + 4a^2)d1^119d2^129 + (0 + 3a + 3a^2)d1^120d2^129 + (4 + 0a + 1a^2)d1^121d2^129 + (4 + 3a + 2a^2)d1^122d2^129 + (0 + 3a + 4a^2)d1^123d2^129 + (2 + 3a + 0a^2)d1^124d2^129 + (1 + 0a + 3a^2)d1^125d2^129 + (1 + 2a + 0a^2)d1^126d2^129 + (3 + 2a + 3a^2)d1^127d2^129 + (4 + 1a + 3a^2)d1^128d2^129 + (3 + 1a + 1a^2)d1^129d2^129 + (3 + 3a + 4a^2)d1^130d2^129 + (2 + 3a + 2a^2)d1^131d2^129 + (2 + 3a + 1a^2)d1^132d2^129 + (0 + 4a + 2a^2)d1^133d2^129 + (2 + 3a + 1a^2)d1^134d2^129 + (0 + 4a + 3a^2)d1^135d2^129 + (1 + 0a + 3a^2)d1^136d2^129 + (3 + 4a + 4a^2)d1^137d2^129 + (1 + 3a + 0a^2)d1^138d2^129 + (3 + 2a + 1a^2)d1^139d2^129 + (0 + 1a + 0a^2)d1^140d2^129 + (0 + 3a + 3a^2)d1^141d2^129 + (1 + 4a + 0a^2)d1^142d2^129 + (1 + 3a + 4a^2)d1^143d2^129 + (1 + 1a + 3a^2)d1^144d2^129 + (1 + 1a + 2a^2)d1^145d2^129 + (3 + 3a + 1a^2)d1^146d2^129 + (4 + 0a + 0a^2)d1^147d2^129 + (3 + 2a + 1a^2)d1^148d2^129 + (2 + 1a + 1a^2)d1^149d2^129 + (1 + 4a + 2a^2)d1^150d2^129 + (0 + 4a + 1a^2)d1^151d2^129 + (4 + 4a + 3a^2)d1^152d2^129 + (2 + 1a + 0a^2)d1^153d2^129 + (0 + 0a + 2a^2)d1^154d2^129 + (4 + 3a + 3a^2)d1^155d2^129 + (2 + 4a + 4a^2)d1^156d2^129 + (3 + 0a + 2a^2)d1^157d2^129 + (2 + 0a + 2a^2)d1^158d2^129 + (3 + 1a + 2a^2)d1^159d2^129 + (3 + 4a + 3a^2)d1^160d2^129 + (0 + 1a + 4a^2)d1^161d2^129 + (3 + 1a + 2a^2)d1^162d2^129 + (4 + 2a + 0a^2)d1^163d2^129 + (4 + 2a + 0a^2)d1^164d2^129 + (0 + 4a + 1a^2)d1^165d2^129 + (2 + 0a + 0a^2)d1^166d2^129 + (3 + 3a + 0a^2)d1^167d2^129 + (3 + 4a + 1a^2)d1^168d2^129 + (1 + 2a + 0a^2)d1^169d2^129 + (2 + 1a + 1a^2)d1^170d2^129 + (4 + 0a + 4a^2)d1^171d2^129 + (4 + 4a + 3a^2)d1^172d2^129 + (2 + 0a + 4a^2)d1^173d2^129 + (2 + 1a + 0a^2)d1^174d2^129 + (4 + 4a + 3a^2)d1^175d2^129 + (0 + 3a + 3a^2)d1^176d2^129 + (0 + 1a + 2a^2)d1^178d2^129 + (0 + 4a + 0a^2)d1^179d2^129 + (2 + 4a + 0a^2)d1^180d2^129 + (2 + 1a + 2a^2)d1^181d2^129 + (1 + 3a + 3a^2)d1^182d2^129 + (0 + 3a + 4a^2)d1^183d2^129 + (0 + 4a + 1a^2)d1^184d2^129 + (1 + 3a + 4a^2)d1^185d2^129 + (3 + 2a + 3a^2)d1^186d2^129 + (3 + 2a + 4a^2)d1^187d2^129 + (1 + 2a + 2a^2)d1^188d2^129 + (1 + 2a + 3a^2)d1^189d2^129 + (3 + 0a + 3a^2)d1^190d2^129 + (1 + 3a + 3a^2)d1^191d2^129 + (3 + 3a + 0a^2)d1^192d2^129 + (3 + 1a + 2a^2)d1^193d2^129 + (0 + 1a + 0a^2)d1^194d2^129 + (3 + 4a + 3a^2)d1^195d2^129 + (0 + 0a + 3a^2)d1^196d2^129 + (2 + 3a + 0a^2)d1^197d2^129 + (2 + 0a + 2a^2)d1^198d2^129 + (3 + 0a + 1a^2)d1^199d2^129 + (0 + 0a + 3a^2)d1^200d2^129 + (1 + 1a + 3a^2)d1^201d2^129 + (0 + 0a + 1a^2)d1^202d2^129 + (4 + 1a + 4a^2)d1^203d2^129 + (1 + 4a + 4a^2)d1^204d2^129 + (4 + 4a + 1a^2)d1^205d2^129 + (3 + 3a + 3a^2)d1^206d2^129 + (3 + 0a + 4a^2)d1^207d2^129 + (3 + 2a + 3a^2)d1^208d2^129 + (4 + 1a + 0a^2)d1^209d2^129 + (2 + 3a + 1a^2)d1^210d2^129 + (3 + 2a + 3a^2)d1^211d2^129 + (2 + 1a + 0a^2)d1^212d2^129 + (4 + 0a + 4a^2)d1^213d2^129 + (2 + 1a + 0a^2)d1^214d2^129 + (3 + 3a + 4a^2)d1^215d2^129 + (1 + 2a + 1a^2)d1^216d2^129 + (3 + 1a + 0a^2)d1^217d2^129 + (4 + 0a + 1a^2)d1^218d2^129 + (1 + 2a + 1a^2)d1^219d2^129 + (2 + 0a + 3a^2)d1^220d2^129 + (0 + 4a + 1a^2)d1^221d2^129 + (0 + 4a + 0a^2)d1^222d2^129 + (1 + 3a + 3a^2)d1^224d2^129 + (1 + 3a + 3a^2)d1^225d2^129 + (1 + 2a + 0a^2)d1^226d2^129 + (1 + 1a + 4a^2)d1^227d2^129 + (4 + 0a + 1a^2)d1^228d2^129 + (4 + 3a + 2a^2)d1^229d2^129 + (3 + 1a + 4a^2)d1^230d2^129 + (1 + 1a + 1a^2)d1^231d2^129 + (0 + 1a + 1a^2)d1^232d2^129 + (0 + 1a + 4a^2)d1^233d2^129 + (2 + 4a + 1a^2)d1^234d2^129 + (0 + 4a + 3a^2)d1^235d2^129 + (4 + 0a + 4a^2)d1^236d2^129 + (4 + 3a + 0a^2)d1^237d2^129 + (3 + 2a + 1a^2)d1^238d2^129 + (3 + 3a + 4a^2)d1^239d2^129 + (1 + 3a + 0a^2)d1^240d2^129 + (0 + 1a + 1a^2)d1^241d2^129 + (0 + 4a + 4a^2)d1^242d2^129 + (2 + 0a + 3a^2)d1^243d2^129 + (0 + 3a + 4a^2)d1^244d2^129 + (3 + 1a + 0a^2)d1^245d2^129 + (3 + 0a + 4a^2)d1^246d2^129 + (3 + 3a + 2a^2)d1^247d2^129 + (0 + 2a + 3a^2)d1^248d2^129 + (3 + 0a + 0a^2)d1^249d2^129 + (1 + 0a + 1a^2)d1^250d2^129 + (4 + 1a + 1a^2)d1^251d2^129 + (4 + 2a + 1a^2)d1^252d2^129 + (0 + 3a + 1a^2)d1^253d2^129 + (0 + 4a + 2a^2)d1^254d2^129 + (0 + 0a + 1a^2)d1^255d2^129 + (4 + 4a + 2a^2)d1^256d2^129 + (1 + 2a + 1a^2)d1^257d2^129 + (2 + 1a + 1a^2)d1^258d2^129 + (3 + 1a + 2a^2)d1^259d2^129 + (3 + 1a + 0a^2)d1^260d2^129 + (0 + 3a + 0a^2)d1^261d2^129 + (0 + 3a + 4a^2)d1^262d2^129 + (2 + 3a + 0a^2)d1^263d2^129 + (0 + 3a + 1a^2)d1^264d2^129 + (4 + 0a + 4a^2)d1^265d2^129 + (0 + 2a + 1a^2)d1^266d2^129 + (1 + 3a + 0a^2)d1^267d2^129 + (2 + 3a + 3a^2)d1^268d2^129 + (0 + 0a + 3a^2)d1^269d2^129 + (2 + 4a + 1a^2)d1^270d2^129 + (1 + 0a + 3a^2)d1^271d2^129 + (1 + 3a + 1a^2)d1^272d2^129 + (0 + 4a + 2a^2)d1^273d2^129 + (4 + 1a + 3a^2)d1^274d2^129 + (4 + 4a + 2a^2)d1^275d2^129 + (1 + 2a + 2a^2)d1^276d2^129 + (3 + 2a + 3a^2)d1^277d2^129 + (1 + 4a + 2a^2)d1^278d2^129 + (2 + 4a + 2a^2)d1^279d2^129 + (0 + 2a + 3a^2)d1^281d2^129 + (3 + 0a + 4a^2)d1^282d2^129 + (0 + 0a + 2a^2)d1^283d2^129 + (1 + 4a + 1a^2)d1^284d2^129 + (4 + 1a + 3a^2)d1^285d2^129 + (0 + 2a + 2a^2)d1^286d2^129 + (2 + 0a + 2a^2)d1^287d2^129 + (4 + 2a + 1a^2)d1^288d2^129 + (1 + 0a + 1a^2)d1^289d2^129 + (0 + 2a + 0a^2)d1^290d2^129 + (3 + 0a + 4a^2)d1^291d2^129 + (1 + 2a + 3a^2)d1^292d2^129 + (3 + 2a + 0a^2)d1^293d2^129 + (1 + 1a + 2a^2)d2^130 + (2 + 1a + 0a^2)d1^1d2^130 + (2 + 4a + 0a^2)d1^2d2^130 + (4 + 2a + 1a^2)d1^3d2^130 + (1 + 2a + 0a^2)d1^4d2^130 + (2 + 1a + 3a^2)d1^5d2^130 + (1 + 0a + 3a^2)d1^6d2^130 + (4 + 1a + 4a^2)d1^7d2^130 + (3 + 0a + 2a^2)d1^8d2^130 + (4 + 3a + 3a^2)d1^9d2^130 + (0 + 3a + 4a^2)d1^10d2^130 + (3 + 3a + 2a^2)d1^11d2^130 + (1 + 4a + 0a^2)d1^12d2^130 + (2 + 0a + 1a^2)d1^13d2^130 + (0 + 3a + 1a^2)d1^14d2^130 + (3 + 3a + 0a^2)d1^15d2^130 + (0 + 0a + 4a^2)d1^16d2^130 + (2 + 2a + 2a^2)d1^17d2^130 + (0 + 3a + 3a^2)d1^18d2^130 + (2 + 4a + 4a^2)d1^19d2^130 + (2 + 4a + 4a^2)d1^20d2^130 + (4 + 1a + 4a^2)d1^21d2^130 + (2 + 2a + 1a^2)d1^22d2^130 + (3 + 2a + 3a^2)d1^23d2^130 + (1 + 0a + 1a^2)d1^24d2^130 + (3 + 1a + 2a^2)d1^25d2^130 + (0 + 3a + 0a^2)d1^26d2^130 + (0 + 3a + 4a^2)d1^27d2^130 + (1 + 4a + 0a^2)d1^28d2^130 + (2 + 4a + 1a^2)d1^29d2^130 + (3 + 3a + 0a^2)d1^30d2^130 + (0 + 3a + 2a^2)d1^31d2^130 + (4 + 1a + 4a^2)d1^32d2^130 + (1 + 4a + 3a^2)d1^33d2^130 + (3 + 1a + 3a^2)d1^34d2^130 + (0 + 0a + 3a^2)d1^35d2^130 + (0 + 0a + 4a^2)d1^36d2^130 + (4 + 4a + 4a^2)d1^37d2^130 + (1 + 1a + 1a^2)d1^38d2^130 + (1 + 4a + 4a^2)d1^39d2^130 + (3 + 3a + 1a^2)d1^40d2^130 + (2 + 3a + 1a^2)d1^41d2^130 + (4 + 1a + 3a^2)d1^42d2^130 + (1 + 4a + 4a^2)d1^43d2^130 + (1 + 0a + 4a^2)d1^44d2^130 + (3 + 3a + 3a^2)d1^45d2^130 + (4 + 2a + 2a^2)d1^46d2^130 + (2 + 3a + 1a^2)d1^47d2^130 + (3 + 3a + 3a^2)d1^48d2^130 + (0 + 3a + 3a^2)d1^49d2^130 + (2 + 2a + 2a^2)d1^50d2^130 + (0 + 4a + 4a^2)d1^51d2^130 + (4 + 0a + 1a^2)d1^52d2^130 + (0 + 1a + 2a^2)d1^53d2^130 + (4 + 2a + 1a^2)d1^54d2^130 + (3 + 4a + 2a^2)d1^55d2^130 + (0 + 3a + 2a^2)d1^56d2^130 + (1 + 3a + 4a^2)d1^57d2^130 + (1 + 1a + 2a^2)d1^58d2^130 + (2 + 1a + 0a^2)d1^59d2^130 + (2 + 3a + 4a^2)d1^60d2^130 + (0 + 2a + 2a^2)d1^61d2^130 + (3 + 1a + 0a^2)d1^62d2^130 + (3 + 1a + 3a^2)d1^63d2^130 + (0 + 2a + 3a^2)d1^64d2^130 + (1 + 3a + 2a^2)d1^65d2^130 + (3 + 0a + 0a^2)d1^66d2^130 + (4 + 1a + 1a^2)d1^67d2^130 + (0 + 1a + 4a^2)d1^68d2^130 + (0 + 3a + 4a^2)d1^69d2^130 + (1 + 4a + 4a^2)d1^70d2^130 + (4 + 3a + 0a^2)d1^71d2^130 + (0 + 0a + 2a^2)d1^72d2^130 + (2 + 2a + 1a^2)d1^73d2^130 + (0 + 1a + 0a^2)d1^74d2^130 + (3 + 3a + 3a^2)d1^75d2^130 + (0 + 0a + 2a^2)d1^76d2^130 + (2 + 2a + 0a^2)d1^77d2^130 + (4 + 1a + 4a^2)d1^78d2^130 + (1 + 4a + 1a^2)d1^79d2^130 + (1 + 3a + 2a^2)d1^80d2^130 + (3 + 4a + 0a^2)d1^81d2^130 + (0 + 0a + 3a^2)d1^82d2^130 + (1 + 3a + 1a^2)d1^83d2^130 + (3 + 3a + 1a^2)d1^84d2^130 + (3 + 0a + 0a^2)d1^85d2^130 + (2 + 4a + 2a^2)d1^86d2^130 + (0 + 2a + 2a^2)d1^87d2^130 + (4 + 1a + 3a^2)d1^88d2^130 + (0 + 0a + 1a^2)d1^89d2^130 + (2 + 0a + 4a^2)d1^90d2^130 + (4 + 0a + 0a^2)d1^91d2^130 + (3 + 4a + 1a^2)d1^92d2^130 + (3 + 3a + 2a^2)d1^93d2^130 + (3 + 4a + 0a^2)d1^94d2^130 + (3 + 3a + 3a^2)d1^95d2^130 + (4 + 2a + 2a^2)d1^96d2^130 + (0 + 1a + 1a^2)d1^97d2^130 + (0 + 2a + 0a^2)d1^98d2^130 + (1 + 0a + 3a^2)d1^99d2^130 + (0 + 4a + 3a^2)d1^100d2^130 + (4 + 3a + 2a^2)d1^101d2^130 + (2 + 0a + 0a^2)d1^102d2^130 + (2 + 2a + 1a^2)d1^103d2^130 + (0 + 1a + 0a^2)d1^104d2^130 + (2 + 3a + 3a^2)d1^105d2^130 + (1 + 3a + 4a^2)d1^106d2^130 + (3 + 3a + 1a^2)d1^107d2^130 + (3 + 4a + 1a^2)d1^108d2^130 + (1 + 2a + 2a^2)d1^109d2^130 + (2 + 2a + 4a^2)d1^110d2^130 + (1 + 3a + 2a^2)d1^111d2^130 + (0 + 4a + 4a^2)d1^112d2^130 + (1 + 0a + 3a^2)d1^113d2^130 + (3 + 2a + 3a^2)d1^114d2^130 + (3 + 3a + 4a^2)d1^115d2^130 + (4 + 4a + 4a^2)d1^116d2^130 + (0 + 3a + 1a^2)d1^117d2^130 + (2 + 4a + 2a^2)d1^118d2^130 + (2 + 4a + 1a^2)d1^119d2^130 + (3 + 1a + 4a^2)d1^120d2^130 + (3 + 1a + 3a^2)d1^121d2^130 + (3 + 4a + 2a^2)d1^122d2^130 + (1 + 3a + 4a^2)d1^123d2^130 + (1 + 4a + 0a^2)d1^124d2^130 + (1 + 4a + 4a^2)d1^125d2^130 + (1 + 4a + 4a^2)d1^126d2^130 + (3 + 3a + 3a^2)d1^127d2^130 + (1 + 0a + 3a^2)d1^128d2^130 + (4 + 3a + 0a^2)d1^129d2^130 + (3 + 2a + 1a^2)d1^130d2^130 + (1 + 4a + 3a^2)d1^131d2^130 + (3 + 3a + 3a^2)d1^132d2^130 + (0 + 4a + 3a^2)d1^133d2^130 + (1 + 2a + 3a^2)d1^134d2^130 + (0 + 2a + 4a^2)d1^135d2^130 + (4 + 3a + 2a^2)d1^136d2^130 + (1 + 0a + 3a^2)d1^137d2^130 + (4 + 1a + 0a^2)d1^138d2^130 + (3 + 1a + 4a^2)d1^139d2^130 + (0 + 0a + 3a^2)d1^140d2^130 + (3 + 0a + 3a^2)d1^141d2^130 + (2 + 0a + 3a^2)d1^142d2^130 + (1 + 2a + 0a^2)d1^143d2^130 + (0 + 2a + 1a^2)d1^144d2^130 + (1 + 0a + 1a^2)d1^145d2^130 + (1 + 3a + 0a^2)d1^146d2^130 + (2 + 0a + 0a^2)d1^147d2^130 + (4 + 0a + 1a^2)d1^148d2^130 + (0 + 4a + 2a^2)d1^149d2^130 + (3 + 3a + 1a^2)d1^150d2^130 + (0 + 0a + 1a^2)d1^151d2^130 + (2 + 3a + 4a^2)d1^152d2^130 + (0 + 3a + 3a^2)d1^153d2^130 + (4 + 1a + 2a^2)d1^154d2^130 + (2 + 1a + 1a^2)d1^155d2^130 + (3 + 0a + 0a^2)d1^156d2^130 + (2 + 0a + 4a^2)d1^157d2^130 + (4 + 4a + 1a^2)d1^158d2^130 + (2 + 0a + 0a^2)d1^159d2^130 + (3 + 4a + 4a^2)d1^160d2^130 + (2 + 3a + 0a^2)d1^161d2^130 + (3 + 2a + 4a^2)d1^162d2^130 + (4 + 4a + 4a^2)d1^163d2^130 + (3 + 0a + 2a^2)d1^164d2^130 + (0 + 4a + 3a^2)d1^165d2^130 + (1 + 1a + 4a^2)d1^166d2^130 + (1 + 3a + 0a^2)d1^167d2^130 + (1 + 1a + 1a^2)d1^168d2^130 + (1 + 0a + 3a^2)d1^169d2^130 + (4 + 1a + 0a^2)d1^170d2^130 + (3 + 1a + 2a^2)d1^171d2^130 + (4 + 1a + 3a^2)d1^172d2^130 + (1 + 3a + 3a^2)d1^173d2^130 + (1 + 0a + 3a^2)d1^174d2^130 + (1 + 3a + 4a^2)d1^175d2^130 + (2 + 2a + 4a^2)d1^176d2^130 + (3 + 4a + 2a^2)d1^177d2^130 + (1 + 1a + 2a^2)d1^178d2^130 + (0 + 2a + 4a^2)d1^179d2^130 + (2 + 2a + 0a^2)d1^180d2^130 + (3 + 3a + 0a^2)d1^181d2^130 + (4 + 4a + 0a^2)d1^182d2^130 + (4 + 2a + 2a^2)d1^183d2^130 + (3 + 1a + 2a^2)d1^184d2^130 + (0 + 4a + 0a^2)d1^185d2^130 + (0 + 2a + 4a^2)d1^186d2^130 + (2 + 0a + 3a^2)d1^187d2^130 + (0 + 3a + 2a^2)d1^188d2^130 + (4 + 3a + 0a^2)d1^189d2^130 + (2 + 2a + 2a^2)d1^190d2^130 + (2 + 1a + 2a^2)d1^191d2^130 + (2 + 4a + 3a^2)d1^192d2^130 + (0 + 4a + 4a^2)d1^193d2^130 + (2 + 0a + 1a^2)d1^194d2^130 + (1 + 1a + 0a^2)d1^195d2^130 + (4 + 1a + 1a^2)d1^196d2^130 + (1 + 1a + 0a^2)d1^197d2^130 + (2 + 4a + 0a^2)d1^198d2^130 + (4 + 4a + 3a^2)d1^199d2^130 + (4 + 1a + 0a^2)d1^200d2^130 + (0 + 1a + 2a^2)d1^201d2^130 + (0 + 3a + 3a^2)d1^202d2^130 + (1 + 3a + 0a^2)d1^203d2^130 + (1 + 1a + 4a^2)d1^204d2^130 + (3 + 2a + 2a^2)d1^205d2^130 + (1 + 2a + 0a^2)d1^207d2^130 + (2 + 1a + 3a^2)d1^208d2^130 + (1 + 4a + 3a^2)d1^209d2^130 + (1 + 4a + 3a^2)d1^210d2^130 + (4 + 1a + 3a^2)d1^211d2^130 + (4 + 0a + 0a^2)d1^212d2^130 + (3 + 2a + 2a^2)d1^213d2^130 + (0 + 1a + 4a^2)d1^214d2^130 + (4 + 3a + 0a^2)d1^215d2^130 + (2 + 4a + 0a^2)d1^216d2^130 + (1 + 3a + 1a^2)d1^217d2^130 + (1 + 4a + 2a^2)d1^218d2^130 + (2 + 0a + 1a^2)d1^219d2^130 + (3 + 2a + 3a^2)d1^220d2^130 + (2 + 1a + 3a^2)d1^221d2^130 + (4 + 3a + 2a^2)d1^222d2^130 + (3 + 3a + 4a^2)d1^223d2^130 + (0 + 1a + 4a^2)d1^224d2^130 + (4 + 2a + 4a^2)d1^225d2^130 + (1 + 4a + 4a^2)d1^226d2^130 + (1 + 3a + 3a^2)d1^227d2^130 + (0 + 2a + 4a^2)d1^228d2^130 + (2 + 1a + 0a^2)d1^229d2^130 + (1 + 0a + 3a^2)d1^230d2^130 + (2 + 2a + 4a^2)d1^231d2^130 + (4 + 2a + 0a^2)d1^232d2^130 + (4 + 0a + 4a^2)d1^233d2^130 + (2 + 4a + 0a^2)d1^234d2^130 + (2 + 1a + 4a^2)d1^235d2^130 + (4 + 4a + 0a^2)d1^236d2^130 + (3 + 2a + 4a^2)d1^237d2^130 + (1 + 2a + 1a^2)d1^238d2^130 + (3 + 0a + 3a^2)d1^239d2^130 + (4 + 3a + 0a^2)d1^240d2^130 + (2 + 3a + 0a^2)d1^241d2^130 + (2 + 3a + 0a^2)d1^242d2^130 + (4 + 1a + 4a^2)d1^243d2^130 + (1 + 2a + 1a^2)d1^244d2^130 + (2 + 4a + 2a^2)d1^245d2^130 + (3 + 0a + 1a^2)d1^246d2^130 + (0 + 2a + 4a^2)d1^247d2^130 + (4 + 4a + 3a^2)d1^248d2^130 + (0 + 4a + 2a^2)d1^249d2^130 + (2 + 4a + 1a^2)d1^250d2^130 + (0 + 3a + 1a^2)d1^251d2^130 + (2 + 4a + 4a^2)d1^252d2^130 + (2 + 3a + 3a^2)d1^253d2^130 + (4 + 3a + 4a^2)d1^254d2^130 + (3 + 0a + 1a^2)d1^255d2^130 + (0 + 3a + 4a^2)d1^256d2^130 + (3 + 0a + 4a^2)d1^257d2^130 + (3 + 3a + 3a^2)d1^258d2^130 + (2 + 4a + 0a^2)d1^259d2^130 + (4 + 3a + 1a^2)d1^260d2^130 + (2 + 3a + 1a^2)d1^261d2^130 + (0 + 2a + 3a^2)d1^262d2^130 + (2 + 1a + 3a^2)d1^263d2^130 + (4 + 2a + 4a^2)d1^264d2^130 + (2 + 3a + 0a^2)d1^265d2^130 + (4 + 1a + 1a^2)d1^266d2^130 + (3 + 4a + 3a^2)d1^267d2^130 + (0 + 1a + 1a^2)d1^268d2^130 + (0 + 2a + 1a^2)d1^269d2^130 + (0 + 1a + 0a^2)d1^270d2^130 + (3 + 1a + 4a^2)d1^271d2^130 + (0 + 3a + 1a^2)d1^272d2^130 + (4 + 2a + 1a^2)d1^273d2^130 + (3 + 0a + 1a^2)d1^274d2^130 + (0 + 4a + 1a^2)d1^275d2^130 + (2 + 2a + 2a^2)d1^276d2^130 + (3 + 0a + 2a^2)d1^277d2^130 + (4 + 1a + 1a^2)d1^278d2^130 + (4 + 2a + 4a^2)d1^279d2^130 + (0 + 0a + 1a^2)d1^280d2^130 + (2 + 4a + 2a^2)d1^281d2^130 + (3 + 0a + 0a^2)d1^282d2^130 + (4 + 4a + 3a^2)d1^283d2^130 + (1 + 2a + 0a^2)d1^284d2^130 + (1 + 2a + 1a^2)d1^285d2^130 + (0 + 4a + 1a^2)d1^286d2^130 + (0 + 0a + 1a^2)d1^287d2^130 + (3 + 1a + 2a^2)d1^288d2^130 + (3 + 3a + 2a^2)d1^289d2^130 + (1 + 0a + 1a^2)d1^290d2^130 + (2 + 0a + 4a^2)d1^291d2^130 + (2 + 1a + 4a^2)d1^292d2^130 + (0 + 2a + 1a^2)d1^293d2^130 + (3 + 3a + 1a^2)d2^131 + (0 + 1a + 0a^2)d1^1d2^131 + (4 + 3a + 1a^2)d1^2d2^131 + (1 + 4a + 3a^2)d1^3d2^131 + (4 + 0a + 4a^2)d1^4d2^131 + (2 + 4a + 4a^2)d1^5d2^131 + (2 + 2a + 0a^2)d1^6d2^131 + (3 + 3a + 4a^2)d1^7d2^131 + (1 + 3a + 3a^2)d1^8d2^131 + (0 + 3a + 4a^2)d1^9d2^131 + (2 + 4a + 4a^2)d1^10d2^131 + (1 + 3a + 4a^2)d1^11d2^131 + (1 + 0a + 3a^2)d1^12d2^131 + (3 + 3a + 4a^2)d1^13d2^131 + (0 + 0a + 2a^2)d1^14d2^131 + (1 + 2a + 3a^2)d1^15d2^131 + (0 + 4a + 3a^2)d1^16d2^131 + (2 + 3a + 0a^2)d1^17d2^131 + (4 + 4a + 0a^2)d1^18d2^131 + (0 + 4a + 3a^2)d1^19d2^131 + (2 + 3a + 2a^2)d1^20d2^131 + (4 + 4a + 1a^2)d1^21d2^131 + (0 + 4a + 0a^2)d1^22d2^131 + (2 + 3a + 4a^2)d1^24d2^131 + (3 + 0a + 4a^2)d1^25d2^131 + (4 + 2a + 1a^2)d1^26d2^131 + (3 + 1a + 0a^2)d1^27d2^131 + (4 + 3a + 0a^2)d1^28d2^131 + (0 + 2a + 3a^2)d1^29d2^131 + (3 + 1a + 2a^2)d1^30d2^131 + (3 + 3a + 4a^2)d1^31d2^131 + (3 + 1a + 0a^2)d1^32d2^131 + (4 + 4a + 2a^2)d1^33d2^131 + (4 + 4a + 0a^2)d1^34d2^131 + (1 + 3a + 1a^2)d1^35d2^131 + (0 + 0a + 4a^2)d1^36d2^131 + (1 + 0a + 3a^2)d1^37d2^131 + (2 + 0a + 0a^2)d1^38d2^131 + (1 + 1a + 0a^2)d1^39d2^131 + (2 + 4a + 1a^2)d1^40d2^131 + (2 + 1a + 0a^2)d1^41d2^131 + (3 + 3a + 1a^2)d1^42d2^131 + (2 + 4a + 4a^2)d1^43d2^131 + (3 + 1a + 3a^2)d1^44d2^131 + (0 + 2a + 4a^2)d1^45d2^131 + (3 + 1a + 4a^2)d1^46d2^131 + (3 + 3a + 4a^2)d1^47d2^131 + (1 + 2a + 2a^2)d1^48d2^131 + (4 + 0a + 3a^2)d1^49d2^131 + (3 + 3a + 4a^2)d1^50d2^131 + (2 + 4a + 0a^2)d1^51d2^131 + (2 + 0a + 4a^2)d1^52d2^131 + (3 + 3a + 0a^2)d1^53d2^131 + (1 + 0a + 1a^2)d1^54d2^131 + (0 + 2a + 1a^2)d1^55d2^131 + (4 + 1a + 0a^2)d1^56d2^131 + (1 + 2a + 2a^2)d1^57d2^131 + (3 + 4a + 1a^2)d1^58d2^131 + (3 + 4a + 4a^2)d1^59d2^131 + (2 + 0a + 3a^2)d1^60d2^131 + (0 + 3a + 4a^2)d1^61d2^131 + (2 + 2a + 3a^2)d1^62d2^131 + (3 + 2a + 3a^2)d1^63d2^131 + (0 + 4a + 0a^2)d1^64d2^131 + (2 + 0a + 2a^2)d1^65d2^131 + (3 + 3a + 2a^2)d1^66d2^131 + (1 + 1a + 3a^2)d1^67d2^131 + (4 + 1a + 2a^2)d1^68d2^131 + (4 + 3a + 1a^2)d1^69d2^131 + (3 + 2a + 2a^2)d1^70d2^131 + (4 + 3a + 2a^2)d1^71d2^131 + (1 + 4a + 1a^2)d1^72d2^131 + (4 + 1a + 4a^2)d1^73d2^131 + (1 + 4a + 0a^2)d1^74d2^131 + (0 + 2a + 3a^2)d1^75d2^131 + (4 + 0a + 4a^2)d1^76d2^131 + (0 + 1a + 2a^2)d1^77d2^131 + (0 + 3a + 4a^2)d1^78d2^131 + (1 + 4a + 1a^2)d1^79d2^131 + (1 + 0a + 2a^2)d1^80d2^131 + (4 + 0a + 4a^2)d1^81d2^131 + (4 + 0a + 1a^2)d1^82d2^131 + (4 + 2a + 0a^2)d1^83d2^131 + (3 + 1a + 0a^2)d1^84d2^131 + (1 + 1a + 2a^2)d1^85d2^131 + (2 + 1a + 0a^2)d1^86d2^131 + (2 + 0a + 4a^2)d1^87d2^131 + (4 + 0a + 3a^2)d1^88d2^131 + (4 + 3a + 3a^2)d1^89d2^131 + (1 + 4a + 3a^2)d1^90d2^131 + (0 + 4a + 4a^2)d1^91d2^131 + (4 + 1a + 3a^2)d1^92d2^131 + (1 + 4a + 1a^2)d1^93d2^131 + (2 + 2a + 0a^2)d1^94d2^131 + (2 + 4a + 3a^2)d1^95d2^131 + (0 + 0a + 3a^2)d1^96d2^131 + (0 + 4a + 0a^2)d1^97d2^131 + (2 + 0a + 4a^2)d1^98d2^131 + (4 + 2a + 2a^2)d1^99d2^131 + (4 + 3a + 3a^2)d1^100d2^131 + (4 + 4a + 2a^2)d1^101d2^131 + (2 + 2a + 0a^2)d1^102d2^131 + (4 + 4a + 4a^2)d1^103d2^131 + (2 + 0a + 1a^2)d1^104d2^131 + (2 + 3a + 2a^2)d1^105d2^131 + (4 + 1a + 0a^2)d1^106d2^131 + (0 + 2a + 1a^2)d1^107d2^131 + (3 + 0a + 4a^2)d1^108d2^131 + (4 + 2a + 0a^2)d1^109d2^131 + (0 + 4a + 3a^2)d1^110d2^131 + (2 + 0a + 0a^2)d1^111d2^131 + (0 + 2a + 1a^2)d1^112d2^131 + (0 + 1a + 4a^2)d1^113d2^131 + (0 + 2a + 4a^2)d1^114d2^131 + (4 + 0a + 1a^2)d1^115d2^131 + (4 + 1a + 4a^2)d1^116d2^131 + (3 + 0a + 4a^2)d1^117d2^131 + (3 + 0a + 4a^2)d1^118d2^131 + (0 + 0a + 4a^2)d1^119d2^131 + (4 + 2a + 4a^2)d1^120d2^131 + (3 + 1a + 3a^2)d1^121d2^131 + (1 + 2a + 4a^2)d1^122d2^131 + (2 + 3a + 0a^2)d1^123d2^131 + (0 + 0a + 3a^2)d1^124d2^131 + (3 + 1a + 3a^2)d1^125d2^131 + (0 + 1a + 2a^2)d1^126d2^131 + (0 + 4a + 1a^2)d1^127d2^131 + (2 + 0a + 2a^2)d1^128d2^131 + (0 + 4a + 3a^2)d1^129d2^131 + (2 + 4a + 0a^2)d1^130d2^131 + (4 + 2a + 2a^2)d1^131d2^131 + (4 + 4a + 1a^2)d1^132d2^131 + (1 + 4a + 4a^2)d1^133d2^131 + (3 + 4a + 0a^2)d1^134d2^131 + (4 + 4a + 1a^2)d1^135d2^131 + (4 + 2a + 2a^2)d1^136d2^131 + (1 + 0a + 0a^2)d1^137d2^131 + (1 + 2a + 1a^2)d1^138d2^131 + (3 + 0a + 4a^2)d1^139d2^131 + (0 + 1a + 4a^2)d1^140d2^131 + (0 + 4a + 0a^2)d1^141d2^131 + (2 + 1a + 3a^2)d1^142d2^131 + (4 + 4a + 3a^2)d1^143d2^131 + (4 + 3a + 3a^2)d1^144d2^131 + (3 + 3a + 3a^2)d1^145d2^131 + (1 + 3a + 3a^2)d1^146d2^131 + (3 + 3a + 1a^2)d1^147d2^131 + (1 + 3a + 2a^2)d1^148d2^131 + (0 + 4a + 1a^2)d1^149d2^131 + (3 + 3a + 1a^2)d1^150d2^131 + (1 + 2a + 3a^2)d1^151d2^131 + (0 + 3a + 0a^2)d1^152d2^131 + (1 + 3a + 1a^2)d1^153d2^131 + (0 + 3a + 0a^2)d1^154d2^131 + (4 + 0a + 0a^2)d1^155d2^131 + (3 + 3a + 3a^2)d1^156d2^131 + (4 + 2a + 1a^2)d1^157d2^131 + (1 + 3a + 2a^2)d1^158d2^131 + (0 + 0a + 3a^2)d1^159d2^131 + (3 + 2a + 0a^2)d1^160d2^131 + (4 + 0a + 2a^2)d1^161d2^131 + (4 + 0a + 4a^2)d1^162d2^131 + (0 + 3a + 2a^2)d1^163d2^131 + (1 + 4a + 0a^2)d1^164d2^131 + (1 + 3a + 1a^2)d1^165d2^131 + (2 + 2a + 2a^2)d1^166d2^131 + (3 + 3a + 3a^2)d1^167d2^131 + (4 + 4a + 1a^2)d1^168d2^131 + (2 + 1a + 2a^2)d1^169d2^131 + (3 + 4a + 2a^2)d1^170d2^131 + (0 + 4a + 3a^2)d1^171d2^131 + (2 + 3a + 2a^2)d1^172d2^131 + (3 + 0a + 0a^2)d1^173d2^131 + (3 + 1a + 0a^2)d1^174d2^131 + (3 + 2a + 2a^2)d1^175d2^131 + (3 + 3a + 1a^2)d1^176d2^131 + (4 + 2a + 4a^2)d1^177d2^131 + (2 + 4a + 1a^2)d1^178d2^131 + (4 + 3a + 2a^2)d1^179d2^131 + (3 + 1a + 2a^2)d1^180d2^131 + (4 + 4a + 4a^2)d1^181d2^131 + (1 + 4a + 0a^2)d1^182d2^131 + (0 + 2a + 1a^2)d1^183d2^131 + (1 + 3a + 3a^2)d1^184d2^131 + (4 + 3a + 1a^2)d1^185d2^131 + (3 + 0a + 1a^2)d1^186d2^131 + (4 + 0a + 1a^2)d1^187d2^131 + (2 + 1a + 0a^2)d1^188d2^131 + (2 + 3a + 1a^2)d1^189d2^131 + (2 + 0a + 2a^2)d1^190d2^131 + (0 + 4a + 1a^2)d1^191d2^131 + (0 + 0a + 3a^2)d1^192d2^131 + (4 + 3a + 3a^2)d1^193d2^131 + (0 + 4a + 1a^2)d1^194d2^131 + (2 + 2a + 1a^2)d1^195d2^131 + (3 + 4a + 1a^2)d1^196d2^131 + (2 + 1a + 4a^2)d1^197d2^131 + (4 + 4a + 4a^2)d1^198d2^131 + (0 + 3a + 4a^2)d1^199d2^131 + (3 + 1a + 2a^2)d1^200d2^131 + (3 + 3a + 1a^2)d1^201d2^131 + (4 + 0a + 4a^2)d1^202d2^131 + (1 + 0a + 2a^2)d1^203d2^131 + (2 + 3a + 0a^2)d1^204d2^131 + (2 + 3a + 4a^2)d1^205d2^131 + (0 + 2a + 0a^2)d1^206d2^131 + (2 + 0a + 2a^2)d1^207d2^131 + (1 + 1a + 4a^2)d1^208d2^131 + (2 + 2a + 0a^2)d1^209d2^131 + (0 + 2a + 3a^2)d1^210d2^131 + (0 + 2a + 1a^2)d1^211d2^131 + (4 + 0a + 3a^2)d1^212d2^131 + (1 + 4a + 0a^2)d1^213d2^131 + (3 + 1a + 4a^2)d1^214d2^131 + (2 + 2a + 2a^2)d1^215d2^131 + (4 + 4a + 2a^2)d1^216d2^131 + (3 + 4a + 0a^2)d1^217d2^131 + (1 + 4a + 1a^2)d1^218d2^131 + (0 + 3a + 1a^2)d1^219d2^131 + (4 + 1a + 1a^2)d1^220d2^131 + (3 + 4a + 3a^2)d1^221d2^131 + (1 + 2a + 3a^2)d1^222d2^131 + (1 + 1a + 4a^2)d1^223d2^131 + (1 + 0a + 0a^2)d1^224d2^131 + (0 + 4a + 0a^2)d1^225d2^131 + (0 + 2a + 1a^2)d1^226d2^131 + (3 + 0a + 2a^2)d1^227d2^131 + (2 + 0a + 4a^2)d1^228d2^131 + (4 + 4a + 1a^2)d1^229d2^131 + (1 + 4a + 4a^2)d1^230d2^131 + (0 + 1a + 0a^2)d1^231d2^131 + (2 + 3a + 1a^2)d1^232d2^131 + (4 + 1a + 3a^2)d1^233d2^131 + (3 + 4a + 4a^2)d1^234d2^131 + (1 + 0a + 1a^2)d1^235d2^131 + (4 + 0a + 2a^2)d1^236d2^131 + (4 + 2a + 0a^2)d1^237d2^131 + (1 + 0a + 3a^2)d1^238d2^131 + (3 + 0a + 4a^2)d1^239d2^131 + (4 + 2a + 3a^2)d1^240d2^131 + (3 + 2a + 1a^2)d1^241d2^131 + (3 + 2a + 2a^2)d1^242d2^131 + (2 + 3a + 1a^2)d1^243d2^131 + (4 + 0a + 1a^2)d1^244d2^131 + (2 + 4a + 0a^2)d1^245d2^131 + (2 + 1a + 0a^2)d1^246d2^131 + (4 + 4a + 1a^2)d1^247d2^131 + (0 + 2a + 4a^2)d1^248d2^131 + (3 + 2a + 0a^2)d1^249d2^131 + (1 + 1a + 2a^2)d1^250d2^131 + (3 + 4a + 3a^2)d1^251d2^131 + (3 + 2a + 4a^2)d1^252d2^131 + (4 + 1a + 2a^2)d1^253d2^131 + (2 + 0a + 1a^2)d1^254d2^131 + (1 + 2a + 1a^2)d1^255d2^131 + (1 + 1a + 1a^2)d1^256d2^131 + (2 + 0a + 3a^2)d1^257d2^131 + (0 + 3a + 4a^2)d1^258d2^131 + (0 + 4a + 2a^2)d1^259d2^131 + (4 + 2a + 4a^2)d1^260d2^131 + (1 + 2a + 1a^2)d1^261d2^131 + (4 + 4a + 2a^2)d1^262d2^131 + (1 + 2a + 2a^2)d1^263d2^131 + (1 + 0a + 3a^2)d1^264d2^131 + (0 + 3a + 3a^2)d1^265d2^131 + (3 + 2a + 0a^2)d1^266d2^131 + (3 + 4a + 4a^2)d1^267d2^131 + (1 + 1a + 0a^2)d1^268d2^131 + (4 + 1a + 2a^2)d1^269d2^131 + (2 + 2a + 0a^2)d1^270d2^131 + (4 + 4a + 2a^2)d1^271d2^131 + (2 + 1a + 0a^2)d1^272d2^131 + (2 + 4a + 2a^2)d1^273d2^131 + (3 + 0a + 0a^2)d1^274d2^131 + (3 + 0a + 2a^2)d1^275d2^131 + (0 + 3a + 4a^2)d1^276d2^131 + (4 + 4a + 2a^2)d1^277d2^131 + (3 + 3a + 0a^2)d1^278d2^131 + (3 + 2a + 2a^2)d1^279d2^131 + (0 + 3a + 2a^2)d1^280d2^131 + (3 + 1a + 4a^2)d1^281d2^131 + (2 + 0a + 3a^2)d1^282d2^131 + (2 + 2a + 1a^2)d1^283d2^131 + (1 + 1a + 2a^2)d1^284d2^131 + (2 + 4a + 2a^2)d1^285d2^131 + (2 + 1a + 4a^2)d1^286d2^131 + (2 + 1a + 3a^2)d1^287d2^131 + (3 + 2a + 2a^2)d1^288d2^131 + (3 + 3a + 3a^2)d1^289d2^131 + (1 + 3a + 0a^2)d1^290d2^131 + (2 + 4a + 1a^2)d1^291d2^131 + (2 + 0a + 1a^2)d1^292d2^131 + (0 + 4a + 1a^2)d1^293d2^131 + (4 + 4a + 4a^2)d2^132 + (0 + 0a + 3a^2)d1^1d2^132 + (0 + 0a + 4a^2)d1^2d2^132 + (2 + 4a + 4a^2)d1^3d2^132 + (3 + 2a + 0a^2)d1^4d2^132 + (3 + 1a + 1a^2)d1^5d2^132 + (2 + 2a + 2a^2)d1^6d2^132 + (1 + 1a + 0a^2)d1^7d2^132 + (1 + 3a + 2a^2)d1^8d2^132 + (1 + 1a + 2a^2)d1^9d2^132 + (1 + 0a + 3a^2)d1^10d2^132 + (2 + 3a + 2a^2)d1^11d2^132 + (4 + 0a + 3a^2)d1^12d2^132 + (4 + 1a + 2a^2)d1^13d2^132 + (0 + 4a + 2a^2)d1^14d2^132 + (1 + 2a + 0a^2)d1^15d2^132 + (1 + 3a + 3a^2)d1^16d2^132 + (0 + 1a + 1a^2)d1^17d2^132 + (3 + 2a + 1a^2)d1^18d2^132 + (2 + 4a + 3a^2)d1^19d2^132 + (3 + 1a + 0a^2)d1^20d2^132 + (3 + 0a + 3a^2)d1^21d2^132 + (2 + 0a + 0a^2)d1^22d2^132 + (3 + 0a + 3a^2)d1^23d2^132 + (0 + 3a + 1a^2)d1^24d2^132 + (3 + 0a + 3a^2)d1^25d2^132 + (2 + 3a + 0a^2)d1^26d2^132 + (1 + 4a + 0a^2)d1^27d2^132 + (3 + 0a + 1a^2)d1^28d2^132 + (2 + 2a + 2a^2)d1^29d2^132 + (3 + 1a + 0a^2)d1^30d2^132 + (3 + 4a + 0a^2)d1^31d2^132 + (4 + 2a + 0a^2)d1^32d2^132 + (4 + 4a + 3a^2)d1^33d2^132 + (2 + 3a + 3a^2)d1^34d2^132 + (0 + 1a + 1a^2)d1^35d2^132 + (3 + 4a + 2a^2)d1^36d2^132 + (0 + 3a + 1a^2)d1^37d2^132 + (0 + 4a + 2a^2)d1^38d2^132 + (2 + 3a + 2a^2)d1^39d2^132 + (4 + 0a + 2a^2)d1^40d2^132 + (3 + 3a + 3a^2)d1^41d2^132 + (3 + 4a + 1a^2)d1^42d2^132 + (3 + 4a + 1a^2)d1^43d2^132 + (3 + 3a + 4a^2)d1^44d2^132 + (0 + 1a + 4a^2)d1^45d2^132 + (4 + 2a + 4a^2)d1^46d2^132 + (4 + 0a + 4a^2)d1^47d2^132 + (3 + 3a + 0a^2)d1^48d2^132 + (3 + 1a + 4a^2)d1^49d2^132 + (4 + 3a + 3a^2)d1^50d2^132 + (2 + 1a + 1a^2)d1^51d2^132 + (1 + 2a + 0a^2)d1^52d2^132 + (4 + 2a + 1a^2)d1^53d2^132 + (3 + 0a + 2a^2)d1^54d2^132 + (2 + 3a + 1a^2)d1^55d2^132 + (4 + 3a + 1a^2)d1^56d2^132 + (3 + 0a + 2a^2)d1^57d2^132 + (2 + 1a + 2a^2)d1^58d2^132 + (1 + 3a + 4a^2)d1^59d2^132 + (2 + 0a + 4a^2)d1^60d2^132 + (0 + 2a + 2a^2)d1^61d2^132 + (2 + 1a + 3a^2)d1^62d2^132 + (4 + 4a + 1a^2)d1^63d2^132 + (3 + 2a + 2a^2)d1^64d2^132 + (4 + 4a + 1a^2)d1^65d2^132 + (0 + 2a + 3a^2)d1^66d2^132 + (0 + 4a + 2a^2)d1^67d2^132 + (4 + 3a + 0a^2)d1^68d2^132 + (1 + 2a + 4a^2)d1^69d2^132 + (3 + 0a + 0a^2)d1^70d2^132 + (4 + 1a + 2a^2)d1^71d2^132 + (2 + 0a + 1a^2)d1^72d2^132 + (2 + 1a + 4a^2)d1^73d2^132 + (4 + 2a + 3a^2)d1^74d2^132 + (1 + 2a + 3a^2)d1^75d2^132 + (1 + 4a + 4a^2)d1^76d2^132 + (3 + 4a + 4a^2)d1^77d2^132 + (0 + 2a + 3a^2)d1^78d2^132 + (3 + 0a + 1a^2)d1^79d2^132 + (0 + 4a + 1a^2)d1^80d2^132 + (2 + 0a + 0a^2)d1^81d2^132 + (3 + 1a + 1a^2)d1^82d2^132 + (3 + 4a + 0a^2)d1^83d2^132 + (0 + 0a + 1a^2)d1^84d2^132 + (1 + 4a + 0a^2)d1^85d2^132 + (1 + 4a + 0a^2)d1^86d2^132 + (3 + 1a + 2a^2)d1^87d2^132 + (4 + 1a + 4a^2)d1^88d2^132 + (2 + 3a + 1a^2)d1^89d2^132 + (4 + 4a + 2a^2)d1^90d2^132 + (1 + 0a + 4a^2)d1^91d2^132 + (1 + 2a + 3a^2)d1^92d2^132 + (1 + 2a + 0a^2)d1^93d2^132 + (0 + 4a + 1a^2)d1^94d2^132 + (0 + 1a + 2a^2)d1^95d2^132 + (1 + 2a + 0a^2)d1^96d2^132 + (4 + 1a + 4a^2)d1^97d2^132 + (3 + 2a + 0a^2)d1^98d2^132 + (4 + 1a + 2a^2)d1^99d2^132 + (0 + 2a + 0a^2)d1^100d2^132 + (3 + 1a + 4a^2)d1^101d2^132 + (0 + 2a + 3a^2)d1^102d2^132 + (2 + 4a + 2a^2)d1^103d2^132 + (1 + 2a + 3a^2)d1^104d2^132 + (1 + 2a + 4a^2)d1^105d2^132 + (1 + 3a + 2a^2)d1^106d2^132 + (0 + 3a + 2a^2)d1^107d2^132 + (0 + 3a + 2a^2)d1^108d2^132 + (0 + 0a + 1a^2)d1^109d2^132 + (3 + 2a + 1a^2)d1^110d2^132 + (3 + 1a + 3a^2)d1^111d2^132 + (1 + 4a + 2a^2)d1^112d2^132 + (4 + 1a + 1a^2)d1^113d2^132 + (0 + 3a + 2a^2)d1^114d2^132 + (3 + 4a + 4a^2)d1^115d2^132 + (2 + 4a + 0a^2)d1^116d2^132 + (3 + 1a + 3a^2)d1^117d2^132 + (3 + 1a + 0a^2)d1^118d2^132 + (3 + 0a + 4a^2)d1^119d2^132 + (4 + 2a + 3a^2)d1^120d2^132 + (2 + 4a + 2a^2)d1^121d2^132 + (0 + 2a + 0a^2)d1^122d2^132 + (1 + 2a + 4a^2)d1^123d2^132 + (0 + 4a + 2a^2)d1^124d2^132 + (3 + 0a + 1a^2)d1^125d2^132 + (1 + 2a + 4a^2)d1^126d2^132 + (4 + 3a + 0a^2)d1^127d2^132 + (4 + 2a + 1a^2)d1^128d2^132 + (3 + 0a + 4a^2)d1^129d2^132 + (3 + 3a + 4a^2)d1^130d2^132 + (0 + 4a + 2a^2)d1^131d2^132 + (3 + 2a + 0a^2)d1^132d2^132 + (0 + 0a + 2a^2)d1^133d2^132 + (0 + 4a + 4a^2)d1^134d2^132 + (3 + 3a + 3a^2)d1^135d2^132 + (3 + 3a + 1a^2)d1^137d2^132 + (2 + 4a + 4a^2)d1^138d2^132 + (3 + 1a + 3a^2)d1^139d2^132 + (2 + 3a + 1a^2)d1^140d2^132 + (1 + 4a + 2a^2)d1^141d2^132 + (1 + 1a + 3a^2)d1^142d2^132 + (0 + 1a + 0a^2)d1^143d2^132 + (2 + 3a + 3a^2)d1^144d2^132 + (2 + 0a + 2a^2)d1^145d2^132 + (0 + 2a + 4a^2)d1^146d2^132 + (1 + 2a + 4a^2)d1^147d2^132 + (2 + 2a + 0a^2)d1^148d2^132 + (0 + 2a + 3a^2)d1^149d2^132 + (4 + 0a + 0a^2)d1^150d2^132 + (1 + 1a + 2a^2)d1^151d2^132 + (4 + 1a + 0a^2)d1^152d2^132 + (0 + 1a + 4a^2)d1^153d2^132 + (2 + 4a + 3a^2)d1^154d2^132 + (4 + 3a + 3a^2)d1^155d2^132 + (4 + 0a + 3a^2)d1^156d2^132 + (1 + 2a + 2a^2)d1^157d2^132 + (4 + 0a + 4a^2)d1^158d2^132 + (3 + 0a + 1a^2)d1^159d2^132 + (0 + 3a + 2a^2)d1^160d2^132 + (4 + 3a + 4a^2)d1^161d2^132 + (0 + 1a + 3a^2)d1^162d2^132 + (4 + 0a + 1a^2)d1^163d2^132 + (2 + 3a + 2a^2)d1^164d2^132 + (4 + 1a + 1a^2)d1^165d2^132 + (4 + 4a + 1a^2)d1^166d2^132 + (1 + 2a + 1a^2)d1^167d2^132 + (3 + 4a + 3a^2)d1^168d2^132 + (1 + 0a + 2a^2)d1^169d2^132 + (1 + 2a + 4a^2)d1^170d2^132 + (1 + 0a + 3a^2)d1^171d2^132 + (0 + 1a + 0a^2)d1^172d2^132 + (2 + 3a + 1a^2)d1^173d2^132 + (4 + 3a + 1a^2)d1^174d2^132 + (1 + 2a + 3a^2)d1^175d2^132 + (0 + 2a + 2a^2)d1^176d2^132 + (1 + 3a + 0a^2)d1^177d2^132 + (4 + 2a + 4a^2)d1^178d2^132 + (3 + 1a + 4a^2)d1^179d2^132 + (3 + 0a + 3a^2)d1^180d2^132 + (2 + 0a + 1a^2)d1^181d2^132 + (2 + 1a + 3a^2)d1^182d2^132 + (2 + 3a + 0a^2)d1^183d2^132 + (0 + 2a + 4a^2)d1^184d2^132 + (1 + 3a + 4a^2)d1^185d2^132 + (0 + 3a + 4a^2)d1^186d2^132 + (1 + 3a + 2a^2)d1^187d2^132 + (2 + 0a + 0a^2)d1^188d2^132 + (1 + 4a + 2a^2)d1^189d2^132 + (2 + 2a + 1a^2)d1^190d2^132 + (4 + 1a + 1a^2)d1^191d2^132 + (2 + 1a + 1a^2)d1^192d2^132 + (2 + 2a + 2a^2)d1^193d2^132 + (1 + 2a + 0a^2)d1^194d2^132 + (2 + 0a + 2a^2)d1^195d2^132 + (0 + 3a + 3a^2)d1^196d2^132 + (4 + 3a + 0a^2)d1^197d2^132 + (1 + 3a + 1a^2)d1^198d2^132 + (1 + 4a + 0a^2)d1^199d2^132 + (1 + 2a + 4a^2)d1^200d2^132 + (2 + 3a + 3a^2)d1^201d2^132 + (2 + 1a + 0a^2)d1^202d2^132 + (3 + 2a + 1a^2)d1^203d2^132 + (4 + 1a + 4a^2)d1^204d2^132 + (0 + 2a + 0a^2)d1^205d2^132 + (3 + 3a + 1a^2)d1^206d2^132 + (3 + 3a + 2a^2)d1^207d2^132 + (3 + 0a + 4a^2)d1^208d2^132 + (2 + 3a + 3a^2)d1^209d2^132 + (4 + 3a + 2a^2)d1^210d2^132 + (4 + 1a + 4a^2)d1^211d2^132 + (4 + 1a + 0a^2)d1^212d2^132 + (1 + 4a + 4a^2)d1^213d2^132 + (3 + 0a + 0a^2)d1^214d2^132 + (2 + 1a + 3a^2)d1^215d2^132 + (4 + 3a + 3a^2)d1^216d2^132 + (2 + 2a + 4a^2)d1^217d2^132 + (4 + 1a + 0a^2)d1^218d2^132 + (1 + 3a + 1a^2)d1^219d2^132 + (1 + 2a + 1a^2)d1^220d2^132 + (3 + 3a + 4a^2)d1^221d2^132 + (1 + 4a + 2a^2)d1^222d2^132 + (3 + 0a + 1a^2)d1^223d2^132 + (4 + 2a + 0a^2)d1^224d2^132 + (0 + 3a + 3a^2)d1^225d2^132 + (2 + 0a + 1a^2)d1^226d2^132 + (0 + 4a + 0a^2)d1^227d2^132 + (1 + 0a + 4a^2)d1^228d2^132 + (1 + 2a + 3a^2)d1^229d2^132 + (3 + 4a + 1a^2)d1^230d2^132 + (1 + 0a + 2a^2)d1^231d2^132 + (2 + 2a + 4a^2)d1^232d2^132 + (4 + 4a + 1a^2)d1^233d2^132 + (1 + 0a + 1a^2)d1^234d2^132 + (2 + 2a + 0a^2)d1^235d2^132 + (0 + 2a + 4a^2)d1^236d2^132 + (4 + 0a + 1a^2)d1^237d2^132 + (2 + 0a + 4a^2)d1^238d2^132 + (1 + 2a + 2a^2)d1^239d2^132 + (2 + 2a + 1a^2)d1^240d2^132 + (3 + 2a + 2a^2)d1^241d2^132 + (0 + 1a + 2a^2)d1^242d2^132 + (2 + 0a + 1a^2)d1^243d2^132 + (4 + 4a + 0a^2)d1^244d2^132 + (1 + 2a + 2a^2)d1^245d2^132 + (2 + 4a + 2a^2)d1^246d2^132 + (0 + 0a + 4a^2)d1^247d2^132 + (1 + 1a + 1a^2)d1^248d2^132 + (1 + 0a + 2a^2)d1^249d2^132 + (3 + 0a + 0a^2)d1^250d2^132 + (4 + 3a + 2a^2)d1^251d2^132 + (3 + 0a + 2a^2)d1^252d2^132 + (2 + 3a + 3a^2)d1^253d2^132 + (1 + 4a + 2a^2)d1^254d2^132 + (0 + 4a + 4a^2)d1^255d2^132 + (3 + 1a + 3a^2)d1^256d2^132 + (0 + 2a + 2a^2)d1^257d2^132 + (0 + 3a + 4a^2)d1^258d2^132 + (2 + 3a + 0a^2)d1^259d2^132 + (1 + 2a + 0a^2)d1^260d2^132 + (1 + 0a + 2a^2)d1^261d2^132 + (3 + 0a + 1a^2)d1^262d2^132 + (2 + 3a + 2a^2)d1^263d2^132 + (3 + 0a + 3a^2)d1^264d2^132 + (4 + 0a + 4a^2)d1^265d2^132 + (2 + 2a + 2a^2)d1^266d2^132 + (3 + 2a + 3a^2)d1^267d2^132 + (0 + 0a + 1a^2)d1^268d2^132 + (3 + 1a + 3a^2)d1^269d2^132 + (4 + 4a + 4a^2)d1^270d2^132 + (4 + 0a + 1a^2)d1^271d2^132 + (4 + 1a + 2a^2)d1^272d2^132 + (2 + 2a + 2a^2)d1^273d2^132 + (1 + 2a + 1a^2)d1^274d2^132 + (3 + 0a + 3a^2)d1^275d2^132 + (4 + 1a + 1a^2)d1^276d2^132 + (1 + 2a + 0a^2)d1^277d2^132 + (3 + 0a + 0a^2)d1^278d2^132 + (1 + 3a + 0a^2)d1^279d2^132 + (4 + 3a + 2a^2)d1^280d2^132 + (4 + 3a + 3a^2)d1^281d2^132 + (4 + 3a + 2a^2)d1^282d2^132 + (2 + 1a + 3a^2)d1^283d2^132 + (2 + 3a + 3a^2)d1^284d2^132 + (0 + 4a + 0a^2)d1^285d2^132 + (2 + 4a + 2a^2)d1^286d2^132 + (1 + 1a + 1a^2)d1^287d2^132 + (0 + 1a + 2a^2)d1^288d2^132 + (0 + 4a + 4a^2)d1^289d2^132 + (0 + 4a + 3a^2)d1^290d2^132 + (1 + 3a + 2a^2)d1^291d2^132 + (3 + 4a + 1a^2)d1^292d2^132 + (1 + 1a + 1a^2)d1^293d2^132 + (1 + 0a + 4a^2)d2^133 + (3 + 4a + 1a^2)d1^1d2^133 + (0 + 4a + 2a^2)d1^2d2^133 + (0 + 1a + 0a^2)d1^3d2^133 + (2 + 1a + 4a^2)d1^4d2^133 + (3 + 3a + 2a^2)d1^5d2^133 + (1 + 4a + 4a^2)d1^6d2^133 + (1 + 4a + 1a^2)d1^7d2^133 + (3 + 3a + 0a^2)d1^8d2^133 + (2 + 2a + 2a^2)d1^9d2^133 + (2 + 2a + 2a^2)d1^10d2^133 + (2 + 2a + 0a^2)d1^11d2^133 + (0 + 1a + 2a^2)d1^12d2^133 + (0 + 4a + 2a^2)d1^13d2^133 + (1 + 2a + 0a^2)d1^14d2^133 + (4 + 4a + 2a^2)d1^15d2^133 + (4 + 3a + 3a^2)d1^16d2^133 + (0 + 2a + 4a^2)d1^17d2^133 + (4 + 1a + 0a^2)d1^18d2^133 + (0 + 3a + 0a^2)d1^19d2^133 + (4 + 4a + 1a^2)d1^20d2^133 + (3 + 3a + 1a^2)d1^21d2^133 + (3 + 4a + 0a^2)d1^22d2^133 + (0 + 2a + 2a^2)d1^23d2^133 + (3 + 0a + 1a^2)d1^24d2^133 + (4 + 4a + 3a^2)d1^25d2^133 + (4 + 1a + 0a^2)d1^26d2^133 + (3 + 1a + 3a^2)d1^27d2^133 + (1 + 2a + 3a^2)d1^28d2^133 + (4 + 2a + 4a^2)d1^29d2^133 + (4 + 0a + 0a^2)d1^30d2^133 + (4 + 4a + 3a^2)d1^31d2^133 + (4 + 1a + 1a^2)d1^32d2^133 + (1 + 0a + 0a^2)d1^33d2^133 + (3 + 4a + 0a^2)d1^34d2^133 + (4 + 0a + 0a^2)d1^35d2^133 + (4 + 4a + 2a^2)d1^36d2^133 + (0 + 1a + 4a^2)d1^37d2^133 + (3 + 2a + 0a^2)d1^38d2^133 + (2 + 1a + 1a^2)d1^39d2^133 + (0 + 0a + 2a^2)d1^40d2^133 + (3 + 1a + 0a^2)d1^41d2^133 + (3 + 2a + 3a^2)d1^42d2^133 + (0 + 1a + 1a^2)d1^43d2^133 + (2 + 2a + 1a^2)d1^44d2^133 + (0 + 3a + 3a^2)d1^45d2^133 + (4 + 3a + 4a^2)d1^46d2^133 + (4 + 3a + 3a^2)d1^47d2^133 + (2 + 3a + 2a^2)d1^48d2^133 + (4 + 3a + 2a^2)d1^49d2^133 + (4 + 3a + 2a^2)d1^50d2^133 + (3 + 0a + 2a^2)d1^51d2^133 + (0 + 0a + 2a^2)d1^52d2^133 + (0 + 1a + 3a^2)d1^53d2^133 + (2 + 4a + 1a^2)d1^54d2^133 + (2 + 4a + 0a^2)d1^55d2^133 + (1 + 1a + 2a^2)d1^56d2^133 + (4 + 0a + 4a^2)d1^57d2^133 + (2 + 4a + 4a^2)d1^58d2^133 + (1 + 1a + 2a^2)d1^59d2^133 + (1 + 4a + 4a^2)d1^60d2^133 + (4 + 3a + 1a^2)d1^61d2^133 + (4 + 2a + 1a^2)d1^62d2^133 + (2 + 4a + 4a^2)d1^63d2^133 + (2 + 3a + 1a^2)d1^64d2^133 + (3 + 2a + 3a^2)d1^65d2^133 + (4 + 1a + 3a^2)d1^66d2^133 + (0 + 4a + 0a^2)d1^67d2^133 + (1 + 1a + 3a^2)d1^68d2^133 + (0 + 0a + 2a^2)d1^69d2^133 + (3 + 0a + 3a^2)d1^70d2^133 + (1 + 1a + 1a^2)d1^71d2^133 + (3 + 3a + 2a^2)d1^72d2^133 + (3 + 4a + 4a^2)d1^73d2^133 + (2 + 4a + 3a^2)d1^74d2^133 + (1 + 0a + 4a^2)d1^75d2^133 + (2 + 0a + 4a^2)d1^76d2^133 + (1 + 1a + 0a^2)d1^77d2^133 + (1 + 1a + 4a^2)d1^78d2^133 + (2 + 1a + 4a^2)d1^79d2^133 + (3 + 1a + 2a^2)d1^80d2^133 + (4 + 0a + 2a^2)d1^81d2^133 + (1 + 1a + 0a^2)d1^82d2^133 + (3 + 4a + 4a^2)d1^83d2^133 + (1 + 1a + 2a^2)d1^85d2^133 + (3 + 2a + 4a^2)d1^86d2^133 + (4 + 2a + 1a^2)d1^87d2^133 + (1 + 3a + 3a^2)d1^88d2^133 + (1 + 2a + 2a^2)d1^89d2^133 + (3 + 4a + 1a^2)d1^90d2^133 + (1 + 3a + 2a^2)d1^91d2^133 + (2 + 4a + 3a^2)d1^92d2^133 + (3 + 1a + 3a^2)d1^93d2^133 + (1 + 4a + 2a^2)d1^94d2^133 + (3 + 4a + 3a^2)d1^96d2^133 + (2 + 3a + 3a^2)d1^97d2^133 + (4 + 2a + 4a^2)d1^98d2^133 + (0 + 3a + 1a^2)d1^99d2^133 + (0 + 4a + 3a^2)d1^100d2^133 + (0 + 3a + 4a^2)d1^101d2^133 + (0 + 1a + 4a^2)d1^102d2^133 + (2 + 1a + 1a^2)d1^103d2^133 + (0 + 2a + 0a^2)d1^104d2^133 + (1 + 4a + 3a^2)d1^105d2^133 + (3 + 3a + 1a^2)d1^106d2^133 + (4 + 3a + 4a^2)d1^107d2^133 + (1 + 1a + 4a^2)d1^108d2^133 + (4 + 2a + 2a^2)d1^109d2^133 + (1 + 2a + 2a^2)d1^110d2^133 + (0 + 3a + 0a^2)d1^111d2^133 + (2 + 1a + 4a^2)d1^112d2^133 + (1 + 4a + 2a^2)d1^113d2^133 + (2 + 3a + 4a^2)d1^114d2^133 + (1 + 3a + 0a^2)d1^115d2^133 + (2 + 1a + 4a^2)d1^116d2^133 + (2 + 4a + 1a^2)d1^117d2^133 + (1 + 2a + 3a^2)d1^118d2^133 + (3 + 0a + 1a^2)d1^119d2^133 + (0 + 3a + 4a^2)d1^120d2^133 + (0 + 4a + 0a^2)d1^121d2^133 + (3 + 0a + 4a^2)d1^122d2^133 + (0 + 3a + 4a^2)d1^123d2^133 + (0 + 1a + 4a^2)d1^124d2^133 + (3 + 4a + 2a^2)d1^125d2^133 + (2 + 1a + 2a^2)d1^126d2^133 + (2 + 3a + 2a^2)d1^127d2^133 + (4 + 4a + 0a^2)d1^128d2^133 + (1 + 2a + 2a^2)d1^129d2^133 + (0 + 1a + 0a^2)d1^130d2^133 + (2 + 4a + 4a^2)d1^131d2^133 + (0 + 0a + 4a^2)d1^132d2^133 + (1 + 3a + 3a^2)d1^133d2^133 + (0 + 2a + 4a^2)d1^134d2^133 + (3 + 2a + 2a^2)d1^135d2^133 + (1 + 1a + 3a^2)d1^136d2^133 + (4 + 2a + 4a^2)d1^137d2^133 + (3 + 0a + 0a^2)d1^138d2^133 + (0 + 3a + 2a^2)d1^139d2^133 + (0 + 1a + 4a^2)d1^140d2^133 + (2 + 4a + 1a^2)d1^141d2^133 + (0 + 2a + 3a^2)d1^142d2^133 + (2 + 1a + 4a^2)d1^143d2^133 + (1 + 3a + 0a^2)d1^144d2^133 + (2 + 0a + 3a^2)d1^145d2^133 + (1 + 2a + 2a^2)d1^146d2^133 + (2 + 3a + 3a^2)d1^147d2^133 + (3 + 0a + 1a^2)d1^148d2^133 + (2 + 4a + 4a^2)d1^149d2^133 + (2 + 4a + 4a^2)d1^150d2^133 + (4 + 2a + 4a^2)d1^151d2^133 + (0 + 1a + 2a^2)d1^152d2^133 + (0 + 4a + 1a^2)d1^153d2^133 + (2 + 2a + 1a^2)d1^154d2^133 + (1 + 0a + 2a^2)d1^155d2^133 + (1 + 0a + 1a^2)d1^156d2^133 + (4 + 4a + 4a^2)d1^157d2^133 + (1 + 1a + 0a^2)d1^158d2^133 + (0 + 0a + 4a^2)d1^159d2^133 + (4 + 2a + 0a^2)d1^160d2^133 + (0 + 3a + 2a^2)d1^161d2^133 + (0 + 3a + 2a^2)d1^162d2^133 + (1 + 3a + 0a^2)d1^163d2^133 + (2 + 3a + 1a^2)d1^164d2^133 + (0 + 2a + 2a^2)d1^165d2^133 + (3 + 1a + 2a^2)d1^166d2^133 + (3 + 3a + 2a^2)d1^167d2^133 + (3 + 2a + 0a^2)d1^168d2^133 + (2 + 2a + 0a^2)d1^169d2^133 + (4 + 1a + 4a^2)d1^170d2^133 + (1 + 1a + 3a^2)d1^171d2^133 + (1 + 4a + 1a^2)d1^172d2^133 + (3 + 1a + 2a^2)d1^173d2^133 + (2 + 4a + 2a^2)d1^174d2^133 + (1 + 4a + 3a^2)d1^175d2^133 + (3 + 1a + 1a^2)d1^176d2^133 + (1 + 3a + 0a^2)d1^177d2^133 + (3 + 0a + 0a^2)d1^178d2^133 + (4 + 4a + 3a^2)d1^179d2^133 + (2 + 0a + 0a^2)d1^180d2^133 + (3 + 0a + 0a^2)d1^181d2^133 + (4 + 4a + 3a^2)d1^182d2^133 + (0 + 3a + 1a^2)d1^183d2^133 + (2 + 0a + 1a^2)d1^184d2^133 + (0 + 1a + 1a^2)d1^185d2^133 + (4 + 3a + 1a^2)d1^186d2^133 + (3 + 0a + 1a^2)d1^187d2^133 + (2 + 3a + 0a^2)d1^188d2^133 + (2 + 3a + 2a^2)d1^189d2^133 + (3 + 4a + 0a^2)d1^190d2^133 + (0 + 4a + 1a^2)d1^191d2^133 + (3 + 0a + 0a^2)d1^192d2^133 + (1 + 3a + 2a^2)d1^193d2^133 + (4 + 4a + 3a^2)d1^194d2^133 + (4 + 3a + 0a^2)d1^195d2^133 + (4 + 0a + 0a^2)d1^196d2^133 + (4 + 1a + 4a^2)d1^197d2^133 + (0 + 0a + 3a^2)d1^198d2^133 + (3 + 0a + 2a^2)d1^199d2^133 + (0 + 4a + 0a^2)d1^200d2^133 + (1 + 2a + 0a^2)d1^201d2^133 + (4 + 0a + 2a^2)d1^202d2^133 + (0 + 0a + 1a^2)d1^203d2^133 + (4 + 1a + 0a^2)d1^204d2^133 + (0 + 3a + 4a^2)d1^205d2^133 + (3 + 0a + 1a^2)d1^206d2^133 + (2 + 1a + 4a^2)d1^207d2^133 + (2 + 4a + 1a^2)d1^208d2^133 + (2 + 0a + 0a^2)d1^209d2^133 + (0 + 1a + 0a^2)d1^210d2^133 + (1 + 3a + 4a^2)d1^211d2^133 + (1 + 4a + 3a^2)d1^212d2^133 + (4 + 1a + 1a^2)d1^213d2^133 + (0 + 4a + 0a^2)d1^214d2^133 + (2 + 0a + 4a^2)d1^215d2^133 + (2 + 2a + 4a^2)d1^216d2^133 + (1 + 4a + 0a^2)d1^217d2^133 + (2 + 0a + 4a^2)d1^218d2^133 + (1 + 1a + 4a^2)d1^219d2^133 + (4 + 2a + 4a^2)d1^220d2^133 + (3 + 3a + 2a^2)d1^221d2^133 + (4 + 3a + 4a^2)d1^222d2^133 + (3 + 1a + 1a^2)d1^223d2^133 + (0 + 2a + 4a^2)d1^224d2^133 + (1 + 2a + 0a^2)d1^225d2^133 + (3 + 0a + 3a^2)d1^226d2^133 + (2 + 4a + 3a^2)d1^227d2^133 + (1 + 3a + 4a^2)d1^228d2^133 + (3 + 1a + 0a^2)d1^229d2^133 + (1 + 3a + 0a^2)d1^230d2^133 + (3 + 4a + 4a^2)d1^231d2^133 + (2 + 1a + 2a^2)d1^232d2^133 + (2 + 4a + 4a^2)d1^233d2^133 + (4 + 3a + 1a^2)d1^234d2^133 + (4 + 4a + 3a^2)d1^235d2^133 + (1 + 3a + 2a^2)d1^236d2^133 + (1 + 2a + 2a^2)d1^237d2^133 + (0 + 1a + 0a^2)d1^238d2^133 + (0 + 1a + 3a^2)d1^239d2^133 + (4 + 2a + 0a^2)d1^240d2^133 + (0 + 0a + 2a^2)d1^241d2^133 + (3 + 4a + 3a^2)d1^242d2^133 + (4 + 4a + 1a^2)d1^243d2^133 + (4 + 0a + 0a^2)d1^244d2^133 + (4 + 1a + 0a^2)d1^245d2^133 + (2 + 4a + 1a^2)d1^246d2^133 + (4 + 4a + 2a^2)d1^247d2^133 + (3 + 1a + 0a^2)d1^248d2^133 + (2 + 3a + 0a^2)d1^249d2^133 + (0 + 4a + 2a^2)d1^250d2^133 + (0 + 0a + 1a^2)d1^251d2^133 + (1 + 0a + 3a^2)d1^252d2^133 + (1 + 1a + 2a^2)d1^253d2^133 + (4 + 0a + 2a^2)d1^254d2^133 + (4 + 0a + 1a^2)d1^255d2^133 + (1 + 1a + 2a^2)d1^256d2^133 + (2 + 1a + 1a^2)d1^257d2^133 + (4 + 4a + 3a^2)d1^258d2^133 + (0 + 1a + 0a^2)d1^259d2^133 + (1 + 0a + 4a^2)d1^260d2^133 + (1 + 0a + 4a^2)d1^261d2^133 + (2 + 4a + 2a^2)d1^262d2^133 + (4 + 3a + 3a^2)d1^263d2^133 + (1 + 3a + 0a^2)d1^264d2^133 + (4 + 0a + 3a^2)d1^265d2^133 + (0 + 0a + 1a^2)d1^266d2^133 + (0 + 2a + 3a^2)d1^267d2^133 + (2 + 2a + 1a^2)d1^268d2^133 + (2 + 1a + 4a^2)d1^269d2^133 + (3 + 3a + 4a^2)d1^270d2^133 + (4 + 1a + 4a^2)d1^271d2^133 + (0 + 4a + 1a^2)d1^272d2^133 + (1 + 1a + 3a^2)d1^273d2^133 + (0 + 3a + 4a^2)d1^274d2^133 + (4 + 4a + 1a^2)d1^275d2^133 + (4 + 0a + 3a^2)d1^276d2^133 + (2 + 1a + 2a^2)d1^277d2^133 + (1 + 0a + 1a^2)d1^278d2^133 + (0 + 2a + 3a^2)d1^279d2^133 + (0 + 4a + 3a^2)d1^280d2^133 + (3 + 2a + 1a^2)d1^281d2^133 + (0 + 1a + 1a^2)d1^282d2^133 + (4 + 2a + 3a^2)d1^283d2^133 + (2 + 4a + 1a^2)d1^284d2^133 + (3 + 1a + 1a^2)d1^285d2^133 + (4 + 4a + 0a^2)d1^286d2^133 + (2 + 3a + 2a^2)d1^287d2^133 + (3 + 3a + 4a^2)d1^288d2^133 + (3 + 0a + 2a^2)d1^289d2^133 + (3 + 2a + 4a^2)d1^290d2^133 + (3 + 4a + 4a^2)d1^291d2^133 + (0 + 4a + 2a^2)d1^292d2^133 + (2 + 2a + 3a^2)d1^293d2^133 + (3 + 0a + 3a^2)d2^134 + (4 + 1a + 3a^2)d1^1d2^134 + (4 + 1a + 3a^2)d1^3d2^134 + (4 + 0a + 3a^2)d1^4d2^134 + (0 + 2a + 1a^2)d1^5d2^134 + (4 + 1a + 1a^2)d1^6d2^134 + (4 + 4a + 1a^2)d1^7d2^134 + (3 + 1a + 3a^2)d1^8d2^134 + (4 + 4a + 4a^2)d1^9d2^134 + (0 + 1a + 4a^2)d1^10d2^134 + (2 + 4a + 3a^2)d1^11d2^134 + (4 + 3a + 3a^2)d1^12d2^134 + (2 + 0a + 1a^2)d1^13d2^134 + (3 + 2a + 1a^2)d1^14d2^134 + (3 + 4a + 3a^2)d1^15d2^134 + (4 + 1a + 3a^2)d1^16d2^134 + (1 + 0a + 0a^2)d1^17d2^134 + (4 + 2a + 4a^2)d1^18d2^134 + (0 + 0a + 4a^2)d1^19d2^134 + (3 + 4a + 0a^2)d1^20d2^134 + (0 + 4a + 3a^2)d1^21d2^134 + (3 + 2a + 3a^2)d1^22d2^134 + (1 + 0a + 0a^2)d1^23d2^134 + (4 + 3a + 2a^2)d1^24d2^134 + (1 + 3a + 3a^2)d1^25d2^134 + (4 + 0a + 3a^2)d1^26d2^134 + (3 + 1a + 3a^2)d1^27d2^134 + (3 + 3a + 0a^2)d1^28d2^134 + (4 + 3a + 3a^2)d1^29d2^134 + (2 + 1a + 4a^2)d1^30d2^134 + (0 + 4a + 2a^2)d1^31d2^134 + (3 + 3a + 1a^2)d1^32d2^134 + (3 + 1a + 0a^2)d1^33d2^134 + (1 + 1a + 1a^2)d1^34d2^134 + (3 + 2a + 3a^2)d1^35d2^134 + (3 + 3a + 1a^2)d1^36d2^134 + (4 + 4a + 1a^2)d1^37d2^134 + (1 + 4a + 1a^2)d1^38d2^134 + (1 + 1a + 4a^2)d1^39d2^134 + (4 + 3a + 0a^2)d1^40d2^134 + (0 + 0a + 1a^2)d1^41d2^134 + (3 + 1a + 0a^2)d1^42d2^134 + (4 + 0a + 3a^2)d1^43d2^134 + (4 + 1a + 2a^2)d1^44d2^134 + (2 + 4a + 4a^2)d1^45d2^134 + (2 + 3a + 2a^2)d1^46d2^134 + (2 + 2a + 0a^2)d1^47d2^134 + (4 + 0a + 2a^2)d1^48d2^134 + (4 + 3a + 1a^2)d1^49d2^134 + (0 + 4a + 4a^2)d1^50d2^134 + (4 + 0a + 1a^2)d1^51d2^134 + (3 + 0a + 3a^2)d1^52d2^134 + (0 + 4a + 0a^2)d1^53d2^134 + (0 + 2a + 2a^2)d1^54d2^134 + (4 + 0a + 3a^2)d1^55d2^134 + (3 + 4a + 4a^2)d1^56d2^134 + (4 + 2a + 4a^2)d1^57d2^134 + (3 + 0a + 1a^2)d1^58d2^134 + (2 + 4a + 4a^2)d1^60d2^134 + (3 + 3a + 1a^2)d1^61d2^134 + (0 + 1a + 3a^2)d1^62d2^134 + (2 + 0a + 3a^2)d1^63d2^134 + (3 + 4a + 4a^2)d1^64d2^134 + (4 + 2a + 0a^2)d1^65d2^134 + (1 + 3a + 0a^2)d1^66d2^134 + (3 + 1a + 1a^2)d1^67d2^134 + (2 + 4a + 4a^2)d1^68d2^134 + (4 + 0a + 0a^2)d1^69d2^134 + (2 + 3a + 0a^2)d1^70d2^134 + (4 + 4a + 2a^2)d1^71d2^134 + (1 + 4a + 2a^2)d1^72d2^134 + (1 + 1a + 2a^2)d1^73d2^134 + (4 + 2a + 1a^2)d1^74d2^134 + (1 + 0a + 2a^2)d1^75d2^134 + (0 + 0a + 1a^2)d1^76d2^134 + (1 + 4a + 1a^2)d1^77d2^134 + (1 + 1a + 2a^2)d1^78d2^134 + (1 + 4a + 0a^2)d1^79d2^134 + (0 + 0a + 4a^2)d1^80d2^134 + (1 + 1a + 0a^2)d1^81d2^134 + (2 + 1a + 2a^2)d1^82d2^134 + (0 + 2a + 2a^2)d1^83d2^134 + (0 + 3a + 4a^2)d1^84d2^134 + (4 + 0a + 3a^2)d1^85d2^134 + (0 + 3a + 1a^2)d1^86d2^134 + (3 + 3a + 1a^2)d1^87d2^134 + (0 + 2a + 4a^2)d1^88d2^134 + (4 + 4a + 1a^2)d1^89d2^134 + (2 + 1a + 1a^2)d1^90d2^134 + (4 + 4a + 0a^2)d1^91d2^134 + (2 + 3a + 3a^2)d1^92d2^134 + (1 + 1a + 3a^2)d1^93d2^134 + (4 + 1a + 2a^2)d1^94d2^134 + (3 + 2a + 4a^2)d1^95d2^134 + (1 + 4a + 0a^2)d1^96d2^134 + (2 + 2a + 1a^2)d1^97d2^134 + (4 + 2a + 1a^2)d1^98d2^134 + (1 + 2a + 0a^2)d1^99d2^134 + (3 + 0a + 3a^2)d1^100d2^134 + (4 + 3a + 3a^2)d1^101d2^134 + (2 + 2a + 0a^2)d1^102d2^134 + (1 + 0a + 2a^2)d1^104d2^134 + (3 + 1a + 1a^2)d1^105d2^134 + (4 + 2a + 2a^2)d1^106d2^134 + (3 + 2a + 4a^2)d1^107d2^134 + (2 + 4a + 2a^2)d1^108d2^134 + (1 + 2a + 1a^2)d1^109d2^134 + (3 + 4a + 3a^2)d1^110d2^134 + (4 + 3a + 0a^2)d1^111d2^134 + (2 + 1a + 4a^2)d1^112d2^134 + (1 + 1a + 2a^2)d1^113d2^134 + (0 + 0a + 2a^2)d1^114d2^134 + (4 + 0a + 2a^2)d1^115d2^134 + (1 + 0a + 3a^2)d1^116d2^134 + (2 + 3a + 4a^2)d1^117d2^134 + (3 + 0a + 2a^2)d1^118d2^134 + (1 + 0a + 4a^2)d1^119d2^134 + (1 + 2a + 0a^2)d1^120d2^134 + (1 + 4a + 1a^2)d1^121d2^134 + (4 + 4a + 2a^2)d1^122d2^134 + (1 + 1a + 3a^2)d1^123d2^134 + (1 + 0a + 2a^2)d1^124d2^134 + (3 + 4a + 4a^2)d1^125d2^134 + (3 + 4a + 4a^2)d1^126d2^134 + (0 + 1a + 4a^2)d1^127d2^134 + (3 + 3a + 2a^2)d1^128d2^134 + (4 + 1a + 3a^2)d1^129d2^134 + (3 + 3a + 3a^2)d1^130d2^134 + (4 + 3a + 0a^2)d1^131d2^134 + (2 + 3a + 4a^2)d1^132d2^134 + (3 + 4a + 1a^2)d1^133d2^134 + (4 + 4a + 3a^2)d1^134d2^134 + (0 + 1a + 3a^2)d1^135d2^134 + (3 + 2a + 1a^2)d1^136d2^134 + (3 + 0a + 2a^2)d1^137d2^134 + (4 + 0a + 4a^2)d1^138d2^134 + (1 + 4a + 3a^2)d1^139d2^134 + (4 + 3a + 3a^2)d1^140d2^134 + (3 + 4a + 4a^2)d1^141d2^134 + (4 + 3a + 2a^2)d1^142d2^134 + (1 + 4a + 4a^2)d1^143d2^134 + (2 + 1a + 0a^2)d1^144d2^134 + (3 + 3a + 4a^2)d1^145d2^134 + (2 + 0a + 1a^2)d1^146d2^134 + (0 + 4a + 2a^2)d1^147d2^134 + (0 + 1a + 3a^2)d1^148d2^134 + (4 + 1a + 3a^2)d1^149d2^134 + (4 + 1a + 4a^2)d1^150d2^134 + (2 + 1a + 0a^2)d1^151d2^134 + (0 + 3a + 3a^2)d1^152d2^134 + (1 + 0a + 4a^2)d1^153d2^134 + (1 + 1a + 2a^2)d1^154d2^134 + (1 + 1a + 2a^2)d1^155d2^134 + (2 + 0a + 3a^2)d1^156d2^134 + (1 + 2a + 0a^2)d1^157d2^134 + (0 + 2a + 0a^2)d1^158d2^134 + (2 + 0a + 4a^2)d1^159d2^134 + (2 + 1a + 3a^2)d1^160d2^134 + (4 + 1a + 3a^2)d1^161d2^134 + (2 + 2a + 2a^2)d1^162d2^134 + (0 + 3a + 3a^2)d1^163d2^134 + (3 + 1a + 3a^2)d1^164d2^134 + (1 + 3a + 1a^2)d1^165d2^134 + (2 + 4a + 4a^2)d1^166d2^134 + (2 + 4a + 1a^2)d1^167d2^134 + (3 + 1a + 4a^2)d1^168d2^134 + (1 + 1a + 1a^2)d1^169d2^134 + (0 + 1a + 2a^2)d1^170d2^134 + (2 + 3a + 0a^2)d1^171d2^134 + (2 + 4a + 2a^2)d1^172d2^134 + (4 + 3a + 4a^2)d1^173d2^134 + (2 + 1a + 3a^2)d1^174d2^134 + (1 + 2a + 2a^2)d1^175d2^134 + (3 + 2a + 3a^2)d1^176d2^134 + (4 + 3a + 2a^2)d1^177d2^134 + (4 + 1a + 2a^2)d1^178d2^134 + (1 + 2a + 1a^2)d1^179d2^134 + (4 + 1a + 1a^2)d1^180d2^134 + (1 + 2a + 4a^2)d1^181d2^134 + (2 + 2a + 3a^2)d1^182d2^134 + (4 + 1a + 2a^2)d1^183d2^134 + (0 + 4a + 2a^2)d1^184d2^134 + (0 + 1a + 4a^2)d1^185d2^134 + (3 + 2a + 3a^2)d1^186d2^134 + (3 + 1a + 0a^2)d1^187d2^134 + (4 + 4a + 1a^2)d1^188d2^134 + (0 + 3a + 0a^2)d1^189d2^134 + (2 + 0a + 0a^2)d1^190d2^134 + (4 + 3a + 4a^2)d1^191d2^134 + (4 + 3a + 0a^2)d1^192d2^134 + (4 + 3a + 1a^2)d1^193d2^134 + (1 + 3a + 2a^2)d1^194d2^134 + (1 + 3a + 3a^2)d1^195d2^134 + (3 + 1a + 4a^2)d1^196d2^134 + (3 + 2a + 3a^2)d1^197d2^134 + (2 + 2a + 0a^2)d1^198d2^134 + (2 + 3a + 2a^2)d1^199d2^134 + (2 + 3a + 3a^2)d1^200d2^134 + (0 + 0a + 4a^2)d1^201d2^134 + (0 + 1a + 1a^2)d1^202d2^134 + (0 + 2a + 2a^2)d1^203d2^134 + (1 + 3a + 1a^2)d1^204d2^134 + (0 + 3a + 0a^2)d1^205d2^134 + (4 + 0a + 3a^2)d1^206d2^134 + (2 + 1a + 1a^2)d1^207d2^134 + (3 + 1a + 4a^2)d1^208d2^134 + (3 + 4a + 1a^2)d1^209d2^134 + (0 + 4a + 0a^2)d1^210d2^134 + (3 + 1a + 0a^2)d1^211d2^134 + (4 + 3a + 2a^2)d1^212d2^134 + (1 + 2a + 2a^2)d1^213d2^134 + (3 + 1a + 4a^2)d1^214d2^134 + (3 + 2a + 2a^2)d1^215d2^134 + (1 + 0a + 4a^2)d1^216d2^134 + (2 + 0a + 1a^2)d1^217d2^134 + (4 + 1a + 4a^2)d1^218d2^134 + (4 + 4a + 1a^2)d1^219d2^134 + (1 + 1a + 0a^2)d1^220d2^134 + (3 + 2a + 1a^2)d1^221d2^134 + (4 + 4a + 0a^2)d1^222d2^134 + (0 + 4a + 1a^2)d1^223d2^134 + (3 + 0a + 4a^2)d1^224d2^134 + (4 + 4a + 2a^2)d1^225d2^134 + (3 + 4a + 2a^2)d1^226d2^134 + (3 + 1a + 4a^2)d1^227d2^134 + (4 + 4a + 4a^2)d1^228d2^134 + (2 + 2a + 2a^2)d1^229d2^134 + (2 + 1a + 1a^2)d1^230d2^134 + (4 + 1a + 0a^2)d1^231d2^134 + (2 + 1a + 0a^2)d1^232d2^134 + (3 + 4a + 1a^2)d1^233d2^134 + (4 + 0a + 4a^2)d1^234d2^134 + (0 + 2a + 2a^2)d1^235d2^134 + (3 + 1a + 4a^2)d1^237d2^134 + (2 + 3a + 4a^2)d1^238d2^134 + (0 + 0a + 2a^2)d1^239d2^134 + (3 + 1a + 3a^2)d1^240d2^134 + (2 + 1a + 4a^2)d1^241d2^134 + (4 + 4a + 4a^2)d1^242d2^134 + (3 + 0a + 1a^2)d1^243d2^134 + (2 + 0a + 0a^2)d1^244d2^134 + (4 + 0a + 0a^2)d1^245d2^134 + (3 + 0a + 3a^2)d1^246d2^134 + (3 + 3a + 4a^2)d1^247d2^134 + (4 + 0a + 0a^2)d1^248d2^134 + (2 + 0a + 4a^2)d1^249d2^134 + (4 + 4a + 2a^2)d1^250d2^134 + (0 + 4a + 3a^2)d1^251d2^134 + (3 + 0a + 1a^2)d1^252d2^134 + (2 + 4a + 1a^2)d1^253d2^134 + (3 + 0a + 4a^2)d1^254d2^134 + (2 + 2a + 0a^2)d1^255d2^134 + (3 + 3a + 3a^2)d1^256d2^134 + (4 + 2a + 4a^2)d1^257d2^134 + (2 + 2a + 4a^2)d1^258d2^134 + (0 + 1a + 1a^2)d1^259d2^134 + (3 + 2a + 2a^2)d1^260d2^134 + (3 + 1a + 1a^2)d1^261d2^134 + (3 + 2a + 1a^2)d1^262d2^134 + (3 + 4a + 0a^2)d1^263d2^134 + (0 + 3a + 1a^2)d1^264d2^134 + (0 + 1a + 3a^2)d1^265d2^134 + (2 + 2a + 0a^2)d1^266d2^134 + (1 + 1a + 2a^2)d1^267d2^134 + (3 + 0a + 0a^2)d1^268d2^134 + (2 + 4a + 3a^2)d1^269d2^134 + (3 + 2a + 1a^2)d1^270d2^134 + (4 + 0a + 3a^2)d1^271d2^134 + (2 + 2a + 0a^2)d1^272d2^134 + (3 + 0a + 2a^2)d1^273d2^134 + (0 + 1a + 4a^2)d1^274d2^134 + (1 + 3a + 2a^2)d1^275d2^134 + (1 + 2a + 0a^2)d1^276d2^134 + (4 + 2a + 2a^2)d1^277d2^134 + (1 + 2a + 4a^2)d1^278d2^134 + (3 + 0a + 3a^2)d1^279d2^134 + (3 + 0a + 0a^2)d1^280d2^134 + (0 + 0a + 2a^2)d1^281d2^134 + (2 + 0a + 4a^2)d1^282d2^134 + (2 + 3a + 4a^2)d1^283d2^134 + (1 + 4a + 1a^2)d1^284d2^134 + (0 + 4a + 4a^2)d1^285d2^134 + (2 + 1a + 0a^2)d1^286d2^134 + (2 + 3a + 0a^2)d1^287d2^134 + (3 + 1a + 4a^2)d1^288d2^134 + (1 + 0a + 2a^2)d1^289d2^134 + (3 + 2a + 4a^2)d1^290d2^134 + (0 + 0a + 3a^2)d1^291d2^134 + (2 + 3a + 2a^2)d1^292d2^134 + (3 + 2a + 3a^2)d1^293d2^134 + (2 + 2a + 0a^2)d2^135 + (2 + 3a + 1a^2)d1^1d2^135 + (2 + 0a + 3a^2)d1^2d2^135 + (4 + 4a + 3a^2)d1^3d2^135 + (3 + 1a + 2a^2)d1^4d2^135 + (2 + 4a + 0a^2)d1^5d2^135 + (1 + 1a + 2a^2)d1^6d2^135 + (1 + 0a + 1a^2)d1^7d2^135 + (1 + 3a + 3a^2)d1^8d2^135 + (4 + 2a + 2a^2)d1^9d2^135 + (2 + 2a + 4a^2)d1^10d2^135 + (4 + 4a + 0a^2)d1^11d2^135 + (0 + 0a + 4a^2)d1^13d2^135 + (0 + 3a + 0a^2)d1^14d2^135 + (3 + 1a + 4a^2)d1^15d2^135 + (0 + 4a + 1a^2)d1^16d2^135 + (3 + 2a + 3a^2)d1^17d2^135 + (3 + 2a + 2a^2)d1^18d2^135 + (3 + 2a + 4a^2)d1^19d2^135 + (2 + 4a + 1a^2)d1^20d2^135 + (0 + 2a + 4a^2)d1^21d2^135 + (3 + 1a + 0a^2)d1^22d2^135 + (4 + 4a + 3a^2)d1^23d2^135 + (0 + 1a + 0a^2)d1^24d2^135 + (2 + 3a + 2a^2)d1^25d2^135 + (0 + 4a + 4a^2)d1^26d2^135 + (0 + 0a + 3a^2)d1^27d2^135 + (3 + 2a + 4a^2)d1^28d2^135 + (1 + 4a + 2a^2)d1^29d2^135 + (2 + 4a + 0a^2)d1^30d2^135 + (1 + 1a + 4a^2)d1^31d2^135 + (4 + 2a + 0a^2)d1^32d2^135 + (1 + 1a + 2a^2)d1^33d2^135 + (3 + 0a + 0a^2)d1^34d2^135 + (4 + 4a + 0a^2)d1^35d2^135 + (2 + 4a + 0a^2)d1^36d2^135 + (2 + 3a + 0a^2)d1^37d2^135 + (1 + 1a + 4a^2)d1^38d2^135 + (1 + 3a + 4a^2)d1^39d2^135 + (1 + 1a + 4a^2)d1^40d2^135 + (0 + 1a + 0a^2)d1^41d2^135 + (3 + 0a + 1a^2)d1^42d2^135 + (3 + 3a + 4a^2)d1^43d2^135 + (4 + 2a + 0a^2)d1^44d2^135 + (3 + 0a + 2a^2)d1^45d2^135 + (3 + 4a + 1a^2)d1^46d2^135 + (2 + 2a + 2a^2)d1^47d2^135 + (2 + 4a + 3a^2)d1^48d2^135 + (3 + 4a + 0a^2)d1^49d2^135 + (3 + 0a + 2a^2)d1^50d2^135 + (4 + 4a + 4a^2)d1^51d2^135 + (2 + 2a + 0a^2)d1^52d2^135 + (1 + 3a + 2a^2)d1^53d2^135 + (2 + 1a + 3a^2)d1^54d2^135 + (0 + 2a + 3a^2)d1^55d2^135 + (1 + 2a + 4a^2)d1^56d2^135 + (0 + 1a + 2a^2)d1^57d2^135 + (3 + 3a + 4a^2)d1^58d2^135 + (3 + 4a + 4a^2)d1^59d2^135 + (3 + 1a + 4a^2)d1^60d2^135 + (1 + 3a + 3a^2)d1^61d2^135 + (2 + 1a + 1a^2)d1^62d2^135 + (3 + 3a + 2a^2)d1^63d2^135 + (3 + 0a + 1a^2)d1^64d2^135 + (1 + 0a + 1a^2)d1^65d2^135 + (3 + 0a + 4a^2)d1^66d2^135 + (4 + 1a + 2a^2)d1^67d2^135 + (4 + 3a + 1a^2)d1^68d2^135 + (4 + 1a + 2a^2)d1^70d2^135 + (3 + 4a + 1a^2)d1^71d2^135 + (1 + 0a + 4a^2)d1^72d2^135 + (0 + 4a + 1a^2)d1^73d2^135 + (3 + 4a + 1a^2)d1^74d2^135 + (0 + 4a + 4a^2)d1^75d2^135 + (2 + 4a + 2a^2)d1^76d2^135 + (2 + 3a + 0a^2)d1^77d2^135 + (2 + 4a + 2a^2)d1^78d2^135 + (2 + 0a + 3a^2)d1^79d2^135 + (3 + 4a + 0a^2)d1^80d2^135 + (2 + 4a + 2a^2)d1^81d2^135 + (3 + 3a + 1a^2)d1^82d2^135 + (3 + 2a + 1a^2)d1^83d2^135 + (0 + 0a + 1a^2)d1^84d2^135 + (1 + 1a + 2a^2)d1^85d2^135 + (3 + 1a + 1a^2)d1^86d2^135 + (1 + 2a + 4a^2)d1^87d2^135 + (0 + 0a + 3a^2)d1^88d2^135 + (2 + 2a + 1a^2)d1^89d2^135 + (2 + 0a + 3a^2)d1^90d2^135 + (0 + 4a + 0a^2)d1^91d2^135 + (2 + 4a + 2a^2)d1^92d2^135 + (0 + 2a + 3a^2)d1^93d2^135 + (2 + 4a + 3a^2)d1^94d2^135 + (4 + 0a + 0a^2)d1^95d2^135 + (3 + 0a + 1a^2)d1^96d2^135 + (1 + 3a + 4a^2)d1^97d2^135 + (4 + 3a + 0a^2)d1^98d2^135 + (1 + 4a + 3a^2)d1^99d2^135 + (1 + 1a + 1a^2)d1^100d2^135 + (4 + 4a + 3a^2)d1^101d2^135 + (2 + 1a + 1a^2)d1^102d2^135 + (2 + 3a + 1a^2)d1^103d2^135 + (3 + 4a + 4a^2)d1^104d2^135 + (4 + 1a + 4a^2)d1^105d2^135 + (0 + 0a + 4a^2)d1^106d2^135 + (3 + 2a + 0a^2)d1^107d2^135 + (0 + 1a + 0a^2)d1^108d2^135 + (4 + 3a + 4a^2)d1^109d2^135 + (4 + 2a + 4a^2)d1^110d2^135 + (2 + 0a + 4a^2)d1^111d2^135 + (2 + 2a + 3a^2)d1^112d2^135 + (3 + 2a + 3a^2)d1^113d2^135 + (4 + 4a + 1a^2)d1^114d2^135 + (3 + 3a + 0a^2)d1^115d2^135 + (0 + 2a + 0a^2)d1^116d2^135 + (2 + 4a + 3a^2)d1^117d2^135 + (2 + 0a + 1a^2)d1^118d2^135 + (1 + 4a + 2a^2)d1^119d2^135 + (2 + 0a + 4a^2)d1^120d2^135 + (4 + 0a + 2a^2)d1^121d2^135 + (4 + 4a + 2a^2)d1^122d2^135 + (2 + 1a + 2a^2)d1^123d2^135 + (3 + 0a + 2a^2)d1^124d2^135 + (1 + 1a + 2a^2)d1^125d2^135 + (0 + 2a + 2a^2)d1^126d2^135 + (4 + 1a + 0a^2)d1^127d2^135 + (4 + 2a + 0a^2)d1^128d2^135 + (2 + 4a + 3a^2)d1^129d2^135 + (2 + 1a + 1a^2)d1^130d2^135 + (1 + 0a + 2a^2)d1^131d2^135 + (3 + 1a + 1a^2)d1^132d2^135 + (4 + 3a + 0a^2)d1^133d2^135 + (2 + 1a + 4a^2)d1^134d2^135 + (4 + 4a + 3a^2)d1^135d2^135 + (2 + 2a + 1a^2)d1^136d2^135 + (3 + 2a + 4a^2)d1^137d2^135 + (3 + 3a + 0a^2)d1^138d2^135 + (1 + 1a + 3a^2)d1^139d2^135 + (2 + 3a + 3a^2)d1^140d2^135 + (0 + 0a + 4a^2)d1^141d2^135 + (0 + 4a + 0a^2)d1^142d2^135 + (2 + 2a + 3a^2)d1^143d2^135 + (4 + 4a + 2a^2)d1^144d2^135 + (0 + 1a + 0a^2)d1^145d2^135 + (0 + 4a + 1a^2)d1^146d2^135 + (4 + 2a + 1a^2)d1^147d2^135 + (3 + 1a + 2a^2)d1^148d2^135 + (0 + 1a + 3a^2)d1^149d2^135 + (2 + 3a + 1a^2)d1^150d2^135 + (2 + 4a + 0a^2)d1^151d2^135 + (3 + 0a + 4a^2)d1^152d2^135 + (4 + 3a + 2a^2)d1^153d2^135 + (2 + 2a + 2a^2)d1^154d2^135 + (3 + 0a + 1a^2)d1^155d2^135 + (0 + 2a + 0a^2)d1^156d2^135 + (3 + 0a + 2a^2)d1^157d2^135 + (1 + 3a + 1a^2)d1^158d2^135 + (1 + 0a + 0a^2)d1^159d2^135 + (4 + 4a + 2a^2)d1^160d2^135 + (0 + 2a + 2a^2)d1^161d2^135 + (1 + 1a + 2a^2)d1^162d2^135 + (3 + 3a + 4a^2)d1^163d2^135 + (2 + 3a + 1a^2)d1^164d2^135 + (3 + 4a + 4a^2)d1^165d2^135 + (0 + 4a + 4a^2)d1^166d2^135 + (2 + 0a + 4a^2)d1^167d2^135 + (3 + 3a + 1a^2)d1^168d2^135 + (1 + 3a + 1a^2)d1^169d2^135 + (0 + 4a + 2a^2)d1^170d2^135 + (4 + 4a + 3a^2)d1^171d2^135 + (3 + 4a + 2a^2)d1^172d2^135 + (1 + 1a + 2a^2)d1^173d2^135 + (2 + 2a + 2a^2)d1^174d2^135 + (2 + 4a + 0a^2)d1^175d2^135 + (1 + 4a + 1a^2)d1^176d2^135 + (4 + 0a + 4a^2)d1^177d2^135 + (4 + 2a + 1a^2)d1^178d2^135 + (0 + 2a + 4a^2)d1^179d2^135 + (4 + 2a + 1a^2)d1^180d2^135 + (0 + 0a + 4a^2)d1^181d2^135 + (0 + 4a + 3a^2)d1^182d2^135 + (4 + 3a + 2a^2)d1^183d2^135 + (3 + 0a + 4a^2)d1^184d2^135 + (2 + 0a + 1a^2)d1^185d2^135 + (1 + 2a + 3a^2)d1^186d2^135 + (0 + 0a + 2a^2)d1^187d2^135 + (0 + 4a + 1a^2)d1^188d2^135 + (0 + 0a + 1a^2)d1^189d2^135 + (0 + 1a + 1a^2)d1^190d2^135 + (1 + 0a + 4a^2)d1^191d2^135 + (1 + 3a + 1a^2)d1^192d2^135 + (2 + 1a + 1a^2)d1^193d2^135 + (3 + 3a + 0a^2)d1^194d2^135 + (3 + 0a + 0a^2)d1^195d2^135 + (1 + 3a + 2a^2)d1^196d2^135 + (1 + 3a + 4a^2)d1^197d2^135 + (4 + 3a + 2a^2)d1^198d2^135 + (4 + 0a + 1a^2)d1^199d2^135 + (1 + 2a + 3a^2)d1^200d2^135 + (0 + 4a + 4a^2)d1^201d2^135 + (2 + 1a + 1a^2)d1^202d2^135 + (2 + 1a + 4a^2)d1^203d2^135 + (0 + 1a + 2a^2)d1^204d2^135 + (2 + 3a + 1a^2)d1^205d2^135 + (3 + 0a + 4a^2)d1^206d2^135 + (4 + 0a + 0a^2)d1^207d2^135 + (1 + 3a + 0a^2)d1^208d2^135 + (1 + 3a + 1a^2)d1^209d2^135 + (1 + 2a + 4a^2)d1^210d2^135 + (4 + 3a + 1a^2)d1^211d2^135 + (0 + 4a + 1a^2)d1^212d2^135 + (4 + 0a + 4a^2)d1^213d2^135 + (0 + 1a + 2a^2)d1^214d2^135 + (0 + 3a + 3a^2)d1^215d2^135 + (1 + 1a + 3a^2)d1^216d2^135 + (3 + 2a + 0a^2)d1^217d2^135 + (0 + 1a + 1a^2)d1^218d2^135 + (0 + 4a + 2a^2)d1^219d2^135 + (3 + 0a + 4a^2)d1^220d2^135 + (2 + 4a + 0a^2)d1^221d2^135 + (0 + 2a + 3a^2)d1^222d2^135 + (2 + 0a + 4a^2)d1^223d2^135 + (1 + 0a + 1a^2)d1^224d2^135 + (2 + 1a + 2a^2)d1^225d2^135 + (4 + 2a + 3a^2)d1^226d2^135 + (3 + 0a + 4a^2)d1^227d2^135 + (1 + 1a + 0a^2)d1^228d2^135 + (4 + 4a + 4a^2)d1^229d2^135 + (0 + 1a + 4a^2)d1^230d2^135 + (3 + 1a + 0a^2)d1^231d2^135 + (0 + 3a + 4a^2)d1^232d2^135 + (0 + 2a + 3a^2)d1^233d2^135 + (0 + 1a + 0a^2)d1^234d2^135 + (4 + 3a + 3a^2)d1^235d2^135 + (3 + 4a + 3a^2)d1^236d2^135 + (1 + 0a + 2a^2)d1^237d2^135 + (1 + 4a + 0a^2)d1^238d2^135 + (0 + 2a + 0a^2)d1^239d2^135 + (0 + 2a + 3a^2)d1^240d2^135 + (0 + 3a + 3a^2)d1^241d2^135 + (2 + 4a + 4a^2)d1^242d2^135 + (2 + 1a + 3a^2)d1^243d2^135 + (0 + 3a + 3a^2)d1^244d2^135 + (1 + 4a + 2a^2)d1^245d2^135 + (4 + 1a + 1a^2)d1^246d2^135 + (0 + 0a + 4a^2)d1^247d2^135 + (3 + 3a + 4a^2)d1^248d2^135 + (4 + 2a + 4a^2)d1^249d2^135 + (4 + 2a + 2a^2)d1^250d2^135 + (1 + 2a + 2a^2)d1^251d2^135 + (4 + 3a + 0a^2)d1^252d2^135 + (0 + 2a + 0a^2)d1^253d2^135 + (4 + 4a + 1a^2)d1^254d2^135 + (3 + 4a + 4a^2)d1^255d2^135 + (1 + 0a + 1a^2)d1^256d2^135 + (1 + 0a + 4a^2)d1^257d2^135 + (2 + 1a + 3a^2)d1^258d2^135 + (4 + 2a + 1a^2)d1^259d2^135 + (2 + 3a + 3a^2)d1^260d2^135 + (0 + 0a + 4a^2)d1^261d2^135 + (2 + 0a + 2a^2)d1^262d2^135 + (0 + 3a + 4a^2)d1^263d2^135 + (0 + 4a + 2a^2)d1^264d2^135 + (4 + 3a + 2a^2)d1^265d2^135 + (4 + 0a + 2a^2)d1^266d2^135 + (3 + 1a + 2a^2)d1^267d2^135 + (1 + 4a + 3a^2)d1^268d2^135 + (0 + 3a + 2a^2)d1^269d2^135 + (0 + 3a + 4a^2)d1^270d2^135 + (1 + 1a + 0a^2)d1^271d2^135 + (4 + 4a + 2a^2)d1^272d2^135 + (1 + 3a + 0a^2)d1^273d2^135 + (2 + 2a + 0a^2)d1^274d2^135 + (1 + 3a + 0a^2)d1^275d2^135 + (1 + 1a + 0a^2)d1^276d2^135 + (1 + 2a + 0a^2)d1^277d2^135 + (2 + 3a + 1a^2)d1^278d2^135 + (0 + 2a + 2a^2)d1^279d2^135 + (4 + 2a + 0a^2)d1^280d2^135 + (2 + 0a + 4a^2)d1^281d2^135 + (3 + 0a + 0a^2)d1^282d2^135 + (2 + 3a + 1a^2)d1^283d2^135 + (2 + 4a + 4a^2)d1^284d2^135 + (0 + 4a + 2a^2)d1^285d2^135 + (4 + 2a + 1a^2)d1^286d2^135 + (4 + 3a + 0a^2)d1^287d2^135 + (2 + 3a + 3a^2)d1^288d2^135 + (3 + 2a + 3a^2)d1^289d2^135 + (3 + 2a + 0a^2)d1^290d2^135 + (0 + 2a + 1a^2)d1^291d2^135 + (1 + 1a + 3a^2)d1^292d2^135 + (3 + 4a + 4a^2)d1^293d2^135 + (1 + 2a + 4a^2)d2^136 + (0 + 3a + 2a^2)d1^1d2^136 + (0 + 2a + 1a^2)d1^2d2^136 + (2 + 0a + 4a^2)d1^3d2^136 + (1 + 0a + 2a^2)d1^4d2^136 + (2 + 0a + 0a^2)d1^5d2^136 + (3 + 4a + 3a^2)d1^6d2^136 + (2 + 1a + 3a^2)d1^7d2^136 + (4 + 3a + 0a^2)d1^8d2^136 + (4 + 3a + 3a^2)d1^9d2^136 + (3 + 3a + 2a^2)d1^10d2^136 + (0 + 3a + 2a^2)d1^11d2^136 + (1 + 2a + 0a^2)d1^12d2^136 + (2 + 3a + 0a^2)d1^13d2^136 + (0 + 2a + 3a^2)d1^14d2^136 + (2 + 4a + 2a^2)d1^15d2^136 + (1 + 1a + 4a^2)d1^16d2^136 + (3 + 1a + 1a^2)d1^17d2^136 + (4 + 3a + 3a^2)d1^18d2^136 + (0 + 2a + 1a^2)d1^19d2^136 + (1 + 4a + 4a^2)d1^20d2^136 + (1 + 1a + 3a^2)d1^21d2^136 + (2 + 4a + 4a^2)d1^22d2^136 + (3 + 2a + 4a^2)d1^23d2^136 + (1 + 2a + 2a^2)d1^24d2^136 + (3 + 3a + 3a^2)d1^25d2^136 + (1 + 0a + 0a^2)d1^26d2^136 + (3 + 2a + 0a^2)d1^27d2^136 + (3 + 3a + 0a^2)d1^28d2^136 + (3 + 3a + 3a^2)d1^29d2^136 + (0 + 1a + 2a^2)d1^30d2^136 + (4 + 0a + 1a^2)d1^31d2^136 + (1 + 4a + 2a^2)d1^32d2^136 + (3 + 4a + 2a^2)d1^33d2^136 + (4 + 1a + 0a^2)d1^34d2^136 + (1 + 4a + 3a^2)d1^35d2^136 + (2 + 0a + 4a^2)d1^36d2^136 + (1 + 1a + 4a^2)d1^37d2^136 + (0 + 1a + 3a^2)d1^38d2^136 + (3 + 2a + 0a^2)d1^39d2^136 + (2 + 1a + 1a^2)d1^40d2^136 + (4 + 2a + 0a^2)d1^41d2^136 + (4 + 0a + 0a^2)d1^42d2^136 + (2 + 4a + 4a^2)d1^43d2^136 + (0 + 4a + 3a^2)d1^44d2^136 + (3 + 4a + 4a^2)d1^45d2^136 + (3 + 4a + 0a^2)d1^46d2^136 + (0 + 2a + 3a^2)d1^47d2^136 + (3 + 1a + 3a^2)d1^48d2^136 + (2 + 0a + 1a^2)d1^49d2^136 + (2 + 2a + 1a^2)d1^50d2^136 + (4 + 0a + 1a^2)d1^51d2^136 + (4 + 0a + 3a^2)d1^52d2^136 + (0 + 0a + 4a^2)d1^53d2^136 + (3 + 0a + 1a^2)d1^54d2^136 + (1 + 3a + 3a^2)d1^55d2^136 + (3 + 3a + 0a^2)d1^56d2^136 + (2 + 0a + 3a^2)d1^57d2^136 + (1 + 2a + 4a^2)d1^58d2^136 + (3 + 3a + 4a^2)d1^59d2^136 + (0 + 2a + 0a^2)d1^60d2^136 + (3 + 2a + 4a^2)d1^61d2^136 + (0 + 3a + 3a^2)d1^62d2^136 + (4 + 4a + 2a^2)d1^63d2^136 + (2 + 0a + 2a^2)d1^64d2^136 + (4 + 1a + 0a^2)d1^65d2^136 + (0 + 1a + 4a^2)d1^66d2^136 + (2 + 1a + 2a^2)d1^67d2^136 + (3 + 2a + 3a^2)d1^68d2^136 + (0 + 1a + 4a^2)d1^69d2^136 + (1 + 2a + 2a^2)d1^70d2^136 + (3 + 3a + 2a^2)d1^71d2^136 + (3 + 0a + 3a^2)d1^72d2^136 + (3 + 2a + 0a^2)d1^73d2^136 + (4 + 3a + 0a^2)d1^74d2^136 + (0 + 4a + 2a^2)d1^75d2^136 + (3 + 0a + 4a^2)d1^76d2^136 + (1 + 2a + 4a^2)d1^77d2^136 + (4 + 1a + 2a^2)d1^78d2^136 + (4 + 3a + 4a^2)d1^79d2^136 + (2 + 0a + 4a^2)d1^80d2^136 + (2 + 1a + 2a^2)d1^81d2^136 + (2 + 0a + 0a^2)d1^82d2^136 + (1 + 3a + 1a^2)d1^83d2^136 + (2 + 3a + 2a^2)d1^84d2^136 + (1 + 1a + 2a^2)d1^85d2^136 + (1 + 3a + 4a^2)d1^86d2^136 + (3 + 2a + 4a^2)d1^87d2^136 + (2 + 3a + 2a^2)d1^88d2^136 + (3 + 0a + 2a^2)d1^89d2^136 + (1 + 1a + 4a^2)d1^90d2^136 + (2 + 0a + 0a^2)d1^91d2^136 + (0 + 2a + 1a^2)d1^93d2^136 + (2 + 2a + 0a^2)d1^94d2^136 + (4 + 0a + 2a^2)d1^95d2^136 + (4 + 4a + 0a^2)d1^96d2^136 + (1 + 1a + 0a^2)d1^97d2^136 + (4 + 1a + 4a^2)d1^98d2^136 + (4 + 2a + 4a^2)d1^99d2^136 + (0 + 4a + 1a^2)d1^100d2^136 + (3 + 1a + 3a^2)d1^101d2^136 + (3 + 4a + 4a^2)d1^102d2^136 + (3 + 3a + 1a^2)d1^103d2^136 + (4 + 2a + 4a^2)d1^104d2^136 + (1 + 2a + 2a^2)d1^105d2^136 + (4 + 1a + 3a^2)d1^106d2^136 + (2 + 3a + 4a^2)d1^107d2^136 + (3 + 1a + 1a^2)d1^108d2^136 + (1 + 4a + 1a^2)d1^109d2^136 + (1 + 1a + 4a^2)d1^110d2^136 + (3 + 1a + 3a^2)d1^111d2^136 + (0 + 3a + 3a^2)d1^112d2^136 + (0 + 3a + 4a^2)d1^113d2^136 + (3 + 0a + 3a^2)d1^114d2^136 + (0 + 3a + 2a^2)d1^115d2^136 + (0 + 2a + 1a^2)d1^116d2^136 + (1 + 4a + 0a^2)d1^117d2^136 + (2 + 1a + 2a^2)d1^118d2^136 + (2 + 1a + 0a^2)d1^119d2^136 + (3 + 3a + 3a^2)d1^120d2^136 + (1 + 4a + 0a^2)d1^121d2^136 + (3 + 0a + 0a^2)d1^122d2^136 + (0 + 0a + 2a^2)d1^124d2^136 + (0 + 1a + 4a^2)d1^125d2^136 + (3 + 4a + 4a^2)d1^126d2^136 + (3 + 4a + 4a^2)d1^127d2^136 + (0 + 1a + 2a^2)d1^128d2^136 + (3 + 0a + 3a^2)d1^129d2^136 + (0 + 3a + 1a^2)d1^130d2^136 + (2 + 0a + 4a^2)d1^131d2^136 + (4 + 0a + 2a^2)d1^132d2^136 + (1 + 2a + 1a^2)d1^133d2^136 + (4 + 3a + 2a^2)d1^134d2^136 + (3 + 3a + 2a^2)d1^135d2^136 + (0 + 3a + 4a^2)d1^136d2^136 + (0 + 3a + 1a^2)d1^137d2^136 + (4 + 2a + 4a^2)d1^138d2^136 + (4 + 4a + 3a^2)d1^139d2^136 + (2 + 3a + 1a^2)d1^140d2^136 + (2 + 1a + 0a^2)d1^141d2^136 + (0 + 4a + 4a^2)d1^142d2^136 + (3 + 1a + 2a^2)d1^143d2^136 + (3 + 1a + 2a^2)d1^144d2^136 + (1 + 3a + 1a^2)d1^145d2^136 + (3 + 0a + 2a^2)d1^146d2^136 + (0 + 3a + 0a^2)d1^147d2^136 + (2 + 4a + 0a^2)d1^148d2^136 + (4 + 1a + 3a^2)d1^149d2^136 + (2 + 2a + 2a^2)d1^150d2^136 + (2 + 0a + 3a^2)d1^151d2^136 + (2 + 3a + 1a^2)d1^152d2^136 + (2 + 1a + 1a^2)d1^153d2^136 + (3 + 3a + 1a^2)d1^154d2^136 + (2 + 3a + 0a^2)d1^155d2^136 + (2 + 0a + 3a^2)d1^156d2^136 + (1 + 4a + 0a^2)d1^157d2^136 + (1 + 0a + 0a^2)d1^158d2^136 + (4 + 3a + 4a^2)d1^159d2^136 + (1 + 1a + 0a^2)d1^160d2^136 + (2 + 2a + 1a^2)d1^161d2^136 + (3 + 1a + 4a^2)d1^162d2^136 + (1 + 3a + 3a^2)d1^163d2^136 + (4 + 1a + 2a^2)d1^164d2^136 + (0 + 0a + 4a^2)d1^165d2^136 + (3 + 3a + 1a^2)d1^166d2^136 + (2 + 4a + 4a^2)d1^167d2^136 + (2 + 4a + 1a^2)d1^168d2^136 + (1 + 4a + 4a^2)d1^169d2^136 + (4 + 2a + 4a^2)d1^170d2^136 + (1 + 0a + 4a^2)d1^171d2^136 + (2 + 3a + 2a^2)d1^172d2^136 + (1 + 3a + 0a^2)d1^173d2^136 + (4 + 4a + 0a^2)d1^174d2^136 + (4 + 4a + 0a^2)d1^175d2^136 + (1 + 2a + 4a^2)d1^176d2^136 + (2 + 1a + 4a^2)d1^177d2^136 + (1 + 2a + 1a^2)d1^178d2^136 + (0 + 2a + 0a^2)d1^179d2^136 + (2 + 3a + 0a^2)d1^180d2^136 + (3 + 3a + 3a^2)d1^181d2^136 + (0 + 4a + 4a^2)d1^182d2^136 + (4 + 3a + 1a^2)d1^183d2^136 + (0 + 2a + 0a^2)d1^184d2^136 + (2 + 4a + 0a^2)d1^185d2^136 + (2 + 2a + 1a^2)d1^186d2^136 + (2 + 2a + 2a^2)d1^187d2^136 + (2 + 0a + 2a^2)d1^188d2^136 + (1 + 4a + 0a^2)d1^189d2^136 + (2 + 3a + 2a^2)d1^190d2^136 + (3 + 0a + 0a^2)d1^191d2^136 + (3 + 1a + 3a^2)d1^192d2^136 + (0 + 4a + 4a^2)d1^193d2^136 + (0 + 1a + 0a^2)d1^194d2^136 + (0 + 0a + 1a^2)d1^195d2^136 + (2 + 2a + 0a^2)d1^196d2^136 + (3 + 1a + 2a^2)d1^197d2^136 + (4 + 1a + 0a^2)d1^198d2^136 + (2 + 1a + 1a^2)d1^199d2^136 + (1 + 0a + 1a^2)d1^200d2^136 + (3 + 2a + 1a^2)d1^201d2^136 + (2 + 1a + 4a^2)d1^202d2^136 + (0 + 1a + 1a^2)d1^203d2^136 + (3 + 2a + 3a^2)d1^204d2^136 + (1 + 2a + 0a^2)d1^205d2^136 + (0 + 1a + 4a^2)d1^206d2^136 + (4 + 3a + 0a^2)d1^207d2^136 + (4 + 4a + 1a^2)d1^208d2^136 + (0 + 3a + 1a^2)d1^209d2^136 + (3 + 4a + 2a^2)d1^210d2^136 + (1 + 0a + 0a^2)d1^211d2^136 + (0 + 1a + 3a^2)d1^212d2^136 + (0 + 4a + 1a^2)d1^213d2^136 + (4 + 0a + 0a^2)d1^214d2^136 + (0 + 2a + 4a^2)d1^215d2^136 + (2 + 3a + 2a^2)d1^216d2^136 + (1 + 3a + 2a^2)d1^217d2^136 + (1 + 0a + 2a^2)d1^218d2^136 + (4 + 4a + 3a^2)d1^219d2^136 + (1 + 4a + 2a^2)d1^220d2^136 + (3 + 3a + 4a^2)d1^221d2^136 + (1 + 3a + 1a^2)d1^222d2^136 + (0 + 0a + 4a^2)d1^223d2^136 + (4 + 2a + 0a^2)d1^224d2^136 + (2 + 1a + 1a^2)d1^225d2^136 + (2 + 4a + 1a^2)d1^226d2^136 + (4 + 4a + 4a^2)d1^227d2^136 + (1 + 3a + 3a^2)d1^228d2^136 + (0 + 0a + 2a^2)d1^229d2^136 + (3 + 1a + 2a^2)d1^230d2^136 + (0 + 4a + 0a^2)d1^231d2^136 + (1 + 0a + 4a^2)d1^232d2^136 + (3 + 1a + 3a^2)d1^233d2^136 + (2 + 4a + 1a^2)d1^234d2^136 + (2 + 3a + 4a^2)d1^235d2^136 + (4 + 0a + 3a^2)d1^236d2^136 + (2 + 3a + 1a^2)d1^237d2^136 + (4 + 0a + 3a^2)d1^238d2^136 + (1 + 4a + 0a^2)d1^239d2^136 + (0 + 4a + 0a^2)d1^240d2^136 + (1 + 2a + 4a^2)d1^241d2^136 + (3 + 0a + 1a^2)d1^242d2^136 + (2 + 4a + 3a^2)d1^243d2^136 + (1 + 3a + 3a^2)d1^244d2^136 + (4 + 1a + 3a^2)d1^245d2^136 + (2 + 3a + 1a^2)d1^246d2^136 + (2 + 2a + 0a^2)d1^247d2^136 + (4 + 1a + 3a^2)d1^248d2^136 + (0 + 2a + 3a^2)d1^249d2^136 + (4 + 2a + 0a^2)d1^251d2^136 + (2 + 4a + 1a^2)d1^252d2^136 + (4 + 1a + 4a^2)d1^253d2^136 + (2 + 1a + 1a^2)d1^254d2^136 + (4 + 0a + 1a^2)d1^255d2^136 + (4 + 3a + 1a^2)d1^256d2^136 + (3 + 0a + 4a^2)d1^257d2^136 + (2 + 3a + 3a^2)d1^258d2^136 + (4 + 0a + 0a^2)d1^259d2^136 + (3 + 4a + 0a^2)d1^260d2^136 + (3 + 3a + 0a^2)d1^261d2^136 + (0 + 3a + 3a^2)d1^262d2^136 + (3 + 2a + 2a^2)d1^263d2^136 + (2 + 1a + 3a^2)d1^264d2^136 + (2 + 2a + 1a^2)d1^265d2^136 + (1 + 2a + 2a^2)d1^266d2^136 + (4 + 2a + 1a^2)d1^267d2^136 + (0 + 0a + 2a^2)d1^268d2^136 + (1 + 2a + 1a^2)d1^269d2^136 + (3 + 2a + 1a^2)d1^270d2^136 + (4 + 2a + 2a^2)d1^271d2^136 + (4 + 2a + 4a^2)d1^272d2^136 + (1 + 2a + 0a^2)d1^273d2^136 + (0 + 3a + 3a^2)d1^274d2^136 + (2 + 1a + 4a^2)d1^275d2^136 + (1 + 4a + 3a^2)d1^276d2^136 + (1 + 2a + 4a^2)d1^277d2^136 + (0 + 4a + 0a^2)d1^278d2^136 + (3 + 3a + 3a^2)d1^279d2^136 + (1 + 0a + 0a^2)d1^280d2^136 + (0 + 2a + 0a^2)d1^281d2^136 + (4 + 3a + 4a^2)d1^282d2^136 + (3 + 3a + 0a^2)d1^283d2^136 + (4 + 1a + 3a^2)d1^284d2^136 + (0 + 0a + 4a^2)d1^285d2^136 + (0 + 1a + 1a^2)d1^286d2^136 + (3 + 3a + 3a^2)d1^287d2^136 + (1 + 1a + 4a^2)d1^288d2^136 + (0 + 3a + 0a^2)d1^289d2^136 + (2 + 4a + 0a^2)d1^290d2^136 + (3 + 2a + 3a^2)d1^291d2^136 + (1 + 2a + 4a^2)d1^292d2^136 + (1 + 0a + 3a^2)d1^293d2^136 + (2 + 0a + 1a^2)d2^137 + (2 + 2a + 2a^2)d1^1d2^137 + (1 + 1a + 3a^2)d1^2d2^137 + (3 + 4a + 2a^2)d1^3d2^137 + (2 + 4a + 4a^2)d1^4d2^137 + (2 + 2a + 0a^2)d1^5d2^137 + (4 + 0a + 2a^2)d1^6d2^137 + (0 + 3a + 1a^2)d1^7d2^137 + (4 + 2a + 4a^2)d1^8d2^137 + (4 + 0a + 4a^2)d1^9d2^137 + (4 + 0a + 0a^2)d1^10d2^137 + (0 + 3a + 2a^2)d1^12d2^137 + (2 + 0a + 1a^2)d1^13d2^137 + (2 + 1a + 2a^2)d1^14d2^137 + (4 + 3a + 2a^2)d1^15d2^137 + (4 + 1a + 2a^2)d1^16d2^137 + (2 + 4a + 1a^2)d1^17d2^137 + (0 + 2a + 4a^2)d1^18d2^137 + (2 + 0a + 2a^2)d1^19d2^137 + (0 + 0a + 3a^2)d1^20d2^137 + (0 + 3a + 1a^2)d1^21d2^137 + (1 + 2a + 0a^2)d1^22d2^137 + (1 + 1a + 2a^2)d1^23d2^137 + (0 + 0a + 1a^2)d1^24d2^137 + (3 + 1a + 4a^2)d1^25d2^137 + (0 + 3a + 3a^2)d1^26d2^137 + (4 + 3a + 0a^2)d1^27d2^137 + (3 + 0a + 4a^2)d1^28d2^137 + (1 + 1a + 2a^2)d1^29d2^137 + (3 + 1a + 0a^2)d1^30d2^137 + (2 + 0a + 4a^2)d1^31d2^137 + (1 + 0a + 4a^2)d1^32d2^137 + (0 + 4a + 3a^2)d1^33d2^137 + (0 + 2a + 1a^2)d1^34d2^137 + (0 + 4a + 3a^2)d1^35d2^137 + (3 + 1a + 0a^2)d1^36d2^137 + (2 + 3a + 4a^2)d1^37d2^137 + (0 + 1a + 2a^2)d1^38d2^137 + (1 + 0a + 4a^2)d1^39d2^137 + (4 + 1a + 2a^2)d1^40d2^137 + (1 + 1a + 2a^2)d1^41d2^137 + (2 + 1a + 3a^2)d1^42d2^137 + (4 + 4a + 1a^2)d1^43d2^137 + (0 + 1a + 1a^2)d1^44d2^137 + (2 + 0a + 3a^2)d1^45d2^137 + (3 + 2a + 3a^2)d1^46d2^137 + (4 + 4a + 3a^2)d1^47d2^137 + (3 + 0a + 1a^2)d1^48d2^137 + (4 + 2a + 2a^2)d1^49d2^137 + (2 + 2a + 0a^2)d1^50d2^137 + (1 + 3a + 3a^2)d1^51d2^137 + (1 + 3a + 0a^2)d1^52d2^137 + (0 + 0a + 2a^2)d1^53d2^137 + (3 + 0a + 4a^2)d1^54d2^137 + (2 + 2a + 4a^2)d1^55d2^137 + (4 + 3a + 0a^2)d1^56d2^137 + (1 + 2a + 2a^2)d1^57d2^137 + (0 + 3a + 2a^2)d1^58d2^137 + (4 + 4a + 2a^2)d1^59d2^137 + (1 + 1a + 0a^2)d1^60d2^137 + (3 + 4a + 1a^2)d1^61d2^137 + (3 + 2a + 0a^2)d1^62d2^137 + (2 + 2a + 2a^2)d1^63d2^137 + (1 + 4a + 3a^2)d1^64d2^137 + (2 + 2a + 1a^2)d1^65d2^137 + (0 + 1a + 0a^2)d1^66d2^137 + (4 + 1a + 4a^2)d1^67d2^137 + (4 + 3a + 4a^2)d1^68d2^137 + (4 + 0a + 2a^2)d1^69d2^137 + (4 + 1a + 4a^2)d1^70d2^137 + (4 + 0a + 1a^2)d1^71d2^137 + (3 + 2a + 0a^2)d1^72d2^137 + (2 + 4a + 4a^2)d1^73d2^137 + (2 + 0a + 2a^2)d1^74d2^137 + (0 + 4a + 3a^2)d1^75d2^137 + (2 + 0a + 3a^2)d1^76d2^137 + (3 + 1a + 0a^2)d1^77d2^137 + (4 + 3a + 0a^2)d1^78d2^137 + (2 + 3a + 3a^2)d1^79d2^137 + (0 + 3a + 3a^2)d1^80d2^137 + (4 + 0a + 3a^2)d1^81d2^137 + (4 + 1a + 4a^2)d1^82d2^137 + (3 + 4a + 4a^2)d1^83d2^137 + (2 + 2a + 3a^2)d1^84d2^137 + (3 + 3a + 1a^2)d1^85d2^137 + (2 + 1a + 2a^2)d1^86d2^137 + (2 + 1a + 3a^2)d1^87d2^137 + (3 + 3a + 0a^2)d1^88d2^137 + (2 + 3a + 1a^2)d1^89d2^137 + (0 + 3a + 3a^2)d1^90d2^137 + (4 + 2a + 4a^2)d1^91d2^137 + (1 + 3a + 0a^2)d1^92d2^137 + (4 + 3a + 0a^2)d1^93d2^137 + (4 + 0a + 0a^2)d1^94d2^137 + (2 + 2a + 1a^2)d1^95d2^137 + (2 + 0a + 4a^2)d1^96d2^137 + (0 + 2a + 2a^2)d1^97d2^137 + (3 + 1a + 2a^2)d1^98d2^137 + (0 + 2a + 4a^2)d1^99d2^137 + (4 + 0a + 1a^2)d1^100d2^137 + (2 + 2a + 1a^2)d1^101d2^137 + (4 + 2a + 0a^2)d1^102d2^137 + (4 + 1a + 0a^2)d1^103d2^137 + (0 + 2a + 0a^2)d1^104d2^137 + (0 + 0a + 4a^2)d1^105d2^137 + (2 + 3a + 0a^2)d1^106d2^137 + (0 + 0a + 1a^2)d1^107d2^137 + (3 + 1a + 2a^2)d1^108d2^137 + (4 + 3a + 1a^2)d1^109d2^137 + (3 + 4a + 1a^2)d1^110d2^137 + (1 + 4a + 1a^2)d1^111d2^137 + (4 + 2a + 3a^2)d1^112d2^137 + (2 + 0a + 4a^2)d1^113d2^137 + (4 + 1a + 3a^2)d1^114d2^137 + (0 + 0a + 2a^2)d1^115d2^137 + (0 + 3a + 1a^2)d1^116d2^137 + (1 + 0a + 0a^2)d1^117d2^137 + (4 + 4a + 3a^2)d1^118d2^137 + (2 + 0a + 1a^2)d1^119d2^137 + (2 + 3a + 0a^2)d1^120d2^137 + (3 + 2a + 0a^2)d1^121d2^137 + (4 + 0a + 3a^2)d1^122d2^137 + (4 + 3a + 3a^2)d1^123d2^137 + (2 + 4a + 0a^2)d1^124d2^137 + (0 + 1a + 0a^2)d1^125d2^137 + (0 + 3a + 1a^2)d1^126d2^137 + (4 + 4a + 0a^2)d1^127d2^137 + (2 + 1a + 0a^2)d1^128d2^137 + (4 + 1a + 4a^2)d1^129d2^137 + (2 + 3a + 3a^2)d1^130d2^137 + (2 + 2a + 2a^2)d1^131d2^137 + (4 + 4a + 3a^2)d1^132d2^137 + (1 + 1a + 1a^2)d1^133d2^137 + (3 + 4a + 0a^2)d1^134d2^137 + (0 + 0a + 4a^2)d1^135d2^137 + (0 + 0a + 1a^2)d1^136d2^137 + (3 + 3a + 3a^2)d1^137d2^137 + (1 + 4a + 2a^2)d1^138d2^137 + (0 + 4a + 1a^2)d1^139d2^137 + (1 + 4a + 1a^2)d1^140d2^137 + (4 + 1a + 4a^2)d1^141d2^137 + (3 + 3a + 4a^2)d1^142d2^137 + (2 + 4a + 0a^2)d1^143d2^137 + (2 + 4a + 1a^2)d1^144d2^137 + (3 + 2a + 2a^2)d1^145d2^137 + (1 + 1a + 1a^2)d1^146d2^137 + (2 + 4a + 4a^2)d1^147d2^137 + (4 + 1a + 4a^2)d1^148d2^137 + (0 + 2a + 0a^2)d1^149d2^137 + (0 + 1a + 4a^2)d1^150d2^137 + (1 + 0a + 3a^2)d1^151d2^137 + (0 + 4a + 4a^2)d1^152d2^137 + (2 + 1a + 1a^2)d1^153d2^137 + (4 + 0a + 0a^2)d1^154d2^137 + (3 + 3a + 1a^2)d1^155d2^137 + (2 + 4a + 2a^2)d1^156d2^137 + (2 + 2a + 3a^2)d1^157d2^137 + (4 + 3a + 0a^2)d1^158d2^137 + (0 + 4a + 4a^2)d1^159d2^137 + (4 + 1a + 0a^2)d1^160d2^137 + (1 + 2a + 1a^2)d1^161d2^137 + (0 + 2a + 3a^2)d1^162d2^137 + (0 + 1a + 2a^2)d1^163d2^137 + (0 + 0a + 2a^2)d1^164d2^137 + (1 + 3a + 3a^2)d1^165d2^137 + (2 + 3a + 2a^2)d1^166d2^137 + (2 + 4a + 0a^2)d1^167d2^137 + (3 + 0a + 2a^2)d1^169d2^137 + (3 + 3a + 2a^2)d1^170d2^137 + (2 + 2a + 0a^2)d1^171d2^137 + (4 + 1a + 2a^2)d1^172d2^137 + (1 + 2a + 4a^2)d1^173d2^137 + (0 + 4a + 4a^2)d1^174d2^137 + (3 + 3a + 0a^2)d1^175d2^137 + (4 + 3a + 0a^2)d1^176d2^137 + (3 + 3a + 3a^2)d1^177d2^137 + (0 + 1a + 1a^2)d1^178d2^137 + (3 + 1a + 3a^2)d1^179d2^137 + (4 + 3a + 0a^2)d1^180d2^137 + (0 + 0a + 1a^2)d1^181d2^137 + (3 + 2a + 4a^2)d1^182d2^137 + (3 + 2a + 4a^2)d1^183d2^137 + (4 + 3a + 3a^2)d1^184d2^137 + (4 + 0a + 2a^2)d1^185d2^137 + (4 + 2a + 3a^2)d1^186d2^137 + (4 + 1a + 2a^2)d1^187d2^137 + (1 + 4a + 3a^2)d1^188d2^137 + (0 + 4a + 0a^2)d1^189d2^137 + (3 + 1a + 2a^2)d1^190d2^137 + (4 + 1a + 3a^2)d1^191d2^137 + (2 + 3a + 2a^2)d1^192d2^137 + (1 + 2a + 1a^2)d1^193d2^137 + (2 + 4a + 2a^2)d1^194d2^137 + (0 + 2a + 0a^2)d1^195d2^137 + (2 + 3a + 0a^2)d1^196d2^137 + (2 + 1a + 0a^2)d1^197d2^137 + (1 + 2a + 0a^2)d1^198d2^137 + (2 + 0a + 1a^2)d1^199d2^137 + (3 + 3a + 1a^2)d1^200d2^137 + (0 + 4a + 1a^2)d1^201d2^137 + (3 + 2a + 2a^2)d1^202d2^137 + (4 + 3a + 1a^2)d1^203d2^137 + (4 + 2a + 1a^2)d1^204d2^137 + (0 + 1a + 1a^2)d1^205d2^137 + (3 + 0a + 2a^2)d1^206d2^137 + (1 + 3a + 4a^2)d1^207d2^137 + (2 + 3a + 1a^2)d1^208d2^137 + (0 + 0a + 1a^2)d1^209d2^137 + (1 + 3a + 2a^2)d1^210d2^137 + (1 + 1a + 1a^2)d1^211d2^137 + (4 + 2a + 4a^2)d1^212d2^137 + (2 + 0a + 0a^2)d1^213d2^137 + (1 + 4a + 3a^2)d1^214d2^137 + (2 + 0a + 3a^2)d1^215d2^137 + (0 + 2a + 3a^2)d1^216d2^137 + (3 + 0a + 2a^2)d1^217d2^137 + (2 + 2a + 0a^2)d1^218d2^137 + (3 + 0a + 4a^2)d1^219d2^137 + (1 + 2a + 4a^2)d1^220d2^137 + (0 + 4a + 4a^2)d1^221d2^137 + (2 + 2a + 4a^2)d1^222d2^137 + (0 + 3a + 2a^2)d1^223d2^137 + (0 + 0a + 3a^2)d1^224d2^137 + (1 + 3a + 3a^2)d1^225d2^137 + (1 + 4a + 4a^2)d1^226d2^137 + (0 + 4a + 3a^2)d1^227d2^137 + (1 + 2a + 4a^2)d1^228d2^137 + (0 + 2a + 0a^2)d1^229d2^137 + (2 + 3a + 0a^2)d1^230d2^137 + (0 + 3a + 2a^2)d1^231d2^137 + (4 + 1a + 0a^2)d1^232d2^137 + (4 + 4a + 3a^2)d1^233d2^137 + (2 + 4a + 3a^2)d1^234d2^137 + (1 + 3a + 1a^2)d1^235d2^137 + (4 + 0a + 3a^2)d1^236d2^137 + (2 + 0a + 1a^2)d1^237d2^137 + (3 + 2a + 0a^2)d1^238d2^137 + (3 + 4a + 3a^2)d1^239d2^137 + (2 + 0a + 3a^2)d1^240d2^137 + (2 + 1a + 1a^2)d1^241d2^137 + (2 + 4a + 1a^2)d1^242d2^137 + (3 + 0a + 1a^2)d1^243d2^137 + (4 + 0a + 4a^2)d1^244d2^137 + (0 + 3a + 2a^2)d1^245d2^137 + (2 + 0a + 2a^2)d1^246d2^137 + (4 + 3a + 1a^2)d1^247d2^137 + (1 + 3a + 3a^2)d1^248d2^137 + (4 + 0a + 2a^2)d1^249d2^137 + (2 + 0a + 3a^2)d1^250d2^137 + (4 + 0a + 2a^2)d1^251d2^137 + (1 + 3a + 1a^2)d1^252d2^137 + (1 + 4a + 2a^2)d1^253d2^137 + (0 + 2a + 2a^2)d1^254d2^137 + (2 + 1a + 3a^2)d1^255d2^137 + (0 + 1a + 0a^2)d1^256d2^137 + (4 + 2a + 4a^2)d1^257d2^137 + (3 + 2a + 0a^2)d1^258d2^137 + (1 + 1a + 0a^2)d1^259d2^137 + (0 + 3a + 3a^2)d1^260d2^137 + (0 + 0a + 1a^2)d1^261d2^137 + (4 + 3a + 0a^2)d1^262d2^137 + (4 + 4a + 3a^2)d1^263d2^137 + (2 + 3a + 0a^2)d1^264d2^137 + (1 + 3a + 3a^2)d1^265d2^137 + (4 + 4a + 0a^2)d1^266d2^137 + (2 + 4a + 1a^2)d1^267d2^137 + (4 + 4a + 1a^2)d1^268d2^137 + (0 + 2a + 0a^2)d1^269d2^137 + (4 + 1a + 1a^2)d1^270d2^137 + (4 + 2a + 2a^2)d1^271d2^137 + (2 + 2a + 2a^2)d1^272d2^137 + (4 + 1a + 2a^2)d1^273d2^137 + (3 + 4a + 1a^2)d1^274d2^137 + (2 + 4a + 1a^2)d1^275d2^137 + (4 + 1a + 0a^2)d1^276d2^137 + (4 + 0a + 4a^2)d1^277d2^137 + (2 + 0a + 3a^2)d1^278d2^137 + (3 + 4a + 0a^2)d1^279d2^137 + (4 + 4a + 4a^2)d1^280d2^137 + (3 + 0a + 3a^2)d1^281d2^137 + (0 + 0a + 3a^2)d1^282d2^137 + (2 + 3a + 3a^2)d1^283d2^137 + (4 + 1a + 4a^2)d1^284d2^137 + (2 + 3a + 1a^2)d1^285d2^137 + (0 + 1a + 4a^2)d1^286d2^137 + (0 + 2a + 4a^2)d1^287d2^137 + (0 + 1a + 0a^2)d1^288d2^137 + (0 + 4a + 3a^2)d1^290d2^137 + (1 + 1a + 1a^2)d1^291d2^137 + (0 + 0a + 1a^2)d1^292d2^137 + (1 + 4a + 2a^2)d1^293d2^137 + (4 + 3a + 3a^2)d2^138 + (3 + 3a + 2a^2)d1^1d2^138 + (1 + 0a + 2a^2)d1^2d2^138 + (2 + 2a + 1a^2)d1^3d2^138 + (4 + 1a + 0a^2)d1^4d2^138 + (4 + 1a + 1a^2)d1^5d2^138 + (0 + 0a + 3a^2)d1^6d2^138 + (4 + 1a + 1a^2)d1^7d2^138 + (2 + 0a + 3a^2)d1^8d2^138 + (0 + 3a + 3a^2)d1^9d2^138 + (4 + 2a + 4a^2)d1^10d2^138 + (1 + 4a + 2a^2)d1^11d2^138 + (3 + 1a + 4a^2)d1^12d2^138 + (1 + 4a + 4a^2)d1^13d2^138 + (1 + 0a + 0a^2)d1^14d2^138 + (3 + 1a + 3a^2)d1^15d2^138 + (0 + 3a + 1a^2)d1^17d2^138 + (2 + 2a + 0a^2)d1^18d2^138 + (2 + 4a + 1a^2)d1^19d2^138 + (0 + 1a + 2a^2)d1^20d2^138 + (1 + 2a + 1a^2)d1^21d2^138 + (2 + 3a + 4a^2)d1^22d2^138 + (4 + 2a + 1a^2)d1^23d2^138 + (4 + 2a + 0a^2)d1^24d2^138 + (4 + 2a + 4a^2)d1^25d2^138 + (4 + 3a + 3a^2)d1^26d2^138 + (4 + 1a + 4a^2)d1^27d2^138 + (1 + 3a + 0a^2)d1^28d2^138 + (3 + 2a + 1a^2)d1^29d2^138 + (0 + 2a + 2a^2)d1^30d2^138 + (4 + 0a + 0a^2)d1^31d2^138 + (4 + 0a + 0a^2)d1^32d2^138 + (3 + 4a + 0a^2)d1^33d2^138 + (1 + 3a + 4a^2)d1^34d2^138 + (2 + 1a + 2a^2)d1^35d2^138 + (4 + 1a + 0a^2)d1^36d2^138 + (2 + 0a + 0a^2)d1^37d2^138 + (2 + 3a + 3a^2)d1^38d2^138 + (0 + 1a + 1a^2)d1^39d2^138 + (4 + 1a + 0a^2)d1^40d2^138 + (0 + 2a + 3a^2)d1^41d2^138 + (0 + 0a + 2a^2)d1^42d2^138 + (2 + 2a + 4a^2)d1^43d2^138 + (1 + 0a + 3a^2)d1^44d2^138 + (0 + 3a + 3a^2)d1^45d2^138 + (1 + 4a + 0a^2)d1^46d2^138 + (4 + 0a + 3a^2)d1^47d2^138 + (1 + 2a + 4a^2)d1^48d2^138 + (2 + 1a + 4a^2)d1^49d2^138 + (3 + 4a + 1a^2)d1^50d2^138 + (1 + 2a + 4a^2)d1^51d2^138 + (0 + 3a + 1a^2)d1^52d2^138 + (4 + 4a + 4a^2)d1^53d2^138 + (1 + 3a + 2a^2)d1^54d2^138 + (2 + 2a + 4a^2)d1^55d2^138 + (0 + 4a + 2a^2)d1^56d2^138 + (2 + 0a + 1a^2)d1^57d2^138 + (1 + 3a + 4a^2)d1^58d2^138 + (3 + 0a + 3a^2)d1^59d2^138 + (1 + 0a + 1a^2)d1^60d2^138 + (4 + 1a + 2a^2)d1^61d2^138 + (4 + 4a + 1a^2)d1^62d2^138 + (0 + 2a + 2a^2)d1^63d2^138 + (4 + 4a + 1a^2)d1^64d2^138 + (0 + 2a + 4a^2)d1^65d2^138 + (0 + 1a + 1a^2)d1^66d2^138 + (3 + 0a + 1a^2)d1^67d2^138 + (0 + 4a + 4a^2)d1^68d2^138 + (1 + 1a + 1a^2)d1^69d2^138 + (2 + 0a + 0a^2)d1^70d2^138 + (1 + 3a + 0a^2)d1^71d2^138 + (4 + 0a + 3a^2)d1^73d2^138 + (3 + 0a + 0a^2)d1^74d2^138 + (2 + 3a + 3a^2)d1^75d2^138 + (0 + 2a + 0a^2)d1^76d2^138 + (0 + 3a + 3a^2)d1^77d2^138 + (2 + 4a + 1a^2)d1^78d2^138 + (2 + 3a + 4a^2)d1^79d2^138 + (4 + 2a + 4a^2)d1^80d2^138 + (3 + 2a + 0a^2)d1^81d2^138 + (4 + 4a + 1a^2)d1^82d2^138 + (3 + 1a + 2a^2)d1^83d2^138 + (1 + 0a + 0a^2)d1^84d2^138 + (1 + 0a + 0a^2)d1^85d2^138 + (2 + 1a + 1a^2)d1^86d2^138 + (4 + 4a + 3a^2)d1^87d2^138 + (3 + 4a + 2a^2)d1^88d2^138 + (2 + 1a + 4a^2)d1^89d2^138 + (1 + 2a + 0a^2)d1^90d2^138 + (2 + 1a + 4a^2)d1^91d2^138 + (3 + 4a + 3a^2)d1^92d2^138 + (2 + 0a + 4a^2)d1^93d2^138 + (3 + 3a + 2a^2)d1^94d2^138 + (1 + 4a + 0a^2)d1^95d2^138 + (0 + 2a + 0a^2)d1^96d2^138 + (1 + 4a + 1a^2)d1^97d2^138 + (0 + 1a + 0a^2)d1^98d2^138 + (3 + 0a + 1a^2)d1^99d2^138 + (3 + 2a + 1a^2)d1^100d2^138 + (3 + 1a + 3a^2)d1^101d2^138 + (3 + 1a + 0a^2)d1^102d2^138 + (4 + 4a + 2a^2)d1^103d2^138 + (3 + 4a + 1a^2)d1^104d2^138 + (4 + 1a + 1a^2)d1^105d2^138 + (3 + 1a + 2a^2)d1^106d2^138 + (4 + 1a + 4a^2)d1^107d2^138 + (4 + 2a + 4a^2)d1^108d2^138 + (0 + 1a + 4a^2)d1^109d2^138 + (1 + 0a + 4a^2)d1^110d2^138 + (2 + 0a + 3a^2)d1^111d2^138 + (0 + 2a + 3a^2)d1^112d2^138 + (1 + 4a + 4a^2)d1^113d2^138 + (0 + 1a + 1a^2)d1^114d2^138 + (0 + 4a + 1a^2)d1^115d2^138 + (0 + 1a + 4a^2)d1^116d2^138 + (4 + 1a + 4a^2)d1^117d2^138 + (3 + 1a + 3a^2)d1^118d2^138 + (1 + 4a + 0a^2)d1^119d2^138 + (2 + 0a + 4a^2)d1^120d2^138 + (0 + 3a + 0a^2)d1^121d2^138 + (0 + 2a + 2a^2)d1^122d2^138 + (4 + 0a + 4a^2)d1^123d2^138 + (1 + 4a + 3a^2)d1^124d2^138 + (2 + 3a + 1a^2)d1^125d2^138 + (4 + 2a + 3a^2)d1^126d2^138 + (1 + 3a + 4a^2)d1^127d2^138 + (2 + 0a + 4a^2)d1^128d2^138 + (4 + 4a + 3a^2)d1^129d2^138 + (4 + 3a + 0a^2)d1^130d2^138 + (1 + 2a + 0a^2)d1^131d2^138 + (2 + 0a + 2a^2)d1^132d2^138 + (4 + 2a + 3a^2)d1^133d2^138 + (3 + 3a + 1a^2)d1^134d2^138 + (0 + 4a + 1a^2)d1^135d2^138 + (3 + 3a + 3a^2)d1^136d2^138 + (2 + 4a + 4a^2)d1^137d2^138 + (0 + 2a + 4a^2)d1^138d2^138 + (3 + 1a + 3a^2)d1^139d2^138 + (4 + 3a + 3a^2)d1^140d2^138 + (0 + 4a + 0a^2)d1^141d2^138 + (2 + 2a + 0a^2)d1^142d2^138 + (0 + 2a + 4a^2)d1^143d2^138 + (0 + 0a + 3a^2)d1^144d2^138 + (0 + 4a + 2a^2)d1^145d2^138 + (2 + 0a + 3a^2)d1^146d2^138 + (1 + 3a + 2a^2)d1^147d2^138 + (0 + 3a + 0a^2)d1^148d2^138 + (4 + 1a + 4a^2)d1^149d2^138 + (1 + 2a + 2a^2)d1^150d2^138 + (4 + 2a + 0a^2)d1^151d2^138 + (0 + 0a + 1a^2)d1^152d2^138 + (2 + 4a + 4a^2)d1^153d2^138 + (2 + 1a + 3a^2)d1^154d2^138 + (2 + 4a + 1a^2)d1^155d2^138 + (1 + 1a + 3a^2)d1^156d2^138 + (3 + 1a + 3a^2)d1^157d2^138 + (0 + 2a + 0a^2)d1^158d2^138 + (3 + 2a + 0a^2)d1^159d2^138 + (3 + 2a + 2a^2)d1^160d2^138 + (3 + 4a + 1a^2)d1^161d2^138 + (1 + 3a + 2a^2)d1^162d2^138 + (1 + 4a + 2a^2)d1^163d2^138 + (0 + 3a + 2a^2)d1^164d2^138 + (4 + 1a + 4a^2)d1^165d2^138 + (1 + 2a + 4a^2)d1^166d2^138 + (4 + 0a + 2a^2)d1^167d2^138 + (0 + 4a + 3a^2)d1^168d2^138 + (0 + 3a + 4a^2)d1^169d2^138 + (0 + 4a + 2a^2)d1^170d2^138 + (2 + 0a + 4a^2)d1^171d2^138 + (1 + 0a + 1a^2)d1^172d2^138 + (0 + 2a + 3a^2)d1^174d2^138 + (4 + 3a + 3a^2)d1^175d2^138 + (0 + 4a + 0a^2)d1^176d2^138 + (3 + 4a + 1a^2)d1^177d2^138 + (2 + 1a + 0a^2)d1^178d2^138 + (3 + 1a + 4a^2)d1^179d2^138 + (0 + 3a + 3a^2)d1^180d2^138 + (4 + 4a + 2a^2)d1^181d2^138 + (0 + 1a + 2a^2)d1^182d2^138 + (0 + 3a + 0a^2)d1^183d2^138 + (1 + 1a + 1a^2)d1^184d2^138 + (3 + 0a + 2a^2)d1^185d2^138 + (1 + 1a + 0a^2)d1^187d2^138 + (3 + 0a + 1a^2)d1^188d2^138 + (1 + 2a + 1a^2)d1^189d2^138 + (1 + 0a + 2a^2)d1^190d2^138 + (4 + 2a + 2a^2)d1^191d2^138 + (0 + 4a + 2a^2)d1^192d2^138 + (4 + 3a + 1a^2)d1^193d2^138 + (0 + 0a + 2a^2)d1^194d2^138 + (1 + 3a + 2a^2)d1^195d2^138 + (3 + 3a + 1a^2)d1^196d2^138 + (4 + 0a + 1a^2)d1^197d2^138 + (2 + 4a + 0a^2)d1^198d2^138 + (1 + 2a + 4a^2)d1^199d2^138 + (3 + 1a + 1a^2)d1^200d2^138 + (4 + 1a + 1a^2)d1^201d2^138 + (3 + 3a + 0a^2)d1^202d2^138 + (4 + 4a + 0a^2)d1^203d2^138 + (0 + 4a + 2a^2)d1^204d2^138 + (1 + 1a + 4a^2)d1^205d2^138 + (3 + 4a + 4a^2)d1^206d2^138 + (4 + 4a + 2a^2)d1^207d2^138 + (1 + 0a + 3a^2)d1^208d2^138 + (2 + 3a + 3a^2)d1^209d2^138 + (3 + 4a + 3a^2)d1^210d2^138 + (2 + 1a + 3a^2)d1^211d2^138 + (3 + 0a + 3a^2)d1^212d2^138 + (0 + 3a + 2a^2)d1^213d2^138 + (2 + 1a + 3a^2)d1^214d2^138 + (3 + 0a + 4a^2)d1^215d2^138 + (2 + 2a + 0a^2)d1^216d2^138 + (1 + 4a + 4a^2)d1^217d2^138 + (3 + 0a + 4a^2)d1^218d2^138 + (4 + 1a + 2a^2)d1^219d2^138 + (3 + 0a + 0a^2)d1^220d2^138 + (1 + 1a + 4a^2)d1^221d2^138 + (4 + 2a + 4a^2)d1^222d2^138 + (1 + 2a + 4a^2)d1^223d2^138 + (2 + 1a + 1a^2)d1^224d2^138 + (0 + 4a + 0a^2)d1^225d2^138 + (4 + 3a + 4a^2)d1^226d2^138 + (2 + 4a + 0a^2)d1^227d2^138 + (4 + 3a + 4a^2)d1^228d2^138 + (1 + 4a + 3a^2)d1^229d2^138 + (1 + 0a + 1a^2)d1^230d2^138 + (2 + 0a + 4a^2)d1^231d2^138 + (2 + 4a + 1a^2)d1^232d2^138 + (4 + 1a + 3a^2)d1^233d2^138 + (3 + 4a + 1a^2)d1^234d2^138 + (2 + 0a + 0a^2)d1^235d2^138 + (3 + 2a + 2a^2)d1^236d2^138 + (4 + 0a + 0a^2)d1^237d2^138 + (0 + 4a + 1a^2)d1^238d2^138 + (4 + 0a + 2a^2)d1^239d2^138 + (0 + 1a + 1a^2)d1^240d2^138 + (0 + 1a + 3a^2)d1^241d2^138 + (4 + 2a + 3a^2)d1^242d2^138 + (2 + 1a + 2a^2)d1^243d2^138 + (2 + 2a + 2a^2)d1^244d2^138 + (2 + 4a + 0a^2)d1^245d2^138 + (4 + 2a + 4a^2)d1^246d2^138 + (1 + 2a + 1a^2)d1^247d2^138 + (0 + 2a + 4a^2)d1^248d2^138 + (2 + 0a + 4a^2)d1^249d2^138 + (4 + 3a + 0a^2)d1^250d2^138 + (2 + 2a + 3a^2)d1^251d2^138 + (0 + 4a + 3a^2)d1^252d2^138 + (3 + 1a + 0a^2)d1^253d2^138 + (4 + 1a + 0a^2)d1^254d2^138 + (3 + 4a + 4a^2)d1^255d2^138 + (3 + 3a + 4a^2)d1^256d2^138 + (0 + 2a + 0a^2)d1^257d2^138 + (4 + 3a + 4a^2)d1^258d2^138 + (2 + 1a + 3a^2)d1^259d2^138 + (1 + 4a + 2a^2)d1^260d2^138 + (3 + 0a + 2a^2)d1^261d2^138 + (4 + 3a + 0a^2)d1^262d2^138 + (2 + 1a + 1a^2)d1^263d2^138 + (2 + 3a + 2a^2)d1^264d2^138 + (1 + 1a + 2a^2)d1^265d2^138 + (0 + 1a + 1a^2)d1^266d2^138 + (0 + 3a + 1a^2)d1^267d2^138 + (4 + 0a + 1a^2)d1^268d2^138 + (2 + 1a + 2a^2)d1^269d2^138 + (1 + 2a + 1a^2)d1^270d2^138 + (4 + 2a + 4a^2)d1^271d2^138 + (1 + 4a + 2a^2)d1^272d2^138 + (4 + 2a + 2a^2)d1^273d2^138 + (2 + 0a + 4a^2)d1^274d2^138 + (4 + 2a + 2a^2)d1^275d2^138 + (0 + 2a + 4a^2)d1^276d2^138 + (0 + 3a + 0a^2)d1^277d2^138 + (2 + 1a + 3a^2)d1^278d2^138 + (4 + 0a + 2a^2)d1^279d2^138 + (4 + 0a + 3a^2)d1^280d2^138 + (1 + 3a + 4a^2)d1^281d2^138 + (1 + 4a + 3a^2)d1^282d2^138 + (2 + 3a + 3a^2)d1^283d2^138 + (0 + 1a + 4a^2)d1^284d2^138 + (4 + 3a + 1a^2)d1^285d2^138 + (1 + 1a + 4a^2)d1^286d2^138 + (4 + 4a + 3a^2)d1^287d2^138 + (3 + 4a + 4a^2)d1^288d2^138 + (1 + 4a + 3a^2)d1^289d2^138 + (3 + 4a + 2a^2)d1^290d2^138 + (4 + 2a + 3a^2)d1^291d2^138 + (4 + 0a + 2a^2)d1^292d2^138 + (1 + 2a + 3a^2)d1^293d2^138 + (3 + 0a + 2a^2)d2^139 + (0 + 3a + 2a^2)d1^1d2^139 + (2 + 2a + 0a^2)d1^2d2^139 + (3 + 0a + 4a^2)d1^3d2^139 + (3 + 3a + 1a^2)d1^4d2^139 + (1 + 2a + 1a^2)d1^5d2^139 + (2 + 2a + 3a^2)d1^6d2^139 + (3 + 2a + 4a^2)d1^7d2^139 + (4 + 1a + 2a^2)d1^8d2^139 + (1 + 2a + 0a^2)d1^9d2^139 + (3 + 1a + 2a^2)d1^10d2^139 + (0 + 2a + 2a^2)d1^11d2^139 + (1 + 0a + 4a^2)d1^12d2^139 + (2 + 3a + 0a^2)d1^13d2^139 + (1 + 1a + 2a^2)d1^14d2^139 + (2 + 0a + 4a^2)d1^15d2^139 + (1 + 2a + 1a^2)d1^16d2^139 + (2 + 1a + 3a^2)d1^17d2^139 + (1 + 3a + 3a^2)d1^18d2^139 + (1 + 3a + 0a^2)d1^19d2^139 + (3 + 1a + 1a^2)d1^20d2^139 + (3 + 2a + 4a^2)d1^21d2^139 + (3 + 1a + 0a^2)d1^22d2^139 + (3 + 0a + 4a^2)d1^23d2^139 + (3 + 4a + 2a^2)d1^24d2^139 + (0 + 1a + 4a^2)d1^25d2^139 + (1 + 3a + 0a^2)d1^26d2^139 + (2 + 3a + 1a^2)d1^27d2^139 + (4 + 4a + 3a^2)d1^28d2^139 + (4 + 0a + 4a^2)d1^29d2^139 + (4 + 4a + 2a^2)d1^30d2^139 + (0 + 3a + 1a^2)d1^31d2^139 + (3 + 1a + 2a^2)d1^32d2^139 + (3 + 2a + 1a^2)d1^33d2^139 + (0 + 2a + 2a^2)d1^34d2^139 + (4 + 1a + 2a^2)d1^35d2^139 + (4 + 4a + 4a^2)d1^36d2^139 + (2 + 2a + 2a^2)d1^37d2^139 + (2 + 3a + 2a^2)d1^38d2^139 + (3 + 0a + 3a^2)d1^39d2^139 + (4 + 1a + 4a^2)d1^40d2^139 + (1 + 2a + 4a^2)d1^41d2^139 + (1 + 3a + 3a^2)d1^42d2^139 + (0 + 4a + 4a^2)d1^43d2^139 + (4 + 4a + 0a^2)d1^44d2^139 + (0 + 0a + 1a^2)d1^45d2^139 + (2 + 1a + 2a^2)d1^46d2^139 + (1 + 3a + 3a^2)d1^47d2^139 + (4 + 2a + 3a^2)d1^48d2^139 + (3 + 3a + 2a^2)d1^49d2^139 + (4 + 4a + 2a^2)d1^50d2^139 + (4 + 4a + 4a^2)d1^51d2^139 + (4 + 0a + 3a^2)d1^52d2^139 + (3 + 3a + 3a^2)d1^53d2^139 + (3 + 3a + 2a^2)d1^54d2^139 + (1 + 3a + 4a^2)d1^55d2^139 + (0 + 2a + 3a^2)d1^56d2^139 + (3 + 1a + 1a^2)d1^57d2^139 + (1 + 1a + 1a^2)d1^58d2^139 + (1 + 3a + 0a^2)d1^59d2^139 + (1 + 3a + 4a^2)d1^60d2^139 + (4 + 2a + 0a^2)d1^61d2^139 + (4 + 4a + 2a^2)d1^62d2^139 + (3 + 0a + 0a^2)d1^63d2^139 + (0 + 3a + 3a^2)d1^64d2^139 + (1 + 4a + 2a^2)d1^65d2^139 + (1 + 4a + 3a^2)d1^66d2^139 + (3 + 2a + 1a^2)d1^67d2^139 + (2 + 3a + 4a^2)d1^68d2^139 + (1 + 4a + 4a^2)d1^69d2^139 + (3 + 0a + 3a^2)d1^70d2^139 + (4 + 3a + 1a^2)d1^71d2^139 + (0 + 2a + 0a^2)d1^72d2^139 + (0 + 3a + 0a^2)d1^73d2^139 + (0 + 1a + 2a^2)d1^74d2^139 + (3 + 0a + 3a^2)d1^75d2^139 + (4 + 2a + 4a^2)d1^76d2^139 + (0 + 4a + 1a^2)d1^77d2^139 + (1 + 2a + 4a^2)d1^78d2^139 + (3 + 1a + 4a^2)d1^79d2^139 + (3 + 0a + 4a^2)d1^80d2^139 + (0 + 0a + 3a^2)d1^81d2^139 + (3 + 3a + 0a^2)d1^82d2^139 + (2 + 1a + 2a^2)d1^83d2^139 + (2 + 3a + 1a^2)d1^84d2^139 + (4 + 1a + 4a^2)d1^85d2^139 + (0 + 3a + 1a^2)d1^86d2^139 + (2 + 4a + 0a^2)d1^87d2^139 + (3 + 0a + 4a^2)d1^88d2^139 + (2 + 4a + 1a^2)d1^89d2^139 + (4 + 0a + 4a^2)d1^90d2^139 + (4 + 4a + 2a^2)d1^91d2^139 + (1 + 3a + 2a^2)d1^92d2^139 + (0 + 2a + 3a^2)d1^93d2^139 + (4 + 2a + 1a^2)d1^94d2^139 + (3 + 1a + 3a^2)d1^96d2^139 + (1 + 0a + 2a^2)d1^97d2^139 + (0 + 3a + 0a^2)d1^98d2^139 + (3 + 3a + 1a^2)d1^99d2^139 + (0 + 3a + 2a^2)d1^100d2^139 + (2 + 3a + 2a^2)d1^101d2^139 + (4 + 4a + 2a^2)d1^102d2^139 + (0 + 3a + 2a^2)d1^103d2^139 + (1 + 2a + 2a^2)d1^104d2^139 + (4 + 1a + 2a^2)d1^105d2^139 + (1 + 4a + 3a^2)d1^106d2^139 + (4 + 0a + 3a^2)d1^107d2^139 + (1 + 1a + 3a^2)d1^108d2^139 + (3 + 0a + 1a^2)d1^109d2^139 + (3 + 1a + 3a^2)d1^110d2^139 + (3 + 2a + 1a^2)d1^111d2^139 + (4 + 1a + 3a^2)d1^112d2^139 + (0 + 4a + 1a^2)d1^113d2^139 + (3 + 4a + 4a^2)d1^114d2^139 + (1 + 3a + 2a^2)d1^115d2^139 + (2 + 3a + 4a^2)d1^116d2^139 + (2 + 4a + 1a^2)d1^117d2^139 + (4 + 1a + 0a^2)d1^118d2^139 + (0 + 4a + 4a^2)d1^119d2^139 + (4 + 4a + 2a^2)d1^120d2^139 + (2 + 1a + 1a^2)d1^121d2^139 + (0 + 3a + 4a^2)d1^122d2^139 + (3 + 3a + 0a^2)d1^123d2^139 + (2 + 0a + 2a^2)d1^124d2^139 + (3 + 2a + 4a^2)d1^125d2^139 + (2 + 2a + 3a^2)d1^126d2^139 + (4 + 2a + 1a^2)d1^127d2^139 + (1 + 4a + 0a^2)d1^128d2^139 + (3 + 0a + 4a^2)d1^129d2^139 + (4 + 3a + 2a^2)d1^130d2^139 + (4 + 1a + 2a^2)d1^131d2^139 + (0 + 2a + 3a^2)d1^132d2^139 + (2 + 1a + 3a^2)d1^133d2^139 + (2 + 0a + 1a^2)d1^134d2^139 + (4 + 2a + 4a^2)d1^135d2^139 + (0 + 3a + 0a^2)d1^136d2^139 + (1 + 4a + 0a^2)d1^137d2^139 + (4 + 4a + 2a^2)d1^138d2^139 + (2 + 4a + 3a^2)d1^139d2^139 + (3 + 4a + 2a^2)d1^140d2^139 + (2 + 0a + 3a^2)d1^141d2^139 + (2 + 2a + 4a^2)d1^142d2^139 + (4 + 1a + 1a^2)d1^143d2^139 + (3 + 3a + 4a^2)d1^144d2^139 + (3 + 3a + 4a^2)d1^145d2^139 + (4 + 1a + 2a^2)d1^146d2^139 + (2 + 4a + 0a^2)d1^147d2^139 + (1 + 4a + 2a^2)d1^148d2^139 + (4 + 4a + 4a^2)d1^149d2^139 + (3 + 2a + 2a^2)d1^150d2^139 + (0 + 2a + 2a^2)d1^151d2^139 + (4 + 3a + 0a^2)d1^152d2^139 + (2 + 3a + 2a^2)d1^153d2^139 + (2 + 1a + 3a^2)d1^154d2^139 + (3 + 1a + 3a^2)d1^155d2^139 + (2 + 2a + 0a^2)d1^156d2^139 + (1 + 2a + 3a^2)d1^157d2^139 + (2 + 0a + 1a^2)d1^158d2^139 + (0 + 3a + 2a^2)d1^159d2^139 + (4 + 1a + 1a^2)d1^160d2^139 + (1 + 2a + 4a^2)d1^161d2^139 + (4 + 1a + 1a^2)d1^162d2^139 + (0 + 1a + 4a^2)d1^163d2^139 + (2 + 0a + 3a^2)d1^164d2^139 + (1 + 3a + 2a^2)d1^165d2^139 + (0 + 2a + 3a^2)d1^166d2^139 + (3 + 1a + 3a^2)d1^167d2^139 + (3 + 3a + 0a^2)d1^168d2^139 + (1 + 4a + 0a^2)d1^169d2^139 + (4 + 1a + 0a^2)d1^170d2^139 + (0 + 3a + 1a^2)d1^171d2^139 + (2 + 0a + 2a^2)d1^172d2^139 + (2 + 4a + 4a^2)d1^173d2^139 + (4 + 3a + 2a^2)d1^174d2^139 + (3 + 2a + 3a^2)d1^175d2^139 + (2 + 3a + 1a^2)d1^176d2^139 + (4 + 3a + 1a^2)d1^177d2^139 + (1 + 4a + 2a^2)d1^178d2^139 + (0 + 4a + 4a^2)d1^179d2^139 + (4 + 3a + 3a^2)d1^180d2^139 + (0 + 4a + 4a^2)d1^181d2^139 + (3 + 2a + 0a^2)d1^182d2^139 + (4 + 2a + 3a^2)d1^183d2^139 + (2 + 3a + 3a^2)d1^184d2^139 + (2 + 0a + 3a^2)d1^185d2^139 + (2 + 4a + 2a^2)d1^186d2^139 + (4 + 2a + 4a^2)d1^187d2^139 + (1 + 0a + 2a^2)d1^188d2^139 + (3 + 1a + 2a^2)d1^189d2^139 + (3 + 2a + 1a^2)d1^190d2^139 + (0 + 1a + 3a^2)d1^191d2^139 + (1 + 1a + 1a^2)d1^192d2^139 + (2 + 1a + 2a^2)d1^193d2^139 + (4 + 1a + 3a^2)d1^194d2^139 + (2 + 3a + 4a^2)d1^195d2^139 + (3 + 3a + 0a^2)d1^196d2^139 + (4 + 3a + 3a^2)d1^197d2^139 + (2 + 0a + 3a^2)d1^198d2^139 + (3 + 2a + 4a^2)d1^199d2^139 + (0 + 0a + 1a^2)d1^200d2^139 + (0 + 2a + 4a^2)d1^201d2^139 + (0 + 3a + 1a^2)d1^202d2^139 + (4 + 3a + 0a^2)d1^203d2^139 + (0 + 1a + 3a^2)d1^204d2^139 + (2 + 0a + 4a^2)d1^205d2^139 + (3 + 0a + 2a^2)d1^206d2^139 + (3 + 3a + 0a^2)d1^207d2^139 + (2 + 4a + 2a^2)d1^208d2^139 + (1 + 3a + 1a^2)d1^209d2^139 + (4 + 3a + 2a^2)d1^210d2^139 + (1 + 1a + 4a^2)d1^211d2^139 + (4 + 0a + 2a^2)d1^212d2^139 + (1 + 0a + 1a^2)d1^213d2^139 + (1 + 0a + 3a^2)d1^214d2^139 + (1 + 1a + 0a^2)d1^215d2^139 + (3 + 1a + 1a^2)d1^216d2^139 + (3 + 0a + 3a^2)d1^217d2^139 + (0 + 2a + 3a^2)d1^218d2^139 + (1 + 2a + 2a^2)d1^219d2^139 + (2 + 3a + 2a^2)d1^220d2^139 + (0 + 0a + 1a^2)d1^221d2^139 + (3 + 1a + 1a^2)d1^222d2^139 + (1 + 4a + 3a^2)d1^223d2^139 + (0 + 0a + 2a^2)d1^224d2^139 + (4 + 1a + 1a^2)d1^225d2^139 + (4 + 1a + 2a^2)d1^226d2^139 + (3 + 1a + 4a^2)d1^227d2^139 + (2 + 4a + 2a^2)d1^228d2^139 + (4 + 4a + 3a^2)d1^229d2^139 + (3 + 4a + 2a^2)d1^230d2^139 + (1 + 4a + 2a^2)d1^231d2^139 + (3 + 0a + 0a^2)d1^232d2^139 + (3 + 1a + 3a^2)d1^233d2^139 + (1 + 0a + 3a^2)d1^234d2^139 + (1 + 3a + 3a^2)d1^235d2^139 + (1 + 1a + 4a^2)d1^236d2^139 + (3 + 1a + 3a^2)d1^237d2^139 + (0 + 2a + 1a^2)d1^238d2^139 + (0 + 2a + 4a^2)d1^239d2^139 + (2 + 0a + 0a^2)d1^240d2^139 + (1 + 4a + 1a^2)d1^241d2^139 + (2 + 0a + 2a^2)d1^242d2^139 + (0 + 3a + 3a^2)d1^243d2^139 + (3 + 0a + 3a^2)d1^244d2^139 + (4 + 3a + 3a^2)d1^245d2^139 + (1 + 0a + 0a^2)d1^246d2^139 + (3 + 2a + 1a^2)d1^247d2^139 + (0 + 1a + 3a^2)d1^248d2^139 + (4 + 3a + 3a^2)d1^249d2^139 + (0 + 0a + 1a^2)d1^250d2^139 + (0 + 0a + 3a^2)d1^251d2^139 + (3 + 1a + 0a^2)d1^252d2^139 + (2 + 1a + 0a^2)d1^254d2^139 + (3 + 2a + 2a^2)d1^255d2^139 + (0 + 0a + 3a^2)d1^256d2^139 + (2 + 1a + 4a^2)d1^257d2^139 + (3 + 0a + 3a^2)d1^259d2^139 + (1 + 4a + 0a^2)d1^260d2^139 + (2 + 1a + 0a^2)d1^261d2^139 + (4 + 3a + 2a^2)d1^262d2^139 + (4 + 0a + 2a^2)d1^263d2^139 + (2 + 4a + 2a^2)d1^264d2^139 + (2 + 1a + 0a^2)d1^265d2^139 + (2 + 0a + 2a^2)d1^266d2^139 + (3 + 0a + 1a^2)d1^267d2^139 + (0 + 2a + 3a^2)d1^268d2^139 + (4 + 2a + 4a^2)d1^269d2^139 + (0 + 2a + 4a^2)d1^270d2^139 + (4 + 4a + 3a^2)d1^271d2^139 + (0 + 0a + 2a^2)d1^272d2^139 + (2 + 1a + 3a^2)d1^273d2^139 + (0 + 4a + 0a^2)d1^274d2^139 + (3 + 4a + 2a^2)d1^276d2^139 + (1 + 2a + 4a^2)d1^277d2^139 + (2 + 2a + 3a^2)d1^278d2^139 + (1 + 0a + 0a^2)d1^279d2^139 + (2 + 0a + 0a^2)d1^280d2^139 + (4 + 4a + 1a^2)d1^281d2^139 + (1 + 3a + 0a^2)d1^282d2^139 + (4 + 0a + 3a^2)d1^283d2^139 + (0 + 0a + 4a^2)d1^284d2^139 + (2 + 0a + 2a^2)d1^285d2^139 + (0 + 4a + 0a^2)d1^286d2^139 + (1 + 1a + 1a^2)d1^287d2^139 + (2 + 2a + 4a^2)d1^288d2^139 + (3 + 4a + 2a^2)d1^289d2^139 + (4 + 4a + 2a^2)d1^290d2^139 + (0 + 0a + 3a^2)d1^291d2^139 + (3 + 3a + 2a^2)d1^292d2^139 + (2 + 4a + 2a^2)d1^293d2^139 + (1 + 2a + 0a^2)d2^140 + (0 + 3a + 0a^2)d1^1d2^140 + (0 + 1a + 2a^2)d1^2d2^140 + (4 + 4a + 2a^2)d1^3d2^140 + (1 + 4a + 3a^2)d1^4d2^140 + (0 + 3a + 3a^2)d1^5d2^140 + (3 + 3a + 2a^2)d1^6d2^140 + (4 + 4a + 1a^2)d1^7d2^140 + (3 + 2a + 3a^2)d1^8d2^140 + (4 + 4a + 3a^2)d1^9d2^140 + (2 + 4a + 2a^2)d1^10d2^140 + (4 + 4a + 1a^2)d1^11d2^140 + (1 + 1a + 4a^2)d1^12d2^140 + (0 + 4a + 2a^2)d1^13d2^140 + (3 + 3a + 4a^2)d1^14d2^140 + (0 + 4a + 2a^2)d1^15d2^140 + (1 + 4a + 0a^2)d1^16d2^140 + (4 + 2a + 0a^2)d1^17d2^140 + (3 + 2a + 4a^2)d1^18d2^140 + (4 + 4a + 3a^2)d1^19d2^140 + (4 + 3a + 0a^2)d1^20d2^140 + (1 + 2a + 1a^2)d1^21d2^140 + (1 + 4a + 1a^2)d1^22d2^140 + (1 + 2a + 4a^2)d1^23d2^140 + (3 + 1a + 0a^2)d1^24d2^140 + (3 + 1a + 1a^2)d1^25d2^140 + (4 + 3a + 3a^2)d1^26d2^140 + (1 + 4a + 2a^2)d1^27d2^140 + (3 + 1a + 0a^2)d1^28d2^140 + (0 + 1a + 1a^2)d1^29d2^140 + (3 + 3a + 0a^2)d1^30d2^140 + (1 + 3a + 2a^2)d1^31d2^140 + (3 + 1a + 4a^2)d1^32d2^140 + (0 + 3a + 4a^2)d1^33d2^140 + (4 + 1a + 3a^2)d1^34d2^140 + (4 + 2a + 2a^2)d1^35d2^140 + (0 + 0a + 1a^2)d1^36d2^140 + (2 + 1a + 3a^2)d1^37d2^140 + (0 + 0a + 2a^2)d1^38d2^140 + (0 + 0a + 3a^2)d1^39d2^140 + (0 + 4a + 1a^2)d1^40d2^140 + (3 + 1a + 2a^2)d1^41d2^140 + (2 + 1a + 0a^2)d1^42d2^140 + (3 + 2a + 3a^2)d1^43d2^140 + (3 + 3a + 1a^2)d1^44d2^140 + (3 + 3a + 1a^2)d1^45d2^140 + (3 + 0a + 1a^2)d1^46d2^140 + (0 + 1a + 1a^2)d1^47d2^140 + (4 + 0a + 3a^2)d1^48d2^140 + (2 + 3a + 2a^2)d1^49d2^140 + (0 + 2a + 1a^2)d1^50d2^140 + (1 + 2a + 1a^2)d1^51d2^140 + (0 + 1a + 4a^2)d1^52d2^140 + (3 + 2a + 3a^2)d1^53d2^140 + (1 + 3a + 3a^2)d1^54d2^140 + (3 + 1a + 1a^2)d1^55d2^140 + (2 + 1a + 1a^2)d1^56d2^140 + (4 + 4a + 2a^2)d1^57d2^140 + (1 + 1a + 0a^2)d1^58d2^140 + (3 + 3a + 1a^2)d1^59d2^140 + (2 + 2a + 0a^2)d1^60d2^140 + (1 + 2a + 2a^2)d1^61d2^140 + (0 + 4a + 1a^2)d1^62d2^140 + (2 + 1a + 4a^2)d1^63d2^140 + (0 + 3a + 3a^2)d1^64d2^140 + (2 + 0a + 0a^2)d1^65d2^140 + (1 + 3a + 3a^2)d1^66d2^140 + (1 + 0a + 0a^2)d1^67d2^140 + (3 + 2a + 1a^2)d1^68d2^140 + (3 + 0a + 0a^2)d1^69d2^140 + (0 + 4a + 0a^2)d1^70d2^140 + (3 + 0a + 4a^2)d1^71d2^140 + (2 + 1a + 2a^2)d1^72d2^140 + (0 + 4a + 3a^2)d1^73d2^140 + (1 + 4a + 4a^2)d1^74d2^140 + (4 + 0a + 0a^2)d1^75d2^140 + (1 + 3a + 2a^2)d1^76d2^140 + (0 + 2a + 2a^2)d1^77d2^140 + (3 + 2a + 4a^2)d1^78d2^140 + (2 + 3a + 2a^2)d1^79d2^140 + (1 + 3a + 0a^2)d1^80d2^140 + (4 + 0a + 3a^2)d1^81d2^140 + (3 + 4a + 2a^2)d1^82d2^140 + (4 + 4a + 4a^2)d1^83d2^140 + (2 + 0a + 4a^2)d1^84d2^140 + (3 + 3a + 4a^2)d1^85d2^140 + (4 + 0a + 2a^2)d1^86d2^140 + (4 + 0a + 3a^2)d1^87d2^140 + (1 + 4a + 1a^2)d1^88d2^140 + (1 + 0a + 2a^2)d1^89d2^140 + (3 + 4a + 3a^2)d1^90d2^140 + (4 + 2a + 1a^2)d1^91d2^140 + (0 + 2a + 1a^2)d1^92d2^140 + (0 + 3a + 4a^2)d1^93d2^140 + (2 + 0a + 2a^2)d1^94d2^140 + (4 + 1a + 0a^2)d1^95d2^140 + (1 + 4a + 1a^2)d1^96d2^140 + (3 + 1a + 1a^2)d1^97d2^140 + (2 + 4a + 4a^2)d1^98d2^140 + (4 + 0a + 4a^2)d1^99d2^140 + (0 + 0a + 3a^2)d1^100d2^140 + (1 + 0a + 1a^2)d1^101d2^140 + (4 + 0a + 2a^2)d1^102d2^140 + (1 + 0a + 4a^2)d1^103d2^140 + (2 + 1a + 1a^2)d1^104d2^140 + (3 + 3a + 1a^2)d1^105d2^140 + (3 + 0a + 4a^2)d1^106d2^140 + (1 + 3a + 0a^2)d1^107d2^140 + (0 + 0a + 2a^2)d1^108d2^140 + (4 + 0a + 4a^2)d1^109d2^140 + (1 + 1a + 1a^2)d1^110d2^140 + (2 + 1a + 0a^2)d1^111d2^140 + (3 + 3a + 4a^2)d1^112d2^140 + (0 + 4a + 1a^2)d1^113d2^140 + (0 + 3a + 2a^2)d1^114d2^140 + (4 + 0a + 0a^2)d1^115d2^140 + (2 + 2a + 1a^2)d1^116d2^140 + (4 + 4a + 4a^2)d1^117d2^140 + (3 + 2a + 4a^2)d1^118d2^140 + (1 + 3a + 1a^2)d1^119d2^140 + (4 + 1a + 4a^2)d1^120d2^140 + (0 + 2a + 3a^2)d1^121d2^140 + (4 + 2a + 4a^2)d1^122d2^140 + (2 + 3a + 1a^2)d1^123d2^140 + (4 + 2a + 2a^2)d1^124d2^140 + (2 + 2a + 2a^2)d1^125d2^140 + (0 + 3a + 3a^2)d1^126d2^140 + (1 + 4a + 1a^2)d1^127d2^140 + (0 + 1a + 0a^2)d1^128d2^140 + (2 + 1a + 4a^2)d1^129d2^140 + (2 + 1a + 1a^2)d1^130d2^140 + (1 + 3a + 0a^2)d1^131d2^140 + (3 + 2a + 0a^2)d1^132d2^140 + (3 + 3a + 4a^2)d1^133d2^140 + (4 + 3a + 1a^2)d1^134d2^140 + (0 + 4a + 0a^2)d1^135d2^140 + (1 + 4a + 0a^2)d1^136d2^140 + (3 + 0a + 0a^2)d1^137d2^140 + (3 + 1a + 0a^2)d1^138d2^140 + (3 + 4a + 4a^2)d1^139d2^140 + (0 + 2a + 1a^2)d1^140d2^140 + (1 + 1a + 3a^2)d1^141d2^140 + (3 + 2a + 4a^2)d1^142d2^140 + (1 + 4a + 4a^2)d1^143d2^140 + (4 + 2a + 4a^2)d1^144d2^140 + (0 + 1a + 1a^2)d1^145d2^140 + (2 + 2a + 2a^2)d1^146d2^140 + (3 + 2a + 3a^2)d1^147d2^140 + (0 + 1a + 3a^2)d1^148d2^140 + (1 + 0a + 0a^2)d1^149d2^140 + (3 + 2a + 1a^2)d1^150d2^140 + (2 + 1a + 2a^2)d1^151d2^140 + (0 + 4a + 4a^2)d1^152d2^140 + (4 + 1a + 1a^2)d1^153d2^140 + (2 + 4a + 3a^2)d1^154d2^140 + (4 + 4a + 2a^2)d1^155d2^140 + (4 + 0a + 4a^2)d1^156d2^140 + (3 + 3a + 4a^2)d1^157d2^140 + (3 + 4a + 3a^2)d1^158d2^140 + (4 + 1a + 0a^2)d1^159d2^140 + (1 + 1a + 2a^2)d1^160d2^140 + (1 + 4a + 3a^2)d1^161d2^140 + (2 + 2a + 1a^2)d1^162d2^140 + (0 + 1a + 1a^2)d1^163d2^140 + (2 + 4a + 3a^2)d1^164d2^140 + (4 + 0a + 2a^2)d1^165d2^140 + (1 + 2a + 3a^2)d1^166d2^140 + (1 + 4a + 3a^2)d1^167d2^140 + (1 + 4a + 1a^2)d1^168d2^140 + (2 + 3a + 1a^2)d1^169d2^140 + (4 + 4a + 0a^2)d1^170d2^140 + (2 + 2a + 2a^2)d1^171d2^140 + (2 + 0a + 0a^2)d1^172d2^140 + (3 + 4a + 4a^2)d1^173d2^140 + (3 + 3a + 4a^2)d1^174d2^140 + (2 + 1a + 0a^2)d1^175d2^140 + (0 + 2a + 1a^2)d1^176d2^140 + (4 + 1a + 3a^2)d1^177d2^140 + (0 + 3a + 1a^2)d1^178d2^140 + (1 + 4a + 2a^2)d1^179d2^140 + (4 + 2a + 4a^2)d1^180d2^140 + (2 + 3a + 0a^2)d1^181d2^140 + (3 + 3a + 4a^2)d1^182d2^140 + (1 + 2a + 4a^2)d1^183d2^140 + (2 + 4a + 4a^2)d1^184d2^140 + (3 + 1a + 3a^2)d1^185d2^140 + (4 + 3a + 3a^2)d1^186d2^140 + (4 + 1a + 0a^2)d1^187d2^140 + (3 + 1a + 1a^2)d1^188d2^140 + (0 + 1a + 0a^2)d1^189d2^140 + (0 + 1a + 2a^2)d1^190d2^140 + (2 + 4a + 3a^2)d1^191d2^140 + (2 + 2a + 2a^2)d1^192d2^140 + (3 + 1a + 0a^2)d1^193d2^140 + (2 + 0a + 3a^2)d1^194d2^140 + (2 + 3a + 0a^2)d1^195d2^140 + (0 + 1a + 2a^2)d1^196d2^140 + (0 + 4a + 0a^2)d1^197d2^140 + (0 + 3a + 3a^2)d1^198d2^140 + (0 + 0a + 3a^2)d1^199d2^140 + (4 + 0a + 0a^2)d1^200d2^140 + (1 + 4a + 2a^2)d1^201d2^140 + (4 + 1a + 1a^2)d1^202d2^140 + (3 + 1a + 3a^2)d1^203d2^140 + (0 + 1a + 1a^2)d1^204d2^140 + (4 + 2a + 2a^2)d1^205d2^140 + (4 + 4a + 3a^2)d1^206d2^140 + (4 + 4a + 1a^2)d1^207d2^140 + (4 + 2a + 0a^2)d1^208d2^140 + (4 + 1a + 1a^2)d1^209d2^140 + (0 + 2a + 4a^2)d1^210d2^140 + (1 + 4a + 4a^2)d1^211d2^140 + (1 + 0a + 2a^2)d1^212d2^140 + (2 + 4a + 3a^2)d1^213d2^140 + (1 + 1a + 3a^2)d1^214d2^140 + (0 + 1a + 4a^2)d1^215d2^140 + (1 + 1a + 2a^2)d1^216d2^140 + (4 + 1a + 1a^2)d1^217d2^140 + (1 + 3a + 1a^2)d1^218d2^140 + (4 + 3a + 2a^2)d1^219d2^140 + (4 + 1a + 1a^2)d1^220d2^140 + (3 + 0a + 2a^2)d1^221d2^140 + (1 + 2a + 4a^2)d1^222d2^140 + (4 + 0a + 2a^2)d1^223d2^140 + (2 + 2a + 4a^2)d1^224d2^140 + (4 + 0a + 4a^2)d1^225d2^140 + (2 + 2a + 0a^2)d1^226d2^140 + (3 + 3a + 4a^2)d1^227d2^140 + (4 + 3a + 1a^2)d1^228d2^140 + (3 + 2a + 3a^2)d1^229d2^140 + (1 + 3a + 3a^2)d1^230d2^140 + (0 + 2a + 1a^2)d1^231d2^140 + (0 + 2a + 4a^2)d1^232d2^140 + (3 + 1a + 1a^2)d1^233d2^140 + (1 + 1a + 4a^2)d1^234d2^140 + (4 + 0a + 4a^2)d1^235d2^140 + (2 + 2a + 0a^2)d1^236d2^140 + (2 + 3a + 2a^2)d1^237d2^140 + (2 + 1a + 2a^2)d1^238d2^140 + (2 + 3a + 1a^2)d1^239d2^140 + (4 + 2a + 3a^2)d1^240d2^140 + (1 + 0a + 0a^2)d1^241d2^140 + (2 + 4a + 1a^2)d1^242d2^140 + (0 + 3a + 0a^2)d1^243d2^140 + (0 + 0a + 2a^2)d1^244d2^140 + (3 + 0a + 2a^2)d1^245d2^140 + (1 + 2a + 1a^2)d1^246d2^140 + (2 + 2a + 4a^2)d1^247d2^140 + (0 + 3a + 2a^2)d1^248d2^140 + (2 + 2a + 0a^2)d1^249d2^140 + (1 + 4a + 0a^2)d1^250d2^140 + (3 + 1a + 4a^2)d1^251d2^140 + (1 + 1a + 2a^2)d1^252d2^140 + (2 + 0a + 0a^2)d1^253d2^140 + (3 + 2a + 2a^2)d1^254d2^140 + (1 + 4a + 0a^2)d1^255d2^140 + (2 + 1a + 1a^2)d1^256d2^140 + (2 + 0a + 0a^2)d1^257d2^140 + (0 + 2a + 3a^2)d1^258d2^140 + (3 + 0a + 2a^2)d1^259d2^140 + (1 + 2a + 4a^2)d1^260d2^140 + (1 + 4a + 1a^2)d1^261d2^140 + (2 + 1a + 0a^2)d1^262d2^140 + (2 + 0a + 0a^2)d1^263d2^140 + (3 + 1a + 2a^2)d1^264d2^140 + (4 + 4a + 2a^2)d1^265d2^140 + (2 + 4a + 3a^2)d1^266d2^140 + (0 + 2a + 4a^2)d1^267d2^140 + (3 + 3a + 3a^2)d1^268d2^140 + (3 + 1a + 0a^2)d1^269d2^140 + (1 + 2a + 1a^2)d1^270d2^140 + (1 + 4a + 0a^2)d1^271d2^140 + (1 + 2a + 2a^2)d1^272d2^140 + (4 + 3a + 0a^2)d1^273d2^140 + (2 + 0a + 1a^2)d1^274d2^140 + (3 + 3a + 3a^2)d1^275d2^140 + (3 + 2a + 4a^2)d1^276d2^140 + (0 + 4a + 1a^2)d1^277d2^140 + (1 + 1a + 0a^2)d1^278d2^140 + (1 + 3a + 0a^2)d1^279d2^140 + (4 + 1a + 1a^2)d1^280d2^140 + (1 + 0a + 0a^2)d1^281d2^140 + (2 + 4a + 1a^2)d1^282d2^140 + (3 + 2a + 4a^2)d1^283d2^140 + (3 + 1a + 0a^2)d1^284d2^140 + (2 + 0a + 0a^2)d1^285d2^140 + (1 + 4a + 4a^2)d1^286d2^140 + (4 + 1a + 3a^2)d1^287d2^140 + (1 + 1a + 4a^2)d1^288d2^140 + (1 + 3a + 1a^2)d1^289d2^140 + (3 + 1a + 1a^2)d1^290d2^140 + (2 + 4a + 0a^2)d1^291d2^140 + (0 + 1a + 2a^2)d1^292d2^140 + (0 + 3a + 4a^2)d1^293d2^140 + (0 + 3a + 0a^2)d2^141 + (2 + 3a + 2a^2)d1^1d2^141 + (3 + 2a + 1a^2)d1^2d2^141 + (1 + 0a + 4a^2)d1^3d2^141 + (4 + 4a + 0a^2)d1^4d2^141 + (2 + 2a + 4a^2)d1^5d2^141 + (0 + 4a + 4a^2)d1^6d2^141 + (1 + 2a + 1a^2)d1^7d2^141 + (0 + 3a + 2a^2)d1^8d2^141 + (0 + 1a + 3a^2)d1^9d2^141 + (2 + 2a + 3a^2)d1^10d2^141 + (0 + 1a + 4a^2)d1^11d2^141 + (1 + 3a + 4a^2)d1^12d2^141 + (0 + 3a + 2a^2)d1^13d2^141 + (0 + 4a + 0a^2)d1^14d2^141 + (4 + 3a + 2a^2)d1^15d2^141 + (4 + 2a + 4a^2)d1^16d2^141 + (0 + 0a + 4a^2)d1^17d2^141 + (1 + 3a + 2a^2)d1^18d2^141 + (4 + 2a + 0a^2)d1^19d2^141 + (1 + 1a + 1a^2)d1^20d2^141 + (0 + 3a + 0a^2)d1^21d2^141 + (4 + 4a + 2a^2)d1^22d2^141 + (3 + 2a + 2a^2)d1^23d2^141 + (3 + 2a + 1a^2)d1^24d2^141 + (1 + 2a + 2a^2)d1^25d2^141 + (0 + 2a + 2a^2)d1^26d2^141 + (0 + 1a + 3a^2)d1^27d2^141 + (1 + 2a + 2a^2)d1^28d2^141 + (0 + 1a + 4a^2)d1^29d2^141 + (1 + 1a + 4a^2)d1^30d2^141 + (4 + 3a + 3a^2)d1^31d2^141 + (2 + 0a + 1a^2)d1^32d2^141 + (1 + 3a + 1a^2)d1^33d2^141 + (0 + 4a + 3a^2)d1^34d2^141 + (4 + 3a + 1a^2)d1^35d2^141 + (0 + 4a + 1a^2)d1^36d2^141 + (3 + 4a + 1a^2)d1^37d2^141 + (4 + 3a + 3a^2)d1^38d2^141 + (2 + 2a + 4a^2)d1^39d2^141 + (3 + 3a + 1a^2)d1^40d2^141 + (1 + 4a + 4a^2)d1^41d2^141 + (1 + 4a + 2a^2)d1^42d2^141 + (4 + 3a + 2a^2)d1^43d2^141 + (2 + 1a + 1a^2)d1^44d2^141 + (3 + 0a + 0a^2)d1^45d2^141 + (1 + 2a + 1a^2)d1^46d2^141 + (1 + 3a + 1a^2)d1^47d2^141 + (4 + 3a + 0a^2)d1^48d2^141 + (3 + 2a + 0a^2)d1^49d2^141 + (1 + 3a + 2a^2)d1^50d2^141 + (4 + 3a + 0a^2)d1^51d2^141 + (0 + 1a + 2a^2)d1^52d2^141 + (0 + 4a + 4a^2)d1^53d2^141 + (3 + 1a + 0a^2)d1^54d2^141 + (1 + 2a + 2a^2)d1^55d2^141 + (0 + 3a + 0a^2)d1^56d2^141 + (4 + 0a + 4a^2)d1^57d2^141 + (3 + 3a + 4a^2)d1^58d2^141 + (2 + 3a + 0a^2)d1^59d2^141 + (2 + 4a + 0a^2)d1^60d2^141 + (3 + 2a + 1a^2)d1^61d2^141 + (4 + 4a + 2a^2)d1^62d2^141 + (0 + 2a + 1a^2)d1^63d2^141 + (4 + 1a + 4a^2)d1^64d2^141 + (3 + 1a + 0a^2)d1^65d2^141 + (1 + 3a + 3a^2)d1^66d2^141 + (4 + 1a + 3a^2)d1^67d2^141 + (0 + 0a + 3a^2)d1^68d2^141 + (3 + 2a + 0a^2)d1^69d2^141 + (0 + 3a + 1a^2)d1^70d2^141 + (2 + 0a + 3a^2)d1^71d2^141 + (0 + 3a + 3a^2)d1^72d2^141 + (3 + 2a + 1a^2)d1^73d2^141 + (2 + 1a + 3a^2)d1^74d2^141 + (3 + 4a + 1a^2)d1^75d2^141 + (2 + 3a + 1a^2)d1^76d2^141 + (4 + 1a + 4a^2)d1^77d2^141 + (2 + 3a + 1a^2)d1^78d2^141 + (0 + 3a + 2a^2)d1^79d2^141 + (3 + 1a + 0a^2)d1^80d2^141 + (4 + 3a + 1a^2)d1^81d2^141 + (3 + 1a + 3a^2)d1^82d2^141 + (4 + 1a + 3a^2)d1^83d2^141 + (0 + 2a + 2a^2)d1^84d2^141 + (0 + 0a + 2a^2)d1^85d2^141 + (3 + 1a + 3a^2)d1^86d2^141 + (2 + 0a + 2a^2)d1^87d2^141 + (4 + 3a + 2a^2)d1^88d2^141 + (0 + 4a + 3a^2)d1^89d2^141 + (0 + 3a + 4a^2)d1^90d2^141 + (1 + 4a + 2a^2)d1^91d2^141 + (2 + 3a + 0a^2)d1^92d2^141 + (3 + 2a + 1a^2)d1^93d2^141 + (4 + 4a + 0a^2)d1^94d2^141 + (1 + 4a + 4a^2)d1^95d2^141 + (4 + 1a + 1a^2)d1^96d2^141 + (2 + 2a + 0a^2)d1^97d2^141 + (4 + 2a + 1a^2)d1^98d2^141 + (1 + 4a + 1a^2)d1^99d2^141 + (0 + 4a + 3a^2)d1^100d2^141 + (2 + 3a + 3a^2)d1^101d2^141 + (0 + 3a + 4a^2)d1^102d2^141 + (3 + 2a + 1a^2)d1^103d2^141 + (0 + 3a + 1a^2)d1^104d2^141 + (0 + 1a + 3a^2)d1^105d2^141 + (1 + 3a + 0a^2)d1^106d2^141 + (2 + 0a + 1a^2)d1^107d2^141 + (1 + 4a + 4a^2)d1^108d2^141 + (3 + 3a + 0a^2)d1^109d2^141 + (1 + 3a + 1a^2)d1^110d2^141 + (0 + 1a + 1a^2)d1^111d2^141 + (4 + 4a + 2a^2)d1^112d2^141 + (1 + 2a + 3a^2)d1^113d2^141 + (4 + 3a + 4a^2)d1^114d2^141 + (1 + 2a + 2a^2)d1^115d2^141 + (4 + 1a + 3a^2)d1^116d2^141 + (2 + 2a + 0a^2)d1^117d2^141 + (1 + 1a + 3a^2)d1^118d2^141 + (0 + 1a + 2a^2)d1^119d2^141 + (2 + 4a + 4a^2)d1^120d2^141 + (3 + 3a + 1a^2)d1^121d2^141 + (2 + 3a + 0a^2)d1^122d2^141 + (0 + 3a + 2a^2)d1^123d2^141 + (3 + 0a + 1a^2)d1^124d2^141 + (3 + 2a + 4a^2)d1^125d2^141 + (0 + 0a + 4a^2)d1^126d2^141 + (3 + 2a + 1a^2)d1^127d2^141 + (1 + 1a + 2a^2)d1^128d2^141 + (1 + 1a + 0a^2)d1^129d2^141 + (2 + 0a + 1a^2)d1^130d2^141 + (3 + 2a + 0a^2)d1^131d2^141 + (0 + 2a + 1a^2)d1^132d2^141 + (2 + 1a + 0a^2)d1^133d2^141 + (3 + 4a + 1a^2)d1^134d2^141 + (3 + 4a + 3a^2)d1^135d2^141 + (1 + 1a + 1a^2)d1^136d2^141 + (3 + 2a + 2a^2)d1^137d2^141 + (2 + 3a + 3a^2)d1^138d2^141 + (3 + 1a + 2a^2)d1^139d2^141 + (4 + 3a + 2a^2)d1^140d2^141 + (1 + 3a + 3a^2)d1^141d2^141 + (4 + 1a + 4a^2)d1^142d2^141 + (3 + 3a + 1a^2)d1^143d2^141 + (2 + 1a + 3a^2)d1^144d2^141 + (2 + 3a + 2a^2)d1^145d2^141 + (0 + 2a + 4a^2)d1^146d2^141 + (3 + 4a + 3a^2)d1^147d2^141 + (1 + 4a + 3a^2)d1^148d2^141 + (3 + 3a + 0a^2)d1^149d2^141 + (1 + 4a + 1a^2)d1^150d2^141 + (3 + 1a + 2a^2)d1^151d2^141 + (4 + 3a + 2a^2)d1^152d2^141 + (3 + 4a + 2a^2)d1^153d2^141 + (2 + 1a + 3a^2)d1^154d2^141 + (0 + 0a + 3a^2)d1^155d2^141 + (3 + 3a + 0a^2)d1^156d2^141 + (4 + 0a + 0a^2)d1^157d2^141 + (0 + 4a + 4a^2)d1^158d2^141 + (4 + 1a + 2a^2)d1^159d2^141 + (4 + 4a + 2a^2)d1^160d2^141 + (3 + 4a + 0a^2)d1^161d2^141 + (2 + 4a + 2a^2)d1^162d2^141 + (2 + 1a + 1a^2)d1^163d2^141 + (4 + 4a + 3a^2)d1^164d2^141 + (1 + 3a + 1a^2)d1^165d2^141 + (1 + 4a + 2a^2)d1^166d2^141 + (3 + 1a + 4a^2)d1^167d2^141 + (3 + 1a + 1a^2)d1^168d2^141 + (0 + 4a + 0a^2)d1^169d2^141 + (4 + 2a + 1a^2)d1^170d2^141 + (0 + 0a + 1a^2)d1^171d2^141 + (1 + 1a + 3a^2)d1^172d2^141 + (2 + 4a + 4a^2)d1^173d2^141 + (3 + 1a + 1a^2)d1^174d2^141 + (4 + 1a + 3a^2)d1^175d2^141 + (2 + 2a + 2a^2)d1^176d2^141 + (2 + 4a + 3a^2)d1^177d2^141 + (3 + 2a + 0a^2)d1^178d2^141 + (2 + 2a + 2a^2)d1^179d2^141 + (2 + 4a + 4a^2)d1^180d2^141 + (3 + 3a + 4a^2)d1^181d2^141 + (1 + 0a + 0a^2)d1^182d2^141 + (0 + 1a + 4a^2)d1^183d2^141 + (1 + 4a + 1a^2)d1^184d2^141 + (4 + 4a + 0a^2)d1^185d2^141 + (0 + 4a + 4a^2)d1^186d2^141 + (2 + 0a + 4a^2)d1^187d2^141 + (1 + 4a + 1a^2)d1^188d2^141 + (2 + 3a + 4a^2)d1^189d2^141 + (1 + 2a + 3a^2)d1^190d2^141 + (2 + 4a + 3a^2)d1^191d2^141 + (1 + 1a + 2a^2)d1^192d2^141 + (4 + 0a + 1a^2)d1^193d2^141 + (0 + 2a + 0a^2)d1^194d2^141 + (0 + 3a + 2a^2)d1^195d2^141 + (1 + 4a + 1a^2)d1^196d2^141 + (4 + 0a + 3a^2)d1^197d2^141 + (4 + 0a + 1a^2)d1^198d2^141 + (3 + 3a + 0a^2)d1^199d2^141 + (2 + 1a + 3a^2)d1^200d2^141 + (0 + 3a + 3a^2)d1^201d2^141 + (2 + 1a + 0a^2)d1^202d2^141 + (3 + 0a + 1a^2)d1^203d2^141 + (0 + 1a + 1a^2)d1^204d2^141 + (3 + 3a + 2a^2)d1^205d2^141 + (0 + 4a + 4a^2)d1^206d2^141 + (2 + 2a + 4a^2)d1^207d2^141 + (3 + 0a + 4a^2)d1^208d2^141 + (2 + 1a + 4a^2)d1^209d2^141 + (3 + 4a + 1a^2)d1^210d2^141 + (1 + 2a + 3a^2)d1^211d2^141 + (4 + 1a + 0a^2)d1^212d2^141 + (0 + 3a + 3a^2)d1^213d2^141 + (2 + 2a + 4a^2)d1^214d2^141 + (2 + 1a + 4a^2)d1^215d2^141 + (3 + 3a + 0a^2)d1^216d2^141 + (0 + 0a + 1a^2)d1^217d2^141 + (0 + 1a + 2a^2)d1^218d2^141 + (0 + 0a + 4a^2)d1^219d2^141 + (1 + 4a + 3a^2)d1^220d2^141 + (2 + 0a + 1a^2)d1^221d2^141 + (0 + 0a + 3a^2)d1^222d2^141 + (1 + 1a + 3a^2)d1^223d2^141 + (4 + 3a + 4a^2)d1^224d2^141 + (4 + 3a + 3a^2)d1^225d2^141 + (4 + 4a + 2a^2)d1^226d2^141 + (4 + 1a + 0a^2)d1^227d2^141 + (2 + 1a + 1a^2)d1^228d2^141 + (4 + 2a + 0a^2)d1^229d2^141 + (4 + 1a + 0a^2)d1^230d2^141 + (0 + 1a + 2a^2)d1^231d2^141 + (0 + 3a + 4a^2)d1^234d2^141 + (3 + 4a + 1a^2)d1^235d2^141 + (4 + 1a + 4a^2)d1^236d2^141 + (3 + 4a + 3a^2)d1^237d2^141 + (4 + 0a + 2a^2)d1^238d2^141 + (1 + 1a + 3a^2)d1^239d2^141 + (3 + 1a + 0a^2)d1^240d2^141 + (4 + 0a + 3a^2)d1^241d2^141 + (4 + 4a + 2a^2)d1^242d2^141 + (1 + 3a + 4a^2)d1^243d2^141 + (4 + 1a + 2a^2)d1^244d2^141 + (3 + 2a + 1a^2)d1^245d2^141 + (0 + 2a + 3a^2)d1^246d2^141 + (0 + 1a + 2a^2)d1^247d2^141 + (1 + 2a + 2a^2)d1^248d2^141 + (0 + 1a + 2a^2)d1^249d2^141 + (1 + 2a + 4a^2)d1^250d2^141 + (4 + 4a + 1a^2)d1^251d2^141 + (4 + 1a + 1a^2)d1^252d2^141 + (1 + 4a + 4a^2)d1^253d2^141 + (2 + 4a + 0a^2)d1^254d2^141 + (2 + 0a + 4a^2)d1^255d2^141 + (1 + 0a + 3a^2)d1^256d2^141 + (4 + 4a + 3a^2)d1^257d2^141 + (1 + 4a + 1a^2)d1^258d2^141 + (2 + 4a + 1a^2)d1^259d2^141 + (1 + 3a + 3a^2)d1^260d2^141 + (4 + 0a + 4a^2)d1^261d2^141 + (3 + 1a + 2a^2)d1^262d2^141 + (4 + 3a + 1a^2)d1^263d2^141 + (1 + 2a + 3a^2)d1^264d2^141 + (3 + 2a + 3a^2)d1^265d2^141 + (2 + 0a + 2a^2)d1^266d2^141 + (4 + 3a + 2a^2)d1^267d2^141 + (1 + 1a + 2a^2)d1^268d2^141 + (1 + 2a + 0a^2)d1^269d2^141 + (3 + 0a + 0a^2)d1^270d2^141 + (0 + 2a + 1a^2)d1^271d2^141 + (0 + 1a + 1a^2)d1^272d2^141 + (3 + 1a + 4a^2)d1^273d2^141 + (2 + 0a + 3a^2)d1^274d2^141 + (3 + 4a + 4a^2)d1^275d2^141 + (0 + 0a + 1a^2)d1^276d2^141 + (1 + 2a + 2a^2)d1^277d2^141 + (0 + 1a + 1a^2)d1^278d2^141 + (2 + 2a + 4a^2)d1^279d2^141 + (1 + 1a + 4a^2)d1^280d2^141 + (0 + 3a + 0a^2)d1^281d2^141 + (1 + 1a + 0a^2)d1^282d2^141 + (1 + 3a + 1a^2)d1^283d2^141 + (4 + 3a + 3a^2)d1^284d2^141 + (2 + 1a + 3a^2)d1^285d2^141 + (3 + 3a + 2a^2)d1^286d2^141 + (2 + 1a + 0a^2)d1^287d2^141 + (0 + 4a + 2a^2)d1^288d2^141 + (4 + 4a + 4a^2)d1^289d2^141 + (0 + 1a + 2a^2)d1^290d2^141 + (4 + 2a + 2a^2)d1^291d2^141 + (1 + 2a + 3a^2)d1^292d2^141 + (0 + 4a + 0a^2)d1^293d2^141 + (1 + 2a + 3a^2)d2^142 + (4 + 3a + 0a^2)d1^1d2^142 + (1 + 3a + 0a^2)d1^2d2^142 + (3 + 3a + 1a^2)d1^3d2^142 + (4 + 1a + 1a^2)d1^4d2^142 + (4 + 4a + 0a^2)d1^5d2^142 + (1 + 0a + 1a^2)d1^6d2^142 + (3 + 0a + 0a^2)d1^7d2^142 + (0 + 3a + 0a^2)d1^8d2^142 + (0 + 2a + 4a^2)d1^9d2^142 + (2 + 2a + 0a^2)d1^10d2^142 + (3 + 3a + 1a^2)d1^11d2^142 + (0 + 2a + 0a^2)d1^12d2^142 + (4 + 2a + 2a^2)d1^13d2^142 + (3 + 4a + 4a^2)d1^14d2^142 + (3 + 1a + 3a^2)d1^15d2^142 + (4 + 2a + 3a^2)d1^16d2^142 + (3 + 4a + 4a^2)d1^17d2^142 + (4 + 4a + 3a^2)d1^18d2^142 + (3 + 2a + 1a^2)d1^19d2^142 + (2 + 3a + 0a^2)d1^20d2^142 + (2 + 2a + 2a^2)d1^21d2^142 + (1 + 2a + 4a^2)d1^22d2^142 + (3 + 3a + 3a^2)d1^23d2^142 + (3 + 2a + 4a^2)d1^24d2^142 + (4 + 4a + 1a^2)d1^25d2^142 + (4 + 3a + 0a^2)d1^26d2^142 + (1 + 1a + 3a^2)d1^27d2^142 + (1 + 0a + 0a^2)d1^28d2^142 + (4 + 2a + 0a^2)d1^29d2^142 + (3 + 4a + 4a^2)d1^30d2^142 + (1 + 0a + 4a^2)d1^31d2^142 + (1 + 1a + 2a^2)d1^32d2^142 + (0 + 3a + 2a^2)d1^33d2^142 + (0 + 2a + 3a^2)d1^34d2^142 + (0 + 1a + 3a^2)d1^35d2^142 + (1 + 2a + 1a^2)d1^36d2^142 + (2 + 1a + 4a^2)d1^37d2^142 + (3 + 2a + 1a^2)d1^38d2^142 + (0 + 4a + 2a^2)d1^39d2^142 + (3 + 4a + 3a^2)d1^40d2^142 + (0 + 3a + 4a^2)d1^41d2^142 + (0 + 1a + 3a^2)d1^42d2^142 + (4 + 3a + 1a^2)d1^43d2^142 + (3 + 2a + 1a^2)d1^44d2^142 + (1 + 1a + 0a^2)d1^45d2^142 + (4 + 1a + 4a^2)d1^46d2^142 + (1 + 3a + 3a^2)d1^47d2^142 + (1 + 0a + 3a^2)d1^48d2^142 + (4 + 2a + 0a^2)d1^49d2^142 + (4 + 2a + 2a^2)d1^50d2^142 + (4 + 0a + 1a^2)d1^51d2^142 + (4 + 0a + 1a^2)d1^52d2^142 + (2 + 4a + 0a^2)d1^53d2^142 + (1 + 1a + 2a^2)d1^54d2^142 + (4 + 4a + 1a^2)d1^55d2^142 + (3 + 3a + 1a^2)d1^56d2^142 + (2 + 4a + 1a^2)d1^57d2^142 + (3 + 1a + 3a^2)d1^58d2^142 + (3 + 2a + 1a^2)d1^59d2^142 + (4 + 0a + 2a^2)d1^60d2^142 + (4 + 1a + 3a^2)d1^61d2^142 + (3 + 0a + 0a^2)d1^62d2^142 + (2 + 2a + 0a^2)d1^63d2^142 + (0 + 4a + 1a^2)d1^64d2^142 + (0 + 4a + 1a^2)d1^65d2^142 + (3 + 3a + 0a^2)d1^66d2^142 + (1 + 2a + 1a^2)d1^67d2^142 + (2 + 1a + 3a^2)d1^68d2^142 + (1 + 1a + 4a^2)d1^69d2^142 + (0 + 3a + 3a^2)d1^70d2^142 + (2 + 0a + 2a^2)d1^71d2^142 + (3 + 3a + 2a^2)d1^72d2^142 + (3 + 1a + 4a^2)d1^73d2^142 + (3 + 1a + 0a^2)d1^74d2^142 + (4 + 1a + 0a^2)d1^75d2^142 + (0 + 1a + 1a^2)d1^76d2^142 + (3 + 2a + 4a^2)d1^77d2^142 + (4 + 3a + 3a^2)d1^78d2^142 + (0 + 3a + 2a^2)d1^79d2^142 + (0 + 3a + 4a^2)d1^80d2^142 + (0 + 1a + 4a^2)d1^81d2^142 + (4 + 2a + 3a^2)d1^82d2^142 + (0 + 4a + 2a^2)d1^83d2^142 + (1 + 4a + 4a^2)d1^84d2^142 + (4 + 4a + 1a^2)d1^85d2^142 + (1 + 0a + 0a^2)d1^86d2^142 + (0 + 2a + 0a^2)d1^87d2^142 + (4 + 0a + 4a^2)d1^88d2^142 + (2 + 0a + 3a^2)d1^89d2^142 + (0 + 3a + 0a^2)d1^90d2^142 + (2 + 0a + 3a^2)d1^91d2^142 + (2 + 3a + 0a^2)d1^92d2^142 + (2 + 1a + 0a^2)d1^93d2^142 + (3 + 4a + 1a^2)d1^94d2^142 + (0 + 0a + 1a^2)d1^95d2^142 + (3 + 4a + 4a^2)d1^96d2^142 + (3 + 1a + 3a^2)d1^97d2^142 + (0 + 2a + 1a^2)d1^98d2^142 + (0 + 2a + 0a^2)d1^99d2^142 + (0 + 1a + 1a^2)d1^100d2^142 + (1 + 0a + 4a^2)d1^101d2^142 + (4 + 0a + 4a^2)d1^102d2^142 + (4 + 1a + 2a^2)d1^103d2^142 + (1 + 4a + 2a^2)d1^104d2^142 + (4 + 1a + 4a^2)d1^105d2^142 + (0 + 3a + 1a^2)d1^106d2^142 + (2 + 2a + 3a^2)d1^107d2^142 + (2 + 3a + 4a^2)d1^108d2^142 + (3 + 3a + 1a^2)d1^109d2^142 + (0 + 3a + 0a^2)d1^110d2^142 + (4 + 2a + 2a^2)d1^111d2^142 + (4 + 4a + 1a^2)d1^112d2^142 + (1 + 1a + 1a^2)d1^113d2^142 + (0 + 0a + 2a^2)d1^114d2^142 + (2 + 0a + 0a^2)d1^115d2^142 + (2 + 2a + 3a^2)d1^116d2^142 + (3 + 1a + 4a^2)d1^117d2^142 + (3 + 3a + 0a^2)d1^118d2^142 + (1 + 1a + 3a^2)d1^119d2^142 + (1 + 3a + 3a^2)d1^120d2^142 + (0 + 0a + 2a^2)d1^121d2^142 + (2 + 3a + 4a^2)d1^122d2^142 + (0 + 4a + 0a^2)d1^123d2^142 + (4 + 2a + 0a^2)d1^124d2^142 + (2 + 0a + 3a^2)d1^125d2^142 + (2 + 4a + 1a^2)d1^126d2^142 + (1 + 2a + 2a^2)d1^127d2^142 + (3 + 4a + 1a^2)d1^128d2^142 + (0 + 1a + 2a^2)d1^129d2^142 + (4 + 2a + 2a^2)d1^130d2^142 + (2 + 0a + 2a^2)d1^131d2^142 + (1 + 2a + 1a^2)d1^132d2^142 + (0 + 3a + 3a^2)d1^133d2^142 + (3 + 2a + 1a^2)d1^134d2^142 + (0 + 0a + 2a^2)d1^135d2^142 + (2 + 3a + 3a^2)d1^136d2^142 + (3 + 3a + 0a^2)d1^137d2^142 + (1 + 4a + 4a^2)d1^138d2^142 + (2 + 1a + 2a^2)d1^139d2^142 + (2 + 2a + 1a^2)d1^140d2^142 + (2 + 0a + 2a^2)d1^141d2^142 + (2 + 3a + 4a^2)d1^142d2^142 + (3 + 0a + 3a^2)d1^143d2^142 + (3 + 4a + 2a^2)d1^144d2^142 + (2 + 3a + 3a^2)d1^145d2^142 + (2 + 0a + 1a^2)d1^146d2^142 + (2 + 2a + 0a^2)d1^147d2^142 + (4 + 1a + 4a^2)d1^148d2^142 + (4 + 0a + 4a^2)d1^149d2^142 + (2 + 0a + 0a^2)d1^150d2^142 + (0 + 3a + 4a^2)d1^151d2^142 + (0 + 1a + 4a^2)d1^152d2^142 + (1 + 4a + 2a^2)d1^153d2^142 + (0 + 2a + 4a^2)d1^154d2^142 + (2 + 0a + 1a^2)d1^155d2^142 + (4 + 2a + 2a^2)d1^156d2^142 + (1 + 4a + 0a^2)d1^157d2^142 + (1 + 0a + 0a^2)d1^158d2^142 + (4 + 1a + 2a^2)d1^159d2^142 + (4 + 1a + 0a^2)d1^160d2^142 + (4 + 4a + 2a^2)d1^161d2^142 + (4 + 2a + 0a^2)d1^162d2^142 + (2 + 2a + 4a^2)d1^163d2^142 + (2 + 3a + 1a^2)d1^164d2^142 + (2 + 2a + 1a^2)d1^165d2^142 + (3 + 2a + 1a^2)d1^166d2^142 + (0 + 3a + 3a^2)d1^167d2^142 + (2 + 3a + 1a^2)d1^168d2^142 + (2 + 2a + 0a^2)d1^169d2^142 + (1 + 0a + 2a^2)d1^170d2^142 + (1 + 3a + 1a^2)d1^171d2^142 + (2 + 4a + 0a^2)d1^172d2^142 + (1 + 3a + 0a^2)d1^173d2^142 + (2 + 1a + 3a^2)d1^174d2^142 + (4 + 3a + 2a^2)d1^175d2^142 + (4 + 1a + 1a^2)d1^176d2^142 + (0 + 3a + 3a^2)d1^177d2^142 + (0 + 0a + 3a^2)d1^178d2^142 + (2 + 4a + 2a^2)d1^179d2^142 + (1 + 3a + 3a^2)d1^180d2^142 + (3 + 1a + 2a^2)d1^181d2^142 + (1 + 2a + 0a^2)d1^182d2^142 + (3 + 0a + 3a^2)d1^183d2^142 + (2 + 2a + 0a^2)d1^184d2^142 + (1 + 2a + 3a^2)d1^185d2^142 + (1 + 4a + 2a^2)d1^186d2^142 + (1 + 1a + 2a^2)d1^187d2^142 + (4 + 3a + 1a^2)d1^188d2^142 + (4 + 4a + 0a^2)d1^189d2^142 + (2 + 4a + 0a^2)d1^190d2^142 + (0 + 0a + 4a^2)d1^191d2^142 + (2 + 4a + 1a^2)d1^192d2^142 + (3 + 2a + 4a^2)d1^193d2^142 + (3 + 0a + 0a^2)d1^194d2^142 + (0 + 4a + 3a^2)d1^195d2^142 + (1 + 4a + 4a^2)d1^196d2^142 + (0 + 3a + 3a^2)d1^197d2^142 + (0 + 2a + 4a^2)d1^198d2^142 + (3 + 4a + 3a^2)d1^199d2^142 + (2 + 0a + 0a^2)d1^200d2^142 + (3 + 4a + 3a^2)d1^201d2^142 + (2 + 2a + 2a^2)d1^202d2^142 + (4 + 2a + 1a^2)d1^203d2^142 + (3 + 0a + 1a^2)d1^204d2^142 + (1 + 1a + 2a^2)d1^205d2^142 + (2 + 1a + 1a^2)d1^206d2^142 + (4 + 4a + 4a^2)d1^207d2^142 + (2 + 4a + 1a^2)d1^208d2^142 + (0 + 2a + 2a^2)d1^209d2^142 + (2 + 2a + 4a^2)d1^210d2^142 + (4 + 0a + 4a^2)d1^211d2^142 + (2 + 1a + 3a^2)d1^212d2^142 + (1 + 4a + 3a^2)d1^213d2^142 + (3 + 1a + 3a^2)d1^214d2^142 + (1 + 3a + 0a^2)d1^215d2^142 + (2 + 3a + 1a^2)d1^216d2^142 + (0 + 4a + 2a^2)d1^218d2^142 + (1 + 1a + 1a^2)d1^219d2^142 + (3 + 1a + 0a^2)d1^220d2^142 + (3 + 2a + 4a^2)d1^221d2^142 + (0 + 0a + 1a^2)d1^223d2^142 + (0 + 1a + 2a^2)d1^224d2^142 + (0 + 4a + 4a^2)d1^225d2^142 + (1 + 1a + 4a^2)d1^226d2^142 + (2 + 4a + 1a^2)d1^227d2^142 + (3 + 4a + 2a^2)d1^228d2^142 + (3 + 3a + 0a^2)d1^229d2^142 + (3 + 3a + 1a^2)d1^230d2^142 + (4 + 1a + 1a^2)d1^231d2^142 + (1 + 3a + 0a^2)d1^232d2^142 + (0 + 3a + 0a^2)d1^233d2^142 + (4 + 0a + 2a^2)d1^234d2^142 + (2 + 1a + 4a^2)d1^235d2^142 + (2 + 4a + 4a^2)d1^236d2^142 + (3 + 2a + 2a^2)d1^237d2^142 + (1 + 2a + 0a^2)d1^238d2^142 + (1 + 2a + 2a^2)d1^239d2^142 + (3 + 1a + 0a^2)d1^240d2^142 + (4 + 0a + 0a^2)d1^241d2^142 + (4 + 2a + 4a^2)d1^242d2^142 + (2 + 3a + 4a^2)d1^243d2^142 + (2 + 3a + 0a^2)d1^244d2^142 + (0 + 2a + 1a^2)d1^245d2^142 + (4 + 2a + 3a^2)d1^246d2^142 + (2 + 4a + 3a^2)d1^247d2^142 + (3 + 3a + 2a^2)d1^248d2^142 + (2 + 4a + 1a^2)d1^249d2^142 + (0 + 3a + 3a^2)d1^250d2^142 + (0 + 2a + 4a^2)d1^251d2^142 + (1 + 3a + 4a^2)d1^252d2^142 + (1 + 3a + 2a^2)d1^253d2^142 + (1 + 0a + 2a^2)d1^254d2^142 + (1 + 3a + 2a^2)d1^255d2^142 + (2 + 2a + 2a^2)d1^256d2^142 + (0 + 1a + 2a^2)d1^257d2^142 + (1 + 3a + 4a^2)d1^258d2^142 + (2 + 0a + 1a^2)d1^259d2^142 + (1 + 4a + 2a^2)d1^260d2^142 + (1 + 3a + 3a^2)d1^261d2^142 + (2 + 2a + 2a^2)d1^262d2^142 + (0 + 1a + 0a^2)d1^263d2^142 + (0 + 3a + 3a^2)d1^264d2^142 + (0 + 4a + 4a^2)d1^265d2^142 + (0 + 0a + 3a^2)d1^266d2^142 + (0 + 3a + 1a^2)d1^267d2^142 + (1 + 1a + 3a^2)d1^268d2^142 + (0 + 3a + 0a^2)d1^269d2^142 + (3 + 3a + 0a^2)d1^270d2^142 + (1 + 2a + 3a^2)d1^271d2^142 + (4 + 1a + 2a^2)d1^272d2^142 + (1 + 2a + 1a^2)d1^273d2^142 + (2 + 1a + 2a^2)d1^274d2^142 + (3 + 4a + 4a^2)d1^275d2^142 + (3 + 4a + 1a^2)d1^276d2^142 + (3 + 2a + 4a^2)d1^277d2^142 + (3 + 4a + 2a^2)d1^278d2^142 + (2 + 1a + 4a^2)d1^279d2^142 + (1 + 1a + 4a^2)d1^281d2^142 + (0 + 4a + 2a^2)d1^282d2^142 + (1 + 2a + 3a^2)d1^283d2^142 + (1 + 3a + 3a^2)d1^284d2^142 + (1 + 4a + 1a^2)d1^285d2^142 + (2 + 3a + 1a^2)d1^286d2^142 + (4 + 0a + 3a^2)d1^287d2^142 + (0 + 2a + 3a^2)d1^288d2^142 + (2 + 4a + 1a^2)d1^289d2^142 + (2 + 3a + 1a^2)d1^290d2^142 + (3 + 2a + 1a^2)d1^291d2^142 + (2 + 0a + 1a^2)d1^292d2^142 + (0 + 3a + 0a^2)d1^293d2^142 + (3 + 2a + 3a^2)d2^143 + (0 + 1a + 4a^2)d1^1d2^143 + (4 + 3a + 1a^2)d1^2d2^143 + (2 + 3a + 2a^2)d1^3d2^143 + (2 + 2a + 2a^2)d1^4d2^143 + (4 + 0a + 2a^2)d1^5d2^143 + (3 + 1a + 3a^2)d1^6d2^143 + (0 + 0a + 3a^2)d1^7d2^143 + (0 + 4a + 0a^2)d1^8d2^143 + (2 + 4a + 4a^2)d1^9d2^143 + (3 + 1a + 1a^2)d1^11d2^143 + (3 + 2a + 4a^2)d1^12d2^143 + (2 + 2a + 1a^2)d1^13d2^143 + (3 + 4a + 4a^2)d1^14d2^143 + (2 + 4a + 3a^2)d1^15d2^143 + (0 + 4a + 1a^2)d1^16d2^143 + (3 + 1a + 4a^2)d1^17d2^143 + (4 + 0a + 4a^2)d1^18d2^143 + (4 + 4a + 4a^2)d1^19d2^143 + (4 + 1a + 3a^2)d1^20d2^143 + (2 + 4a + 3a^2)d1^21d2^143 + (4 + 2a + 3a^2)d1^22d2^143 + (4 + 3a + 4a^2)d1^23d2^143 + (3 + 1a + 2a^2)d1^24d2^143 + (2 + 3a + 1a^2)d1^25d2^143 + (0 + 4a + 3a^2)d1^26d2^143 + (2 + 4a + 3a^2)d1^27d2^143 + (0 + 4a + 2a^2)d1^28d2^143 + (3 + 0a + 2a^2)d1^29d2^143 + (4 + 2a + 1a^2)d1^30d2^143 + (0 + 3a + 4a^2)d1^31d2^143 + (4 + 2a + 3a^2)d1^32d2^143 + (1 + 2a + 4a^2)d1^33d2^143 + (4 + 3a + 2a^2)d1^34d2^143 + (1 + 3a + 1a^2)d1^35d2^143 + (3 + 2a + 1a^2)d1^36d2^143 + (4 + 2a + 3a^2)d1^37d2^143 + (0 + 3a + 3a^2)d1^38d2^143 + (1 + 3a + 1a^2)d1^39d2^143 + (1 + 2a + 1a^2)d1^40d2^143 + (1 + 2a + 1a^2)d1^41d2^143 + (3 + 1a + 0a^2)d1^42d2^143 + (4 + 3a + 4a^2)d1^43d2^143 + (2 + 1a + 3a^2)d1^44d2^143 + (2 + 2a + 1a^2)d1^45d2^143 + (1 + 2a + 1a^2)d1^46d2^143 + (1 + 0a + 1a^2)d1^47d2^143 + (2 + 2a + 4a^2)d1^48d2^143 + (1 + 2a + 2a^2)d1^50d2^143 + (4 + 3a + 1a^2)d1^51d2^143 + (2 + 3a + 3a^2)d1^52d2^143 + (2 + 3a + 1a^2)d1^53d2^143 + (2 + 0a + 4a^2)d1^54d2^143 + (4 + 0a + 0a^2)d1^55d2^143 + (3 + 1a + 1a^2)d1^56d2^143 + (4 + 1a + 4a^2)d1^57d2^143 + (2 + 1a + 0a^2)d1^58d2^143 + (1 + 3a + 2a^2)d1^59d2^143 + (3 + 0a + 4a^2)d1^60d2^143 + (3 + 4a + 2a^2)d1^61d2^143 + (3 + 0a + 1a^2)d1^62d2^143 + (3 + 0a + 0a^2)d1^63d2^143 + (0 + 4a + 3a^2)d1^64d2^143 + (1 + 2a + 2a^2)d1^65d2^143 + (4 + 0a + 0a^2)d1^66d2^143 + (1 + 2a + 1a^2)d1^67d2^143 + (1 + 0a + 3a^2)d1^68d2^143 + (2 + 4a + 1a^2)d1^69d2^143 + (1 + 0a + 4a^2)d1^70d2^143 + (3 + 3a + 4a^2)d1^71d2^143 + (3 + 1a + 4a^2)d1^72d2^143 + (4 + 1a + 2a^2)d1^73d2^143 + (2 + 0a + 1a^2)d1^74d2^143 + (4 + 0a + 0a^2)d1^75d2^143 + (2 + 2a + 0a^2)d1^76d2^143 + (4 + 4a + 0a^2)d1^77d2^143 + (1 + 3a + 0a^2)d1^78d2^143 + (1 + 4a + 4a^2)d1^79d2^143 + (3 + 0a + 2a^2)d1^80d2^143 + (1 + 1a + 3a^2)d1^81d2^143 + (4 + 4a + 4a^2)d1^82d2^143 + (0 + 2a + 4a^2)d1^83d2^143 + (3 + 4a + 4a^2)d1^84d2^143 + (3 + 4a + 1a^2)d1^85d2^143 + (2 + 4a + 3a^2)d1^86d2^143 + (4 + 4a + 4a^2)d1^87d2^143 + (4 + 3a + 3a^2)d1^88d2^143 + (3 + 2a + 3a^2)d1^89d2^143 + (1 + 3a + 0a^2)d1^90d2^143 + (1 + 1a + 1a^2)d1^91d2^143 + (2 + 4a + 2a^2)d1^92d2^143 + (2 + 2a + 3a^2)d1^93d2^143 + (2 + 4a + 3a^2)d1^94d2^143 + (4 + 1a + 1a^2)d1^95d2^143 + (4 + 0a + 4a^2)d1^96d2^143 + (4 + 2a + 0a^2)d1^97d2^143 + (2 + 1a + 3a^2)d1^98d2^143 + (3 + 0a + 0a^2)d1^99d2^143 + (2 + 0a + 1a^2)d1^100d2^143 + (1 + 3a + 1a^2)d1^101d2^143 + (0 + 3a + 0a^2)d1^102d2^143 + (0 + 1a + 2a^2)d1^103d2^143 + (2 + 0a + 3a^2)d1^104d2^143 + (3 + 4a + 0a^2)d1^105d2^143 + (0 + 1a + 0a^2)d1^106d2^143 + (0 + 1a + 1a^2)d1^107d2^143 + (2 + 0a + 3a^2)d1^108d2^143 + (0 + 0a + 4a^2)d1^109d2^143 + (3 + 2a + 3a^2)d1^110d2^143 + (4 + 4a + 3a^2)d1^111d2^143 + (0 + 4a + 2a^2)d1^112d2^143 + (3 + 4a + 4a^2)d1^113d2^143 + (3 + 1a + 0a^2)d1^114d2^143 + (2 + 1a + 1a^2)d1^116d2^143 + (2 + 4a + 1a^2)d1^117d2^143 + (0 + 2a + 4a^2)d1^118d2^143 + (1 + 3a + 4a^2)d1^119d2^143 + (2 + 3a + 4a^2)d1^120d2^143 + (3 + 3a + 2a^2)d1^121d2^143 + (2 + 4a + 4a^2)d1^122d2^143 + (1 + 2a + 2a^2)d1^123d2^143 + (2 + 1a + 3a^2)d1^124d2^143 + (1 + 4a + 2a^2)d1^125d2^143 + (0 + 1a + 0a^2)d1^126d2^143 + (3 + 0a + 3a^2)d1^127d2^143 + (2 + 4a + 0a^2)d1^128d2^143 + (2 + 4a + 4a^2)d1^129d2^143 + (3 + 3a + 0a^2)d1^130d2^143 + (0 + 3a + 3a^2)d1^131d2^143 + (1 + 0a + 4a^2)d1^132d2^143 + (1 + 4a + 0a^2)d1^133d2^143 + (1 + 2a + 2a^2)d1^134d2^143 + (1 + 4a + 4a^2)d1^135d2^143 + (4 + 1a + 2a^2)d1^136d2^143 + (1 + 1a + 0a^2)d1^137d2^143 + (0 + 0a + 1a^2)d1^138d2^143 + (1 + 3a + 3a^2)d1^139d2^143 + (2 + 3a + 3a^2)d1^140d2^143 + (3 + 1a + 1a^2)d1^141d2^143 + (2 + 0a + 2a^2)d1^142d2^143 + (4 + 1a + 1a^2)d1^143d2^143 + (2 + 4a + 3a^2)d1^144d2^143 + (1 + 2a + 0a^2)d1^145d2^143 + (0 + 3a + 3a^2)d1^146d2^143 + (1 + 0a + 3a^2)d1^147d2^143 + (3 + 2a + 2a^2)d1^148d2^143 + (1 + 4a + 2a^2)d1^149d2^143 + (4 + 0a + 3a^2)d1^150d2^143 + (3 + 3a + 4a^2)d1^151d2^143 + (4 + 4a + 1a^2)d1^152d2^143 + (4 + 0a + 3a^2)d1^153d2^143 + (0 + 4a + 3a^2)d1^154d2^143 + (0 + 4a + 1a^2)d1^155d2^143 + (4 + 2a + 0a^2)d1^156d2^143 + (3 + 4a + 2a^2)d1^157d2^143 + (1 + 4a + 0a^2)d1^158d2^143 + (1 + 0a + 4a^2)d1^159d2^143 + (3 + 2a + 1a^2)d1^160d2^143 + (1 + 3a + 4a^2)d1^161d2^143 + (1 + 1a + 3a^2)d1^162d2^143 + (1 + 2a + 1a^2)d1^164d2^143 + (4 + 2a + 3a^2)d1^165d2^143 + (4 + 4a + 4a^2)d1^166d2^143 + (3 + 0a + 4a^2)d1^167d2^143 + (0 + 4a + 4a^2)d1^168d2^143 + (1 + 3a + 0a^2)d1^169d2^143 + (0 + 4a + 2a^2)d1^170d2^143 + (1 + 1a + 3a^2)d1^171d2^143 + (0 + 0a + 1a^2)d1^172d2^143 + (3 + 1a + 1a^2)d1^173d2^143 + (0 + 4a + 4a^2)d1^174d2^143 + (1 + 4a + 4a^2)d1^175d2^143 + (3 + 3a + 1a^2)d1^176d2^143 + (3 + 2a + 4a^2)d1^177d2^143 + (0 + 3a + 3a^2)d1^178d2^143 + (3 + 0a + 0a^2)d1^179d2^143 + (2 + 3a + 3a^2)d1^180d2^143 + (2 + 3a + 3a^2)d1^181d2^143 + (0 + 4a + 4a^2)d1^182d2^143 + (0 + 3a + 1a^2)d1^183d2^143 + (3 + 1a + 3a^2)d1^184d2^143 + (0 + 4a + 3a^2)d1^185d2^143 + (2 + 3a + 4a^2)d1^186d2^143 + (3 + 3a + 2a^2)d1^187d2^143 + (2 + 0a + 1a^2)d1^188d2^143 + (0 + 3a + 3a^2)d1^189d2^143 + (2 + 3a + 0a^2)d1^190d2^143 + (3 + 0a + 3a^2)d1^191d2^143 + (0 + 1a + 3a^2)d1^192d2^143 + (1 + 1a + 3a^2)d1^193d2^143 + (1 + 3a + 4a^2)d1^194d2^143 + (2 + 2a + 0a^2)d1^195d2^143 + (4 + 2a + 0a^2)d1^196d2^143 + (1 + 3a + 0a^2)d1^197d2^143 + (0 + 1a + 1a^2)d1^198d2^143 + (4 + 2a + 2a^2)d1^199d2^143 + (0 + 2a + 3a^2)d1^200d2^143 + (1 + 0a + 4a^2)d1^201d2^143 + (2 + 1a + 0a^2)d1^202d2^143 + (3 + 4a + 2a^2)d1^203d2^143 + (2 + 3a + 1a^2)d1^204d2^143 + (2 + 1a + 2a^2)d1^205d2^143 + (4 + 4a + 2a^2)d1^206d2^143 + (1 + 4a + 1a^2)d1^207d2^143 + (4 + 4a + 3a^2)d1^208d2^143 + (2 + 0a + 3a^2)d1^209d2^143 + (0 + 4a + 3a^2)d1^210d2^143 + (0 + 2a + 4a^2)d1^211d2^143 + (4 + 0a + 3a^2)d1^212d2^143 + (1 + 0a + 0a^2)d1^213d2^143 + (1 + 3a + 1a^2)d1^214d2^143 + (3 + 1a + 4a^2)d1^215d2^143 + (2 + 0a + 4a^2)d1^216d2^143 + (2 + 0a + 3a^2)d1^218d2^143 + (4 + 4a + 4a^2)d1^219d2^143 + (0 + 1a + 4a^2)d1^220d2^143 + (4 + 0a + 0a^2)d1^221d2^143 + (0 + 3a + 3a^2)d1^222d2^143 + (1 + 4a + 1a^2)d1^223d2^143 + (3 + 0a + 1a^2)d1^224d2^143 + (4 + 0a + 4a^2)d1^225d2^143 + (0 + 0a + 2a^2)d1^226d2^143 + (4 + 4a + 4a^2)d1^227d2^143 + (0 + 1a + 4a^2)d1^228d2^143 + (3 + 1a + 1a^2)d1^229d2^143 + (2 + 1a + 1a^2)d1^230d2^143 + (3 + 4a + 2a^2)d1^231d2^143 + (4 + 4a + 0a^2)d1^232d2^143 + (0 + 2a + 0a^2)d1^233d2^143 + (2 + 4a + 3a^2)d1^234d2^143 + (3 + 2a + 3a^2)d1^235d2^143 + (1 + 2a + 1a^2)d1^236d2^143 + (0 + 4a + 1a^2)d1^237d2^143 + (4 + 0a + 1a^2)d1^238d2^143 + (4 + 2a + 0a^2)d1^239d2^143 + (1 + 4a + 3a^2)d1^240d2^143 + (4 + 3a + 4a^2)d1^241d2^143 + (3 + 4a + 3a^2)d1^242d2^143 + (1 + 1a + 4a^2)d1^243d2^143 + (4 + 1a + 3a^2)d1^244d2^143 + (0 + 0a + 1a^2)d1^245d2^143 + (4 + 3a + 0a^2)d1^246d2^143 + (1 + 4a + 0a^2)d1^247d2^143 + (0 + 3a + 1a^2)d1^249d2^143 + (4 + 4a + 4a^2)d1^250d2^143 + (0 + 1a + 3a^2)d1^251d2^143 + (2 + 2a + 0a^2)d1^252d2^143 + (4 + 2a + 4a^2)d1^253d2^143 + (1 + 4a + 0a^2)d1^254d2^143 + (2 + 1a + 1a^2)d1^255d2^143 + (1 + 0a + 2a^2)d1^256d2^143 + (0 + 1a + 4a^2)d1^257d2^143 + (4 + 0a + 1a^2)d1^258d2^143 + (4 + 2a + 3a^2)d1^259d2^143 + (2 + 2a + 0a^2)d1^260d2^143 + (3 + 0a + 4a^2)d1^261d2^143 + (4 + 3a + 0a^2)d1^262d2^143 + (3 + 2a + 1a^2)d1^263d2^143 + (0 + 2a + 1a^2)d1^264d2^143 + (3 + 2a + 0a^2)d1^265d2^143 + (3 + 1a + 0a^2)d1^266d2^143 + (1 + 2a + 3a^2)d1^267d2^143 + (0 + 2a + 0a^2)d1^268d2^143 + (3 + 3a + 4a^2)d1^269d2^143 + (4 + 4a + 2a^2)d1^270d2^143 + (1 + 4a + 2a^2)d1^271d2^143 + (1 + 1a + 3a^2)d1^272d2^143 + (4 + 0a + 1a^2)d1^273d2^143 + (2 + 0a + 2a^2)d1^274d2^143 + (3 + 1a + 2a^2)d1^275d2^143 + (0 + 3a + 1a^2)d1^276d2^143 + (0 + 3a + 1a^2)d1^277d2^143 + (0 + 4a + 2a^2)d1^278d2^143 + (0 + 3a + 4a^2)d1^279d2^143 + (2 + 1a + 1a^2)d1^280d2^143 + (0 + 4a + 0a^2)d1^281d2^143 + (3 + 4a + 2a^2)d1^282d2^143 + (1 + 1a + 2a^2)d1^283d2^143 + (3 + 0a + 4a^2)d1^284d2^143 + (3 + 2a + 3a^2)d1^285d2^143 + (0 + 1a + 3a^2)d1^286d2^143 + (3 + 2a + 0a^2)d1^287d2^143 + (1 + 2a + 1a^2)d1^288d2^143 + (1 + 3a + 1a^2)d1^289d2^143 + (2 + 1a + 1a^2)d1^290d2^143 + (0 + 3a + 2a^2)d1^291d2^143 + (4 + 4a + 0a^2)d1^292d2^143 + (0 + 2a + 3a^2)d1^293d2^143 + (1 + 4a + 4a^2)d2^144 + (4 + 3a + 4a^2)d1^1d2^144 + (2 + 1a + 1a^2)d1^2d2^144 + (1 + 0a + 2a^2)d1^3d2^144 + (0 + 2a + 3a^2)d1^4d2^144 + (4 + 0a + 4a^2)d1^5d2^144 + (3 + 0a + 4a^2)d1^6d2^144 + (1 + 3a + 4a^2)d1^7d2^144 + (1 + 2a + 4a^2)d1^8d2^144 + (4 + 1a + 3a^2)d1^9d2^144 + (4 + 2a + 3a^2)d1^10d2^144 + (0 + 2a + 2a^2)d1^11d2^144 + (3 + 3a + 2a^2)d1^12d2^144 + (1 + 1a + 1a^2)d1^13d2^144 + (3 + 2a + 0a^2)d1^14d2^144 + (1 + 0a + 2a^2)d1^15d2^144 + (2 + 4a + 1a^2)d1^16d2^144 + (1 + 2a + 2a^2)d1^17d2^144 + (3 + 4a + 0a^2)d1^18d2^144 + (2 + 0a + 0a^2)d1^19d2^144 + (1 + 1a + 4a^2)d1^20d2^144 + (4 + 2a + 3a^2)d1^21d2^144 + (3 + 3a + 3a^2)d1^22d2^144 + (1 + 4a + 1a^2)d1^23d2^144 + (2 + 0a + 1a^2)d1^24d2^144 + (4 + 1a + 3a^2)d1^25d2^144 + (2 + 4a + 2a^2)d1^26d2^144 + (2 + 4a + 4a^2)d1^27d2^144 + (2 + 2a + 3a^2)d1^28d2^144 + (4 + 4a + 3a^2)d1^29d2^144 + (1 + 2a + 1a^2)d1^30d2^144 + (0 + 1a + 1a^2)d1^31d2^144 + (3 + 3a + 0a^2)d1^32d2^144 + (3 + 3a + 1a^2)d1^33d2^144 + (4 + 1a + 4a^2)d1^34d2^144 + (1 + 4a + 1a^2)d1^35d2^144 + (0 + 0a + 2a^2)d1^36d2^144 + (3 + 2a + 3a^2)d1^37d2^144 + (3 + 2a + 0a^2)d1^38d2^144 + (1 + 1a + 0a^2)d1^39d2^144 + (1 + 1a + 1a^2)d1^40d2^144 + (0 + 4a + 2a^2)d1^41d2^144 + (3 + 3a + 1a^2)d1^42d2^144 + (3 + 2a + 3a^2)d1^43d2^144 + (2 + 4a + 0a^2)d1^44d2^144 + (4 + 4a + 1a^2)d1^45d2^144 + (1 + 4a + 3a^2)d1^46d2^144 + (2 + 1a + 3a^2)d1^47d2^144 + (0 + 1a + 4a^2)d1^48d2^144 + (2 + 0a + 2a^2)d1^49d2^144 + (1 + 4a + 2a^2)d1^50d2^144 + (0 + 4a + 2a^2)d1^51d2^144 + (3 + 2a + 3a^2)d1^52d2^144 + (3 + 3a + 3a^2)d1^53d2^144 + (3 + 4a + 3a^2)d1^54d2^144 + (3 + 3a + 0a^2)d1^55d2^144 + (3 + 2a + 4a^2)d1^56d2^144 + (0 + 4a + 0a^2)d1^57d2^144 + (2 + 0a + 3a^2)d1^58d2^144 + (4 + 0a + 0a^2)d1^59d2^144 + (3 + 3a + 1a^2)d1^60d2^144 + (4 + 2a + 4a^2)d1^61d2^144 + (4 + 1a + 4a^2)d1^62d2^144 + (0 + 4a + 1a^2)d1^63d2^144 + (1 + 0a + 4a^2)d1^64d2^144 + (0 + 1a + 0a^2)d1^65d2^144 + (2 + 3a + 3a^2)d1^66d2^144 + (4 + 0a + 0a^2)d1^67d2^144 + (4 + 4a + 0a^2)d1^68d2^144 + (1 + 0a + 4a^2)d1^69d2^144 + (3 + 4a + 1a^2)d1^70d2^144 + (4 + 2a + 1a^2)d1^71d2^144 + (4 + 3a + 3a^2)d1^72d2^144 + (4 + 2a + 3a^2)d1^73d2^144 + (0 + 1a + 0a^2)d1^74d2^144 + (0 + 4a + 1a^2)d1^75d2^144 + (1 + 2a + 4a^2)d1^76d2^144 + (1 + 4a + 2a^2)d1^77d2^144 + (4 + 2a + 2a^2)d1^78d2^144 + (3 + 4a + 1a^2)d1^79d2^144 + (3 + 2a + 4a^2)d1^80d2^144 + (3 + 1a + 0a^2)d1^81d2^144 + (3 + 0a + 1a^2)d1^82d2^144 + (4 + 4a + 1a^2)d1^84d2^144 + (1 + 1a + 1a^2)d1^85d2^144 + (2 + 1a + 3a^2)d1^86d2^144 + (0 + 0a + 2a^2)d1^87d2^144 + (3 + 0a + 0a^2)d1^88d2^144 + (1 + 0a + 2a^2)d1^89d2^144 + (0 + 1a + 1a^2)d1^90d2^144 + (1 + 1a + 1a^2)d1^91d2^144 + (0 + 4a + 0a^2)d1^92d2^144 + (1 + 0a + 3a^2)d1^93d2^144 + (1 + 2a + 3a^2)d1^94d2^144 + (4 + 4a + 0a^2)d1^96d2^144 + (1 + 2a + 1a^2)d1^97d2^144 + (4 + 4a + 3a^2)d1^98d2^144 + (4 + 2a + 3a^2)d1^99d2^144 + (2 + 4a + 1a^2)d1^100d2^144 + (1 + 4a + 0a^2)d1^101d2^144 + (4 + 4a + 4a^2)d1^102d2^144 + (3 + 3a + 2a^2)d1^103d2^144 + (3 + 4a + 0a^2)d1^104d2^144 + (3 + 0a + 4a^2)d1^105d2^144 + (1 + 2a + 0a^2)d1^106d2^144 + (0 + 2a + 2a^2)d1^107d2^144 + (0 + 2a + 2a^2)d1^108d2^144 + (0 + 2a + 0a^2)d1^109d2^144 + (1 + 1a + 2a^2)d1^110d2^144 + (0 + 4a + 1a^2)d1^111d2^144 + (2 + 1a + 3a^2)d1^112d2^144 + (0 + 0a + 4a^2)d1^113d2^144 + (1 + 3a + 0a^2)d1^114d2^144 + (0 + 1a + 0a^2)d1^115d2^144 + (3 + 0a + 1a^2)d1^116d2^144 + (4 + 4a + 3a^2)d1^117d2^144 + (0 + 2a + 0a^2)d1^118d2^144 + (2 + 3a + 0a^2)d1^119d2^144 + (3 + 1a + 2a^2)d1^120d2^144 + (2 + 2a + 0a^2)d1^122d2^144 + (4 + 1a + 2a^2)d1^123d2^144 + (4 + 1a + 3a^2)d1^124d2^144 + (3 + 3a + 4a^2)d1^125d2^144 + (4 + 0a + 4a^2)d1^126d2^144 + (4 + 2a + 4a^2)d1^127d2^144 + (2 + 2a + 2a^2)d1^128d2^144 + (3 + 4a + 3a^2)d1^129d2^144 + (4 + 3a + 2a^2)d1^130d2^144 + (4 + 3a + 1a^2)d1^131d2^144 + (2 + 1a + 2a^2)d1^132d2^144 + (2 + 2a + 2a^2)d1^133d2^144 + (0 + 0a + 1a^2)d1^134d2^144 + (4 + 4a + 0a^2)d1^135d2^144 + (4 + 1a + 2a^2)d1^136d2^144 + (4 + 1a + 3a^2)d1^137d2^144 + (2 + 1a + 0a^2)d1^138d2^144 + (4 + 0a + 2a^2)d1^139d2^144 + (1 + 1a + 0a^2)d1^140d2^144 + (2 + 4a + 4a^2)d1^141d2^144 + (3 + 4a + 0a^2)d1^142d2^144 + (2 + 2a + 1a^2)d1^143d2^144 + (4 + 1a + 2a^2)d1^144d2^144 + (2 + 4a + 0a^2)d1^145d2^144 + (1 + 2a + 3a^2)d1^146d2^144 + (4 + 3a + 1a^2)d1^147d2^144 + (1 + 3a + 0a^2)d1^148d2^144 + (2 + 4a + 1a^2)d1^149d2^144 + (4 + 2a + 2a^2)d1^150d2^144 + (4 + 2a + 4a^2)d1^151d2^144 + (1 + 2a + 1a^2)d1^152d2^144 + (3 + 0a + 3a^2)d1^153d2^144 + (0 + 1a + 4a^2)d1^154d2^144 + (2 + 1a + 2a^2)d1^155d2^144 + (2 + 2a + 0a^2)d1^156d2^144 + (4 + 2a + 3a^2)d1^157d2^144 + (2 + 1a + 2a^2)d1^158d2^144 + (3 + 1a + 1a^2)d1^159d2^144 + (4 + 3a + 3a^2)d1^160d2^144 + (4 + 2a + 3a^2)d1^161d2^144 + (1 + 1a + 1a^2)d1^162d2^144 + (2 + 3a + 4a^2)d1^163d2^144 + (2 + 3a + 3a^2)d1^164d2^144 + (2 + 3a + 3a^2)d1^165d2^144 + (3 + 3a + 1a^2)d1^166d2^144 + (3 + 4a + 1a^2)d1^167d2^144 + (2 + 4a + 1a^2)d1^168d2^144 + (4 + 3a + 3a^2)d1^169d2^144 + (3 + 0a + 2a^2)d1^170d2^144 + (0 + 1a + 4a^2)d1^171d2^144 + (0 + 0a + 3a^2)d1^172d2^144 + (1 + 3a + 3a^2)d1^173d2^144 + (0 + 0a + 3a^2)d1^174d2^144 + (0 + 4a + 2a^2)d1^175d2^144 + (0 + 3a + 0a^2)d1^176d2^144 + (0 + 2a + 4a^2)d1^177d2^144 + (0 + 2a + 0a^2)d1^178d2^144 + (3 + 0a + 2a^2)d1^179d2^144 + (2 + 3a + 3a^2)d1^180d2^144 + (1 + 0a + 4a^2)d1^181d2^144 + (3 + 4a + 2a^2)d1^182d2^144 + (2 + 2a + 0a^2)d1^183d2^144 + (1 + 3a + 3a^2)d1^184d2^144 + (2 + 1a + 3a^2)d1^185d2^144 + (4 + 0a + 3a^2)d1^186d2^144 + (3 + 1a + 4a^2)d1^187d2^144 + (3 + 3a + 3a^2)d1^188d2^144 + (0 + 1a + 3a^2)d1^189d2^144 + (2 + 1a + 3a^2)d1^190d2^144 + (1 + 1a + 0a^2)d1^191d2^144 + (1 + 3a + 0a^2)d1^192d2^144 + (1 + 1a + 2a^2)d1^193d2^144 + (3 + 4a + 4a^2)d1^194d2^144 + (2 + 2a + 0a^2)d1^195d2^144 + (1 + 3a + 0a^2)d1^196d2^144 + (4 + 2a + 4a^2)d1^197d2^144 + (4 + 0a + 0a^2)d1^198d2^144 + (1 + 1a + 4a^2)d1^199d2^144 + (2 + 1a + 2a^2)d1^200d2^144 + (1 + 2a + 1a^2)d1^201d2^144 + (2 + 0a + 0a^2)d1^202d2^144 + (2 + 0a + 2a^2)d1^203d2^144 + (1 + 2a + 1a^2)d1^204d2^144 + (3 + 2a + 4a^2)d1^205d2^144 + (3 + 0a + 2a^2)d1^206d2^144 + (3 + 3a + 2a^2)d1^207d2^144 + (3 + 0a + 2a^2)d1^208d2^144 + (3 + 4a + 2a^2)d1^209d2^144 + (1 + 0a + 1a^2)d1^210d2^144 + (2 + 1a + 3a^2)d1^211d2^144 + (2 + 3a + 1a^2)d1^212d2^144 + (1 + 3a + 2a^2)d1^213d2^144 + (2 + 0a + 1a^2)d1^214d2^144 + (0 + 2a + 4a^2)d1^215d2^144 + (0 + 3a + 2a^2)d1^216d2^144 + (3 + 3a + 0a^2)d1^217d2^144 + (1 + 3a + 0a^2)d1^218d2^144 + (2 + 4a + 2a^2)d1^219d2^144 + (1 + 3a + 4a^2)d1^220d2^144 + (1 + 1a + 4a^2)d1^221d2^144 + (3 + 1a + 1a^2)d1^222d2^144 + (0 + 3a + 1a^2)d1^223d2^144 + (2 + 3a + 1a^2)d1^224d2^144 + (3 + 4a + 4a^2)d1^225d2^144 + (4 + 3a + 4a^2)d1^226d2^144 + (0 + 0a + 3a^2)d1^227d2^144 + (3 + 3a + 3a^2)d1^228d2^144 + (3 + 3a + 1a^2)d1^229d2^144 + (0 + 4a + 1a^2)d1^230d2^144 + (3 + 2a + 3a^2)d1^231d2^144 + (2 + 0a + 0a^2)d1^232d2^144 + (0 + 1a + 2a^2)d1^233d2^144 + (1 + 0a + 1a^2)d1^234d2^144 + (0 + 0a + 1a^2)d1^235d2^144 + (4 + 3a + 3a^2)d1^236d2^144 + (0 + 3a + 4a^2)d1^237d2^144 + (1 + 0a + 0a^2)d1^238d2^144 + (0 + 1a + 2a^2)d1^239d2^144 + (4 + 0a + 2a^2)d1^240d2^144 + (2 + 1a + 4a^2)d1^241d2^144 + (2 + 4a + 2a^2)d1^242d2^144 + (2 + 4a + 2a^2)d1^243d2^144 + (2 + 4a + 4a^2)d1^244d2^144 + (2 + 4a + 1a^2)d1^245d2^144 + (1 + 0a + 3a^2)d1^246d2^144 + (2 + 3a + 2a^2)d1^247d2^144 + (2 + 3a + 4a^2)d1^248d2^144 + (3 + 0a + 3a^2)d1^249d2^144 + (3 + 2a + 4a^2)d1^250d2^144 + (3 + 3a + 4a^2)d1^251d2^144 + (2 + 4a + 2a^2)d1^252d2^144 + (3 + 4a + 4a^2)d1^253d2^144 + (1 + 3a + 2a^2)d1^254d2^144 + (3 + 0a + 1a^2)d1^255d2^144 + (4 + 2a + 2a^2)d1^256d2^144 + (1 + 3a + 4a^2)d1^257d2^144 + (0 + 1a + 2a^2)d1^258d2^144 + (2 + 1a + 1a^2)d1^259d2^144 + (3 + 0a + 2a^2)d1^260d2^144 + (0 + 4a + 0a^2)d1^261d2^144 + (2 + 3a + 0a^2)d1^262d2^144 + (2 + 3a + 3a^2)d1^263d2^144 + (3 + 3a + 1a^2)d1^264d2^144 + (4 + 4a + 3a^2)d1^265d2^144 + (4 + 0a + 0a^2)d1^266d2^144 + (4 + 4a + 0a^2)d1^267d2^144 + (3 + 0a + 0a^2)d1^268d2^144 + (4 + 1a + 3a^2)d1^269d2^144 + (1 + 1a + 1a^2)d1^270d2^144 + (4 + 2a + 3a^2)d1^271d2^144 + (3 + 0a + 3a^2)d1^272d2^144 + (4 + 4a + 4a^2)d1^273d2^144 + (1 + 2a + 4a^2)d1^274d2^144 + (3 + 4a + 1a^2)d1^275d2^144 + (4 + 1a + 1a^2)d1^276d2^144 + (1 + 1a + 1a^2)d1^277d2^144 + (2 + 4a + 1a^2)d1^278d2^144 + (2 + 1a + 3a^2)d1^279d2^144 + (2 + 2a + 3a^2)d1^280d2^144 + (3 + 2a + 3a^2)d1^281d2^144 + (1 + 4a + 3a^2)d1^282d2^144 + (0 + 4a + 2a^2)d1^283d2^144 + (1 + 0a + 4a^2)d1^284d2^144 + (2 + 3a + 1a^2)d1^285d2^144 + (3 + 2a + 2a^2)d1^286d2^144 + (2 + 3a + 0a^2)d1^287d2^144 + (1 + 3a + 3a^2)d1^288d2^144 + (4 + 3a + 4a^2)d1^289d2^144 + (3 + 1a + 1a^2)d1^290d2^144 + (1 + 4a + 4a^2)d1^291d2^144 + (4 + 2a + 1a^2)d1^292d2^144 + (2 + 1a + 3a^2)d1^293d2^144 + (3 + 4a + 3a^2)d2^145 + (0 + 0a + 4a^2)d1^1d2^145 + (2 + 4a + 0a^2)d1^2d2^145 + (2 + 3a + 3a^2)d1^3d2^145 + (1 + 3a + 0a^2)d1^4d2^145 + (4 + 4a + 4a^2)d1^5d2^145 + (3 + 1a + 3a^2)d1^6d2^145 + (4 + 4a + 2a^2)d1^7d2^145 + (1 + 1a + 1a^2)d1^8d2^145 + (2 + 4a + 0a^2)d1^9d2^145 + (2 + 2a + 3a^2)d1^10d2^145 + (0 + 2a + 2a^2)d1^11d2^145 + (4 + 4a + 1a^2)d1^12d2^145 + (2 + 4a + 0a^2)d1^13d2^145 + (4 + 2a + 2a^2)d1^14d2^145 + (1 + 1a + 2a^2)d1^15d2^145 + (2 + 3a + 1a^2)d1^16d2^145 + (1 + 0a + 0a^2)d1^17d2^145 + (4 + 0a + 1a^2)d1^18d2^145 + (3 + 2a + 4a^2)d1^19d2^145 + (2 + 2a + 1a^2)d1^20d2^145 + (1 + 0a + 2a^2)d1^21d2^145 + (4 + 4a + 3a^2)d1^22d2^145 + (3 + 1a + 4a^2)d1^23d2^145 + (3 + 2a + 0a^2)d1^24d2^145 + (0 + 4a + 2a^2)d1^25d2^145 + (1 + 4a + 1a^2)d1^26d2^145 + (3 + 3a + 4a^2)d1^27d2^145 + (1 + 0a + 4a^2)d1^28d2^145 + (2 + 2a + 0a^2)d1^29d2^145 + (4 + 1a + 4a^2)d1^30d2^145 + (0 + 0a + 3a^2)d1^31d2^145 + (3 + 2a + 1a^2)d1^32d2^145 + (4 + 0a + 2a^2)d1^33d2^145 + (0 + 0a + 3a^2)d1^34d2^145 + (2 + 0a + 0a^2)d1^35d2^145 + (4 + 1a + 1a^2)d1^36d2^145 + (3 + 0a + 4a^2)d1^37d2^145 + (2 + 4a + 4a^2)d1^38d2^145 + (4 + 1a + 3a^2)d1^39d2^145 + (1 + 4a + 2a^2)d1^40d2^145 + (0 + 2a + 1a^2)d1^41d2^145 + (3 + 4a + 4a^2)d1^42d2^145 + (0 + 4a + 3a^2)d1^43d2^145 + (0 + 3a + 4a^2)d1^44d2^145 + (3 + 0a + 0a^2)d1^45d2^145 + (1 + 1a + 4a^2)d1^46d2^145 + (0 + 1a + 0a^2)d1^47d2^145 + (1 + 0a + 2a^2)d1^48d2^145 + (4 + 3a + 2a^2)d1^49d2^145 + (3 + 0a + 2a^2)d1^50d2^145 + (0 + 3a + 3a^2)d1^51d2^145 + (4 + 2a + 3a^2)d1^52d2^145 + (2 + 3a + 4a^2)d1^53d2^145 + (1 + 0a + 0a^2)d1^54d2^145 + (4 + 2a + 3a^2)d1^55d2^145 + (0 + 2a + 0a^2)d1^56d2^145 + (1 + 0a + 3a^2)d1^57d2^145 + (3 + 0a + 4a^2)d1^58d2^145 + (4 + 4a + 2a^2)d1^59d2^145 + (3 + 0a + 0a^2)d1^60d2^145 + (0 + 1a + 4a^2)d1^61d2^145 + (2 + 4a + 2a^2)d1^62d2^145 + (4 + 1a + 2a^2)d1^63d2^145 + (4 + 2a + 4a^2)d1^64d2^145 + (2 + 3a + 0a^2)d1^65d2^145 + (3 + 0a + 2a^2)d1^66d2^145 + (4 + 4a + 0a^2)d1^67d2^145 + (2 + 3a + 1a^2)d1^68d2^145 + (1 + 3a + 3a^2)d1^69d2^145 + (3 + 2a + 0a^2)d1^70d2^145 + (4 + 0a + 3a^2)d1^71d2^145 + (3 + 4a + 0a^2)d1^72d2^145 + (0 + 2a + 4a^2)d1^73d2^145 + (1 + 0a + 0a^2)d1^74d2^145 + (0 + 3a + 4a^2)d1^75d2^145 + (0 + 1a + 2a^2)d1^76d2^145 + (2 + 0a + 2a^2)d1^77d2^145 + (4 + 1a + 4a^2)d1^78d2^145 + (1 + 2a + 4a^2)d1^79d2^145 + (0 + 0a + 2a^2)d1^80d2^145 + (0 + 4a + 3a^2)d1^81d2^145 + (0 + 2a + 1a^2)d1^82d2^145 + (1 + 2a + 1a^2)d1^83d2^145 + (0 + 1a + 1a^2)d1^84d2^145 + (2 + 0a + 0a^2)d1^85d2^145 + (2 + 2a + 3a^2)d1^86d2^145 + (4 + 4a + 4a^2)d1^87d2^145 + (0 + 3a + 3a^2)d1^88d2^145 + (0 + 2a + 4a^2)d1^89d2^145 + (2 + 1a + 2a^2)d1^90d2^145 + (2 + 2a + 1a^2)d1^91d2^145 + (3 + 0a + 3a^2)d1^92d2^145 + (4 + 3a + 2a^2)d1^93d2^145 + (3 + 2a + 2a^2)d1^94d2^145 + (0 + 2a + 1a^2)d1^95d2^145 + (1 + 1a + 2a^2)d1^96d2^145 + (0 + 2a + 3a^2)d1^97d2^145 + (1 + 4a + 2a^2)d1^98d2^145 + (2 + 3a + 2a^2)d1^99d2^145 + (0 + 2a + 4a^2)d1^100d2^145 + (2 + 0a + 4a^2)d1^101d2^145 + (1 + 2a + 2a^2)d1^102d2^145 + (0 + 1a + 3a^2)d1^103d2^145 + (2 + 4a + 2a^2)d1^104d2^145 + (3 + 3a + 0a^2)d1^105d2^145 + (2 + 3a + 4a^2)d1^106d2^145 + (3 + 2a + 1a^2)d1^107d2^145 + (1 + 4a + 0a^2)d1^108d2^145 + (0 + 2a + 0a^2)d1^109d2^145 + (0 + 0a + 1a^2)d1^110d2^145 + (1 + 0a + 3a^2)d1^111d2^145 + (2 + 4a + 0a^2)d1^112d2^145 + (0 + 1a + 1a^2)d1^113d2^145 + (3 + 4a + 1a^2)d1^114d2^145 + (2 + 1a + 4a^2)d1^115d2^145 + (1 + 4a + 1a^2)d1^116d2^145 + (4 + 0a + 2a^2)d1^117d2^145 + (0 + 2a + 0a^2)d1^118d2^145 + (2 + 4a + 1a^2)d1^119d2^145 + (0 + 4a + 0a^2)d1^120d2^145 + (2 + 4a + 3a^2)d1^121d2^145 + (3 + 4a + 1a^2)d1^122d2^145 + (4 + 1a + 1a^2)d1^123d2^145 + (1 + 2a + 1a^2)d1^124d2^145 + (1 + 1a + 4a^2)d1^125d2^145 + (0 + 3a + 2a^2)d1^126d2^145 + (0 + 4a + 3a^2)d1^127d2^145 + (4 + 2a + 4a^2)d1^128d2^145 + (1 + 4a + 1a^2)d1^129d2^145 + (3 + 0a + 3a^2)d1^130d2^145 + (3 + 1a + 1a^2)d1^131d2^145 + (4 + 3a + 2a^2)d1^132d2^145 + (1 + 2a + 3a^2)d1^133d2^145 + (0 + 1a + 2a^2)d1^134d2^145 + (2 + 4a + 1a^2)d1^135d2^145 + (2 + 1a + 4a^2)d1^136d2^145 + (0 + 4a + 2a^2)d1^137d2^145 + (3 + 0a + 1a^2)d1^138d2^145 + (4 + 0a + 3a^2)d1^139d2^145 + (1 + 3a + 4a^2)d1^140d2^145 + (0 + 2a + 4a^2)d1^141d2^145 + (3 + 4a + 3a^2)d1^142d2^145 + (3 + 4a + 3a^2)d1^143d2^145 + (2 + 4a + 0a^2)d1^144d2^145 + (1 + 4a + 2a^2)d1^145d2^145 + (1 + 1a + 1a^2)d1^146d2^145 + (4 + 4a + 1a^2)d1^147d2^145 + (4 + 1a + 2a^2)d1^148d2^145 + (0 + 3a + 1a^2)d1^149d2^145 + (3 + 3a + 2a^2)d1^150d2^145 + (2 + 3a + 3a^2)d1^151d2^145 + (0 + 1a + 2a^2)d1^152d2^145 + (2 + 0a + 0a^2)d1^153d2^145 + (2 + 4a + 1a^2)d1^154d2^145 + (2 + 2a + 1a^2)d1^155d2^145 + (3 + 1a + 4a^2)d1^156d2^145 + (3 + 0a + 4a^2)d1^157d2^145 + (2 + 3a + 0a^2)d1^158d2^145 + (3 + 1a + 1a^2)d1^159d2^145 + (2 + 3a + 4a^2)d1^160d2^145 + (0 + 0a + 2a^2)d1^161d2^145 + (2 + 4a + 3a^2)d1^162d2^145 + (4 + 3a + 3a^2)d1^163d2^145 + (1 + 0a + 2a^2)d1^164d2^145 + (4 + 2a + 0a^2)d1^165d2^145 + (1 + 3a + 2a^2)d1^166d2^145 + (4 + 2a + 4a^2)d1^167d2^145 + (2 + 0a + 0a^2)d1^168d2^145 + (4 + 2a + 1a^2)d1^169d2^145 + (0 + 2a + 2a^2)d1^170d2^145 + (3 + 0a + 3a^2)d1^171d2^145 + (2 + 4a + 3a^2)d1^172d2^145 + (1 + 0a + 3a^2)d1^173d2^145 + (4 + 4a + 2a^2)d1^174d2^145 + (3 + 4a + 2a^2)d1^175d2^145 + (4 + 3a + 1a^2)d1^176d2^145 + (0 + 2a + 0a^2)d1^177d2^145 + (2 + 0a + 1a^2)d1^178d2^145 + (4 + 3a + 2a^2)d1^179d2^145 + (2 + 2a + 2a^2)d1^180d2^145 + (1 + 2a + 0a^2)d1^181d2^145 + (0 + 4a + 0a^2)d1^182d2^145 + (4 + 1a + 2a^2)d1^183d2^145 + (3 + 2a + 3a^2)d1^184d2^145 + (0 + 2a + 2a^2)d1^185d2^145 + (3 + 0a + 4a^2)d1^186d2^145 + (4 + 1a + 4a^2)d1^187d2^145 + (3 + 4a + 4a^2)d1^188d2^145 + (0 + 1a + 1a^2)d1^189d2^145 + (4 + 3a + 2a^2)d1^190d2^145 + (2 + 2a + 2a^2)d1^191d2^145 + (4 + 2a + 3a^2)d1^192d2^145 + (0 + 1a + 1a^2)d1^193d2^145 + (3 + 3a + 1a^2)d1^194d2^145 + (2 + 0a + 2a^2)d1^195d2^145 + (2 + 4a + 3a^2)d1^196d2^145 + (2 + 0a + 0a^2)d1^197d2^145 + (4 + 2a + 4a^2)d1^198d2^145 + (4 + 1a + 3a^2)d1^199d2^145 + (1 + 3a + 1a^2)d1^200d2^145 + (1 + 1a + 0a^2)d1^201d2^145 + (2 + 2a + 2a^2)d1^202d2^145 + (0 + 3a + 1a^2)d1^203d2^145 + (1 + 3a + 0a^2)d1^204d2^145 + (1 + 2a + 2a^2)d1^205d2^145 + (4 + 1a + 2a^2)d1^206d2^145 + (1 + 4a + 3a^2)d1^207d2^145 + (0 + 0a + 3a^2)d1^208d2^145 + (1 + 2a + 4a^2)d1^209d2^145 + (3 + 3a + 4a^2)d1^210d2^145 + (3 + 1a + 3a^2)d1^211d2^145 + (3 + 4a + 0a^2)d1^212d2^145 + (3 + 0a + 3a^2)d1^213d2^145 + (0 + 2a + 4a^2)d1^214d2^145 + (2 + 1a + 2a^2)d1^215d2^145 + (2 + 0a + 1a^2)d1^216d2^145 + (4 + 2a + 0a^2)d1^217d2^145 + (4 + 4a + 4a^2)d1^218d2^145 + (3 + 4a + 0a^2)d1^219d2^145 + (3 + 0a + 0a^2)d1^220d2^145 + (3 + 0a + 1a^2)d1^221d2^145 + (4 + 1a + 0a^2)d1^222d2^145 + (4 + 2a + 0a^2)d1^223d2^145 + (2 + 0a + 3a^2)d1^224d2^145 + (2 + 2a + 3a^2)d1^225d2^145 + (4 + 3a + 3a^2)d1^226d2^145 + (0 + 3a + 0a^2)d1^227d2^145 + (4 + 4a + 1a^2)d1^228d2^145 + (1 + 1a + 4a^2)d1^229d2^145 + (1 + 4a + 3a^2)d1^230d2^145 + (3 + 0a + 0a^2)d1^231d2^145 + (3 + 1a + 4a^2)d1^232d2^145 + (0 + 4a + 3a^2)d1^233d2^145 + (1 + 1a + 1a^2)d1^234d2^145 + (4 + 2a + 0a^2)d1^235d2^145 + (1 + 2a + 0a^2)d1^236d2^145 + (4 + 4a + 1a^2)d1^237d2^145 + (0 + 3a + 2a^2)d1^238d2^145 + (1 + 1a + 4a^2)d1^239d2^145 + (1 + 4a + 2a^2)d1^240d2^145 + (2 + 0a + 2a^2)d1^241d2^145 + (1 + 4a + 3a^2)d1^242d2^145 + (2 + 4a + 2a^2)d1^243d2^145 + (3 + 2a + 3a^2)d1^244d2^145 + (4 + 1a + 4a^2)d1^245d2^145 + (4 + 0a + 3a^2)d1^246d2^145 + (3 + 2a + 2a^2)d1^247d2^145 + (1 + 2a + 3a^2)d1^248d2^145 + (0 + 3a + 0a^2)d1^249d2^145 + (1 + 0a + 4a^2)d1^250d2^145 + (4 + 0a + 3a^2)d1^251d2^145 + (0 + 3a + 3a^2)d1^252d2^145 + (4 + 2a + 3a^2)d1^253d2^145 + (0 + 2a + 0a^2)d1^254d2^145 + (1 + 1a + 4a^2)d1^255d2^145 + (1 + 0a + 1a^2)d1^256d2^145 + (3 + 0a + 4a^2)d1^257d2^145 + (0 + 4a + 3a^2)d1^258d2^145 + (1 + 3a + 2a^2)d1^259d2^145 + (4 + 1a + 4a^2)d1^260d2^145 + (3 + 0a + 4a^2)d1^261d2^145 + (2 + 1a + 0a^2)d1^262d2^145 + (3 + 2a + 1a^2)d1^263d2^145 + (1 + 0a + 1a^2)d1^264d2^145 + (1 + 3a + 3a^2)d1^265d2^145 + (4 + 2a + 4a^2)d1^266d2^145 + (2 + 1a + 0a^2)d1^267d2^145 + (4 + 3a + 1a^2)d1^268d2^145 + (1 + 0a + 2a^2)d1^269d2^145 + (2 + 4a + 1a^2)d1^270d2^145 + (0 + 2a + 2a^2)d1^271d2^145 + (2 + 2a + 2a^2)d1^272d2^145 + (0 + 4a + 1a^2)d1^273d2^145 + (4 + 1a + 3a^2)d1^274d2^145 + (3 + 3a + 1a^2)d1^275d2^145 + (2 + 2a + 0a^2)d1^276d2^145 + (2 + 2a + 3a^2)d1^277d2^145 + (3 + 0a + 0a^2)d1^278d2^145 + (0 + 1a + 4a^2)d1^279d2^145 + (3 + 1a + 1a^2)d1^280d2^145 + (2 + 1a + 0a^2)d1^281d2^145 + (2 + 1a + 0a^2)d1^282d2^145 + (0 + 2a + 2a^2)d1^283d2^145 + (2 + 4a + 1a^2)d1^284d2^145 + (0 + 1a + 1a^2)d1^285d2^145 + (2 + 3a + 1a^2)d1^286d2^145 + (1 + 4a + 4a^2)d1^287d2^145 + (2 + 4a + 2a^2)d1^288d2^145 + (1 + 3a + 1a^2)d1^289d2^145 + (1 + 2a + 0a^2)d1^290d2^145 + (1 + 0a + 0a^2)d1^291d2^145 + (0 + 2a + 3a^2)d1^292d2^145 + (3 + 1a + 1a^2)d1^293d2^145 + (0 + 1a + 3a^2)d2^146 + (3 + 2a + 0a^2)d1^1d2^146 + (1 + 2a + 3a^2)d1^2d2^146 + (3 + 2a + 0a^2)d1^3d2^146 + (1 + 0a + 1a^2)d1^4d2^146 + (4 + 0a + 3a^2)d1^5d2^146 + (0 + 4a + 1a^2)d1^6d2^146 + (0 + 0a + 2a^2)d1^7d2^146 + (4 + 2a + 3a^2)d1^8d2^146 + (0 + 3a + 3a^2)d1^9d2^146 + (1 + 3a + 4a^2)d1^10d2^146 + (3 + 2a + 3a^2)d1^11d2^146 + (0 + 4a + 2a^2)d1^12d2^146 + (0 + 0a + 2a^2)d1^13d2^146 + (4 + 2a + 2a^2)d1^14d2^146 + (2 + 1a + 3a^2)d1^15d2^146 + (2 + 4a + 4a^2)d1^16d2^146 + (1 + 4a + 4a^2)d1^17d2^146 + (3 + 1a + 0a^2)d1^18d2^146 + (2 + 0a + 0a^2)d1^19d2^146 + (4 + 0a + 3a^2)d1^20d2^146 + (0 + 2a + 0a^2)d1^21d2^146 + (0 + 2a + 3a^2)d1^22d2^146 + (3 + 3a + 0a^2)d1^23d2^146 + (2 + 1a + 2a^2)d1^24d2^146 + (1 + 1a + 2a^2)d1^25d2^146 + (0 + 2a + 3a^2)d1^26d2^146 + (3 + 3a + 3a^2)d1^27d2^146 + (4 + 0a + 2a^2)d1^28d2^146 + (3 + 3a + 0a^2)d1^29d2^146 + (0 + 3a + 2a^2)d1^30d2^146 + (3 + 4a + 1a^2)d1^31d2^146 + (2 + 1a + 2a^2)d1^32d2^146 + (1 + 3a + 4a^2)d1^33d2^146 + (2 + 1a + 2a^2)d1^34d2^146 + (3 + 1a + 1a^2)d1^35d2^146 + (3 + 3a + 3a^2)d1^36d2^146 + (1 + 2a + 2a^2)d1^37d2^146 + (3 + 3a + 1a^2)d1^38d2^146 + (4 + 4a + 1a^2)d1^39d2^146 + (4 + 1a + 0a^2)d1^40d2^146 + (1 + 1a + 4a^2)d1^41d2^146 + (4 + 0a + 2a^2)d1^42d2^146 + (1 + 2a + 3a^2)d1^43d2^146 + (0 + 2a + 4a^2)d1^44d2^146 + (3 + 4a + 1a^2)d1^45d2^146 + (1 + 2a + 0a^2)d1^46d2^146 + (4 + 3a + 4a^2)d1^47d2^146 + (4 + 0a + 1a^2)d1^49d2^146 + (4 + 2a + 0a^2)d1^50d2^146 + (1 + 2a + 4a^2)d1^51d2^146 + (4 + 1a + 4a^2)d1^52d2^146 + (2 + 3a + 2a^2)d1^53d2^146 + (2 + 1a + 1a^2)d1^54d2^146 + (0 + 3a + 2a^2)d1^55d2^146 + (0 + 0a + 4a^2)d1^56d2^146 + (4 + 3a + 4a^2)d1^57d2^146 + (1 + 2a + 1a^2)d1^58d2^146 + (1 + 1a + 2a^2)d1^59d2^146 + (3 + 4a + 2a^2)d1^60d2^146 + (2 + 1a + 0a^2)d1^61d2^146 + (4 + 3a + 1a^2)d1^62d2^146 + (0 + 3a + 1a^2)d1^63d2^146 + (3 + 1a + 1a^2)d1^64d2^146 + (4 + 2a + 4a^2)d1^65d2^146 + (0 + 4a + 1a^2)d1^66d2^146 + (2 + 1a + 0a^2)d1^67d2^146 + (4 + 0a + 0a^2)d1^68d2^146 + (1 + 2a + 3a^2)d1^69d2^146 + (2 + 2a + 4a^2)d1^70d2^146 + (2 + 2a + 1a^2)d1^71d2^146 + (2 + 2a + 2a^2)d1^72d2^146 + (2 + 4a + 3a^2)d1^73d2^146 + (2 + 3a + 0a^2)d1^74d2^146 + (2 + 1a + 1a^2)d1^75d2^146 + (0 + 3a + 2a^2)d1^76d2^146 + (3 + 1a + 2a^2)d1^77d2^146 + (2 + 4a + 1a^2)d1^78d2^146 + (0 + 1a + 1a^2)d1^79d2^146 + (4 + 0a + 4a^2)d1^80d2^146 + (3 + 3a + 2a^2)d1^81d2^146 + (1 + 3a + 2a^2)d1^82d2^146 + (0 + 3a + 0a^2)d1^83d2^146 + (4 + 3a + 3a^2)d1^84d2^146 + (4 + 0a + 0a^2)d1^85d2^146 + (0 + 0a + 1a^2)d1^86d2^146 + (4 + 4a + 1a^2)d1^87d2^146 + (1 + 2a + 4a^2)d1^88d2^146 + (4 + 3a + 1a^2)d1^89d2^146 + (2 + 0a + 4a^2)d1^90d2^146 + (0 + 0a + 4a^2)d1^91d2^146 + (2 + 0a + 3a^2)d1^92d2^146 + (4 + 2a + 2a^2)d1^93d2^146 + (4 + 3a + 3a^2)d1^94d2^146 + (4 + 4a + 1a^2)d1^95d2^146 + (0 + 2a + 3a^2)d1^96d2^146 + (3 + 2a + 1a^2)d1^97d2^146 + (2 + 4a + 2a^2)d1^98d2^146 + (4 + 1a + 3a^2)d1^99d2^146 + (3 + 4a + 0a^2)d1^100d2^146 + (0 + 2a + 4a^2)d1^101d2^146 + (1 + 2a + 3a^2)d1^102d2^146 + (0 + 0a + 3a^2)d1^103d2^146 + (3 + 1a + 3a^2)d1^104d2^146 + (1 + 1a + 0a^2)d1^105d2^146 + (2 + 0a + 0a^2)d1^106d2^146 + (1 + 2a + 0a^2)d1^107d2^146 + (4 + 3a + 4a^2)d1^108d2^146 + (2 + 1a + 4a^2)d1^109d2^146 + (4 + 1a + 4a^2)d1^110d2^146 + (4 + 0a + 4a^2)d1^111d2^146 + (0 + 3a + 1a^2)d1^112d2^146 + (3 + 1a + 1a^2)d1^113d2^146 + (4 + 3a + 1a^2)d1^114d2^146 + (2 + 3a + 1a^2)d1^115d2^146 + (1 + 3a + 3a^2)d1^116d2^146 + (4 + 1a + 4a^2)d1^117d2^146 + (1 + 0a + 0a^2)d1^118d2^146 + (2 + 4a + 3a^2)d1^119d2^146 + (0 + 3a + 3a^2)d1^120d2^146 + (3 + 4a + 4a^2)d1^121d2^146 + (1 + 1a + 3a^2)d1^122d2^146 + (4 + 2a + 4a^2)d1^123d2^146 + (0 + 2a + 3a^2)d1^124d2^146 + (0 + 3a + 4a^2)d1^125d2^146 + (1 + 2a + 2a^2)d1^126d2^146 + (1 + 1a + 4a^2)d1^127d2^146 + (3 + 1a + 4a^2)d1^128d2^146 + (3 + 1a + 0a^2)d1^129d2^146 + (2 + 1a + 4a^2)d1^130d2^146 + (1 + 0a + 3a^2)d1^131d2^146 + (0 + 1a + 0a^2)d1^132d2^146 + (4 + 0a + 2a^2)d1^133d2^146 + (1 + 3a + 1a^2)d1^134d2^146 + (0 + 1a + 2a^2)d1^135d2^146 + (0 + 4a + 4a^2)d1^136d2^146 + (2 + 0a + 0a^2)d1^137d2^146 + (3 + 0a + 3a^2)d1^138d2^146 + (2 + 2a + 3a^2)d1^139d2^146 + (4 + 4a + 1a^2)d1^140d2^146 + (2 + 1a + 2a^2)d1^141d2^146 + (0 + 4a + 2a^2)d1^142d2^146 + (2 + 1a + 0a^2)d1^143d2^146 + (1 + 1a + 1a^2)d1^144d2^146 + (2 + 4a + 3a^2)d1^145d2^146 + (3 + 4a + 2a^2)d1^146d2^146 + (4 + 0a + 0a^2)d1^147d2^146 + (4 + 4a + 4a^2)d1^148d2^146 + (1 + 4a + 0a^2)d1^149d2^146 + (0 + 0a + 2a^2)d1^150d2^146 + (2 + 1a + 2a^2)d1^151d2^146 + (2 + 3a + 4a^2)d1^153d2^146 + (0 + 3a + 0a^2)d1^154d2^146 + (1 + 0a + 3a^2)d1^155d2^146 + (3 + 4a + 4a^2)d1^156d2^146 + (3 + 3a + 2a^2)d1^157d2^146 + (4 + 2a + 3a^2)d1^158d2^146 + (0 + 4a + 4a^2)d1^159d2^146 + (4 + 0a + 0a^2)d1^160d2^146 + (3 + 0a + 4a^2)d1^161d2^146 + (3 + 4a + 0a^2)d1^162d2^146 + (3 + 1a + 0a^2)d1^163d2^146 + (3 + 3a + 3a^2)d1^164d2^146 + (1 + 0a + 2a^2)d1^165d2^146 + (2 + 0a + 4a^2)d1^167d2^146 + (4 + 1a + 1a^2)d1^168d2^146 + (4 + 1a + 0a^2)d1^169d2^146 + (4 + 0a + 4a^2)d1^170d2^146 + (4 + 2a + 3a^2)d1^171d2^146 + (2 + 1a + 0a^2)d1^172d2^146 + (1 + 4a + 3a^2)d1^173d2^146 + (1 + 1a + 3a^2)d1^174d2^146 + (1 + 4a + 0a^2)d1^175d2^146 + (2 + 1a + 2a^2)d1^176d2^146 + (0 + 2a + 2a^2)d1^177d2^146 + (4 + 1a + 3a^2)d1^178d2^146 + (2 + 1a + 1a^2)d1^180d2^146 + (1 + 4a + 2a^2)d1^181d2^146 + (2 + 0a + 0a^2)d1^182d2^146 + (1 + 4a + 1a^2)d1^183d2^146 + (1 + 0a + 0a^2)d1^184d2^146 + (3 + 1a + 2a^2)d1^185d2^146 + (3 + 0a + 0a^2)d1^186d2^146 + (2 + 0a + 3a^2)d1^187d2^146 + (0 + 4a + 3a^2)d1^188d2^146 + (2 + 3a + 1a^2)d1^189d2^146 + (1 + 0a + 0a^2)d1^190d2^146 + (3 + 1a + 3a^2)d1^191d2^146 + (3 + 0a + 3a^2)d1^192d2^146 + (1 + 3a + 1a^2)d1^193d2^146 + (4 + 3a + 4a^2)d1^194d2^146 + (3 + 1a + 1a^2)d1^195d2^146 + (3 + 0a + 4a^2)d1^196d2^146 + (4 + 0a + 0a^2)d1^197d2^146 + (0 + 1a + 2a^2)d1^198d2^146 + (4 + 1a + 3a^2)d1^199d2^146 + (3 + 0a + 3a^2)d1^200d2^146 + (0 + 2a + 0a^2)d1^201d2^146 + (3 + 0a + 0a^2)d1^202d2^146 + (0 + 2a + 4a^2)d1^203d2^146 + (0 + 1a + 1a^2)d1^204d2^146 + (3 + 2a + 1a^2)d1^205d2^146 + (2 + 0a + 4a^2)d1^206d2^146 + (4 + 4a + 2a^2)d1^207d2^146 + (1 + 1a + 1a^2)d1^208d2^146 + (2 + 0a + 1a^2)d1^209d2^146 + (4 + 0a + 0a^2)d1^210d2^146 + (1 + 0a + 2a^2)d1^211d2^146 + (3 + 0a + 0a^2)d1^212d2^146 + (1 + 4a + 2a^2)d1^213d2^146 + (3 + 0a + 1a^2)d1^214d2^146 + (3 + 4a + 4a^2)d1^215d2^146 + (3 + 3a + 1a^2)d1^216d2^146 + (0 + 3a + 1a^2)d1^217d2^146 + (1 + 1a + 4a^2)d1^218d2^146 + (0 + 0a + 3a^2)d1^219d2^146 + (1 + 0a + 1a^2)d1^220d2^146 + (2 + 4a + 3a^2)d1^221d2^146 + (1 + 0a + 4a^2)d1^222d2^146 + (2 + 3a + 1a^2)d1^223d2^146 + (1 + 4a + 2a^2)d1^224d2^146 + (1 + 2a + 2a^2)d1^225d2^146 + (1 + 4a + 2a^2)d1^226d2^146 + (0 + 1a + 0a^2)d1^227d2^146 + (2 + 1a + 4a^2)d1^228d2^146 + (0 + 2a + 2a^2)d1^229d2^146 + (3 + 0a + 2a^2)d1^230d2^146 + (0 + 1a + 0a^2)d1^231d2^146 + (2 + 2a + 4a^2)d1^232d2^146 + (1 + 3a + 0a^2)d1^233d2^146 + (3 + 1a + 4a^2)d1^234d2^146 + (1 + 2a + 3a^2)d1^235d2^146 + (0 + 0a + 3a^2)d1^236d2^146 + (4 + 0a + 4a^2)d1^237d2^146 + (2 + 2a + 1a^2)d1^238d2^146 + (4 + 1a + 4a^2)d1^239d2^146 + (0 + 4a + 3a^2)d1^240d2^146 + (1 + 2a + 2a^2)d1^241d2^146 + (1 + 1a + 2a^2)d1^242d2^146 + (3 + 0a + 0a^2)d1^243d2^146 + (2 + 1a + 2a^2)d1^244d2^146 + (1 + 0a + 3a^2)d1^245d2^146 + (3 + 2a + 3a^2)d1^246d2^146 + (4 + 4a + 3a^2)d1^247d2^146 + (1 + 0a + 1a^2)d1^248d2^146 + (4 + 1a + 1a^2)d1^249d2^146 + (3 + 3a + 1a^2)d1^250d2^146 + (3 + 0a + 0a^2)d1^251d2^146 + (4 + 1a + 3a^2)d1^252d2^146 + (4 + 0a + 1a^2)d1^253d2^146 + (4 + 0a + 1a^2)d1^254d2^146 + (3 + 0a + 2a^2)d1^255d2^146 + (3 + 1a + 4a^2)d1^256d2^146 + (3 + 2a + 1a^2)d1^257d2^146 + (1 + 2a + 0a^2)d1^258d2^146 + (2 + 3a + 3a^2)d1^259d2^146 + (2 + 4a + 0a^2)d1^260d2^146 + (3 + 4a + 4a^2)d1^261d2^146 + (4 + 4a + 4a^2)d1^262d2^146 + (2 + 4a + 1a^2)d1^263d2^146 + (0 + 4a + 4a^2)d1^264d2^146 + (0 + 2a + 3a^2)d1^265d2^146 + (4 + 2a + 0a^2)d1^266d2^146 + (2 + 4a + 0a^2)d1^267d2^146 + (4 + 1a + 4a^2)d1^268d2^146 + (3 + 3a + 3a^2)d1^269d2^146 + (2 + 4a + 0a^2)d1^270d2^146 + (0 + 4a + 2a^2)d1^271d2^146 + (4 + 2a + 2a^2)d1^272d2^146 + (1 + 0a + 0a^2)d1^273d2^146 + (1 + 0a + 3a^2)d1^274d2^146 + (4 + 3a + 2a^2)d1^275d2^146 + (0 + 2a + 4a^2)d1^276d2^146 + (2 + 2a + 2a^2)d1^277d2^146 + (3 + 4a + 0a^2)d1^278d2^146 + (0 + 2a + 1a^2)d1^279d2^146 + (1 + 2a + 0a^2)d1^280d2^146 + (3 + 1a + 4a^2)d1^281d2^146 + (0 + 4a + 2a^2)d1^282d2^146 + (1 + 2a + 4a^2)d1^283d2^146 + (0 + 3a + 1a^2)d1^284d2^146 + (1 + 4a + 4a^2)d1^285d2^146 + (4 + 1a + 3a^2)d1^286d2^146 + (0 + 1a + 4a^2)d1^287d2^146 + (0 + 2a + 3a^2)d1^288d2^146 + (2 + 3a + 4a^2)d1^289d2^146 + (3 + 1a + 4a^2)d1^290d2^146 + (4 + 4a + 3a^2)d1^291d2^146 + (2 + 1a + 4a^2)d1^292d2^146 + (0 + 0a + 3a^2)d1^293d2^146 + (0 + 0a + 2a^2)d2^147 + (0 + 0a + 1a^2)d1^1d2^147 + (4 + 0a + 4a^2)d1^2d2^147 + (3 + 1a + 3a^2)d1^3d2^147 + (3 + 1a + 1a^2)d1^4d2^147 + (2 + 4a + 0a^2)d1^5d2^147 + (1 + 4a + 2a^2)d1^6d2^147 + (1 + 4a + 0a^2)d1^7d2^147 + (2 + 2a + 0a^2)d1^8d2^147 + (0 + 3a + 3a^2)d1^9d2^147 + (3 + 0a + 4a^2)d1^10d2^147 + (2 + 3a + 0a^2)d1^11d2^147 + (4 + 3a + 0a^2)d1^12d2^147 + (4 + 0a + 1a^2)d1^13d2^147 + (4 + 2a + 2a^2)d1^14d2^147 + (2 + 0a + 3a^2)d1^15d2^147 + (1 + 0a + 2a^2)d1^16d2^147 + (2 + 2a + 2a^2)d1^17d2^147 + (0 + 3a + 1a^2)d1^18d2^147 + (3 + 4a + 4a^2)d1^19d2^147 + (3 + 2a + 2a^2)d1^20d2^147 + (0 + 1a + 1a^2)d1^21d2^147 + (4 + 1a + 3a^2)d1^22d2^147 + (0 + 4a + 4a^2)d1^23d2^147 + (4 + 3a + 0a^2)d1^24d2^147 + (1 + 0a + 1a^2)d1^25d2^147 + (3 + 1a + 0a^2)d1^26d2^147 + (4 + 4a + 4a^2)d1^27d2^147 + (4 + 4a + 0a^2)d1^28d2^147 + (2 + 0a + 0a^2)d1^29d2^147 + (4 + 3a + 4a^2)d1^30d2^147 + (3 + 0a + 2a^2)d1^31d2^147 + (4 + 4a + 2a^2)d1^32d2^147 + (1 + 4a + 4a^2)d1^33d2^147 + (1 + 3a + 2a^2)d1^34d2^147 + (4 + 0a + 3a^2)d1^35d2^147 + (1 + 3a + 3a^2)d1^36d2^147 + (1 + 3a + 1a^2)d1^37d2^147 + (0 + 1a + 0a^2)d1^39d2^147 + (3 + 0a + 0a^2)d1^40d2^147 + (3 + 4a + 1a^2)d1^41d2^147 + (2 + 3a + 2a^2)d1^42d2^147 + (0 + 1a + 2a^2)d1^43d2^147 + (4 + 0a + 4a^2)d1^44d2^147 + (0 + 3a + 3a^2)d1^45d2^147 + (2 + 2a + 2a^2)d1^46d2^147 + (2 + 1a + 3a^2)d1^47d2^147 + (1 + 4a + 0a^2)d1^48d2^147 + (3 + 0a + 2a^2)d1^49d2^147 + (2 + 1a + 1a^2)d1^50d2^147 + (1 + 1a + 1a^2)d1^51d2^147 + (1 + 4a + 0a^2)d1^52d2^147 + (1 + 4a + 2a^2)d1^53d2^147 + (2 + 1a + 1a^2)d1^54d2^147 + (0 + 2a + 3a^2)d1^55d2^147 + (3 + 2a + 3a^2)d1^56d2^147 + (4 + 3a + 1a^2)d1^57d2^147 + (1 + 1a + 4a^2)d1^58d2^147 + (2 + 3a + 4a^2)d1^59d2^147 + (4 + 2a + 1a^2)d1^60d2^147 + (4 + 4a + 2a^2)d1^61d2^147 + (2 + 0a + 1a^2)d1^62d2^147 + (3 + 1a + 3a^2)d1^63d2^147 + (2 + 4a + 4a^2)d1^64d2^147 + (1 + 3a + 1a^2)d1^65d2^147 + (2 + 2a + 0a^2)d1^66d2^147 + (4 + 4a + 4a^2)d1^67d2^147 + (1 + 4a + 3a^2)d1^68d2^147 + (0 + 1a + 1a^2)d1^69d2^147 + (0 + 2a + 2a^2)d1^70d2^147 + (4 + 0a + 3a^2)d1^71d2^147 + (3 + 1a + 4a^2)d1^72d2^147 + (3 + 2a + 2a^2)d1^73d2^147 + (2 + 1a + 1a^2)d1^74d2^147 + (2 + 2a + 4a^2)d1^75d2^147 + (2 + 4a + 2a^2)d1^76d2^147 + (1 + 4a + 0a^2)d1^77d2^147 + (2 + 0a + 2a^2)d1^78d2^147 + (0 + 1a + 3a^2)d1^79d2^147 + (1 + 0a + 2a^2)d1^80d2^147 + (3 + 2a + 4a^2)d1^81d2^147 + (3 + 0a + 1a^2)d1^82d2^147 + (4 + 2a + 1a^2)d1^83d2^147 + (4 + 1a + 0a^2)d1^84d2^147 + (3 + 4a + 2a^2)d1^85d2^147 + (3 + 1a + 0a^2)d1^86d2^147 + (3 + 3a + 1a^2)d1^87d2^147 + (2 + 2a + 4a^2)d1^88d2^147 + (3 + 4a + 4a^2)d1^89d2^147 + (4 + 3a + 3a^2)d1^90d2^147 + (0 + 2a + 0a^2)d1^91d2^147 + (3 + 1a + 4a^2)d1^92d2^147 + (0 + 2a + 1a^2)d1^93d2^147 + (3 + 0a + 4a^2)d1^94d2^147 + (2 + 1a + 1a^2)d1^95d2^147 + (2 + 0a + 1a^2)d1^96d2^147 + (0 + 4a + 4a^2)d1^97d2^147 + (0 + 2a + 1a^2)d1^98d2^147 + (2 + 0a + 1a^2)d1^99d2^147 + (0 + 2a + 3a^2)d1^100d2^147 + (4 + 4a + 2a^2)d1^101d2^147 + (3 + 0a + 3a^2)d1^102d2^147 + (4 + 4a + 2a^2)d1^103d2^147 + (1 + 1a + 3a^2)d1^104d2^147 + (3 + 0a + 2a^2)d1^105d2^147 + (3 + 0a + 1a^2)d1^106d2^147 + (0 + 2a + 3a^2)d1^107d2^147 + (0 + 3a + 2a^2)d1^108d2^147 + (1 + 0a + 2a^2)d1^109d2^147 + (2 + 2a + 3a^2)d1^110d2^147 + (4 + 1a + 3a^2)d1^111d2^147 + (2 + 2a + 1a^2)d1^112d2^147 + (0 + 1a + 4a^2)d1^113d2^147 + (2 + 1a + 1a^2)d1^115d2^147 + (2 + 2a + 0a^2)d1^116d2^147 + (3 + 3a + 4a^2)d1^117d2^147 + (2 + 3a + 3a^2)d1^118d2^147 + (2 + 2a + 0a^2)d1^119d2^147 + (1 + 2a + 1a^2)d1^120d2^147 + (4 + 0a + 3a^2)d1^121d2^147 + (0 + 0a + 1a^2)d1^122d2^147 + (0 + 2a + 3a^2)d1^123d2^147 + (1 + 2a + 4a^2)d1^124d2^147 + (2 + 2a + 1a^2)d1^125d2^147 + (3 + 2a + 1a^2)d1^126d2^147 + (3 + 0a + 0a^2)d1^127d2^147 + (3 + 3a + 0a^2)d1^128d2^147 + (2 + 0a + 3a^2)d1^129d2^147 + (2 + 0a + 4a^2)d1^130d2^147 + (1 + 2a + 1a^2)d1^131d2^147 + (1 + 1a + 3a^2)d1^132d2^147 + (2 + 2a + 2a^2)d1^133d2^147 + (4 + 1a + 2a^2)d1^134d2^147 + (0 + 3a + 1a^2)d1^135d2^147 + (4 + 4a + 1a^2)d1^136d2^147 + (0 + 3a + 0a^2)d1^137d2^147 + (1 + 0a + 4a^2)d1^138d2^147 + (4 + 3a + 2a^2)d1^139d2^147 + (1 + 0a + 4a^2)d1^140d2^147 + (0 + 4a + 4a^2)d1^141d2^147 + (2 + 1a + 4a^2)d1^142d2^147 + (0 + 4a + 1a^2)d1^143d2^147 + (0 + 0a + 3a^2)d1^144d2^147 + (3 + 2a + 1a^2)d1^145d2^147 + (2 + 2a + 3a^2)d1^146d2^147 + (3 + 4a + 0a^2)d1^147d2^147 + (4 + 4a + 0a^2)d1^148d2^147 + (4 + 3a + 1a^2)d1^149d2^147 + (2 + 2a + 3a^2)d1^150d2^147 + (4 + 0a + 1a^2)d1^151d2^147 + (3 + 3a + 1a^2)d1^152d2^147 + (2 + 4a + 0a^2)d1^153d2^147 + (2 + 2a + 2a^2)d1^154d2^147 + (0 + 0a + 1a^2)d1^155d2^147 + (2 + 1a + 2a^2)d1^156d2^147 + (2 + 1a + 0a^2)d1^158d2^147 + (1 + 4a + 0a^2)d1^159d2^147 + (1 + 2a + 4a^2)d1^160d2^147 + (3 + 3a + 0a^2)d1^161d2^147 + (3 + 2a + 4a^2)d1^162d2^147 + (2 + 4a + 1a^2)d1^163d2^147 + (1 + 3a + 3a^2)d1^164d2^147 + (4 + 2a + 2a^2)d1^165d2^147 + (1 + 0a + 3a^2)d1^166d2^147 + (0 + 1a + 1a^2)d1^167d2^147 + (4 + 2a + 2a^2)d1^168d2^147 + (3 + 3a + 2a^2)d1^169d2^147 + (4 + 0a + 1a^2)d1^170d2^147 + (0 + 2a + 2a^2)d1^171d2^147 + (4 + 1a + 1a^2)d1^172d2^147 + (0 + 3a + 4a^2)d1^173d2^147 + (3 + 4a + 2a^2)d1^174d2^147 + (3 + 0a + 2a^2)d1^175d2^147 + (0 + 3a + 3a^2)d1^176d2^147 + (1 + 2a + 0a^2)d1^177d2^147 + (0 + 1a + 1a^2)d1^178d2^147 + (0 + 3a + 1a^2)d1^179d2^147 + (2 + 3a + 2a^2)d1^180d2^147 + (4 + 1a + 3a^2)d1^181d2^147 + (2 + 2a + 2a^2)d1^182d2^147 + (2 + 0a + 4a^2)d1^183d2^147 + (0 + 2a + 4a^2)d1^184d2^147 + (3 + 4a + 3a^2)d1^185d2^147 + (0 + 1a + 2a^2)d1^186d2^147 + (2 + 3a + 2a^2)d1^187d2^147 + (3 + 2a + 0a^2)d1^188d2^147 + (4 + 3a + 1a^2)d1^190d2^147 + (0 + 0a + 2a^2)d1^191d2^147 + (1 + 3a + 4a^2)d1^192d2^147 + (3 + 1a + 0a^2)d1^193d2^147 + (2 + 2a + 4a^2)d1^194d2^147 + (2 + 2a + 2a^2)d1^195d2^147 + (4 + 3a + 3a^2)d1^196d2^147 + (0 + 3a + 4a^2)d1^197d2^147 + (3 + 1a + 2a^2)d1^198d2^147 + (0 + 1a + 4a^2)d1^199d2^147 + (4 + 3a + 0a^2)d1^200d2^147 + (1 + 2a + 3a^2)d1^201d2^147 + (2 + 3a + 0a^2)d1^202d2^147 + (3 + 2a + 4a^2)d1^203d2^147 + (2 + 0a + 3a^2)d1^204d2^147 + (3 + 4a + 1a^2)d1^205d2^147 + (3 + 3a + 2a^2)d1^206d2^147 + (0 + 4a + 2a^2)d1^207d2^147 + (0 + 3a + 1a^2)d1^208d2^147 + (2 + 4a + 2a^2)d1^209d2^147 + (3 + 1a + 3a^2)d1^210d2^147 + (0 + 1a + 0a^2)d1^211d2^147 + (1 + 0a + 2a^2)d1^212d2^147 + (1 + 3a + 2a^2)d1^213d2^147 + (3 + 2a + 4a^2)d1^214d2^147 + (4 + 2a + 4a^2)d1^215d2^147 + (1 + 2a + 1a^2)d1^216d2^147 + (1 + 0a + 2a^2)d1^217d2^147 + (3 + 0a + 4a^2)d1^218d2^147 + (0 + 4a + 1a^2)d1^219d2^147 + (2 + 1a + 0a^2)d1^220d2^147 + (2 + 3a + 0a^2)d1^221d2^147 + (4 + 1a + 4a^2)d1^222d2^147 + (3 + 1a + 1a^2)d1^223d2^147 + (1 + 3a + 2a^2)d1^224d2^147 + (0 + 3a + 0a^2)d1^225d2^147 + (0 + 2a + 4a^2)d1^226d2^147 + (4 + 4a + 0a^2)d1^227d2^147 + (3 + 4a + 3a^2)d1^228d2^147 + (1 + 3a + 1a^2)d1^229d2^147 + (0 + 4a + 1a^2)d1^230d2^147 + (0 + 2a + 2a^2)d1^231d2^147 + (1 + 2a + 2a^2)d1^232d2^147 + (3 + 3a + 3a^2)d1^233d2^147 + (1 + 0a + 4a^2)d1^234d2^147 + (3 + 0a + 2a^2)d1^235d2^147 + (3 + 2a + 3a^2)d1^236d2^147 + (4 + 3a + 1a^2)d1^237d2^147 + (0 + 0a + 1a^2)d1^238d2^147 + (1 + 1a + 3a^2)d1^239d2^147 + (3 + 3a + 1a^2)d1^240d2^147 + (3 + 2a + 2a^2)d1^241d2^147 + (2 + 1a + 1a^2)d1^242d2^147 + (3 + 1a + 2a^2)d1^243d2^147 + (0 + 3a + 2a^2)d1^244d2^147 + (0 + 2a + 4a^2)d1^245d2^147 + (2 + 4a + 4a^2)d1^246d2^147 + (4 + 0a + 2a^2)d1^247d2^147 + (4 + 2a + 3a^2)d1^248d2^147 + (1 + 1a + 0a^2)d1^249d2^147 + (0 + 0a + 4a^2)d1^250d2^147 + (0 + 4a + 2a^2)d1^251d2^147 + (1 + 0a + 4a^2)d1^252d2^147 + (0 + 1a + 3a^2)d1^253d2^147 + (4 + 0a + 2a^2)d1^254d2^147 + (3 + 0a + 1a^2)d1^255d2^147 + (4 + 0a + 3a^2)d1^256d2^147 + (3 + 0a + 2a^2)d1^257d2^147 + (3 + 0a + 2a^2)d1^258d2^147 + (0 + 2a + 1a^2)d1^259d2^147 + (1 + 0a + 3a^2)d1^260d2^147 + (1 + 2a + 0a^2)d1^261d2^147 + (1 + 0a + 3a^2)d1^262d2^147 + (0 + 3a + 4a^2)d1^263d2^147 + (3 + 1a + 0a^2)d1^264d2^147 + (3 + 0a + 2a^2)d1^265d2^147 + (3 + 4a + 0a^2)d1^266d2^147 + (0 + 0a + 1a^2)d1^267d2^147 + (1 + 2a + 3a^2)d1^268d2^147 + (1 + 0a + 2a^2)d1^269d2^147 + (0 + 3a + 2a^2)d1^270d2^147 + (3 + 3a + 4a^2)d1^271d2^147 + (0 + 0a + 1a^2)d1^272d2^147 + (1 + 1a + 4a^2)d1^273d2^147 + (4 + 4a + 0a^2)d1^274d2^147 + (1 + 1a + 4a^2)d1^275d2^147 + (1 + 4a + 4a^2)d1^276d2^147 + (1 + 0a + 3a^2)d1^277d2^147 + (1 + 4a + 2a^2)d1^278d2^147 + (2 + 1a + 4a^2)d1^279d2^147 + (3 + 3a + 4a^2)d1^280d2^147 + (1 + 0a + 2a^2)d1^281d2^147 + (0 + 3a + 4a^2)d1^282d2^147 + (3 + 1a + 2a^2)d1^283d2^147 + (4 + 4a + 2a^2)d1^284d2^147 + (0 + 2a + 1a^2)d1^285d2^147 + (3 + 4a + 0a^2)d1^286d2^147 + (0 + 4a + 2a^2)d1^287d2^147 + (2 + 0a + 2a^2)d1^288d2^147 + (2 + 4a + 1a^2)d1^289d2^147 + (1 + 4a + 2a^2)d1^290d2^147 + (3 + 4a + 4a^2)d1^291d2^147 + (0 + 1a + 0a^2)d1^292d2^147 + (0 + 2a + 2a^2)d1^293d2^147 + (0 + 1a + 2a^2)d2^148 + (3 + 3a + 0a^2)d1^1d2^148 + (4 + 2a + 0a^2)d1^2d2^148 + (3 + 3a + 1a^2)d1^3d2^148 + (4 + 2a + 2a^2)d1^4d2^148 + (4 + 4a + 0a^2)d1^5d2^148 + (3 + 4a + 2a^2)d1^6d2^148 + (4 + 4a + 3a^2)d1^7d2^148 + (1 + 2a + 1a^2)d1^8d2^148 + (4 + 1a + 3a^2)d1^9d2^148 + (4 + 1a + 3a^2)d1^10d2^148 + (1 + 4a + 2a^2)d1^11d2^148 + (3 + 1a + 2a^2)d1^12d2^148 + (3 + 4a + 1a^2)d1^13d2^148 + (2 + 3a + 3a^2)d1^14d2^148 + (4 + 0a + 2a^2)d1^15d2^148 + (4 + 4a + 1a^2)d1^16d2^148 + (3 + 0a + 1a^2)d1^17d2^148 + (0 + 1a + 1a^2)d1^18d2^148 + (3 + 1a + 1a^2)d1^19d2^148 + (0 + 2a + 3a^2)d1^20d2^148 + (2 + 4a + 2a^2)d1^21d2^148 + (1 + 1a + 3a^2)d1^22d2^148 + (0 + 2a + 2a^2)d1^23d2^148 + (3 + 0a + 4a^2)d1^24d2^148 + (4 + 3a + 2a^2)d1^25d2^148 + (2 + 4a + 4a^2)d1^26d2^148 + (0 + 0a + 3a^2)d1^27d2^148 + (3 + 4a + 0a^2)d1^28d2^148 + (1 + 1a + 2a^2)d1^29d2^148 + (2 + 2a + 3a^2)d1^30d2^148 + (1 + 1a + 0a^2)d1^31d2^148 + (1 + 0a + 4a^2)d1^32d2^148 + (3 + 4a + 3a^2)d1^33d2^148 + (4 + 1a + 3a^2)d1^34d2^148 + (4 + 3a + 1a^2)d1^35d2^148 + (3 + 0a + 0a^2)d1^36d2^148 + (0 + 3a + 1a^2)d1^37d2^148 + (2 + 0a + 0a^2)d1^38d2^148 + (2 + 2a + 3a^2)d1^39d2^148 + (3 + 0a + 0a^2)d1^40d2^148 + (2 + 2a + 1a^2)d1^41d2^148 + (2 + 1a + 4a^2)d1^42d2^148 + (3 + 4a + 4a^2)d1^43d2^148 + (3 + 4a + 4a^2)d1^44d2^148 + (3 + 0a + 3a^2)d1^45d2^148 + (2 + 0a + 3a^2)d1^46d2^148 + (3 + 0a + 1a^2)d1^47d2^148 + (0 + 0a + 4a^2)d1^48d2^148 + (2 + 4a + 4a^2)d1^49d2^148 + (3 + 3a + 2a^2)d1^50d2^148 + (2 + 4a + 3a^2)d1^51d2^148 + (2 + 4a + 2a^2)d1^52d2^148 + (0 + 2a + 0a^2)d1^53d2^148 + (3 + 1a + 2a^2)d1^54d2^148 + (2 + 2a + 4a^2)d1^55d2^148 + (1 + 0a + 3a^2)d1^56d2^148 + (3 + 2a + 0a^2)d1^57d2^148 + (4 + 4a + 0a^2)d1^58d2^148 + (1 + 0a + 3a^2)d1^59d2^148 + (2 + 3a + 3a^2)d1^60d2^148 + (2 + 4a + 1a^2)d1^61d2^148 + (3 + 4a + 3a^2)d1^62d2^148 + (0 + 1a + 2a^2)d1^63d2^148 + (1 + 0a + 3a^2)d1^64d2^148 + (3 + 1a + 4a^2)d1^65d2^148 + (1 + 2a + 1a^2)d1^66d2^148 + (2 + 0a + 1a^2)d1^67d2^148 + (2 + 2a + 3a^2)d1^68d2^148 + (1 + 3a + 0a^2)d1^69d2^148 + (3 + 1a + 3a^2)d1^70d2^148 + (2 + 4a + 4a^2)d1^71d2^148 + (4 + 1a + 3a^2)d1^72d2^148 + (3 + 3a + 2a^2)d1^73d2^148 + (2 + 2a + 0a^2)d1^74d2^148 + (2 + 2a + 0a^2)d1^75d2^148 + (0 + 1a + 4a^2)d1^76d2^148 + (0 + 4a + 1a^2)d1^77d2^148 + (2 + 1a + 0a^2)d1^78d2^148 + (3 + 2a + 4a^2)d1^79d2^148 + (2 + 1a + 3a^2)d1^80d2^148 + (4 + 2a + 1a^2)d1^81d2^148 + (1 + 1a + 1a^2)d1^82d2^148 + (4 + 4a + 4a^2)d1^83d2^148 + (0 + 2a + 4a^2)d1^84d2^148 + (3 + 1a + 0a^2)d1^85d2^148 + (3 + 0a + 2a^2)d1^86d2^148 + (1 + 3a + 0a^2)d1^87d2^148 + (3 + 2a + 0a^2)d1^88d2^148 + (4 + 2a + 4a^2)d1^89d2^148 + (3 + 3a + 4a^2)d1^90d2^148 + (2 + 1a + 2a^2)d1^91d2^148 + (1 + 4a + 1a^2)d1^92d2^148 + (2 + 3a + 2a^2)d1^93d2^148 + (2 + 1a + 2a^2)d1^94d2^148 + (2 + 1a + 2a^2)d1^95d2^148 + (2 + 0a + 1a^2)d1^96d2^148 + (0 + 3a + 4a^2)d1^97d2^148 + (2 + 4a + 1a^2)d1^98d2^148 + (3 + 2a + 3a^2)d1^99d2^148 + (4 + 1a + 2a^2)d1^100d2^148 + (1 + 4a + 3a^2)d1^101d2^148 + (4 + 3a + 4a^2)d1^102d2^148 + (3 + 3a + 3a^2)d1^103d2^148 + (2 + 4a + 4a^2)d1^104d2^148 + (1 + 2a + 2a^2)d1^105d2^148 + (0 + 3a + 4a^2)d1^106d2^148 + (2 + 1a + 3a^2)d1^107d2^148 + (4 + 0a + 4a^2)d1^109d2^148 + (3 + 4a + 1a^2)d1^110d2^148 + (3 + 3a + 3a^2)d1^111d2^148 + (2 + 0a + 4a^2)d1^112d2^148 + (0 + 2a + 3a^2)d1^113d2^148 + (3 + 2a + 2a^2)d1^114d2^148 + (1 + 4a + 4a^2)d1^115d2^148 + (4 + 1a + 1a^2)d1^116d2^148 + (3 + 0a + 1a^2)d1^117d2^148 + (4 + 2a + 1a^2)d1^118d2^148 + (4 + 2a + 0a^2)d1^119d2^148 + (4 + 2a + 0a^2)d1^120d2^148 + (2 + 1a + 3a^2)d1^121d2^148 + (2 + 2a + 0a^2)d1^122d2^148 + (1 + 1a + 1a^2)d1^123d2^148 + (1 + 2a + 0a^2)d1^124d2^148 + (4 + 0a + 3a^2)d1^125d2^148 + (4 + 0a + 3a^2)d1^126d2^148 + (1 + 1a + 2a^2)d1^127d2^148 + (3 + 1a + 0a^2)d1^128d2^148 + (4 + 0a + 4a^2)d1^129d2^148 + (0 + 2a + 3a^2)d1^130d2^148 + (1 + 4a + 3a^2)d1^131d2^148 + (4 + 4a + 0a^2)d1^132d2^148 + (3 + 0a + 4a^2)d1^133d2^148 + (0 + 1a + 1a^2)d1^134d2^148 + (3 + 2a + 3a^2)d1^135d2^148 + (3 + 3a + 0a^2)d1^136d2^148 + (2 + 1a + 1a^2)d1^137d2^148 + (3 + 4a + 0a^2)d1^138d2^148 + (2 + 3a + 3a^2)d1^139d2^148 + (1 + 2a + 4a^2)d1^140d2^148 + (3 + 4a + 1a^2)d1^141d2^148 + (4 + 4a + 1a^2)d1^143d2^148 + (3 + 4a + 1a^2)d1^144d2^148 + (2 + 0a + 3a^2)d1^145d2^148 + (0 + 1a + 1a^2)d1^146d2^148 + (2 + 3a + 2a^2)d1^147d2^148 + (2 + 2a + 4a^2)d1^148d2^148 + (3 + 0a + 1a^2)d1^149d2^148 + (0 + 4a + 1a^2)d1^150d2^148 + (0 + 2a + 0a^2)d1^151d2^148 + (0 + 2a + 4a^2)d1^152d2^148 + (1 + 2a + 4a^2)d1^153d2^148 + (0 + 1a + 2a^2)d1^154d2^148 + (2 + 2a + 3a^2)d1^155d2^148 + (2 + 2a + 4a^2)d1^156d2^148 + (4 + 3a + 1a^2)d1^157d2^148 + (4 + 0a + 4a^2)d1^158d2^148 + (0 + 2a + 3a^2)d1^159d2^148 + (2 + 2a + 3a^2)d1^160d2^148 + (2 + 0a + 1a^2)d1^161d2^148 + (4 + 4a + 4a^2)d1^162d2^148 + (2 + 0a + 2a^2)d1^163d2^148 + (3 + 4a + 0a^2)d1^164d2^148 + (2 + 3a + 3a^2)d1^165d2^148 + (0 + 3a + 0a^2)d1^166d2^148 + (3 + 3a + 1a^2)d1^167d2^148 + (4 + 1a + 0a^2)d1^168d2^148 + (2 + 0a + 2a^2)d1^169d2^148 + (0 + 2a + 0a^2)d1^170d2^148 + (2 + 3a + 4a^2)d1^171d2^148 + (2 + 0a + 3a^2)d1^172d2^148 + (3 + 1a + 4a^2)d1^173d2^148 + (4 + 3a + 1a^2)d1^174d2^148 + (4 + 3a + 2a^2)d1^175d2^148 + (2 + 4a + 3a^2)d1^176d2^148 + (0 + 2a + 2a^2)d1^177d2^148 + (4 + 3a + 0a^2)d1^178d2^148 + (3 + 1a + 2a^2)d1^179d2^148 + (2 + 1a + 0a^2)d1^180d2^148 + (1 + 2a + 1a^2)d1^181d2^148 + (1 + 1a + 2a^2)d1^182d2^148 + (4 + 4a + 1a^2)d1^183d2^148 + (4 + 2a + 0a^2)d1^184d2^148 + (3 + 4a + 4a^2)d1^185d2^148 + (0 + 3a + 1a^2)d1^186d2^148 + (3 + 3a + 3a^2)d1^187d2^148 + (1 + 0a + 4a^2)d1^188d2^148 + (2 + 3a + 0a^2)d1^189d2^148 + (1 + 4a + 0a^2)d1^190d2^148 + (4 + 2a + 1a^2)d1^191d2^148 + (4 + 4a + 4a^2)d1^192d2^148 + (2 + 1a + 4a^2)d1^193d2^148 + (2 + 3a + 2a^2)d1^194d2^148 + (4 + 3a + 2a^2)d1^195d2^148 + (4 + 4a + 0a^2)d1^196d2^148 + (4 + 0a + 2a^2)d1^197d2^148 + (0 + 3a + 4a^2)d1^198d2^148 + (0 + 4a + 2a^2)d1^199d2^148 + (0 + 0a + 4a^2)d1^200d2^148 + (4 + 1a + 1a^2)d1^201d2^148 + (0 + 3a + 2a^2)d1^202d2^148 + (1 + 3a + 0a^2)d1^204d2^148 + (3 + 0a + 1a^2)d1^205d2^148 + (0 + 1a + 2a^2)d1^206d2^148 + (4 + 2a + 4a^2)d1^207d2^148 + (2 + 3a + 2a^2)d1^208d2^148 + (0 + 4a + 2a^2)d1^209d2^148 + (3 + 4a + 4a^2)d1^210d2^148 + (0 + 3a + 4a^2)d1^211d2^148 + (4 + 0a + 4a^2)d1^212d2^148 + (4 + 3a + 2a^2)d1^213d2^148 + (4 + 2a + 0a^2)d1^214d2^148 + (0 + 4a + 3a^2)d1^215d2^148 + (1 + 1a + 2a^2)d1^216d2^148 + (4 + 2a + 3a^2)d1^217d2^148 + (2 + 0a + 0a^2)d1^218d2^148 + (4 + 1a + 4a^2)d1^219d2^148 + (4 + 0a + 0a^2)d1^220d2^148 + (2 + 4a + 1a^2)d1^221d2^148 + (2 + 0a + 2a^2)d1^222d2^148 + (0 + 1a + 1a^2)d1^223d2^148 + (4 + 4a + 3a^2)d1^224d2^148 + (3 + 2a + 2a^2)d1^225d2^148 + (1 + 1a + 0a^2)d1^226d2^148 + (0 + 0a + 4a^2)d1^227d2^148 + (1 + 1a + 0a^2)d1^228d2^148 + (1 + 2a + 0a^2)d1^229d2^148 + (2 + 3a + 0a^2)d1^230d2^148 + (1 + 0a + 3a^2)d1^231d2^148 + (2 + 1a + 0a^2)d1^232d2^148 + (4 + 0a + 4a^2)d1^233d2^148 + (2 + 4a + 1a^2)d1^234d2^148 + (2 + 4a + 1a^2)d1^235d2^148 + (0 + 3a + 1a^2)d1^236d2^148 + (0 + 4a + 0a^2)d1^237d2^148 + (3 + 0a + 2a^2)d1^238d2^148 + (1 + 2a + 3a^2)d1^239d2^148 + (0 + 1a + 3a^2)d1^240d2^148 + (4 + 2a + 1a^2)d1^241d2^148 + (0 + 4a + 4a^2)d1^242d2^148 + (4 + 3a + 2a^2)d1^243d2^148 + (0 + 1a + 1a^2)d1^244d2^148 + (1 + 0a + 3a^2)d1^245d2^148 + (0 + 2a + 2a^2)d1^246d2^148 + (3 + 4a + 2a^2)d1^247d2^148 + (4 + 0a + 3a^2)d1^248d2^148 + (2 + 1a + 0a^2)d1^249d2^148 + (4 + 2a + 2a^2)d1^250d2^148 + (1 + 0a + 1a^2)d1^251d2^148 + (2 + 3a + 4a^2)d1^252d2^148 + (2 + 3a + 1a^2)d1^253d2^148 + (4 + 0a + 3a^2)d1^254d2^148 + (4 + 3a + 4a^2)d1^255d2^148 + (0 + 2a + 3a^2)d1^256d2^148 + (1 + 0a + 3a^2)d1^257d2^148 + (2 + 1a + 0a^2)d1^258d2^148 + (1 + 1a + 1a^2)d1^259d2^148 + (3 + 2a + 1a^2)d1^260d2^148 + (3 + 0a + 0a^2)d1^261d2^148 + (3 + 0a + 0a^2)d1^262d2^148 + (4 + 3a + 1a^2)d1^263d2^148 + (1 + 0a + 0a^2)d1^264d2^148 + (3 + 2a + 2a^2)d1^265d2^148 + (2 + 2a + 4a^2)d1^266d2^148 + (1 + 0a + 0a^2)d1^267d2^148 + (3 + 1a + 0a^2)d1^268d2^148 + (2 + 3a + 3a^2)d1^269d2^148 + (3 + 0a + 3a^2)d1^270d2^148 + (2 + 4a + 0a^2)d1^271d2^148 + (2 + 4a + 2a^2)d1^272d2^148 + (3 + 1a + 1a^2)d1^273d2^148 + (4 + 3a + 4a^2)d1^274d2^148 + (1 + 0a + 2a^2)d1^275d2^148 + (3 + 0a + 0a^2)d1^276d2^148 + (3 + 1a + 1a^2)d1^277d2^148 + (3 + 0a + 0a^2)d1^278d2^148 + (0 + 3a + 1a^2)d1^279d2^148 + (1 + 2a + 4a^2)d1^280d2^148 + (3 + 1a + 2a^2)d1^281d2^148 + (2 + 4a + 0a^2)d1^282d2^148 + (2 + 0a + 3a^2)d1^283d2^148 + (0 + 3a + 2a^2)d1^284d2^148 + (1 + 0a + 3a^2)d1^285d2^148 + (0 + 1a + 4a^2)d1^286d2^148 + (0 + 3a + 2a^2)d1^287d2^148 + (0 + 1a + 0a^2)d1^288d2^148 + (0 + 1a + 1a^2)d1^289d2^148 + (1 + 1a + 1a^2)d1^290d2^148 + (0 + 1a + 4a^2)d1^291d2^148 + (0 + 3a + 0a^2)d1^292d2^148 + (0 + 3a + 0a^2)d1^293d2^148 + (2 + 2a + 1a^2)d2^149 + (2 + 3a + 3a^2)d1^1d2^149 + (4 + 1a + 3a^2)d1^2d2^149 + (2 + 0a + 4a^2)d1^3d2^149 + (4 + 4a + 0a^2)d1^4d2^149 + (2 + 3a + 1a^2)d1^5d2^149 + (4 + 2a + 0a^2)d1^6d2^149 + (2 + 1a + 3a^2)d1^7d2^149 + (0 + 0a + 4a^2)d1^8d2^149 + (2 + 2a + 4a^2)d1^9d2^149 + (4 + 2a + 0a^2)d1^10d2^149 + (1 + 1a + 0a^2)d1^11d2^149 + (0 + 3a + 3a^2)d1^12d2^149 + (0 + 3a + 3a^2)d1^13d2^149 + (1 + 3a + 1a^2)d1^14d2^149 + (3 + 0a + 0a^2)d1^15d2^149 + (2 + 1a + 0a^2)d1^16d2^149 + (2 + 1a + 1a^2)d1^17d2^149 + (3 + 4a + 1a^2)d1^18d2^149 + (1 + 1a + 4a^2)d1^19d2^149 + (4 + 2a + 0a^2)d1^20d2^149 + (0 + 2a + 1a^2)d1^21d2^149 + (0 + 0a + 2a^2)d1^22d2^149 + (1 + 3a + 4a^2)d1^23d2^149 + (1 + 4a + 1a^2)d1^24d2^149 + (0 + 3a + 1a^2)d1^25d2^149 + (2 + 3a + 2a^2)d1^26d2^149 + (2 + 3a + 1a^2)d1^27d2^149 + (1 + 4a + 2a^2)d1^28d2^149 + (2 + 0a + 0a^2)d1^29d2^149 + (1 + 0a + 3a^2)d1^30d2^149 + (0 + 4a + 4a^2)d1^31d2^149 + (3 + 1a + 3a^2)d1^32d2^149 + (3 + 2a + 0a^2)d1^33d2^149 + (2 + 3a + 2a^2)d1^34d2^149 + (1 + 4a + 0a^2)d1^35d2^149 + (0 + 3a + 1a^2)d1^36d2^149 + (0 + 4a + 0a^2)d1^37d2^149 + (2 + 0a + 3a^2)d1^38d2^149 + (2 + 2a + 2a^2)d1^39d2^149 + (1 + 1a + 4a^2)d1^40d2^149 + (2 + 2a + 2a^2)d1^41d2^149 + (0 + 3a + 3a^2)d1^42d2^149 + (1 + 0a + 3a^2)d1^43d2^149 + (1 + 4a + 0a^2)d1^44d2^149 + (2 + 4a + 4a^2)d1^45d2^149 + (3 + 0a + 0a^2)d1^46d2^149 + (4 + 1a + 2a^2)d1^47d2^149 + (3 + 1a + 1a^2)d1^48d2^149 + (4 + 4a + 4a^2)d1^49d2^149 + (1 + 2a + 1a^2)d1^50d2^149 + (2 + 3a + 4a^2)d1^51d2^149 + (4 + 1a + 1a^2)d1^52d2^149 + (4 + 2a + 2a^2)d1^53d2^149 + (0 + 4a + 0a^2)d1^54d2^149 + (0 + 1a + 1a^2)d1^55d2^149 + (4 + 4a + 1a^2)d1^56d2^149 + (0 + 3a + 4a^2)d1^57d2^149 + (1 + 1a + 1a^2)d1^58d2^149 + (4 + 1a + 4a^2)d1^59d2^149 + (4 + 1a + 1a^2)d1^60d2^149 + (2 + 0a + 1a^2)d1^61d2^149 + (4 + 2a + 1a^2)d1^62d2^149 + (4 + 3a + 3a^2)d1^63d2^149 + (3 + 1a + 4a^2)d1^64d2^149 + (3 + 2a + 0a^2)d1^65d2^149 + (2 + 0a + 2a^2)d1^66d2^149 + (3 + 0a + 0a^2)d1^67d2^149 + (0 + 4a + 1a^2)d1^68d2^149 + (2 + 0a + 2a^2)d1^69d2^149 + (2 + 4a + 2a^2)d1^70d2^149 + (4 + 3a + 2a^2)d1^71d2^149 + (2 + 4a + 2a^2)d1^72d2^149 + (3 + 1a + 1a^2)d1^73d2^149 + (4 + 4a + 0a^2)d1^74d2^149 + (1 + 3a + 1a^2)d1^75d2^149 + (0 + 4a + 0a^2)d1^76d2^149 + (4 + 1a + 3a^2)d1^77d2^149 + (1 + 1a + 3a^2)d1^78d2^149 + (1 + 0a + 0a^2)d1^79d2^149 + (2 + 2a + 4a^2)d1^80d2^149 + (4 + 2a + 4a^2)d1^81d2^149 + (3 + 2a + 3a^2)d1^82d2^149 + (0 + 0a + 3a^2)d1^83d2^149 + (2 + 3a + 0a^2)d1^84d2^149 + (0 + 4a + 1a^2)d1^85d2^149 + (4 + 1a + 2a^2)d1^86d2^149 + (2 + 0a + 1a^2)d1^87d2^149 + (4 + 3a + 3a^2)d1^88d2^149 + (4 + 0a + 3a^2)d1^89d2^149 + (1 + 0a + 0a^2)d1^90d2^149 + (1 + 2a + 0a^2)d1^91d2^149 + (2 + 1a + 3a^2)d1^92d2^149 + (0 + 3a + 2a^2)d1^93d2^149 + (3 + 1a + 2a^2)d1^94d2^149 + (0 + 2a + 1a^2)d1^95d2^149 + (2 + 1a + 3a^2)d1^96d2^149 + (3 + 0a + 1a^2)d1^97d2^149 + (3 + 0a + 3a^2)d1^98d2^149 + (1 + 2a + 4a^2)d1^99d2^149 + (1 + 4a + 1a^2)d1^100d2^149 + (1 + 1a + 0a^2)d1^101d2^149 + (3 + 0a + 2a^2)d1^102d2^149 + (3 + 1a + 2a^2)d1^103d2^149 + (4 + 1a + 4a^2)d1^104d2^149 + (0 + 4a + 1a^2)d1^105d2^149 + (4 + 4a + 2a^2)d1^106d2^149 + (2 + 4a + 2a^2)d1^107d2^149 + (4 + 0a + 2a^2)d1^108d2^149 + (2 + 1a + 4a^2)d1^109d2^149 + (4 + 2a + 3a^2)d1^110d2^149 + (2 + 3a + 2a^2)d1^111d2^149 + (2 + 0a + 1a^2)d1^112d2^149 + (3 + 0a + 3a^2)d1^113d2^149 + (4 + 3a + 4a^2)d1^114d2^149 + (4 + 1a + 0a^2)d1^115d2^149 + (2 + 0a + 3a^2)d1^116d2^149 + (2 + 4a + 1a^2)d1^117d2^149 + (1 + 3a + 4a^2)d1^118d2^149 + (2 + 4a + 4a^2)d1^119d2^149 + (3 + 1a + 4a^2)d1^120d2^149 + (3 + 2a + 1a^2)d1^121d2^149 + (2 + 3a + 3a^2)d1^122d2^149 + (4 + 4a + 2a^2)d1^123d2^149 + (1 + 1a + 4a^2)d1^124d2^149 + (3 + 2a + 3a^2)d1^125d2^149 + (0 + 4a + 0a^2)d1^126d2^149 + (2 + 2a + 2a^2)d1^127d2^149 + (4 + 2a + 3a^2)d1^128d2^149 + (1 + 1a + 2a^2)d1^129d2^149 + (4 + 0a + 4a^2)d1^130d2^149 + (1 + 0a + 2a^2)d1^131d2^149 + (3 + 1a + 2a^2)d1^132d2^149 + (2 + 4a + 4a^2)d1^133d2^149 + (3 + 3a + 4a^2)d1^134d2^149 + (1 + 1a + 3a^2)d1^135d2^149 + (4 + 1a + 1a^2)d1^136d2^149 + (2 + 1a + 4a^2)d1^137d2^149 + (0 + 2a + 1a^2)d1^138d2^149 + (2 + 4a + 2a^2)d1^139d2^149 + (1 + 2a + 4a^2)d1^140d2^149 + (3 + 1a + 3a^2)d1^141d2^149 + (4 + 4a + 3a^2)d1^142d2^149 + (2 + 1a + 4a^2)d1^143d2^149 + (3 + 0a + 4a^2)d1^144d2^149 + (4 + 2a + 1a^2)d1^145d2^149 + (2 + 2a + 1a^2)d1^146d2^149 + (3 + 3a + 3a^2)d1^147d2^149 + (2 + 2a + 2a^2)d1^148d2^149 + (2 + 4a + 4a^2)d1^149d2^149 + (2 + 2a + 2a^2)d1^150d2^149 + (3 + 4a + 1a^2)d1^151d2^149 + (1 + 4a + 2a^2)d1^152d2^149 + (2 + 2a + 0a^2)d1^153d2^149 + (0 + 2a + 4a^2)d1^154d2^149 + (4 + 3a + 3a^2)d1^155d2^149 + (0 + 1a + 0a^2)d1^156d2^149 + (3 + 0a + 3a^2)d1^157d2^149 + (4 + 0a + 0a^2)d1^158d2^149 + (4 + 0a + 4a^2)d1^159d2^149 + (2 + 2a + 0a^2)d1^160d2^149 + (0 + 0a + 2a^2)d1^162d2^149 + (3 + 3a + 2a^2)d1^163d2^149 + (4 + 2a + 1a^2)d1^164d2^149 + (1 + 2a + 1a^2)d1^165d2^149 + (4 + 1a + 3a^2)d1^166d2^149 + (2 + 2a + 2a^2)d1^167d2^149 + (0 + 4a + 3a^2)d1^168d2^149 + (3 + 4a + 0a^2)d1^169d2^149 + (1 + 1a + 1a^2)d1^170d2^149 + (3 + 0a + 3a^2)d1^171d2^149 + (3 + 3a + 3a^2)d1^172d2^149 + (2 + 0a + 1a^2)d1^173d2^149 + (0 + 0a + 3a^2)d1^174d2^149 + (3 + 0a + 0a^2)d1^175d2^149 + (3 + 3a + 4a^2)d1^176d2^149 + (4 + 2a + 2a^2)d1^177d2^149 + (2 + 1a + 0a^2)d1^178d2^149 + (3 + 1a + 2a^2)d1^179d2^149 + (4 + 1a + 0a^2)d1^180d2^149 + (1 + 0a + 3a^2)d1^181d2^149 + (1 + 1a + 3a^2)d1^182d2^149 + (3 + 3a + 2a^2)d1^183d2^149 + (4 + 3a + 2a^2)d1^184d2^149 + (0 + 2a + 3a^2)d1^185d2^149 + (2 + 0a + 3a^2)d1^186d2^149 + (3 + 4a + 0a^2)d1^187d2^149 + (1 + 1a + 0a^2)d1^188d2^149 + (2 + 4a + 2a^2)d1^189d2^149 + (4 + 3a + 4a^2)d1^190d2^149 + (4 + 1a + 0a^2)d1^191d2^149 + (4 + 2a + 0a^2)d1^192d2^149 + (0 + 2a + 4a^2)d1^193d2^149 + (0 + 3a + 0a^2)d1^194d2^149 + (0 + 3a + 0a^2)d1^195d2^149 + (3 + 1a + 4a^2)d1^196d2^149 + (1 + 3a + 3a^2)d1^197d2^149 + (1 + 3a + 1a^2)d1^198d2^149 + (2 + 2a + 1a^2)d1^199d2^149 + (1 + 0a + 2a^2)d1^200d2^149 + (2 + 2a + 2a^2)d1^201d2^149 + (2 + 2a + 4a^2)d1^202d2^149 + (1 + 4a + 3a^2)d1^203d2^149 + (4 + 2a + 4a^2)d1^204d2^149 + (0 + 4a + 1a^2)d1^205d2^149 + (2 + 1a + 4a^2)d1^206d2^149 + (1 + 2a + 0a^2)d1^207d2^149 + (4 + 2a + 0a^2)d1^208d2^149 + (1 + 0a + 3a^2)d1^209d2^149 + (1 + 0a + 3a^2)d1^210d2^149 + (0 + 4a + 0a^2)d1^211d2^149 + (4 + 2a + 0a^2)d1^212d2^149 + (1 + 0a + 3a^2)d1^213d2^149 + (1 + 4a + 1a^2)d1^214d2^149 + (1 + 2a + 1a^2)d1^215d2^149 + (0 + 1a + 1a^2)d1^216d2^149 + (0 + 1a + 0a^2)d1^217d2^149 + (1 + 2a + 1a^2)d1^218d2^149 + (0 + 0a + 3a^2)d1^219d2^149 + (1 + 4a + 1a^2)d1^220d2^149 + (2 + 0a + 4a^2)d1^221d2^149 + (4 + 3a + 1a^2)d1^222d2^149 + (2 + 4a + 2a^2)d1^223d2^149 + (0 + 1a + 4a^2)d1^224d2^149 + (4 + 1a + 2a^2)d1^225d2^149 + (3 + 3a + 4a^2)d1^226d2^149 + (2 + 2a + 3a^2)d1^227d2^149 + (2 + 1a + 3a^2)d1^228d2^149 + (1 + 3a + 3a^2)d1^229d2^149 + (2 + 1a + 3a^2)d1^230d2^149 + (4 + 0a + 3a^2)d1^231d2^149 + (0 + 4a + 1a^2)d1^232d2^149 + (1 + 1a + 2a^2)d1^233d2^149 + (0 + 1a + 1a^2)d1^234d2^149 + (1 + 3a + 3a^2)d1^235d2^149 + (2 + 1a + 2a^2)d1^236d2^149 + (2 + 4a + 1a^2)d1^237d2^149 + (2 + 0a + 1a^2)d1^238d2^149 + (1 + 3a + 0a^2)d1^239d2^149 + (1 + 0a + 1a^2)d1^240d2^149 + (2 + 2a + 4a^2)d1^241d2^149 + (4 + 4a + 2a^2)d1^242d2^149 + (2 + 2a + 3a^2)d1^243d2^149 + (4 + 2a + 0a^2)d1^244d2^149 + (2 + 4a + 2a^2)d1^245d2^149 + (1 + 0a + 0a^2)d1^246d2^149 + (1 + 4a + 0a^2)d1^247d2^149 + (4 + 3a + 2a^2)d1^248d2^149 + (0 + 2a + 4a^2)d1^249d2^149 + (2 + 0a + 0a^2)d1^250d2^149 + (4 + 1a + 3a^2)d1^251d2^149 + (4 + 1a + 4a^2)d1^252d2^149 + (1 + 0a + 4a^2)d1^253d2^149 + (4 + 4a + 0a^2)d1^254d2^149 + (2 + 2a + 0a^2)d1^255d2^149 + (0 + 3a + 1a^2)d1^256d2^149 + (3 + 4a + 3a^2)d1^257d2^149 + (0 + 4a + 1a^2)d1^258d2^149 + (4 + 2a + 0a^2)d1^259d2^149 + (2 + 4a + 4a^2)d1^260d2^149 + (4 + 4a + 4a^2)d1^261d2^149 + (4 + 2a + 0a^2)d1^262d2^149 + (4 + 4a + 2a^2)d1^263d2^149 + (3 + 2a + 2a^2)d1^264d2^149 + (4 + 2a + 1a^2)d1^265d2^149 + (0 + 0a + 4a^2)d1^266d2^149 + (2 + 0a + 0a^2)d1^267d2^149 + (3 + 3a + 3a^2)d1^268d2^149 + (4 + 3a + 4a^2)d1^269d2^149 + (3 + 0a + 1a^2)d1^270d2^149 + (1 + 2a + 3a^2)d1^271d2^149 + (1 + 4a + 1a^2)d1^272d2^149 + (2 + 0a + 3a^2)d1^273d2^149 + (1 + 3a + 2a^2)d1^274d2^149 + (2 + 4a + 2a^2)d1^275d2^149 + (1 + 1a + 1a^2)d1^276d2^149 + (4 + 0a + 0a^2)d1^277d2^149 + (2 + 1a + 4a^2)d1^278d2^149 + (0 + 2a + 0a^2)d1^279d2^149 + (0 + 0a + 3a^2)d1^280d2^149 + (4 + 1a + 2a^2)d1^281d2^149 + (4 + 3a + 3a^2)d1^282d2^149 + (1 + 4a + 3a^2)d1^283d2^149 + (3 + 4a + 3a^2)d1^284d2^149 + (0 + 0a + 3a^2)d1^285d2^149 + (3 + 0a + 4a^2)d1^287d2^149 + (0 + 4a + 3a^2)d1^288d2^149 + (1 + 4a + 2a^2)d1^289d2^149 + (1 + 0a + 1a^2)d1^290d2^149 + (0 + 2a + 1a^2)d1^291d2^149 + (4 + 3a + 4a^2)d1^292d2^149 + (2 + 2a + 2a^2)d1^293d2^149 + (0 + 2a + 3a^2)d2^150 + (3 + 2a + 2a^2)d1^1d2^150 + (1 + 0a + 2a^2)d1^2d2^150 + (1 + 0a + 1a^2)d1^3d2^150 + (2 + 1a + 2a^2)d1^4d2^150 + (0 + 0a + 3a^2)d1^6d2^150 + (1 + 1a + 0a^2)d1^7d2^150 + (2 + 3a + 3a^2)d1^8d2^150 + (4 + 3a + 4a^2)d1^9d2^150 + (1 + 0a + 4a^2)d1^10d2^150 + (0 + 0a + 1a^2)d1^11d2^150 + (4 + 1a + 3a^2)d1^12d2^150 + (4 + 3a + 4a^2)d1^13d2^150 + (1 + 2a + 3a^2)d1^14d2^150 + (4 + 3a + 1a^2)d1^15d2^150 + (3 + 0a + 0a^2)d1^16d2^150 + (3 + 1a + 1a^2)d1^17d2^150 + (2 + 3a + 1a^2)d1^18d2^150 + (2 + 1a + 3a^2)d1^19d2^150 + (1 + 3a + 2a^2)d1^20d2^150 + (2 + 2a + 0a^2)d1^21d2^150 + (3 + 4a + 2a^2)d1^22d2^150 + (3 + 0a + 1a^2)d1^23d2^150 + (0 + 3a + 3a^2)d1^24d2^150 + (3 + 4a + 4a^2)d1^25d2^150 + (3 + 4a + 4a^2)d1^26d2^150 + (0 + 1a + 4a^2)d1^27d2^150 + (0 + 0a + 3a^2)d1^28d2^150 + (0 + 3a + 3a^2)d1^29d2^150 + (3 + 2a + 3a^2)d1^30d2^150 + (2 + 3a + 1a^2)d1^31d2^150 + (4 + 3a + 4a^2)d1^32d2^150 + (2 + 3a + 4a^2)d1^33d2^150 + (2 + 3a + 4a^2)d1^34d2^150 + (0 + 0a + 2a^2)d1^35d2^150 + (0 + 4a + 3a^2)d1^36d2^150 + (2 + 0a + 0a^2)d1^37d2^150 + (0 + 4a + 1a^2)d1^38d2^150 + (3 + 3a + 3a^2)d1^39d2^150 + (4 + 2a + 2a^2)d1^40d2^150 + (2 + 0a + 3a^2)d1^41d2^150 + (2 + 3a + 0a^2)d1^42d2^150 + (0 + 1a + 1a^2)d1^43d2^150 + (0 + 4a + 4a^2)d1^44d2^150 + (1 + 4a + 0a^2)d1^45d2^150 + (4 + 4a + 1a^2)d1^46d2^150 + (3 + 2a + 0a^2)d1^47d2^150 + (1 + 4a + 0a^2)d1^48d2^150 + (4 + 4a + 1a^2)d1^49d2^150 + (1 + 0a + 1a^2)d1^50d2^150 + (3 + 1a + 1a^2)d1^51d2^150 + (4 + 0a + 1a^2)d1^52d2^150 + (3 + 0a + 1a^2)d1^53d2^150 + (2 + 3a + 0a^2)d1^54d2^150 + (0 + 0a + 2a^2)d1^55d2^150 + (4 + 4a + 4a^2)d1^56d2^150 + (0 + 2a + 2a^2)d1^57d2^150 + (2 + 0a + 4a^2)d1^58d2^150 + (3 + 0a + 0a^2)d1^59d2^150 + (4 + 2a + 3a^2)d1^60d2^150 + (2 + 4a + 1a^2)d1^61d2^150 + (4 + 0a + 1a^2)d1^62d2^150 + (2 + 1a + 4a^2)d1^63d2^150 + (0 + 2a + 4a^2)d1^64d2^150 + (1 + 4a + 3a^2)d1^65d2^150 + (3 + 4a + 3a^2)d1^66d2^150 + (3 + 1a + 4a^2)d1^67d2^150 + (4 + 2a + 3a^2)d1^68d2^150 + (4 + 2a + 4a^2)d1^69d2^150 + (4 + 2a + 2a^2)d1^70d2^150 + (4 + 0a + 2a^2)d1^71d2^150 + (1 + 2a + 1a^2)d1^72d2^150 + (3 + 3a + 0a^2)d1^73d2^150 + (2 + 2a + 1a^2)d1^74d2^150 + (3 + 3a + 4a^2)d1^75d2^150 + (2 + 0a + 2a^2)d1^76d2^150 + (3 + 4a + 2a^2)d1^77d2^150 + (1 + 4a + 0a^2)d1^78d2^150 + (2 + 4a + 2a^2)d1^79d2^150 + (0 + 1a + 4a^2)d1^80d2^150 + (3 + 3a + 2a^2)d1^81d2^150 + (0 + 4a + 3a^2)d1^82d2^150 + (2 + 3a + 2a^2)d1^83d2^150 + (1 + 2a + 3a^2)d1^84d2^150 + (0 + 3a + 1a^2)d1^85d2^150 + (1 + 0a + 4a^2)d1^86d2^150 + (2 + 1a + 2a^2)d1^87d2^150 + (4 + 0a + 4a^2)d1^88d2^150 + (2 + 0a + 1a^2)d1^89d2^150 + (0 + 4a + 2a^2)d1^90d2^150 + (0 + 0a + 3a^2)d1^91d2^150 + (2 + 0a + 1a^2)d1^92d2^150 + (4 + 2a + 2a^2)d1^93d2^150 + (3 + 1a + 3a^2)d1^94d2^150 + (0 + 3a + 3a^2)d1^95d2^150 + (2 + 4a + 2a^2)d1^96d2^150 + (1 + 1a + 2a^2)d1^97d2^150 + (0 + 2a + 1a^2)d1^98d2^150 + (1 + 4a + 2a^2)d1^99d2^150 + (1 + 2a + 3a^2)d1^100d2^150 + (1 + 0a + 1a^2)d1^101d2^150 + (0 + 0a + 3a^2)d1^102d2^150 + (4 + 2a + 3a^2)d1^103d2^150 + (2 + 1a + 1a^2)d1^104d2^150 + (4 + 2a + 4a^2)d1^105d2^150 + (1 + 2a + 0a^2)d1^106d2^150 + (1 + 1a + 1a^2)d1^107d2^150 + (2 + 2a + 0a^2)d1^108d2^150 + (3 + 3a + 2a^2)d1^109d2^150 + (3 + 3a + 2a^2)d1^110d2^150 + (3 + 2a + 3a^2)d1^111d2^150 + (0 + 1a + 0a^2)d1^112d2^150 + (1 + 4a + 0a^2)d1^113d2^150 + (1 + 1a + 2a^2)d1^114d2^150 + (4 + 2a + 4a^2)d1^116d2^150 + (3 + 1a + 0a^2)d1^117d2^150 + (0 + 4a + 1a^2)d1^118d2^150 + (4 + 4a + 0a^2)d1^119d2^150 + (2 + 3a + 0a^2)d1^120d2^150 + (2 + 1a + 3a^2)d1^121d2^150 + (4 + 2a + 3a^2)d1^122d2^150 + (3 + 3a + 4a^2)d1^123d2^150 + (4 + 0a + 3a^2)d1^124d2^150 + (0 + 1a + 4a^2)d1^125d2^150 + (3 + 3a + 3a^2)d1^126d2^150 + (4 + 2a + 2a^2)d1^127d2^150 + (4 + 2a + 1a^2)d1^128d2^150 + (4 + 4a + 1a^2)d1^129d2^150 + (2 + 2a + 4a^2)d1^130d2^150 + (3 + 3a + 2a^2)d1^131d2^150 + (0 + 2a + 3a^2)d1^132d2^150 + (2 + 4a + 1a^2)d1^133d2^150 + (3 + 0a + 2a^2)d1^134d2^150 + (3 + 3a + 0a^2)d1^135d2^150 + (2 + 1a + 4a^2)d1^136d2^150 + (0 + 2a + 1a^2)d1^137d2^150 + (4 + 4a + 4a^2)d1^138d2^150 + (0 + 0a + 2a^2)d1^139d2^150 + (0 + 3a + 0a^2)d1^140d2^150 + (0 + 1a + 0a^2)d1^141d2^150 + (3 + 3a + 1a^2)d1^142d2^150 + (3 + 0a + 0a^2)d1^143d2^150 + (2 + 0a + 3a^2)d1^144d2^150 + (4 + 1a + 2a^2)d1^145d2^150 + (4 + 3a + 3a^2)d1^146d2^150 + (3 + 4a + 4a^2)d1^147d2^150 + (3 + 0a + 2a^2)d1^148d2^150 + (3 + 3a + 4a^2)d1^149d2^150 + (2 + 0a + 3a^2)d1^150d2^150 + (4 + 1a + 1a^2)d1^151d2^150 + (1 + 3a + 2a^2)d1^152d2^150 + (3 + 1a + 1a^2)d1^153d2^150 + (1 + 0a + 3a^2)d1^154d2^150 + (4 + 0a + 2a^2)d1^155d2^150 + (1 + 3a + 2a^2)d1^156d2^150 + (3 + 0a + 1a^2)d1^157d2^150 + (0 + 2a + 4a^2)d1^158d2^150 + (0 + 4a + 1a^2)d1^159d2^150 + (3 + 1a + 4a^2)d1^160d2^150 + (0 + 4a + 4a^2)d1^161d2^150 + (0 + 0a + 2a^2)d1^162d2^150 + (2 + 4a + 3a^2)d1^163d2^150 + (2 + 2a + 0a^2)d1^164d2^150 + (1 + 3a + 2a^2)d1^165d2^150 + (3 + 0a + 3a^2)d1^166d2^150 + (4 + 3a + 0a^2)d1^167d2^150 + (1 + 2a + 1a^2)d1^168d2^150 + (2 + 2a + 2a^2)d1^169d2^150 + (3 + 2a + 3a^2)d1^170d2^150 + (4 + 0a + 0a^2)d1^171d2^150 + (4 + 1a + 2a^2)d1^172d2^150 + (1 + 2a + 4a^2)d1^173d2^150 + (1 + 2a + 2a^2)d1^174d2^150 + (0 + 3a + 0a^2)d1^175d2^150 + (3 + 1a + 1a^2)d1^176d2^150 + (4 + 2a + 4a^2)d1^177d2^150 + (2 + 0a + 0a^2)d1^178d2^150 + (2 + 4a + 2a^2)d1^179d2^150 + (0 + 2a + 4a^2)d1^180d2^150 + (4 + 0a + 4a^2)d1^181d2^150 + (0 + 3a + 0a^2)d1^182d2^150 + (0 + 4a + 4a^2)d1^183d2^150 + (2 + 2a + 1a^2)d1^184d2^150 + (3 + 2a + 4a^2)d1^185d2^150 + (0 + 2a + 0a^2)d1^186d2^150 + (2 + 4a + 0a^2)d1^187d2^150 + (1 + 1a + 3a^2)d1^188d2^150 + (0 + 0a + 4a^2)d1^189d2^150 + (1 + 2a + 3a^2)d1^190d2^150 + (0 + 1a + 0a^2)d1^191d2^150 + (3 + 0a + 1a^2)d1^192d2^150 + (0 + 3a + 3a^2)d1^193d2^150 + (1 + 3a + 0a^2)d1^194d2^150 + (2 + 4a + 2a^2)d1^195d2^150 + (2 + 2a + 4a^2)d1^196d2^150 + (2 + 2a + 2a^2)d1^197d2^150 + (0 + 0a + 1a^2)d1^198d2^150 + (3 + 3a + 3a^2)d1^199d2^150 + (0 + 4a + 2a^2)d1^200d2^150 + (4 + 2a + 1a^2)d1^201d2^150 + (4 + 0a + 4a^2)d1^202d2^150 + (0 + 4a + 0a^2)d1^203d2^150 + (1 + 2a + 0a^2)d1^204d2^150 + (4 + 1a + 0a^2)d1^205d2^150 + (3 + 0a + 1a^2)d1^206d2^150 + (4 + 1a + 2a^2)d1^207d2^150 + (0 + 4a + 0a^2)d1^208d2^150 + (3 + 1a + 2a^2)d1^209d2^150 + (0 + 2a + 4a^2)d1^210d2^150 + (2 + 0a + 0a^2)d1^211d2^150 + (2 + 4a + 3a^2)d1^212d2^150 + (0 + 2a + 0a^2)d1^213d2^150 + (3 + 4a + 4a^2)d1^214d2^150 + (3 + 0a + 3a^2)d1^215d2^150 + (3 + 1a + 3a^2)d1^216d2^150 + (4 + 4a + 2a^2)d1^217d2^150 + (3 + 4a + 1a^2)d1^218d2^150 + (4 + 2a + 0a^2)d1^219d2^150 + (0 + 3a + 0a^2)d1^220d2^150 + (2 + 4a + 0a^2)d1^221d2^150 + (0 + 2a + 2a^2)d1^222d2^150 + (2 + 0a + 3a^2)d1^223d2^150 + (0 + 4a + 1a^2)d1^224d2^150 + (3 + 2a + 0a^2)d1^225d2^150 + (1 + 0a + 1a^2)d1^226d2^150 + (0 + 0a + 4a^2)d1^227d2^150 + (3 + 3a + 3a^2)d1^228d2^150 + (3 + 0a + 4a^2)d1^230d2^150 + (1 + 2a + 4a^2)d1^231d2^150 + (4 + 1a + 0a^2)d1^232d2^150 + (2 + 2a + 0a^2)d1^233d2^150 + (4 + 1a + 0a^2)d1^234d2^150 + (4 + 4a + 2a^2)d1^235d2^150 + (1 + 0a + 3a^2)d1^236d2^150 + (2 + 4a + 0a^2)d1^237d2^150 + (1 + 2a + 2a^2)d1^238d2^150 + (3 + 4a + 2a^2)d1^239d2^150 + (2 + 2a + 4a^2)d1^240d2^150 + (4 + 1a + 1a^2)d1^241d2^150 + (3 + 4a + 4a^2)d1^242d2^150 + (0 + 1a + 2a^2)d1^243d2^150 + (2 + 2a + 0a^2)d1^244d2^150 + (3 + 2a + 4a^2)d1^245d2^150 + (0 + 0a + 3a^2)d1^246d2^150 + (2 + 0a + 4a^2)d1^247d2^150 + (3 + 4a + 4a^2)d1^248d2^150 + (1 + 1a + 4a^2)d1^249d2^150 + (4 + 1a + 3a^2)d1^250d2^150 + (4 + 1a + 1a^2)d1^251d2^150 + (4 + 0a + 0a^2)d1^252d2^150 + (3 + 3a + 3a^2)d1^253d2^150 + (3 + 2a + 3a^2)d1^254d2^150 + (1 + 1a + 1a^2)d1^255d2^150 + (1 + 2a + 2a^2)d1^256d2^150 + (1 + 3a + 4a^2)d1^257d2^150 + (2 + 0a + 3a^2)d1^258d2^150 + (4 + 2a + 3a^2)d1^259d2^150 + (1 + 3a + 1a^2)d1^260d2^150 + (0 + 4a + 2a^2)d1^261d2^150 + (1 + 0a + 2a^2)d1^262d2^150 + (4 + 0a + 4a^2)d1^263d2^150 + (1 + 1a + 3a^2)d1^264d2^150 + (1 + 1a + 1a^2)d1^265d2^150 + (1 + 4a + 0a^2)d1^266d2^150 + (2 + 2a + 4a^2)d1^267d2^150 + (3 + 4a + 4a^2)d1^268d2^150 + (1 + 3a + 1a^2)d1^269d2^150 + (0 + 0a + 4a^2)d1^270d2^150 + (4 + 1a + 0a^2)d1^271d2^150 + (4 + 3a + 0a^2)d1^272d2^150 + (4 + 4a + 2a^2)d1^273d2^150 + (3 + 2a + 0a^2)d1^274d2^150 + (3 + 3a + 2a^2)d1^275d2^150 + (0 + 1a + 3a^2)d1^276d2^150 + (3 + 0a + 4a^2)d1^277d2^150 + (4 + 3a + 3a^2)d1^278d2^150 + (2 + 3a + 3a^2)d1^279d2^150 + (4 + 2a + 4a^2)d1^280d2^150 + (4 + 2a + 3a^2)d1^281d2^150 + (0 + 4a + 0a^2)d1^282d2^150 + (3 + 2a + 1a^2)d1^283d2^150 + (3 + 1a + 1a^2)d1^284d2^150 + (0 + 2a + 2a^2)d1^285d2^150 + (0 + 0a + 2a^2)d1^286d2^150 + (3 + 0a + 4a^2)d1^287d2^150 + (0 + 4a + 1a^2)d1^288d2^150 + (1 + 3a + 2a^2)d1^289d2^150 + (4 + 3a + 4a^2)d1^290d2^150 + (0 + 1a + 2a^2)d1^291d2^150 + (0 + 3a + 4a^2)d1^292d2^150 + (2 + 0a + 3a^2)d1^293d2^150 + (1 + 2a + 0a^2)d2^151 + (3 + 0a + 1a^2)d1^1d2^151 + (4 + 1a + 3a^2)d1^2d2^151 + (0 + 1a + 2a^2)d1^3d2^151 + (0 + 3a + 3a^2)d1^4d2^151 + (1 + 1a + 3a^2)d1^5d2^151 + (3 + 1a + 0a^2)d1^6d2^151 + (1 + 2a + 3a^2)d1^7d2^151 + (1 + 2a + 4a^2)d1^8d2^151 + (1 + 2a + 0a^2)d1^9d2^151 + (4 + 4a + 1a^2)d1^10d2^151 + (3 + 2a + 2a^2)d1^11d2^151 + (2 + 2a + 3a^2)d1^12d2^151 + (4 + 2a + 1a^2)d1^13d2^151 + (4 + 4a + 1a^2)d1^14d2^151 + (4 + 2a + 4a^2)d1^15d2^151 + (3 + 3a + 0a^2)d1^16d2^151 + (2 + 4a + 0a^2)d1^17d2^151 + (0 + 1a + 3a^2)d1^18d2^151 + (3 + 0a + 0a^2)d1^19d2^151 + (4 + 3a + 3a^2)d1^20d2^151 + (4 + 0a + 2a^2)d1^21d2^151 + (0 + 0a + 4a^2)d1^22d2^151 + (4 + 1a + 0a^2)d1^23d2^151 + (2 + 4a + 4a^2)d1^24d2^151 + (1 + 1a + 1a^2)d1^25d2^151 + (0 + 1a + 0a^2)d1^26d2^151 + (0 + 1a + 1a^2)d1^27d2^151 + (2 + 0a + 2a^2)d1^28d2^151 + (1 + 3a + 3a^2)d1^29d2^151 + (1 + 4a + 4a^2)d1^30d2^151 + (4 + 3a + 1a^2)d1^31d2^151 + (3 + 0a + 4a^2)d1^32d2^151 + (4 + 3a + 3a^2)d1^33d2^151 + (4 + 1a + 4a^2)d1^34d2^151 + (1 + 1a + 1a^2)d1^35d2^151 + (1 + 0a + 3a^2)d1^36d2^151 + (2 + 1a + 4a^2)d1^37d2^151 + (4 + 3a + 1a^2)d1^38d2^151 + (4 + 1a + 2a^2)d1^39d2^151 + (3 + 0a + 1a^2)d1^40d2^151 + (1 + 2a + 2a^2)d1^41d2^151 + (1 + 4a + 4a^2)d1^42d2^151 + (0 + 1a + 1a^2)d1^43d2^151 + (2 + 3a + 2a^2)d1^44d2^151 + (2 + 2a + 3a^2)d1^45d2^151 + (1 + 4a + 3a^2)d1^46d2^151 + (3 + 3a + 3a^2)d1^47d2^151 + (1 + 4a + 2a^2)d1^48d2^151 + (1 + 0a + 2a^2)d1^49d2^151 + (2 + 2a + 3a^2)d1^50d2^151 + (4 + 2a + 3a^2)d1^51d2^151 + (0 + 2a + 0a^2)d1^52d2^151 + (2 + 4a + 4a^2)d1^54d2^151 + (2 + 2a + 0a^2)d1^55d2^151 + (4 + 1a + 3a^2)d1^56d2^151 + (4 + 2a + 0a^2)d1^57d2^151 + (3 + 3a + 2a^2)d1^58d2^151 + (3 + 2a + 1a^2)d1^59d2^151 + (3 + 1a + 1a^2)d1^60d2^151 + (2 + 4a + 4a^2)d1^61d2^151 + (3 + 3a + 4a^2)d1^62d2^151 + (2 + 3a + 2a^2)d1^63d2^151 + (4 + 2a + 3a^2)d1^64d2^151 + (4 + 2a + 1a^2)d1^65d2^151 + (3 + 4a + 2a^2)d1^66d2^151 + (0 + 1a + 1a^2)d1^67d2^151 + (3 + 4a + 1a^2)d1^68d2^151 + (0 + 0a + 1a^2)d1^69d2^151 + (0 + 2a + 2a^2)d1^70d2^151 + (1 + 1a + 0a^2)d1^71d2^151 + (1 + 0a + 3a^2)d1^72d2^151 + (1 + 0a + 3a^2)d1^73d2^151 + (1 + 2a + 3a^2)d1^74d2^151 + (4 + 4a + 0a^2)d1^75d2^151 + (2 + 4a + 2a^2)d1^76d2^151 + (2 + 4a + 0a^2)d1^77d2^151 + (3 + 3a + 2a^2)d1^78d2^151 + (1 + 1a + 1a^2)d1^79d2^151 + (2 + 2a + 4a^2)d1^80d2^151 + (1 + 4a + 3a^2)d1^81d2^151 + (3 + 0a + 2a^2)d1^82d2^151 + (4 + 0a + 4a^2)d1^83d2^151 + (0 + 3a + 0a^2)d1^84d2^151 + (2 + 1a + 0a^2)d1^85d2^151 + (2 + 3a + 3a^2)d1^86d2^151 + (4 + 3a + 2a^2)d1^87d2^151 + (3 + 2a + 0a^2)d1^88d2^151 + (2 + 4a + 3a^2)d1^89d2^151 + (2 + 4a + 4a^2)d1^90d2^151 + (3 + 0a + 0a^2)d1^91d2^151 + (2 + 3a + 4a^2)d1^92d2^151 + (0 + 0a + 1a^2)d1^93d2^151 + (3 + 1a + 1a^2)d1^94d2^151 + (3 + 1a + 1a^2)d1^95d2^151 + (1 + 0a + 1a^2)d1^96d2^151 + (1 + 4a + 0a^2)d1^97d2^151 + (2 + 2a + 3a^2)d1^98d2^151 + (1 + 0a + 1a^2)d1^99d2^151 + (2 + 2a + 0a^2)d1^100d2^151 + (1 + 1a + 1a^2)d1^101d2^151 + (2 + 1a + 4a^2)d1^102d2^151 + (0 + 1a + 1a^2)d1^103d2^151 + (4 + 2a + 2a^2)d1^104d2^151 + (3 + 2a + 0a^2)d1^105d2^151 + (3 + 1a + 1a^2)d1^107d2^151 + (0 + 4a + 0a^2)d1^108d2^151 + (3 + 3a + 3a^2)d1^109d2^151 + (2 + 2a + 3a^2)d1^110d2^151 + (1 + 0a + 0a^2)d1^111d2^151 + (1 + 1a + 2a^2)d1^112d2^151 + (1 + 0a + 4a^2)d1^113d2^151 + (3 + 3a + 3a^2)d1^114d2^151 + (0 + 2a + 1a^2)d1^115d2^151 + (1 + 1a + 0a^2)d1^116d2^151 + (0 + 2a + 2a^2)d1^117d2^151 + (0 + 4a + 3a^2)d1^118d2^151 + (4 + 2a + 1a^2)d1^119d2^151 + (1 + 2a + 2a^2)d1^120d2^151 + (4 + 1a + 4a^2)d1^121d2^151 + (4 + 3a + 1a^2)d1^122d2^151 + (1 + 2a + 2a^2)d1^123d2^151 + (3 + 0a + 0a^2)d1^124d2^151 + (4 + 2a + 1a^2)d1^125d2^151 + (2 + 1a + 3a^2)d1^126d2^151 + (0 + 0a + 3a^2)d1^127d2^151 + (1 + 2a + 0a^2)d1^128d2^151 + (0 + 4a + 3a^2)d1^129d2^151 + (4 + 4a + 0a^2)d1^130d2^151 + (4 + 2a + 2a^2)d1^131d2^151 + (4 + 2a + 4a^2)d1^132d2^151 + (1 + 1a + 0a^2)d1^133d2^151 + (2 + 4a + 2a^2)d1^134d2^151 + (3 + 0a + 0a^2)d1^135d2^151 + (3 + 4a + 2a^2)d1^136d2^151 + (1 + 0a + 2a^2)d1^137d2^151 + (2 + 0a + 3a^2)d1^138d2^151 + (2 + 1a + 4a^2)d1^139d2^151 + (4 + 2a + 4a^2)d1^140d2^151 + (3 + 3a + 0a^2)d1^141d2^151 + (2 + 0a + 4a^2)d1^142d2^151 + (1 + 0a + 1a^2)d1^143d2^151 + (4 + 4a + 1a^2)d1^144d2^151 + (2 + 3a + 4a^2)d1^145d2^151 + (2 + 1a + 4a^2)d1^146d2^151 + (0 + 1a + 3a^2)d1^147d2^151 + (3 + 1a + 3a^2)d1^148d2^151 + (0 + 3a + 0a^2)d1^149d2^151 + (1 + 4a + 2a^2)d1^150d2^151 + (4 + 1a + 1a^2)d1^151d2^151 + (3 + 1a + 3a^2)d1^152d2^151 + (1 + 3a + 1a^2)d1^153d2^151 + (0 + 3a + 1a^2)d1^154d2^151 + (3 + 1a + 3a^2)d1^155d2^151 + (4 + 3a + 2a^2)d1^156d2^151 + (2 + 0a + 2a^2)d1^157d2^151 + (3 + 0a + 1a^2)d1^158d2^151 + (3 + 4a + 4a^2)d1^159d2^151 + (2 + 0a + 4a^2)d1^160d2^151 + (2 + 1a + 2a^2)d1^161d2^151 + (1 + 2a + 2a^2)d1^162d2^151 + (3 + 0a + 1a^2)d1^163d2^151 + (4 + 1a + 0a^2)d1^164d2^151 + (2 + 2a + 1a^2)d1^165d2^151 + (0 + 3a + 3a^2)d1^166d2^151 + (0 + 4a + 4a^2)d1^167d2^151 + (3 + 3a + 4a^2)d1^168d2^151 + (3 + 1a + 0a^2)d1^169d2^151 + (1 + 4a + 3a^2)d1^170d2^151 + (2 + 0a + 2a^2)d1^171d2^151 + (4 + 1a + 1a^2)d1^172d2^151 + (4 + 4a + 0a^2)d1^173d2^151 + (3 + 2a + 3a^2)d1^174d2^151 + (0 + 2a + 1a^2)d1^175d2^151 + (4 + 4a + 0a^2)d1^176d2^151 + (4 + 0a + 1a^2)d1^177d2^151 + (2 + 2a + 0a^2)d1^178d2^151 + (3 + 4a + 4a^2)d1^179d2^151 + (4 + 3a + 0a^2)d1^180d2^151 + (3 + 4a + 3a^2)d1^181d2^151 + (2 + 0a + 2a^2)d1^182d2^151 + (0 + 2a + 2a^2)d1^183d2^151 + (4 + 4a + 3a^2)d1^184d2^151 + (0 + 2a + 2a^2)d1^185d2^151 + (2 + 4a + 2a^2)d1^186d2^151 + (2 + 4a + 1a^2)d1^187d2^151 + (3 + 4a + 4a^2)d1^188d2^151 + (4 + 0a + 2a^2)d1^189d2^151 + (3 + 2a + 4a^2)d1^190d2^151 + (4 + 0a + 3a^2)d1^191d2^151 + (2 + 4a + 4a^2)d1^192d2^151 + (0 + 1a + 3a^2)d1^193d2^151 + (4 + 3a + 2a^2)d1^194d2^151 + (1 + 1a + 1a^2)d1^195d2^151 + (0 + 2a + 2a^2)d1^196d2^151 + (1 + 1a + 4a^2)d1^197d2^151 + (4 + 1a + 2a^2)d1^198d2^151 + (4 + 3a + 3a^2)d1^199d2^151 + (3 + 3a + 4a^2)d1^200d2^151 + (2 + 1a + 4a^2)d1^201d2^151 + (3 + 0a + 1a^2)d1^202d2^151 + (2 + 0a + 3a^2)d1^203d2^151 + (0 + 4a + 2a^2)d1^204d2^151 + (2 + 3a + 2a^2)d1^205d2^151 + (1 + 2a + 0a^2)d1^206d2^151 + (0 + 4a + 4a^2)d1^207d2^151 + (0 + 4a + 4a^2)d1^209d2^151 + (4 + 2a + 4a^2)d1^210d2^151 + (2 + 1a + 1a^2)d1^211d2^151 + (1 + 2a + 1a^2)d1^212d2^151 + (3 + 4a + 1a^2)d1^213d2^151 + (0 + 0a + 2a^2)d1^214d2^151 + (0 + 0a + 4a^2)d1^215d2^151 + (2 + 1a + 4a^2)d1^216d2^151 + (1 + 1a + 1a^2)d1^217d2^151 + (1 + 2a + 2a^2)d1^218d2^151 + (1 + 3a + 2a^2)d1^219d2^151 + (2 + 1a + 1a^2)d1^220d2^151 + (0 + 0a + 3a^2)d1^221d2^151 + (4 + 0a + 3a^2)d1^222d2^151 + (1 + 3a + 2a^2)d1^223d2^151 + (3 + 3a + 4a^2)d1^224d2^151 + (2 + 4a + 3a^2)d1^225d2^151 + (0 + 3a + 2a^2)d1^226d2^151 + (4 + 2a + 1a^2)d1^227d2^151 + (0 + 3a + 0a^2)d1^228d2^151 + (2 + 2a + 1a^2)d1^229d2^151 + (2 + 1a + 2a^2)d1^230d2^151 + (3 + 3a + 4a^2)d1^231d2^151 + (4 + 0a + 0a^2)d1^232d2^151 + (4 + 4a + 2a^2)d1^233d2^151 + (4 + 1a + 1a^2)d1^234d2^151 + (2 + 4a + 3a^2)d1^235d2^151 + (1 + 3a + 1a^2)d1^236d2^151 + (3 + 1a + 1a^2)d1^237d2^151 + (3 + 1a + 0a^2)d1^238d2^151 + (0 + 1a + 1a^2)d1^239d2^151 + (3 + 1a + 0a^2)d1^240d2^151 + (1 + 4a + 4a^2)d1^241d2^151 + (0 + 3a + 0a^2)d1^242d2^151 + (2 + 1a + 1a^2)d1^243d2^151 + (3 + 3a + 4a^2)d1^244d2^151 + (1 + 0a + 4a^2)d1^245d2^151 + (0 + 4a + 4a^2)d1^246d2^151 + (3 + 2a + 4a^2)d1^247d2^151 + (2 + 4a + 1a^2)d1^248d2^151 + (0 + 0a + 1a^2)d1^249d2^151 + (4 + 2a + 1a^2)d1^250d2^151 + (1 + 0a + 2a^2)d1^251d2^151 + (1 + 1a + 1a^2)d1^252d2^151 + (3 + 0a + 0a^2)d1^253d2^151 + (1 + 1a + 2a^2)d1^254d2^151 + (0 + 1a + 3a^2)d1^255d2^151 + (3 + 4a + 2a^2)d1^256d2^151 + (1 + 4a + 3a^2)d1^257d2^151 + (1 + 1a + 4a^2)d1^258d2^151 + (2 + 2a + 2a^2)d1^259d2^151 + (0 + 3a + 4a^2)d1^260d2^151 + (4 + 3a + 4a^2)d1^261d2^151 + (4 + 4a + 4a^2)d1^262d2^151 + (0 + 1a + 1a^2)d1^263d2^151 + (3 + 1a + 4a^2)d1^264d2^151 + (3 + 4a + 1a^2)d1^265d2^151 + (3 + 2a + 4a^2)d1^266d2^151 + (3 + 3a + 4a^2)d1^267d2^151 + (4 + 4a + 3a^2)d1^268d2^151 + (1 + 0a + 3a^2)d1^269d2^151 + (3 + 0a + 0a^2)d1^270d2^151 + (3 + 4a + 1a^2)d1^271d2^151 + (0 + 3a + 1a^2)d1^272d2^151 + (2 + 0a + 3a^2)d1^273d2^151 + (2 + 0a + 4a^2)d1^274d2^151 + (2 + 2a + 1a^2)d1^275d2^151 + (0 + 3a + 0a^2)d1^276d2^151 + (1 + 0a + 1a^2)d1^277d2^151 + (3 + 2a + 4a^2)d1^278d2^151 + (2 + 1a + 4a^2)d1^279d2^151 + (0 + 3a + 3a^2)d1^280d2^151 + (4 + 4a + 2a^2)d1^281d2^151 + (3 + 0a + 3a^2)d1^282d2^151 + (0 + 4a + 2a^2)d1^283d2^151 + (4 + 2a + 3a^2)d1^284d2^151 + (1 + 2a + 2a^2)d1^285d2^151 + (1 + 1a + 4a^2)d1^286d2^151 + (0 + 4a + 3a^2)d1^287d2^151 + (0 + 2a + 2a^2)d1^288d2^151 + (4 + 3a + 4a^2)d1^289d2^151 + (2 + 0a + 4a^2)d1^290d2^151 + (1 + 2a + 2a^2)d1^291d2^151 + (0 + 2a + 4a^2)d1^292d2^151 + (2 + 4a + 2a^2)d1^293d2^151 + (0 + 4a + 1a^2)d2^152 + (1 + 2a + 3a^2)d1^1d2^152 + (4 + 0a + 2a^2)d1^2d2^152 + (4 + 3a + 1a^2)d1^3d2^152 + (1 + 2a + 1a^2)d1^4d2^152 + (2 + 2a + 4a^2)d1^5d2^152 + (1 + 3a + 1a^2)d1^6d2^152 + (3 + 2a + 0a^2)d1^7d2^152 + (1 + 3a + 0a^2)d1^8d2^152 + (1 + 4a + 0a^2)d1^9d2^152 + (1 + 3a + 0a^2)d1^10d2^152 + (1 + 4a + 3a^2)d1^11d2^152 + (3 + 0a + 4a^2)d1^12d2^152 + (0 + 4a + 0a^2)d1^13d2^152 + (1 + 0a + 4a^2)d1^14d2^152 + (3 + 3a + 1a^2)d1^15d2^152 + (1 + 4a + 4a^2)d1^16d2^152 + (0 + 1a + 2a^2)d1^17d2^152 + (3 + 1a + 4a^2)d1^18d2^152 + (1 + 0a + 3a^2)d1^19d2^152 + (2 + 1a + 0a^2)d1^20d2^152 + (0 + 3a + 3a^2)d1^21d2^152 + (0 + 3a + 4a^2)d1^22d2^152 + (1 + 2a + 2a^2)d1^23d2^152 + (4 + 2a + 4a^2)d1^24d2^152 + (0 + 0a + 1a^2)d1^25d2^152 + (0 + 4a + 4a^2)d1^26d2^152 + (1 + 2a + 0a^2)d1^27d2^152 + (2 + 3a + 2a^2)d1^28d2^152 + (3 + 0a + 1a^2)d1^29d2^152 + (4 + 4a + 1a^2)d1^30d2^152 + (1 + 0a + 4a^2)d1^31d2^152 + (0 + 4a + 3a^2)d1^32d2^152 + (0 + 3a + 4a^2)d1^33d2^152 + (0 + 4a + 4a^2)d1^34d2^152 + (0 + 2a + 0a^2)d1^35d2^152 + (3 + 3a + 1a^2)d1^36d2^152 + (1 + 4a + 3a^2)d1^37d2^152 + (0 + 1a + 4a^2)d1^38d2^152 + (3 + 2a + 3a^2)d1^39d2^152 + (2 + 0a + 0a^2)d1^40d2^152 + (0 + 3a + 1a^2)d1^41d2^152 + (1 + 1a + 0a^2)d1^42d2^152 + (4 + 3a + 4a^2)d1^43d2^152 + (1 + 3a + 3a^2)d1^44d2^152 + (3 + 2a + 1a^2)d1^45d2^152 + (0 + 1a + 4a^2)d1^46d2^152 + (3 + 4a + 1a^2)d1^47d2^152 + (1 + 1a + 1a^2)d1^48d2^152 + (4 + 1a + 2a^2)d1^49d2^152 + (1 + 3a + 3a^2)d1^50d2^152 + (1 + 0a + 0a^2)d1^51d2^152 + (3 + 2a + 3a^2)d1^52d2^152 + (4 + 4a + 4a^2)d1^53d2^152 + (4 + 3a + 1a^2)d1^54d2^152 + (0 + 3a + 0a^2)d1^55d2^152 + (4 + 1a + 1a^2)d1^56d2^152 + (2 + 2a + 1a^2)d1^57d2^152 + (4 + 2a + 3a^2)d1^58d2^152 + (0 + 3a + 1a^2)d1^59d2^152 + (3 + 2a + 1a^2)d1^60d2^152 + (4 + 3a + 4a^2)d1^61d2^152 + (4 + 4a + 4a^2)d1^62d2^152 + (1 + 4a + 4a^2)d1^63d2^152 + (1 + 1a + 2a^2)d1^64d2^152 + (2 + 2a + 3a^2)d1^65d2^152 + (3 + 0a + 1a^2)d1^66d2^152 + (1 + 4a + 4a^2)d1^67d2^152 + (1 + 3a + 3a^2)d1^68d2^152 + (0 + 2a + 3a^2)d1^69d2^152 + (3 + 3a + 1a^2)d1^70d2^152 + (0 + 2a + 4a^2)d1^71d2^152 + (0 + 4a + 0a^2)d1^72d2^152 + (2 + 1a + 4a^2)d1^73d2^152 + (3 + 1a + 3a^2)d1^74d2^152 + (4 + 0a + 2a^2)d1^75d2^152 + (3 + 2a + 0a^2)d1^76d2^152 + (1 + 1a + 0a^2)d1^77d2^152 + (2 + 3a + 0a^2)d1^78d2^152 + (4 + 2a + 0a^2)d1^79d2^152 + (1 + 4a + 2a^2)d1^80d2^152 + (2 + 0a + 2a^2)d1^81d2^152 + (4 + 2a + 2a^2)d1^82d2^152 + (3 + 1a + 2a^2)d1^83d2^152 + (2 + 4a + 4a^2)d1^84d2^152 + (3 + 3a + 2a^2)d1^85d2^152 + (2 + 2a + 2a^2)d1^86d2^152 + (4 + 0a + 1a^2)d1^87d2^152 + (0 + 1a + 1a^2)d1^88d2^152 + (0 + 3a + 0a^2)d1^89d2^152 + (2 + 0a + 0a^2)d1^90d2^152 + (3 + 1a + 3a^2)d1^91d2^152 + (2 + 2a + 3a^2)d1^92d2^152 + (0 + 3a + 1a^2)d1^93d2^152 + (2 + 1a + 1a^2)d1^94d2^152 + (1 + 2a + 0a^2)d1^95d2^152 + (2 + 1a + 2a^2)d1^96d2^152 + (3 + 1a + 1a^2)d1^97d2^152 + (0 + 1a + 1a^2)d1^98d2^152 + (3 + 2a + 4a^2)d1^99d2^152 + (1 + 2a + 1a^2)d1^100d2^152 + (2 + 3a + 1a^2)d1^101d2^152 + (4 + 2a + 4a^2)d1^102d2^152 + (4 + 2a + 3a^2)d1^103d2^152 + (2 + 3a + 3a^2)d1^104d2^152 + (4 + 3a + 2a^2)d1^105d2^152 + (0 + 4a + 0a^2)d1^106d2^152 + (2 + 0a + 3a^2)d1^107d2^152 + (0 + 4a + 3a^2)d1^108d2^152 + (3 + 3a + 2a^2)d1^109d2^152 + (1 + 1a + 4a^2)d1^110d2^152 + (2 + 3a + 0a^2)d1^111d2^152 + (3 + 2a + 1a^2)d1^112d2^152 + (3 + 2a + 3a^2)d1^113d2^152 + (2 + 3a + 0a^2)d1^114d2^152 + (3 + 3a + 2a^2)d1^115d2^152 + (0 + 0a + 4a^2)d1^116d2^152 + (0 + 3a + 3a^2)d1^117d2^152 + (2 + 0a + 3a^2)d1^118d2^152 + (4 + 1a + 4a^2)d1^119d2^152 + (2 + 0a + 4a^2)d1^120d2^152 + (1 + 2a + 2a^2)d1^121d2^152 + (3 + 1a + 2a^2)d1^122d2^152 + (3 + 2a + 3a^2)d1^123d2^152 + (4 + 0a + 2a^2)d1^124d2^152 + (2 + 2a + 1a^2)d1^125d2^152 + (3 + 2a + 2a^2)d1^126d2^152 + (1 + 1a + 4a^2)d1^127d2^152 + (1 + 3a + 1a^2)d1^128d2^152 + (3 + 0a + 2a^2)d1^129d2^152 + (2 + 2a + 4a^2)d1^130d2^152 + (3 + 1a + 4a^2)d1^131d2^152 + (3 + 1a + 1a^2)d1^132d2^152 + (3 + 1a + 4a^2)d1^133d2^152 + (3 + 3a + 2a^2)d1^134d2^152 + (0 + 2a + 0a^2)d1^135d2^152 + (3 + 2a + 0a^2)d1^136d2^152 + (0 + 4a + 4a^2)d1^137d2^152 + (3 + 1a + 2a^2)d1^138d2^152 + (4 + 3a + 1a^2)d1^139d2^152 + (3 + 0a + 1a^2)d1^140d2^152 + (0 + 4a + 3a^2)d1^141d2^152 + (0 + 1a + 0a^2)d1^142d2^152 + (2 + 3a + 2a^2)d1^143d2^152 + (4 + 1a + 4a^2)d1^144d2^152 + (1 + 4a + 0a^2)d1^145d2^152 + (4 + 0a + 4a^2)d1^146d2^152 + (2 + 0a + 0a^2)d1^147d2^152 + (4 + 3a + 4a^2)d1^148d2^152 + (0 + 1a + 3a^2)d1^149d2^152 + (4 + 2a + 3a^2)d1^150d2^152 + (1 + 0a + 2a^2)d1^151d2^152 + (3 + 0a + 0a^2)d1^152d2^152 + (0 + 3a + 4a^2)d1^153d2^152 + (3 + 2a + 1a^2)d1^154d2^152 + (4 + 3a + 3a^2)d1^155d2^152 + (0 + 3a + 0a^2)d1^156d2^152 + (2 + 0a + 2a^2)d1^157d2^152 + (0 + 2a + 2a^2)d1^158d2^152 + (1 + 4a + 1a^2)d1^159d2^152 + (0 + 2a + 2a^2)d1^160d2^152 + (0 + 3a + 4a^2)d1^161d2^152 + (1 + 2a + 0a^2)d1^162d2^152 + (3 + 4a + 4a^2)d1^163d2^152 + (2 + 3a + 1a^2)d1^164d2^152 + (1 + 0a + 1a^2)d1^165d2^152 + (0 + 2a + 1a^2)d1^166d2^152 + (2 + 3a + 1a^2)d1^167d2^152 + (3 + 0a + 3a^2)d1^168d2^152 + (0 + 0a + 2a^2)d1^169d2^152 + (1 + 3a + 2a^2)d1^170d2^152 + (4 + 1a + 2a^2)d1^171d2^152 + (1 + 2a + 2a^2)d1^172d2^152 + (3 + 1a + 2a^2)d1^173d2^152 + (1 + 1a + 0a^2)d1^174d2^152 + (2 + 1a + 0a^2)d1^175d2^152 + (3 + 4a + 1a^2)d1^176d2^152 + (2 + 4a + 0a^2)d1^177d2^152 + (0 + 3a + 1a^2)d1^178d2^152 + (2 + 2a + 1a^2)d1^179d2^152 + (3 + 3a + 0a^2)d1^180d2^152 + (2 + 4a + 2a^2)d1^181d2^152 + (1 + 0a + 3a^2)d1^182d2^152 + (2 + 2a + 4a^2)d1^183d2^152 + (2 + 3a + 3a^2)d1^184d2^152 + (3 + 2a + 1a^2)d1^185d2^152 + (1 + 4a + 2a^2)d1^186d2^152 + (4 + 2a + 2a^2)d1^187d2^152 + (0 + 2a + 4a^2)d1^188d2^152 + (3 + 0a + 2a^2)d1^189d2^152 + (4 + 2a + 3a^2)d1^190d2^152 + (1 + 2a + 1a^2)d1^191d2^152 + (1 + 2a + 4a^2)d1^192d2^152 + (4 + 3a + 2a^2)d1^193d2^152 + (4 + 3a + 0a^2)d1^194d2^152 + (0 + 4a + 3a^2)d1^195d2^152 + (4 + 3a + 3a^2)d1^196d2^152 + (0 + 1a + 3a^2)d1^197d2^152 + (0 + 0a + 3a^2)d1^198d2^152 + (0 + 2a + 4a^2)d1^199d2^152 + (0 + 0a + 2a^2)d1^200d2^152 + (3 + 3a + 2a^2)d1^201d2^152 + (2 + 3a + 0a^2)d1^202d2^152 + (1 + 2a + 0a^2)d1^203d2^152 + (2 + 2a + 4a^2)d1^204d2^152 + (0 + 3a + 1a^2)d1^205d2^152 + (4 + 4a + 3a^2)d1^206d2^152 + (1 + 0a + 2a^2)d1^207d2^152 + (4 + 1a + 2a^2)d1^208d2^152 + (1 + 1a + 1a^2)d1^209d2^152 + (3 + 0a + 4a^2)d1^210d2^152 + (2 + 4a + 3a^2)d1^211d2^152 + (2 + 1a + 4a^2)d1^212d2^152 + (2 + 3a + 1a^2)d1^213d2^152 + (3 + 3a + 3a^2)d1^214d2^152 + (1 + 0a + 3a^2)d1^215d2^152 + (4 + 2a + 4a^2)d1^216d2^152 + (0 + 3a + 0a^2)d1^217d2^152 + (1 + 1a + 3a^2)d1^218d2^152 + (4 + 2a + 4a^2)d1^219d2^152 + (3 + 4a + 2a^2)d1^220d2^152 + (3 + 1a + 3a^2)d1^221d2^152 + (2 + 1a + 4a^2)d1^222d2^152 + (4 + 2a + 3a^2)d1^223d2^152 + (4 + 0a + 3a^2)d1^224d2^152 + (2 + 3a + 2a^2)d1^225d2^152 + (2 + 2a + 3a^2)d1^226d2^152 + (3 + 4a + 4a^2)d1^227d2^152 + (4 + 2a + 4a^2)d1^228d2^152 + (0 + 2a + 0a^2)d1^229d2^152 + (2 + 0a + 0a^2)d1^230d2^152 + (2 + 1a + 4a^2)d1^231d2^152 + (3 + 1a + 2a^2)d1^232d2^152 + (0 + 1a + 3a^2)d1^233d2^152 + (2 + 4a + 4a^2)d1^234d2^152 + (2 + 0a + 1a^2)d1^235d2^152 + (3 + 0a + 1a^2)d1^236d2^152 + (1 + 1a + 1a^2)d1^237d2^152 + (0 + 4a + 4a^2)d1^238d2^152 + (3 + 0a + 1a^2)d1^239d2^152 + (3 + 1a + 0a^2)d1^240d2^152 + (0 + 2a + 0a^2)d1^241d2^152 + (2 + 1a + 1a^2)d1^242d2^152 + (2 + 2a + 3a^2)d1^243d2^152 + (1 + 1a + 1a^2)d1^244d2^152 + (1 + 2a + 0a^2)d1^245d2^152 + (1 + 3a + 2a^2)d1^246d2^152 + (4 + 4a + 2a^2)d1^247d2^152 + (0 + 1a + 2a^2)d1^248d2^152 + (1 + 3a + 4a^2)d1^249d2^152 + (4 + 0a + 3a^2)d1^250d2^152 + (1 + 3a + 4a^2)d1^251d2^152 + (4 + 4a + 0a^2)d1^252d2^152 + (4 + 1a + 2a^2)d1^253d2^152 + (2 + 4a + 1a^2)d1^254d2^152 + (0 + 2a + 2a^2)d1^255d2^152 + (0 + 2a + 1a^2)d1^256d2^152 + (3 + 4a + 1a^2)d1^257d2^152 + (1 + 2a + 1a^2)d1^258d2^152 + (2 + 4a + 2a^2)d1^259d2^152 + (2 + 3a + 4a^2)d1^260d2^152 + (0 + 0a + 3a^2)d1^261d2^152 + (1 + 4a + 2a^2)d1^262d2^152 + (2 + 0a + 1a^2)d1^263d2^152 + (1 + 1a + 2a^2)d1^264d2^152 + (4 + 3a + 0a^2)d1^265d2^152 + (1 + 0a + 0a^2)d1^266d2^152 + (4 + 1a + 1a^2)d1^267d2^152 + (2 + 4a + 4a^2)d1^268d2^152 + (4 + 3a + 3a^2)d1^269d2^152 + (2 + 1a + 3a^2)d1^270d2^152 + (4 + 0a + 0a^2)d1^271d2^152 + (3 + 4a + 1a^2)d1^272d2^152 + (2 + 4a + 2a^2)d1^273d2^152 + (4 + 2a + 0a^2)d1^274d2^152 + (0 + 0a + 4a^2)d1^275d2^152 + (3 + 0a + 1a^2)d1^276d2^152 + (0 + 0a + 2a^2)d1^277d2^152 + (1 + 0a + 3a^2)d1^278d2^152 + (4 + 2a + 4a^2)d1^279d2^152 + (1 + 0a + 3a^2)d1^280d2^152 + (4 + 4a + 3a^2)d1^281d2^152 + (2 + 1a + 4a^2)d1^282d2^152 + (2 + 3a + 4a^2)d1^283d2^152 + (0 + 2a + 1a^2)d1^284d2^152 + (2 + 3a + 1a^2)d1^285d2^152 + (0 + 0a + 3a^2)d1^286d2^152 + (0 + 1a + 1a^2)d1^287d2^152 + (3 + 3a + 2a^2)d1^288d2^152 + (0 + 0a + 4a^2)d1^289d2^152 + (1 + 0a + 1a^2)d1^290d2^152 + (1 + 0a + 1a^2)d1^291d2^152 + (4 + 0a + 3a^2)d1^292d2^152 + (2 + 2a + 1a^2)d1^293d2^152 + (4 + 1a + 0a^2)d2^153 + (2 + 1a + 2a^2)d1^1d2^153 + (3 + 4a + 3a^2)d1^2d2^153 + (1 + 0a + 1a^2)d1^3d2^153 + (4 + 4a + 2a^2)d1^4d2^153 + (2 + 1a + 2a^2)d1^5d2^153 + (1 + 4a + 1a^2)d1^6d2^153 + (3 + 2a + 3a^2)d1^7d2^153 + (2 + 2a + 0a^2)d1^8d2^153 + (1 + 2a + 3a^2)d1^9d2^153 + (3 + 0a + 3a^2)d1^10d2^153 + (2 + 0a + 3a^2)d1^11d2^153 + (3 + 1a + 0a^2)d1^12d2^153 + (2 + 4a + 3a^2)d1^13d2^153 + (4 + 4a + 1a^2)d1^14d2^153 + (2 + 1a + 3a^2)d1^15d2^153 + (1 + 2a + 4a^2)d1^16d2^153 + (0 + 1a + 2a^2)d1^17d2^153 + (0 + 0a + 3a^2)d1^18d2^153 + (3 + 4a + 2a^2)d1^19d2^153 + (4 + 2a + 0a^2)d1^20d2^153 + (2 + 0a + 3a^2)d1^21d2^153 + (3 + 0a + 2a^2)d1^22d2^153 + (3 + 4a + 3a^2)d1^23d2^153 + (3 + 0a + 4a^2)d1^24d2^153 + (4 + 4a + 0a^2)d1^25d2^153 + (4 + 1a + 0a^2)d1^26d2^153 + (4 + 2a + 1a^2)d1^27d2^153 + (4 + 4a + 4a^2)d1^28d2^153 + (3 + 4a + 0a^2)d1^29d2^153 + (0 + 4a + 4a^2)d1^30d2^153 + (1 + 0a + 0a^2)d1^31d2^153 + (4 + 2a + 4a^2)d1^32d2^153 + (0 + 2a + 1a^2)d1^33d2^153 + (4 + 0a + 1a^2)d1^34d2^153 + (0 + 0a + 2a^2)d1^35d2^153 + (3 + 1a + 3a^2)d1^36d2^153 + (3 + 1a + 1a^2)d1^37d2^153 + (2 + 1a + 4a^2)d1^38d2^153 + (4 + 4a + 2a^2)d1^39d2^153 + (0 + 4a + 1a^2)d1^40d2^153 + (3 + 3a + 3a^2)d1^41d2^153 + (0 + 3a + 1a^2)d1^42d2^153 + (2 + 4a + 4a^2)d1^43d2^153 + (4 + 1a + 1a^2)d1^44d2^153 + (3 + 2a + 2a^2)d1^45d2^153 + (0 + 4a + 0a^2)d1^46d2^153 + (4 + 2a + 1a^2)d1^47d2^153 + (1 + 2a + 4a^2)d1^48d2^153 + (1 + 4a + 3a^2)d1^49d2^153 + (2 + 0a + 3a^2)d1^50d2^153 + (4 + 4a + 1a^2)d1^51d2^153 + (2 + 1a + 2a^2)d1^52d2^153 + (0 + 1a + 2a^2)d1^53d2^153 + (3 + 1a + 1a^2)d1^54d2^153 + (4 + 1a + 2a^2)d1^55d2^153 + (1 + 3a + 1a^2)d1^56d2^153 + (4 + 2a + 4a^2)d1^57d2^153 + (1 + 3a + 3a^2)d1^58d2^153 + (1 + 0a + 3a^2)d1^59d2^153 + (3 + 4a + 2a^2)d1^60d2^153 + (0 + 1a + 4a^2)d1^61d2^153 + (1 + 2a + 2a^2)d1^62d2^153 + (0 + 2a + 2a^2)d1^63d2^153 + (2 + 4a + 0a^2)d1^64d2^153 + (1 + 4a + 3a^2)d1^65d2^153 + (0 + 2a + 3a^2)d1^66d2^153 + (1 + 4a + 3a^2)d1^67d2^153 + (4 + 0a + 4a^2)d1^68d2^153 + (3 + 3a + 3a^2)d1^69d2^153 + (0 + 2a + 4a^2)d1^70d2^153 + (1 + 0a + 0a^2)d1^71d2^153 + (0 + 1a + 3a^2)d1^72d2^153 + (4 + 3a + 1a^2)d1^74d2^153 + (1 + 3a + 0a^2)d1^75d2^153 + (1 + 1a + 3a^2)d1^76d2^153 + (3 + 1a + 1a^2)d1^77d2^153 + (2 + 2a + 2a^2)d1^78d2^153 + (4 + 3a + 1a^2)d1^79d2^153 + (1 + 4a + 0a^2)d1^80d2^153 + (0 + 4a + 0a^2)d1^81d2^153 + (0 + 2a + 0a^2)d1^82d2^153 + (1 + 3a + 3a^2)d1^83d2^153 + (1 + 3a + 0a^2)d1^84d2^153 + (3 + 2a + 0a^2)d1^85d2^153 + (1 + 3a + 0a^2)d1^86d2^153 + (1 + 0a + 1a^2)d1^87d2^153 + (4 + 4a + 1a^2)d1^88d2^153 + (4 + 2a + 4a^2)d1^89d2^153 + (3 + 4a + 3a^2)d1^90d2^153 + (1 + 4a + 1a^2)d1^91d2^153 + (4 + 2a + 1a^2)d1^92d2^153 + (4 + 4a + 1a^2)d1^93d2^153 + (2 + 2a + 1a^2)d1^94d2^153 + (2 + 3a + 4a^2)d1^95d2^153 + (3 + 3a + 1a^2)d1^96d2^153 + (3 + 4a + 4a^2)d1^97d2^153 + (3 + 0a + 4a^2)d1^98d2^153 + (1 + 2a + 2a^2)d1^99d2^153 + (0 + 3a + 3a^2)d1^100d2^153 + (1 + 3a + 0a^2)d1^101d2^153 + (1 + 1a + 0a^2)d1^102d2^153 + (4 + 2a + 3a^2)d1^103d2^153 + (1 + 2a + 1a^2)d1^104d2^153 + (3 + 0a + 2a^2)d1^105d2^153 + (0 + 4a + 3a^2)d1^106d2^153 + (4 + 3a + 3a^2)d1^107d2^153 + (4 + 4a + 3a^2)d1^108d2^153 + (3 + 1a + 2a^2)d1^109d2^153 + (3 + 4a + 2a^2)d1^110d2^153 + (3 + 2a + 2a^2)d1^111d2^153 + (4 + 0a + 2a^2)d1^112d2^153 + (1 + 0a + 4a^2)d1^113d2^153 + (1 + 4a + 3a^2)d1^114d2^153 + (2 + 2a + 3a^2)d1^115d2^153 + (4 + 0a + 0a^2)d1^116d2^153 + (3 + 0a + 0a^2)d1^117d2^153 + (0 + 1a + 3a^2)d1^118d2^153 + (4 + 0a + 3a^2)d1^119d2^153 + (0 + 3a + 4a^2)d1^120d2^153 + (4 + 2a + 0a^2)d1^121d2^153 + (4 + 4a + 3a^2)d1^122d2^153 + (2 + 0a + 4a^2)d1^123d2^153 + (0 + 1a + 1a^2)d1^124d2^153 + (2 + 1a + 0a^2)d1^125d2^153 + (2 + 1a + 2a^2)d1^126d2^153 + (2 + 4a + 1a^2)d1^127d2^153 + (4 + 4a + 0a^2)d1^128d2^153 + (3 + 1a + 1a^2)d1^129d2^153 + (0 + 4a + 0a^2)d1^130d2^153 + (2 + 4a + 4a^2)d1^131d2^153 + (3 + 1a + 1a^2)d1^132d2^153 + (2 + 3a + 0a^2)d1^133d2^153 + (3 + 2a + 0a^2)d1^134d2^153 + (2 + 0a + 3a^2)d1^135d2^153 + (2 + 3a + 0a^2)d1^136d2^153 + (3 + 4a + 4a^2)d1^137d2^153 + (2 + 1a + 0a^2)d1^138d2^153 + (0 + 1a + 1a^2)d1^139d2^153 + (1 + 4a + 4a^2)d1^140d2^153 + (1 + 1a + 2a^2)d1^141d2^153 + (1 + 2a + 0a^2)d1^142d2^153 + (2 + 2a + 2a^2)d1^143d2^153 + (3 + 0a + 1a^2)d1^144d2^153 + (1 + 1a + 0a^2)d1^145d2^153 + (2 + 1a + 3a^2)d1^146d2^153 + (2 + 4a + 3a^2)d1^147d2^153 + (1 + 4a + 4a^2)d1^148d2^153 + (4 + 4a + 0a^2)d1^149d2^153 + (2 + 1a + 2a^2)d1^150d2^153 + (1 + 3a + 2a^2)d1^151d2^153 + (1 + 0a + 0a^2)d1^152d2^153 + (0 + 3a + 0a^2)d1^153d2^153 + (3 + 0a + 2a^2)d1^154d2^153 + (1 + 3a + 0a^2)d1^155d2^153 + (1 + 1a + 0a^2)d1^156d2^153 + (0 + 3a + 3a^2)d1^157d2^153 + (2 + 2a + 3a^2)d1^158d2^153 + (3 + 3a + 3a^2)d1^159d2^153 + (2 + 0a + 4a^2)d1^160d2^153 + (2 + 4a + 3a^2)d1^161d2^153 + (0 + 0a + 3a^2)d1^162d2^153 + (0 + 3a + 3a^2)d1^163d2^153 + (3 + 2a + 4a^2)d1^164d2^153 + (3 + 1a + 1a^2)d1^165d2^153 + (0 + 3a + 4a^2)d1^166d2^153 + (4 + 1a + 4a^2)d1^167d2^153 + (1 + 4a + 2a^2)d1^168d2^153 + (2 + 1a + 3a^2)d1^169d2^153 + (4 + 1a + 0a^2)d1^170d2^153 + (1 + 4a + 0a^2)d1^171d2^153 + (3 + 3a + 4a^2)d1^172d2^153 + (0 + 3a + 1a^2)d1^173d2^153 + (0 + 3a + 3a^2)d1^174d2^153 + (3 + 3a + 0a^2)d1^175d2^153 + (1 + 0a + 0a^2)d1^176d2^153 + (0 + 1a + 3a^2)d1^177d2^153 + (1 + 1a + 0a^2)d1^178d2^153 + (3 + 4a + 0a^2)d1^179d2^153 + (2 + 0a + 3a^2)d1^180d2^153 + (0 + 2a + 2a^2)d1^181d2^153 + (0 + 4a + 2a^2)d1^182d2^153 + (4 + 0a + 2a^2)d1^183d2^153 + (0 + 1a + 1a^2)d1^184d2^153 + (1 + 3a + 1a^2)d1^185d2^153 + (2 + 2a + 0a^2)d1^186d2^153 + (4 + 0a + 4a^2)d1^187d2^153 + (3 + 0a + 4a^2)d1^188d2^153 + (4 + 4a + 4a^2)d1^189d2^153 + (3 + 1a + 3a^2)d1^190d2^153 + (4 + 2a + 1a^2)d1^191d2^153 + (3 + 0a + 2a^2)d1^192d2^153 + (3 + 4a + 0a^2)d1^193d2^153 + (2 + 2a + 0a^2)d1^194d2^153 + (4 + 1a + 2a^2)d1^195d2^153 + (2 + 0a + 3a^2)d1^196d2^153 + (1 + 1a + 4a^2)d1^197d2^153 + (0 + 2a + 4a^2)d1^198d2^153 + (4 + 2a + 3a^2)d1^199d2^153 + (3 + 2a + 1a^2)d1^200d2^153 + (0 + 1a + 1a^2)d1^201d2^153 + (4 + 1a + 1a^2)d1^202d2^153 + (0 + 4a + 1a^2)d1^203d2^153 + (0 + 1a + 4a^2)d1^204d2^153 + (3 + 2a + 3a^2)d1^205d2^153 + (0 + 4a + 3a^2)d1^206d2^153 + (1 + 3a + 0a^2)d1^207d2^153 + (0 + 2a + 2a^2)d1^208d2^153 + (3 + 1a + 2a^2)d1^209d2^153 + (2 + 4a + 3a^2)d1^210d2^153 + (3 + 3a + 2a^2)d1^211d2^153 + (0 + 3a + 1a^2)d1^212d2^153 + (2 + 3a + 0a^2)d1^213d2^153 + (1 + 4a + 2a^2)d1^214d2^153 + (3 + 1a + 4a^2)d1^215d2^153 + (4 + 1a + 4a^2)d1^216d2^153 + (4 + 0a + 2a^2)d1^217d2^153 + (3 + 4a + 0a^2)d1^218d2^153 + (2 + 4a + 2a^2)d1^219d2^153 + (0 + 4a + 1a^2)d1^220d2^153 + (4 + 1a + 3a^2)d1^221d2^153 + (0 + 2a + 2a^2)d1^222d2^153 + (1 + 2a + 3a^2)d1^223d2^153 + (4 + 0a + 0a^2)d1^224d2^153 + (1 + 3a + 0a^2)d1^225d2^153 + (4 + 0a + 2a^2)d1^226d2^153 + (1 + 1a + 2a^2)d1^227d2^153 + (3 + 3a + 3a^2)d1^228d2^153 + (4 + 2a + 4a^2)d1^229d2^153 + (3 + 2a + 4a^2)d1^231d2^153 + (4 + 4a + 1a^2)d1^232d2^153 + (4 + 1a + 1a^2)d1^233d2^153 + (4 + 2a + 2a^2)d1^234d2^153 + (0 + 2a + 3a^2)d1^235d2^153 + (2 + 4a + 3a^2)d1^236d2^153 + (3 + 0a + 0a^2)d1^237d2^153 + (2 + 2a + 3a^2)d1^239d2^153 + (1 + 1a + 0a^2)d1^240d2^153 + (0 + 2a + 2a^2)d1^241d2^153 + (4 + 1a + 0a^2)d1^242d2^153 + (4 + 1a + 4a^2)d1^243d2^153 + (0 + 0a + 2a^2)d1^244d2^153 + (0 + 0a + 2a^2)d1^245d2^153 + (4 + 4a + 1a^2)d1^246d2^153 + (0 + 2a + 3a^2)d1^247d2^153 + (0 + 2a + 4a^2)d1^248d2^153 + (1 + 4a + 4a^2)d1^249d2^153 + (1 + 1a + 0a^2)d1^250d2^153 + (3 + 3a + 1a^2)d1^251d2^153 + (2 + 0a + 1a^2)d1^252d2^153 + (4 + 0a + 0a^2)d1^253d2^153 + (2 + 0a + 4a^2)d1^254d2^153 + (3 + 1a + 4a^2)d1^255d2^153 + (4 + 2a + 4a^2)d1^256d2^153 + (4 + 3a + 1a^2)d1^257d2^153 + (4 + 2a + 3a^2)d1^258d2^153 + (4 + 2a + 4a^2)d1^259d2^153 + (3 + 4a + 3a^2)d1^260d2^153 + (0 + 1a + 1a^2)d1^261d2^153 + (0 + 0a + 4a^2)d1^262d2^153 + (3 + 3a + 3a^2)d1^263d2^153 + (3 + 4a + 3a^2)d1^264d2^153 + (4 + 2a + 1a^2)d1^265d2^153 + (2 + 3a + 4a^2)d1^266d2^153 + (1 + 3a + 2a^2)d1^267d2^153 + (1 + 1a + 0a^2)d1^268d2^153 + (2 + 1a + 1a^2)d1^269d2^153 + (3 + 0a + 3a^2)d1^270d2^153 + (1 + 1a + 2a^2)d1^271d2^153 + (4 + 3a + 0a^2)d1^272d2^153 + (1 + 2a + 3a^2)d1^273d2^153 + (0 + 0a + 3a^2)d1^275d2^153 + (0 + 2a + 0a^2)d1^276d2^153 + (1 + 3a + 0a^2)d1^277d2^153 + (1 + 2a + 2a^2)d1^278d2^153 + (3 + 0a + 2a^2)d1^279d2^153 + (3 + 1a + 2a^2)d1^280d2^153 + (0 + 0a + 2a^2)d1^281d2^153 + (2 + 3a + 4a^2)d1^282d2^153 + (4 + 1a + 4a^2)d1^283d2^153 + (1 + 1a + 0a^2)d1^284d2^153 + (1 + 3a + 4a^2)d1^285d2^153 + (0 + 0a + 1a^2)d1^286d2^153 + (3 + 0a + 0a^2)d1^287d2^153 + (4 + 2a + 4a^2)d1^288d2^153 + (2 + 4a + 2a^2)d1^289d2^153 + (3 + 2a + 4a^2)d1^290d2^153 + (3 + 0a + 4a^2)d1^291d2^153 + (3 + 3a + 3a^2)d1^292d2^153 + (2 + 1a + 3a^2)d1^293d2^153 + (3 + 1a + 2a^2)d2^154 + (4 + 4a + 3a^2)d1^1d2^154 + (4 + 1a + 0a^2)d1^2d2^154 + (1 + 4a + 3a^2)d1^3d2^154 + (3 + 3a + 3a^2)d1^4d2^154 + (1 + 2a + 3a^2)d1^5d2^154 + (1 + 0a + 3a^2)d1^6d2^154 + (4 + 1a + 2a^2)d1^7d2^154 + (2 + 3a + 1a^2)d1^8d2^154 + (0 + 3a + 0a^2)d1^9d2^154 + (3 + 3a + 4a^2)d1^10d2^154 + (3 + 2a + 0a^2)d1^11d2^154 + (3 + 4a + 2a^2)d1^12d2^154 + (3 + 1a + 0a^2)d1^13d2^154 + (0 + 3a + 1a^2)d1^14d2^154 + (1 + 4a + 3a^2)d1^15d2^154 + (1 + 4a + 3a^2)d1^16d2^154 + (4 + 2a + 2a^2)d1^17d2^154 + (2 + 1a + 0a^2)d1^18d2^154 + (2 + 3a + 1a^2)d1^19d2^154 + (0 + 0a + 1a^2)d1^20d2^154 + (2 + 2a + 3a^2)d1^21d2^154 + (0 + 1a + 2a^2)d1^22d2^154 + (0 + 1a + 4a^2)d1^23d2^154 + (2 + 0a + 3a^2)d1^24d2^154 + (0 + 4a + 3a^2)d1^25d2^154 + (2 + 0a + 1a^2)d1^26d2^154 + (2 + 0a + 4a^2)d1^27d2^154 + (2 + 0a + 0a^2)d1^28d2^154 + (0 + 4a + 1a^2)d1^29d2^154 + (1 + 2a + 1a^2)d1^30d2^154 + (4 + 3a + 0a^2)d1^31d2^154 + (1 + 3a + 3a^2)d1^32d2^154 + (3 + 1a + 3a^2)d1^33d2^154 + (0 + 3a + 0a^2)d1^34d2^154 + (4 + 1a + 2a^2)d1^35d2^154 + (2 + 1a + 4a^2)d1^36d2^154 + (1 + 3a + 3a^2)d1^37d2^154 + (3 + 1a + 4a^2)d1^38d2^154 + (3 + 0a + 1a^2)d1^39d2^154 + (1 + 1a + 2a^2)d1^40d2^154 + (4 + 1a + 4a^2)d1^41d2^154 + (4 + 2a + 1a^2)d1^42d2^154 + (4 + 0a + 3a^2)d1^43d2^154 + (2 + 1a + 0a^2)d1^44d2^154 + (1 + 4a + 0a^2)d1^45d2^154 + (2 + 1a + 3a^2)d1^46d2^154 + (0 + 3a + 3a^2)d1^47d2^154 + (1 + 1a + 3a^2)d1^48d2^154 + (1 + 0a + 2a^2)d1^49d2^154 + (2 + 1a + 4a^2)d1^50d2^154 + (4 + 4a + 1a^2)d1^51d2^154 + (1 + 1a + 4a^2)d1^52d2^154 + (1 + 4a + 4a^2)d1^53d2^154 + (3 + 3a + 4a^2)d1^54d2^154 + (1 + 4a + 4a^2)d1^55d2^154 + (2 + 4a + 0a^2)d1^57d2^154 + (4 + 0a + 2a^2)d1^58d2^154 + (0 + 3a + 2a^2)d1^59d2^154 + (3 + 0a + 2a^2)d1^60d2^154 + (2 + 3a + 1a^2)d1^61d2^154 + (0 + 3a + 1a^2)d1^62d2^154 + (3 + 1a + 3a^2)d1^63d2^154 + (1 + 1a + 3a^2)d1^64d2^154 + (1 + 4a + 1a^2)d1^65d2^154 + (2 + 1a + 2a^2)d1^66d2^154 + (4 + 0a + 0a^2)d1^67d2^154 + (0 + 2a + 1a^2)d1^68d2^154 + (2 + 0a + 3a^2)d1^69d2^154 + (0 + 1a + 4a^2)d1^70d2^154 + (4 + 0a + 1a^2)d1^71d2^154 + (0 + 0a + 1a^2)d1^72d2^154 + (0 + 3a + 1a^2)d1^73d2^154 + (4 + 3a + 4a^2)d1^74d2^154 + (2 + 3a + 1a^2)d1^75d2^154 + (1 + 4a + 1a^2)d1^76d2^154 + (2 + 1a + 4a^2)d1^77d2^154 + (4 + 2a + 0a^2)d1^78d2^154 + (1 + 4a + 3a^2)d1^79d2^154 + (1 + 3a + 4a^2)d1^80d2^154 + (3 + 3a + 1a^2)d1^81d2^154 + (3 + 0a + 1a^2)d1^82d2^154 + (2 + 0a + 0a^2)d1^83d2^154 + (1 + 2a + 4a^2)d1^84d2^154 + (2 + 4a + 2a^2)d1^85d2^154 + (1 + 4a + 0a^2)d1^86d2^154 + (2 + 4a + 4a^2)d1^87d2^154 + (0 + 1a + 0a^2)d1^88d2^154 + (1 + 1a + 4a^2)d1^89d2^154 + (0 + 4a + 3a^2)d1^90d2^154 + (1 + 2a + 2a^2)d1^91d2^154 + (0 + 1a + 1a^2)d1^92d2^154 + (4 + 1a + 0a^2)d1^93d2^154 + (1 + 2a + 0a^2)d1^94d2^154 + (1 + 1a + 0a^2)d1^95d2^154 + (4 + 1a + 3a^2)d1^96d2^154 + (2 + 2a + 0a^2)d1^97d2^154 + (1 + 0a + 2a^2)d1^98d2^154 + (3 + 3a + 4a^2)d1^99d2^154 + (2 + 2a + 0a^2)d1^100d2^154 + (3 + 2a + 0a^2)d1^101d2^154 + (4 + 3a + 1a^2)d1^102d2^154 + (1 + 1a + 1a^2)d1^103d2^154 + (4 + 4a + 3a^2)d1^104d2^154 + (0 + 3a + 4a^2)d1^105d2^154 + (3 + 2a + 0a^2)d1^106d2^154 + (1 + 3a + 2a^2)d1^107d2^154 + (4 + 0a + 4a^2)d1^108d2^154 + (1 + 1a + 3a^2)d1^109d2^154 + (1 + 4a + 3a^2)d1^110d2^154 + (0 + 4a + 2a^2)d1^111d2^154 + (3 + 0a + 0a^2)d1^112d2^154 + (2 + 1a + 1a^2)d1^113d2^154 + (0 + 0a + 2a^2)d1^114d2^154 + (3 + 1a + 3a^2)d1^115d2^154 + (0 + 2a + 0a^2)d1^116d2^154 + (0 + 4a + 4a^2)d1^117d2^154 + (0 + 1a + 1a^2)d1^118d2^154 + (3 + 0a + 3a^2)d1^119d2^154 + (4 + 2a + 3a^2)d1^120d2^154 + (0 + 3a + 1a^2)d1^121d2^154 + (4 + 0a + 4a^2)d1^122d2^154 + (0 + 0a + 3a^2)d1^123d2^154 + (4 + 1a + 3a^2)d1^124d2^154 + (0 + 1a + 3a^2)d1^125d2^154 + (1 + 1a + 3a^2)d1^126d2^154 + (2 + 3a + 0a^2)d1^127d2^154 + (1 + 3a + 2a^2)d1^128d2^154 + (2 + 4a + 0a^2)d1^129d2^154 + (4 + 3a + 0a^2)d1^130d2^154 + (0 + 3a + 0a^2)d1^131d2^154 + (2 + 0a + 2a^2)d1^132d2^154 + (3 + 0a + 3a^2)d1^133d2^154 + (4 + 4a + 4a^2)d1^134d2^154 + (4 + 0a + 4a^2)d1^135d2^154 + (2 + 0a + 2a^2)d1^136d2^154 + (3 + 0a + 0a^2)d1^137d2^154 + (4 + 4a + 3a^2)d1^138d2^154 + (3 + 4a + 0a^2)d1^139d2^154 + (3 + 1a + 3a^2)d1^140d2^154 + (1 + 3a + 1a^2)d1^141d2^154 + (3 + 0a + 0a^2)d1^142d2^154 + (3 + 2a + 3a^2)d1^143d2^154 + (3 + 3a + 3a^2)d1^144d2^154 + (4 + 2a + 3a^2)d1^145d2^154 + (3 + 4a + 4a^2)d1^146d2^154 + (1 + 1a + 4a^2)d1^147d2^154 + (1 + 2a + 2a^2)d1^148d2^154 + (0 + 1a + 4a^2)d1^149d2^154 + (4 + 4a + 0a^2)d1^150d2^154 + (2 + 1a + 3a^2)d1^151d2^154 + (0 + 3a + 0a^2)d1^152d2^154 + (1 + 4a + 0a^2)d1^153d2^154 + (2 + 1a + 4a^2)d1^154d2^154 + (3 + 0a + 3a^2)d1^155d2^154 + (2 + 1a + 0a^2)d1^156d2^154 + (4 + 3a + 4a^2)d1^157d2^154 + (1 + 1a + 4a^2)d1^158d2^154 + (4 + 4a + 1a^2)d1^159d2^154 + (3 + 4a + 4a^2)d1^160d2^154 + (0 + 3a + 2a^2)d1^161d2^154 + (0 + 1a + 3a^2)d1^162d2^154 + (2 + 4a + 0a^2)d1^163d2^154 + (3 + 2a + 3a^2)d1^164d2^154 + (3 + 0a + 0a^2)d1^165d2^154 + (2 + 1a + 1a^2)d1^166d2^154 + (0 + 1a + 0a^2)d1^167d2^154 + (1 + 3a + 1a^2)d1^168d2^154 + (2 + 2a + 1a^2)d1^169d2^154 + (4 + 3a + 1a^2)d1^170d2^154 + (0 + 2a + 1a^2)d1^171d2^154 + (3 + 4a + 2a^2)d1^172d2^154 + (0 + 2a + 4a^2)d1^173d2^154 + (0 + 3a + 4a^2)d1^174d2^154 + (4 + 3a + 0a^2)d1^175d2^154 + (4 + 3a + 3a^2)d1^176d2^154 + (3 + 0a + 4a^2)d1^177d2^154 + (3 + 3a + 1a^2)d1^178d2^154 + (3 + 2a + 2a^2)d1^179d2^154 + (1 + 4a + 4a^2)d1^180d2^154 + (3 + 4a + 3a^2)d1^181d2^154 + (1 + 0a + 0a^2)d1^182d2^154 + (3 + 1a + 0a^2)d1^183d2^154 + (2 + 0a + 3a^2)d1^184d2^154 + (3 + 0a + 2a^2)d1^185d2^154 + (3 + 2a + 2a^2)d1^186d2^154 + (0 + 2a + 2a^2)d1^187d2^154 + (4 + 3a + 3a^2)d1^188d2^154 + (2 + 3a + 1a^2)d1^189d2^154 + (1 + 1a + 1a^2)d1^190d2^154 + (4 + 0a + 2a^2)d1^191d2^154 + (1 + 2a + 2a^2)d1^192d2^154 + (1 + 3a + 0a^2)d1^193d2^154 + (4 + 1a + 1a^2)d1^194d2^154 + (3 + 3a + 1a^2)d1^195d2^154 + (4 + 0a + 3a^2)d1^196d2^154 + (0 + 2a + 2a^2)d1^197d2^154 + (1 + 1a + 3a^2)d1^198d2^154 + (3 + 3a + 2a^2)d1^199d2^154 + (2 + 2a + 1a^2)d1^200d2^154 + (3 + 4a + 4a^2)d1^201d2^154 + (1 + 1a + 2a^2)d1^202d2^154 + (2 + 3a + 1a^2)d1^203d2^154 + (1 + 2a + 1a^2)d1^204d2^154 + (2 + 2a + 0a^2)d1^205d2^154 + (0 + 2a + 0a^2)d1^206d2^154 + (1 + 4a + 4a^2)d1^207d2^154 + (4 + 2a + 4a^2)d1^208d2^154 + (4 + 4a + 4a^2)d1^209d2^154 + (2 + 2a + 3a^2)d1^210d2^154 + (4 + 1a + 3a^2)d1^211d2^154 + (2 + 1a + 3a^2)d1^212d2^154 + (2 + 3a + 2a^2)d1^214d2^154 + (3 + 0a + 2a^2)d1^215d2^154 + (3 + 3a + 4a^2)d1^216d2^154 + (2 + 4a + 2a^2)d1^217d2^154 + (4 + 4a + 2a^2)d1^218d2^154 + (4 + 1a + 3a^2)d1^219d2^154 + (2 + 4a + 1a^2)d1^220d2^154 + (3 + 4a + 3a^2)d1^221d2^154 + (4 + 2a + 2a^2)d1^222d2^154 + (1 + 4a + 3a^2)d1^223d2^154 + (4 + 3a + 0a^2)d1^224d2^154 + (2 + 1a + 2a^2)d1^225d2^154 + (2 + 4a + 3a^2)d1^226d2^154 + (3 + 2a + 3a^2)d1^227d2^154 + (1 + 3a + 3a^2)d1^228d2^154 + (1 + 1a + 1a^2)d1^229d2^154 + (3 + 0a + 4a^2)d1^230d2^154 + (1 + 4a + 3a^2)d1^231d2^154 + (1 + 4a + 2a^2)d1^232d2^154 + (1 + 1a + 3a^2)d1^233d2^154 + (2 + 3a + 0a^2)d1^234d2^154 + (0 + 2a + 4a^2)d1^235d2^154 + (1 + 3a + 2a^2)d1^236d2^154 + (3 + 4a + 4a^2)d1^237d2^154 + (4 + 2a + 0a^2)d1^238d2^154 + (3 + 3a + 1a^2)d1^239d2^154 + (0 + 4a + 1a^2)d1^240d2^154 + (0 + 3a + 1a^2)d1^241d2^154 + (1 + 4a + 3a^2)d1^242d2^154 + (1 + 3a + 0a^2)d1^243d2^154 + (2 + 2a + 4a^2)d1^244d2^154 + (3 + 1a + 4a^2)d1^245d2^154 + (2 + 2a + 3a^2)d1^246d2^154 + (4 + 3a + 3a^2)d1^247d2^154 + (1 + 1a + 2a^2)d1^248d2^154 + (3 + 0a + 3a^2)d1^249d2^154 + (2 + 2a + 3a^2)d1^250d2^154 + (2 + 0a + 4a^2)d1^251d2^154 + (3 + 2a + 3a^2)d1^252d2^154 + (4 + 3a + 0a^2)d1^253d2^154 + (2 + 0a + 4a^2)d1^254d2^154 + (4 + 1a + 1a^2)d1^255d2^154 + (3 + 2a + 0a^2)d1^256d2^154 + (4 + 3a + 0a^2)d1^257d2^154 + (3 + 3a + 3a^2)d1^258d2^154 + (3 + 2a + 4a^2)d1^259d2^154 + (3 + 3a + 2a^2)d1^260d2^154 + (0 + 3a + 2a^2)d1^261d2^154 + (3 + 1a + 0a^2)d1^262d2^154 + (3 + 3a + 2a^2)d1^263d2^154 + (0 + 4a + 0a^2)d1^264d2^154 + (2 + 3a + 0a^2)d1^265d2^154 + (0 + 1a + 3a^2)d1^266d2^154 + (3 + 4a + 3a^2)d1^267d2^154 + (0 + 4a + 2a^2)d1^268d2^154 + (2 + 4a + 3a^2)d1^269d2^154 + (0 + 3a + 1a^2)d1^270d2^154 + (4 + 4a + 0a^2)d1^271d2^154 + (3 + 2a + 4a^2)d1^272d2^154 + (0 + 4a + 4a^2)d1^273d2^154 + (1 + 1a + 2a^2)d1^274d2^154 + (2 + 4a + 2a^2)d1^275d2^154 + (4 + 0a + 0a^2)d1^276d2^154 + (0 + 1a + 2a^2)d1^277d2^154 + (3 + 2a + 2a^2)d1^278d2^154 + (3 + 3a + 0a^2)d1^279d2^154 + (2 + 0a + 1a^2)d1^280d2^154 + (1 + 4a + 0a^2)d1^281d2^154 + (0 + 2a + 3a^2)d1^282d2^154 + (3 + 2a + 4a^2)d1^283d2^154 + (4 + 3a + 3a^2)d1^284d2^154 + (2 + 4a + 4a^2)d1^285d2^154 + (0 + 4a + 3a^2)d1^286d2^154 + (1 + 0a + 2a^2)d1^287d2^154 + (3 + 3a + 3a^2)d1^288d2^154 + (0 + 3a + 3a^2)d1^289d2^154 + (3 + 1a + 1a^2)d1^290d2^154 + (4 + 1a + 2a^2)d1^291d2^154 + (2 + 1a + 2a^2)d1^292d2^154 + (1 + 3a + 3a^2)d1^293d2^154 + (2 + 4a + 1a^2)d2^155 + (0 + 3a + 3a^2)d1^1d2^155 + (3 + 4a + 4a^2)d1^2d2^155 + (4 + 2a + 1a^2)d1^3d2^155 + (1 + 2a + 3a^2)d1^4d2^155 + (3 + 2a + 1a^2)d1^5d2^155 + (4 + 4a + 3a^2)d1^6d2^155 + (1 + 1a + 1a^2)d1^7d2^155 + (1 + 3a + 4a^2)d1^8d2^155 + (3 + 4a + 3a^2)d1^9d2^155 + (1 + 3a + 1a^2)d1^10d2^155 + (3 + 0a + 1a^2)d1^11d2^155 + (1 + 0a + 3a^2)d1^12d2^155 + (3 + 0a + 1a^2)d1^13d2^155 + (0 + 2a + 4a^2)d1^14d2^155 + (4 + 4a + 2a^2)d1^15d2^155 + (3 + 4a + 1a^2)d1^16d2^155 + (2 + 4a + 3a^2)d1^17d2^155 + (4 + 3a + 3a^2)d1^18d2^155 + (4 + 0a + 4a^2)d1^19d2^155 + (0 + 4a + 3a^2)d1^20d2^155 + (3 + 1a + 0a^2)d1^21d2^155 + (2 + 3a + 4a^2)d1^22d2^155 + (4 + 2a + 1a^2)d1^23d2^155 + (0 + 1a + 0a^2)d1^24d2^155 + (3 + 1a + 1a^2)d1^25d2^155 + (0 + 1a + 0a^2)d1^26d2^155 + (4 + 1a + 2a^2)d1^27d2^155 + (0 + 2a + 4a^2)d1^28d2^155 + (2 + 3a + 0a^2)d1^29d2^155 + (0 + 0a + 3a^2)d1^30d2^155 + (0 + 3a + 4a^2)d1^31d2^155 + (0 + 2a + 2a^2)d1^32d2^155 + (0 + 2a + 0a^2)d1^33d2^155 + (2 + 1a + 1a^2)d1^34d2^155 + (4 + 4a + 4a^2)d1^35d2^155 + (0 + 2a + 4a^2)d1^36d2^155 + (3 + 1a + 1a^2)d1^37d2^155 + (2 + 0a + 2a^2)d1^38d2^155 + (4 + 0a + 3a^2)d1^39d2^155 + (3 + 1a + 3a^2)d1^40d2^155 + (0 + 1a + 1a^2)d1^41d2^155 + (4 + 4a + 0a^2)d1^42d2^155 + (4 + 1a + 4a^2)d1^43d2^155 + (0 + 4a + 4a^2)d1^44d2^155 + (2 + 3a + 2a^2)d1^45d2^155 + (2 + 2a + 4a^2)d1^46d2^155 + (1 + 0a + 0a^2)d1^47d2^155 + (1 + 3a + 0a^2)d1^48d2^155 + (0 + 2a + 4a^2)d1^49d2^155 + (1 + 4a + 2a^2)d1^50d2^155 + (3 + 4a + 3a^2)d1^51d2^155 + (3 + 2a + 3a^2)d1^52d2^155 + (0 + 3a + 1a^2)d1^53d2^155 + (4 + 2a + 1a^2)d1^54d2^155 + (4 + 2a + 3a^2)d1^55d2^155 + (2 + 3a + 4a^2)d1^56d2^155 + (2 + 4a + 0a^2)d1^57d2^155 + (4 + 0a + 0a^2)d1^58d2^155 + (2 + 1a + 0a^2)d1^59d2^155 + (1 + 0a + 1a^2)d1^60d2^155 + (3 + 3a + 3a^2)d1^61d2^155 + (2 + 2a + 1a^2)d1^62d2^155 + (2 + 0a + 3a^2)d1^63d2^155 + (0 + 2a + 1a^2)d1^64d2^155 + (0 + 4a + 4a^2)d1^65d2^155 + (1 + 4a + 2a^2)d1^66d2^155 + (0 + 3a + 4a^2)d1^67d2^155 + (3 + 3a + 3a^2)d1^68d2^155 + (1 + 0a + 1a^2)d1^69d2^155 + (3 + 1a + 2a^2)d1^71d2^155 + (1 + 0a + 1a^2)d1^72d2^155 + (2 + 1a + 1a^2)d1^73d2^155 + (2 + 4a + 4a^2)d1^74d2^155 + (2 + 0a + 1a^2)d1^75d2^155 + (3 + 0a + 1a^2)d1^76d2^155 + (3 + 4a + 3a^2)d1^77d2^155 + (4 + 0a + 2a^2)d1^78d2^155 + (1 + 4a + 2a^2)d1^79d2^155 + (2 + 1a + 3a^2)d1^80d2^155 + (3 + 4a + 1a^2)d1^81d2^155 + (1 + 2a + 0a^2)d1^82d2^155 + (2 + 2a + 1a^2)d1^83d2^155 + (0 + 1a + 0a^2)d1^84d2^155 + (3 + 4a + 4a^2)d1^85d2^155 + (0 + 3a + 3a^2)d1^86d2^155 + (3 + 3a + 0a^2)d1^87d2^155 + (4 + 1a + 4a^2)d1^88d2^155 + (4 + 0a + 0a^2)d1^89d2^155 + (4 + 1a + 3a^2)d1^90d2^155 + (3 + 0a + 2a^2)d1^91d2^155 + (4 + 4a + 0a^2)d1^92d2^155 + (3 + 1a + 0a^2)d1^93d2^155 + (4 + 4a + 2a^2)d1^94d2^155 + (3 + 2a + 3a^2)d1^95d2^155 + (1 + 4a + 4a^2)d1^96d2^155 + (4 + 1a + 3a^2)d1^97d2^155 + (3 + 4a + 1a^2)d1^98d2^155 + (4 + 3a + 0a^2)d1^99d2^155 + (4 + 4a + 0a^2)d1^100d2^155 + (4 + 1a + 4a^2)d1^101d2^155 + (2 + 2a + 2a^2)d1^102d2^155 + (4 + 4a + 0a^2)d1^103d2^155 + (4 + 4a + 0a^2)d1^104d2^155 + (4 + 0a + 4a^2)d1^105d2^155 + (1 + 3a + 0a^2)d1^106d2^155 + (2 + 1a + 0a^2)d1^107d2^155 + (0 + 0a + 2a^2)d1^108d2^155 + (2 + 3a + 4a^2)d1^109d2^155 + (2 + 4a + 4a^2)d1^110d2^155 + (1 + 4a + 2a^2)d1^111d2^155 + (1 + 4a + 2a^2)d1^112d2^155 + (2 + 0a + 2a^2)d1^113d2^155 + (1 + 2a + 3a^2)d1^114d2^155 + (4 + 4a + 0a^2)d1^115d2^155 + (1 + 0a + 3a^2)d1^116d2^155 + (0 + 3a + 1a^2)d1^117d2^155 + (4 + 1a + 4a^2)d1^118d2^155 + (0 + 1a + 1a^2)d1^119d2^155 + (0 + 4a + 4a^2)d1^120d2^155 + (4 + 2a + 1a^2)d1^121d2^155 + (0 + 4a + 1a^2)d1^122d2^155 + (1 + 1a + 2a^2)d1^123d2^155 + (0 + 4a + 1a^2)d1^124d2^155 + (2 + 2a + 0a^2)d1^125d2^155 + (3 + 3a + 2a^2)d1^126d2^155 + (0 + 1a + 3a^2)d1^127d2^155 + (2 + 1a + 0a^2)d1^128d2^155 + (4 + 1a + 4a^2)d1^129d2^155 + (4 + 3a + 4a^2)d1^130d2^155 + (4 + 1a + 4a^2)d1^131d2^155 + (0 + 0a + 1a^2)d1^132d2^155 + (1 + 0a + 1a^2)d1^133d2^155 + (3 + 0a + 4a^2)d1^134d2^155 + (3 + 4a + 1a^2)d1^135d2^155 + (2 + 1a + 3a^2)d1^136d2^155 + (3 + 1a + 1a^2)d1^137d2^155 + (3 + 0a + 2a^2)d1^138d2^155 + (3 + 0a + 0a^2)d1^139d2^155 + (1 + 3a + 0a^2)d1^140d2^155 + (0 + 3a + 3a^2)d1^141d2^155 + (2 + 2a + 1a^2)d1^142d2^155 + (4 + 0a + 0a^2)d1^143d2^155 + (3 + 4a + 3a^2)d1^144d2^155 + (0 + 4a + 3a^2)d1^145d2^155 + (3 + 1a + 2a^2)d1^146d2^155 + (4 + 1a + 1a^2)d1^147d2^155 + (1 + 3a + 1a^2)d1^148d2^155 + (3 + 0a + 0a^2)d1^149d2^155 + (1 + 4a + 2a^2)d1^150d2^155 + (0 + 3a + 0a^2)d1^151d2^155 + (2 + 2a + 1a^2)d1^152d2^155 + (4 + 0a + 4a^2)d1^153d2^155 + (0 + 3a + 4a^2)d1^154d2^155 + (0 + 4a + 0a^2)d1^155d2^155 + (0 + 0a + 1a^2)d1^156d2^155 + (0 + 3a + 1a^2)d1^157d2^155 + (1 + 3a + 2a^2)d1^158d2^155 + (0 + 4a + 0a^2)d1^159d2^155 + (1 + 0a + 2a^2)d1^160d2^155 + (3 + 2a + 1a^2)d1^161d2^155 + (3 + 1a + 2a^2)d1^162d2^155 + (2 + 0a + 4a^2)d1^164d2^155 + (4 + 1a + 4a^2)d1^165d2^155 + (4 + 2a + 1a^2)d1^166d2^155 + (3 + 3a + 0a^2)d1^167d2^155 + (0 + 2a + 2a^2)d1^168d2^155 + (1 + 2a + 2a^2)d1^169d2^155 + (2 + 4a + 0a^2)d1^170d2^155 + (2 + 0a + 2a^2)d1^171d2^155 + (2 + 4a + 1a^2)d1^172d2^155 + (2 + 1a + 0a^2)d1^173d2^155 + (4 + 0a + 4a^2)d1^174d2^155 + (3 + 2a + 1a^2)d1^175d2^155 + (1 + 3a + 4a^2)d1^176d2^155 + (1 + 2a + 0a^2)d1^177d2^155 + (0 + 2a + 3a^2)d1^178d2^155 + (2 + 2a + 0a^2)d1^179d2^155 + (3 + 2a + 0a^2)d1^180d2^155 + (4 + 0a + 4a^2)d1^181d2^155 + (1 + 4a + 2a^2)d1^182d2^155 + (0 + 1a + 1a^2)d1^183d2^155 + (4 + 1a + 2a^2)d1^184d2^155 + (3 + 0a + 3a^2)d1^185d2^155 + (4 + 1a + 2a^2)d1^187d2^155 + (4 + 0a + 3a^2)d1^188d2^155 + (3 + 0a + 2a^2)d1^189d2^155 + (1 + 0a + 1a^2)d1^190d2^155 + (1 + 4a + 0a^2)d1^191d2^155 + (4 + 3a + 0a^2)d1^192d2^155 + (3 + 3a + 4a^2)d1^193d2^155 + (0 + 2a + 2a^2)d1^194d2^155 + (1 + 4a + 1a^2)d1^195d2^155 + (1 + 3a + 0a^2)d1^196d2^155 + (2 + 0a + 1a^2)d1^197d2^155 + (4 + 1a + 1a^2)d1^198d2^155 + (2 + 4a + 3a^2)d1^199d2^155 + (1 + 3a + 3a^2)d1^200d2^155 + (4 + 1a + 4a^2)d1^201d2^155 + (3 + 2a + 0a^2)d1^202d2^155 + (1 + 4a + 0a^2)d1^203d2^155 + (1 + 0a + 3a^2)d1^204d2^155 + (4 + 1a + 3a^2)d1^205d2^155 + (1 + 2a + 4a^2)d1^206d2^155 + (0 + 1a + 4a^2)d1^207d2^155 + (1 + 0a + 0a^2)d1^208d2^155 + (3 + 3a + 3a^2)d1^209d2^155 + (4 + 4a + 1a^2)d1^210d2^155 + (2 + 3a + 3a^2)d1^211d2^155 + (4 + 3a + 2a^2)d1^212d2^155 + (4 + 3a + 4a^2)d1^213d2^155 + (0 + 2a + 2a^2)d1^214d2^155 + (4 + 4a + 1a^2)d1^215d2^155 + (1 + 3a + 3a^2)d1^216d2^155 + (3 + 0a + 0a^2)d1^217d2^155 + (1 + 3a + 4a^2)d1^218d2^155 + (4 + 2a + 0a^2)d1^219d2^155 + (0 + 0a + 1a^2)d1^220d2^155 + (3 + 4a + 0a^2)d1^221d2^155 + (4 + 0a + 4a^2)d1^222d2^155 + (0 + 1a + 1a^2)d1^223d2^155 + (2 + 2a + 0a^2)d1^224d2^155 + (3 + 2a + 4a^2)d1^225d2^155 + (1 + 2a + 0a^2)d1^226d2^155 + (1 + 3a + 0a^2)d1^228d2^155 + (0 + 2a + 0a^2)d1^229d2^155 + (1 + 4a + 4a^2)d1^230d2^155 + (4 + 2a + 3a^2)d1^231d2^155 + (2 + 2a + 4a^2)d1^232d2^155 + (4 + 4a + 1a^2)d1^233d2^155 + (0 + 0a + 4a^2)d1^234d2^155 + (2 + 3a + 4a^2)d1^235d2^155 + (0 + 3a + 4a^2)d1^236d2^155 + (3 + 2a + 3a^2)d1^237d2^155 + (2 + 1a + 3a^2)d1^238d2^155 + (4 + 2a + 4a^2)d1^239d2^155 + (1 + 3a + 0a^2)d1^240d2^155 + (2 + 2a + 2a^2)d1^241d2^155 + (0 + 1a + 1a^2)d1^242d2^155 + (4 + 0a + 3a^2)d1^243d2^155 + (2 + 0a + 1a^2)d1^244d2^155 + (3 + 2a + 1a^2)d1^245d2^155 + (1 + 2a + 2a^2)d1^246d2^155 + (4 + 2a + 3a^2)d1^247d2^155 + (2 + 0a + 3a^2)d1^248d2^155 + (1 + 4a + 2a^2)d1^249d2^155 + (2 + 3a + 1a^2)d1^250d2^155 + (0 + 3a + 4a^2)d1^251d2^155 + (4 + 2a + 1a^2)d1^252d2^155 + (1 + 0a + 2a^2)d1^253d2^155 + (0 + 2a + 3a^2)d1^254d2^155 + (3 + 3a + 1a^2)d1^255d2^155 + (4 + 1a + 2a^2)d1^256d2^155 + (0 + 4a + 4a^2)d1^257d2^155 + (0 + 4a + 4a^2)d1^258d2^155 + (0 + 0a + 2a^2)d1^259d2^155 + (1 + 2a + 2a^2)d1^260d2^155 + (0 + 0a + 2a^2)d1^261d2^155 + (4 + 4a + 3a^2)d1^262d2^155 + (2 + 3a + 3a^2)d1^263d2^155 + (2 + 2a + 1a^2)d1^264d2^155 + (2 + 1a + 3a^2)d1^265d2^155 + (4 + 4a + 1a^2)d1^266d2^155 + (4 + 4a + 2a^2)d1^267d2^155 + (1 + 1a + 1a^2)d1^268d2^155 + (1 + 2a + 0a^2)d1^269d2^155 + (1 + 2a + 0a^2)d1^270d2^155 + (2 + 1a + 4a^2)d1^271d2^155 + (0 + 0a + 4a^2)d1^272d2^155 + (4 + 2a + 0a^2)d1^273d2^155 + (0 + 2a + 2a^2)d1^274d2^155 + (2 + 1a + 3a^2)d1^275d2^155 + (3 + 2a + 3a^2)d1^276d2^155 + (3 + 4a + 0a^2)d1^277d2^155 + (3 + 3a + 4a^2)d1^278d2^155 + (2 + 4a + 3a^2)d1^279d2^155 + (4 + 3a + 1a^2)d1^280d2^155 + (0 + 4a + 2a^2)d1^281d2^155 + (3 + 1a + 4a^2)d1^282d2^155 + (4 + 2a + 1a^2)d1^283d2^155 + (1 + 4a + 1a^2)d1^284d2^155 + (3 + 2a + 2a^2)d1^285d2^155 + (4 + 4a + 2a^2)d1^286d2^155 + (3 + 2a + 2a^2)d1^287d2^155 + (1 + 1a + 2a^2)d1^288d2^155 + (2 + 0a + 0a^2)d1^289d2^155 + (0 + 0a + 2a^2)d1^290d2^155 + (1 + 1a + 2a^2)d1^291d2^155 + (2 + 4a + 4a^2)d1^292d2^155 + (1 + 3a + 4a^2)d1^293d2^155 + (1 + 0a + 2a^2)d2^156 + (4 + 2a + 3a^2)d1^1d2^156 + (1 + 2a + 2a^2)d1^2d2^156 + (3 + 2a + 2a^2)d1^3d2^156 + (3 + 2a + 3a^2)d1^4d2^156 + (0 + 2a + 1a^2)d1^5d2^156 + (1 + 0a + 0a^2)d1^6d2^156 + (0 + 1a + 3a^2)d1^7d2^156 + (4 + 0a + 0a^2)d1^8d2^156 + (0 + 3a + 1a^2)d1^9d2^156 + (3 + 0a + 4a^2)d1^10d2^156 + (0 + 2a + 0a^2)d1^11d2^156 + (0 + 2a + 2a^2)d1^12d2^156 + (4 + 4a + 3a^2)d1^13d2^156 + (3 + 1a + 0a^2)d1^14d2^156 + (2 + 0a + 3a^2)d1^15d2^156 + (3 + 4a + 1a^2)d1^16d2^156 + (2 + 4a + 3a^2)d1^17d2^156 + (2 + 1a + 0a^2)d1^18d2^156 + (1 + 2a + 0a^2)d1^20d2^156 + (3 + 3a + 1a^2)d1^21d2^156 + (2 + 4a + 3a^2)d1^22d2^156 + (1 + 3a + 2a^2)d1^23d2^156 + (0 + 1a + 0a^2)d1^24d2^156 + (0 + 0a + 3a^2)d1^25d2^156 + (1 + 4a + 2a^2)d1^26d2^156 + (2 + 3a + 2a^2)d1^27d2^156 + (4 + 3a + 0a^2)d1^28d2^156 + (3 + 4a + 3a^2)d1^29d2^156 + (1 + 3a + 1a^2)d1^30d2^156 + (3 + 1a + 3a^2)d1^31d2^156 + (0 + 4a + 2a^2)d1^32d2^156 + (0 + 3a + 1a^2)d1^33d2^156 + (1 + 0a + 0a^2)d1^35d2^156 + (1 + 1a + 3a^2)d1^36d2^156 + (1 + 0a + 3a^2)d1^37d2^156 + (4 + 4a + 0a^2)d1^38d2^156 + (4 + 0a + 4a^2)d1^39d2^156 + (4 + 2a + 3a^2)d1^40d2^156 + (2 + 0a + 1a^2)d1^41d2^156 + (4 + 3a + 3a^2)d1^42d2^156 + (4 + 0a + 1a^2)d1^43d2^156 + (4 + 2a + 2a^2)d1^44d2^156 + (0 + 1a + 0a^2)d1^45d2^156 + (3 + 1a + 2a^2)d1^46d2^156 + (0 + 4a + 1a^2)d1^47d2^156 + (2 + 2a + 1a^2)d1^48d2^156 + (1 + 2a + 2a^2)d1^49d2^156 + (2 + 2a + 3a^2)d1^50d2^156 + (2 + 4a + 2a^2)d1^51d2^156 + (4 + 2a + 3a^2)d1^52d2^156 + (4 + 0a + 2a^2)d1^53d2^156 + (2 + 1a + 4a^2)d1^54d2^156 + (3 + 1a + 1a^2)d1^55d2^156 + (3 + 1a + 2a^2)d1^56d2^156 + (1 + 1a + 0a^2)d1^57d2^156 + (0 + 2a + 1a^2)d1^58d2^156 + (2 + 4a + 2a^2)d1^59d2^156 + (1 + 1a + 2a^2)d1^60d2^156 + (2 + 0a + 4a^2)d1^61d2^156 + (0 + 4a + 2a^2)d1^62d2^156 + (0 + 0a + 4a^2)d1^63d2^156 + (4 + 1a + 4a^2)d1^64d2^156 + (2 + 0a + 2a^2)d1^65d2^156 + (0 + 4a + 4a^2)d1^66d2^156 + (1 + 0a + 3a^2)d1^68d2^156 + (0 + 2a + 2a^2)d1^69d2^156 + (0 + 4a + 0a^2)d1^70d2^156 + (1 + 4a + 4a^2)d1^71d2^156 + (4 + 4a + 4a^2)d1^72d2^156 + (1 + 0a + 3a^2)d1^73d2^156 + (2 + 1a + 1a^2)d1^74d2^156 + (4 + 3a + 2a^2)d1^75d2^156 + (4 + 4a + 4a^2)d1^76d2^156 + (2 + 1a + 3a^2)d1^77d2^156 + (2 + 3a + 4a^2)d1^78d2^156 + (4 + 1a + 3a^2)d1^79d2^156 + (1 + 2a + 2a^2)d1^80d2^156 + (0 + 2a + 1a^2)d1^81d2^156 + (0 + 4a + 2a^2)d1^82d2^156 + (4 + 1a + 3a^2)d1^83d2^156 + (3 + 4a + 0a^2)d1^84d2^156 + (0 + 3a + 0a^2)d1^85d2^156 + (0 + 4a + 1a^2)d1^86d2^156 + (1 + 2a + 0a^2)d1^87d2^156 + (3 + 4a + 0a^2)d1^88d2^156 + (0 + 1a + 4a^2)d1^89d2^156 + (0 + 0a + 2a^2)d1^90d2^156 + (1 + 4a + 1a^2)d1^91d2^156 + (2 + 1a + 0a^2)d1^93d2^156 + (0 + 2a + 1a^2)d1^94d2^156 + (3 + 2a + 4a^2)d1^95d2^156 + (0 + 0a + 1a^2)d1^96d2^156 + (3 + 4a + 2a^2)d1^97d2^156 + (0 + 4a + 1a^2)d1^98d2^156 + (0 + 2a + 0a^2)d1^99d2^156 + (4 + 4a + 0a^2)d1^100d2^156 + (4 + 4a + 1a^2)d1^101d2^156 + (4 + 4a + 4a^2)d1^102d2^156 + (1 + 3a + 4a^2)d1^103d2^156 + (3 + 2a + 4a^2)d1^104d2^156 + (2 + 4a + 1a^2)d1^105d2^156 + (1 + 4a + 4a^2)d1^106d2^156 + (0 + 3a + 4a^2)d1^107d2^156 + (2 + 2a + 1a^2)d1^108d2^156 + (0 + 2a + 2a^2)d1^109d2^156 + (1 + 1a + 2a^2)d1^110d2^156 + (1 + 2a + 4a^2)d1^111d2^156 + (3 + 4a + 1a^2)d1^112d2^156 + (3 + 2a + 0a^2)d1^113d2^156 + (4 + 0a + 4a^2)d1^114d2^156 + (3 + 0a + 3a^2)d1^115d2^156 + (4 + 4a + 4a^2)d1^116d2^156 + (1 + 4a + 2a^2)d1^117d2^156 + (3 + 2a + 0a^2)d1^118d2^156 + (1 + 3a + 1a^2)d1^119d2^156 + (4 + 4a + 4a^2)d1^120d2^156 + (0 + 3a + 4a^2)d1^121d2^156 + (4 + 1a + 0a^2)d1^122d2^156 + (0 + 1a + 4a^2)d1^123d2^156 + (3 + 2a + 1a^2)d1^124d2^156 + (3 + 1a + 4a^2)d1^125d2^156 + (0 + 2a + 0a^2)d1^126d2^156 + (2 + 4a + 1a^2)d1^127d2^156 + (4 + 0a + 2a^2)d1^128d2^156 + (3 + 1a + 3a^2)d1^129d2^156 + (0 + 2a + 4a^2)d1^130d2^156 + (1 + 0a + 0a^2)d1^131d2^156 + (0 + 1a + 3a^2)d1^132d2^156 + (2 + 0a + 3a^2)d1^133d2^156 + (4 + 1a + 2a^2)d1^134d2^156 + (4 + 1a + 1a^2)d1^135d2^156 + (3 + 2a + 3a^2)d1^136d2^156 + (4 + 3a + 4a^2)d1^137d2^156 + (1 + 1a + 2a^2)d1^138d2^156 + (4 + 4a + 0a^2)d1^139d2^156 + (4 + 4a + 2a^2)d1^140d2^156 + (3 + 3a + 0a^2)d1^141d2^156 + (1 + 2a + 1a^2)d1^142d2^156 + (4 + 4a + 3a^2)d1^143d2^156 + (4 + 4a + 0a^2)d1^144d2^156 + (1 + 0a + 4a^2)d1^145d2^156 + (3 + 0a + 2a^2)d1^146d2^156 + (0 + 0a + 1a^2)d1^147d2^156 + (1 + 4a + 0a^2)d1^148d2^156 + (2 + 3a + 0a^2)d1^149d2^156 + (0 + 2a + 2a^2)d1^150d2^156 + (3 + 4a + 3a^2)d1^151d2^156 + (4 + 4a + 4a^2)d1^152d2^156 + (4 + 3a + 3a^2)d1^153d2^156 + (4 + 1a + 2a^2)d1^154d2^156 + (2 + 1a + 3a^2)d1^155d2^156 + (4 + 4a + 3a^2)d1^156d2^156 + (4 + 2a + 4a^2)d1^157d2^156 + (2 + 2a + 0a^2)d1^158d2^156 + (4 + 4a + 2a^2)d1^159d2^156 + (3 + 1a + 1a^2)d1^160d2^156 + (1 + 0a + 4a^2)d1^161d2^156 + (1 + 0a + 0a^2)d1^162d2^156 + (0 + 0a + 4a^2)d1^163d2^156 + (2 + 0a + 1a^2)d1^164d2^156 + (0 + 2a + 2a^2)d1^165d2^156 + (1 + 2a + 4a^2)d1^166d2^156 + (4 + 3a + 1a^2)d1^167d2^156 + (2 + 0a + 1a^2)d1^168d2^156 + (1 + 0a + 0a^2)d1^169d2^156 + (1 + 1a + 1a^2)d1^170d2^156 + (0 + 4a + 3a^2)d1^171d2^156 + (2 + 2a + 4a^2)d1^172d2^156 + (2 + 3a + 1a^2)d1^173d2^156 + (4 + 2a + 1a^2)d1^174d2^156 + (4 + 0a + 4a^2)d1^175d2^156 + (0 + 0a + 2a^2)d1^176d2^156 + (0 + 0a + 1a^2)d1^177d2^156 + (3 + 2a + 2a^2)d1^178d2^156 + (2 + 1a + 4a^2)d1^179d2^156 + (4 + 4a + 1a^2)d1^180d2^156 + (3 + 1a + 4a^2)d1^181d2^156 + (2 + 2a + 4a^2)d1^182d2^156 + (0 + 0a + 2a^2)d1^183d2^156 + (2 + 3a + 0a^2)d1^184d2^156 + (4 + 2a + 2a^2)d1^185d2^156 + (2 + 2a + 4a^2)d1^186d2^156 + (1 + 0a + 4a^2)d1^187d2^156 + (3 + 1a + 4a^2)d1^188d2^156 + (2 + 3a + 0a^2)d1^189d2^156 + (3 + 3a + 0a^2)d1^190d2^156 + (3 + 2a + 2a^2)d1^191d2^156 + (3 + 3a + 3a^2)d1^192d2^156 + (0 + 3a + 0a^2)d1^193d2^156 + (4 + 2a + 1a^2)d1^194d2^156 + (0 + 0a + 4a^2)d1^195d2^156 + (0 + 2a + 4a^2)d1^196d2^156 + (0 + 0a + 3a^2)d1^197d2^156 + (1 + 0a + 2a^2)d1^198d2^156 + (2 + 1a + 3a^2)d1^199d2^156 + (2 + 0a + 0a^2)d1^200d2^156 + (4 + 2a + 4a^2)d1^201d2^156 + (3 + 1a + 4a^2)d1^202d2^156 + (4 + 4a + 4a^2)d1^203d2^156 + (2 + 3a + 1a^2)d1^204d2^156 + (4 + 0a + 1a^2)d1^205d2^156 + (3 + 3a + 0a^2)d1^206d2^156 + (3 + 1a + 0a^2)d1^207d2^156 + (1 + 4a + 2a^2)d1^208d2^156 + (1 + 0a + 4a^2)d1^209d2^156 + (3 + 1a + 3a^2)d1^210d2^156 + (3 + 4a + 3a^2)d1^211d2^156 + (3 + 3a + 0a^2)d1^212d2^156 + (0 + 3a + 2a^2)d1^213d2^156 + (2 + 1a + 1a^2)d1^214d2^156 + (2 + 4a + 4a^2)d1^215d2^156 + (2 + 4a + 1a^2)d1^216d2^156 + (0 + 4a + 3a^2)d1^217d2^156 + (1 + 0a + 4a^2)d1^218d2^156 + (3 + 1a + 1a^2)d1^219d2^156 + (3 + 4a + 4a^2)d1^220d2^156 + (2 + 4a + 2a^2)d1^221d2^156 + (4 + 4a + 2a^2)d1^222d2^156 + (0 + 1a + 0a^2)d1^223d2^156 + (2 + 3a + 3a^2)d1^224d2^156 + (4 + 1a + 0a^2)d1^225d2^156 + (1 + 2a + 3a^2)d1^226d2^156 + (4 + 4a + 1a^2)d1^227d2^156 + (2 + 0a + 2a^2)d1^228d2^156 + (0 + 1a + 2a^2)d1^229d2^156 + (1 + 3a + 3a^2)d1^230d2^156 + (0 + 4a + 4a^2)d1^231d2^156 + (4 + 4a + 4a^2)d1^232d2^156 + (0 + 1a + 4a^2)d1^233d2^156 + (1 + 2a + 0a^2)d1^234d2^156 + (3 + 2a + 3a^2)d1^235d2^156 + (2 + 1a + 4a^2)d1^236d2^156 + (2 + 1a + 3a^2)d1^237d2^156 + (1 + 3a + 0a^2)d1^238d2^156 + (1 + 3a + 2a^2)d1^239d2^156 + (2 + 0a + 0a^2)d1^240d2^156 + (2 + 4a + 4a^2)d1^241d2^156 + (3 + 3a + 3a^2)d1^242d2^156 + (1 + 2a + 1a^2)d1^243d2^156 + (1 + 2a + 3a^2)d1^244d2^156 + (1 + 4a + 4a^2)d1^245d2^156 + (4 + 0a + 1a^2)d1^246d2^156 + (2 + 2a + 2a^2)d1^247d2^156 + (1 + 1a + 3a^2)d1^248d2^156 + (1 + 4a + 0a^2)d1^249d2^156 + (3 + 4a + 4a^2)d1^250d2^156 + (0 + 3a + 2a^2)d1^251d2^156 + (3 + 4a + 1a^2)d1^252d2^156 + (0 + 4a + 2a^2)d1^253d2^156 + (2 + 0a + 0a^2)d1^254d2^156 + (0 + 0a + 3a^2)d1^255d2^156 + (2 + 1a + 3a^2)d1^256d2^156 + (0 + 0a + 1a^2)d1^257d2^156 + (2 + 4a + 1a^2)d1^258d2^156 + (0 + 1a + 1a^2)d1^259d2^156 + (3 + 0a + 3a^2)d1^260d2^156 + (3 + 0a + 0a^2)d1^261d2^156 + (0 + 4a + 2a^2)d1^262d2^156 + (2 + 4a + 1a^2)d1^263d2^156 + (3 + 3a + 0a^2)d1^264d2^156 + (1 + 3a + 2a^2)d1^265d2^156 + (2 + 3a + 0a^2)d1^266d2^156 + (0 + 1a + 2a^2)d1^267d2^156 + (0 + 4a + 0a^2)d1^268d2^156 + (3 + 4a + 2a^2)d1^269d2^156 + (3 + 1a + 1a^2)d1^270d2^156 + (2 + 2a + 4a^2)d1^271d2^156 + (3 + 0a + 4a^2)d1^272d2^156 + (1 + 2a + 2a^2)d1^273d2^156 + (4 + 0a + 0a^2)d1^274d2^156 + (1 + 4a + 2a^2)d1^275d2^156 + (0 + 2a + 2a^2)d1^276d2^156 + (3 + 1a + 3a^2)d1^277d2^156 + (2 + 4a + 3a^2)d1^278d2^156 + (4 + 3a + 3a^2)d1^279d2^156 + (0 + 4a + 1a^2)d1^280d2^156 + (0 + 1a + 0a^2)d1^281d2^156 + (4 + 2a + 0a^2)d1^282d2^156 + (0 + 1a + 3a^2)d1^283d2^156 + (1 + 2a + 0a^2)d1^284d2^156 + (3 + 0a + 4a^2)d1^285d2^156 + (2 + 0a + 0a^2)d1^286d2^156 + (3 + 0a + 1a^2)d1^287d2^156 + (4 + 0a + 1a^2)d1^288d2^156 + (3 + 4a + 3a^2)d1^289d2^156 + (2 + 4a + 4a^2)d1^290d2^156 + (3 + 4a + 1a^2)d1^291d2^156 + (0 + 3a + 0a^2)d1^292d2^156 + (4 + 2a + 2a^2)d1^293d2^156 + (4 + 3a + 3a^2)d2^157 + (2 + 4a + 0a^2)d1^1d2^157 + (4 + 3a + 0a^2)d1^2d2^157 + (0 + 2a + 3a^2)d1^3d2^157 + (0 + 1a + 3a^2)d1^4d2^157 + (4 + 1a + 1a^2)d1^5d2^157 + (3 + 1a + 0a^2)d1^6d2^157 + (2 + 0a + 2a^2)d1^7d2^157 + (1 + 2a + 0a^2)d1^8d2^157 + (0 + 3a + 3a^2)d1^9d2^157 + (1 + 2a + 0a^2)d1^10d2^157 + (0 + 0a + 1a^2)d1^11d2^157 + (4 + 4a + 4a^2)d1^12d2^157 + (1 + 1a + 2a^2)d1^13d2^157 + (4 + 3a + 0a^2)d1^14d2^157 + (1 + 0a + 2a^2)d1^15d2^157 + (0 + 2a + 3a^2)d1^16d2^157 + (2 + 2a + 3a^2)d1^17d2^157 + (4 + 4a + 0a^2)d1^18d2^157 + (0 + 2a + 1a^2)d1^19d2^157 + (4 + 3a + 1a^2)d1^20d2^157 + (1 + 2a + 1a^2)d1^21d2^157 + (4 + 1a + 2a^2)d1^22d2^157 + (2 + 1a + 0a^2)d1^23d2^157 + (4 + 4a + 4a^2)d1^24d2^157 + (2 + 4a + 0a^2)d1^25d2^157 + (3 + 2a + 4a^2)d1^26d2^157 + (4 + 3a + 1a^2)d1^27d2^157 + (0 + 1a + 3a^2)d1^28d2^157 + (0 + 2a + 4a^2)d1^29d2^157 + (0 + 1a + 4a^2)d1^30d2^157 + (0 + 1a + 3a^2)d1^31d2^157 + (4 + 1a + 2a^2)d1^32d2^157 + (2 + 4a + 4a^2)d1^33d2^157 + (4 + 2a + 3a^2)d1^34d2^157 + (3 + 3a + 2a^2)d1^35d2^157 + (4 + 1a + 3a^2)d1^36d2^157 + (0 + 3a + 2a^2)d1^37d2^157 + (0 + 1a + 1a^2)d1^38d2^157 + (2 + 4a + 3a^2)d1^39d2^157 + (1 + 0a + 0a^2)d1^40d2^157 + (2 + 3a + 3a^2)d1^41d2^157 + (0 + 0a + 1a^2)d1^42d2^157 + (1 + 1a + 0a^2)d1^43d2^157 + (4 + 3a + 1a^2)d1^44d2^157 + (3 + 3a + 2a^2)d1^46d2^157 + (3 + 4a + 1a^2)d1^47d2^157 + (3 + 0a + 1a^2)d1^48d2^157 + (1 + 4a + 4a^2)d1^49d2^157 + (1 + 3a + 3a^2)d1^50d2^157 + (2 + 0a + 3a^2)d1^51d2^157 + (2 + 3a + 2a^2)d1^52d2^157 + (3 + 1a + 2a^2)d1^53d2^157 + (3 + 4a + 1a^2)d1^54d2^157 + (1 + 3a + 4a^2)d1^55d2^157 + (0 + 2a + 0a^2)d1^56d2^157 + (2 + 2a + 3a^2)d1^57d2^157 + (0 + 2a + 4a^2)d1^58d2^157 + (2 + 3a + 4a^2)d1^59d2^157 + (1 + 4a + 1a^2)d1^60d2^157 + (4 + 1a + 2a^2)d1^61d2^157 + (2 + 3a + 1a^2)d1^62d2^157 + (3 + 0a + 2a^2)d1^63d2^157 + (1 + 3a + 1a^2)d1^64d2^157 + (0 + 1a + 3a^2)d1^65d2^157 + (2 + 0a + 2a^2)d1^66d2^157 + (3 + 0a + 4a^2)d1^67d2^157 + (0 + 0a + 4a^2)d1^68d2^157 + (1 + 4a + 4a^2)d1^69d2^157 + (3 + 4a + 3a^2)d1^70d2^157 + (4 + 2a + 0a^2)d1^71d2^157 + (4 + 4a + 3a^2)d1^72d2^157 + (0 + 1a + 2a^2)d1^73d2^157 + (4 + 4a + 2a^2)d1^74d2^157 + (4 + 1a + 3a^2)d1^75d2^157 + (0 + 2a + 0a^2)d1^76d2^157 + (4 + 0a + 0a^2)d1^77d2^157 + (2 + 0a + 0a^2)d1^78d2^157 + (4 + 3a + 3a^2)d1^79d2^157 + (3 + 3a + 1a^2)d1^80d2^157 + (1 + 4a + 0a^2)d1^82d2^157 + (0 + 4a + 4a^2)d1^83d2^157 + (4 + 2a + 2a^2)d1^84d2^157 + (0 + 4a + 0a^2)d1^85d2^157 + (2 + 1a + 0a^2)d1^86d2^157 + (2 + 3a + 1a^2)d1^87d2^157 + (0 + 3a + 3a^2)d1^88d2^157 + (4 + 1a + 0a^2)d1^89d2^157 + (0 + 3a + 4a^2)d1^90d2^157 + (2 + 1a + 4a^2)d1^91d2^157 + (4 + 2a + 3a^2)d1^92d2^157 + (3 + 3a + 3a^2)d1^93d2^157 + (0 + 2a + 0a^2)d1^94d2^157 + (3 + 2a + 4a^2)d1^95d2^157 + (0 + 4a + 3a^2)d1^96d2^157 + (2 + 1a + 1a^2)d1^97d2^157 + (3 + 0a + 3a^2)d1^98d2^157 + (1 + 4a + 1a^2)d1^99d2^157 + (4 + 0a + 1a^2)d1^100d2^157 + (2 + 3a + 2a^2)d1^101d2^157 + (4 + 4a + 0a^2)d1^102d2^157 + (0 + 1a + 2a^2)d1^103d2^157 + (0 + 0a + 2a^2)d1^104d2^157 + (4 + 0a + 2a^2)d1^105d2^157 + (0 + 2a + 0a^2)d1^106d2^157 + (4 + 4a + 0a^2)d1^107d2^157 + (3 + 1a + 4a^2)d1^108d2^157 + (1 + 2a + 0a^2)d1^109d2^157 + (3 + 3a + 4a^2)d1^110d2^157 + (0 + 4a + 3a^2)d1^111d2^157 + (3 + 4a + 0a^2)d1^112d2^157 + (3 + 4a + 1a^2)d1^113d2^157 + (1 + 1a + 0a^2)d1^114d2^157 + (1 + 1a + 0a^2)d1^115d2^157 + (4 + 2a + 1a^2)d1^116d2^157 + (4 + 1a + 4a^2)d1^117d2^157 + (2 + 0a + 3a^2)d1^118d2^157 + (4 + 4a + 1a^2)d1^119d2^157 + (1 + 0a + 1a^2)d1^120d2^157 + (1 + 1a + 4a^2)d1^121d2^157 + (1 + 0a + 4a^2)d1^122d2^157 + (3 + 4a + 1a^2)d1^123d2^157 + (0 + 0a + 4a^2)d1^124d2^157 + (2 + 4a + 2a^2)d1^125d2^157 + (3 + 0a + 1a^2)d1^126d2^157 + (1 + 1a + 1a^2)d1^127d2^157 + (3 + 0a + 4a^2)d1^128d2^157 + (4 + 0a + 1a^2)d1^129d2^157 + (2 + 3a + 0a^2)d1^130d2^157 + (1 + 4a + 3a^2)d1^131d2^157 + (4 + 0a + 3a^2)d1^132d2^157 + (0 + 4a + 3a^2)d1^133d2^157 + (1 + 4a + 0a^2)d1^134d2^157 + (3 + 4a + 3a^2)d1^135d2^157 + (3 + 0a + 0a^2)d1^136d2^157 + (4 + 2a + 4a^2)d1^137d2^157 + (1 + 0a + 4a^2)d1^138d2^157 + (1 + 0a + 2a^2)d1^139d2^157 + (0 + 3a + 2a^2)d1^140d2^157 + (4 + 1a + 3a^2)d1^141d2^157 + (3 + 4a + 1a^2)d1^142d2^157 + (0 + 1a + 0a^2)d1^143d2^157 + (4 + 3a + 2a^2)d1^144d2^157 + (1 + 0a + 1a^2)d1^145d2^157 + (2 + 3a + 2a^2)d1^146d2^157 + (2 + 2a + 2a^2)d1^147d2^157 + (3 + 3a + 2a^2)d1^148d2^157 + (1 + 2a + 4a^2)d1^149d2^157 + (0 + 4a + 2a^2)d1^150d2^157 + (2 + 2a + 4a^2)d1^151d2^157 + (0 + 2a + 4a^2)d1^152d2^157 + (4 + 0a + 1a^2)d1^153d2^157 + (1 + 4a + 4a^2)d1^154d2^157 + (4 + 3a + 0a^2)d1^155d2^157 + (3 + 1a + 4a^2)d1^156d2^157 + (4 + 0a + 3a^2)d1^157d2^157 + (1 + 0a + 0a^2)d1^158d2^157 + (0 + 1a + 4a^2)d1^159d2^157 + (0 + 3a + 0a^2)d1^160d2^157 + (3 + 1a + 0a^2)d1^161d2^157 + (3 + 2a + 4a^2)d1^162d2^157 + (4 + 2a + 4a^2)d1^163d2^157 + (4 + 2a + 4a^2)d1^165d2^157 + (1 + 2a + 3a^2)d1^166d2^157 + (3 + 3a + 0a^2)d1^167d2^157 + (0 + 1a + 0a^2)d1^168d2^157 + (2 + 3a + 0a^2)d1^169d2^157 + (1 + 1a + 2a^2)d1^170d2^157 + (4 + 2a + 2a^2)d1^171d2^157 + (3 + 0a + 3a^2)d1^172d2^157 + (1 + 4a + 3a^2)d1^173d2^157 + (3 + 0a + 3a^2)d1^174d2^157 + (1 + 1a + 1a^2)d1^175d2^157 + (1 + 4a + 4a^2)d1^176d2^157 + (4 + 4a + 4a^2)d1^177d2^157 + (2 + 2a + 4a^2)d1^178d2^157 + (1 + 0a + 3a^2)d1^179d2^157 + (1 + 1a + 2a^2)d1^180d2^157 + (4 + 0a + 1a^2)d1^181d2^157 + (4 + 4a + 2a^2)d1^182d2^157 + (3 + 2a + 4a^2)d1^183d2^157 + (3 + 0a + 4a^2)d1^184d2^157 + (4 + 2a + 4a^2)d1^185d2^157 + (1 + 2a + 2a^2)d1^186d2^157 + (4 + 3a + 4a^2)d1^187d2^157 + (1 + 3a + 0a^2)d1^188d2^157 + (3 + 2a + 2a^2)d1^189d2^157 + (0 + 3a + 2a^2)d1^190d2^157 + (3 + 0a + 0a^2)d1^191d2^157 + (0 + 2a + 2a^2)d1^192d2^157 + (3 + 4a + 1a^2)d1^193d2^157 + (0 + 1a + 0a^2)d1^194d2^157 + (4 + 0a + 1a^2)d1^195d2^157 + (1 + 1a + 0a^2)d1^196d2^157 + (3 + 1a + 3a^2)d1^197d2^157 + (4 + 4a + 0a^2)d1^198d2^157 + (2 + 4a + 1a^2)d1^199d2^157 + (0 + 3a + 0a^2)d1^200d2^157 + (1 + 2a + 3a^2)d1^201d2^157 + (4 + 4a + 4a^2)d1^202d2^157 + (3 + 3a + 1a^2)d1^203d2^157 + (2 + 3a + 2a^2)d1^204d2^157 + (1 + 1a + 3a^2)d1^205d2^157 + (2 + 3a + 2a^2)d1^206d2^157 + (0 + 4a + 4a^2)d1^207d2^157 + (1 + 3a + 2a^2)d1^208d2^157 + (4 + 3a + 0a^2)d1^209d2^157 + (4 + 2a + 0a^2)d1^210d2^157 + (2 + 0a + 1a^2)d1^211d2^157 + (2 + 0a + 3a^2)d1^212d2^157 + (4 + 4a + 4a^2)d1^213d2^157 + (2 + 3a + 4a^2)d1^214d2^157 + (4 + 4a + 2a^2)d1^215d2^157 + (2 + 3a + 3a^2)d1^216d2^157 + (1 + 1a + 2a^2)d1^217d2^157 + (3 + 1a + 4a^2)d1^218d2^157 + (0 + 1a + 2a^2)d1^219d2^157 + (1 + 1a + 3a^2)d1^220d2^157 + (4 + 1a + 0a^2)d1^221d2^157 + (2 + 3a + 4a^2)d1^222d2^157 + (0 + 3a + 1a^2)d1^223d2^157 + (2 + 1a + 3a^2)d1^224d2^157 + (3 + 2a + 0a^2)d1^225d2^157 + (0 + 1a + 3a^2)d1^226d2^157 + (2 + 2a + 2a^2)d1^227d2^157 + (2 + 1a + 1a^2)d1^228d2^157 + (4 + 3a + 3a^2)d1^229d2^157 + (2 + 0a + 1a^2)d1^230d2^157 + (0 + 4a + 3a^2)d1^231d2^157 + (3 + 1a + 2a^2)d1^232d2^157 + (4 + 0a + 4a^2)d1^233d2^157 + (3 + 2a + 1a^2)d1^234d2^157 + (1 + 2a + 0a^2)d1^235d2^157 + (3 + 3a + 3a^2)d1^236d2^157 + (3 + 2a + 1a^2)d1^237d2^157 + (1 + 2a + 3a^2)d1^238d2^157 + (3 + 0a + 3a^2)d1^239d2^157 + (1 + 1a + 2a^2)d1^240d2^157 + (3 + 3a + 1a^2)d1^241d2^157 + (4 + 4a + 1a^2)d1^242d2^157 + (3 + 3a + 2a^2)d1^243d2^157 + (3 + 0a + 2a^2)d1^244d2^157 + (4 + 4a + 1a^2)d1^245d2^157 + (3 + 4a + 3a^2)d1^246d2^157 + (2 + 0a + 0a^2)d1^247d2^157 + (4 + 2a + 0a^2)d1^248d2^157 + (1 + 0a + 3a^2)d1^249d2^157 + (1 + 4a + 0a^2)d1^250d2^157 + (3 + 2a + 3a^2)d1^251d2^157 + (3 + 0a + 2a^2)d1^252d2^157 + (3 + 1a + 0a^2)d1^253d2^157 + (1 + 3a + 4a^2)d1^254d2^157 + (1 + 1a + 2a^2)d1^255d2^157 + (1 + 3a + 3a^2)d1^256d2^157 + (2 + 3a + 1a^2)d1^257d2^157 + (3 + 4a + 2a^2)d1^258d2^157 + (4 + 4a + 2a^2)d1^259d2^157 + (2 + 2a + 2a^2)d1^260d2^157 + (0 + 4a + 1a^2)d1^261d2^157 + (4 + 2a + 1a^2)d1^262d2^157 + (0 + 0a + 4a^2)d1^263d2^157 + (4 + 4a + 4a^2)d1^264d2^157 + (0 + 1a + 0a^2)d1^265d2^157 + (4 + 0a + 1a^2)d1^266d2^157 + (2 + 3a + 1a^2)d1^267d2^157 + (2 + 2a + 2a^2)d1^268d2^157 + (3 + 3a + 4a^2)d1^269d2^157 + (2 + 0a + 1a^2)d1^270d2^157 + (4 + 4a + 0a^2)d1^271d2^157 + (0 + 0a + 1a^2)d1^272d2^157 + (0 + 3a + 1a^2)d1^273d2^157 + (3 + 1a + 2a^2)d1^274d2^157 + (2 + 4a + 3a^2)d1^275d2^157 + (0 + 1a + 3a^2)d1^276d2^157 + (2 + 0a + 1a^2)d1^277d2^157 + (4 + 0a + 2a^2)d1^278d2^157 + (4 + 4a + 4a^2)d1^279d2^157 + (4 + 1a + 1a^2)d1^280d2^157 + (0 + 3a + 3a^2)d1^281d2^157 + (1 + 1a + 1a^2)d1^282d2^157 + (1 + 3a + 4a^2)d1^283d2^157 + (3 + 1a + 2a^2)d1^284d2^157 + (4 + 0a + 1a^2)d1^285d2^157 + (4 + 2a + 0a^2)d1^286d2^157 + (0 + 3a + 2a^2)d1^287d2^157 + (0 + 3a + 1a^2)d1^288d2^157 + (3 + 2a + 0a^2)d1^289d2^157 + (2 + 0a + 1a^2)d1^290d2^157 + (1 + 1a + 3a^2)d1^291d2^157 + (3 + 0a + 3a^2)d1^292d2^157 + (1 + 1a + 1a^2)d1^293d2^157 + (2 + 3a + 3a^2)d2^158 + (0 + 4a + 0a^2)d1^1d2^158 + (2 + 1a + 0a^2)d1^2d2^158 + (3 + 1a + 0a^2)d1^3d2^158 + (3 + 2a + 4a^2)d1^4d2^158 + (1 + 4a + 3a^2)d1^5d2^158 + (4 + 0a + 3a^2)d1^6d2^158 + (4 + 4a + 2a^2)d1^7d2^158 + (4 + 2a + 1a^2)d1^8d2^158 + (2 + 0a + 2a^2)d1^9d2^158 + (3 + 3a + 1a^2)d1^10d2^158 + (4 + 3a + 0a^2)d1^11d2^158 + (0 + 4a + 2a^2)d1^12d2^158 + (4 + 4a + 2a^2)d1^13d2^158 + (0 + 1a + 3a^2)d1^14d2^158 + (3 + 0a + 3a^2)d1^15d2^158 + (3 + 3a + 1a^2)d1^16d2^158 + (4 + 2a + 0a^2)d1^17d2^158 + (1 + 1a + 3a^2)d1^18d2^158 + (2 + 3a + 2a^2)d1^19d2^158 + (4 + 1a + 0a^2)d1^20d2^158 + (1 + 0a + 4a^2)d1^21d2^158 + (1 + 1a + 2a^2)d1^22d2^158 + (1 + 4a + 4a^2)d1^23d2^158 + (2 + 0a + 4a^2)d1^24d2^158 + (3 + 0a + 1a^2)d1^25d2^158 + (3 + 1a + 3a^2)d1^26d2^158 + (0 + 4a + 3a^2)d1^27d2^158 + (4 + 0a + 2a^2)d1^28d2^158 + (1 + 2a + 3a^2)d1^29d2^158 + (0 + 2a + 2a^2)d1^30d2^158 + (1 + 1a + 0a^2)d1^31d2^158 + (1 + 3a + 3a^2)d1^32d2^158 + (3 + 1a + 3a^2)d1^33d2^158 + (0 + 4a + 1a^2)d1^34d2^158 + (2 + 0a + 0a^2)d1^35d2^158 + (2 + 1a + 4a^2)d1^36d2^158 + (3 + 4a + 0a^2)d1^37d2^158 + (1 + 0a + 2a^2)d1^38d2^158 + (3 + 2a + 3a^2)d1^39d2^158 + (4 + 1a + 0a^2)d1^40d2^158 + (0 + 4a + 1a^2)d1^41d2^158 + (1 + 2a + 4a^2)d1^42d2^158 + (4 + 4a + 4a^2)d1^43d2^158 + (1 + 0a + 3a^2)d1^44d2^158 + (3 + 2a + 2a^2)d1^45d2^158 + (2 + 3a + 4a^2)d1^46d2^158 + (2 + 3a + 0a^2)d1^47d2^158 + (1 + 1a + 1a^2)d1^48d2^158 + (0 + 1a + 3a^2)d1^49d2^158 + (0 + 2a + 1a^2)d1^50d2^158 + (1 + 3a + 4a^2)d1^51d2^158 + (2 + 0a + 3a^2)d1^52d2^158 + (4 + 0a + 3a^2)d1^53d2^158 + (4 + 0a + 2a^2)d1^54d2^158 + (1 + 1a + 2a^2)d1^55d2^158 + (1 + 2a + 3a^2)d1^56d2^158 + (2 + 3a + 0a^2)d1^57d2^158 + (1 + 4a + 4a^2)d1^58d2^158 + (4 + 2a + 4a^2)d1^59d2^158 + (4 + 0a + 0a^2)d1^60d2^158 + (1 + 3a + 0a^2)d1^61d2^158 + (4 + 4a + 0a^2)d1^62d2^158 + (3 + 1a + 0a^2)d1^63d2^158 + (2 + 1a + 4a^2)d1^64d2^158 + (4 + 3a + 4a^2)d1^65d2^158 + (4 + 2a + 2a^2)d1^66d2^158 + (0 + 4a + 0a^2)d1^67d2^158 + (0 + 4a + 0a^2)d1^68d2^158 + (1 + 3a + 0a^2)d1^69d2^158 + (2 + 1a + 3a^2)d1^70d2^158 + (2 + 3a + 3a^2)d1^71d2^158 + (2 + 4a + 1a^2)d1^72d2^158 + (0 + 1a + 3a^2)d1^73d2^158 + (2 + 0a + 2a^2)d1^74d2^158 + (4 + 0a + 4a^2)d1^75d2^158 + (0 + 0a + 4a^2)d1^76d2^158 + (3 + 2a + 0a^2)d1^77d2^158 + (0 + 3a + 0a^2)d1^78d2^158 + (0 + 1a + 1a^2)d1^79d2^158 + (3 + 3a + 2a^2)d1^80d2^158 + (4 + 1a + 2a^2)d1^81d2^158 + (1 + 2a + 0a^2)d1^82d2^158 + (0 + 2a + 0a^2)d1^83d2^158 + (1 + 1a + 4a^2)d1^84d2^158 + (2 + 1a + 3a^2)d1^85d2^158 + (0 + 4a + 3a^2)d1^86d2^158 + (4 + 4a + 0a^2)d1^87d2^158 + (1 + 1a + 2a^2)d1^88d2^158 + (0 + 4a + 3a^2)d1^89d2^158 + (2 + 3a + 1a^2)d1^90d2^158 + (0 + 3a + 0a^2)d1^91d2^158 + (2 + 2a + 3a^2)d1^92d2^158 + (1 + 1a + 3a^2)d1^93d2^158 + (3 + 0a + 1a^2)d1^94d2^158 + (1 + 1a + 4a^2)d1^95d2^158 + (0 + 3a + 2a^2)d1^96d2^158 + (1 + 2a + 2a^2)d1^97d2^158 + (4 + 2a + 0a^2)d1^98d2^158 + (0 + 2a + 1a^2)d1^99d2^158 + (4 + 0a + 3a^2)d1^100d2^158 + (0 + 2a + 1a^2)d1^101d2^158 + (0 + 2a + 1a^2)d1^102d2^158 + (4 + 1a + 0a^2)d1^103d2^158 + (1 + 2a + 4a^2)d1^104d2^158 + (4 + 0a + 0a^2)d1^105d2^158 + (4 + 1a + 0a^2)d1^106d2^158 + (3 + 4a + 0a^2)d1^107d2^158 + (0 + 3a + 4a^2)d1^108d2^158 + (4 + 2a + 2a^2)d1^109d2^158 + (1 + 0a + 1a^2)d1^110d2^158 + (1 + 0a + 2a^2)d1^111d2^158 + (2 + 4a + 4a^2)d1^112d2^158 + (3 + 4a + 1a^2)d1^113d2^158 + (4 + 3a + 3a^2)d1^114d2^158 + (1 + 1a + 0a^2)d1^115d2^158 + (1 + 4a + 1a^2)d1^116d2^158 + (4 + 2a + 2a^2)d1^117d2^158 + (2 + 2a + 0a^2)d1^118d2^158 + (3 + 4a + 4a^2)d1^119d2^158 + (4 + 4a + 4a^2)d1^120d2^158 + (3 + 3a + 3a^2)d1^121d2^158 + (2 + 0a + 4a^2)d1^122d2^158 + (4 + 1a + 1a^2)d1^123d2^158 + (0 + 2a + 0a^2)d1^124d2^158 + (1 + 1a + 3a^2)d1^125d2^158 + (1 + 3a + 0a^2)d1^126d2^158 + (1 + 1a + 1a^2)d1^127d2^158 + (4 + 0a + 0a^2)d1^128d2^158 + (1 + 4a + 2a^2)d1^129d2^158 + (0 + 1a + 4a^2)d1^130d2^158 + (2 + 2a + 3a^2)d1^131d2^158 + (1 + 4a + 3a^2)d1^132d2^158 + (1 + 4a + 1a^2)d1^133d2^158 + (4 + 2a + 4a^2)d1^134d2^158 + (0 + 1a + 1a^2)d1^135d2^158 + (3 + 4a + 1a^2)d1^136d2^158 + (3 + 3a + 4a^2)d1^137d2^158 + (4 + 2a + 1a^2)d1^138d2^158 + (1 + 1a + 4a^2)d1^139d2^158 + (3 + 4a + 0a^2)d1^140d2^158 + (1 + 4a + 2a^2)d1^141d2^158 + (2 + 3a + 2a^2)d1^142d2^158 + (0 + 2a + 2a^2)d1^143d2^158 + (2 + 1a + 2a^2)d1^144d2^158 + (4 + 1a + 0a^2)d1^145d2^158 + (1 + 4a + 4a^2)d1^146d2^158 + (4 + 2a + 2a^2)d1^147d2^158 + (4 + 1a + 2a^2)d1^148d2^158 + (1 + 2a + 4a^2)d1^149d2^158 + (1 + 0a + 3a^2)d1^150d2^158 + (1 + 3a + 4a^2)d1^151d2^158 + (1 + 1a + 3a^2)d1^152d2^158 + (2 + 1a + 2a^2)d1^153d2^158 + (2 + 2a + 3a^2)d1^154d2^158 + (3 + 3a + 4a^2)d1^155d2^158 + (4 + 4a + 3a^2)d1^156d2^158 + (3 + 1a + 2a^2)d1^157d2^158 + (3 + 3a + 3a^2)d1^158d2^158 + (1 + 1a + 0a^2)d1^159d2^158 + (3 + 0a + 0a^2)d1^160d2^158 + (1 + 1a + 0a^2)d1^161d2^158 + (2 + 2a + 2a^2)d1^162d2^158 + (3 + 3a + 2a^2)d1^163d2^158 + (1 + 3a + 3a^2)d1^164d2^158 + (4 + 2a + 1a^2)d1^165d2^158 + (1 + 0a + 4a^2)d1^166d2^158 + (3 + 1a + 2a^2)d1^167d2^158 + (4 + 4a + 4a^2)d1^168d2^158 + (2 + 1a + 1a^2)d1^169d2^158 + (4 + 4a + 0a^2)d1^170d2^158 + (3 + 0a + 4a^2)d1^171d2^158 + (1 + 4a + 3a^2)d1^172d2^158 + (2 + 4a + 0a^2)d1^173d2^158 + (0 + 1a + 4a^2)d1^174d2^158 + (4 + 2a + 4a^2)d1^175d2^158 + (4 + 2a + 2a^2)d1^176d2^158 + (1 + 4a + 1a^2)d1^177d2^158 + (2 + 3a + 3a^2)d1^178d2^158 + (3 + 0a + 4a^2)d1^179d2^158 + (0 + 2a + 1a^2)d1^180d2^158 + (1 + 0a + 4a^2)d1^181d2^158 + (2 + 4a + 0a^2)d1^182d2^158 + (2 + 1a + 3a^2)d1^183d2^158 + (2 + 2a + 1a^2)d1^185d2^158 + (3 + 3a + 3a^2)d1^186d2^158 + (2 + 0a + 0a^2)d1^187d2^158 + (3 + 2a + 3a^2)d1^189d2^158 + (3 + 1a + 1a^2)d1^190d2^158 + (1 + 0a + 0a^2)d1^191d2^158 + (4 + 2a + 4a^2)d1^192d2^158 + (2 + 1a + 1a^2)d1^193d2^158 + (4 + 1a + 0a^2)d1^194d2^158 + (1 + 0a + 0a^2)d1^195d2^158 + (3 + 4a + 2a^2)d1^196d2^158 + (4 + 4a + 3a^2)d1^197d2^158 + (2 + 1a + 4a^2)d1^198d2^158 + (2 + 3a + 0a^2)d1^199d2^158 + (0 + 2a + 4a^2)d1^200d2^158 + (0 + 1a + 4a^2)d1^201d2^158 + (4 + 3a + 3a^2)d1^202d2^158 + (2 + 2a + 1a^2)d1^203d2^158 + (2 + 2a + 4a^2)d1^204d2^158 + (4 + 2a + 2a^2)d1^205d2^158 + (0 + 3a + 3a^2)d1^206d2^158 + (1 + 3a + 4a^2)d1^207d2^158 + (3 + 0a + 2a^2)d1^208d2^158 + (4 + 1a + 1a^2)d1^209d2^158 + (3 + 4a + 0a^2)d1^210d2^158 + (2 + 2a + 3a^2)d1^211d2^158 + (1 + 0a + 3a^2)d1^212d2^158 + (2 + 3a + 0a^2)d1^213d2^158 + (3 + 4a + 2a^2)d1^214d2^158 + (4 + 4a + 0a^2)d1^215d2^158 + (0 + 0a + 4a^2)d1^216d2^158 + (2 + 2a + 1a^2)d1^217d2^158 + (3 + 1a + 0a^2)d1^218d2^158 + (2 + 2a + 1a^2)d1^219d2^158 + (1 + 2a + 1a^2)d1^220d2^158 + (4 + 0a + 2a^2)d1^221d2^158 + (2 + 2a + 2a^2)d1^222d2^158 + (2 + 3a + 2a^2)d1^223d2^158 + (4 + 2a + 3a^2)d1^224d2^158 + (1 + 3a + 4a^2)d1^225d2^158 + (2 + 2a + 0a^2)d1^226d2^158 + (0 + 0a + 3a^2)d1^227d2^158 + (4 + 1a + 2a^2)d1^228d2^158 + (4 + 3a + 0a^2)d1^229d2^158 + (4 + 1a + 1a^2)d1^230d2^158 + (4 + 2a + 3a^2)d1^231d2^158 + (2 + 0a + 2a^2)d1^232d2^158 + (0 + 0a + 4a^2)d1^233d2^158 + (2 + 0a + 1a^2)d1^234d2^158 + (3 + 4a + 0a^2)d1^235d2^158 + (0 + 2a + 4a^2)d1^236d2^158 + (2 + 1a + 2a^2)d1^237d2^158 + (0 + 1a + 1a^2)d1^238d2^158 + (4 + 2a + 1a^2)d1^239d2^158 + (1 + 2a + 2a^2)d1^240d2^158 + (2 + 0a + 3a^2)d1^241d2^158 + (0 + 4a + 3a^2)d1^242d2^158 + (2 + 1a + 3a^2)d1^243d2^158 + (4 + 3a + 3a^2)d1^244d2^158 + (1 + 1a + 1a^2)d1^245d2^158 + (4 + 4a + 2a^2)d1^246d2^158 + (1 + 4a + 4a^2)d1^247d2^158 + (2 + 1a + 1a^2)d1^248d2^158 + (1 + 0a + 3a^2)d1^249d2^158 + (4 + 2a + 3a^2)d1^250d2^158 + (4 + 3a + 3a^2)d1^251d2^158 + (1 + 4a + 4a^2)d1^252d2^158 + (3 + 4a + 4a^2)d1^253d2^158 + (0 + 2a + 3a^2)d1^254d2^158 + (1 + 0a + 3a^2)d1^255d2^158 + (1 + 0a + 2a^2)d1^256d2^158 + (2 + 4a + 3a^2)d1^257d2^158 + (4 + 4a + 0a^2)d1^258d2^158 + (4 + 0a + 0a^2)d1^259d2^158 + (4 + 1a + 3a^2)d1^260d2^158 + (1 + 2a + 3a^2)d1^261d2^158 + (2 + 3a + 0a^2)d1^262d2^158 + (2 + 0a + 0a^2)d1^263d2^158 + (4 + 2a + 2a^2)d1^264d2^158 + (4 + 2a + 3a^2)d1^265d2^158 + (2 + 4a + 4a^2)d1^266d2^158 + (2 + 1a + 0a^2)d1^267d2^158 + (4 + 2a + 4a^2)d1^268d2^158 + (3 + 4a + 4a^2)d1^269d2^158 + (3 + 3a + 1a^2)d1^270d2^158 + (3 + 1a + 0a^2)d1^271d2^158 + (4 + 1a + 3a^2)d1^272d2^158 + (2 + 3a + 0a^2)d1^273d2^158 + (3 + 1a + 1a^2)d1^274d2^158 + (4 + 2a + 4a^2)d1^275d2^158 + (1 + 4a + 1a^2)d1^276d2^158 + (1 + 4a + 2a^2)d1^277d2^158 + (1 + 2a + 3a^2)d1^278d2^158 + (1 + 4a + 4a^2)d1^279d2^158 + (2 + 1a + 1a^2)d1^280d2^158 + (3 + 0a + 0a^2)d1^281d2^158 + (3 + 1a + 3a^2)d1^282d2^158 + (0 + 3a + 3a^2)d1^283d2^158 + (2 + 2a + 3a^2)d1^284d2^158 + (3 + 0a + 3a^2)d1^285d2^158 + (1 + 1a + 1a^2)d1^286d2^158 + (2 + 3a + 0a^2)d1^287d2^158 + (1 + 4a + 3a^2)d1^288d2^158 + (4 + 3a + 3a^2)d1^289d2^158 + (1 + 1a + 1a^2)d1^290d2^158 + (1 + 0a + 3a^2)d1^291d2^158 + (2 + 3a + 1a^2)d1^292d2^158 + (4 + 1a + 3a^2)d1^293d2^158 + (3 + 0a + 0a^2)d2^159 + (3 + 4a + 0a^2)d1^1d2^159 + (4 + 2a + 3a^2)d1^2d2^159 + (3 + 0a + 0a^2)d1^3d2^159 + (4 + 2a + 1a^2)d1^4d2^159 + (0 + 2a + 2a^2)d1^5d2^159 + (0 + 3a + 1a^2)d1^6d2^159 + (3 + 4a + 2a^2)d1^7d2^159 + (3 + 3a + 4a^2)d1^8d2^159 + (2 + 1a + 4a^2)d1^9d2^159 + (4 + 2a + 3a^2)d1^10d2^159 + (3 + 2a + 1a^2)d1^11d2^159 + (3 + 1a + 1a^2)d1^12d2^159 + (3 + 3a + 2a^2)d1^13d2^159 + (3 + 4a + 0a^2)d1^14d2^159 + (0 + 1a + 2a^2)d1^15d2^159 + (3 + 4a + 3a^2)d1^16d2^159 + (0 + 3a + 3a^2)d1^17d2^159 + (1 + 0a + 3a^2)d1^18d2^159 + (3 + 3a + 0a^2)d1^19d2^159 + (4 + 4a + 2a^2)d1^20d2^159 + (0 + 0a + 3a^2)d1^21d2^159 + (1 + 2a + 3a^2)d1^22d2^159 + (2 + 2a + 4a^2)d1^23d2^159 + (4 + 4a + 4a^2)d1^24d2^159 + (1 + 4a + 0a^2)d1^25d2^159 + (3 + 2a + 3a^2)d1^26d2^159 + (3 + 2a + 3a^2)d1^27d2^159 + (2 + 1a + 2a^2)d1^28d2^159 + (1 + 1a + 0a^2)d1^29d2^159 + (3 + 0a + 4a^2)d1^30d2^159 + (0 + 3a + 1a^2)d1^31d2^159 + (1 + 3a + 1a^2)d1^32d2^159 + (2 + 2a + 1a^2)d1^33d2^159 + (0 + 4a + 1a^2)d1^34d2^159 + (0 + 3a + 0a^2)d1^35d2^159 + (1 + 3a + 0a^2)d1^36d2^159 + (0 + 2a + 3a^2)d1^37d2^159 + (2 + 2a + 1a^2)d1^38d2^159 + (0 + 2a + 0a^2)d1^39d2^159 + (0 + 2a + 2a^2)d1^40d2^159 + (0 + 2a + 2a^2)d1^41d2^159 + (2 + 2a + 4a^2)d1^42d2^159 + (2 + 2a + 4a^2)d1^43d2^159 + (4 + 3a + 2a^2)d1^44d2^159 + (2 + 3a + 4a^2)d1^45d2^159 + (0 + 2a + 0a^2)d1^46d2^159 + (4 + 1a + 0a^2)d1^47d2^159 + (3 + 1a + 0a^2)d1^48d2^159 + (3 + 1a + 2a^2)d1^49d2^159 + (4 + 1a + 4a^2)d1^50d2^159 + (4 + 1a + 1a^2)d1^51d2^159 + (2 + 3a + 3a^2)d1^52d2^159 + (1 + 1a + 1a^2)d1^53d2^159 + (2 + 2a + 3a^2)d1^54d2^159 + (3 + 3a + 3a^2)d1^55d2^159 + (4 + 4a + 4a^2)d1^56d2^159 + (4 + 3a + 2a^2)d1^57d2^159 + (0 + 3a + 3a^2)d1^58d2^159 + (1 + 2a + 4a^2)d1^59d2^159 + (0 + 3a + 2a^2)d1^60d2^159 + (1 + 1a + 1a^2)d1^61d2^159 + (0 + 1a + 3a^2)d1^62d2^159 + (4 + 0a + 1a^2)d1^63d2^159 + (2 + 2a + 3a^2)d1^64d2^159 + (2 + 3a + 0a^2)d1^65d2^159 + (2 + 1a + 2a^2)d1^66d2^159 + (2 + 3a + 2a^2)d1^67d2^159 + (2 + 0a + 0a^2)d1^68d2^159 + (1 + 2a + 0a^2)d1^69d2^159 + (1 + 4a + 2a^2)d1^70d2^159 + (3 + 1a + 3a^2)d1^71d2^159 + (3 + 1a + 0a^2)d1^72d2^159 + (3 + 0a + 2a^2)d1^73d2^159 + (2 + 3a + 0a^2)d1^74d2^159 + (2 + 4a + 1a^2)d1^75d2^159 + (0 + 0a + 1a^2)d1^76d2^159 + (1 + 1a + 3a^2)d1^77d2^159 + (4 + 3a + 4a^2)d1^78d2^159 + (1 + 4a + 0a^2)d1^80d2^159 + (1 + 1a + 0a^2)d1^81d2^159 + (4 + 0a + 4a^2)d1^82d2^159 + (0 + 4a + 2a^2)d1^83d2^159 + (4 + 2a + 4a^2)d1^84d2^159 + (0 + 4a + 0a^2)d1^85d2^159 + (3 + 3a + 3a^2)d1^86d2^159 + (2 + 3a + 3a^2)d1^87d2^159 + (2 + 3a + 1a^2)d1^88d2^159 + (0 + 4a + 0a^2)d1^89d2^159 + (4 + 4a + 3a^2)d1^90d2^159 + (3 + 0a + 1a^2)d1^91d2^159 + (0 + 0a + 3a^2)d1^92d2^159 + (0 + 4a + 3a^2)d1^93d2^159 + (4 + 0a + 3a^2)d1^94d2^159 + (0 + 3a + 1a^2)d1^95d2^159 + (2 + 1a + 2a^2)d1^96d2^159 + (2 + 4a + 0a^2)d1^97d2^159 + (4 + 2a + 0a^2)d1^98d2^159 + (2 + 3a + 4a^2)d1^99d2^159 + (3 + 3a + 4a^2)d1^100d2^159 + (1 + 3a + 0a^2)d1^101d2^159 + (3 + 3a + 4a^2)d1^102d2^159 + (2 + 0a + 1a^2)d1^103d2^159 + (2 + 1a + 3a^2)d1^104d2^159 + (1 + 1a + 4a^2)d1^105d2^159 + (2 + 2a + 2a^2)d1^106d2^159 + (3 + 1a + 1a^2)d1^107d2^159 + (2 + 4a + 3a^2)d1^108d2^159 + (2 + 0a + 4a^2)d1^109d2^159 + (1 + 0a + 3a^2)d1^110d2^159 + (4 + 4a + 4a^2)d1^111d2^159 + (2 + 1a + 3a^2)d1^112d2^159 + (0 + 3a + 0a^2)d1^113d2^159 + (3 + 1a + 1a^2)d1^114d2^159 + (1 + 1a + 1a^2)d1^115d2^159 + (2 + 0a + 1a^2)d1^116d2^159 + (2 + 0a + 2a^2)d1^117d2^159 + (1 + 0a + 4a^2)d1^118d2^159 + (4 + 3a + 4a^2)d1^119d2^159 + (3 + 2a + 0a^2)d1^120d2^159 + (2 + 0a + 2a^2)d1^121d2^159 + (2 + 1a + 1a^2)d1^122d2^159 + (2 + 1a + 4a^2)d1^123d2^159 + (2 + 4a + 3a^2)d1^124d2^159 + (1 + 4a + 2a^2)d1^125d2^159 + (2 + 2a + 4a^2)d1^126d2^159 + (4 + 4a + 4a^2)d1^127d2^159 + (2 + 3a + 0a^2)d1^128d2^159 + (3 + 2a + 2a^2)d1^129d2^159 + (4 + 3a + 1a^2)d1^130d2^159 + (3 + 2a + 4a^2)d1^131d2^159 + (1 + 0a + 3a^2)d1^132d2^159 + (0 + 3a + 2a^2)d1^133d2^159 + (2 + 4a + 3a^2)d1^134d2^159 + (0 + 2a + 0a^2)d1^135d2^159 + (1 + 4a + 1a^2)d1^136d2^159 + (2 + 0a + 0a^2)d1^137d2^159 + (4 + 1a + 0a^2)d1^138d2^159 + (4 + 3a + 2a^2)d1^139d2^159 + (0 + 4a + 3a^2)d1^140d2^159 + (0 + 3a + 4a^2)d1^141d2^159 + (0 + 1a + 4a^2)d1^142d2^159 + (2 + 1a + 2a^2)d1^143d2^159 + (1 + 3a + 4a^2)d1^144d2^159 + (4 + 4a + 3a^2)d1^145d2^159 + (0 + 3a + 4a^2)d1^146d2^159 + (3 + 3a + 0a^2)d1^147d2^159 + (4 + 0a + 1a^2)d1^148d2^159 + (2 + 2a + 0a^2)d1^149d2^159 + (2 + 2a + 4a^2)d1^150d2^159 + (1 + 0a + 1a^2)d1^151d2^159 + (1 + 2a + 2a^2)d1^152d2^159 + (4 + 3a + 0a^2)d1^153d2^159 + (1 + 4a + 0a^2)d1^154d2^159 + (3 + 0a + 3a^2)d1^155d2^159 + (3 + 4a + 1a^2)d1^156d2^159 + (4 + 1a + 3a^2)d1^157d2^159 + (0 + 0a + 1a^2)d1^158d2^159 + (0 + 3a + 0a^2)d1^159d2^159 + (0 + 3a + 1a^2)d1^160d2^159 + (0 + 3a + 1a^2)d1^161d2^159 + (4 + 2a + 2a^2)d1^162d2^159 + (2 + 4a + 2a^2)d1^163d2^159 + (0 + 3a + 0a^2)d1^164d2^159 + (3 + 3a + 1a^2)d1^165d2^159 + (2 + 3a + 3a^2)d1^166d2^159 + (1 + 1a + 1a^2)d1^167d2^159 + (3 + 3a + 4a^2)d1^168d2^159 + (4 + 2a + 4a^2)d1^169d2^159 + (4 + 4a + 0a^2)d1^170d2^159 + (3 + 3a + 0a^2)d1^171d2^159 + (1 + 0a + 2a^2)d1^172d2^159 + (0 + 1a + 1a^2)d1^173d2^159 + (0 + 3a + 0a^2)d1^174d2^159 + (2 + 1a + 1a^2)d1^175d2^159 + (2 + 1a + 2a^2)d1^176d2^159 + (0 + 1a + 1a^2)d1^177d2^159 + (2 + 1a + 2a^2)d1^178d2^159 + (4 + 2a + 4a^2)d1^179d2^159 + (3 + 1a + 4a^2)d1^180d2^159 + (3 + 2a + 1a^2)d1^181d2^159 + (3 + 3a + 0a^2)d1^182d2^159 + (2 + 3a + 1a^2)d1^183d2^159 + (1 + 0a + 4a^2)d1^184d2^159 + (3 + 3a + 0a^2)d1^185d2^159 + (3 + 3a + 0a^2)d1^186d2^159 + (3 + 2a + 4a^2)d1^187d2^159 + (0 + 2a + 3a^2)d1^188d2^159 + (1 + 3a + 2a^2)d1^189d2^159 + (3 + 0a + 3a^2)d1^190d2^159 + (1 + 2a + 0a^2)d1^191d2^159 + (0 + 2a + 4a^2)d1^192d2^159 + (0 + 0a + 2a^2)d1^193d2^159 + (0 + 0a + 1a^2)d1^194d2^159 + (2 + 0a + 3a^2)d1^195d2^159 + (1 + 3a + 3a^2)d1^196d2^159 + (4 + 2a + 2a^2)d1^197d2^159 + (4 + 0a + 3a^2)d1^198d2^159 + (3 + 4a + 0a^2)d1^199d2^159 + (2 + 1a + 4a^2)d1^200d2^159 + (0 + 0a + 1a^2)d1^201d2^159 + (2 + 0a + 2a^2)d1^202d2^159 + (3 + 4a + 0a^2)d1^203d2^159 + (2 + 4a + 0a^2)d1^204d2^159 + (2 + 2a + 2a^2)d1^205d2^159 + (0 + 2a + 4a^2)d1^206d2^159 + (2 + 3a + 1a^2)d1^207d2^159 + (2 + 1a + 4a^2)d1^208d2^159 + (1 + 3a + 0a^2)d1^209d2^159 + (0 + 2a + 4a^2)d1^210d2^159 + (0 + 3a + 4a^2)d1^211d2^159 + (1 + 2a + 0a^2)d1^212d2^159 + (3 + 2a + 0a^2)d1^213d2^159 + (1 + 1a + 4a^2)d1^214d2^159 + (4 + 4a + 0a^2)d1^215d2^159 + (3 + 0a + 4a^2)d1^216d2^159 + (0 + 1a + 2a^2)d1^217d2^159 + (3 + 4a + 0a^2)d1^218d2^159 + (2 + 1a + 4a^2)d1^219d2^159 + (2 + 4a + 1a^2)d1^220d2^159 + (1 + 0a + 4a^2)d1^221d2^159 + (2 + 3a + 0a^2)d1^222d2^159 + (3 + 4a + 1a^2)d1^223d2^159 + (3 + 3a + 0a^2)d1^224d2^159 + (1 + 3a + 4a^2)d1^225d2^159 + (4 + 4a + 1a^2)d1^226d2^159 + (2 + 4a + 1a^2)d1^227d2^159 + (4 + 2a + 2a^2)d1^228d2^159 + (3 + 3a + 0a^2)d1^229d2^159 + (0 + 3a + 4a^2)d1^230d2^159 + (1 + 2a + 2a^2)d1^231d2^159 + (4 + 1a + 3a^2)d1^232d2^159 + (0 + 3a + 2a^2)d1^233d2^159 + (0 + 1a + 0a^2)d1^234d2^159 + (4 + 1a + 3a^2)d1^235d2^159 + (2 + 2a + 0a^2)d1^236d2^159 + (3 + 4a + 4a^2)d1^237d2^159 + (1 + 2a + 1a^2)d1^238d2^159 + (3 + 3a + 2a^2)d1^239d2^159 + (4 + 3a + 1a^2)d1^240d2^159 + (4 + 0a + 2a^2)d1^241d2^159 + (2 + 4a + 2a^2)d1^242d2^159 + (0 + 4a + 3a^2)d1^243d2^159 + (1 + 2a + 0a^2)d1^244d2^159 + (1 + 4a + 2a^2)d1^245d2^159 + (4 + 3a + 3a^2)d1^246d2^159 + (2 + 2a + 2a^2)d1^247d2^159 + (0 + 1a + 1a^2)d1^248d2^159 + (3 + 1a + 3a^2)d1^249d2^159 + (0 + 2a + 0a^2)d1^250d2^159 + (3 + 4a + 3a^2)d1^251d2^159 + (0 + 2a + 0a^2)d1^252d2^159 + (3 + 4a + 3a^2)d1^253d2^159 + (0 + 2a + 3a^2)d1^254d2^159 + (3 + 4a + 1a^2)d1^255d2^159 + (0 + 0a + 4a^2)d1^256d2^159 + (3 + 0a + 3a^2)d1^257d2^159 + (2 + 1a + 3a^2)d1^258d2^159 + (0 + 4a + 3a^2)d1^259d2^159 + (3 + 2a + 4a^2)d1^260d2^159 + (3 + 1a + 3a^2)d1^261d2^159 + (2 + 4a + 3a^2)d1^262d2^159 + (1 + 0a + 2a^2)d1^263d2^159 + (3 + 2a + 2a^2)d1^264d2^159 + (3 + 4a + 2a^2)d1^265d2^159 + (3 + 3a + 1a^2)d1^266d2^159 + (3 + 1a + 1a^2)d1^267d2^159 + (4 + 1a + 3a^2)d1^268d2^159 + (4 + 4a + 4a^2)d1^269d2^159 + (3 + 2a + 1a^2)d1^270d2^159 + (0 + 1a + 2a^2)d1^271d2^159 + (4 + 4a + 2a^2)d1^272d2^159 + (2 + 4a + 2a^2)d1^273d2^159 + (1 + 1a + 0a^2)d1^274d2^159 + (1 + 2a + 4a^2)d1^275d2^159 + (1 + 1a + 0a^2)d1^276d2^159 + (0 + 4a + 1a^2)d1^277d2^159 + (0 + 4a + 0a^2)d1^278d2^159 + (4 + 2a + 0a^2)d1^279d2^159 + (1 + 0a + 0a^2)d1^280d2^159 + (3 + 0a + 4a^2)d1^281d2^159 + (4 + 3a + 0a^2)d1^282d2^159 + (1 + 4a + 3a^2)d1^283d2^159 + (3 + 4a + 3a^2)d1^284d2^159 + (1 + 2a + 3a^2)d1^285d2^159 + (0 + 2a + 0a^2)d1^286d2^159 + (4 + 1a + 4a^2)d1^287d2^159 + (1 + 4a + 0a^2)d1^288d2^159 + (3 + 4a + 2a^2)d1^289d2^159 + (1 + 0a + 4a^2)d1^290d2^159 + (4 + 1a + 2a^2)d1^291d2^159 + (2 + 4a + 2a^2)d1^292d2^159 + (2 + 0a + 0a^2)d1^293d2^159 + (3 + 2a + 2a^2)d2^160 + (1 + 4a + 4a^2)d1^1d2^160 + (3 + 4a + 3a^2)d1^2d2^160 + (0 + 4a + 3a^2)d1^3d2^160 + (4 + 3a + 0a^2)d1^4d2^160 + (1 + 1a + 4a^2)d1^5d2^160 + (1 + 4a + 0a^2)d1^6d2^160 + (4 + 3a + 3a^2)d1^7d2^160 + (3 + 0a + 1a^2)d1^8d2^160 + (0 + 1a + 3a^2)d1^9d2^160 + (1 + 3a + 0a^2)d1^10d2^160 + (0 + 3a + 3a^2)d1^11d2^160 + (1 + 0a + 3a^2)d1^12d2^160 + (0 + 0a + 3a^2)d1^13d2^160 + (2 + 2a + 3a^2)d1^14d2^160 + (4 + 0a + 4a^2)d1^15d2^160 + (1 + 2a + 1a^2)d1^16d2^160 + (4 + 3a + 4a^2)d1^17d2^160 + (3 + 0a + 0a^2)d1^18d2^160 + (1 + 0a + 1a^2)d1^19d2^160 + (1 + 3a + 2a^2)d1^20d2^160 + (4 + 2a + 4a^2)d1^21d2^160 + (3 + 1a + 3a^2)d1^22d2^160 + (0 + 1a + 4a^2)d1^23d2^160 + (4 + 4a + 1a^2)d1^24d2^160 + (4 + 2a + 1a^2)d1^25d2^160 + (1 + 3a + 3a^2)d1^26d2^160 + (1 + 3a + 1a^2)d1^27d2^160 + (3 + 3a + 3a^2)d1^28d2^160 + (1 + 1a + 3a^2)d1^29d2^160 + (2 + 4a + 2a^2)d1^30d2^160 + (1 + 4a + 2a^2)d1^31d2^160 + (4 + 2a + 4a^2)d1^32d2^160 + (1 + 4a + 2a^2)d1^33d2^160 + (4 + 2a + 0a^2)d1^34d2^160 + (1 + 3a + 4a^2)d1^35d2^160 + (2 + 2a + 1a^2)d1^36d2^160 + (4 + 0a + 3a^2)d1^37d2^160 + (3 + 3a + 3a^2)d1^38d2^160 + (2 + 1a + 1a^2)d1^39d2^160 + (4 + 1a + 1a^2)d1^40d2^160 + (4 + 1a + 3a^2)d1^41d2^160 + (1 + 0a + 3a^2)d1^42d2^160 + (3 + 4a + 2a^2)d1^43d2^160 + (4 + 1a + 3a^2)d1^44d2^160 + (0 + 4a + 2a^2)d1^45d2^160 + (3 + 2a + 2a^2)d1^46d2^160 + (2 + 2a + 3a^2)d1^47d2^160 + (1 + 0a + 0a^2)d1^48d2^160 + (3 + 0a + 4a^2)d1^49d2^160 + (2 + 4a + 4a^2)d1^50d2^160 + (2 + 3a + 1a^2)d1^51d2^160 + (3 + 1a + 4a^2)d1^53d2^160 + (1 + 0a + 0a^2)d1^54d2^160 + (2 + 0a + 4a^2)d1^55d2^160 + (1 + 2a + 3a^2)d1^56d2^160 + (3 + 2a + 2a^2)d1^57d2^160 + (2 + 1a + 3a^2)d1^58d2^160 + (0 + 3a + 0a^2)d1^59d2^160 + (2 + 3a + 2a^2)d1^60d2^160 + (4 + 4a + 3a^2)d1^61d2^160 + (1 + 3a + 2a^2)d1^62d2^160 + (0 + 3a + 4a^2)d1^63d2^160 + (3 + 3a + 1a^2)d1^64d2^160 + (4 + 3a + 3a^2)d1^65d2^160 + (4 + 1a + 4a^2)d1^66d2^160 + (2 + 4a + 2a^2)d1^67d2^160 + (0 + 2a + 1a^2)d1^68d2^160 + (4 + 0a + 3a^2)d1^69d2^160 + (1 + 3a + 1a^2)d1^70d2^160 + (4 + 4a + 1a^2)d1^71d2^160 + (1 + 2a + 0a^2)d1^72d2^160 + (0 + 2a + 2a^2)d1^73d2^160 + (1 + 4a + 2a^2)d1^74d2^160 + (0 + 0a + 1a^2)d1^75d2^160 + (0 + 1a + 1a^2)d1^76d2^160 + (1 + 1a + 1a^2)d1^77d2^160 + (1 + 0a + 4a^2)d1^78d2^160 + (3 + 2a + 1a^2)d1^79d2^160 + (0 + 1a + 2a^2)d1^80d2^160 + (0 + 1a + 2a^2)d1^81d2^160 + (1 + 3a + 3a^2)d1^82d2^160 + (1 + 1a + 4a^2)d1^83d2^160 + (0 + 1a + 3a^2)d1^84d2^160 + (0 + 3a + 4a^2)d1^85d2^160 + (2 + 2a + 1a^2)d1^86d2^160 + (0 + 0a + 4a^2)d1^87d2^160 + (4 + 0a + 4a^2)d1^88d2^160 + (2 + 3a + 4a^2)d1^89d2^160 + (3 + 3a + 4a^2)d1^90d2^160 + (4 + 0a + 0a^2)d1^91d2^160 + (1 + 2a + 1a^2)d1^92d2^160 + (4 + 3a + 0a^2)d1^93d2^160 + (3 + 0a + 3a^2)d1^94d2^160 + (4 + 2a + 4a^2)d1^95d2^160 + (4 + 3a + 1a^2)d1^96d2^160 + (4 + 3a + 4a^2)d1^97d2^160 + (0 + 3a + 2a^2)d1^98d2^160 + (4 + 3a + 2a^2)d1^99d2^160 + (2 + 0a + 0a^2)d1^100d2^160 + (4 + 4a + 1a^2)d1^101d2^160 + (4 + 0a + 2a^2)d1^102d2^160 + (1 + 4a + 2a^2)d1^103d2^160 + (2 + 0a + 3a^2)d1^104d2^160 + (1 + 2a + 4a^2)d1^105d2^160 + (0 + 3a + 1a^2)d1^106d2^160 + (2 + 1a + 0a^2)d1^107d2^160 + (1 + 0a + 2a^2)d1^108d2^160 + (0 + 3a + 4a^2)d1^109d2^160 + (0 + 1a + 2a^2)d1^110d2^160 + (2 + 2a + 1a^2)d1^111d2^160 + (3 + 2a + 3a^2)d1^112d2^160 + (1 + 3a + 0a^2)d1^113d2^160 + (3 + 3a + 2a^2)d1^114d2^160 + (3 + 0a + 2a^2)d1^115d2^160 + (1 + 1a + 0a^2)d1^116d2^160 + (3 + 0a + 1a^2)d1^117d2^160 + (1 + 2a + 4a^2)d1^118d2^160 + (4 + 2a + 4a^2)d1^119d2^160 + (0 + 4a + 2a^2)d1^120d2^160 + (4 + 3a + 4a^2)d1^121d2^160 + (0 + 0a + 1a^2)d1^122d2^160 + (1 + 1a + 3a^2)d1^123d2^160 + (1 + 0a + 0a^2)d1^124d2^160 + (4 + 0a + 4a^2)d1^125d2^160 + (1 + 1a + 0a^2)d1^126d2^160 + (0 + 0a + 3a^2)d1^127d2^160 + (2 + 1a + 0a^2)d1^128d2^160 + (3 + 4a + 3a^2)d1^129d2^160 + (4 + 1a + 1a^2)d1^130d2^160 + (3 + 0a + 4a^2)d1^131d2^160 + (1 + 3a + 1a^2)d1^132d2^160 + (0 + 2a + 4a^2)d1^133d2^160 + (3 + 1a + 4a^2)d1^134d2^160 + (0 + 3a + 4a^2)d1^135d2^160 + (0 + 4a + 4a^2)d1^136d2^160 + (0 + 2a + 1a^2)d1^137d2^160 + (4 + 1a + 3a^2)d1^138d2^160 + (3 + 4a + 3a^2)d1^139d2^160 + (4 + 3a + 0a^2)d1^140d2^160 + (0 + 4a + 3a^2)d1^141d2^160 + (2 + 1a + 2a^2)d1^142d2^160 + (1 + 2a + 1a^2)d1^143d2^160 + (1 + 2a + 0a^2)d1^144d2^160 + (2 + 0a + 4a^2)d1^145d2^160 + (4 + 3a + 4a^2)d1^146d2^160 + (3 + 0a + 4a^2)d1^147d2^160 + (3 + 0a + 4a^2)d1^148d2^160 + (2 + 3a + 2a^2)d1^149d2^160 + (1 + 2a + 0a^2)d1^150d2^160 + (0 + 2a + 1a^2)d1^151d2^160 + (2 + 2a + 1a^2)d1^152d2^160 + (2 + 1a + 2a^2)d1^153d2^160 + (1 + 4a + 4a^2)d1^154d2^160 + (4 + 3a + 1a^2)d1^155d2^160 + (1 + 1a + 2a^2)d1^156d2^160 + (3 + 3a + 3a^2)d1^157d2^160 + (0 + 2a + 2a^2)d1^158d2^160 + (0 + 0a + 4a^2)d1^159d2^160 + (4 + 0a + 4a^2)d1^160d2^160 + (1 + 2a + 1a^2)d1^161d2^160 + (0 + 0a + 3a^2)d1^162d2^160 + (2 + 1a + 1a^2)d1^163d2^160 + (2 + 1a + 3a^2)d1^164d2^160 + (0 + 0a + 1a^2)d1^165d2^160 + (1 + 2a + 2a^2)d1^166d2^160 + (3 + 2a + 1a^2)d1^167d2^160 + (3 + 3a + 4a^2)d1^168d2^160 + (4 + 1a + 0a^2)d1^169d2^160 + (4 + 2a + 1a^2)d1^170d2^160 + (0 + 1a + 3a^2)d1^171d2^160 + (1 + 4a + 3a^2)d1^172d2^160 + (3 + 1a + 4a^2)d1^173d2^160 + (0 + 4a + 0a^2)d1^174d2^160 + (3 + 2a + 3a^2)d1^175d2^160 + (2 + 4a + 2a^2)d1^176d2^160 + (1 + 4a + 4a^2)d1^177d2^160 + (3 + 2a + 4a^2)d1^178d2^160 + (3 + 0a + 2a^2)d1^179d2^160 + (4 + 4a + 3a^2)d1^180d2^160 + (1 + 4a + 2a^2)d1^181d2^160 + (0 + 1a + 0a^2)d1^182d2^160 + (0 + 2a + 3a^2)d1^183d2^160 + (3 + 0a + 2a^2)d1^184d2^160 + (2 + 1a + 2a^2)d1^185d2^160 + (2 + 2a + 2a^2)d1^186d2^160 + (4 + 4a + 0a^2)d1^187d2^160 + (0 + 2a + 1a^2)d1^188d2^160 + (4 + 1a + 0a^2)d1^189d2^160 + (3 + 2a + 2a^2)d1^190d2^160 + (3 + 4a + 0a^2)d1^191d2^160 + (1 + 2a + 0a^2)d1^192d2^160 + (2 + 3a + 3a^2)d1^193d2^160 + (0 + 2a + 3a^2)d1^194d2^160 + (2 + 1a + 2a^2)d1^195d2^160 + (1 + 2a + 3a^2)d1^196d2^160 + (3 + 2a + 3a^2)d1^197d2^160 + (1 + 3a + 3a^2)d1^198d2^160 + (3 + 3a + 4a^2)d1^199d2^160 + (3 + 0a + 1a^2)d1^200d2^160 + (3 + 3a + 1a^2)d1^201d2^160 + (0 + 4a + 1a^2)d1^202d2^160 + (0 + 3a + 2a^2)d1^203d2^160 + (0 + 3a + 4a^2)d1^204d2^160 + (1 + 0a + 4a^2)d1^205d2^160 + (1 + 4a + 3a^2)d1^206d2^160 + (0 + 0a + 4a^2)d1^207d2^160 + (1 + 0a + 2a^2)d1^208d2^160 + (2 + 1a + 0a^2)d1^209d2^160 + (3 + 2a + 3a^2)d1^210d2^160 + (3 + 3a + 4a^2)d1^211d2^160 + (0 + 4a + 0a^2)d1^212d2^160 + (1 + 2a + 0a^2)d1^213d2^160 + (0 + 0a + 4a^2)d1^214d2^160 + (2 + 1a + 0a^2)d1^215d2^160 + (3 + 3a + 4a^2)d1^216d2^160 + (4 + 3a + 1a^2)d1^217d2^160 + (2 + 3a + 4a^2)d1^218d2^160 + (4 + 4a + 2a^2)d1^219d2^160 + (4 + 3a + 2a^2)d1^220d2^160 + (2 + 4a + 0a^2)d1^221d2^160 + (2 + 3a + 2a^2)d1^222d2^160 + (4 + 3a + 3a^2)d1^223d2^160 + (4 + 2a + 0a^2)d1^224d2^160 + (3 + 4a + 4a^2)d1^225d2^160 + (1 + 2a + 2a^2)d1^226d2^160 + (2 + 4a + 2a^2)d1^227d2^160 + (2 + 1a + 0a^2)d1^228d2^160 + (0 + 3a + 2a^2)d1^229d2^160 + (3 + 4a + 0a^2)d1^230d2^160 + (4 + 0a + 4a^2)d1^231d2^160 + (1 + 4a + 1a^2)d1^232d2^160 + (2 + 1a + 0a^2)d1^233d2^160 + (4 + 3a + 3a^2)d1^234d2^160 + (2 + 2a + 1a^2)d1^235d2^160 + (0 + 0a + 3a^2)d1^236d2^160 + (4 + 3a + 3a^2)d1^237d2^160 + (0 + 4a + 0a^2)d1^238d2^160 + (1 + 3a + 3a^2)d1^239d2^160 + (3 + 4a + 0a^2)d1^240d2^160 + (0 + 2a + 3a^2)d1^241d2^160 + (1 + 4a + 1a^2)d1^242d2^160 + (3 + 1a + 2a^2)d1^243d2^160 + (3 + 2a + 4a^2)d1^244d2^160 + (2 + 0a + 1a^2)d1^245d2^160 + (2 + 4a + 4a^2)d1^246d2^160 + (2 + 0a + 0a^2)d1^247d2^160 + (4 + 4a + 4a^2)d1^248d2^160 + (0 + 0a + 2a^2)d1^249d2^160 + (2 + 3a + 2a^2)d1^250d2^160 + (4 + 4a + 1a^2)d1^251d2^160 + (4 + 3a + 4a^2)d1^252d2^160 + (3 + 1a + 3a^2)d1^253d2^160 + (1 + 2a + 4a^2)d1^254d2^160 + (2 + 3a + 4a^2)d1^255d2^160 + (3 + 2a + 0a^2)d1^256d2^160 + (3 + 3a + 2a^2)d1^257d2^160 + (1 + 4a + 4a^2)d1^258d2^160 + (0 + 3a + 2a^2)d1^259d2^160 + (3 + 2a + 4a^2)d1^260d2^160 + (3 + 2a + 0a^2)d1^261d2^160 + (4 + 1a + 1a^2)d1^262d2^160 + (1 + 0a + 1a^2)d1^263d2^160 + (3 + 4a + 0a^2)d1^264d2^160 + (2 + 2a + 4a^2)d1^265d2^160 + (0 + 4a + 4a^2)d1^267d2^160 + (0 + 2a + 1a^2)d1^268d2^160 + (0 + 2a + 1a^2)d1^269d2^160 + (2 + 3a + 0a^2)d1^270d2^160 + (1 + 1a + 4a^2)d1^271d2^160 + (1 + 1a + 3a^2)d1^272d2^160 + (2 + 3a + 3a^2)d1^273d2^160 + (0 + 4a + 4a^2)d1^274d2^160 + (0 + 3a + 0a^2)d1^275d2^160 + (0 + 1a + 1a^2)d1^276d2^160 + (2 + 1a + 1a^2)d1^277d2^160 + (1 + 3a + 3a^2)d1^278d2^160 + (4 + 4a + 4a^2)d1^279d2^160 + (4 + 1a + 1a^2)d1^280d2^160 + (2 + 3a + 1a^2)d1^281d2^160 + (4 + 0a + 0a^2)d1^282d2^160 + (4 + 2a + 2a^2)d1^283d2^160 + (0 + 0a + 4a^2)d1^284d2^160 + (2 + 3a + 0a^2)d1^285d2^160 + (4 + 4a + 2a^2)d1^286d2^160 + (1 + 2a + 0a^2)d1^287d2^160 + (4 + 1a + 3a^2)d1^288d2^160 + (2 + 3a + 2a^2)d1^289d2^160 + (2 + 2a + 2a^2)d1^290d2^160 + (0 + 3a + 1a^2)d1^291d2^160 + (4 + 0a + 1a^2)d1^292d2^160 + (3 + 0a + 3a^2)d1^293d2^160 + (1 + 2a + 0a^2)d2^161 + (0 + 2a + 0a^2)d1^1d2^161 + (2 + 3a + 2a^2)d1^2d2^161 + (4 + 1a + 0a^2)d1^3d2^161 + (0 + 4a + 2a^2)d1^4d2^161 + (0 + 0a + 4a^2)d1^5d2^161 + (4 + 3a + 1a^2)d1^6d2^161 + (0 + 2a + 0a^2)d1^7d2^161 + (1 + 0a + 2a^2)d1^8d2^161 + (1 + 0a + 2a^2)d1^9d2^161 + (2 + 1a + 3a^2)d1^10d2^161 + (2 + 2a + 0a^2)d1^11d2^161 + (0 + 2a + 3a^2)d1^12d2^161 + (4 + 0a + 1a^2)d1^13d2^161 + (1 + 2a + 1a^2)d1^14d2^161 + (2 + 2a + 0a^2)d1^15d2^161 + (3 + 0a + 0a^2)d1^16d2^161 + (2 + 0a + 3a^2)d1^17d2^161 + (2 + 1a + 1a^2)d1^18d2^161 + (4 + 2a + 3a^2)d1^19d2^161 + (3 + 3a + 3a^2)d1^20d2^161 + (2 + 0a + 1a^2)d1^21d2^161 + (4 + 1a + 1a^2)d1^22d2^161 + (4 + 3a + 3a^2)d1^23d2^161 + (1 + 0a + 4a^2)d1^24d2^161 + (2 + 1a + 1a^2)d1^25d2^161 + (3 + 1a + 0a^2)d1^26d2^161 + (2 + 1a + 3a^2)d1^27d2^161 + (0 + 3a + 2a^2)d1^28d2^161 + (3 + 2a + 1a^2)d1^29d2^161 + (4 + 4a + 1a^2)d1^30d2^161 + (4 + 4a + 4a^2)d1^31d2^161 + (0 + 4a + 1a^2)d1^32d2^161 + (3 + 1a + 1a^2)d1^33d2^161 + (4 + 2a + 2a^2)d1^34d2^161 + (2 + 1a + 0a^2)d1^35d2^161 + (2 + 3a + 3a^2)d1^36d2^161 + (4 + 0a + 1a^2)d1^37d2^161 + (0 + 1a + 2a^2)d1^38d2^161 + (3 + 0a + 3a^2)d1^39d2^161 + (1 + 2a + 1a^2)d1^40d2^161 + (1 + 3a + 0a^2)d1^41d2^161 + (1 + 1a + 0a^2)d1^42d2^161 + (4 + 4a + 3a^2)d1^43d2^161 + (0 + 3a + 1a^2)d1^44d2^161 + (3 + 0a + 1a^2)d1^45d2^161 + (1 + 0a + 1a^2)d1^46d2^161 + (4 + 0a + 2a^2)d1^47d2^161 + (2 + 0a + 1a^2)d1^48d2^161 + (0 + 3a + 1a^2)d1^49d2^161 + (2 + 0a + 2a^2)d1^50d2^161 + (0 + 3a + 2a^2)d1^51d2^161 + (1 + 3a + 4a^2)d1^52d2^161 + (3 + 0a + 3a^2)d1^53d2^161 + (1 + 0a + 1a^2)d1^54d2^161 + (2 + 0a + 0a^2)d1^55d2^161 + (0 + 0a + 2a^2)d1^56d2^161 + (0 + 1a + 4a^2)d1^57d2^161 + (2 + 1a + 0a^2)d1^58d2^161 + (3 + 3a + 1a^2)d1^59d2^161 + (4 + 2a + 2a^2)d1^60d2^161 + (4 + 0a + 2a^2)d1^61d2^161 + (1 + 4a + 1a^2)d1^62d2^161 + (4 + 4a + 3a^2)d1^63d2^161 + (1 + 4a + 4a^2)d1^64d2^161 + (3 + 4a + 2a^2)d1^65d2^161 + (4 + 0a + 0a^2)d1^66d2^161 + (2 + 0a + 0a^2)d1^67d2^161 + (3 + 2a + 3a^2)d1^68d2^161 + (3 + 1a + 1a^2)d1^69d2^161 + (1 + 3a + 1a^2)d1^70d2^161 + (3 + 1a + 4a^2)d1^71d2^161 + (3 + 0a + 4a^2)d1^72d2^161 + (0 + 2a + 3a^2)d1^73d2^161 + (1 + 1a + 0a^2)d1^74d2^161 + (1 + 1a + 2a^2)d1^75d2^161 + (2 + 4a + 4a^2)d1^76d2^161 + (2 + 1a + 3a^2)d1^77d2^161 + (0 + 2a + 1a^2)d1^78d2^161 + (0 + 0a + 1a^2)d1^79d2^161 + (2 + 3a + 1a^2)d1^80d2^161 + (1 + 2a + 4a^2)d1^81d2^161 + (3 + 4a + 2a^2)d1^82d2^161 + (3 + 0a + 2a^2)d1^83d2^161 + (0 + 1a + 0a^2)d1^84d2^161 + (1 + 2a + 0a^2)d1^85d2^161 + (1 + 4a + 1a^2)d1^86d2^161 + (1 + 1a + 2a^2)d1^87d2^161 + (1 + 1a + 2a^2)d1^88d2^161 + (1 + 4a + 1a^2)d1^89d2^161 + (3 + 3a + 4a^2)d1^90d2^161 + (0 + 2a + 0a^2)d1^91d2^161 + (4 + 3a + 4a^2)d1^92d2^161 + (2 + 4a + 2a^2)d1^93d2^161 + (4 + 1a + 0a^2)d1^94d2^161 + (1 + 4a + 0a^2)d1^95d2^161 + (1 + 0a + 4a^2)d1^96d2^161 + (2 + 0a + 2a^2)d1^97d2^161 + (3 + 4a + 0a^2)d1^98d2^161 + (3 + 2a + 4a^2)d1^99d2^161 + (2 + 2a + 2a^2)d1^100d2^161 + (2 + 2a + 0a^2)d1^101d2^161 + (3 + 0a + 4a^2)d1^102d2^161 + (3 + 4a + 0a^2)d1^103d2^161 + (1 + 4a + 3a^2)d1^104d2^161 + (1 + 3a + 2a^2)d1^105d2^161 + (1 + 3a + 0a^2)d1^106d2^161 + (1 + 3a + 3a^2)d1^107d2^161 + (3 + 3a + 0a^2)d1^108d2^161 + (2 + 3a + 0a^2)d1^109d2^161 + (3 + 0a + 1a^2)d1^110d2^161 + (3 + 3a + 3a^2)d1^111d2^161 + (3 + 0a + 0a^2)d1^112d2^161 + (0 + 1a + 4a^2)d1^113d2^161 + (4 + 2a + 2a^2)d1^114d2^161 + (4 + 1a + 2a^2)d1^115d2^161 + (0 + 1a + 3a^2)d1^116d2^161 + (2 + 4a + 3a^2)d1^117d2^161 + (4 + 2a + 1a^2)d1^118d2^161 + (1 + 2a + 2a^2)d1^119d2^161 + (3 + 2a + 3a^2)d1^120d2^161 + (0 + 3a + 3a^2)d1^121d2^161 + (0 + 2a + 2a^2)d1^122d2^161 + (4 + 2a + 4a^2)d1^123d2^161 + (1 + 0a + 2a^2)d1^124d2^161 + (1 + 2a + 0a^2)d1^125d2^161 + (2 + 2a + 2a^2)d1^126d2^161 + (4 + 3a + 2a^2)d1^127d2^161 + (3 + 3a + 0a^2)d1^128d2^161 + (2 + 1a + 0a^2)d1^129d2^161 + (4 + 0a + 0a^2)d1^130d2^161 + (3 + 1a + 2a^2)d1^131d2^161 + (0 + 1a + 2a^2)d1^132d2^161 + (2 + 2a + 4a^2)d1^133d2^161 + (2 + 3a + 3a^2)d1^134d2^161 + (2 + 4a + 2a^2)d1^135d2^161 + (1 + 1a + 1a^2)d1^136d2^161 + (1 + 1a + 3a^2)d1^137d2^161 + (1 + 4a + 1a^2)d1^138d2^161 + (0 + 2a + 1a^2)d1^139d2^161 + (4 + 4a + 4a^2)d1^140d2^161 + (1 + 0a + 0a^2)d1^141d2^161 + (0 + 1a + 0a^2)d1^142d2^161 + (1 + 4a + 1a^2)d1^143d2^161 + (4 + 4a + 4a^2)d1^144d2^161 + (4 + 3a + 2a^2)d1^145d2^161 + (1 + 1a + 2a^2)d1^146d2^161 + (2 + 4a + 3a^2)d1^147d2^161 + (0 + 0a + 1a^2)d1^148d2^161 + (1 + 2a + 1a^2)d1^149d2^161 + (1 + 2a + 1a^2)d1^150d2^161 + (0 + 2a + 3a^2)d1^151d2^161 + (4 + 0a + 4a^2)d1^152d2^161 + (2 + 2a + 1a^2)d1^153d2^161 + (3 + 1a + 1a^2)d1^154d2^161 + (1 + 0a + 0a^2)d1^155d2^161 + (0 + 2a + 0a^2)d1^156d2^161 + (1 + 4a + 0a^2)d1^157d2^161 + (2 + 2a + 3a^2)d1^158d2^161 + (3 + 0a + 0a^2)d1^159d2^161 + (1 + 1a + 2a^2)d1^160d2^161 + (3 + 3a + 4a^2)d1^161d2^161 + (3 + 0a + 2a^2)d1^162d2^161 + (1 + 1a + 3a^2)d1^163d2^161 + (3 + 0a + 4a^2)d1^164d2^161 + (2 + 2a + 0a^2)d1^165d2^161 + (1 + 0a + 4a^2)d1^166d2^161 + (3 + 2a + 4a^2)d1^167d2^161 + (3 + 4a + 3a^2)d1^168d2^161 + (3 + 0a + 3a^2)d1^169d2^161 + (4 + 0a + 2a^2)d1^170d2^161 + (2 + 4a + 4a^2)d1^171d2^161 + (2 + 0a + 1a^2)d1^172d2^161 + (4 + 3a + 2a^2)d1^173d2^161 + (2 + 0a + 1a^2)d1^174d2^161 + (1 + 4a + 1a^2)d1^175d2^161 + (4 + 3a + 1a^2)d1^176d2^161 + (4 + 4a + 1a^2)d1^177d2^161 + (4 + 1a + 0a^2)d1^178d2^161 + (4 + 1a + 2a^2)d1^179d2^161 + (3 + 3a + 4a^2)d1^180d2^161 + (1 + 0a + 3a^2)d1^181d2^161 + (1 + 4a + 1a^2)d1^182d2^161 + (2 + 3a + 4a^2)d1^183d2^161 + (3 + 2a + 4a^2)d1^184d2^161 + (2 + 0a + 2a^2)d1^185d2^161 + (3 + 0a + 3a^2)d1^186d2^161 + (1 + 0a + 1a^2)d1^187d2^161 + (2 + 3a + 4a^2)d1^188d2^161 + (1 + 2a + 0a^2)d1^189d2^161 + (3 + 2a + 1a^2)d1^190d2^161 + (4 + 2a + 2a^2)d1^191d2^161 + (3 + 1a + 3a^2)d1^192d2^161 + (1 + 2a + 3a^2)d1^193d2^161 + (1 + 4a + 1a^2)d1^194d2^161 + (2 + 0a + 2a^2)d1^195d2^161 + (2 + 0a + 1a^2)d1^196d2^161 + (1 + 1a + 4a^2)d1^197d2^161 + (4 + 2a + 2a^2)d1^198d2^161 + (4 + 1a + 4a^2)d1^199d2^161 + (0 + 4a + 2a^2)d1^200d2^161 + (0 + 4a + 4a^2)d1^201d2^161 + (3 + 4a + 1a^2)d1^202d2^161 + (0 + 3a + 2a^2)d1^203d2^161 + (4 + 1a + 1a^2)d1^204d2^161 + (2 + 1a + 1a^2)d1^205d2^161 + (0 + 2a + 4a^2)d1^206d2^161 + (1 + 4a + 0a^2)d1^207d2^161 + (1 + 2a + 2a^2)d1^208d2^161 + (2 + 1a + 0a^2)d1^209d2^161 + (1 + 4a + 1a^2)d1^210d2^161 + (1 + 0a + 4a^2)d1^211d2^161 + (0 + 0a + 4a^2)d1^212d2^161 + (2 + 1a + 2a^2)d1^213d2^161 + (4 + 3a + 1a^2)d1^214d2^161 + (3 + 3a + 0a^2)d1^215d2^161 + (1 + 4a + 4a^2)d1^216d2^161 + (3 + 1a + 4a^2)d1^217d2^161 + (3 + 4a + 3a^2)d1^218d2^161 + (0 + 3a + 0a^2)d1^219d2^161 + (4 + 3a + 0a^2)d1^220d2^161 + (0 + 0a + 1a^2)d1^221d2^161 + (3 + 3a + 2a^2)d1^222d2^161 + (4 + 3a + 1a^2)d1^223d2^161 + (3 + 1a + 3a^2)d1^224d2^161 + (3 + 3a + 0a^2)d1^225d2^161 + (4 + 1a + 1a^2)d1^226d2^161 + (4 + 2a + 2a^2)d1^227d2^161 + (3 + 2a + 4a^2)d1^228d2^161 + (1 + 3a + 0a^2)d1^229d2^161 + (1 + 4a + 1a^2)d1^230d2^161 + (0 + 0a + 1a^2)d1^231d2^161 + (4 + 1a + 0a^2)d1^232d2^161 + (1 + 2a + 0a^2)d1^233d2^161 + (4 + 1a + 2a^2)d1^234d2^161 + (4 + 2a + 4a^2)d1^235d2^161 + (1 + 0a + 3a^2)d1^236d2^161 + (2 + 3a + 3a^2)d1^237d2^161 + (4 + 4a + 4a^2)d1^238d2^161 + (0 + 3a + 1a^2)d1^239d2^161 + (2 + 4a + 2a^2)d1^240d2^161 + (4 + 1a + 2a^2)d1^241d2^161 + (4 + 1a + 0a^2)d1^242d2^161 + (1 + 1a + 1a^2)d1^243d2^161 + (4 + 4a + 1a^2)d1^244d2^161 + (1 + 1a + 1a^2)d1^245d2^161 + (2 + 0a + 0a^2)d1^246d2^161 + (1 + 0a + 0a^2)d1^247d2^161 + (3 + 3a + 4a^2)d1^248d2^161 + (0 + 1a + 0a^2)d1^249d2^161 + (4 + 1a + 4a^2)d1^250d2^161 + (2 + 1a + 3a^2)d1^251d2^161 + (4 + 4a + 2a^2)d1^252d2^161 + (2 + 0a + 4a^2)d1^253d2^161 + (2 + 3a + 3a^2)d1^254d2^161 + (0 + 0a + 2a^2)d1^255d2^161 + (2 + 1a + 1a^2)d1^256d2^161 + (3 + 0a + 2a^2)d1^257d2^161 + (4 + 0a + 4a^2)d1^258d2^161 + (4 + 1a + 0a^2)d1^259d2^161 + (2 + 3a + 4a^2)d1^260d2^161 + (2 + 3a + 1a^2)d1^261d2^161 + (2 + 2a + 2a^2)d1^262d2^161 + (0 + 4a + 2a^2)d1^263d2^161 + (1 + 3a + 2a^2)d1^264d2^161 + (0 + 4a + 4a^2)d1^265d2^161 + (1 + 4a + 0a^2)d1^266d2^161 + (0 + 4a + 1a^2)d1^267d2^161 + (0 + 1a + 3a^2)d1^268d2^161 + (4 + 0a + 2a^2)d1^269d2^161 + (1 + 2a + 4a^2)d1^270d2^161 + (4 + 3a + 1a^2)d1^271d2^161 + (3 + 2a + 4a^2)d1^272d2^161 + (3 + 1a + 3a^2)d1^273d2^161 + (1 + 0a + 4a^2)d1^274d2^161 + (0 + 2a + 3a^2)d1^275d2^161 + (0 + 0a + 2a^2)d1^276d2^161 + (4 + 4a + 4a^2)d1^277d2^161 + (4 + 1a + 4a^2)d1^278d2^161 + (0 + 2a + 1a^2)d1^279d2^161 + (4 + 3a + 4a^2)d1^280d2^161 + (4 + 2a + 4a^2)d1^281d2^161 + (2 + 3a + 4a^2)d1^282d2^161 + (1 + 3a + 3a^2)d1^283d2^161 + (1 + 3a + 0a^2)d1^284d2^161 + (1 + 0a + 1a^2)d1^285d2^161 + (2 + 4a + 2a^2)d1^286d2^161 + (4 + 3a + 0a^2)d1^287d2^161 + (0 + 1a + 4a^2)d1^288d2^161 + (4 + 0a + 3a^2)d1^289d2^161 + (4 + 4a + 4a^2)d1^290d2^161 + (4 + 1a + 2a^2)d1^291d2^161 + (3 + 4a + 0a^2)d1^292d2^161 + (0 + 0a + 1a^2)d1^293d2^161 + (0 + 3a + 3a^2)d2^162 + (0 + 0a + 2a^2)d1^1d2^162 + (0 + 4a + 3a^2)d1^2d2^162 + (1 + 4a + 0a^2)d1^3d2^162 + (4 + 0a + 3a^2)d1^4d2^162 + (4 + 0a + 1a^2)d1^5d2^162 + (0 + 0a + 4a^2)d1^6d2^162 + (0 + 2a + 3a^2)d1^7d2^162 + (0 + 1a + 1a^2)d1^8d2^162 + (4 + 0a + 1a^2)d1^9d2^162 + (2 + 3a + 0a^2)d1^10d2^162 + (4 + 0a + 4a^2)d1^11d2^162 + (4 + 0a + 3a^2)d1^12d2^162 + (4 + 1a + 1a^2)d1^13d2^162 + (1 + 2a + 0a^2)d1^14d2^162 + (4 + 2a + 1a^2)d1^15d2^162 + (3 + 4a + 0a^2)d1^16d2^162 + (4 + 4a + 4a^2)d1^17d2^162 + (3 + 4a + 2a^2)d1^18d2^162 + (0 + 4a + 4a^2)d1^19d2^162 + (4 + 0a + 3a^2)d1^20d2^162 + (3 + 4a + 0a^2)d1^21d2^162 + (1 + 4a + 1a^2)d1^22d2^162 + (4 + 2a + 4a^2)d1^23d2^162 + (4 + 1a + 0a^2)d1^24d2^162 + (2 + 4a + 0a^2)d1^25d2^162 + (2 + 0a + 1a^2)d1^26d2^162 + (3 + 1a + 2a^2)d1^27d2^162 + (4 + 0a + 1a^2)d1^28d2^162 + (0 + 1a + 4a^2)d1^29d2^162 + (1 + 4a + 0a^2)d1^30d2^162 + (0 + 2a + 2a^2)d1^31d2^162 + (2 + 1a + 1a^2)d1^32d2^162 + (3 + 2a + 1a^2)d1^33d2^162 + (1 + 0a + 1a^2)d1^34d2^162 + (0 + 2a + 4a^2)d1^35d2^162 + (2 + 4a + 1a^2)d1^36d2^162 + (3 + 0a + 0a^2)d1^37d2^162 + (4 + 0a + 2a^2)d1^38d2^162 + (2 + 3a + 0a^2)d1^39d2^162 + (1 + 4a + 2a^2)d1^40d2^162 + (3 + 4a + 3a^2)d1^41d2^162 + (0 + 3a + 0a^2)d1^42d2^162 + (3 + 4a + 2a^2)d1^43d2^162 + (3 + 0a + 1a^2)d1^44d2^162 + (1 + 2a + 2a^2)d1^46d2^162 + (1 + 3a + 4a^2)d1^47d2^162 + (0 + 2a + 4a^2)d1^48d2^162 + (3 + 3a + 3a^2)d1^49d2^162 + (4 + 3a + 0a^2)d1^50d2^162 + (1 + 2a + 4a^2)d1^51d2^162 + (0 + 1a + 4a^2)d1^52d2^162 + (0 + 4a + 4a^2)d1^53d2^162 + (1 + 3a + 2a^2)d1^54d2^162 + (1 + 1a + 0a^2)d1^55d2^162 + (4 + 2a + 3a^2)d1^56d2^162 + (3 + 1a + 3a^2)d1^57d2^162 + (0 + 4a + 2a^2)d1^58d2^162 + (3 + 4a + 2a^2)d1^59d2^162 + (4 + 1a + 2a^2)d1^60d2^162 + (1 + 0a + 1a^2)d1^61d2^162 + (2 + 4a + 4a^2)d1^62d2^162 + (2 + 2a + 4a^2)d1^63d2^162 + (4 + 1a + 3a^2)d1^64d2^162 + (3 + 1a + 2a^2)d1^65d2^162 + (4 + 2a + 0a^2)d1^66d2^162 + (4 + 0a + 2a^2)d1^67d2^162 + (3 + 2a + 3a^2)d1^68d2^162 + (2 + 0a + 0a^2)d1^69d2^162 + (1 + 4a + 2a^2)d1^70d2^162 + (1 + 4a + 4a^2)d1^71d2^162 + (2 + 1a + 2a^2)d1^72d2^162 + (0 + 0a + 2a^2)d1^73d2^162 + (0 + 2a + 1a^2)d1^74d2^162 + (2 + 4a + 3a^2)d1^75d2^162 + (0 + 2a + 1a^2)d1^76d2^162 + (3 + 2a + 3a^2)d1^77d2^162 + (2 + 0a + 0a^2)d1^78d2^162 + (2 + 1a + 2a^2)d1^79d2^162 + (4 + 4a + 3a^2)d1^80d2^162 + (1 + 2a + 4a^2)d1^81d2^162 + (4 + 4a + 1a^2)d1^82d2^162 + (4 + 1a + 1a^2)d1^83d2^162 + (2 + 4a + 2a^2)d1^84d2^162 + (0 + 1a + 4a^2)d1^85d2^162 + (0 + 3a + 4a^2)d1^86d2^162 + (3 + 4a + 2a^2)d1^87d2^162 + (1 + 3a + 4a^2)d1^88d2^162 + (4 + 0a + 3a^2)d1^89d2^162 + (0 + 1a + 3a^2)d1^90d2^162 + (0 + 0a + 4a^2)d1^91d2^162 + (2 + 4a + 0a^2)d1^92d2^162 + (0 + 3a + 2a^2)d1^93d2^162 + (4 + 0a + 2a^2)d1^94d2^162 + (2 + 4a + 4a^2)d1^95d2^162 + (3 + 4a + 3a^2)d1^96d2^162 + (3 + 1a + 2a^2)d1^97d2^162 + (4 + 3a + 2a^2)d1^98d2^162 + (3 + 1a + 3a^2)d1^99d2^162 + (0 + 3a + 3a^2)d1^100d2^162 + (0 + 1a + 4a^2)d1^101d2^162 + (1 + 4a + 3a^2)d1^102d2^162 + (3 + 2a + 1a^2)d1^103d2^162 + (3 + 2a + 2a^2)d1^104d2^162 + (2 + 2a + 3a^2)d1^105d2^162 + (0 + 0a + 3a^2)d1^106d2^162 + (3 + 0a + 0a^2)d1^107d2^162 + (4 + 1a + 4a^2)d1^108d2^162 + (3 + 0a + 0a^2)d1^109d2^162 + (3 + 0a + 1a^2)d1^110d2^162 + (4 + 4a + 3a^2)d1^111d2^162 + (2 + 3a + 0a^2)d1^112d2^162 + (2 + 3a + 4a^2)d1^113d2^162 + (2 + 2a + 0a^2)d1^114d2^162 + (4 + 2a + 3a^2)d1^115d2^162 + (0 + 0a + 2a^2)d1^116d2^162 + (0 + 4a + 3a^2)d1^117d2^162 + (3 + 1a + 1a^2)d1^118d2^162 + (2 + 3a + 2a^2)d1^119d2^162 + (1 + 2a + 3a^2)d1^120d2^162 + (4 + 0a + 3a^2)d1^121d2^162 + (4 + 1a + 2a^2)d1^122d2^162 + (2 + 1a + 3a^2)d1^123d2^162 + (1 + 4a + 2a^2)d1^124d2^162 + (2 + 0a + 1a^2)d1^125d2^162 + (2 + 1a + 1a^2)d1^126d2^162 + (4 + 3a + 1a^2)d1^127d2^162 + (4 + 4a + 2a^2)d1^128d2^162 + (4 + 4a + 4a^2)d1^129d2^162 + (3 + 4a + 0a^2)d1^130d2^162 + (3 + 3a + 3a^2)d1^131d2^162 + (1 + 4a + 4a^2)d1^132d2^162 + (4 + 2a + 4a^2)d1^133d2^162 + (1 + 3a + 4a^2)d1^134d2^162 + (3 + 0a + 1a^2)d1^135d2^162 + (0 + 0a + 2a^2)d1^136d2^162 + (1 + 0a + 3a^2)d1^137d2^162 + (2 + 2a + 0a^2)d1^138d2^162 + (3 + 1a + 3a^2)d1^139d2^162 + (0 + 2a + 2a^2)d1^140d2^162 + (1 + 0a + 4a^2)d1^141d2^162 + (4 + 4a + 4a^2)d1^142d2^162 + (0 + 0a + 1a^2)d1^143d2^162 + (2 + 0a + 3a^2)d1^144d2^162 + (2 + 0a + 1a^2)d1^145d2^162 + (4 + 3a + 4a^2)d1^146d2^162 + (0 + 3a + 0a^2)d1^147d2^162 + (2 + 2a + 3a^2)d1^148d2^162 + (0 + 0a + 1a^2)d1^149d2^162 + (0 + 3a + 4a^2)d1^150d2^162 + (4 + 1a + 0a^2)d1^151d2^162 + (1 + 2a + 4a^2)d1^152d2^162 + (1 + 1a + 0a^2)d1^153d2^162 + (4 + 3a + 3a^2)d1^154d2^162 + (4 + 4a + 3a^2)d1^155d2^162 + (2 + 3a + 3a^2)d1^156d2^162 + (2 + 0a + 0a^2)d1^157d2^162 + (2 + 1a + 3a^2)d1^158d2^162 + (3 + 3a + 0a^2)d1^159d2^162 + (4 + 0a + 2a^2)d1^160d2^162 + (4 + 1a + 0a^2)d1^161d2^162 + (2 + 0a + 2a^2)d1^162d2^162 + (0 + 2a + 4a^2)d1^163d2^162 + (3 + 1a + 1a^2)d1^164d2^162 + (0 + 2a + 2a^2)d1^165d2^162 + (1 + 2a + 4a^2)d1^166d2^162 + (2 + 0a + 3a^2)d1^167d2^162 + (3 + 2a + 3a^2)d1^168d2^162 + (1 + 4a + 3a^2)d1^169d2^162 + (2 + 1a + 0a^2)d1^170d2^162 + (2 + 3a + 3a^2)d1^171d2^162 + (4 + 3a + 4a^2)d1^172d2^162 + (1 + 2a + 2a^2)d1^173d2^162 + (4 + 4a + 2a^2)d1^174d2^162 + (1 + 0a + 4a^2)d1^175d2^162 + (4 + 2a + 3a^2)d1^176d2^162 + (3 + 0a + 2a^2)d1^177d2^162 + (4 + 2a + 2a^2)d1^178d2^162 + (1 + 3a + 4a^2)d1^179d2^162 + (3 + 0a + 2a^2)d1^180d2^162 + (4 + 0a + 2a^2)d1^181d2^162 + (2 + 1a + 3a^2)d1^182d2^162 + (1 + 1a + 0a^2)d1^183d2^162 + (3 + 4a + 4a^2)d1^184d2^162 + (0 + 2a + 3a^2)d1^185d2^162 + (3 + 0a + 3a^2)d1^186d2^162 + (0 + 4a + 2a^2)d1^187d2^162 + (3 + 2a + 4a^2)d1^188d2^162 + (2 + 2a + 2a^2)d1^189d2^162 + (3 + 2a + 1a^2)d1^190d2^162 + (3 + 2a + 1a^2)d1^191d2^162 + (4 + 2a + 3a^2)d1^192d2^162 + (2 + 0a + 1a^2)d1^193d2^162 + (0 + 2a + 2a^2)d1^194d2^162 + (0 + 4a + 2a^2)d1^195d2^162 + (4 + 1a + 1a^2)d1^196d2^162 + (0 + 1a + 1a^2)d1^197d2^162 + (1 + 2a + 1a^2)d1^198d2^162 + (1 + 0a + 3a^2)d1^199d2^162 + (0 + 3a + 4a^2)d1^200d2^162 + (4 + 4a + 3a^2)d1^201d2^162 + (3 + 2a + 3a^2)d1^202d2^162 + (0 + 0a + 3a^2)d1^203d2^162 + (1 + 1a + 2a^2)d1^204d2^162 + (2 + 1a + 0a^2)d1^205d2^162 + (0 + 4a + 3a^2)d1^206d2^162 + (2 + 1a + 0a^2)d1^207d2^162 + (1 + 0a + 0a^2)d1^208d2^162 + (4 + 3a + 1a^2)d1^209d2^162 + (4 + 4a + 3a^2)d1^210d2^162 + (2 + 2a + 1a^2)d1^211d2^162 + (4 + 4a + 3a^2)d1^212d2^162 + (0 + 2a + 2a^2)d1^213d2^162 + (4 + 0a + 3a^2)d1^214d2^162 + (1 + 4a + 3a^2)d1^215d2^162 + (0 + 3a + 4a^2)d1^216d2^162 + (2 + 4a + 4a^2)d1^217d2^162 + (1 + 2a + 0a^2)d1^218d2^162 + (2 + 0a + 3a^2)d1^219d2^162 + (1 + 2a + 3a^2)d1^220d2^162 + (0 + 3a + 3a^2)d1^221d2^162 + (2 + 2a + 4a^2)d1^222d2^162 + (1 + 2a + 0a^2)d1^223d2^162 + (0 + 3a + 3a^2)d1^224d2^162 + (1 + 1a + 2a^2)d1^225d2^162 + (2 + 4a + 3a^2)d1^226d2^162 + (3 + 2a + 0a^2)d1^227d2^162 + (3 + 4a + 3a^2)d1^228d2^162 + (0 + 1a + 3a^2)d1^229d2^162 + (4 + 0a + 0a^2)d1^230d2^162 + (0 + 0a + 1a^2)d1^231d2^162 + (2 + 4a + 0a^2)d1^232d2^162 + (0 + 1a + 1a^2)d1^233d2^162 + (0 + 2a + 3a^2)d1^234d2^162 + (1 + 2a + 3a^2)d1^235d2^162 + (0 + 2a + 1a^2)d1^236d2^162 + (4 + 2a + 1a^2)d1^237d2^162 + (0 + 1a + 1a^2)d1^238d2^162 + (1 + 3a + 4a^2)d1^239d2^162 + (2 + 4a + 0a^2)d1^240d2^162 + (3 + 2a + 3a^2)d1^241d2^162 + (1 + 1a + 3a^2)d1^242d2^162 + (3 + 4a + 0a^2)d1^243d2^162 + (1 + 1a + 4a^2)d1^244d2^162 + (4 + 0a + 0a^2)d1^245d2^162 + (2 + 0a + 4a^2)d1^246d2^162 + (1 + 2a + 4a^2)d1^247d2^162 + (0 + 3a + 2a^2)d1^248d2^162 + (4 + 2a + 1a^2)d1^249d2^162 + (1 + 2a + 2a^2)d1^250d2^162 + (2 + 1a + 4a^2)d1^251d2^162 + (0 + 1a + 4a^2)d1^252d2^162 + (4 + 4a + 2a^2)d1^253d2^162 + (3 + 2a + 0a^2)d1^254d2^162 + (1 + 3a + 3a^2)d1^255d2^162 + (1 + 0a + 3a^2)d1^256d2^162 + (1 + 3a + 3a^2)d1^257d2^162 + (3 + 2a + 2a^2)d1^258d2^162 + (3 + 0a + 4a^2)d1^259d2^162 + (1 + 0a + 2a^2)d1^260d2^162 + (2 + 3a + 2a^2)d1^261d2^162 + (4 + 0a + 1a^2)d1^262d2^162 + (0 + 2a + 4a^2)d1^263d2^162 + (1 + 3a + 4a^2)d1^264d2^162 + (1 + 0a + 0a^2)d1^265d2^162 + (2 + 4a + 3a^2)d1^266d2^162 + (1 + 2a + 2a^2)d1^267d2^162 + (0 + 0a + 4a^2)d1^268d2^162 + (3 + 2a + 3a^2)d1^269d2^162 + (1 + 1a + 3a^2)d1^270d2^162 + (3 + 0a + 4a^2)d1^271d2^162 + (0 + 3a + 3a^2)d1^272d2^162 + (3 + 4a + 3a^2)d1^273d2^162 + (3 + 2a + 2a^2)d1^274d2^162 + (3 + 1a + 2a^2)d1^275d2^162 + (2 + 1a + 4a^2)d1^276d2^162 + (4 + 4a + 0a^2)d1^277d2^162 + (1 + 3a + 2a^2)d1^278d2^162 + (3 + 4a + 3a^2)d1^279d2^162 + (3 + 1a + 2a^2)d1^280d2^162 + (4 + 2a + 2a^2)d1^281d2^162 + (4 + 0a + 1a^2)d1^282d2^162 + (1 + 0a + 4a^2)d1^283d2^162 + (2 + 3a + 1a^2)d1^284d2^162 + (0 + 4a + 1a^2)d1^285d2^162 + (4 + 2a + 2a^2)d1^286d2^162 + (2 + 0a + 1a^2)d1^287d2^162 + (3 + 2a + 1a^2)d1^288d2^162 + (1 + 1a + 2a^2)d1^289d2^162 + (3 + 4a + 1a^2)d1^290d2^162 + (2 + 0a + 3a^2)d1^291d2^162 + (0 + 3a + 2a^2)d1^292d2^162 + (0 + 4a + 3a^2)d1^293d2^162 + (2 + 4a + 4a^2)d2^163 + (0 + 3a + 3a^2)d1^1d2^163 + (4 + 1a + 1a^2)d1^2d2^163 + (3 + 0a + 2a^2)d1^3d2^163 + (1 + 2a + 1a^2)d1^4d2^163 + (1 + 3a + 4a^2)d1^5d2^163 + (3 + 4a + 2a^2)d1^6d2^163 + (4 + 1a + 1a^2)d1^7d2^163 + (4 + 0a + 3a^2)d1^8d2^163 + (1 + 2a + 1a^2)d1^9d2^163 + (0 + 4a + 1a^2)d1^10d2^163 + (1 + 0a + 4a^2)d1^11d2^163 + (4 + 2a + 0a^2)d1^12d2^163 + (3 + 3a + 0a^2)d1^13d2^163 + (3 + 3a + 3a^2)d1^14d2^163 + (2 + 4a + 4a^2)d1^15d2^163 + (0 + 0a + 1a^2)d1^16d2^163 + (2 + 2a + 4a^2)d1^17d2^163 + (1 + 2a + 1a^2)d1^18d2^163 + (1 + 1a + 2a^2)d1^19d2^163 + (4 + 0a + 0a^2)d1^20d2^163 + (2 + 1a + 2a^2)d1^21d2^163 + (4 + 1a + 3a^2)d1^22d2^163 + (4 + 0a + 1a^2)d1^23d2^163 + (3 + 4a + 2a^2)d1^24d2^163 + (3 + 1a + 0a^2)d1^25d2^163 + (4 + 2a + 0a^2)d1^26d2^163 + (1 + 4a + 0a^2)d1^27d2^163 + (0 + 1a + 2a^2)d1^28d2^163 + (4 + 1a + 4a^2)d1^29d2^163 + (2 + 3a + 1a^2)d1^30d2^163 + (0 + 3a + 0a^2)d1^31d2^163 + (4 + 2a + 4a^2)d1^32d2^163 + (1 + 4a + 1a^2)d1^33d2^163 + (4 + 0a + 2a^2)d1^34d2^163 + (4 + 0a + 0a^2)d1^35d2^163 + (0 + 2a + 3a^2)d1^36d2^163 + (0 + 0a + 2a^2)d1^37d2^163 + (4 + 0a + 3a^2)d1^38d2^163 + (3 + 0a + 1a^2)d1^39d2^163 + (4 + 1a + 4a^2)d1^40d2^163 + (3 + 0a + 0a^2)d1^41d2^163 + (0 + 1a + 3a^2)d1^42d2^163 + (3 + 2a + 2a^2)d1^43d2^163 + (2 + 3a + 2a^2)d1^44d2^163 + (0 + 0a + 2a^2)d1^45d2^163 + (1 + 0a + 1a^2)d1^46d2^163 + (1 + 3a + 3a^2)d1^47d2^163 + (3 + 0a + 4a^2)d1^48d2^163 + (1 + 1a + 4a^2)d1^49d2^163 + (0 + 3a + 4a^2)d1^50d2^163 + (1 + 3a + 0a^2)d1^51d2^163 + (4 + 0a + 3a^2)d1^52d2^163 + (3 + 2a + 2a^2)d1^53d2^163 + (3 + 1a + 1a^2)d1^54d2^163 + (4 + 2a + 2a^2)d1^55d2^163 + (3 + 4a + 1a^2)d1^56d2^163 + (2 + 2a + 1a^2)d1^57d2^163 + (3 + 0a + 1a^2)d1^58d2^163 + (3 + 3a + 1a^2)d1^59d2^163 + (0 + 2a + 0a^2)d1^60d2^163 + (2 + 0a + 2a^2)d1^61d2^163 + (4 + 2a + 4a^2)d1^62d2^163 + (3 + 2a + 0a^2)d1^63d2^163 + (0 + 1a + 4a^2)d1^64d2^163 + (3 + 4a + 2a^2)d1^65d2^163 + (0 + 1a + 1a^2)d1^66d2^163 + (0 + 3a + 0a^2)d1^67d2^163 + (4 + 1a + 2a^2)d1^68d2^163 + (0 + 2a + 4a^2)d1^69d2^163 + (0 + 1a + 0a^2)d1^70d2^163 + (3 + 2a + 4a^2)d1^71d2^163 + (1 + 3a + 1a^2)d1^72d2^163 + (4 + 3a + 0a^2)d1^73d2^163 + (3 + 0a + 3a^2)d1^74d2^163 + (1 + 4a + 0a^2)d1^75d2^163 + (4 + 1a + 0a^2)d1^76d2^163 + (4 + 4a + 3a^2)d1^77d2^163 + (0 + 4a + 0a^2)d1^78d2^163 + (0 + 4a + 4a^2)d1^79d2^163 + (0 + 1a + 0a^2)d1^80d2^163 + (0 + 3a + 2a^2)d1^81d2^163 + (3 + 0a + 3a^2)d1^82d2^163 + (1 + 3a + 1a^2)d1^83d2^163 + (3 + 0a + 2a^2)d1^84d2^163 + (3 + 0a + 2a^2)d1^85d2^163 + (2 + 2a + 4a^2)d1^86d2^163 + (3 + 4a + 3a^2)d1^87d2^163 + (4 + 2a + 4a^2)d1^88d2^163 + (3 + 3a + 3a^2)d1^89d2^163 + (1 + 2a + 1a^2)d1^90d2^163 + (1 + 2a + 4a^2)d1^91d2^163 + (1 + 0a + 2a^2)d1^92d2^163 + (4 + 4a + 1a^2)d1^93d2^163 + (3 + 0a + 2a^2)d1^94d2^163 + (2 + 1a + 3a^2)d1^95d2^163 + (1 + 1a + 3a^2)d1^96d2^163 + (4 + 2a + 2a^2)d1^97d2^163 + (1 + 2a + 2a^2)d1^98d2^163 + (4 + 0a + 1a^2)d1^99d2^163 + (1 + 0a + 3a^2)d1^100d2^163 + (2 + 1a + 2a^2)d1^101d2^163 + (4 + 4a + 4a^2)d1^103d2^163 + (2 + 0a + 0a^2)d1^104d2^163 + (0 + 4a + 1a^2)d1^105d2^163 + (2 + 4a + 2a^2)d1^106d2^163 + (1 + 0a + 0a^2)d1^107d2^163 + (2 + 0a + 0a^2)d1^108d2^163 + (4 + 2a + 3a^2)d1^109d2^163 + (3 + 3a + 1a^2)d1^110d2^163 + (0 + 3a + 2a^2)d1^111d2^163 + (3 + 3a + 1a^2)d1^112d2^163 + (4 + 0a + 1a^2)d1^113d2^163 + (0 + 1a + 3a^2)d1^114d2^163 + (3 + 4a + 0a^2)d1^115d2^163 + (2 + 1a + 3a^2)d1^116d2^163 + (2 + 2a + 0a^2)d1^117d2^163 + (0 + 1a + 0a^2)d1^118d2^163 + (0 + 3a + 4a^2)d1^119d2^163 + (3 + 3a + 0a^2)d1^120d2^163 + (4 + 3a + 1a^2)d1^121d2^163 + (3 + 2a + 4a^2)d1^122d2^163 + (3 + 0a + 0a^2)d1^123d2^163 + (3 + 2a + 4a^2)d1^124d2^163 + (2 + 3a + 4a^2)d1^125d2^163 + (2 + 0a + 3a^2)d1^126d2^163 + (2 + 1a + 4a^2)d1^127d2^163 + (3 + 2a + 4a^2)d1^128d2^163 + (3 + 3a + 3a^2)d1^129d2^163 + (2 + 1a + 1a^2)d1^130d2^163 + (4 + 0a + 0a^2)d1^131d2^163 + (4 + 1a + 1a^2)d1^132d2^163 + (2 + 0a + 4a^2)d1^133d2^163 + (1 + 2a + 1a^2)d1^134d2^163 + (3 + 3a + 2a^2)d1^135d2^163 + (1 + 2a + 2a^2)d1^136d2^163 + (4 + 1a + 1a^2)d1^137d2^163 + (1 + 3a + 0a^2)d1^138d2^163 + (0 + 3a + 0a^2)d1^139d2^163 + (1 + 3a + 3a^2)d1^140d2^163 + (2 + 0a + 0a^2)d1^141d2^163 + (4 + 0a + 0a^2)d1^142d2^163 + (2 + 2a + 4a^2)d1^143d2^163 + (3 + 1a + 2a^2)d1^144d2^163 + (0 + 0a + 4a^2)d1^145d2^163 + (1 + 2a + 3a^2)d1^146d2^163 + (2 + 0a + 0a^2)d1^147d2^163 + (1 + 4a + 3a^2)d1^149d2^163 + (2 + 0a + 0a^2)d1^150d2^163 + (2 + 2a + 3a^2)d1^151d2^163 + (1 + 1a + 2a^2)d1^152d2^163 + (1 + 4a + 1a^2)d1^153d2^163 + (3 + 1a + 0a^2)d1^154d2^163 + (2 + 0a + 4a^2)d1^155d2^163 + (3 + 2a + 1a^2)d1^156d2^163 + (2 + 4a + 1a^2)d1^157d2^163 + (3 + 4a + 3a^2)d1^158d2^163 + (2 + 3a + 2a^2)d1^160d2^163 + (1 + 2a + 3a^2)d1^161d2^163 + (3 + 4a + 2a^2)d1^162d2^163 + (4 + 2a + 4a^2)d1^163d2^163 + (2 + 4a + 2a^2)d1^165d2^163 + (2 + 2a + 3a^2)d1^166d2^163 + (2 + 2a + 2a^2)d1^167d2^163 + (0 + 4a + 1a^2)d1^168d2^163 + (2 + 2a + 3a^2)d1^169d2^163 + (1 + 2a + 4a^2)d1^170d2^163 + (3 + 4a + 1a^2)d1^171d2^163 + (0 + 3a + 3a^2)d1^172d2^163 + (4 + 2a + 4a^2)d1^173d2^163 + (2 + 0a + 2a^2)d1^174d2^163 + (3 + 1a + 4a^2)d1^175d2^163 + (4 + 1a + 0a^2)d1^176d2^163 + (1 + 1a + 2a^2)d1^177d2^163 + (1 + 1a + 3a^2)d1^178d2^163 + (1 + 2a + 0a^2)d1^179d2^163 + (2 + 2a + 1a^2)d1^180d2^163 + (1 + 0a + 1a^2)d1^181d2^163 + (1 + 1a + 1a^2)d1^182d2^163 + (1 + 0a + 4a^2)d1^183d2^163 + (3 + 3a + 3a^2)d1^184d2^163 + (1 + 1a + 0a^2)d1^185d2^163 + (4 + 4a + 0a^2)d1^186d2^163 + (1 + 2a + 3a^2)d1^187d2^163 + (4 + 2a + 1a^2)d1^188d2^163 + (1 + 0a + 0a^2)d1^189d2^163 + (2 + 4a + 4a^2)d1^190d2^163 + (1 + 2a + 2a^2)d1^191d2^163 + (2 + 1a + 2a^2)d1^192d2^163 + (2 + 0a + 1a^2)d1^193d2^163 + (3 + 0a + 1a^2)d1^194d2^163 + (2 + 3a + 4a^2)d1^195d2^163 + (0 + 2a + 1a^2)d1^196d2^163 + (3 + 2a + 2a^2)d1^197d2^163 + (0 + 0a + 1a^2)d1^198d2^163 + (1 + 2a + 2a^2)d1^199d2^163 + (2 + 1a + 3a^2)d1^200d2^163 + (3 + 1a + 2a^2)d1^201d2^163 + (4 + 1a + 3a^2)d1^202d2^163 + (1 + 1a + 2a^2)d1^203d2^163 + (1 + 4a + 1a^2)d1^204d2^163 + (0 + 1a + 2a^2)d1^205d2^163 + (0 + 3a + 2a^2)d1^206d2^163 + (4 + 1a + 1a^2)d1^207d2^163 + (2 + 3a + 4a^2)d1^208d2^163 + (2 + 4a + 3a^2)d1^209d2^163 + (1 + 3a + 3a^2)d1^210d2^163 + (4 + 2a + 3a^2)d1^211d2^163 + (2 + 3a + 2a^2)d1^213d2^163 + (3 + 3a + 0a^2)d1^214d2^163 + (0 + 2a + 1a^2)d1^215d2^163 + (2 + 4a + 2a^2)d1^216d2^163 + (3 + 2a + 3a^2)d1^217d2^163 + (1 + 2a + 2a^2)d1^218d2^163 + (4 + 0a + 0a^2)d1^219d2^163 + (0 + 3a + 0a^2)d1^220d2^163 + (0 + 4a + 2a^2)d1^221d2^163 + (1 + 0a + 2a^2)d1^222d2^163 + (1 + 1a + 2a^2)d1^223d2^163 + (2 + 3a + 3a^2)d1^224d2^163 + (2 + 3a + 2a^2)d1^225d2^163 + (0 + 1a + 0a^2)d1^226d2^163 + (0 + 3a + 0a^2)d1^227d2^163 + (4 + 1a + 0a^2)d1^228d2^163 + (2 + 3a + 0a^2)d1^229d2^163 + (2 + 3a + 0a^2)d1^230d2^163 + (4 + 1a + 3a^2)d1^231d2^163 + (0 + 3a + 2a^2)d1^232d2^163 + (2 + 0a + 0a^2)d1^233d2^163 + (0 + 2a + 3a^2)d1^234d2^163 + (3 + 4a + 4a^2)d1^235d2^163 + (4 + 2a + 4a^2)d1^236d2^163 + (1 + 3a + 4a^2)d1^237d2^163 + (3 + 4a + 2a^2)d1^238d2^163 + (0 + 4a + 2a^2)d1^239d2^163 + (2 + 0a + 0a^2)d1^240d2^163 + (2 + 2a + 4a^2)d1^241d2^163 + (2 + 2a + 3a^2)d1^242d2^163 + (3 + 0a + 2a^2)d1^243d2^163 + (2 + 2a + 2a^2)d1^244d2^163 + (0 + 2a + 2a^2)d1^245d2^163 + (0 + 3a + 4a^2)d1^246d2^163 + (4 + 3a + 4a^2)d1^247d2^163 + (4 + 1a + 2a^2)d1^248d2^163 + (4 + 3a + 3a^2)d1^249d2^163 + (4 + 0a + 0a^2)d1^250d2^163 + (4 + 2a + 1a^2)d1^251d2^163 + (4 + 0a + 0a^2)d1^252d2^163 + (1 + 1a + 0a^2)d1^253d2^163 + (1 + 0a + 4a^2)d1^254d2^163 + (4 + 0a + 2a^2)d1^255d2^163 + (4 + 2a + 1a^2)d1^256d2^163 + (3 + 3a + 2a^2)d1^257d2^163 + (1 + 3a + 1a^2)d1^258d2^163 + (0 + 4a + 1a^2)d1^259d2^163 + (2 + 2a + 1a^2)d1^260d2^163 + (0 + 4a + 1a^2)d1^261d2^163 + (2 + 0a + 3a^2)d1^262d2^163 + (1 + 4a + 0a^2)d1^263d2^163 + (1 + 2a + 0a^2)d1^264d2^163 + (2 + 3a + 0a^2)d1^265d2^163 + (0 + 0a + 4a^2)d1^266d2^163 + (1 + 0a + 4a^2)d1^267d2^163 + (4 + 4a + 3a^2)d1^268d2^163 + (1 + 3a + 4a^2)d1^269d2^163 + (2 + 3a + 0a^2)d1^270d2^163 + (4 + 0a + 4a^2)d1^271d2^163 + (2 + 2a + 1a^2)d1^272d2^163 + (4 + 3a + 0a^2)d1^273d2^163 + (4 + 3a + 0a^2)d1^274d2^163 + (4 + 2a + 1a^2)d1^275d2^163 + (2 + 0a + 3a^2)d1^276d2^163 + (4 + 3a + 3a^2)d1^277d2^163 + (2 + 3a + 3a^2)d1^278d2^163 + (2 + 3a + 0a^2)d1^279d2^163 + (0 + 3a + 4a^2)d1^280d2^163 + (0 + 1a + 1a^2)d1^281d2^163 + (4 + 3a + 4a^2)d1^282d2^163 + (3 + 4a + 2a^2)d1^283d2^163 + (3 + 3a + 1a^2)d1^284d2^163 + (3 + 2a + 3a^2)d1^285d2^163 + (4 + 1a + 3a^2)d1^286d2^163 + (4 + 0a + 0a^2)d1^287d2^163 + (4 + 4a + 3a^2)d1^288d2^163 + (4 + 2a + 4a^2)d1^289d2^163 + (2 + 1a + 4a^2)d1^290d2^163 + (0 + 1a + 1a^2)d1^291d2^163 + (1 + 3a + 2a^2)d1^292d2^163 + (0 + 2a + 3a^2)d1^293d2^163 + (0 + 4a + 3a^2)d2^164 + (4 + 3a + 1a^2)d1^1d2^164 + (1 + 3a + 4a^2)d1^2d2^164 + (3 + 1a + 4a^2)d1^3d2^164 + (2 + 2a + 0a^2)d1^4d2^164 + (4 + 3a + 1a^2)d1^5d2^164 + (2 + 3a + 2a^2)d1^6d2^164 + (0 + 4a + 1a^2)d1^7d2^164 + (3 + 2a + 3a^2)d1^8d2^164 + (0 + 0a + 1a^2)d1^9d2^164 + (1 + 4a + 2a^2)d1^10d2^164 + (1 + 4a + 0a^2)d1^13d2^164 + (4 + 3a + 4a^2)d1^14d2^164 + (3 + 2a + 1a^2)d1^15d2^164 + (1 + 0a + 3a^2)d1^16d2^164 + (4 + 1a + 2a^2)d1^18d2^164 + (3 + 4a + 0a^2)d1^19d2^164 + (0 + 1a + 4a^2)d1^20d2^164 + (2 + 1a + 3a^2)d1^21d2^164 + (1 + 1a + 2a^2)d1^22d2^164 + (2 + 0a + 0a^2)d1^23d2^164 + (1 + 3a + 2a^2)d1^24d2^164 + (0 + 0a + 2a^2)d1^25d2^164 + (0 + 0a + 4a^2)d1^26d2^164 + (4 + 2a + 2a^2)d1^27d2^164 + (1 + 0a + 2a^2)d1^28d2^164 + (0 + 1a + 0a^2)d1^29d2^164 + (2 + 0a + 0a^2)d1^30d2^164 + (3 + 1a + 2a^2)d1^31d2^164 + (4 + 2a + 3a^2)d1^32d2^164 + (3 + 1a + 2a^2)d1^33d2^164 + (2 + 4a + 1a^2)d1^34d2^164 + (3 + 0a + 0a^2)d1^35d2^164 + (4 + 1a + 2a^2)d1^36d2^164 + (3 + 2a + 1a^2)d1^37d2^164 + (0 + 4a + 2a^2)d1^38d2^164 + (3 + 2a + 4a^2)d1^39d2^164 + (1 + 1a + 2a^2)d1^40d2^164 + (3 + 4a + 2a^2)d1^41d2^164 + (1 + 3a + 0a^2)d1^42d2^164 + (0 + 2a + 1a^2)d1^43d2^164 + (4 + 3a + 0a^2)d1^44d2^164 + (4 + 0a + 0a^2)d1^45d2^164 + (2 + 4a + 3a^2)d1^46d2^164 + (2 + 0a + 0a^2)d1^47d2^164 + (2 + 4a + 0a^2)d1^48d2^164 + (0 + 0a + 3a^2)d1^49d2^164 + (3 + 3a + 4a^2)d1^50d2^164 + (0 + 1a + 3a^2)d1^51d2^164 + (4 + 3a + 1a^2)d1^52d2^164 + (4 + 3a + 4a^2)d1^53d2^164 + (1 + 3a + 0a^2)d1^54d2^164 + (0 + 2a + 4a^2)d1^55d2^164 + (2 + 3a + 4a^2)d1^56d2^164 + (4 + 3a + 2a^2)d1^57d2^164 + (1 + 0a + 4a^2)d1^58d2^164 + (2 + 4a + 3a^2)d1^59d2^164 + (2 + 2a + 0a^2)d1^60d2^164 + (0 + 1a + 0a^2)d1^61d2^164 + (4 + 0a + 2a^2)d1^62d2^164 + (4 + 0a + 3a^2)d1^63d2^164 + (4 + 1a + 0a^2)d1^64d2^164 + (4 + 0a + 2a^2)d1^65d2^164 + (1 + 1a + 4a^2)d1^66d2^164 + (1 + 1a + 2a^2)d1^67d2^164 + (0 + 2a + 1a^2)d1^68d2^164 + (1 + 1a + 0a^2)d1^69d2^164 + (1 + 3a + 3a^2)d1^70d2^164 + (4 + 1a + 2a^2)d1^71d2^164 + (1 + 3a + 2a^2)d1^72d2^164 + (3 + 1a + 3a^2)d1^73d2^164 + (0 + 0a + 2a^2)d1^74d2^164 + (1 + 0a + 2a^2)d1^75d2^164 + (2 + 3a + 0a^2)d1^76d2^164 + (0 + 3a + 1a^2)d1^77d2^164 + (0 + 2a + 1a^2)d1^78d2^164 + (2 + 3a + 0a^2)d1^79d2^164 + (2 + 3a + 0a^2)d1^80d2^164 + (1 + 4a + 4a^2)d1^81d2^164 + (0 + 3a + 0a^2)d1^82d2^164 + (1 + 4a + 3a^2)d1^83d2^164 + (1 + 1a + 2a^2)d1^84d2^164 + (3 + 0a + 0a^2)d1^85d2^164 + (4 + 4a + 1a^2)d1^86d2^164 + (0 + 1a + 2a^2)d1^87d2^164 + (3 + 4a + 2a^2)d1^88d2^164 + (0 + 3a + 1a^2)d1^89d2^164 + (1 + 0a + 3a^2)d1^90d2^164 + (1 + 1a + 4a^2)d1^91d2^164 + (4 + 3a + 2a^2)d1^92d2^164 + (2 + 2a + 0a^2)d1^93d2^164 + (0 + 0a + 4a^2)d1^94d2^164 + (2 + 3a + 4a^2)d1^95d2^164 + (1 + 0a + 3a^2)d1^96d2^164 + (1 + 0a + 3a^2)d1^97d2^164 + (0 + 4a + 2a^2)d1^98d2^164 + (2 + 4a + 1a^2)d1^99d2^164 + (0 + 3a + 3a^2)d1^100d2^164 + (1 + 2a + 0a^2)d1^101d2^164 + (3 + 1a + 4a^2)d1^102d2^164 + (4 + 4a + 4a^2)d1^103d2^164 + (3 + 0a + 2a^2)d1^104d2^164 + (0 + 3a + 4a^2)d1^105d2^164 + (3 + 3a + 3a^2)d1^106d2^164 + (0 + 2a + 3a^2)d1^107d2^164 + (1 + 0a + 3a^2)d1^108d2^164 + (2 + 4a + 4a^2)d1^109d2^164 + (0 + 2a + 1a^2)d1^110d2^164 + (2 + 4a + 3a^2)d1^111d2^164 + (0 + 4a + 3a^2)d1^112d2^164 + (2 + 2a + 3a^2)d1^113d2^164 + (1 + 0a + 4a^2)d1^114d2^164 + (1 + 2a + 2a^2)d1^115d2^164 + (2 + 4a + 1a^2)d1^116d2^164 + (4 + 4a + 1a^2)d1^117d2^164 + (1 + 2a + 3a^2)d1^118d2^164 + (2 + 1a + 2a^2)d1^119d2^164 + (4 + 1a + 1a^2)d1^120d2^164 + (2 + 3a + 0a^2)d1^121d2^164 + (4 + 3a + 1a^2)d1^122d2^164 + (0 + 0a + 3a^2)d1^123d2^164 + (4 + 0a + 2a^2)d1^124d2^164 + (0 + 4a + 0a^2)d1^125d2^164 + (3 + 1a + 3a^2)d1^126d2^164 + (2 + 4a + 3a^2)d1^127d2^164 + (0 + 4a + 3a^2)d1^128d2^164 + (3 + 1a + 4a^2)d1^129d2^164 + (4 + 3a + 2a^2)d1^130d2^164 + (0 + 0a + 1a^2)d1^131d2^164 + (4 + 4a + 1a^2)d1^132d2^164 + (2 + 3a + 0a^2)d1^133d2^164 + (0 + 2a + 4a^2)d1^134d2^164 + (2 + 4a + 1a^2)d1^135d2^164 + (0 + 4a + 1a^2)d1^136d2^164 + (4 + 2a + 4a^2)d1^137d2^164 + (1 + 1a + 1a^2)d1^138d2^164 + (1 + 3a + 2a^2)d1^139d2^164 + (3 + 3a + 2a^2)d1^140d2^164 + (3 + 1a + 4a^2)d1^141d2^164 + (0 + 4a + 4a^2)d1^142d2^164 + (2 + 1a + 3a^2)d1^143d2^164 + (1 + 2a + 3a^2)d1^144d2^164 + (2 + 4a + 0a^2)d1^145d2^164 + (2 + 2a + 0a^2)d1^146d2^164 + (3 + 3a + 3a^2)d1^147d2^164 + (2 + 3a + 3a^2)d1^148d2^164 + (4 + 4a + 4a^2)d1^149d2^164 + (2 + 1a + 0a^2)d1^150d2^164 + (3 + 4a + 0a^2)d1^151d2^164 + (0 + 1a + 4a^2)d1^152d2^164 + (1 + 3a + 1a^2)d1^153d2^164 + (3 + 2a + 2a^2)d1^154d2^164 + (3 + 2a + 0a^2)d1^155d2^164 + (3 + 2a + 2a^2)d1^156d2^164 + (1 + 1a + 1a^2)d1^157d2^164 + (1 + 3a + 0a^2)d1^158d2^164 + (4 + 0a + 2a^2)d1^159d2^164 + (1 + 2a + 1a^2)d1^160d2^164 + (2 + 4a + 0a^2)d1^161d2^164 + (4 + 1a + 0a^2)d1^162d2^164 + (1 + 1a + 1a^2)d1^163d2^164 + (1 + 4a + 3a^2)d1^164d2^164 + (1 + 2a + 1a^2)d1^165d2^164 + (4 + 2a + 1a^2)d1^166d2^164 + (4 + 1a + 2a^2)d1^167d2^164 + (0 + 1a + 2a^2)d1^168d2^164 + (3 + 1a + 2a^2)d1^169d2^164 + (3 + 0a + 4a^2)d1^170d2^164 + (1 + 3a + 1a^2)d1^171d2^164 + (2 + 0a + 1a^2)d1^172d2^164 + (2 + 1a + 0a^2)d1^173d2^164 + (4 + 1a + 0a^2)d1^174d2^164 + (0 + 4a + 2a^2)d1^175d2^164 + (4 + 0a + 0a^2)d1^176d2^164 + (3 + 4a + 2a^2)d1^177d2^164 + (2 + 0a + 0a^2)d1^178d2^164 + (3 + 1a + 2a^2)d1^179d2^164 + (4 + 3a + 0a^2)d1^180d2^164 + (3 + 3a + 3a^2)d1^181d2^164 + (0 + 4a + 2a^2)d1^182d2^164 + (0 + 4a + 1a^2)d1^183d2^164 + (3 + 2a + 1a^2)d1^184d2^164 + (1 + 1a + 3a^2)d1^185d2^164 + (2 + 4a + 1a^2)d1^186d2^164 + (1 + 3a + 0a^2)d1^187d2^164 + (0 + 3a + 1a^2)d1^188d2^164 + (1 + 2a + 3a^2)d1^189d2^164 + (1 + 1a + 0a^2)d1^190d2^164 + (0 + 4a + 0a^2)d1^191d2^164 + (3 + 4a + 0a^2)d1^192d2^164 + (2 + 2a + 3a^2)d1^193d2^164 + (1 + 2a + 4a^2)d1^194d2^164 + (2 + 1a + 1a^2)d1^195d2^164 + (2 + 2a + 4a^2)d1^197d2^164 + (4 + 4a + 3a^2)d1^198d2^164 + (2 + 2a + 2a^2)d1^199d2^164 + (4 + 4a + 4a^2)d1^200d2^164 + (2 + 4a + 4a^2)d1^201d2^164 + (4 + 1a + 1a^2)d1^202d2^164 + (2 + 4a + 0a^2)d1^203d2^164 + (3 + 0a + 4a^2)d1^204d2^164 + (4 + 4a + 3a^2)d1^205d2^164 + (3 + 3a + 0a^2)d1^206d2^164 + (4 + 0a + 3a^2)d1^207d2^164 + (1 + 2a + 1a^2)d1^208d2^164 + (2 + 4a + 4a^2)d1^209d2^164 + (2 + 2a + 0a^2)d1^210d2^164 + (0 + 2a + 2a^2)d1^211d2^164 + (0 + 1a + 2a^2)d1^212d2^164 + (2 + 4a + 3a^2)d1^213d2^164 + (1 + 4a + 2a^2)d1^214d2^164 + (1 + 0a + 1a^2)d1^215d2^164 + (3 + 4a + 2a^2)d1^216d2^164 + (2 + 4a + 2a^2)d1^217d2^164 + (2 + 4a + 2a^2)d1^218d2^164 + (0 + 4a + 4a^2)d1^219d2^164 + (2 + 4a + 0a^2)d1^220d2^164 + (3 + 1a + 2a^2)d1^221d2^164 + (4 + 3a + 2a^2)d1^222d2^164 + (4 + 2a + 3a^2)d1^223d2^164 + (4 + 2a + 2a^2)d1^224d2^164 + (2 + 4a + 4a^2)d1^225d2^164 + (0 + 4a + 3a^2)d1^226d2^164 + (3 + 0a + 3a^2)d1^227d2^164 + (0 + 2a + 2a^2)d1^228d2^164 + (1 + 1a + 1a^2)d1^229d2^164 + (4 + 4a + 2a^2)d1^230d2^164 + (2 + 2a + 3a^2)d1^231d2^164 + (3 + 2a + 3a^2)d1^232d2^164 + (0 + 0a + 4a^2)d1^233d2^164 + (0 + 3a + 3a^2)d1^234d2^164 + (4 + 4a + 4a^2)d1^235d2^164 + (3 + 0a + 2a^2)d1^236d2^164 + (0 + 0a + 1a^2)d1^237d2^164 + (2 + 3a + 2a^2)d1^238d2^164 + (0 + 0a + 1a^2)d1^239d2^164 + (2 + 4a + 3a^2)d1^240d2^164 + (2 + 1a + 4a^2)d1^241d2^164 + (3 + 1a + 1a^2)d1^242d2^164 + (3 + 3a + 1a^2)d1^243d2^164 + (1 + 1a + 2a^2)d1^244d2^164 + (4 + 0a + 4a^2)d1^245d2^164 + (2 + 1a + 0a^2)d1^246d2^164 + (3 + 4a + 1a^2)d1^247d2^164 + (1 + 4a + 0a^2)d1^248d2^164 + (4 + 3a + 4a^2)d1^249d2^164 + (0 + 2a + 4a^2)d1^250d2^164 + (4 + 2a + 2a^2)d1^251d2^164 + (2 + 3a + 0a^2)d1^252d2^164 + (2 + 0a + 2a^2)d1^253d2^164 + (1 + 3a + 3a^2)d1^254d2^164 + (2 + 0a + 2a^2)d1^255d2^164 + (1 + 0a + 0a^2)d1^256d2^164 + (2 + 4a + 1a^2)d1^257d2^164 + (4 + 4a + 4a^2)d1^258d2^164 + (2 + 2a + 3a^2)d1^259d2^164 + (2 + 1a + 3a^2)d1^260d2^164 + (4 + 0a + 3a^2)d1^261d2^164 + (1 + 1a + 0a^2)d1^262d2^164 + (2 + 2a + 1a^2)d1^263d2^164 + (1 + 0a + 1a^2)d1^264d2^164 + (2 + 0a + 3a^2)d1^265d2^164 + (1 + 4a + 0a^2)d1^266d2^164 + (3 + 2a + 0a^2)d1^267d2^164 + (4 + 0a + 1a^2)d1^268d2^164 + (3 + 0a + 0a^2)d1^269d2^164 + (3 + 0a + 4a^2)d1^270d2^164 + (0 + 2a + 1a^2)d1^271d2^164 + (4 + 1a + 4a^2)d1^272d2^164 + (1 + 0a + 3a^2)d1^273d2^164 + (2 + 0a + 3a^2)d1^274d2^164 + (0 + 4a + 0a^2)d1^275d2^164 + (1 + 1a + 1a^2)d1^276d2^164 + (0 + 3a + 1a^2)d1^277d2^164 + (0 + 2a + 0a^2)d1^278d2^164 + (3 + 2a + 2a^2)d1^279d2^164 + (4 + 0a + 1a^2)d1^280d2^164 + (1 + 1a + 3a^2)d1^281d2^164 + (2 + 4a + 1a^2)d1^282d2^164 + (2 + 2a + 2a^2)d1^283d2^164 + (0 + 1a + 2a^2)d1^284d2^164 + (4 + 3a + 2a^2)d1^285d2^164 + (2 + 4a + 3a^2)d1^286d2^164 + (1 + 3a + 3a^2)d1^287d2^164 + (3 + 4a + 1a^2)d1^288d2^164 + (0 + 2a + 3a^2)d1^289d2^164 + (0 + 1a + 4a^2)d1^290d2^164 + (4 + 1a + 4a^2)d1^291d2^164 + (1 + 2a + 3a^2)d1^292d2^164 + (1 + 1a + 3a^2)d1^293d2^164 + (2 + 4a + 0a^2)d2^165 + (3 + 1a + 0a^2)d1^1d2^165 + (0 + 2a + 3a^2)d1^2d2^165 + (0 + 4a + 2a^2)d1^3d2^165 + (2 + 4a + 4a^2)d1^4d2^165 + (1 + 2a + 1a^2)d1^5d2^165 + (4 + 4a + 4a^2)d1^6d2^165 + (1 + 0a + 1a^2)d1^7d2^165 + (4 + 4a + 0a^2)d1^8d2^165 + (4 + 2a + 2a^2)d1^9d2^165 + (4 + 1a + 1a^2)d1^10d2^165 + (3 + 1a + 0a^2)d1^11d2^165 + (1 + 0a + 2a^2)d1^12d2^165 + (2 + 1a + 1a^2)d1^13d2^165 + (0 + 2a + 1a^2)d1^14d2^165 + (1 + 1a + 3a^2)d1^15d2^165 + (3 + 0a + 2a^2)d1^16d2^165 + (1 + 4a + 4a^2)d1^17d2^165 + (3 + 3a + 2a^2)d1^18d2^165 + (4 + 0a + 0a^2)d1^19d2^165 + (1 + 4a + 0a^2)d1^20d2^165 + (4 + 1a + 2a^2)d1^21d2^165 + (2 + 4a + 2a^2)d1^22d2^165 + (2 + 4a + 0a^2)d1^23d2^165 + (3 + 4a + 2a^2)d1^24d2^165 + (0 + 3a + 3a^2)d1^25d2^165 + (4 + 2a + 2a^2)d1^26d2^165 + (4 + 4a + 1a^2)d1^27d2^165 + (4 + 4a + 1a^2)d1^28d2^165 + (4 + 2a + 3a^2)d1^29d2^165 + (0 + 1a + 3a^2)d1^30d2^165 + (3 + 2a + 2a^2)d1^31d2^165 + (4 + 3a + 0a^2)d1^32d2^165 + (3 + 4a + 3a^2)d1^33d2^165 + (3 + 2a + 3a^2)d1^34d2^165 + (0 + 1a + 1a^2)d1^35d2^165 + (3 + 1a + 0a^2)d1^36d2^165 + (3 + 0a + 3a^2)d1^37d2^165 + (1 + 4a + 4a^2)d1^38d2^165 + (2 + 1a + 2a^2)d1^39d2^165 + (1 + 2a + 1a^2)d1^40d2^165 + (2 + 1a + 3a^2)d1^41d2^165 + (3 + 2a + 0a^2)d1^42d2^165 + (1 + 0a + 0a^2)d1^43d2^165 + (4 + 0a + 3a^2)d1^44d2^165 + (0 + 4a + 3a^2)d1^45d2^165 + (3 + 2a + 1a^2)d1^46d2^165 + (2 + 4a + 1a^2)d1^47d2^165 + (4 + 0a + 0a^2)d1^48d2^165 + (0 + 2a + 0a^2)d1^49d2^165 + (3 + 1a + 3a^2)d1^50d2^165 + (4 + 4a + 3a^2)d1^51d2^165 + (2 + 0a + 2a^2)d1^52d2^165 + (3 + 2a + 1a^2)d1^53d2^165 + (1 + 3a + 3a^2)d1^54d2^165 + (3 + 1a + 1a^2)d1^55d2^165 + (0 + 3a + 0a^2)d1^56d2^165 + (3 + 0a + 1a^2)d1^57d2^165 + (0 + 1a + 1a^2)d1^58d2^165 + (3 + 1a + 3a^2)d1^59d2^165 + (3 + 3a + 2a^2)d1^60d2^165 + (2 + 3a + 0a^2)d1^61d2^165 + (4 + 0a + 0a^2)d1^62d2^165 + (4 + 0a + 0a^2)d1^63d2^165 + (3 + 3a + 4a^2)d1^64d2^165 + (1 + 4a + 1a^2)d1^65d2^165 + (4 + 3a + 3a^2)d1^66d2^165 + (2 + 1a + 3a^2)d1^67d2^165 + (3 + 0a + 4a^2)d1^68d2^165 + (2 + 3a + 0a^2)d1^69d2^165 + (3 + 4a + 0a^2)d1^70d2^165 + (3 + 0a + 3a^2)d1^71d2^165 + (0 + 4a + 3a^2)d1^72d2^165 + (1 + 4a + 1a^2)d1^73d2^165 + (0 + 2a + 1a^2)d1^74d2^165 + (4 + 4a + 1a^2)d1^75d2^165 + (1 + 4a + 3a^2)d1^76d2^165 + (3 + 4a + 0a^2)d1^77d2^165 + (3 + 0a + 1a^2)d1^78d2^165 + (4 + 3a + 2a^2)d1^79d2^165 + (4 + 0a + 0a^2)d1^80d2^165 + (3 + 1a + 2a^2)d1^81d2^165 + (3 + 1a + 2a^2)d1^82d2^165 + (2 + 2a + 1a^2)d1^83d2^165 + (4 + 1a + 0a^2)d1^84d2^165 + (4 + 3a + 4a^2)d1^85d2^165 + (0 + 2a + 3a^2)d1^86d2^165 + (1 + 0a + 4a^2)d1^87d2^165 + (2 + 0a + 3a^2)d1^88d2^165 + (3 + 4a + 3a^2)d1^89d2^165 + (3 + 2a + 4a^2)d1^90d2^165 + (3 + 3a + 4a^2)d1^91d2^165 + (3 + 2a + 1a^2)d1^92d2^165 + (3 + 3a + 3a^2)d1^93d2^165 + (3 + 2a + 0a^2)d1^94d2^165 + (3 + 4a + 4a^2)d1^95d2^165 + (0 + 0a + 2a^2)d1^96d2^165 + (3 + 0a + 3a^2)d1^97d2^165 + (4 + 1a + 0a^2)d1^98d2^165 + (4 + 1a + 1a^2)d1^99d2^165 + (2 + 3a + 1a^2)d1^100d2^165 + (1 + 4a + 0a^2)d1^101d2^165 + (3 + 1a + 1a^2)d1^102d2^165 + (3 + 1a + 4a^2)d1^103d2^165 + (0 + 4a + 2a^2)d1^104d2^165 + (4 + 0a + 3a^2)d1^105d2^165 + (4 + 0a + 1a^2)d1^106d2^165 + (0 + 3a + 3a^2)d1^107d2^165 + (4 + 2a + 0a^2)d1^108d2^165 + (1 + 1a + 4a^2)d1^109d2^165 + (1 + 3a + 4a^2)d1^110d2^165 + (1 + 4a + 0a^2)d1^111d2^165 + (4 + 4a + 4a^2)d1^112d2^165 + (1 + 4a + 0a^2)d1^113d2^165 + (4 + 2a + 4a^2)d1^114d2^165 + (0 + 0a + 3a^2)d1^115d2^165 + (3 + 3a + 2a^2)d1^116d2^165 + (0 + 3a + 4a^2)d1^117d2^165 + (2 + 0a + 1a^2)d1^118d2^165 + (0 + 1a + 4a^2)d1^119d2^165 + (0 + 4a + 2a^2)d1^120d2^165 + (0 + 0a + 1a^2)d1^121d2^165 + (3 + 1a + 1a^2)d1^122d2^165 + (1 + 4a + 4a^2)d1^123d2^165 + (1 + 4a + 4a^2)d1^124d2^165 + (0 + 0a + 4a^2)d1^125d2^165 + (0 + 2a + 4a^2)d1^126d2^165 + (4 + 3a + 1a^2)d1^127d2^165 + (4 + 2a + 3a^2)d1^128d2^165 + (0 + 3a + 3a^2)d1^129d2^165 + (2 + 1a + 2a^2)d1^130d2^165 + (0 + 3a + 4a^2)d1^131d2^165 + (1 + 1a + 3a^2)d1^132d2^165 + (0 + 0a + 3a^2)d1^133d2^165 + (2 + 0a + 0a^2)d1^134d2^165 + (0 + 1a + 2a^2)d1^135d2^165 + (0 + 4a + 0a^2)d1^136d2^165 + (3 + 0a + 0a^2)d1^137d2^165 + (0 + 1a + 1a^2)d1^138d2^165 + (3 + 4a + 1a^2)d1^139d2^165 + (0 + 2a + 3a^2)d1^140d2^165 + (0 + 2a + 1a^2)d1^141d2^165 + (1 + 1a + 0a^2)d1^142d2^165 + (0 + 1a + 0a^2)d1^143d2^165 + (4 + 0a + 1a^2)d1^144d2^165 + (3 + 0a + 3a^2)d1^145d2^165 + (3 + 2a + 2a^2)d1^146d2^165 + (1 + 1a + 0a^2)d1^147d2^165 + (4 + 1a + 3a^2)d1^148d2^165 + (4 + 2a + 2a^2)d1^149d2^165 + (4 + 3a + 2a^2)d1^150d2^165 + (3 + 0a + 2a^2)d1^151d2^165 + (2 + 3a + 3a^2)d1^152d2^165 + (0 + 1a + 3a^2)d1^153d2^165 + (2 + 0a + 0a^2)d1^154d2^165 + (4 + 4a + 0a^2)d1^155d2^165 + (2 + 4a + 0a^2)d1^156d2^165 + (2 + 2a + 2a^2)d1^157d2^165 + (4 + 0a + 2a^2)d1^158d2^165 + (2 + 2a + 2a^2)d1^159d2^165 + (0 + 1a + 4a^2)d1^160d2^165 + (1 + 2a + 4a^2)d1^161d2^165 + (3 + 2a + 1a^2)d1^162d2^165 + (1 + 2a + 4a^2)d1^163d2^165 + (3 + 2a + 4a^2)d1^164d2^165 + (1 + 4a + 4a^2)d1^165d2^165 + (2 + 0a + 4a^2)d1^166d2^165 + (3 + 4a + 4a^2)d1^167d2^165 + (4 + 2a + 3a^2)d1^168d2^165 + (4 + 1a + 3a^2)d1^169d2^165 + (2 + 1a + 3a^2)d1^170d2^165 + (2 + 2a + 4a^2)d1^171d2^165 + (1 + 0a + 4a^2)d1^172d2^165 + (4 + 1a + 0a^2)d1^173d2^165 + (1 + 0a + 3a^2)d1^174d2^165 + (4 + 3a + 3a^2)d1^175d2^165 + (4 + 3a + 3a^2)d1^176d2^165 + (3 + 0a + 2a^2)d1^177d2^165 + (4 + 4a + 3a^2)d1^178d2^165 + (4 + 0a + 1a^2)d1^179d2^165 + (3 + 2a + 3a^2)d1^180d2^165 + (2 + 3a + 4a^2)d1^181d2^165 + (0 + 0a + 2a^2)d1^182d2^165 + (4 + 2a + 0a^2)d1^183d2^165 + (3 + 1a + 3a^2)d1^184d2^165 + (3 + 0a + 3a^2)d1^185d2^165 + (3 + 2a + 3a^2)d1^186d2^165 + (2 + 4a + 4a^2)d1^187d2^165 + (4 + 4a + 2a^2)d1^188d2^165 + (2 + 2a + 1a^2)d1^189d2^165 + (4 + 0a + 0a^2)d1^190d2^165 + (1 + 1a + 0a^2)d1^191d2^165 + (4 + 3a + 4a^2)d1^193d2^165 + (3 + 1a + 4a^2)d1^194d2^165 + (0 + 4a + 1a^2)d1^195d2^165 + (3 + 3a + 4a^2)d1^196d2^165 + (1 + 2a + 2a^2)d1^197d2^165 + (1 + 2a + 0a^2)d1^198d2^165 + (1 + 2a + 0a^2)d1^199d2^165 + (1 + 3a + 4a^2)d1^200d2^165 + (0 + 3a + 1a^2)d1^201d2^165 + (4 + 0a + 1a^2)d1^202d2^165 + (0 + 1a + 3a^2)d1^203d2^165 + (3 + 1a + 2a^2)d1^204d2^165 + (0 + 1a + 3a^2)d1^205d2^165 + (1 + 0a + 1a^2)d1^206d2^165 + (0 + 2a + 1a^2)d1^207d2^165 + (2 + 3a + 2a^2)d1^208d2^165 + (4 + 1a + 3a^2)d1^209d2^165 + (2 + 1a + 1a^2)d1^210d2^165 + (2 + 0a + 3a^2)d1^211d2^165 + (1 + 0a + 4a^2)d1^212d2^165 + (1 + 4a + 3a^2)d1^213d2^165 + (2 + 4a + 2a^2)d1^214d2^165 + (3 + 0a + 0a^2)d1^215d2^165 + (1 + 2a + 1a^2)d1^216d2^165 + (4 + 4a + 4a^2)d1^217d2^165 + (1 + 4a + 2a^2)d1^218d2^165 + (2 + 3a + 1a^2)d1^219d2^165 + (4 + 3a + 4a^2)d1^220d2^165 + (0 + 2a + 0a^2)d1^221d2^165 + (3 + 4a + 0a^2)d1^222d2^165 + (2 + 4a + 1a^2)d1^223d2^165 + (4 + 1a + 4a^2)d1^224d2^165 + (3 + 1a + 2a^2)d1^225d2^165 + (3 + 4a + 2a^2)d1^226d2^165 + (2 + 4a + 2a^2)d1^227d2^165 + (1 + 3a + 0a^2)d1^228d2^165 + (2 + 1a + 3a^2)d1^229d2^165 + (2 + 2a + 4a^2)d1^230d2^165 + (0 + 0a + 3a^2)d1^231d2^165 + (4 + 1a + 3a^2)d1^232d2^165 + (1 + 2a + 1a^2)d1^233d2^165 + (2 + 1a + 3a^2)d1^234d2^165 + (1 + 0a + 1a^2)d1^235d2^165 + (4 + 4a + 4a^2)d1^236d2^165 + (4 + 4a + 4a^2)d1^237d2^165 + (4 + 2a + 2a^2)d1^238d2^165 + (1 + 3a + 0a^2)d1^239d2^165 + (4 + 1a + 2a^2)d1^240d2^165 + (2 + 3a + 0a^2)d1^241d2^165 + (1 + 4a + 0a^2)d1^242d2^165 + (0 + 1a + 4a^2)d1^243d2^165 + (0 + 0a + 1a^2)d1^244d2^165 + (0 + 3a + 3a^2)d1^245d2^165 + (1 + 3a + 0a^2)d1^246d2^165 + (3 + 4a + 0a^2)d1^247d2^165 + (0 + 4a + 0a^2)d1^248d2^165 + (0 + 1a + 2a^2)d1^249d2^165 + (1 + 0a + 3a^2)d1^250d2^165 + (0 + 3a + 1a^2)d1^251d2^165 + (1 + 3a + 2a^2)d1^252d2^165 + (2 + 4a + 0a^2)d1^253d2^165 + (1 + 2a + 1a^2)d1^254d2^165 + (4 + 0a + 4a^2)d1^255d2^165 + (0 + 2a + 0a^2)d1^256d2^165 + (1 + 2a + 2a^2)d1^257d2^165 + (4 + 4a + 1a^2)d1^258d2^165 + (2 + 4a + 2a^2)d1^259d2^165 + (1 + 4a + 4a^2)d1^260d2^165 + (4 + 0a + 2a^2)d1^261d2^165 + (2 + 3a + 1a^2)d1^262d2^165 + (1 + 2a + 0a^2)d1^263d2^165 + (3 + 3a + 3a^2)d1^264d2^165 + (4 + 3a + 1a^2)d1^265d2^165 + (2 + 2a + 4a^2)d1^266d2^165 + (0 + 2a + 2a^2)d1^267d2^165 + (4 + 0a + 1a^2)d1^268d2^165 + (0 + 1a + 1a^2)d1^269d2^165 + (4 + 1a + 0a^2)d1^270d2^165 + (2 + 2a + 0a^2)d1^271d2^165 + (3 + 3a + 0a^2)d1^272d2^165 + (2 + 4a + 0a^2)d1^273d2^165 + (1 + 2a + 2a^2)d1^274d2^165 + (0 + 2a + 0a^2)d1^275d2^165 + (3 + 1a + 1a^2)d1^276d2^165 + (2 + 1a + 4a^2)d1^277d2^165 + (2 + 0a + 3a^2)d1^278d2^165 + (4 + 3a + 0a^2)d1^279d2^165 + (2 + 3a + 4a^2)d1^280d2^165 + (2 + 0a + 3a^2)d1^281d2^165 + (0 + 2a + 1a^2)d1^282d2^165 + (0 + 3a + 1a^2)d1^283d2^165 + (2 + 0a + 3a^2)d1^284d2^165 + (0 + 2a + 4a^2)d1^285d2^165 + (4 + 1a + 3a^2)d1^286d2^165 + (0 + 4a + 2a^2)d1^287d2^165 + (2 + 2a + 2a^2)d1^288d2^165 + (2 + 3a + 3a^2)d1^289d2^165 + (4 + 4a + 2a^2)d1^290d2^165 + (3 + 1a + 2a^2)d1^291d2^165 + (1 + 0a + 0a^2)d1^292d2^165 + (2 + 2a + 3a^2)d1^293d2^165 + (3 + 1a + 3a^2)d2^166 + (1 + 4a + 2a^2)d1^1d2^166 + (3 + 0a + 2a^2)d1^2d2^166 + (2 + 1a + 1a^2)d1^3d2^166 + (4 + 1a + 1a^2)d1^4d2^166 + (4 + 2a + 0a^2)d1^5d2^166 + (4 + 4a + 2a^2)d1^6d2^166 + (3 + 3a + 3a^2)d1^7d2^166 + (3 + 3a + 2a^2)d1^8d2^166 + (2 + 1a + 3a^2)d1^9d2^166 + (0 + 1a + 2a^2)d1^10d2^166 + (1 + 0a + 3a^2)d1^11d2^166 + (0 + 2a + 0a^2)d1^12d2^166 + (4 + 2a + 4a^2)d1^13d2^166 + (3 + 4a + 2a^2)d1^14d2^166 + (0 + 2a + 3a^2)d1^15d2^166 + (2 + 4a + 4a^2)d1^16d2^166 + (0 + 1a + 1a^2)d1^17d2^166 + (4 + 4a + 4a^2)d1^18d2^166 + (3 + 0a + 0a^2)d1^19d2^166 + (1 + 3a + 1a^2)d1^20d2^166 + (0 + 0a + 3a^2)d1^21d2^166 + (2 + 4a + 4a^2)d1^22d2^166 + (1 + 3a + 1a^2)d1^23d2^166 + (1 + 2a + 2a^2)d1^24d2^166 + (4 + 2a + 2a^2)d1^25d2^166 + (3 + 3a + 3a^2)d1^26d2^166 + (2 + 3a + 2a^2)d1^27d2^166 + (0 + 2a + 4a^2)d1^28d2^166 + (0 + 2a + 4a^2)d1^29d2^166 + (3 + 2a + 1a^2)d1^30d2^166 + (2 + 2a + 3a^2)d1^31d2^166 + (3 + 3a + 1a^2)d1^32d2^166 + (1 + 2a + 1a^2)d1^33d2^166 + (0 + 0a + 1a^2)d1^34d2^166 + (1 + 3a + 1a^2)d1^35d2^166 + (1 + 1a + 1a^2)d1^36d2^166 + (3 + 2a + 0a^2)d1^37d2^166 + (4 + 0a + 1a^2)d1^38d2^166 + (0 + 1a + 1a^2)d1^39d2^166 + (1 + 1a + 4a^2)d1^40d2^166 + (4 + 2a + 1a^2)d1^41d2^166 + (3 + 0a + 2a^2)d1^42d2^166 + (0 + 3a + 4a^2)d1^43d2^166 + (3 + 1a + 2a^2)d1^44d2^166 + (1 + 3a + 3a^2)d1^45d2^166 + (4 + 0a + 3a^2)d1^46d2^166 + (1 + 1a + 2a^2)d1^47d2^166 + (0 + 1a + 1a^2)d1^48d2^166 + (4 + 0a + 1a^2)d1^49d2^166 + (4 + 3a + 1a^2)d1^50d2^166 + (3 + 1a + 4a^2)d1^51d2^166 + (1 + 2a + 0a^2)d1^52d2^166 + (0 + 3a + 2a^2)d1^53d2^166 + (1 + 0a + 2a^2)d1^54d2^166 + (2 + 0a + 3a^2)d1^55d2^166 + (1 + 1a + 3a^2)d1^56d2^166 + (1 + 3a + 4a^2)d1^57d2^166 + (2 + 1a + 2a^2)d1^58d2^166 + (2 + 0a + 2a^2)d1^59d2^166 + (1 + 0a + 0a^2)d1^60d2^166 + (3 + 3a + 3a^2)d1^61d2^166 + (0 + 3a + 4a^2)d1^62d2^166 + (1 + 3a + 1a^2)d1^63d2^166 + (3 + 0a + 1a^2)d1^64d2^166 + (1 + 0a + 3a^2)d1^65d2^166 + (3 + 3a + 4a^2)d1^66d2^166 + (1 + 3a + 3a^2)d1^67d2^166 + (3 + 3a + 0a^2)d1^68d2^166 + (4 + 0a + 1a^2)d1^69d2^166 + (0 + 0a + 2a^2)d1^70d2^166 + (3 + 0a + 0a^2)d1^71d2^166 + (1 + 1a + 0a^2)d1^72d2^166 + (0 + 4a + 1a^2)d1^73d2^166 + (3 + 1a + 3a^2)d1^74d2^166 + (2 + 0a + 0a^2)d1^75d2^166 + (4 + 4a + 0a^2)d1^76d2^166 + (0 + 3a + 3a^2)d1^77d2^166 + (4 + 1a + 0a^2)d1^78d2^166 + (3 + 3a + 3a^2)d1^79d2^166 + (4 + 2a + 0a^2)d1^80d2^166 + (3 + 4a + 2a^2)d1^81d2^166 + (3 + 0a + 3a^2)d1^82d2^166 + (1 + 0a + 4a^2)d1^83d2^166 + (2 + 3a + 2a^2)d1^84d2^166 + (0 + 3a + 3a^2)d1^85d2^166 + (4 + 0a + 0a^2)d1^86d2^166 + (2 + 1a + 3a^2)d1^87d2^166 + (2 + 0a + 4a^2)d1^88d2^166 + (4 + 4a + 2a^2)d1^89d2^166 + (4 + 2a + 0a^2)d1^90d2^166 + (1 + 0a + 2a^2)d1^91d2^166 + (0 + 1a + 1a^2)d1^92d2^166 + (3 + 2a + 1a^2)d1^93d2^166 + (2 + 2a + 0a^2)d1^94d2^166 + (0 + 4a + 3a^2)d1^95d2^166 + (4 + 1a + 1a^2)d1^96d2^166 + (2 + 3a + 4a^2)d1^97d2^166 + (1 + 0a + 4a^2)d1^98d2^166 + (2 + 4a + 0a^2)d1^99d2^166 + (2 + 1a + 0a^2)d1^100d2^166 + (4 + 0a + 1a^2)d1^101d2^166 + (1 + 3a + 4a^2)d1^102d2^166 + (2 + 2a + 3a^2)d1^103d2^166 + (1 + 1a + 2a^2)d1^104d2^166 + (0 + 3a + 2a^2)d1^105d2^166 + (4 + 2a + 4a^2)d1^106d2^166 + (4 + 4a + 2a^2)d1^107d2^166 + (4 + 4a + 0a^2)d1^108d2^166 + (1 + 4a + 4a^2)d1^109d2^166 + (4 + 1a + 1a^2)d1^110d2^166 + (2 + 0a + 3a^2)d1^111d2^166 + (2 + 4a + 4a^2)d1^112d2^166 + (4 + 2a + 2a^2)d1^113d2^166 + (3 + 1a + 3a^2)d1^114d2^166 + (3 + 0a + 1a^2)d1^115d2^166 + (2 + 2a + 4a^2)d1^116d2^166 + (2 + 4a + 0a^2)d1^117d2^166 + (1 + 3a + 2a^2)d1^118d2^166 + (0 + 1a + 3a^2)d1^119d2^166 + (4 + 2a + 1a^2)d1^120d2^166 + (1 + 4a + 4a^2)d1^121d2^166 + (1 + 3a + 2a^2)d1^122d2^166 + (1 + 3a + 0a^2)d1^123d2^166 + (3 + 4a + 2a^2)d1^124d2^166 + (4 + 2a + 1a^2)d1^125d2^166 + (2 + 4a + 3a^2)d1^126d2^166 + (3 + 1a + 3a^2)d1^127d2^166 + (2 + 0a + 4a^2)d1^128d2^166 + (2 + 0a + 1a^2)d1^129d2^166 + (0 + 1a + 3a^2)d1^130d2^166 + (1 + 4a + 4a^2)d1^131d2^166 + (2 + 1a + 2a^2)d1^132d2^166 + (0 + 3a + 2a^2)d1^133d2^166 + (0 + 2a + 3a^2)d1^134d2^166 + (2 + 1a + 4a^2)d1^135d2^166 + (4 + 3a + 2a^2)d1^136d2^166 + (0 + 0a + 2a^2)d1^137d2^166 + (0 + 3a + 1a^2)d1^138d2^166 + (1 + 1a + 4a^2)d1^139d2^166 + (2 + 3a + 0a^2)d1^140d2^166 + (3 + 0a + 3a^2)d1^141d2^166 + (4 + 1a + 1a^2)d1^142d2^166 + (2 + 2a + 1a^2)d1^143d2^166 + (1 + 1a + 0a^2)d1^144d2^166 + (4 + 0a + 1a^2)d1^145d2^166 + (2 + 2a + 1a^2)d1^147d2^166 + (1 + 4a + 3a^2)d1^148d2^166 + (2 + 4a + 2a^2)d1^149d2^166 + (0 + 2a + 4a^2)d1^150d2^166 + (0 + 2a + 3a^2)d1^151d2^166 + (2 + 1a + 0a^2)d1^152d2^166 + (4 + 1a + 0a^2)d1^153d2^166 + (4 + 2a + 4a^2)d1^154d2^166 + (3 + 2a + 4a^2)d1^155d2^166 + (0 + 4a + 4a^2)d1^156d2^166 + (0 + 0a + 3a^2)d1^157d2^166 + (0 + 3a + 3a^2)d1^158d2^166 + (0 + 4a + 1a^2)d1^159d2^166 + (3 + 2a + 3a^2)d1^160d2^166 + (4 + 3a + 3a^2)d1^161d2^166 + (0 + 0a + 4a^2)d1^162d2^166 + (1 + 0a + 3a^2)d1^163d2^166 + (0 + 4a + 1a^2)d1^164d2^166 + (1 + 2a + 2a^2)d1^165d2^166 + (0 + 2a + 3a^2)d1^166d2^166 + (4 + 1a + 4a^2)d1^167d2^166 + (0 + 3a + 3a^2)d1^168d2^166 + (2 + 1a + 3a^2)d1^169d2^166 + (3 + 4a + 2a^2)d1^170d2^166 + (2 + 2a + 3a^2)d1^171d2^166 + (4 + 0a + 1a^2)d1^172d2^166 + (0 + 4a + 2a^2)d1^173d2^166 + (0 + 2a + 4a^2)d1^174d2^166 + (3 + 1a + 0a^2)d1^175d2^166 + (4 + 3a + 4a^2)d1^176d2^166 + (4 + 3a + 1a^2)d1^177d2^166 + (2 + 3a + 2a^2)d1^178d2^166 + (1 + 1a + 3a^2)d1^179d2^166 + (0 + 4a + 2a^2)d1^180d2^166 + (3 + 1a + 2a^2)d1^181d2^166 + (0 + 2a + 4a^2)d1^182d2^166 + (4 + 3a + 0a^2)d1^183d2^166 + (0 + 0a + 4a^2)d1^184d2^166 + (0 + 0a + 1a^2)d1^185d2^166 + (1 + 4a + 2a^2)d1^186d2^166 + (1 + 1a + 0a^2)d1^187d2^166 + (4 + 3a + 4a^2)d1^188d2^166 + (4 + 2a + 1a^2)d1^189d2^166 + (2 + 4a + 3a^2)d1^190d2^166 + (4 + 2a + 2a^2)d1^191d2^166 + (2 + 2a + 4a^2)d1^192d2^166 + (0 + 4a + 0a^2)d1^193d2^166 + (4 + 4a + 1a^2)d1^194d2^166 + (1 + 1a + 0a^2)d1^195d2^166 + (3 + 0a + 2a^2)d1^196d2^166 + (0 + 3a + 0a^2)d1^197d2^166 + (4 + 2a + 2a^2)d1^198d2^166 + (2 + 4a + 2a^2)d1^199d2^166 + (4 + 3a + 3a^2)d1^200d2^166 + (4 + 0a + 3a^2)d1^201d2^166 + (4 + 3a + 0a^2)d1^202d2^166 + (0 + 3a + 4a^2)d1^203d2^166 + (2 + 0a + 4a^2)d1^204d2^166 + (0 + 2a + 4a^2)d1^205d2^166 + (1 + 2a + 4a^2)d1^206d2^166 + (3 + 1a + 1a^2)d1^207d2^166 + (4 + 3a + 4a^2)d1^208d2^166 + (4 + 1a + 3a^2)d1^209d2^166 + (4 + 3a + 3a^2)d1^210d2^166 + (2 + 0a + 1a^2)d1^211d2^166 + (2 + 0a + 0a^2)d1^212d2^166 + (0 + 2a + 0a^2)d1^213d2^166 + (0 + 3a + 0a^2)d1^214d2^166 + (2 + 0a + 1a^2)d1^215d2^166 + (3 + 2a + 3a^2)d1^216d2^166 + (4 + 3a + 4a^2)d1^217d2^166 + (2 + 3a + 4a^2)d1^218d2^166 + (0 + 4a + 4a^2)d1^219d2^166 + (0 + 3a + 0a^2)d1^220d2^166 + (2 + 1a + 2a^2)d1^221d2^166 + (3 + 1a + 1a^2)d1^222d2^166 + (1 + 0a + 3a^2)d1^223d2^166 + (0 + 2a + 2a^2)d1^224d2^166 + (4 + 3a + 0a^2)d1^225d2^166 + (3 + 4a + 0a^2)d1^226d2^166 + (4 + 4a + 3a^2)d1^227d2^166 + (2 + 4a + 0a^2)d1^228d2^166 + (4 + 1a + 1a^2)d1^229d2^166 + (0 + 2a + 3a^2)d1^230d2^166 + (2 + 3a + 0a^2)d1^231d2^166 + (3 + 4a + 3a^2)d1^232d2^166 + (4 + 3a + 0a^2)d1^233d2^166 + (1 + 2a + 2a^2)d1^234d2^166 + (4 + 2a + 1a^2)d1^235d2^166 + (2 + 1a + 4a^2)d1^236d2^166 + (2 + 4a + 1a^2)d1^237d2^166 + (1 + 0a + 1a^2)d1^238d2^166 + (3 + 2a + 1a^2)d1^239d2^166 + (4 + 2a + 0a^2)d1^240d2^166 + (3 + 4a + 3a^2)d1^241d2^166 + (3 + 3a + 2a^2)d1^242d2^166 + (3 + 1a + 3a^2)d1^243d2^166 + (3 + 3a + 3a^2)d1^244d2^166 + (3 + 1a + 3a^2)d1^245d2^166 + (3 + 3a + 1a^2)d1^246d2^166 + (0 + 3a + 2a^2)d1^247d2^166 + (0 + 0a + 1a^2)d1^248d2^166 + (2 + 4a + 1a^2)d1^249d2^166 + (2 + 4a + 0a^2)d1^250d2^166 + (4 + 0a + 2a^2)d1^251d2^166 + (1 + 0a + 3a^2)d1^252d2^166 + (4 + 0a + 0a^2)d1^253d2^166 + (2 + 3a + 3a^2)d1^254d2^166 + (4 + 4a + 2a^2)d1^255d2^166 + (0 + 3a + 2a^2)d1^256d2^166 + (2 + 3a + 3a^2)d1^257d2^166 + (2 + 4a + 2a^2)d1^258d2^166 + (0 + 3a + 0a^2)d1^259d2^166 + (0 + 1a + 2a^2)d1^260d2^166 + (4 + 0a + 0a^2)d1^261d2^166 + (3 + 1a + 4a^2)d1^262d2^166 + (1 + 0a + 0a^2)d1^263d2^166 + (0 + 2a + 3a^2)d1^264d2^166 + (3 + 2a + 0a^2)d1^265d2^166 + (4 + 2a + 3a^2)d1^266d2^166 + (4 + 2a + 1a^2)d1^267d2^166 + (2 + 3a + 1a^2)d1^268d2^166 + (4 + 3a + 2a^2)d1^269d2^166 + (2 + 0a + 4a^2)d1^270d2^166 + (3 + 0a + 4a^2)d1^271d2^166 + (1 + 1a + 3a^2)d1^272d2^166 + (2 + 1a + 3a^2)d1^273d2^166 + (3 + 2a + 3a^2)d1^274d2^166 + (4 + 2a + 2a^2)d1^275d2^166 + (3 + 3a + 0a^2)d1^276d2^166 + (4 + 3a + 1a^2)d1^277d2^166 + (4 + 3a + 2a^2)d1^278d2^166 + (3 + 0a + 4a^2)d1^279d2^166 + (2 + 2a + 2a^2)d1^280d2^166 + (3 + 3a + 1a^2)d1^281d2^166 + (4 + 3a + 4a^2)d1^282d2^166 + (0 + 0a + 2a^2)d1^283d2^166 + (1 + 3a + 1a^2)d1^284d2^166 + (2 + 2a + 0a^2)d1^285d2^166 + (0 + 4a + 3a^2)d1^286d2^166 + (2 + 3a + 2a^2)d1^287d2^166 + (4 + 2a + 1a^2)d1^288d2^166 + (4 + 0a + 1a^2)d1^289d2^166 + (0 + 3a + 2a^2)d1^290d2^166 + (1 + 4a + 1a^2)d1^291d2^166 + (0 + 0a + 1a^2)d1^292d2^166 + (4 + 2a + 4a^2)d1^293d2^166 + (0 + 1a + 3a^2)d2^167 + (0 + 0a + 4a^2)d1^1d2^167 + (1 + 2a + 4a^2)d1^2d2^167 + (3 + 2a + 1a^2)d1^3d2^167 + (3 + 1a + 1a^2)d1^4d2^167 + (3 + 3a + 0a^2)d1^5d2^167 + (3 + 0a + 1a^2)d1^6d2^167 + (4 + 3a + 1a^2)d1^7d2^167 + (4 + 2a + 3a^2)d1^8d2^167 + (1 + 0a + 4a^2)d1^9d2^167 + (2 + 4a + 2a^2)d1^10d2^167 + (1 + 4a + 3a^2)d1^11d2^167 + (2 + 1a + 0a^2)d1^12d2^167 + (1 + 4a + 3a^2)d1^13d2^167 + (3 + 1a + 1a^2)d1^14d2^167 + (1 + 2a + 3a^2)d1^15d2^167 + (4 + 0a + 1a^2)d1^16d2^167 + (0 + 0a + 2a^2)d1^17d2^167 + (3 + 0a + 0a^2)d1^18d2^167 + (3 + 3a + 0a^2)d1^19d2^167 + (1 + 0a + 3a^2)d1^20d2^167 + (1 + 2a + 3a^2)d1^21d2^167 + (3 + 1a + 0a^2)d1^22d2^167 + (4 + 4a + 0a^2)d1^23d2^167 + (3 + 4a + 2a^2)d1^24d2^167 + (3 + 1a + 0a^2)d1^25d2^167 + (1 + 3a + 2a^2)d1^26d2^167 + (0 + 3a + 0a^2)d1^27d2^167 + (2 + 1a + 2a^2)d1^28d2^167 + (1 + 2a + 4a^2)d1^29d2^167 + (0 + 3a + 1a^2)d1^30d2^167 + (2 + 0a + 3a^2)d1^31d2^167 + (3 + 2a + 4a^2)d1^32d2^167 + (0 + 0a + 2a^2)d1^33d2^167 + (4 + 0a + 4a^2)d1^35d2^167 + (3 + 4a + 4a^2)d1^36d2^167 + (0 + 0a + 1a^2)d1^37d2^167 + (0 + 2a + 3a^2)d1^38d2^167 + (0 + 1a + 1a^2)d1^39d2^167 + (3 + 3a + 0a^2)d1^40d2^167 + (2 + 0a + 1a^2)d1^41d2^167 + (4 + 4a + 4a^2)d1^42d2^167 + (2 + 0a + 4a^2)d1^43d2^167 + (3 + 2a + 2a^2)d1^44d2^167 + (4 + 1a + 3a^2)d1^45d2^167 + (3 + 1a + 1a^2)d1^46d2^167 + (4 + 1a + 1a^2)d1^47d2^167 + (1 + 3a + 0a^2)d1^48d2^167 + (0 + 4a + 1a^2)d1^49d2^167 + (3 + 0a + 4a^2)d1^50d2^167 + (2 + 0a + 4a^2)d1^51d2^167 + (3 + 4a + 3a^2)d1^52d2^167 + (1 + 0a + 3a^2)d1^53d2^167 + (0 + 1a + 4a^2)d1^54d2^167 + (2 + 4a + 1a^2)d1^55d2^167 + (0 + 3a + 0a^2)d1^56d2^167 + (4 + 3a + 3a^2)d1^57d2^167 + (1 + 4a + 3a^2)d1^58d2^167 + (0 + 3a + 0a^2)d1^59d2^167 + (4 + 1a + 0a^2)d1^60d2^167 + (1 + 4a + 1a^2)d1^61d2^167 + (3 + 4a + 1a^2)d1^62d2^167 + (0 + 4a + 3a^2)d1^63d2^167 + (3 + 1a + 0a^2)d1^64d2^167 + (3 + 1a + 1a^2)d1^65d2^167 + (3 + 2a + 1a^2)d1^66d2^167 + (2 + 4a + 4a^2)d1^67d2^167 + (2 + 0a + 3a^2)d1^68d2^167 + (1 + 1a + 2a^2)d1^69d2^167 + (2 + 4a + 2a^2)d1^70d2^167 + (2 + 4a + 2a^2)d1^71d2^167 + (0 + 4a + 3a^2)d1^72d2^167 + (4 + 2a + 1a^2)d1^73d2^167 + (1 + 1a + 4a^2)d1^74d2^167 + (3 + 0a + 4a^2)d1^76d2^167 + (4 + 1a + 3a^2)d1^77d2^167 + (4 + 3a + 3a^2)d1^78d2^167 + (1 + 1a + 1a^2)d1^79d2^167 + (4 + 0a + 2a^2)d1^80d2^167 + (0 + 3a + 4a^2)d1^81d2^167 + (3 + 0a + 3a^2)d1^82d2^167 + (4 + 3a + 4a^2)d1^83d2^167 + (1 + 3a + 2a^2)d1^84d2^167 + (3 + 1a + 4a^2)d1^85d2^167 + (4 + 2a + 0a^2)d1^86d2^167 + (3 + 0a + 4a^2)d1^87d2^167 + (3 + 3a + 3a^2)d1^88d2^167 + (4 + 1a + 1a^2)d1^89d2^167 + (1 + 1a + 3a^2)d1^90d2^167 + (2 + 3a + 4a^2)d1^91d2^167 + (2 + 2a + 2a^2)d1^92d2^167 + (1 + 3a + 2a^2)d1^93d2^167 + (4 + 3a + 0a^2)d1^94d2^167 + (3 + 4a + 0a^2)d1^95d2^167 + (0 + 1a + 0a^2)d1^96d2^167 + (0 + 3a + 4a^2)d1^97d2^167 + (1 + 4a + 0a^2)d1^98d2^167 + (3 + 0a + 3a^2)d1^99d2^167 + (2 + 1a + 2a^2)d1^100d2^167 + (1 + 3a + 3a^2)d1^101d2^167 + (3 + 2a + 0a^2)d1^102d2^167 + (1 + 0a + 1a^2)d1^103d2^167 + (1 + 4a + 3a^2)d1^104d2^167 + (2 + 0a + 1a^2)d1^105d2^167 + (0 + 1a + 1a^2)d1^106d2^167 + (3 + 4a + 4a^2)d1^107d2^167 + (0 + 2a + 2a^2)d1^108d2^167 + (4 + 4a + 1a^2)d1^109d2^167 + (2 + 1a + 1a^2)d1^110d2^167 + (3 + 2a + 2a^2)d1^111d2^167 + (0 + 1a + 0a^2)d1^112d2^167 + (2 + 3a + 2a^2)d1^113d2^167 + (0 + 4a + 1a^2)d1^114d2^167 + (3 + 2a + 3a^2)d1^115d2^167 + (2 + 4a + 1a^2)d1^116d2^167 + (4 + 3a + 2a^2)d1^117d2^167 + (0 + 0a + 3a^2)d1^118d2^167 + (0 + 3a + 0a^2)d1^119d2^167 + (4 + 0a + 1a^2)d1^120d2^167 + (3 + 3a + 2a^2)d1^121d2^167 + (4 + 2a + 3a^2)d1^122d2^167 + (0 + 0a + 2a^2)d1^123d2^167 + (2 + 4a + 3a^2)d1^124d2^167 + (1 + 1a + 3a^2)d1^125d2^167 + (0 + 0a + 1a^2)d1^126d2^167 + (4 + 0a + 1a^2)d1^127d2^167 + (0 + 3a + 4a^2)d1^128d2^167 + (2 + 0a + 1a^2)d1^129d2^167 + (4 + 4a + 0a^2)d1^130d2^167 + (4 + 4a + 1a^2)d1^131d2^167 + (3 + 0a + 4a^2)d1^132d2^167 + (3 + 0a + 0a^2)d1^133d2^167 + (2 + 4a + 2a^2)d1^134d2^167 + (1 + 1a + 1a^2)d1^135d2^167 + (4 + 1a + 1a^2)d1^136d2^167 + (0 + 4a + 2a^2)d1^137d2^167 + (3 + 1a + 4a^2)d1^138d2^167 + (0 + 1a + 3a^2)d1^139d2^167 + (4 + 3a + 3a^2)d1^140d2^167 + (4 + 3a + 4a^2)d1^141d2^167 + (3 + 4a + 4a^2)d1^142d2^167 + (1 + 1a + 4a^2)d1^143d2^167 + (0 + 3a + 4a^2)d1^144d2^167 + (2 + 4a + 3a^2)d1^145d2^167 + (0 + 1a + 0a^2)d1^146d2^167 + (3 + 0a + 3a^2)d1^147d2^167 + (3 + 2a + 3a^2)d1^148d2^167 + (0 + 4a + 4a^2)d1^149d2^167 + (0 + 2a + 4a^2)d1^150d2^167 + (0 + 0a + 2a^2)d1^151d2^167 + (1 + 1a + 3a^2)d1^152d2^167 + (4 + 4a + 0a^2)d1^153d2^167 + (2 + 3a + 2a^2)d1^154d2^167 + (3 + 1a + 0a^2)d1^155d2^167 + (4 + 4a + 0a^2)d1^156d2^167 + (1 + 0a + 3a^2)d1^157d2^167 + (0 + 2a + 4a^2)d1^158d2^167 + (3 + 1a + 3a^2)d1^159d2^167 + (2 + 1a + 3a^2)d1^160d2^167 + (4 + 4a + 4a^2)d1^161d2^167 + (4 + 2a + 2a^2)d1^162d2^167 + (3 + 0a + 4a^2)d1^163d2^167 + (3 + 3a + 1a^2)d1^164d2^167 + (4 + 3a + 0a^2)d1^165d2^167 + (1 + 3a + 4a^2)d1^166d2^167 + (1 + 3a + 4a^2)d1^167d2^167 + (3 + 2a + 0a^2)d1^168d2^167 + (2 + 2a + 1a^2)d1^169d2^167 + (2 + 3a + 4a^2)d1^170d2^167 + (4 + 2a + 2a^2)d1^171d2^167 + (4 + 2a + 2a^2)d1^172d2^167 + (0 + 2a + 4a^2)d1^173d2^167 + (0 + 3a + 0a^2)d1^174d2^167 + (1 + 1a + 1a^2)d1^175d2^167 + (1 + 3a + 1a^2)d1^176d2^167 + (4 + 3a + 4a^2)d1^177d2^167 + (4 + 2a + 4a^2)d1^178d2^167 + (0 + 1a + 2a^2)d1^179d2^167 + (4 + 1a + 4a^2)d1^180d2^167 + (0 + 2a + 2a^2)d1^181d2^167 + (4 + 3a + 2a^2)d1^182d2^167 + (1 + 2a + 4a^2)d1^183d2^167 + (0 + 4a + 0a^2)d1^184d2^167 + (2 + 0a + 4a^2)d1^185d2^167 + (4 + 1a + 1a^2)d1^186d2^167 + (4 + 4a + 1a^2)d1^187d2^167 + (4 + 3a + 1a^2)d1^188d2^167 + (0 + 3a + 0a^2)d1^189d2^167 + (3 + 1a + 0a^2)d1^190d2^167 + (4 + 2a + 0a^2)d1^191d2^167 + (0 + 1a + 4a^2)d1^192d2^167 + (3 + 3a + 0a^2)d1^193d2^167 + (1 + 4a + 1a^2)d1^194d2^167 + (3 + 1a + 1a^2)d1^195d2^167 + (3 + 3a + 0a^2)d1^196d2^167 + (3 + 2a + 1a^2)d1^197d2^167 + (4 + 2a + 0a^2)d1^199d2^167 + (4 + 4a + 3a^2)d1^200d2^167 + (1 + 2a + 3a^2)d1^201d2^167 + (2 + 3a + 0a^2)d1^202d2^167 + (1 + 4a + 1a^2)d1^203d2^167 + (3 + 3a + 2a^2)d1^204d2^167 + (0 + 1a + 4a^2)d1^205d2^167 + (2 + 3a + 0a^2)d1^206d2^167 + (1 + 2a + 3a^2)d1^207d2^167 + (1 + 0a + 3a^2)d1^208d2^167 + (4 + 3a + 1a^2)d1^209d2^167 + (1 + 1a + 3a^2)d1^210d2^167 + (4 + 4a + 0a^2)d1^211d2^167 + (1 + 0a + 4a^2)d1^212d2^167 + (0 + 4a + 2a^2)d1^213d2^167 + (4 + 0a + 1a^2)d1^214d2^167 + (3 + 3a + 2a^2)d1^215d2^167 + (2 + 3a + 0a^2)d1^216d2^167 + (0 + 0a + 3a^2)d1^217d2^167 + (1 + 0a + 0a^2)d1^218d2^167 + (2 + 3a + 1a^2)d1^219d2^167 + (4 + 4a + 3a^2)d1^220d2^167 + (3 + 1a + 2a^2)d1^221d2^167 + (4 + 2a + 0a^2)d1^222d2^167 + (0 + 1a + 3a^2)d1^223d2^167 + (4 + 4a + 4a^2)d1^224d2^167 + (1 + 3a + 1a^2)d1^225d2^167 + (4 + 3a + 2a^2)d1^226d2^167 + (0 + 0a + 4a^2)d1^227d2^167 + (0 + 2a + 1a^2)d1^228d2^167 + (1 + 4a + 3a^2)d1^229d2^167 + (3 + 0a + 2a^2)d1^230d2^167 + (1 + 3a + 3a^2)d1^231d2^167 + (0 + 1a + 0a^2)d1^232d2^167 + (0 + 4a + 3a^2)d1^233d2^167 + (4 + 2a + 2a^2)d1^234d2^167 + (0 + 3a + 1a^2)d1^235d2^167 + (0 + 3a + 0a^2)d1^236d2^167 + (4 + 1a + 0a^2)d1^237d2^167 + (1 + 2a + 1a^2)d1^238d2^167 + (3 + 4a + 1a^2)d1^239d2^167 + (4 + 0a + 4a^2)d1^240d2^167 + (3 + 2a + 4a^2)d1^241d2^167 + (3 + 0a + 0a^2)d1^242d2^167 + (4 + 1a + 3a^2)d1^243d2^167 + (2 + 3a + 1a^2)d1^244d2^167 + (4 + 4a + 3a^2)d1^245d2^167 + (4 + 3a + 4a^2)d1^246d2^167 + (0 + 2a + 2a^2)d1^247d2^167 + (1 + 3a + 1a^2)d1^248d2^167 + (3 + 1a + 1a^2)d1^249d2^167 + (0 + 1a + 2a^2)d1^250d2^167 + (2 + 0a + 1a^2)d1^251d2^167 + (0 + 0a + 4a^2)d1^252d2^167 + (4 + 0a + 4a^2)d1^253d2^167 + (0 + 1a + 4a^2)d1^254d2^167 + (4 + 3a + 3a^2)d1^255d2^167 + (3 + 4a + 2a^2)d1^256d2^167 + (4 + 0a + 2a^2)d1^257d2^167 + (3 + 2a + 3a^2)d1^258d2^167 + (3 + 0a + 0a^2)d1^259d2^167 + (0 + 2a + 3a^2)d1^260d2^167 + (2 + 3a + 3a^2)d1^261d2^167 + (2 + 1a + 1a^2)d1^262d2^167 + (4 + 0a + 0a^2)d1^263d2^167 + (4 + 0a + 4a^2)d1^264d2^167 + (2 + 1a + 1a^2)d1^265d2^167 + (0 + 3a + 1a^2)d1^266d2^167 + (1 + 2a + 3a^2)d1^267d2^167 + (4 + 1a + 0a^2)d1^268d2^167 + (3 + 0a + 0a^2)d1^269d2^167 + (1 + 4a + 1a^2)d1^271d2^167 + (1 + 3a + 2a^2)d1^272d2^167 + (3 + 3a + 1a^2)d1^273d2^167 + (2 + 4a + 2a^2)d1^274d2^167 + (2 + 2a + 1a^2)d1^275d2^167 + (0 + 1a + 1a^2)d1^276d2^167 + (1 + 2a + 1a^2)d1^277d2^167 + (4 + 2a + 4a^2)d1^278d2^167 + (3 + 2a + 0a^2)d1^279d2^167 + (3 + 1a + 3a^2)d1^280d2^167 + (4 + 0a + 0a^2)d1^281d2^167 + (2 + 4a + 2a^2)d1^282d2^167 + (4 + 0a + 4a^2)d1^283d2^167 + (0 + 2a + 3a^2)d1^284d2^167 + (4 + 3a + 2a^2)d1^285d2^167 + (4 + 2a + 0a^2)d1^286d2^167 + (3 + 0a + 0a^2)d1^287d2^167 + (0 + 3a + 1a^2)d1^288d2^167 + (2 + 3a + 4a^2)d1^289d2^167 + (1 + 2a + 3a^2)d1^290d2^167 + (1 + 0a + 4a^2)d1^291d2^167 + (2 + 1a + 4a^2)d1^292d2^167 + (3 + 0a + 4a^2)d1^293d2^167 + (3 + 3a + 3a^2)d2^168 + (1 + 0a + 2a^2)d1^1d2^168 + (2 + 0a + 2a^2)d1^2d2^168 + (1 + 2a + 0a^2)d1^3d2^168 + (3 + 0a + 1a^2)d1^4d2^168 + (1 + 3a + 2a^2)d1^5d2^168 + (2 + 3a + 1a^2)d1^6d2^168 + (4 + 0a + 0a^2)d1^7d2^168 + (0 + 0a + 2a^2)d1^8d2^168 + (2 + 3a + 1a^2)d1^9d2^168 + (0 + 1a + 2a^2)d1^10d2^168 + (4 + 3a + 1a^2)d1^11d2^168 + (1 + 4a + 2a^2)d1^12d2^168 + (3 + 4a + 3a^2)d1^13d2^168 + (2 + 1a + 2a^2)d1^14d2^168 + (0 + 3a + 4a^2)d1^15d2^168 + (3 + 0a + 4a^2)d1^16d2^168 + (0 + 3a + 2a^2)d1^17d2^168 + (0 + 2a + 4a^2)d1^18d2^168 + (4 + 2a + 3a^2)d1^19d2^168 + (2 + 0a + 3a^2)d1^20d2^168 + (0 + 1a + 0a^2)d1^21d2^168 + (0 + 1a + 1a^2)d1^22d2^168 + (3 + 3a + 3a^2)d1^23d2^168 + (3 + 2a + 2a^2)d1^24d2^168 + (1 + 3a + 0a^2)d1^25d2^168 + (1 + 1a + 3a^2)d1^26d2^168 + (4 + 2a + 0a^2)d1^27d2^168 + (1 + 3a + 1a^2)d1^28d2^168 + (0 + 0a + 4a^2)d1^29d2^168 + (1 + 0a + 3a^2)d1^30d2^168 + (2 + 3a + 3a^2)d1^31d2^168 + (0 + 3a + 2a^2)d1^32d2^168 + (2 + 2a + 0a^2)d1^33d2^168 + (1 + 0a + 0a^2)d1^34d2^168 + (0 + 1a + 3a^2)d1^35d2^168 + (2 + 1a + 2a^2)d1^36d2^168 + (0 + 1a + 3a^2)d1^37d2^168 + (1 + 3a + 4a^2)d1^38d2^168 + (4 + 0a + 1a^2)d1^39d2^168 + (0 + 1a + 3a^2)d1^40d2^168 + (1 + 1a + 1a^2)d1^41d2^168 + (2 + 4a + 2a^2)d1^42d2^168 + (0 + 4a + 3a^2)d1^43d2^168 + (1 + 2a + 2a^2)d1^44d2^168 + (0 + 3a + 3a^2)d1^45d2^168 + (2 + 0a + 1a^2)d1^46d2^168 + (4 + 4a + 1a^2)d1^47d2^168 + (2 + 0a + 4a^2)d1^48d2^168 + (3 + 4a + 1a^2)d1^49d2^168 + (4 + 4a + 4a^2)d1^50d2^168 + (2 + 0a + 1a^2)d1^51d2^168 + (4 + 3a + 2a^2)d1^52d2^168 + (4 + 0a + 1a^2)d1^53d2^168 + (4 + 0a + 0a^2)d1^54d2^168 + (2 + 3a + 3a^2)d1^55d2^168 + (3 + 4a + 2a^2)d1^56d2^168 + (1 + 2a + 0a^2)d1^57d2^168 + (0 + 3a + 0a^2)d1^58d2^168 + (3 + 4a + 1a^2)d1^59d2^168 + (2 + 4a + 2a^2)d1^60d2^168 + (2 + 4a + 0a^2)d1^61d2^168 + (3 + 4a + 1a^2)d1^62d2^168 + (0 + 1a + 0a^2)d1^63d2^168 + (2 + 2a + 1a^2)d1^64d2^168 + (2 + 3a + 3a^2)d1^65d2^168 + (3 + 2a + 0a^2)d1^66d2^168 + (3 + 4a + 3a^2)d1^67d2^168 + (0 + 3a + 3a^2)d1^68d2^168 + (2 + 3a + 0a^2)d1^70d2^168 + (1 + 0a + 4a^2)d1^71d2^168 + (3 + 0a + 3a^2)d1^72d2^168 + (4 + 4a + 2a^2)d1^73d2^168 + (3 + 3a + 4a^2)d1^74d2^168 + (0 + 0a + 1a^2)d1^75d2^168 + (1 + 2a + 2a^2)d1^76d2^168 + (4 + 4a + 1a^2)d1^77d2^168 + (2 + 0a + 0a^2)d1^78d2^168 + (3 + 0a + 4a^2)d1^79d2^168 + (3 + 4a + 3a^2)d1^80d2^168 + (1 + 2a + 2a^2)d1^81d2^168 + (4 + 1a + 4a^2)d1^82d2^168 + (0 + 2a + 4a^2)d1^83d2^168 + (2 + 4a + 4a^2)d1^84d2^168 + (0 + 4a + 2a^2)d1^85d2^168 + (3 + 2a + 1a^2)d1^86d2^168 + (2 + 4a + 2a^2)d1^87d2^168 + (4 + 2a + 4a^2)d1^88d2^168 + (2 + 3a + 3a^2)d1^89d2^168 + (2 + 3a + 0a^2)d1^90d2^168 + (3 + 4a + 2a^2)d1^91d2^168 + (3 + 0a + 2a^2)d1^92d2^168 + (0 + 1a + 1a^2)d1^93d2^168 + (3 + 4a + 0a^2)d1^94d2^168 + (2 + 4a + 0a^2)d1^95d2^168 + (4 + 1a + 0a^2)d1^96d2^168 + (3 + 2a + 4a^2)d1^97d2^168 + (1 + 0a + 4a^2)d1^98d2^168 + (3 + 0a + 3a^2)d1^99d2^168 + (3 + 4a + 1a^2)d1^100d2^168 + (1 + 4a + 0a^2)d1^102d2^168 + (1 + 3a + 4a^2)d1^103d2^168 + (3 + 1a + 0a^2)d1^104d2^168 + (2 + 0a + 3a^2)d1^105d2^168 + (1 + 0a + 2a^2)d1^106d2^168 + (1 + 3a + 0a^2)d1^107d2^168 + (4 + 1a + 3a^2)d1^108d2^168 + (3 + 3a + 3a^2)d1^109d2^168 + (0 + 1a + 3a^2)d1^110d2^168 + (2 + 1a + 1a^2)d1^111d2^168 + (3 + 2a + 0a^2)d1^112d2^168 + (1 + 2a + 0a^2)d1^113d2^168 + (1 + 0a + 1a^2)d1^114d2^168 + (1 + 2a + 0a^2)d1^115d2^168 + (2 + 3a + 3a^2)d1^116d2^168 + (3 + 4a + 3a^2)d1^117d2^168 + (3 + 0a + 0a^2)d1^118d2^168 + (0 + 1a + 3a^2)d1^119d2^168 + (2 + 1a + 0a^2)d1^120d2^168 + (2 + 4a + 3a^2)d1^121d2^168 + (1 + 1a + 2a^2)d1^122d2^168 + (1 + 4a + 2a^2)d1^123d2^168 + (2 + 3a + 4a^2)d1^124d2^168 + (1 + 0a + 4a^2)d1^125d2^168 + (1 + 4a + 0a^2)d1^126d2^168 + (2 + 4a + 1a^2)d1^127d2^168 + (3 + 2a + 0a^2)d1^128d2^168 + (2 + 1a + 2a^2)d1^129d2^168 + (4 + 2a + 3a^2)d1^130d2^168 + (0 + 0a + 3a^2)d1^131d2^168 + (4 + 3a + 1a^2)d1^132d2^168 + (4 + 1a + 1a^2)d1^133d2^168 + (3 + 2a + 2a^2)d1^134d2^168 + (1 + 0a + 4a^2)d1^135d2^168 + (2 + 4a + 0a^2)d1^136d2^168 + (4 + 1a + 2a^2)d1^137d2^168 + (1 + 4a + 2a^2)d1^138d2^168 + (4 + 1a + 0a^2)d1^139d2^168 + (1 + 3a + 1a^2)d1^140d2^168 + (3 + 3a + 4a^2)d1^141d2^168 + (3 + 4a + 1a^2)d1^142d2^168 + (2 + 4a + 0a^2)d1^143d2^168 + (2 + 4a + 1a^2)d1^144d2^168 + (1 + 4a + 0a^2)d1^145d2^168 + (2 + 2a + 3a^2)d1^146d2^168 + (2 + 0a + 1a^2)d1^147d2^168 + (2 + 4a + 3a^2)d1^148d2^168 + (1 + 2a + 0a^2)d1^149d2^168 + (3 + 1a + 1a^2)d1^150d2^168 + (4 + 3a + 2a^2)d1^151d2^168 + (2 + 4a + 4a^2)d1^152d2^168 + (1 + 3a + 4a^2)d1^153d2^168 + (1 + 2a + 2a^2)d1^154d2^168 + (0 + 3a + 0a^2)d1^155d2^168 + (2 + 1a + 0a^2)d1^156d2^168 + (3 + 3a + 3a^2)d1^157d2^168 + (4 + 0a + 4a^2)d1^158d2^168 + (1 + 0a + 2a^2)d1^159d2^168 + (3 + 2a + 2a^2)d1^160d2^168 + (4 + 4a + 4a^2)d1^161d2^168 + (2 + 2a + 1a^2)d1^162d2^168 + (3 + 4a + 0a^2)d1^163d2^168 + (1 + 3a + 0a^2)d1^164d2^168 + (4 + 1a + 3a^2)d1^165d2^168 + (4 + 4a + 4a^2)d1^166d2^168 + (1 + 4a + 3a^2)d1^167d2^168 + (2 + 1a + 3a^2)d1^168d2^168 + (1 + 1a + 3a^2)d1^169d2^168 + (4 + 3a + 2a^2)d1^170d2^168 + (0 + 1a + 4a^2)d1^171d2^168 + (3 + 0a + 1a^2)d1^172d2^168 + (3 + 1a + 2a^2)d1^173d2^168 + (4 + 0a + 1a^2)d1^174d2^168 + (2 + 3a + 1a^2)d1^175d2^168 + (3 + 4a + 4a^2)d1^176d2^168 + (4 + 3a + 0a^2)d1^177d2^168 + (3 + 0a + 1a^2)d1^178d2^168 + (4 + 1a + 1a^2)d1^179d2^168 + (1 + 2a + 4a^2)d1^180d2^168 + (4 + 2a + 3a^2)d1^181d2^168 + (4 + 0a + 2a^2)d1^182d2^168 + (1 + 0a + 1a^2)d1^184d2^168 + (2 + 0a + 4a^2)d1^185d2^168 + (2 + 1a + 0a^2)d1^186d2^168 + (2 + 4a + 2a^2)d1^187d2^168 + (3 + 1a + 3a^2)d1^188d2^168 + (1 + 1a + 3a^2)d1^189d2^168 + (3 + 3a + 3a^2)d1^190d2^168 + (4 + 2a + 1a^2)d1^191d2^168 + (4 + 3a + 0a^2)d1^192d2^168 + (3 + 2a + 3a^2)d1^193d2^168 + (3 + 0a + 0a^2)d1^194d2^168 + (0 + 4a + 1a^2)d1^195d2^168 + (2 + 2a + 1a^2)d1^196d2^168 + (4 + 2a + 4a^2)d1^197d2^168 + (1 + 4a + 0a^2)d1^198d2^168 + (1 + 2a + 1a^2)d1^199d2^168 + (2 + 4a + 3a^2)d1^200d2^168 + (1 + 0a + 1a^2)d1^201d2^168 + (1 + 4a + 4a^2)d1^202d2^168 + (3 + 0a + 0a^2)d1^203d2^168 + (2 + 0a + 4a^2)d1^204d2^168 + (1 + 0a + 3a^2)d1^205d2^168 + (1 + 4a + 0a^2)d1^206d2^168 + (2 + 0a + 0a^2)d1^207d2^168 + (4 + 4a + 3a^2)d1^208d2^168 + (3 + 3a + 1a^2)d1^209d2^168 + (4 + 4a + 4a^2)d1^210d2^168 + (2 + 2a + 1a^2)d1^211d2^168 + (4 + 1a + 3a^2)d1^212d2^168 + (1 + 1a + 0a^2)d1^213d2^168 + (4 + 1a + 3a^2)d1^214d2^168 + (2 + 0a + 0a^2)d1^215d2^168 + (2 + 3a + 4a^2)d1^216d2^168 + (0 + 2a + 1a^2)d1^217d2^168 + (0 + 2a + 3a^2)d1^218d2^168 + (1 + 2a + 1a^2)d1^219d2^168 + (0 + 2a + 2a^2)d1^220d2^168 + (3 + 0a + 2a^2)d1^221d2^168 + (3 + 0a + 4a^2)d1^222d2^168 + (3 + 1a + 3a^2)d1^223d2^168 + (4 + 3a + 2a^2)d1^224d2^168 + (2 + 1a + 4a^2)d1^225d2^168 + (3 + 2a + 1a^2)d1^226d2^168 + (1 + 4a + 3a^2)d1^227d2^168 + (0 + 3a + 2a^2)d1^228d2^168 + (0 + 3a + 4a^2)d1^229d2^168 + (1 + 0a + 2a^2)d1^230d2^168 + (4 + 2a + 1a^2)d1^231d2^168 + (1 + 0a + 3a^2)d1^232d2^168 + (3 + 1a + 4a^2)d1^233d2^168 + (0 + 1a + 3a^2)d1^234d2^168 + (4 + 1a + 2a^2)d1^235d2^168 + (2 + 3a + 1a^2)d1^236d2^168 + (4 + 2a + 2a^2)d1^237d2^168 + (2 + 0a + 4a^2)d1^238d2^168 + (3 + 3a + 3a^2)d1^239d2^168 + (1 + 0a + 1a^2)d1^240d2^168 + (4 + 3a + 1a^2)d1^241d2^168 + (4 + 4a + 2a^2)d1^242d2^168 + (0 + 1a + 3a^2)d1^243d2^168 + (4 + 0a + 3a^2)d1^244d2^168 + (4 + 1a + 1a^2)d1^245d2^168 + (1 + 4a + 3a^2)d1^246d2^168 + (3 + 1a + 4a^2)d1^247d2^168 + (2 + 3a + 0a^2)d1^248d2^168 + (3 + 3a + 3a^2)d1^250d2^168 + (1 + 0a + 3a^2)d1^251d2^168 + (1 + 3a + 3a^2)d1^252d2^168 + (3 + 1a + 1a^2)d1^253d2^168 + (4 + 2a + 3a^2)d1^254d2^168 + (2 + 2a + 2a^2)d1^255d2^168 + (1 + 1a + 4a^2)d1^256d2^168 + (1 + 4a + 4a^2)d1^257d2^168 + (2 + 1a + 2a^2)d1^258d2^168 + (4 + 2a + 4a^2)d1^259d2^168 + (1 + 2a + 3a^2)d1^260d2^168 + (2 + 3a + 1a^2)d1^261d2^168 + (0 + 2a + 3a^2)d1^262d2^168 + (4 + 2a + 3a^2)d1^263d2^168 + (3 + 2a + 3a^2)d1^264d2^168 + (4 + 4a + 2a^2)d1^265d2^168 + (1 + 0a + 4a^2)d1^266d2^168 + (0 + 2a + 1a^2)d1^267d2^168 + (0 + 2a + 0a^2)d1^268d2^168 + (4 + 1a + 3a^2)d1^269d2^168 + (4 + 1a + 1a^2)d1^270d2^168 + (4 + 2a + 2a^2)d1^271d2^168 + (2 + 1a + 2a^2)d1^272d2^168 + (0 + 4a + 0a^2)d1^273d2^168 + (3 + 0a + 4a^2)d1^274d2^168 + (2 + 2a + 0a^2)d1^275d2^168 + (2 + 2a + 0a^2)d1^276d2^168 + (0 + 4a + 3a^2)d1^277d2^168 + (4 + 3a + 1a^2)d1^278d2^168 + (3 + 2a + 0a^2)d1^279d2^168 + (2 + 4a + 2a^2)d1^280d2^168 + (2 + 2a + 2a^2)d1^281d2^168 + (2 + 1a + 3a^2)d1^282d2^168 + (3 + 1a + 2a^2)d1^283d2^168 + (2 + 2a + 3a^2)d1^284d2^168 + (0 + 4a + 4a^2)d1^286d2^168 + (1 + 0a + 0a^2)d1^287d2^168 + (1 + 0a + 2a^2)d1^288d2^168 + (0 + 1a + 2a^2)d1^289d2^168 + (0 + 4a + 2a^2)d1^290d2^168 + (3 + 4a + 4a^2)d1^291d2^168 + (3 + 3a + 1a^2)d1^292d2^168 + (0 + 4a + 4a^2)d1^293d2^168 + (0 + 4a + 0a^2)d2^169 + (2 + 4a + 1a^2)d1^1d2^169 + (4 + 2a + 4a^2)d1^2d2^169 + (3 + 0a + 3a^2)d1^3d2^169 + (1 + 2a + 1a^2)d1^4d2^169 + (3 + 2a + 2a^2)d1^5d2^169 + (1 + 2a + 4a^2)d1^6d2^169 + (2 + 4a + 3a^2)d1^7d2^169 + (4 + 3a + 4a^2)d1^8d2^169 + (4 + 4a + 1a^2)d1^9d2^169 + (1 + 4a + 1a^2)d1^10d2^169 + (3 + 2a + 0a^2)d1^11d2^169 + (2 + 3a + 0a^2)d1^12d2^169 + (1 + 0a + 0a^2)d1^13d2^169 + (1 + 0a + 0a^2)d1^14d2^169 + (0 + 3a + 0a^2)d1^15d2^169 + (0 + 4a + 2a^2)d1^16d2^169 + (4 + 4a + 0a^2)d1^17d2^169 + (3 + 3a + 2a^2)d1^18d2^169 + (4 + 4a + 3a^2)d1^19d2^169 + (3 + 3a + 3a^2)d1^20d2^169 + (0 + 1a + 2a^2)d1^21d2^169 + (4 + 3a + 4a^2)d1^22d2^169 + (3 + 3a + 3a^2)d1^23d2^169 + (1 + 0a + 4a^2)d1^24d2^169 + (3 + 1a + 2a^2)d1^25d2^169 + (2 + 3a + 1a^2)d1^26d2^169 + (2 + 0a + 0a^2)d1^27d2^169 + (2 + 4a + 2a^2)d1^29d2^169 + (1 + 1a + 4a^2)d1^30d2^169 + (3 + 4a + 4a^2)d1^31d2^169 + (2 + 1a + 4a^2)d1^32d2^169 + (2 + 0a + 2a^2)d1^33d2^169 + (3 + 4a + 2a^2)d1^34d2^169 + (0 + 2a + 4a^2)d1^35d2^169 + (3 + 2a + 3a^2)d1^36d2^169 + (0 + 1a + 4a^2)d1^37d2^169 + (4 + 2a + 0a^2)d1^38d2^169 + (3 + 4a + 4a^2)d1^40d2^169 + (2 + 4a + 4a^2)d1^41d2^169 + (1 + 2a + 4a^2)d1^42d2^169 + (4 + 4a + 4a^2)d1^43d2^169 + (4 + 0a + 0a^2)d1^44d2^169 + (1 + 1a + 4a^2)d1^45d2^169 + (0 + 2a + 4a^2)d1^46d2^169 + (4 + 1a + 1a^2)d1^47d2^169 + (2 + 0a + 1a^2)d1^48d2^169 + (4 + 1a + 4a^2)d1^49d2^169 + (4 + 2a + 1a^2)d1^50d2^169 + (4 + 3a + 0a^2)d1^51d2^169 + (4 + 3a + 1a^2)d1^52d2^169 + (4 + 4a + 1a^2)d1^53d2^169 + (3 + 3a + 4a^2)d1^54d2^169 + (1 + 2a + 1a^2)d1^55d2^169 + (3 + 1a + 3a^2)d1^56d2^169 + (0 + 1a + 3a^2)d1^57d2^169 + (3 + 0a + 4a^2)d1^58d2^169 + (4 + 0a + 1a^2)d1^59d2^169 + (2 + 2a + 4a^2)d1^60d2^169 + (3 + 2a + 3a^2)d1^61d2^169 + (3 + 1a + 4a^2)d1^62d2^169 + (0 + 0a + 2a^2)d1^63d2^169 + (1 + 4a + 2a^2)d1^64d2^169 + (4 + 4a + 0a^2)d1^65d2^169 + (2 + 2a + 3a^2)d1^66d2^169 + (4 + 1a + 1a^2)d1^67d2^169 + (1 + 2a + 3a^2)d1^68d2^169 + (1 + 4a + 2a^2)d1^69d2^169 + (2 + 3a + 4a^2)d1^70d2^169 + (3 + 4a + 0a^2)d1^71d2^169 + (2 + 3a + 2a^2)d1^72d2^169 + (4 + 3a + 4a^2)d1^73d2^169 + (1 + 3a + 0a^2)d1^74d2^169 + (2 + 3a + 4a^2)d1^75d2^169 + (4 + 3a + 3a^2)d1^76d2^169 + (4 + 0a + 3a^2)d1^77d2^169 + (1 + 3a + 3a^2)d1^78d2^169 + (2 + 1a + 3a^2)d1^79d2^169 + (3 + 4a + 4a^2)d1^81d2^169 + (0 + 3a + 2a^2)d1^82d2^169 + (3 + 4a + 0a^2)d1^83d2^169 + (3 + 2a + 3a^2)d1^84d2^169 + (2 + 1a + 3a^2)d1^85d2^169 + (3 + 1a + 1a^2)d1^86d2^169 + (2 + 2a + 4a^2)d1^87d2^169 + (2 + 3a + 4a^2)d1^88d2^169 + (0 + 3a + 3a^2)d1^89d2^169 + (4 + 3a + 4a^2)d1^90d2^169 + (0 + 3a + 3a^2)d1^91d2^169 + (1 + 0a + 2a^2)d1^92d2^169 + (1 + 2a + 2a^2)d1^93d2^169 + (1 + 3a + 2a^2)d1^94d2^169 + (1 + 2a + 2a^2)d1^95d2^169 + (1 + 1a + 4a^2)d1^97d2^169 + (3 + 3a + 4a^2)d1^98d2^169 + (3 + 2a + 0a^2)d1^99d2^169 + (2 + 1a + 2a^2)d1^100d2^169 + (3 + 0a + 1a^2)d1^101d2^169 + (1 + 4a + 1a^2)d1^102d2^169 + (0 + 1a + 0a^2)d1^103d2^169 + (0 + 4a + 2a^2)d1^104d2^169 + (1 + 3a + 0a^2)d1^105d2^169 + (0 + 4a + 2a^2)d1^106d2^169 + (3 + 1a + 0a^2)d1^107d2^169 + (4 + 2a + 2a^2)d1^108d2^169 + (0 + 2a + 0a^2)d1^109d2^169 + (3 + 2a + 1a^2)d1^110d2^169 + (1 + 3a + 2a^2)d1^111d2^169 + (2 + 4a + 0a^2)d1^112d2^169 + (2 + 1a + 0a^2)d1^113d2^169 + (2 + 0a + 1a^2)d1^114d2^169 + (1 + 1a + 0a^2)d1^115d2^169 + (0 + 1a + 1a^2)d1^116d2^169 + (0 + 1a + 2a^2)d1^117d2^169 + (0 + 2a + 1a^2)d1^118d2^169 + (0 + 0a + 2a^2)d1^119d2^169 + (0 + 2a + 0a^2)d1^120d2^169 + (1 + 0a + 3a^2)d1^121d2^169 + (0 + 0a + 1a^2)d1^123d2^169 + (0 + 2a + 3a^2)d1^124d2^169 + (3 + 3a + 1a^2)d1^125d2^169 + (2 + 3a + 4a^2)d1^126d2^169 + (2 + 3a + 0a^2)d1^127d2^169 + (2 + 1a + 2a^2)d1^128d2^169 + (0 + 2a + 3a^2)d1^129d2^169 + (4 + 2a + 2a^2)d1^130d2^169 + (0 + 3a + 3a^2)d1^131d2^169 + (0 + 0a + 2a^2)d1^132d2^169 + (4 + 4a + 0a^2)d1^133d2^169 + (1 + 2a + 3a^2)d1^134d2^169 + (4 + 4a + 2a^2)d1^135d2^169 + (0 + 3a + 3a^2)d1^136d2^169 + (4 + 1a + 3a^2)d1^137d2^169 + (0 + 4a + 3a^2)d1^138d2^169 + (2 + 2a + 3a^2)d1^139d2^169 + (3 + 1a + 3a^2)d1^140d2^169 + (0 + 0a + 4a^2)d1^141d2^169 + (4 + 0a + 0a^2)d1^142d2^169 + (1 + 4a + 2a^2)d1^143d2^169 + (1 + 3a + 4a^2)d1^144d2^169 + (4 + 2a + 3a^2)d1^145d2^169 + (4 + 4a + 2a^2)d1^146d2^169 + (4 + 3a + 3a^2)d1^147d2^169 + (2 + 3a + 3a^2)d1^148d2^169 + (3 + 0a + 4a^2)d1^149d2^169 + (2 + 3a + 2a^2)d1^150d2^169 + (2 + 4a + 0a^2)d1^151d2^169 + (2 + 3a + 3a^2)d1^152d2^169 + (0 + 4a + 2a^2)d1^153d2^169 + (1 + 3a + 1a^2)d1^154d2^169 + (2 + 4a + 3a^2)d1^155d2^169 + (0 + 1a + 4a^2)d1^156d2^169 + (1 + 1a + 4a^2)d1^157d2^169 + (3 + 4a + 2a^2)d1^158d2^169 + (1 + 3a + 4a^2)d1^159d2^169 + (1 + 0a + 2a^2)d1^160d2^169 + (2 + 4a + 0a^2)d1^161d2^169 + (1 + 1a + 1a^2)d1^162d2^169 + (0 + 2a + 2a^2)d1^163d2^169 + (3 + 0a + 3a^2)d1^164d2^169 + (0 + 2a + 1a^2)d1^165d2^169 + (2 + 0a + 1a^2)d1^166d2^169 + (0 + 1a + 2a^2)d1^167d2^169 + (0 + 4a + 4a^2)d1^168d2^169 + (2 + 4a + 3a^2)d1^169d2^169 + (1 + 3a + 1a^2)d1^170d2^169 + (1 + 2a + 3a^2)d1^171d2^169 + (1 + 4a + 2a^2)d1^172d2^169 + (2 + 1a + 2a^2)d1^173d2^169 + (4 + 1a + 4a^2)d1^174d2^169 + (2 + 3a + 2a^2)d1^175d2^169 + (1 + 1a + 2a^2)d1^176d2^169 + (4 + 0a + 3a^2)d1^177d2^169 + (1 + 4a + 0a^2)d1^178d2^169 + (4 + 4a + 1a^2)d1^179d2^169 + (0 + 0a + 4a^2)d1^180d2^169 + (0 + 1a + 0a^2)d1^181d2^169 + (1 + 2a + 2a^2)d1^182d2^169 + (0 + 1a + 3a^2)d1^183d2^169 + (3 + 4a + 0a^2)d1^184d2^169 + (0 + 1a + 1a^2)d1^185d2^169 + (1 + 0a + 4a^2)d1^186d2^169 + (1 + 2a + 4a^2)d1^187d2^169 + (1 + 1a + 1a^2)d1^188d2^169 + (3 + 2a + 2a^2)d1^189d2^169 + (2 + 4a + 4a^2)d1^190d2^169 + (2 + 0a + 4a^2)d1^191d2^169 + (2 + 3a + 4a^2)d1^192d2^169 + (3 + 1a + 4a^2)d1^193d2^169 + (4 + 0a + 4a^2)d1^194d2^169 + (4 + 2a + 2a^2)d1^195d2^169 + (0 + 3a + 1a^2)d1^196d2^169 + (0 + 1a + 2a^2)d1^197d2^169 + (3 + 0a + 1a^2)d1^198d2^169 + (3 + 0a + 2a^2)d1^199d2^169 + (3 + 3a + 2a^2)d1^200d2^169 + (1 + 2a + 2a^2)d1^201d2^169 + (3 + 1a + 0a^2)d1^202d2^169 + (0 + 3a + 0a^2)d1^203d2^169 + (1 + 1a + 3a^2)d1^204d2^169 + (3 + 0a + 3a^2)d1^205d2^169 + (2 + 1a + 1a^2)d1^206d2^169 + (3 + 1a + 4a^2)d1^207d2^169 + (1 + 1a + 0a^2)d1^208d2^169 + (4 + 3a + 4a^2)d1^209d2^169 + (3 + 3a + 2a^2)d1^210d2^169 + (0 + 0a + 2a^2)d1^211d2^169 + (4 + 0a + 0a^2)d1^212d2^169 + (3 + 2a + 4a^2)d1^213d2^169 + (0 + 2a + 4a^2)d1^214d2^169 + (0 + 1a + 2a^2)d1^215d2^169 + (4 + 3a + 2a^2)d1^216d2^169 + (4 + 0a + 2a^2)d1^217d2^169 + (1 + 1a + 3a^2)d1^218d2^169 + (3 + 2a + 0a^2)d1^219d2^169 + (4 + 4a + 3a^2)d1^220d2^169 + (1 + 3a + 1a^2)d1^221d2^169 + (1 + 1a + 0a^2)d1^222d2^169 + (2 + 4a + 4a^2)d1^223d2^169 + (0 + 4a + 1a^2)d1^224d2^169 + (3 + 1a + 3a^2)d1^225d2^169 + (1 + 0a + 4a^2)d1^226d2^169 + (2 + 1a + 3a^2)d1^227d2^169 + (4 + 4a + 4a^2)d1^228d2^169 + (1 + 1a + 1a^2)d1^229d2^169 + (1 + 4a + 1a^2)d1^230d2^169 + (3 + 3a + 4a^2)d1^231d2^169 + (3 + 1a + 3a^2)d1^232d2^169 + (2 + 3a + 2a^2)d1^233d2^169 + (0 + 2a + 1a^2)d1^234d2^169 + (2 + 2a + 2a^2)d1^235d2^169 + (3 + 2a + 1a^2)d1^236d2^169 + (1 + 0a + 2a^2)d1^237d2^169 + (1 + 4a + 0a^2)d1^238d2^169 + (2 + 1a + 3a^2)d1^239d2^169 + (1 + 0a + 1a^2)d1^240d2^169 + (1 + 0a + 0a^2)d1^241d2^169 + (1 + 3a + 4a^2)d1^242d2^169 + (3 + 1a + 0a^2)d1^243d2^169 + (0 + 2a + 1a^2)d1^244d2^169 + (0 + 0a + 2a^2)d1^245d2^169 + (2 + 2a + 2a^2)d1^246d2^169 + (2 + 2a + 3a^2)d1^247d2^169 + (2 + 2a + 4a^2)d1^248d2^169 + (4 + 4a + 3a^2)d1^249d2^169 + (3 + 1a + 2a^2)d1^250d2^169 + (4 + 3a + 0a^2)d1^251d2^169 + (3 + 1a + 3a^2)d1^252d2^169 + (4 + 4a + 3a^2)d1^253d2^169 + (4 + 0a + 1a^2)d1^254d2^169 + (3 + 4a + 3a^2)d1^255d2^169 + (2 + 3a + 1a^2)d1^256d2^169 + (0 + 1a + 0a^2)d1^257d2^169 + (2 + 4a + 2a^2)d1^258d2^169 + (1 + 2a + 0a^2)d1^259d2^169 + (4 + 1a + 3a^2)d1^260d2^169 + (0 + 4a + 3a^2)d1^261d2^169 + (3 + 0a + 2a^2)d1^262d2^169 + (2 + 0a + 0a^2)d1^263d2^169 + (0 + 1a + 0a^2)d1^264d2^169 + (2 + 2a + 0a^2)d1^265d2^169 + (1 + 3a + 2a^2)d1^266d2^169 + (1 + 3a + 0a^2)d1^267d2^169 + (2 + 2a + 3a^2)d1^268d2^169 + (0 + 2a + 3a^2)d1^269d2^169 + (3 + 1a + 4a^2)d1^270d2^169 + (1 + 3a + 2a^2)d1^271d2^169 + (1 + 4a + 3a^2)d1^272d2^169 + (3 + 2a + 1a^2)d1^273d2^169 + (3 + 2a + 2a^2)d1^274d2^169 + (3 + 4a + 0a^2)d1^275d2^169 + (2 + 1a + 0a^2)d1^276d2^169 + (3 + 2a + 0a^2)d1^277d2^169 + (0 + 1a + 1a^2)d1^278d2^169 + (2 + 2a + 2a^2)d1^279d2^169 + (1 + 1a + 2a^2)d1^280d2^169 + (2 + 4a + 2a^2)d1^281d2^169 + (4 + 4a + 0a^2)d1^282d2^169 + (0 + 4a + 2a^2)d1^283d2^169 + (3 + 3a + 4a^2)d1^284d2^169 + (1 + 4a + 4a^2)d1^285d2^169 + (2 + 4a + 1a^2)d1^286d2^169 + (1 + 2a + 1a^2)d1^287d2^169 + (3 + 1a + 3a^2)d1^288d2^169 + (3 + 1a + 3a^2)d1^289d2^169 + (0 + 4a + 3a^2)d1^290d2^169 + (4 + 3a + 2a^2)d1^291d2^169 + (2 + 3a + 1a^2)d1^292d2^169 + (4 + 0a + 3a^2)d1^293d2^169 + (1 + 3a + 4a^2)d2^170 + (2 + 1a + 4a^2)d1^1d2^170 + (1 + 3a + 3a^2)d1^2d2^170 + (4 + 2a + 2a^2)d1^3d2^170 + (3 + 2a + 3a^2)d1^4d2^170 + (1 + 2a + 3a^2)d1^5d2^170 + (3 + 0a + 3a^2)d1^6d2^170 + (0 + 1a + 1a^2)d1^7d2^170 + (3 + 0a + 0a^2)d1^8d2^170 + (2 + 3a + 3a^2)d1^9d2^170 + (2 + 3a + 3a^2)d1^10d2^170 + (1 + 2a + 0a^2)d1^11d2^170 + (3 + 0a + 2a^2)d1^12d2^170 + (2 + 4a + 4a^2)d1^13d2^170 + (4 + 3a + 4a^2)d1^14d2^170 + (3 + 1a + 2a^2)d1^15d2^170 + (2 + 4a + 4a^2)d1^16d2^170 + (0 + 3a + 4a^2)d1^17d2^170 + (2 + 2a + 4a^2)d1^18d2^170 + (3 + 2a + 4a^2)d1^19d2^170 + (0 + 4a + 0a^2)d1^20d2^170 + (3 + 0a + 2a^2)d1^21d2^170 + (2 + 4a + 3a^2)d1^22d2^170 + (0 + 1a + 4a^2)d1^23d2^170 + (3 + 2a + 0a^2)d1^24d2^170 + (1 + 0a + 3a^2)d1^25d2^170 + (1 + 0a + 1a^2)d1^26d2^170 + (2 + 1a + 3a^2)d1^27d2^170 + (4 + 4a + 2a^2)d1^28d2^170 + (1 + 4a + 0a^2)d1^29d2^170 + (1 + 0a + 3a^2)d1^30d2^170 + (1 + 3a + 2a^2)d1^31d2^170 + (0 + 1a + 2a^2)d1^32d2^170 + (1 + 3a + 0a^2)d1^33d2^170 + (4 + 4a + 1a^2)d1^34d2^170 + (1 + 2a + 1a^2)d1^35d2^170 + (0 + 3a + 4a^2)d1^36d2^170 + (0 + 3a + 1a^2)d1^37d2^170 + (0 + 4a + 1a^2)d1^38d2^170 + (1 + 0a + 0a^2)d1^39d2^170 + (0 + 0a + 4a^2)d1^40d2^170 + (0 + 3a + 2a^2)d1^41d2^170 + (3 + 2a + 4a^2)d1^42d2^170 + (4 + 2a + 3a^2)d1^43d2^170 + (0 + 4a + 0a^2)d1^44d2^170 + (4 + 2a + 4a^2)d1^45d2^170 + (3 + 1a + 2a^2)d1^46d2^170 + (2 + 0a + 4a^2)d1^47d2^170 + (0 + 4a + 0a^2)d1^48d2^170 + (3 + 1a + 4a^2)d1^49d2^170 + (3 + 0a + 1a^2)d1^50d2^170 + (0 + 4a + 1a^2)d1^51d2^170 + (2 + 1a + 3a^2)d1^52d2^170 + (1 + 2a + 3a^2)d1^53d2^170 + (0 + 3a + 3a^2)d1^54d2^170 + (4 + 4a + 3a^2)d1^55d2^170 + (2 + 2a + 4a^2)d1^56d2^170 + (3 + 0a + 1a^2)d1^57d2^170 + (4 + 4a + 2a^2)d1^58d2^170 + (2 + 3a + 4a^2)d1^59d2^170 + (2 + 4a + 2a^2)d1^60d2^170 + (4 + 4a + 0a^2)d1^61d2^170 + (2 + 3a + 0a^2)d1^62d2^170 + (1 + 3a + 1a^2)d1^63d2^170 + (4 + 0a + 4a^2)d1^64d2^170 + (2 + 0a + 1a^2)d1^65d2^170 + (0 + 1a + 2a^2)d1^66d2^170 + (1 + 1a + 1a^2)d1^67d2^170 + (4 + 2a + 3a^2)d1^68d2^170 + (4 + 0a + 4a^2)d1^69d2^170 + (2 + 0a + 0a^2)d1^70d2^170 + (0 + 1a + 3a^2)d1^71d2^170 + (3 + 1a + 2a^2)d1^72d2^170 + (2 + 4a + 2a^2)d1^73d2^170 + (1 + 2a + 4a^2)d1^74d2^170 + (1 + 1a + 4a^2)d1^75d2^170 + (3 + 2a + 0a^2)d1^76d2^170 + (0 + 3a + 3a^2)d1^77d2^170 + (0 + 1a + 2a^2)d1^78d2^170 + (3 + 4a + 3a^2)d1^79d2^170 + (3 + 0a + 4a^2)d1^80d2^170 + (1 + 1a + 3a^2)d1^81d2^170 + (2 + 0a + 2a^2)d1^82d2^170 + (1 + 4a + 4a^2)d1^83d2^170 + (3 + 2a + 1a^2)d1^84d2^170 + (1 + 2a + 3a^2)d1^85d2^170 + (2 + 2a + 2a^2)d1^86d2^170 + (1 + 2a + 3a^2)d1^87d2^170 + (0 + 0a + 2a^2)d1^88d2^170 + (1 + 3a + 2a^2)d1^89d2^170 + (2 + 2a + 4a^2)d1^90d2^170 + (1 + 4a + 3a^2)d1^91d2^170 + (2 + 3a + 0a^2)d1^92d2^170 + (3 + 0a + 1a^2)d1^93d2^170 + (0 + 1a + 0a^2)d1^94d2^170 + (4 + 4a + 0a^2)d1^95d2^170 + (4 + 0a + 0a^2)d1^96d2^170 + (3 + 3a + 2a^2)d1^97d2^170 + (3 + 2a + 4a^2)d1^98d2^170 + (0 + 0a + 2a^2)d1^99d2^170 + (2 + 2a + 0a^2)d1^100d2^170 + (4 + 1a + 2a^2)d1^101d2^170 + (2 + 2a + 1a^2)d1^102d2^170 + (1 + 2a + 3a^2)d1^103d2^170 + (2 + 0a + 4a^2)d1^104d2^170 + (0 + 2a + 0a^2)d1^105d2^170 + (4 + 3a + 1a^2)d1^106d2^170 + (1 + 0a + 2a^2)d1^107d2^170 + (2 + 3a + 2a^2)d1^108d2^170 + (4 + 1a + 3a^2)d1^109d2^170 + (1 + 2a + 1a^2)d1^110d2^170 + (0 + 1a + 4a^2)d1^111d2^170 + (3 + 3a + 2a^2)d1^112d2^170 + (4 + 3a + 4a^2)d1^113d2^170 + (2 + 4a + 2a^2)d1^114d2^170 + (0 + 1a + 1a^2)d1^115d2^170 + (0 + 4a + 1a^2)d1^116d2^170 + (3 + 1a + 2a^2)d1^117d2^170 + (0 + 1a + 3a^2)d1^118d2^170 + (3 + 0a + 0a^2)d1^119d2^170 + (1 + 3a + 3a^2)d1^120d2^170 + (4 + 3a + 3a^2)d1^121d2^170 + (3 + 1a + 0a^2)d1^122d2^170 + (0 + 2a + 4a^2)d1^123d2^170 + (2 + 0a + 0a^2)d1^124d2^170 + (1 + 3a + 0a^2)d1^125d2^170 + (0 + 4a + 3a^2)d1^126d2^170 + (2 + 1a + 1a^2)d1^127d2^170 + (2 + 2a + 0a^2)d1^128d2^170 + (4 + 2a + 4a^2)d1^129d2^170 + (2 + 4a + 3a^2)d1^130d2^170 + (3 + 2a + 1a^2)d1^131d2^170 + (4 + 4a + 3a^2)d1^132d2^170 + (1 + 3a + 1a^2)d1^133d2^170 + (3 + 0a + 1a^2)d1^134d2^170 + (1 + 2a + 4a^2)d1^135d2^170 + (0 + 4a + 4a^2)d1^136d2^170 + (0 + 1a + 1a^2)d1^137d2^170 + (4 + 0a + 3a^2)d1^138d2^170 + (2 + 3a + 4a^2)d1^139d2^170 + (0 + 1a + 2a^2)d1^140d2^170 + (4 + 1a + 1a^2)d1^141d2^170 + (1 + 0a + 1a^2)d1^142d2^170 + (4 + 0a + 2a^2)d1^143d2^170 + (4 + 4a + 3a^2)d1^144d2^170 + (4 + 2a + 4a^2)d1^145d2^170 + (2 + 1a + 3a^2)d1^146d2^170 + (3 + 2a + 0a^2)d1^147d2^170 + (3 + 1a + 2a^2)d1^148d2^170 + (1 + 3a + 3a^2)d1^149d2^170 + (4 + 2a + 4a^2)d1^150d2^170 + (1 + 4a + 0a^2)d1^151d2^170 + (0 + 4a + 1a^2)d1^152d2^170 + (3 + 1a + 1a^2)d1^153d2^170 + (1 + 2a + 2a^2)d1^154d2^170 + (4 + 4a + 1a^2)d1^155d2^170 + (2 + 1a + 4a^2)d1^156d2^170 + (4 + 4a + 0a^2)d1^157d2^170 + (1 + 3a + 1a^2)d1^158d2^170 + (3 + 3a + 3a^2)d1^159d2^170 + (2 + 1a + 1a^2)d1^160d2^170 + (2 + 0a + 0a^2)d1^161d2^170 + (1 + 2a + 4a^2)d1^162d2^170 + (2 + 2a + 0a^2)d1^163d2^170 + (3 + 0a + 2a^2)d1^164d2^170 + (1 + 4a + 1a^2)d1^165d2^170 + (3 + 2a + 2a^2)d1^166d2^170 + (4 + 0a + 2a^2)d1^167d2^170 + (0 + 2a + 0a^2)d1^168d2^170 + (1 + 2a + 2a^2)d1^169d2^170 + (0 + 1a + 1a^2)d1^170d2^170 + (3 + 0a + 2a^2)d1^171d2^170 + (1 + 1a + 4a^2)d1^172d2^170 + (0 + 1a + 3a^2)d1^173d2^170 + (0 + 0a + 3a^2)d1^174d2^170 + (3 + 4a + 4a^2)d1^175d2^170 + (1 + 1a + 2a^2)d1^176d2^170 + (1 + 2a + 0a^2)d1^177d2^170 + (0 + 4a + 4a^2)d1^178d2^170 + (3 + 1a + 1a^2)d1^179d2^170 + (4 + 4a + 3a^2)d1^180d2^170 + (1 + 1a + 0a^2)d1^181d2^170 + (2 + 0a + 2a^2)d1^182d2^170 + (3 + 1a + 2a^2)d1^183d2^170 + (2 + 0a + 2a^2)d1^184d2^170 + (4 + 0a + 3a^2)d1^185d2^170 + (2 + 3a + 1a^2)d1^186d2^170 + (4 + 3a + 0a^2)d1^187d2^170 + (0 + 4a + 3a^2)d1^188d2^170 + (2 + 4a + 1a^2)d1^189d2^170 + (2 + 2a + 4a^2)d1^190d2^170 + (1 + 1a + 2a^2)d1^191d2^170 + (0 + 4a + 0a^2)d1^192d2^170 + (0 + 3a + 2a^2)d1^193d2^170 + (3 + 3a + 1a^2)d1^194d2^170 + (0 + 1a + 4a^2)d1^195d2^170 + (3 + 2a + 2a^2)d1^196d2^170 + (2 + 4a + 3a^2)d1^197d2^170 + (2 + 2a + 1a^2)d1^198d2^170 + (3 + 2a + 4a^2)d1^199d2^170 + (3 + 2a + 4a^2)d1^200d2^170 + (0 + 3a + 2a^2)d1^201d2^170 + (3 + 2a + 2a^2)d1^202d2^170 + (2 + 3a + 4a^2)d1^203d2^170 + (2 + 0a + 4a^2)d1^204d2^170 + (4 + 3a + 4a^2)d1^205d2^170 + (4 + 0a + 1a^2)d1^206d2^170 + (1 + 2a + 4a^2)d1^207d2^170 + (0 + 3a + 1a^2)d1^208d2^170 + (3 + 0a + 1a^2)d1^209d2^170 + (1 + 0a + 3a^2)d1^210d2^170 + (1 + 2a + 4a^2)d1^211d2^170 + (2 + 3a + 4a^2)d1^212d2^170 + (4 + 3a + 4a^2)d1^213d2^170 + (4 + 2a + 4a^2)d1^214d2^170 + (1 + 1a + 0a^2)d1^215d2^170 + (0 + 1a + 1a^2)d1^216d2^170 + (1 + 4a + 4a^2)d1^217d2^170 + (1 + 3a + 0a^2)d1^218d2^170 + (3 + 1a + 1a^2)d1^219d2^170 + (0 + 2a + 2a^2)d1^220d2^170 + (4 + 3a + 0a^2)d1^221d2^170 + (1 + 4a + 2a^2)d1^222d2^170 + (1 + 2a + 4a^2)d1^223d2^170 + (2 + 1a + 2a^2)d1^224d2^170 + (3 + 3a + 0a^2)d1^225d2^170 + (4 + 1a + 1a^2)d1^226d2^170 + (3 + 1a + 2a^2)d1^227d2^170 + (0 + 2a + 1a^2)d1^228d2^170 + (1 + 3a + 0a^2)d1^229d2^170 + (2 + 0a + 1a^2)d1^230d2^170 + (1 + 0a + 0a^2)d1^231d2^170 + (3 + 4a + 4a^2)d1^232d2^170 + (3 + 0a + 2a^2)d1^233d2^170 + (0 + 3a + 0a^2)d1^234d2^170 + (1 + 0a + 4a^2)d1^235d2^170 + (3 + 4a + 0a^2)d1^236d2^170 + (1 + 2a + 0a^2)d1^237d2^170 + (0 + 0a + 1a^2)d1^238d2^170 + (4 + 1a + 4a^2)d1^239d2^170 + (4 + 3a + 3a^2)d1^240d2^170 + (2 + 0a + 2a^2)d1^241d2^170 + (4 + 2a + 4a^2)d1^242d2^170 + (0 + 1a + 3a^2)d1^243d2^170 + (4 + 4a + 2a^2)d1^244d2^170 + (2 + 3a + 2a^2)d1^245d2^170 + (4 + 1a + 4a^2)d1^246d2^170 + (2 + 2a + 1a^2)d1^247d2^170 + (1 + 1a + 3a^2)d1^248d2^170 + (4 + 0a + 0a^2)d1^249d2^170 + (2 + 2a + 4a^2)d1^250d2^170 + (0 + 1a + 4a^2)d1^251d2^170 + (4 + 2a + 4a^2)d1^252d2^170 + (3 + 4a + 1a^2)d1^253d2^170 + (3 + 3a + 3a^2)d1^254d2^170 + (4 + 4a + 4a^2)d1^255d2^170 + (0 + 3a + 2a^2)d1^256d2^170 + (0 + 4a + 0a^2)d1^257d2^170 + (2 + 2a + 4a^2)d1^258d2^170 + (2 + 4a + 3a^2)d1^259d2^170 + (4 + 4a + 2a^2)d1^260d2^170 + (2 + 1a + 4a^2)d1^261d2^170 + (4 + 1a + 0a^2)d1^262d2^170 + (4 + 3a + 4a^2)d1^263d2^170 + (0 + 3a + 2a^2)d1^264d2^170 + (0 + 3a + 4a^2)d1^265d2^170 + (2 + 0a + 0a^2)d1^266d2^170 + (3 + 0a + 2a^2)d1^267d2^170 + (3 + 4a + 0a^2)d1^268d2^170 + (3 + 0a + 2a^2)d1^269d2^170 + (4 + 1a + 4a^2)d1^270d2^170 + (0 + 0a + 2a^2)d1^271d2^170 + (4 + 1a + 4a^2)d1^272d2^170 + (0 + 4a + 2a^2)d1^273d2^170 + (4 + 4a + 0a^2)d1^274d2^170 + (0 + 3a + 0a^2)d1^275d2^170 + (4 + 4a + 3a^2)d1^276d2^170 + (4 + 4a + 2a^2)d1^277d2^170 + (1 + 1a + 0a^2)d1^278d2^170 + (3 + 1a + 3a^2)d1^279d2^170 + (2 + 1a + 4a^2)d1^280d2^170 + (1 + 4a + 3a^2)d1^281d2^170 + (4 + 3a + 1a^2)d1^282d2^170 + (1 + 4a + 4a^2)d1^283d2^170 + (1 + 4a + 3a^2)d1^284d2^170 + (1 + 2a + 1a^2)d1^285d2^170 + (2 + 0a + 0a^2)d1^286d2^170 + (4 + 4a + 0a^2)d1^287d2^170 + (3 + 3a + 2a^2)d1^288d2^170 + (3 + 0a + 3a^2)d1^289d2^170 + (3 + 0a + 4a^2)d1^290d2^170 + (4 + 2a + 4a^2)d1^291d2^170 + (3 + 0a + 3a^2)d1^292d2^170 + (1 + 4a + 2a^2)d1^293d2^170 + (0 + 4a + 3a^2)d2^171 + (2 + 0a + 4a^2)d1^1d2^171 + (4 + 4a + 1a^2)d1^2d2^171 + (1 + 0a + 2a^2)d1^3d2^171 + (4 + 0a + 2a^2)d1^4d2^171 + (3 + 4a + 1a^2)d1^5d2^171 + (3 + 4a + 0a^2)d1^6d2^171 + (2 + 4a + 4a^2)d1^7d2^171 + (2 + 0a + 4a^2)d1^8d2^171 + (4 + 2a + 1a^2)d1^9d2^171 + (2 + 0a + 1a^2)d1^10d2^171 + (1 + 4a + 3a^2)d1^11d2^171 + (3 + 1a + 1a^2)d1^12d2^171 + (3 + 4a + 2a^2)d1^13d2^171 + (3 + 1a + 4a^2)d1^14d2^171 + (4 + 2a + 3a^2)d1^15d2^171 + (3 + 4a + 2a^2)d1^16d2^171 + (3 + 4a + 2a^2)d1^17d2^171 + (2 + 1a + 1a^2)d1^18d2^171 + (3 + 3a + 0a^2)d1^19d2^171 + (4 + 2a + 4a^2)d1^20d2^171 + (4 + 1a + 3a^2)d1^21d2^171 + (4 + 1a + 1a^2)d1^22d2^171 + (1 + 1a + 3a^2)d1^23d2^171 + (4 + 3a + 2a^2)d1^24d2^171 + (4 + 4a + 3a^2)d1^25d2^171 + (1 + 0a + 0a^2)d1^26d2^171 + (0 + 2a + 4a^2)d1^27d2^171 + (0 + 0a + 1a^2)d1^28d2^171 + (3 + 0a + 0a^2)d1^29d2^171 + (1 + 4a + 1a^2)d1^30d2^171 + (0 + 1a + 1a^2)d1^31d2^171 + (2 + 1a + 0a^2)d1^32d2^171 + (3 + 0a + 1a^2)d1^33d2^171 + (4 + 2a + 3a^2)d1^34d2^171 + (4 + 3a + 4a^2)d1^35d2^171 + (4 + 1a + 1a^2)d1^36d2^171 + (2 + 2a + 2a^2)d1^37d2^171 + (3 + 0a + 0a^2)d1^38d2^171 + (2 + 4a + 1a^2)d1^39d2^171 + (3 + 0a + 4a^2)d1^40d2^171 + (0 + 3a + 0a^2)d1^41d2^171 + (0 + 1a + 2a^2)d1^42d2^171 + (0 + 1a + 1a^2)d1^43d2^171 + (2 + 3a + 1a^2)d1^44d2^171 + (4 + 2a + 0a^2)d1^45d2^171 + (2 + 4a + 2a^2)d1^46d2^171 + (2 + 3a + 0a^2)d1^47d2^171 + (3 + 2a + 4a^2)d1^48d2^171 + (0 + 0a + 1a^2)d1^49d2^171 + (2 + 0a + 1a^2)d1^50d2^171 + (0 + 4a + 4a^2)d1^51d2^171 + (2 + 2a + 0a^2)d1^52d2^171 + (2 + 4a + 4a^2)d1^53d2^171 + (3 + 4a + 0a^2)d1^54d2^171 + (4 + 4a + 4a^2)d1^55d2^171 + (2 + 4a + 4a^2)d1^56d2^171 + (0 + 0a + 1a^2)d1^57d2^171 + (0 + 0a + 3a^2)d1^58d2^171 + (3 + 3a + 2a^2)d1^59d2^171 + (2 + 1a + 0a^2)d1^60d2^171 + (3 + 1a + 4a^2)d1^61d2^171 + (2 + 1a + 1a^2)d1^62d2^171 + (0 + 1a + 1a^2)d1^63d2^171 + (4 + 1a + 1a^2)d1^64d2^171 + (0 + 0a + 4a^2)d1^65d2^171 + (2 + 4a + 1a^2)d1^66d2^171 + (3 + 1a + 4a^2)d1^67d2^171 + (1 + 2a + 3a^2)d1^68d2^171 + (3 + 2a + 1a^2)d1^69d2^171 + (1 + 1a + 1a^2)d1^70d2^171 + (1 + 4a + 4a^2)d1^71d2^171 + (0 + 1a + 2a^2)d1^72d2^171 + (0 + 2a + 1a^2)d1^73d2^171 + (3 + 1a + 4a^2)d1^74d2^171 + (1 + 2a + 1a^2)d1^75d2^171 + (3 + 3a + 0a^2)d1^76d2^171 + (2 + 3a + 4a^2)d1^77d2^171 + (0 + 2a + 0a^2)d1^78d2^171 + (1 + 4a + 2a^2)d1^79d2^171 + (1 + 3a + 3a^2)d1^80d2^171 + (4 + 3a + 4a^2)d1^81d2^171 + (3 + 4a + 2a^2)d1^82d2^171 + (2 + 2a + 4a^2)d1^83d2^171 + (4 + 4a + 2a^2)d1^84d2^171 + (2 + 1a + 3a^2)d1^85d2^171 + (0 + 1a + 2a^2)d1^86d2^171 + (1 + 0a + 0a^2)d1^87d2^171 + (3 + 0a + 2a^2)d1^88d2^171 + (1 + 0a + 2a^2)d1^89d2^171 + (0 + 3a + 1a^2)d1^90d2^171 + (1 + 2a + 2a^2)d1^91d2^171 + (0 + 2a + 2a^2)d1^92d2^171 + (1 + 3a + 1a^2)d1^93d2^171 + (3 + 1a + 0a^2)d1^94d2^171 + (3 + 4a + 3a^2)d1^95d2^171 + (2 + 0a + 0a^2)d1^96d2^171 + (3 + 1a + 0a^2)d1^97d2^171 + (4 + 0a + 0a^2)d1^98d2^171 + (4 + 0a + 3a^2)d1^99d2^171 + (3 + 0a + 3a^2)d1^100d2^171 + (2 + 2a + 0a^2)d1^101d2^171 + (2 + 3a + 3a^2)d1^102d2^171 + (2 + 4a + 0a^2)d1^103d2^171 + (4 + 1a + 1a^2)d1^104d2^171 + (4 + 4a + 3a^2)d1^105d2^171 + (0 + 0a + 2a^2)d1^106d2^171 + (3 + 3a + 2a^2)d1^107d2^171 + (2 + 1a + 4a^2)d1^108d2^171 + (0 + 3a + 4a^2)d1^109d2^171 + (0 + 2a + 3a^2)d1^110d2^171 + (3 + 2a + 1a^2)d1^111d2^171 + (4 + 1a + 0a^2)d1^112d2^171 + (0 + 2a + 3a^2)d1^113d2^171 + (3 + 4a + 4a^2)d1^114d2^171 + (3 + 4a + 3a^2)d1^115d2^171 + (3 + 3a + 2a^2)d1^116d2^171 + (0 + 3a + 4a^2)d1^117d2^171 + (2 + 1a + 3a^2)d1^118d2^171 + (1 + 3a + 0a^2)d1^119d2^171 + (1 + 3a + 2a^2)d1^120d2^171 + (0 + 1a + 1a^2)d1^121d2^171 + (4 + 0a + 3a^2)d1^122d2^171 + (1 + 1a + 4a^2)d1^123d2^171 + (2 + 1a + 1a^2)d1^124d2^171 + (1 + 0a + 0a^2)d1^125d2^171 + (3 + 0a + 3a^2)d1^126d2^171 + (4 + 0a + 1a^2)d1^127d2^171 + (4 + 2a + 1a^2)d1^128d2^171 + (0 + 0a + 3a^2)d1^129d2^171 + (1 + 3a + 3a^2)d1^130d2^171 + (0 + 0a + 1a^2)d1^131d2^171 + (1 + 1a + 4a^2)d1^132d2^171 + (1 + 3a + 3a^2)d1^133d2^171 + (1 + 1a + 1a^2)d1^134d2^171 + (4 + 0a + 4a^2)d1^135d2^171 + (3 + 3a + 2a^2)d1^136d2^171 + (1 + 3a + 2a^2)d1^137d2^171 + (2 + 2a + 3a^2)d1^138d2^171 + (1 + 4a + 3a^2)d1^139d2^171 + (0 + 1a + 0a^2)d1^140d2^171 + (1 + 4a + 4a^2)d1^141d2^171 + (0 + 4a + 4a^2)d1^142d2^171 + (3 + 3a + 0a^2)d1^143d2^171 + (2 + 2a + 1a^2)d1^144d2^171 + (3 + 3a + 1a^2)d1^145d2^171 + (1 + 3a + 2a^2)d1^146d2^171 + (0 + 0a + 2a^2)d1^147d2^171 + (3 + 1a + 0a^2)d1^148d2^171 + (1 + 1a + 1a^2)d1^149d2^171 + (2 + 0a + 1a^2)d1^150d2^171 + (2 + 1a + 3a^2)d1^151d2^171 + (1 + 0a + 1a^2)d1^152d2^171 + (4 + 0a + 3a^2)d1^153d2^171 + (1 + 1a + 0a^2)d1^154d2^171 + (4 + 0a + 1a^2)d1^155d2^171 + (2 + 0a + 3a^2)d1^156d2^171 + (3 + 0a + 4a^2)d1^157d2^171 + (3 + 2a + 3a^2)d1^158d2^171 + (0 + 3a + 0a^2)d1^159d2^171 + (2 + 3a + 0a^2)d1^160d2^171 + (3 + 3a + 3a^2)d1^161d2^171 + (1 + 2a + 0a^2)d1^162d2^171 + (3 + 0a + 3a^2)d1^163d2^171 + (2 + 1a + 1a^2)d1^164d2^171 + (2 + 1a + 0a^2)d1^165d2^171 + (1 + 2a + 0a^2)d1^166d2^171 + (4 + 3a + 0a^2)d1^167d2^171 + (4 + 0a + 4a^2)d1^168d2^171 + (1 + 2a + 3a^2)d1^169d2^171 + (4 + 2a + 1a^2)d1^171d2^171 + (0 + 0a + 3a^2)d1^172d2^171 + (3 + 1a + 2a^2)d1^173d2^171 + (0 + 2a + 3a^2)d1^174d2^171 + (3 + 3a + 0a^2)d1^175d2^171 + (4 + 0a + 2a^2)d1^176d2^171 + (1 + 3a + 1a^2)d1^177d2^171 + (4 + 1a + 1a^2)d1^178d2^171 + (4 + 0a + 4a^2)d1^179d2^171 + (2 + 0a + 3a^2)d1^180d2^171 + (0 + 4a + 1a^2)d1^181d2^171 + (0 + 2a + 3a^2)d1^182d2^171 + (3 + 1a + 1a^2)d1^183d2^171 + (4 + 4a + 4a^2)d1^184d2^171 + (3 + 0a + 2a^2)d1^185d2^171 + (3 + 2a + 2a^2)d1^186d2^171 + (2 + 3a + 4a^2)d1^187d2^171 + (3 + 2a + 0a^2)d1^188d2^171 + (1 + 4a + 1a^2)d1^189d2^171 + (2 + 2a + 2a^2)d1^190d2^171 + (3 + 0a + 0a^2)d1^191d2^171 + (0 + 2a + 3a^2)d1^192d2^171 + (1 + 0a + 3a^2)d1^193d2^171 + (3 + 0a + 0a^2)d1^194d2^171 + (0 + 2a + 4a^2)d1^195d2^171 + (1 + 1a + 4a^2)d1^196d2^171 + (1 + 3a + 4a^2)d1^197d2^171 + (3 + 4a + 4a^2)d1^198d2^171 + (3 + 1a + 4a^2)d1^199d2^171 + (1 + 1a + 0a^2)d1^200d2^171 + (0 + 4a + 3a^2)d1^201d2^171 + (4 + 4a + 1a^2)d1^202d2^171 + (4 + 1a + 3a^2)d1^203d2^171 + (4 + 2a + 3a^2)d1^204d2^171 + (3 + 4a + 2a^2)d1^205d2^171 + (3 + 2a + 2a^2)d1^206d2^171 + (0 + 0a + 2a^2)d1^207d2^171 + (4 + 3a + 2a^2)d1^208d2^171 + (4 + 2a + 0a^2)d1^209d2^171 + (3 + 3a + 3a^2)d1^210d2^171 + (4 + 1a + 3a^2)d1^211d2^171 + (2 + 3a + 1a^2)d1^212d2^171 + (1 + 2a + 2a^2)d1^213d2^171 + (4 + 1a + 4a^2)d1^214d2^171 + (4 + 2a + 2a^2)d1^215d2^171 + (2 + 4a + 1a^2)d1^216d2^171 + (2 + 0a + 1a^2)d1^217d2^171 + (1 + 4a + 3a^2)d1^218d2^171 + (1 + 1a + 2a^2)d1^219d2^171 + (4 + 2a + 0a^2)d1^220d2^171 + (4 + 0a + 4a^2)d1^221d2^171 + (2 + 0a + 0a^2)d1^222d2^171 + (1 + 0a + 4a^2)d1^223d2^171 + (0 + 0a + 4a^2)d1^224d2^171 + (2 + 4a + 2a^2)d1^225d2^171 + (2 + 4a + 3a^2)d1^226d2^171 + (0 + 4a + 0a^2)d1^227d2^171 + (3 + 3a + 4a^2)d1^228d2^171 + (3 + 3a + 3a^2)d1^229d2^171 + (3 + 0a + 2a^2)d1^230d2^171 + (0 + 3a + 2a^2)d1^231d2^171 + (4 + 4a + 3a^2)d1^232d2^171 + (3 + 0a + 3a^2)d1^233d2^171 + (1 + 1a + 1a^2)d1^234d2^171 + (1 + 2a + 2a^2)d1^235d2^171 + (0 + 2a + 3a^2)d1^236d2^171 + (0 + 2a + 4a^2)d1^237d2^171 + (2 + 4a + 4a^2)d1^238d2^171 + (3 + 3a + 4a^2)d1^239d2^171 + (2 + 2a + 3a^2)d1^240d2^171 + (1 + 2a + 1a^2)d1^241d2^171 + (3 + 4a + 4a^2)d1^242d2^171 + (4 + 2a + 1a^2)d1^243d2^171 + (0 + 1a + 3a^2)d1^244d2^171 + (0 + 2a + 1a^2)d1^245d2^171 + (2 + 1a + 0a^2)d1^246d2^171 + (4 + 3a + 2a^2)d1^247d2^171 + (3 + 1a + 3a^2)d1^248d2^171 + (4 + 0a + 0a^2)d1^249d2^171 + (0 + 1a + 3a^2)d1^250d2^171 + (2 + 3a + 2a^2)d1^251d2^171 + (4 + 0a + 4a^2)d1^252d2^171 + (0 + 3a + 3a^2)d1^253d2^171 + (3 + 3a + 4a^2)d1^254d2^171 + (1 + 3a + 4a^2)d1^255d2^171 + (1 + 3a + 4a^2)d1^256d2^171 + (0 + 4a + 4a^2)d1^257d2^171 + (1 + 4a + 4a^2)d1^258d2^171 + (2 + 4a + 2a^2)d1^259d2^171 + (1 + 1a + 4a^2)d1^260d2^171 + (3 + 0a + 1a^2)d1^261d2^171 + (0 + 0a + 4a^2)d1^262d2^171 + (0 + 4a + 0a^2)d1^263d2^171 + (1 + 2a + 4a^2)d1^264d2^171 + (3 + 0a + 0a^2)d1^265d2^171 + (1 + 2a + 0a^2)d1^266d2^171 + (4 + 2a + 4a^2)d1^267d2^171 + (4 + 0a + 3a^2)d1^268d2^171 + (3 + 0a + 1a^2)d1^269d2^171 + (0 + 1a + 0a^2)d1^270d2^171 + (0 + 4a + 0a^2)d1^271d2^171 + (3 + 3a + 2a^2)d1^272d2^171 + (3 + 3a + 0a^2)d1^273d2^171 + (3 + 4a + 1a^2)d1^274d2^171 + (4 + 2a + 4a^2)d1^275d2^171 + (3 + 2a + 2a^2)d1^276d2^171 + (0 + 4a + 4a^2)d1^277d2^171 + (3 + 3a + 2a^2)d1^278d2^171 + (0 + 3a + 4a^2)d1^279d2^171 + (2 + 1a + 4a^2)d1^280d2^171 + (4 + 4a + 2a^2)d1^281d2^171 + (2 + 4a + 0a^2)d1^282d2^171 + (3 + 0a + 2a^2)d1^283d2^171 + (2 + 3a + 4a^2)d1^284d2^171 + (0 + 1a + 4a^2)d1^285d2^171 + (0 + 1a + 2a^2)d1^286d2^171 + (4 + 0a + 4a^2)d1^287d2^171 + (4 + 0a + 3a^2)d1^288d2^171 + (0 + 1a + 4a^2)d1^289d2^171 + (2 + 1a + 0a^2)d1^290d2^171 + (1 + 4a + 2a^2)d1^291d2^171 + (4 + 0a + 3a^2)d1^292d2^171 + (3 + 4a + 2a^2)d1^293d2^171 + (2 + 4a + 0a^2)d2^172 + (0 + 1a + 0a^2)d1^1d2^172 + (1 + 3a + 3a^2)d1^2d2^172 + (2 + 4a + 1a^2)d1^3d2^172 + (0 + 4a + 0a^2)d1^4d2^172 + (0 + 4a + 1a^2)d1^5d2^172 + (4 + 2a + 1a^2)d1^6d2^172 + (2 + 3a + 2a^2)d1^7d2^172 + (2 + 4a + 0a^2)d1^8d2^172 + (2 + 0a + 4a^2)d1^9d2^172 + (4 + 0a + 0a^2)d1^10d2^172 + (3 + 3a + 4a^2)d1^11d2^172 + (3 + 4a + 4a^2)d1^12d2^172 + (4 + 1a + 4a^2)d1^13d2^172 + (1 + 0a + 2a^2)d1^14d2^172 + (1 + 2a + 3a^2)d1^15d2^172 + (4 + 2a + 2a^2)d1^16d2^172 + (3 + 1a + 0a^2)d1^17d2^172 + (3 + 0a + 1a^2)d1^18d2^172 + (1 + 2a + 4a^2)d1^19d2^172 + (4 + 2a + 0a^2)d1^20d2^172 + (2 + 4a + 1a^2)d1^21d2^172 + (1 + 2a + 0a^2)d1^22d2^172 + (1 + 4a + 3a^2)d1^23d2^172 + (1 + 2a + 2a^2)d1^24d2^172 + (0 + 3a + 1a^2)d1^25d2^172 + (4 + 4a + 0a^2)d1^26d2^172 + (4 + 4a + 2a^2)d1^27d2^172 + (2 + 3a + 0a^2)d1^28d2^172 + (0 + 2a + 0a^2)d1^29d2^172 + (1 + 2a + 4a^2)d1^30d2^172 + (4 + 1a + 1a^2)d1^31d2^172 + (1 + 2a + 2a^2)d1^32d2^172 + (4 + 0a + 0a^2)d1^33d2^172 + (3 + 1a + 4a^2)d1^34d2^172 + (2 + 1a + 0a^2)d1^35d2^172 + (2 + 3a + 3a^2)d1^36d2^172 + (1 + 4a + 3a^2)d1^37d2^172 + (0 + 1a + 4a^2)d1^38d2^172 + (4 + 3a + 4a^2)d1^39d2^172 + (3 + 4a + 2a^2)d1^40d2^172 + (3 + 0a + 1a^2)d1^41d2^172 + (1 + 4a + 3a^2)d1^42d2^172 + (2 + 0a + 0a^2)d1^43d2^172 + (2 + 3a + 2a^2)d1^44d2^172 + (0 + 1a + 2a^2)d1^45d2^172 + (1 + 4a + 1a^2)d1^46d2^172 + (0 + 3a + 3a^2)d1^47d2^172 + (4 + 2a + 3a^2)d1^48d2^172 + (0 + 4a + 3a^2)d1^49d2^172 + (4 + 2a + 0a^2)d1^50d2^172 + (0 + 1a + 3a^2)d1^51d2^172 + (1 + 0a + 1a^2)d1^52d2^172 + (4 + 0a + 4a^2)d1^53d2^172 + (0 + 4a + 1a^2)d1^54d2^172 + (4 + 0a + 3a^2)d1^55d2^172 + (1 + 2a + 2a^2)d1^56d2^172 + (0 + 2a + 3a^2)d1^57d2^172 + (4 + 3a + 2a^2)d1^58d2^172 + (1 + 4a + 3a^2)d1^59d2^172 + (1 + 0a + 3a^2)d1^60d2^172 + (0 + 4a + 0a^2)d1^61d2^172 + (3 + 3a + 2a^2)d1^62d2^172 + (4 + 0a + 1a^2)d1^63d2^172 + (1 + 0a + 3a^2)d1^64d2^172 + (3 + 2a + 3a^2)d1^65d2^172 + (2 + 4a + 4a^2)d1^66d2^172 + (0 + 0a + 3a^2)d1^67d2^172 + (1 + 2a + 1a^2)d1^68d2^172 + (3 + 2a + 0a^2)d1^69d2^172 + (4 + 0a + 0a^2)d1^70d2^172 + (0 + 1a + 4a^2)d1^71d2^172 + (0 + 4a + 4a^2)d1^72d2^172 + (1 + 3a + 3a^2)d1^73d2^172 + (2 + 4a + 0a^2)d1^74d2^172 + (1 + 0a + 2a^2)d1^75d2^172 + (1 + 0a + 0a^2)d1^76d2^172 + (1 + 2a + 2a^2)d1^77d2^172 + (0 + 4a + 4a^2)d1^78d2^172 + (0 + 0a + 3a^2)d1^79d2^172 + (0 + 1a + 0a^2)d1^80d2^172 + (2 + 4a + 4a^2)d1^81d2^172 + (2 + 4a + 0a^2)d1^82d2^172 + (3 + 2a + 0a^2)d1^83d2^172 + (3 + 2a + 1a^2)d1^84d2^172 + (3 + 3a + 1a^2)d1^85d2^172 + (3 + 2a + 4a^2)d1^86d2^172 + (4 + 1a + 4a^2)d1^87d2^172 + (3 + 4a + 1a^2)d1^88d2^172 + (0 + 1a + 1a^2)d1^89d2^172 + (4 + 4a + 3a^2)d1^90d2^172 + (0 + 0a + 2a^2)d1^91d2^172 + (4 + 2a + 0a^2)d1^92d2^172 + (2 + 4a + 4a^2)d1^93d2^172 + (1 + 3a + 1a^2)d1^94d2^172 + (1 + 3a + 3a^2)d1^95d2^172 + (4 + 4a + 3a^2)d1^96d2^172 + (2 + 2a + 3a^2)d1^97d2^172 + (4 + 1a + 3a^2)d1^98d2^172 + (3 + 1a + 0a^2)d1^99d2^172 + (2 + 2a + 4a^2)d1^100d2^172 + (2 + 0a + 2a^2)d1^101d2^172 + (1 + 3a + 2a^2)d1^102d2^172 + (0 + 0a + 3a^2)d1^103d2^172 + (4 + 3a + 3a^2)d1^104d2^172 + (0 + 3a + 3a^2)d1^105d2^172 + (0 + 0a + 2a^2)d1^106d2^172 + (3 + 4a + 1a^2)d1^107d2^172 + (0 + 1a + 0a^2)d1^108d2^172 + (2 + 0a + 1a^2)d1^109d2^172 + (2 + 1a + 3a^2)d1^110d2^172 + (4 + 2a + 2a^2)d1^111d2^172 + (1 + 1a + 4a^2)d1^112d2^172 + (2 + 2a + 1a^2)d1^113d2^172 + (1 + 3a + 1a^2)d1^114d2^172 + (2 + 0a + 4a^2)d1^115d2^172 + (0 + 3a + 0a^2)d1^116d2^172 + (2 + 2a + 1a^2)d1^117d2^172 + (2 + 2a + 2a^2)d1^118d2^172 + (1 + 0a + 2a^2)d1^119d2^172 + (4 + 1a + 2a^2)d1^120d2^172 + (3 + 0a + 1a^2)d1^121d2^172 + (1 + 4a + 4a^2)d1^122d2^172 + (1 + 4a + 4a^2)d1^123d2^172 + (3 + 0a + 2a^2)d1^124d2^172 + (3 + 1a + 4a^2)d1^125d2^172 + (0 + 2a + 3a^2)d1^126d2^172 + (1 + 4a + 3a^2)d1^127d2^172 + (0 + 1a + 3a^2)d1^128d2^172 + (2 + 4a + 2a^2)d1^129d2^172 + (2 + 0a + 2a^2)d1^130d2^172 + (2 + 3a + 0a^2)d1^131d2^172 + (0 + 3a + 2a^2)d1^132d2^172 + (4 + 4a + 4a^2)d1^133d2^172 + (1 + 4a + 4a^2)d1^134d2^172 + (3 + 2a + 0a^2)d1^135d2^172 + (1 + 3a + 4a^2)d1^136d2^172 + (1 + 0a + 4a^2)d1^137d2^172 + (4 + 3a + 4a^2)d1^138d2^172 + (3 + 4a + 4a^2)d1^139d2^172 + (0 + 2a + 2a^2)d1^140d2^172 + (2 + 1a + 0a^2)d1^141d2^172 + (0 + 2a + 2a^2)d1^142d2^172 + (3 + 4a + 4a^2)d1^143d2^172 + (4 + 2a + 0a^2)d1^144d2^172 + (1 + 4a + 0a^2)d1^145d2^172 + (1 + 0a + 3a^2)d1^146d2^172 + (3 + 4a + 4a^2)d1^147d2^172 + (4 + 2a + 1a^2)d1^148d2^172 + (0 + 2a + 4a^2)d1^149d2^172 + (3 + 3a + 1a^2)d1^150d2^172 + (0 + 2a + 4a^2)d1^151d2^172 + (3 + 3a + 1a^2)d1^152d2^172 + (2 + 0a + 0a^2)d1^153d2^172 + (2 + 2a + 2a^2)d1^154d2^172 + (3 + 3a + 2a^2)d1^155d2^172 + (1 + 0a + 3a^2)d1^156d2^172 + (4 + 2a + 3a^2)d1^157d2^172 + (0 + 3a + 0a^2)d1^158d2^172 + (1 + 2a + 1a^2)d1^159d2^172 + (1 + 0a + 0a^2)d1^160d2^172 + (4 + 0a + 4a^2)d1^161d2^172 + (4 + 4a + 3a^2)d1^162d2^172 + (0 + 2a + 0a^2)d1^163d2^172 + (3 + 0a + 1a^2)d1^164d2^172 + (3 + 0a + 3a^2)d1^165d2^172 + (4 + 3a + 0a^2)d1^166d2^172 + (1 + 2a + 0a^2)d1^167d2^172 + (1 + 4a + 4a^2)d1^168d2^172 + (2 + 0a + 0a^2)d1^169d2^172 + (4 + 0a + 4a^2)d1^170d2^172 + (1 + 3a + 4a^2)d1^171d2^172 + (3 + 3a + 2a^2)d1^172d2^172 + (4 + 0a + 1a^2)d1^173d2^172 + (4 + 0a + 4a^2)d1^174d2^172 + (0 + 4a + 2a^2)d1^175d2^172 + (2 + 4a + 3a^2)d1^176d2^172 + (3 + 4a + 0a^2)d1^177d2^172 + (1 + 0a + 1a^2)d1^178d2^172 + (3 + 2a + 3a^2)d1^179d2^172 + (3 + 2a + 2a^2)d1^180d2^172 + (1 + 4a + 4a^2)d1^181d2^172 + (4 + 3a + 2a^2)d1^182d2^172 + (2 + 3a + 4a^2)d1^183d2^172 + (4 + 3a + 1a^2)d1^184d2^172 + (0 + 4a + 0a^2)d1^185d2^172 + (3 + 2a + 1a^2)d1^186d2^172 + (2 + 2a + 1a^2)d1^187d2^172 + (2 + 1a + 0a^2)d1^188d2^172 + (2 + 2a + 0a^2)d1^189d2^172 + (0 + 4a + 0a^2)d1^190d2^172 + (3 + 2a + 0a^2)d1^191d2^172 + (4 + 1a + 4a^2)d1^192d2^172 + (4 + 4a + 4a^2)d1^193d2^172 + (2 + 1a + 0a^2)d1^194d2^172 + (1 + 1a + 2a^2)d1^195d2^172 + (4 + 2a + 4a^2)d1^196d2^172 + (3 + 4a + 2a^2)d1^197d2^172 + (1 + 2a + 4a^2)d1^198d2^172 + (1 + 0a + 3a^2)d1^199d2^172 + (0 + 1a + 3a^2)d1^200d2^172 + (2 + 0a + 4a^2)d1^201d2^172 + (3 + 0a + 0a^2)d1^202d2^172 + (2 + 1a + 2a^2)d1^203d2^172 + (3 + 0a + 1a^2)d1^204d2^172 + (2 + 0a + 0a^2)d1^205d2^172 + (3 + 1a + 1a^2)d1^206d2^172 + (4 + 2a + 2a^2)d1^207d2^172 + (4 + 3a + 4a^2)d1^208d2^172 + (2 + 2a + 0a^2)d1^209d2^172 + (0 + 4a + 3a^2)d1^210d2^172 + (4 + 1a + 4a^2)d1^211d2^172 + (1 + 1a + 1a^2)d1^212d2^172 + (3 + 0a + 0a^2)d1^213d2^172 + (0 + 0a + 2a^2)d1^214d2^172 + (2 + 2a + 3a^2)d1^215d2^172 + (2 + 3a + 3a^2)d1^216d2^172 + (3 + 3a + 3a^2)d1^217d2^172 + (1 + 1a + 3a^2)d1^218d2^172 + (1 + 4a + 1a^2)d1^219d2^172 + (0 + 0a + 4a^2)d1^220d2^172 + (2 + 3a + 0a^2)d1^221d2^172 + (1 + 1a + 3a^2)d1^222d2^172 + (0 + 4a + 2a^2)d1^223d2^172 + (0 + 1a + 2a^2)d1^224d2^172 + (1 + 1a + 3a^2)d1^225d2^172 + (0 + 2a + 2a^2)d1^226d2^172 + (1 + 3a + 2a^2)d1^227d2^172 + (0 + 1a + 3a^2)d1^228d2^172 + (1 + 3a + 2a^2)d1^229d2^172 + (4 + 4a + 4a^2)d1^230d2^172 + (4 + 0a + 1a^2)d1^231d2^172 + (3 + 0a + 0a^2)d1^232d2^172 + (4 + 1a + 0a^2)d1^233d2^172 + (2 + 1a + 2a^2)d1^234d2^172 + (3 + 4a + 3a^2)d1^235d2^172 + (3 + 2a + 3a^2)d1^236d2^172 + (3 + 3a + 0a^2)d1^237d2^172 + (2 + 0a + 2a^2)d1^238d2^172 + (2 + 1a + 2a^2)d1^239d2^172 + (2 + 0a + 1a^2)d1^240d2^172 + (0 + 1a + 1a^2)d1^241d2^172 + (4 + 1a + 0a^2)d1^242d2^172 + (4 + 1a + 4a^2)d1^243d2^172 + (4 + 0a + 1a^2)d1^244d2^172 + (3 + 1a + 4a^2)d1^245d2^172 + (3 + 2a + 3a^2)d1^246d2^172 + (3 + 4a + 4a^2)d1^247d2^172 + (4 + 2a + 3a^2)d1^248d2^172 + (2 + 4a + 0a^2)d1^249d2^172 + (1 + 0a + 3a^2)d1^250d2^172 + (2 + 3a + 0a^2)d1^251d2^172 + (4 + 3a + 2a^2)d1^252d2^172 + (2 + 0a + 2a^2)d1^253d2^172 + (2 + 2a + 0a^2)d1^254d2^172 + (4 + 1a + 0a^2)d1^255d2^172 + (3 + 0a + 3a^2)d1^256d2^172 + (3 + 0a + 4a^2)d1^257d2^172 + (2 + 0a + 4a^2)d1^258d2^172 + (3 + 2a + 0a^2)d1^259d2^172 + (3 + 2a + 2a^2)d1^260d2^172 + (4 + 4a + 1a^2)d1^261d2^172 + (4 + 4a + 0a^2)d1^262d2^172 + (1 + 3a + 4a^2)d1^263d2^172 + (4 + 4a + 0a^2)d1^264d2^172 + (0 + 1a + 1a^2)d1^265d2^172 + (2 + 4a + 0a^2)d1^266d2^172 + (4 + 0a + 3a^2)d1^267d2^172 + (1 + 3a + 4a^2)d1^268d2^172 + (3 + 3a + 3a^2)d1^269d2^172 + (2 + 2a + 4a^2)d1^270d2^172 + (4 + 2a + 3a^2)d1^271d2^172 + (4 + 3a + 0a^2)d1^272d2^172 + (2 + 3a + 2a^2)d1^273d2^172 + (0 + 2a + 3a^2)d1^274d2^172 + (3 + 1a + 2a^2)d1^275d2^172 + (2 + 3a + 3a^2)d1^276d2^172 + (3 + 2a + 2a^2)d1^277d2^172 + (0 + 1a + 2a^2)d1^278d2^172 + (0 + 2a + 4a^2)d1^279d2^172 + (1 + 1a + 4a^2)d1^280d2^172 + (4 + 0a + 3a^2)d1^281d2^172 + (3 + 2a + 4a^2)d1^282d2^172 + (2 + 0a + 3a^2)d1^283d2^172 + (3 + 1a + 2a^2)d1^284d2^172 + (2 + 0a + 2a^2)d1^285d2^172 + (4 + 2a + 1a^2)d1^286d2^172 + (4 + 4a + 1a^2)d1^287d2^172 + (3 + 3a + 0a^2)d1^288d2^172 + (3 + 2a + 1a^2)d1^289d2^172 + (4 + 4a + 1a^2)d1^290d2^172 + (1 + 1a + 0a^2)d1^291d2^172 + (4 + 4a + 1a^2)d1^292d2^172 + (4 + 0a + 1a^2)d1^293d2^172 + (3 + 1a + 1a^2)d2^173 + (1 + 4a + 2a^2)d1^1d2^173 + (2 + 1a + 4a^2)d1^2d2^173 + (1 + 3a + 3a^2)d1^3d2^173 + (2 + 2a + 0a^2)d1^4d2^173 + (0 + 4a + 4a^2)d1^5d2^173 + (1 + 3a + 1a^2)d1^6d2^173 + (0 + 4a + 1a^2)d1^7d2^173 + (0 + 2a + 0a^2)d1^8d2^173 + (2 + 2a + 3a^2)d1^9d2^173 + (0 + 2a + 2a^2)d1^10d2^173 + (3 + 3a + 3a^2)d1^11d2^173 + (4 + 2a + 1a^2)d1^12d2^173 + (3 + 0a + 3a^2)d1^13d2^173 + (1 + 3a + 0a^2)d1^14d2^173 + (0 + 0a + 1a^2)d1^15d2^173 + (1 + 4a + 4a^2)d1^16d2^173 + (0 + 3a + 0a^2)d1^17d2^173 + (1 + 2a + 1a^2)d1^18d2^173 + (4 + 4a + 1a^2)d1^19d2^173 + (4 + 4a + 2a^2)d1^20d2^173 + (2 + 4a + 4a^2)d1^21d2^173 + (4 + 1a + 1a^2)d1^22d2^173 + (0 + 3a + 0a^2)d1^23d2^173 + (3 + 3a + 4a^2)d1^24d2^173 + (3 + 3a + 4a^2)d1^25d2^173 + (1 + 1a + 1a^2)d1^26d2^173 + (1 + 1a + 2a^2)d1^27d2^173 + (4 + 4a + 1a^2)d1^28d2^173 + (1 + 3a + 4a^2)d1^29d2^173 + (0 + 1a + 1a^2)d1^30d2^173 + (0 + 4a + 1a^2)d1^31d2^173 + (0 + 0a + 1a^2)d1^32d2^173 + (1 + 2a + 4a^2)d1^33d2^173 + (1 + 4a + 2a^2)d1^35d2^173 + (1 + 3a + 4a^2)d1^36d2^173 + (0 + 0a + 2a^2)d1^37d2^173 + (0 + 3a + 4a^2)d1^38d2^173 + (4 + 4a + 1a^2)d1^39d2^173 + (3 + 0a + 3a^2)d1^40d2^173 + (2 + 3a + 0a^2)d1^41d2^173 + (0 + 4a + 0a^2)d1^42d2^173 + (1 + 1a + 4a^2)d1^43d2^173 + (1 + 4a + 0a^2)d1^44d2^173 + (3 + 0a + 1a^2)d1^45d2^173 + (4 + 0a + 4a^2)d1^46d2^173 + (1 + 2a + 3a^2)d1^47d2^173 + (0 + 4a + 2a^2)d1^48d2^173 + (1 + 3a + 3a^2)d1^49d2^173 + (3 + 2a + 0a^2)d1^50d2^173 + (2 + 3a + 0a^2)d1^51d2^173 + (4 + 4a + 1a^2)d1^52d2^173 + (1 + 1a + 2a^2)d1^53d2^173 + (2 + 0a + 4a^2)d1^54d2^173 + (3 + 3a + 4a^2)d1^55d2^173 + (0 + 1a + 3a^2)d1^56d2^173 + (2 + 2a + 1a^2)d1^57d2^173 + (0 + 2a + 1a^2)d1^58d2^173 + (4 + 1a + 2a^2)d1^59d2^173 + (2 + 2a + 4a^2)d1^60d2^173 + (4 + 3a + 1a^2)d1^61d2^173 + (2 + 4a + 4a^2)d1^62d2^173 + (1 + 2a + 4a^2)d1^63d2^173 + (1 + 4a + 1a^2)d1^64d2^173 + (4 + 2a + 4a^2)d1^65d2^173 + (0 + 1a + 3a^2)d1^66d2^173 + (2 + 4a + 3a^2)d1^67d2^173 + (2 + 4a + 0a^2)d1^68d2^173 + (0 + 1a + 3a^2)d1^69d2^173 + (4 + 1a + 4a^2)d1^70d2^173 + (0 + 2a + 3a^2)d1^71d2^173 + (0 + 0a + 4a^2)d1^72d2^173 + (4 + 3a + 4a^2)d1^73d2^173 + (2 + 3a + 0a^2)d1^74d2^173 + (4 + 1a + 0a^2)d1^75d2^173 + (2 + 4a + 3a^2)d1^76d2^173 + (2 + 0a + 1a^2)d1^77d2^173 + (3 + 3a + 4a^2)d1^78d2^173 + (1 + 1a + 4a^2)d1^79d2^173 + (2 + 4a + 4a^2)d1^80d2^173 + (0 + 3a + 0a^2)d1^81d2^173 + (3 + 2a + 0a^2)d1^82d2^173 + (2 + 3a + 3a^2)d1^83d2^173 + (3 + 1a + 2a^2)d1^84d2^173 + (0 + 4a + 2a^2)d1^85d2^173 + (0 + 4a + 1a^2)d1^86d2^173 + (3 + 2a + 4a^2)d1^87d2^173 + (0 + 1a + 0a^2)d1^88d2^173 + (3 + 1a + 1a^2)d1^89d2^173 + (3 + 2a + 3a^2)d1^90d2^173 + (3 + 3a + 2a^2)d1^91d2^173 + (4 + 0a + 2a^2)d1^92d2^173 + (1 + 0a + 1a^2)d1^93d2^173 + (0 + 4a + 2a^2)d1^94d2^173 + (2 + 1a + 2a^2)d1^95d2^173 + (4 + 3a + 4a^2)d1^96d2^173 + (4 + 4a + 0a^2)d1^97d2^173 + (4 + 2a + 2a^2)d1^98d2^173 + (4 + 1a + 3a^2)d1^99d2^173 + (2 + 2a + 1a^2)d1^100d2^173 + (2 + 1a + 1a^2)d1^101d2^173 + (4 + 0a + 1a^2)d1^102d2^173 + (4 + 3a + 4a^2)d1^103d2^173 + (3 + 0a + 3a^2)d1^104d2^173 + (3 + 2a + 1a^2)d1^105d2^173 + (4 + 3a + 0a^2)d1^106d2^173 + (0 + 0a + 3a^2)d1^107d2^173 + (0 + 3a + 4a^2)d1^108d2^173 + (2 + 3a + 4a^2)d1^109d2^173 + (0 + 4a + 1a^2)d1^110d2^173 + (2 + 1a + 0a^2)d1^111d2^173 + (1 + 3a + 0a^2)d1^112d2^173 + (4 + 3a + 0a^2)d1^113d2^173 + (0 + 0a + 4a^2)d1^114d2^173 + (2 + 4a + 2a^2)d1^115d2^173 + (0 + 0a + 3a^2)d1^116d2^173 + (2 + 1a + 0a^2)d1^117d2^173 + (3 + 2a + 1a^2)d1^118d2^173 + (0 + 1a + 1a^2)d1^119d2^173 + (2 + 2a + 2a^2)d1^120d2^173 + (3 + 0a + 2a^2)d1^121d2^173 + (1 + 4a + 3a^2)d1^122d2^173 + (4 + 2a + 4a^2)d1^123d2^173 + (1 + 2a + 2a^2)d1^124d2^173 + (1 + 4a + 4a^2)d1^125d2^173 + (3 + 2a + 3a^2)d1^126d2^173 + (0 + 0a + 1a^2)d1^127d2^173 + (3 + 4a + 3a^2)d1^128d2^173 + (1 + 1a + 3a^2)d1^129d2^173 + (4 + 0a + 0a^2)d1^130d2^173 + (3 + 2a + 4a^2)d1^131d2^173 + (4 + 3a + 0a^2)d1^132d2^173 + (1 + 1a + 3a^2)d1^133d2^173 + (2 + 2a + 1a^2)d1^134d2^173 + (3 + 2a + 0a^2)d1^135d2^173 + (0 + 2a + 4a^2)d1^136d2^173 + (0 + 2a + 1a^2)d1^137d2^173 + (3 + 0a + 3a^2)d1^139d2^173 + (2 + 2a + 0a^2)d1^140d2^173 + (3 + 0a + 1a^2)d1^141d2^173 + (1 + 1a + 0a^2)d1^142d2^173 + (2 + 1a + 2a^2)d1^143d2^173 + (3 + 3a + 3a^2)d1^144d2^173 + (1 + 4a + 2a^2)d1^145d2^173 + (2 + 0a + 3a^2)d1^146d2^173 + (2 + 3a + 0a^2)d1^147d2^173 + (1 + 1a + 3a^2)d1^148d2^173 + (4 + 3a + 1a^2)d1^149d2^173 + (2 + 4a + 1a^2)d1^150d2^173 + (2 + 2a + 3a^2)d1^151d2^173 + (1 + 2a + 3a^2)d1^152d2^173 + (3 + 0a + 1a^2)d1^153d2^173 + (3 + 1a + 2a^2)d1^154d2^173 + (1 + 2a + 2a^2)d1^155d2^173 + (1 + 0a + 4a^2)d1^156d2^173 + (0 + 2a + 0a^2)d1^157d2^173 + (2 + 4a + 3a^2)d1^158d2^173 + (4 + 2a + 2a^2)d1^159d2^173 + (3 + 3a + 2a^2)d1^160d2^173 + (2 + 2a + 4a^2)d1^161d2^173 + (1 + 1a + 3a^2)d1^162d2^173 + (4 + 2a + 3a^2)d1^163d2^173 + (2 + 2a + 3a^2)d1^164d2^173 + (1 + 2a + 3a^2)d1^165d2^173 + (2 + 3a + 0a^2)d1^166d2^173 + (4 + 3a + 2a^2)d1^167d2^173 + (1 + 1a + 3a^2)d1^168d2^173 + (4 + 1a + 3a^2)d1^169d2^173 + (0 + 3a + 4a^2)d1^170d2^173 + (0 + 1a + 1a^2)d1^171d2^173 + (2 + 0a + 0a^2)d1^172d2^173 + (3 + 4a + 1a^2)d1^173d2^173 + (3 + 4a + 4a^2)d1^174d2^173 + (1 + 0a + 0a^2)d1^175d2^173 + (2 + 0a + 3a^2)d1^176d2^173 + (4 + 2a + 3a^2)d1^177d2^173 + (0 + 2a + 0a^2)d1^178d2^173 + (1 + 1a + 2a^2)d1^179d2^173 + (0 + 1a + 1a^2)d1^180d2^173 + (3 + 4a + 0a^2)d1^181d2^173 + (3 + 0a + 4a^2)d1^182d2^173 + (3 + 0a + 3a^2)d1^183d2^173 + (4 + 3a + 1a^2)d1^184d2^173 + (0 + 1a + 0a^2)d1^185d2^173 + (0 + 1a + 1a^2)d1^186d2^173 + (0 + 2a + 3a^2)d1^187d2^173 + (3 + 4a + 0a^2)d1^188d2^173 + (0 + 4a + 3a^2)d1^189d2^173 + (0 + 4a + 2a^2)d1^190d2^173 + (0 + 4a + 1a^2)d1^191d2^173 + (3 + 4a + 2a^2)d1^192d2^173 + (3 + 0a + 1a^2)d1^193d2^173 + (4 + 2a + 4a^2)d1^194d2^173 + (3 + 1a + 0a^2)d1^195d2^173 + (4 + 2a + 2a^2)d1^196d2^173 + (3 + 0a + 4a^2)d1^197d2^173 + (1 + 0a + 2a^2)d1^198d2^173 + (3 + 1a + 4a^2)d1^200d2^173 + (3 + 1a + 2a^2)d1^201d2^173 + (1 + 2a + 2a^2)d1^202d2^173 + (2 + 2a + 1a^2)d1^203d2^173 + (4 + 0a + 4a^2)d1^204d2^173 + (4 + 2a + 3a^2)d1^205d2^173 + (1 + 3a + 3a^2)d1^206d2^173 + (2 + 4a + 2a^2)d1^207d2^173 + (2 + 4a + 4a^2)d1^208d2^173 + (0 + 0a + 4a^2)d1^209d2^173 + (3 + 2a + 1a^2)d1^210d2^173 + (0 + 1a + 0a^2)d1^211d2^173 + (2 + 4a + 4a^2)d1^212d2^173 + (2 + 1a + 4a^2)d1^213d2^173 + (2 + 3a + 3a^2)d1^214d2^173 + (0 + 0a + 3a^2)d1^215d2^173 + (2 + 0a + 3a^2)d1^216d2^173 + (2 + 0a + 3a^2)d1^217d2^173 + (4 + 0a + 4a^2)d1^218d2^173 + (3 + 4a + 0a^2)d1^219d2^173 + (4 + 0a + 3a^2)d1^220d2^173 + (2 + 4a + 2a^2)d1^221d2^173 + (0 + 3a + 2a^2)d1^222d2^173 + (0 + 1a + 2a^2)d1^223d2^173 + (3 + 2a + 3a^2)d1^224d2^173 + (0 + 0a + 4a^2)d1^225d2^173 + (3 + 0a + 1a^2)d1^226d2^173 + (2 + 0a + 2a^2)d1^227d2^173 + (2 + 2a + 4a^2)d1^228d2^173 + (4 + 2a + 2a^2)d1^229d2^173 + (4 + 0a + 3a^2)d1^230d2^173 + (4 + 3a + 3a^2)d1^231d2^173 + (1 + 4a + 3a^2)d1^232d2^173 + (4 + 3a + 0a^2)d1^233d2^173 + (2 + 1a + 3a^2)d1^234d2^173 + (0 + 3a + 2a^2)d1^235d2^173 + (0 + 1a + 3a^2)d1^236d2^173 + (2 + 4a + 3a^2)d1^237d2^173 + (1 + 1a + 3a^2)d1^238d2^173 + (3 + 2a + 4a^2)d1^239d2^173 + (3 + 2a + 3a^2)d1^240d2^173 + (1 + 1a + 3a^2)d1^241d2^173 + (1 + 3a + 2a^2)d1^242d2^173 + (3 + 4a + 1a^2)d1^243d2^173 + (2 + 3a + 1a^2)d1^244d2^173 + (4 + 3a + 4a^2)d1^245d2^173 + (1 + 3a + 3a^2)d1^246d2^173 + (3 + 0a + 3a^2)d1^247d2^173 + (1 + 3a + 2a^2)d1^248d2^173 + (2 + 1a + 0a^2)d1^249d2^173 + (4 + 0a + 3a^2)d1^250d2^173 + (0 + 3a + 0a^2)d1^251d2^173 + (1 + 3a + 1a^2)d1^252d2^173 + (1 + 2a + 2a^2)d1^253d2^173 + (3 + 2a + 4a^2)d1^254d2^173 + (3 + 4a + 3a^2)d1^255d2^173 + (1 + 1a + 4a^2)d1^256d2^173 + (4 + 1a + 0a^2)d1^257d2^173 + (2 + 2a + 0a^2)d1^258d2^173 + (3 + 2a + 1a^2)d1^259d2^173 + (0 + 1a + 1a^2)d1^260d2^173 + (1 + 2a + 2a^2)d1^261d2^173 + (4 + 3a + 3a^2)d1^262d2^173 + (2 + 4a + 2a^2)d1^263d2^173 + (4 + 2a + 2a^2)d1^264d2^173 + (4 + 0a + 0a^2)d1^265d2^173 + (3 + 3a + 2a^2)d1^266d2^173 + (1 + 2a + 0a^2)d1^267d2^173 + (0 + 1a + 0a^2)d1^268d2^173 + (2 + 4a + 3a^2)d1^269d2^173 + (2 + 2a + 4a^2)d1^270d2^173 + (1 + 3a + 2a^2)d1^271d2^173 + (2 + 3a + 1a^2)d1^272d2^173 + (3 + 1a + 2a^2)d1^273d2^173 + (1 + 3a + 2a^2)d1^274d2^173 + (0 + 3a + 3a^2)d1^275d2^173 + (2 + 4a + 1a^2)d1^276d2^173 + (0 + 0a + 2a^2)d1^277d2^173 + (2 + 3a + 4a^2)d1^278d2^173 + (1 + 2a + 1a^2)d1^279d2^173 + (1 + 4a + 1a^2)d1^280d2^173 + (1 + 4a + 2a^2)d1^281d2^173 + (0 + 3a + 0a^2)d1^282d2^173 + (2 + 2a + 3a^2)d1^283d2^173 + (3 + 3a + 4a^2)d1^284d2^173 + (2 + 4a + 3a^2)d1^285d2^173 + (0 + 0a + 2a^2)d1^286d2^173 + (2 + 2a + 4a^2)d1^287d2^173 + (4 + 0a + 0a^2)d1^288d2^173 + (4 + 0a + 3a^2)d1^289d2^173 + (2 + 4a + 0a^2)d1^290d2^173 + (4 + 4a + 3a^2)d1^291d2^173 + (4 + 2a + 1a^2)d1^292d2^173 + (1 + 2a + 1a^2)d1^293d2^173 + (0 + 4a + 1a^2)d2^174 + (2 + 2a + 0a^2)d1^1d2^174 + (1 + 2a + 0a^2)d1^2d2^174 + (4 + 0a + 2a^2)d1^3d2^174 + (0 + 2a + 3a^2)d1^4d2^174 + (2 + 1a + 0a^2)d1^5d2^174 + (1 + 1a + 1a^2)d1^6d2^174 + (3 + 1a + 0a^2)d1^7d2^174 + (3 + 0a + 1a^2)d1^8d2^174 + (2 + 4a + 4a^2)d1^9d2^174 + (3 + 1a + 3a^2)d1^10d2^174 + (0 + 0a + 4a^2)d1^11d2^174 + (3 + 3a + 4a^2)d1^12d2^174 + (3 + 4a + 4a^2)d1^13d2^174 + (1 + 3a + 1a^2)d1^14d2^174 + (4 + 1a + 4a^2)d1^15d2^174 + (2 + 4a + 3a^2)d1^16d2^174 + (0 + 1a + 0a^2)d1^17d2^174 + (3 + 1a + 4a^2)d1^18d2^174 + (0 + 0a + 4a^2)d1^19d2^174 + (2 + 2a + 4a^2)d1^20d2^174 + (3 + 4a + 2a^2)d1^21d2^174 + (3 + 4a + 1a^2)d1^22d2^174 + (4 + 0a + 1a^2)d1^23d2^174 + (1 + 2a + 4a^2)d1^24d2^174 + (3 + 1a + 1a^2)d1^25d2^174 + (0 + 4a + 2a^2)d1^26d2^174 + (4 + 1a + 4a^2)d1^27d2^174 + (1 + 2a + 3a^2)d1^28d2^174 + (0 + 1a + 4a^2)d1^29d2^174 + (0 + 3a + 0a^2)d1^30d2^174 + (3 + 3a + 4a^2)d1^31d2^174 + (1 + 2a + 3a^2)d1^32d2^174 + (0 + 0a + 1a^2)d1^33d2^174 + (3 + 4a + 1a^2)d1^34d2^174 + (1 + 0a + 1a^2)d1^35d2^174 + (3 + 1a + 2a^2)d1^36d2^174 + (3 + 0a + 1a^2)d1^37d2^174 + (1 + 4a + 3a^2)d1^38d2^174 + (1 + 3a + 0a^2)d1^39d2^174 + (4 + 1a + 0a^2)d1^40d2^174 + (3 + 3a + 0a^2)d1^41d2^174 + (4 + 2a + 4a^2)d1^42d2^174 + (3 + 1a + 4a^2)d1^43d2^174 + (4 + 2a + 3a^2)d1^44d2^174 + (1 + 1a + 3a^2)d1^45d2^174 + (2 + 2a + 2a^2)d1^46d2^174 + (1 + 1a + 4a^2)d1^47d2^174 + (2 + 2a + 4a^2)d1^48d2^174 + (0 + 1a + 1a^2)d1^49d2^174 + (1 + 4a + 2a^2)d1^50d2^174 + (1 + 2a + 1a^2)d1^51d2^174 + (2 + 1a + 1a^2)d1^52d2^174 + (3 + 0a + 2a^2)d1^53d2^174 + (2 + 2a + 4a^2)d1^54d2^174 + (2 + 3a + 4a^2)d1^55d2^174 + (4 + 0a + 0a^2)d1^56d2^174 + (3 + 3a + 0a^2)d1^57d2^174 + (2 + 2a + 1a^2)d1^58d2^174 + (3 + 0a + 2a^2)d1^59d2^174 + (3 + 3a + 3a^2)d1^60d2^174 + (2 + 4a + 3a^2)d1^61d2^174 + (3 + 0a + 3a^2)d1^62d2^174 + (1 + 3a + 2a^2)d1^63d2^174 + (0 + 2a + 0a^2)d1^65d2^174 + (2 + 0a + 0a^2)d1^66d2^174 + (4 + 4a + 3a^2)d1^67d2^174 + (1 + 3a + 0a^2)d1^68d2^174 + (4 + 4a + 1a^2)d1^69d2^174 + (4 + 2a + 0a^2)d1^70d2^174 + (4 + 3a + 0a^2)d1^71d2^174 + (4 + 4a + 4a^2)d1^72d2^174 + (1 + 4a + 1a^2)d1^73d2^174 + (0 + 0a + 2a^2)d1^74d2^174 + (1 + 2a + 1a^2)d1^75d2^174 + (0 + 2a + 0a^2)d1^76d2^174 + (0 + 3a + 2a^2)d1^77d2^174 + (4 + 0a + 0a^2)d1^78d2^174 + (3 + 0a + 3a^2)d1^79d2^174 + (3 + 4a + 1a^2)d1^80d2^174 + (2 + 2a + 0a^2)d1^81d2^174 + (0 + 1a + 1a^2)d1^82d2^174 + (2 + 1a + 2a^2)d1^83d2^174 + (0 + 3a + 1a^2)d1^84d2^174 + (0 + 0a + 3a^2)d1^85d2^174 + (3 + 4a + 4a^2)d1^86d2^174 + (3 + 3a + 3a^2)d1^87d2^174 + (3 + 0a + 2a^2)d1^88d2^174 + (1 + 0a + 3a^2)d1^89d2^174 + (2 + 0a + 0a^2)d1^90d2^174 + (0 + 4a + 4a^2)d1^91d2^174 + (3 + 3a + 4a^2)d1^92d2^174 + (0 + 0a + 3a^2)d1^93d2^174 + (1 + 3a + 1a^2)d1^94d2^174 + (2 + 4a + 3a^2)d1^95d2^174 + (0 + 3a + 1a^2)d1^96d2^174 + (1 + 2a + 2a^2)d1^97d2^174 + (4 + 3a + 2a^2)d1^98d2^174 + (2 + 4a + 0a^2)d1^99d2^174 + (2 + 4a + 4a^2)d1^100d2^174 + (1 + 1a + 1a^2)d1^101d2^174 + (4 + 3a + 4a^2)d1^102d2^174 + (4 + 0a + 1a^2)d1^103d2^174 + (1 + 1a + 3a^2)d1^104d2^174 + (2 + 0a + 0a^2)d1^105d2^174 + (0 + 0a + 2a^2)d1^106d2^174 + (3 + 4a + 0a^2)d1^107d2^174 + (2 + 3a + 2a^2)d1^108d2^174 + (3 + 3a + 0a^2)d1^109d2^174 + (2 + 4a + 0a^2)d1^110d2^174 + (1 + 3a + 0a^2)d1^111d2^174 + (2 + 1a + 3a^2)d1^112d2^174 + (0 + 2a + 1a^2)d1^113d2^174 + (2 + 3a + 0a^2)d1^114d2^174 + (1 + 0a + 2a^2)d1^115d2^174 + (0 + 0a + 2a^2)d1^116d2^174 + (4 + 1a + 2a^2)d1^117d2^174 + (2 + 2a + 0a^2)d1^118d2^174 + (1 + 2a + 4a^2)d1^119d2^174 + (0 + 2a + 3a^2)d1^120d2^174 + (1 + 0a + 3a^2)d1^121d2^174 + (4 + 3a + 2a^2)d1^122d2^174 + (3 + 1a + 3a^2)d1^123d2^174 + (2 + 4a + 1a^2)d1^124d2^174 + (4 + 2a + 1a^2)d1^125d2^174 + (2 + 2a + 1a^2)d1^126d2^174 + (4 + 2a + 0a^2)d1^127d2^174 + (3 + 1a + 4a^2)d1^128d2^174 + (0 + 3a + 0a^2)d1^129d2^174 + (4 + 0a + 1a^2)d1^130d2^174 + (4 + 3a + 2a^2)d1^131d2^174 + (4 + 0a + 4a^2)d1^132d2^174 + (2 + 0a + 2a^2)d1^133d2^174 + (0 + 1a + 1a^2)d1^134d2^174 + (0 + 2a + 4a^2)d1^135d2^174 + (2 + 1a + 4a^2)d1^136d2^174 + (0 + 3a + 2a^2)d1^137d2^174 + (3 + 1a + 0a^2)d1^138d2^174 + (0 + 4a + 1a^2)d1^139d2^174 + (2 + 0a + 3a^2)d1^140d2^174 + (3 + 3a + 1a^2)d1^141d2^174 + (0 + 1a + 3a^2)d1^142d2^174 + (1 + 2a + 2a^2)d1^143d2^174 + (1 + 2a + 2a^2)d1^144d2^174 + (3 + 3a + 4a^2)d1^145d2^174 + (3 + 0a + 2a^2)d1^146d2^174 + (3 + 2a + 3a^2)d1^147d2^174 + (2 + 2a + 2a^2)d1^148d2^174 + (0 + 2a + 0a^2)d1^149d2^174 + (2 + 0a + 0a^2)d1^150d2^174 + (4 + 3a + 3a^2)d1^151d2^174 + (4 + 4a + 1a^2)d1^152d2^174 + (2 + 4a + 0a^2)d1^153d2^174 + (3 + 3a + 4a^2)d1^154d2^174 + (3 + 2a + 1a^2)d1^155d2^174 + (3 + 1a + 3a^2)d1^156d2^174 + (3 + 0a + 4a^2)d1^157d2^174 + (1 + 0a + 1a^2)d1^158d2^174 + (4 + 3a + 1a^2)d1^159d2^174 + (1 + 3a + 1a^2)d1^161d2^174 + (2 + 4a + 4a^2)d1^162d2^174 + (1 + 0a + 0a^2)d1^163d2^174 + (0 + 2a + 2a^2)d1^164d2^174 + (2 + 1a + 4a^2)d1^165d2^174 + (3 + 1a + 3a^2)d1^166d2^174 + (1 + 2a + 2a^2)d1^167d2^174 + (3 + 4a + 4a^2)d1^168d2^174 + (4 + 3a + 4a^2)d1^169d2^174 + (2 + 2a + 3a^2)d1^170d2^174 + (3 + 1a + 4a^2)d1^171d2^174 + (1 + 1a + 2a^2)d1^172d2^174 + (2 + 3a + 4a^2)d1^173d2^174 + (4 + 3a + 3a^2)d1^174d2^174 + (1 + 3a + 0a^2)d1^175d2^174 + (3 + 1a + 2a^2)d1^176d2^174 + (2 + 3a + 3a^2)d1^177d2^174 + (2 + 3a + 2a^2)d1^178d2^174 + (1 + 1a + 1a^2)d1^179d2^174 + (4 + 1a + 1a^2)d1^180d2^174 + (3 + 0a + 4a^2)d1^181d2^174 + (3 + 0a + 3a^2)d1^182d2^174 + (3 + 2a + 2a^2)d1^183d2^174 + (3 + 2a + 0a^2)d1^184d2^174 + (0 + 2a + 4a^2)d1^185d2^174 + (0 + 4a + 2a^2)d1^186d2^174 + (4 + 4a + 2a^2)d1^187d2^174 + (3 + 4a + 1a^2)d1^188d2^174 + (3 + 2a + 3a^2)d1^189d2^174 + (4 + 1a + 2a^2)d1^190d2^174 + (2 + 2a + 1a^2)d1^191d2^174 + (4 + 2a + 2a^2)d1^192d2^174 + (3 + 1a + 1a^2)d1^193d2^174 + (4 + 4a + 2a^2)d1^194d2^174 + (0 + 2a + 0a^2)d1^195d2^174 + (1 + 1a + 2a^2)d1^196d2^174 + (1 + 2a + 4a^2)d1^197d2^174 + (4 + 4a + 0a^2)d1^198d2^174 + (3 + 1a + 4a^2)d1^199d2^174 + (0 + 4a + 0a^2)d1^200d2^174 + (4 + 1a + 0a^2)d1^201d2^174 + (3 + 0a + 4a^2)d1^202d2^174 + (0 + 4a + 4a^2)d1^203d2^174 + (0 + 2a + 4a^2)d1^204d2^174 + (4 + 3a + 0a^2)d1^205d2^174 + (1 + 2a + 0a^2)d1^206d2^174 + (2 + 1a + 1a^2)d1^207d2^174 + (1 + 0a + 1a^2)d1^208d2^174 + (1 + 4a + 2a^2)d1^209d2^174 + (4 + 0a + 0a^2)d1^210d2^174 + (4 + 4a + 0a^2)d1^211d2^174 + (3 + 2a + 4a^2)d1^212d2^174 + (4 + 2a + 3a^2)d1^213d2^174 + (1 + 0a + 4a^2)d1^214d2^174 + (3 + 4a + 1a^2)d1^215d2^174 + (3 + 1a + 2a^2)d1^216d2^174 + (2 + 1a + 0a^2)d1^217d2^174 + (3 + 4a + 4a^2)d1^218d2^174 + (0 + 2a + 0a^2)d1^219d2^174 + (1 + 1a + 0a^2)d1^220d2^174 + (4 + 3a + 0a^2)d1^221d2^174 + (0 + 2a + 1a^2)d1^222d2^174 + (0 + 0a + 2a^2)d1^223d2^174 + (4 + 0a + 3a^2)d1^224d2^174 + (1 + 3a + 1a^2)d1^225d2^174 + (4 + 0a + 1a^2)d1^226d2^174 + (4 + 4a + 1a^2)d1^227d2^174 + (3 + 0a + 4a^2)d1^228d2^174 + (2 + 3a + 0a^2)d1^229d2^174 + (3 + 1a + 2a^2)d1^230d2^174 + (4 + 0a + 4a^2)d1^231d2^174 + (4 + 0a + 2a^2)d1^233d2^174 + (0 + 1a + 2a^2)d1^234d2^174 + (0 + 0a + 3a^2)d1^235d2^174 + (2 + 4a + 1a^2)d1^236d2^174 + (3 + 4a + 1a^2)d1^237d2^174 + (4 + 2a + 1a^2)d1^238d2^174 + (2 + 3a + 1a^2)d1^239d2^174 + (4 + 2a + 4a^2)d1^240d2^174 + (2 + 3a + 2a^2)d1^241d2^174 + (4 + 2a + 0a^2)d1^242d2^174 + (0 + 0a + 4a^2)d1^243d2^174 + (0 + 0a + 1a^2)d1^244d2^174 + (4 + 4a + 2a^2)d1^245d2^174 + (3 + 0a + 4a^2)d1^246d2^174 + (4 + 3a + 4a^2)d1^247d2^174 + (3 + 3a + 2a^2)d1^248d2^174 + (1 + 3a + 0a^2)d1^249d2^174 + (1 + 0a + 0a^2)d1^250d2^174 + (3 + 4a + 2a^2)d1^251d2^174 + (4 + 0a + 2a^2)d1^252d2^174 + (4 + 3a + 3a^2)d1^253d2^174 + (1 + 3a + 2a^2)d1^254d2^174 + (3 + 2a + 2a^2)d1^255d2^174 + (2 + 3a + 0a^2)d1^256d2^174 + (3 + 4a + 2a^2)d1^257d2^174 + (4 + 0a + 4a^2)d1^258d2^174 + (0 + 2a + 1a^2)d1^259d2^174 + (0 + 0a + 4a^2)d1^260d2^174 + (3 + 2a + 0a^2)d1^261d2^174 + (4 + 3a + 3a^2)d1^262d2^174 + (3 + 4a + 3a^2)d1^263d2^174 + (0 + 1a + 4a^2)d1^264d2^174 + (4 + 0a + 3a^2)d1^265d2^174 + (2 + 4a + 2a^2)d1^266d2^174 + (0 + 3a + 2a^2)d1^267d2^174 + (2 + 1a + 1a^2)d1^268d2^174 + (3 + 1a + 0a^2)d1^269d2^174 + (1 + 0a + 1a^2)d1^270d2^174 + (4 + 2a + 4a^2)d1^271d2^174 + (3 + 1a + 4a^2)d1^272d2^174 + (0 + 3a + 2a^2)d1^273d2^174 + (2 + 2a + 2a^2)d1^274d2^174 + (4 + 0a + 1a^2)d1^275d2^174 + (2 + 3a + 4a^2)d1^276d2^174 + (2 + 3a + 1a^2)d1^277d2^174 + (0 + 2a + 0a^2)d1^278d2^174 + (2 + 1a + 4a^2)d1^279d2^174 + (2 + 0a + 0a^2)d1^280d2^174 + (2 + 1a + 0a^2)d1^281d2^174 + (1 + 1a + 2a^2)d1^282d2^174 + (4 + 1a + 1a^2)d1^283d2^174 + (0 + 1a + 3a^2)d1^284d2^174 + (3 + 4a + 0a^2)d1^285d2^174 + (3 + 4a + 3a^2)d1^287d2^174 + (4 + 1a + 0a^2)d1^288d2^174 + (0 + 2a + 2a^2)d1^289d2^174 + (0 + 1a + 3a^2)d1^290d2^174 + (0 + 1a + 0a^2)d1^291d2^174 + (0 + 3a + 4a^2)d1^292d2^174 + (1 + 2a + 4a^2)d1^293d2^174 + (0 + 1a + 0a^2)d2^175 + (1 + 1a + 0a^2)d1^1d2^175 + (3 + 0a + 2a^2)d1^2d2^175 + (1 + 4a + 0a^2)d1^3d2^175 + (2 + 0a + 4a^2)d1^4d2^175 + (0 + 4a + 4a^2)d1^5d2^175 + (3 + 0a + 4a^2)d1^6d2^175 + (3 + 4a + 3a^2)d1^7d2^175 + (3 + 0a + 3a^2)d1^8d2^175 + (1 + 1a + 3a^2)d1^9d2^175 + (4 + 0a + 4a^2)d1^10d2^175 + (1 + 1a + 4a^2)d1^11d2^175 + (3 + 2a + 1a^2)d1^12d2^175 + (0 + 2a + 0a^2)d1^13d2^175 + (2 + 4a + 1a^2)d1^14d2^175 + (1 + 2a + 0a^2)d1^16d2^175 + (1 + 4a + 1a^2)d1^17d2^175 + (4 + 3a + 4a^2)d1^18d2^175 + (1 + 1a + 4a^2)d1^19d2^175 + (3 + 2a + 1a^2)d1^20d2^175 + (3 + 0a + 3a^2)d1^21d2^175 + (4 + 3a + 2a^2)d1^22d2^175 + (2 + 3a + 0a^2)d1^23d2^175 + (3 + 0a + 2a^2)d1^24d2^175 + (2 + 4a + 0a^2)d1^25d2^175 + (4 + 3a + 2a^2)d1^26d2^175 + (2 + 0a + 1a^2)d1^27d2^175 + (4 + 2a + 0a^2)d1^28d2^175 + (3 + 3a + 4a^2)d1^29d2^175 + (4 + 2a + 4a^2)d1^30d2^175 + (1 + 1a + 1a^2)d1^31d2^175 + (4 + 0a + 4a^2)d1^32d2^175 + (1 + 4a + 4a^2)d1^33d2^175 + (4 + 4a + 2a^2)d1^34d2^175 + (1 + 4a + 4a^2)d1^35d2^175 + (0 + 4a + 4a^2)d1^36d2^175 + (2 + 0a + 2a^2)d1^37d2^175 + (0 + 3a + 1a^2)d1^38d2^175 + (3 + 0a + 4a^2)d1^39d2^175 + (2 + 0a + 2a^2)d1^40d2^175 + (3 + 0a + 4a^2)d1^41d2^175 + (2 + 0a + 4a^2)d1^42d2^175 + (1 + 4a + 2a^2)d1^43d2^175 + (4 + 2a + 2a^2)d1^44d2^175 + (4 + 3a + 1a^2)d1^45d2^175 + (1 + 0a + 1a^2)d1^46d2^175 + (2 + 2a + 0a^2)d1^47d2^175 + (1 + 0a + 3a^2)d1^48d2^175 + (4 + 0a + 0a^2)d1^49d2^175 + (2 + 4a + 1a^2)d1^50d2^175 + (0 + 4a + 4a^2)d1^51d2^175 + (2 + 3a + 2a^2)d1^52d2^175 + (0 + 3a + 0a^2)d1^53d2^175 + (0 + 4a + 2a^2)d1^54d2^175 + (2 + 4a + 1a^2)d1^55d2^175 + (2 + 0a + 1a^2)d1^56d2^175 + (1 + 3a + 3a^2)d1^57d2^175 + (1 + 3a + 4a^2)d1^58d2^175 + (1 + 4a + 1a^2)d1^59d2^175 + (3 + 3a + 2a^2)d1^60d2^175 + (3 + 3a + 4a^2)d1^61d2^175 + (4 + 4a + 1a^2)d1^62d2^175 + (4 + 4a + 0a^2)d1^63d2^175 + (1 + 1a + 3a^2)d1^64d2^175 + (2 + 0a + 4a^2)d1^65d2^175 + (1 + 4a + 2a^2)d1^66d2^175 + (4 + 0a + 1a^2)d1^67d2^175 + (1 + 2a + 1a^2)d1^68d2^175 + (3 + 0a + 4a^2)d1^69d2^175 + (0 + 4a + 4a^2)d1^70d2^175 + (4 + 1a + 0a^2)d1^71d2^175 + (0 + 0a + 4a^2)d1^72d2^175 + (0 + 3a + 2a^2)d1^73d2^175 + (0 + 1a + 4a^2)d1^74d2^175 + (0 + 4a + 4a^2)d1^75d2^175 + (3 + 0a + 1a^2)d1^76d2^175 + (1 + 1a + 2a^2)d1^77d2^175 + (2 + 0a + 2a^2)d1^78d2^175 + (0 + 0a + 2a^2)d1^79d2^175 + (1 + 4a + 0a^2)d1^80d2^175 + (1 + 2a + 0a^2)d1^81d2^175 + (3 + 1a + 2a^2)d1^82d2^175 + (1 + 0a + 3a^2)d1^83d2^175 + (0 + 1a + 3a^2)d1^84d2^175 + (4 + 0a + 0a^2)d1^85d2^175 + (1 + 0a + 3a^2)d1^86d2^175 + (0 + 4a + 1a^2)d1^87d2^175 + (4 + 2a + 3a^2)d1^88d2^175 + (3 + 1a + 0a^2)d1^89d2^175 + (1 + 3a + 1a^2)d1^90d2^175 + (3 + 1a + 0a^2)d1^91d2^175 + (3 + 4a + 4a^2)d1^92d2^175 + (4 + 3a + 3a^2)d1^93d2^175 + (2 + 0a + 3a^2)d1^94d2^175 + (4 + 2a + 1a^2)d1^95d2^175 + (2 + 1a + 0a^2)d1^96d2^175 + (4 + 1a + 2a^2)d1^97d2^175 + (4 + 4a + 3a^2)d1^98d2^175 + (3 + 4a + 4a^2)d1^99d2^175 + (2 + 1a + 1a^2)d1^100d2^175 + (3 + 1a + 4a^2)d1^101d2^175 + (4 + 4a + 4a^2)d1^102d2^175 + (4 + 0a + 0a^2)d1^103d2^175 + (2 + 4a + 4a^2)d1^104d2^175 + (0 + 1a + 4a^2)d1^105d2^175 + (3 + 2a + 4a^2)d1^106d2^175 + (3 + 0a + 4a^2)d1^107d2^175 + (0 + 2a + 4a^2)d1^108d2^175 + (2 + 1a + 4a^2)d1^109d2^175 + (4 + 1a + 4a^2)d1^110d2^175 + (2 + 3a + 3a^2)d1^111d2^175 + (4 + 1a + 0a^2)d1^112d2^175 + (0 + 4a + 1a^2)d1^113d2^175 + (0 + 2a + 2a^2)d1^114d2^175 + (1 + 4a + 4a^2)d1^115d2^175 + (3 + 0a + 0a^2)d1^116d2^175 + (3 + 4a + 0a^2)d1^117d2^175 + (4 + 0a + 4a^2)d1^118d2^175 + (0 + 0a + 4a^2)d1^119d2^175 + (3 + 3a + 1a^2)d1^120d2^175 + (1 + 3a + 3a^2)d1^121d2^175 + (4 + 1a + 0a^2)d1^122d2^175 + (0 + 3a + 3a^2)d1^123d2^175 + (3 + 0a + 3a^2)d1^124d2^175 + (0 + 1a + 4a^2)d1^125d2^175 + (3 + 1a + 1a^2)d1^126d2^175 + (0 + 2a + 0a^2)d1^127d2^175 + (2 + 1a + 3a^2)d1^128d2^175 + (1 + 4a + 3a^2)d1^129d2^175 + (1 + 3a + 4a^2)d1^130d2^175 + (1 + 2a + 4a^2)d1^131d2^175 + (0 + 3a + 1a^2)d1^132d2^175 + (3 + 1a + 3a^2)d1^133d2^175 + (1 + 0a + 3a^2)d1^134d2^175 + (2 + 3a + 4a^2)d1^135d2^175 + (2 + 3a + 2a^2)d1^136d2^175 + (4 + 1a + 4a^2)d1^137d2^175 + (2 + 2a + 3a^2)d1^138d2^175 + (2 + 4a + 4a^2)d1^139d2^175 + (4 + 3a + 4a^2)d1^140d2^175 + (3 + 0a + 1a^2)d1^141d2^175 + (3 + 3a + 2a^2)d1^142d2^175 + (0 + 4a + 1a^2)d1^143d2^175 + (3 + 1a + 1a^2)d1^144d2^175 + (1 + 2a + 2a^2)d1^145d2^175 + (4 + 2a + 4a^2)d1^146d2^175 + (0 + 0a + 4a^2)d1^147d2^175 + (1 + 4a + 0a^2)d1^148d2^175 + (0 + 0a + 3a^2)d1^149d2^175 + (3 + 4a + 3a^2)d1^150d2^175 + (4 + 2a + 3a^2)d1^151d2^175 + (0 + 1a + 4a^2)d1^152d2^175 + (3 + 3a + 0a^2)d1^153d2^175 + (1 + 1a + 1a^2)d1^154d2^175 + (3 + 0a + 2a^2)d1^155d2^175 + (4 + 2a + 4a^2)d1^156d2^175 + (1 + 1a + 4a^2)d1^157d2^175 + (4 + 4a + 0a^2)d1^158d2^175 + (3 + 1a + 4a^2)d1^159d2^175 + (2 + 1a + 0a^2)d1^160d2^175 + (1 + 1a + 3a^2)d1^161d2^175 + (4 + 3a + 0a^2)d1^162d2^175 + (1 + 2a + 4a^2)d1^163d2^175 + (1 + 4a + 2a^2)d1^164d2^175 + (1 + 1a + 2a^2)d1^165d2^175 + (1 + 0a + 4a^2)d1^166d2^175 + (2 + 2a + 3a^2)d1^167d2^175 + (2 + 2a + 1a^2)d1^168d2^175 + (2 + 3a + 3a^2)d1^169d2^175 + (0 + 2a + 2a^2)d1^170d2^175 + (2 + 4a + 1a^2)d1^171d2^175 + (2 + 0a + 4a^2)d1^172d2^175 + (2 + 1a + 2a^2)d1^173d2^175 + (0 + 0a + 4a^2)d1^174d2^175 + (0 + 0a + 4a^2)d1^175d2^175 + (3 + 2a + 0a^2)d1^176d2^175 + (0 + 4a + 0a^2)d1^177d2^175 + (4 + 2a + 0a^2)d1^178d2^175 + (4 + 4a + 4a^2)d1^179d2^175 + (1 + 4a + 4a^2)d1^180d2^175 + (3 + 2a + 4a^2)d1^181d2^175 + (2 + 2a + 3a^2)d1^182d2^175 + (1 + 2a + 2a^2)d1^183d2^175 + (3 + 3a + 0a^2)d1^184d2^175 + (0 + 0a + 3a^2)d1^185d2^175 + (2 + 0a + 4a^2)d1^187d2^175 + (4 + 1a + 0a^2)d1^188d2^175 + (2 + 2a + 1a^2)d1^189d2^175 + (1 + 0a + 2a^2)d1^190d2^175 + (0 + 4a + 3a^2)d1^191d2^175 + (0 + 2a + 2a^2)d1^192d2^175 + (2 + 1a + 0a^2)d1^193d2^175 + (3 + 4a + 3a^2)d1^194d2^175 + (4 + 1a + 2a^2)d1^195d2^175 + (2 + 4a + 0a^2)d1^196d2^175 + (1 + 4a + 3a^2)d1^197d2^175 + (3 + 4a + 3a^2)d1^198d2^175 + (1 + 2a + 4a^2)d1^199d2^175 + (3 + 2a + 4a^2)d1^200d2^175 + (2 + 4a + 0a^2)d1^201d2^175 + (3 + 3a + 4a^2)d1^202d2^175 + (3 + 1a + 2a^2)d1^203d2^175 + (2 + 2a + 1a^2)d1^204d2^175 + (2 + 0a + 2a^2)d1^205d2^175 + (4 + 4a + 4a^2)d1^206d2^175 + (3 + 1a + 4a^2)d1^207d2^175 + (1 + 3a + 0a^2)d1^208d2^175 + (0 + 0a + 4a^2)d1^209d2^175 + (0 + 3a + 4a^2)d1^210d2^175 + (0 + 2a + 1a^2)d1^211d2^175 + (3 + 1a + 2a^2)d1^212d2^175 + (0 + 0a + 3a^2)d1^213d2^175 + (0 + 2a + 4a^2)d1^214d2^175 + (3 + 2a + 3a^2)d1^215d2^175 + (0 + 1a + 3a^2)d1^216d2^175 + (0 + 1a + 4a^2)d1^217d2^175 + (1 + 0a + 4a^2)d1^218d2^175 + (4 + 3a + 4a^2)d1^219d2^175 + (0 + 2a + 4a^2)d1^220d2^175 + (1 + 0a + 4a^2)d1^221d2^175 + (4 + 3a + 1a^2)d1^222d2^175 + (1 + 0a + 3a^2)d1^223d2^175 + (0 + 3a + 1a^2)d1^224d2^175 + (3 + 4a + 3a^2)d1^225d2^175 + (3 + 1a + 1a^2)d1^226d2^175 + (4 + 2a + 3a^2)d1^227d2^175 + (1 + 1a + 1a^2)d1^228d2^175 + (0 + 2a + 4a^2)d1^229d2^175 + (0 + 1a + 2a^2)d1^230d2^175 + (0 + 3a + 1a^2)d1^231d2^175 + (3 + 2a + 2a^2)d1^232d2^175 + (3 + 3a + 0a^2)d1^233d2^175 + (2 + 2a + 3a^2)d1^234d2^175 + (2 + 4a + 4a^2)d1^235d2^175 + (3 + 2a + 1a^2)d1^236d2^175 + (0 + 4a + 0a^2)d1^237d2^175 + (4 + 1a + 0a^2)d1^238d2^175 + (2 + 1a + 2a^2)d1^239d2^175 + (0 + 2a + 3a^2)d1^240d2^175 + (4 + 0a + 4a^2)d1^241d2^175 + (0 + 1a + 4a^2)d1^242d2^175 + (1 + 1a + 3a^2)d1^243d2^175 + (3 + 2a + 0a^2)d1^244d2^175 + (4 + 0a + 3a^2)d1^245d2^175 + (1 + 0a + 3a^2)d1^246d2^175 + (0 + 0a + 2a^2)d1^247d2^175 + (0 + 0a + 3a^2)d1^248d2^175 + (4 + 3a + 1a^2)d1^249d2^175 + (1 + 0a + 1a^2)d1^250d2^175 + (0 + 1a + 3a^2)d1^251d2^175 + (4 + 2a + 0a^2)d1^252d2^175 + (4 + 0a + 0a^2)d1^253d2^175 + (3 + 0a + 3a^2)d1^254d2^175 + (3 + 2a + 0a^2)d1^255d2^175 + (3 + 1a + 1a^2)d1^256d2^175 + (3 + 4a + 0a^2)d1^257d2^175 + (3 + 2a + 0a^2)d1^258d2^175 + (1 + 2a + 0a^2)d1^259d2^175 + (4 + 0a + 1a^2)d1^260d2^175 + (2 + 2a + 4a^2)d1^261d2^175 + (2 + 2a + 3a^2)d1^262d2^175 + (4 + 2a + 3a^2)d1^263d2^175 + (1 + 1a + 3a^2)d1^264d2^175 + (4 + 1a + 4a^2)d1^265d2^175 + (0 + 3a + 4a^2)d1^266d2^175 + (3 + 3a + 2a^2)d1^267d2^175 + (3 + 0a + 1a^2)d1^268d2^175 + (1 + 4a + 0a^2)d1^269d2^175 + (3 + 3a + 1a^2)d1^270d2^175 + (4 + 4a + 3a^2)d1^271d2^175 + (4 + 4a + 3a^2)d1^272d2^175 + (4 + 0a + 4a^2)d1^273d2^175 + (3 + 1a + 3a^2)d1^274d2^175 + (4 + 2a + 4a^2)d1^275d2^175 + (3 + 3a + 1a^2)d1^276d2^175 + (4 + 3a + 2a^2)d1^277d2^175 + (4 + 4a + 0a^2)d1^278d2^175 + (1 + 4a + 4a^2)d1^279d2^175 + (3 + 4a + 3a^2)d1^280d2^175 + (1 + 2a + 1a^2)d1^281d2^175 + (3 + 4a + 3a^2)d1^282d2^175 + (2 + 1a + 4a^2)d1^283d2^175 + (1 + 0a + 4a^2)d1^284d2^175 + (1 + 2a + 2a^2)d1^285d2^175 + (0 + 4a + 1a^2)d1^286d2^175 + (3 + 1a + 4a^2)d1^287d2^175 + (4 + 1a + 3a^2)d1^288d2^175 + (1 + 0a + 0a^2)d1^289d2^175 + (3 + 1a + 4a^2)d1^290d2^175 + (1 + 2a + 1a^2)d1^291d2^175 + (2 + 2a + 2a^2)d1^292d2^175 + (1 + 1a + 2a^2)d1^293d2^175 + (4 + 2a + 1a^2)d2^176 + (2 + 0a + 1a^2)d1^1d2^176 + (4 + 4a + 4a^2)d1^2d2^176 + (1 + 4a + 1a^2)d1^3d2^176 + (2 + 3a + 4a^2)d1^4d2^176 + (2 + 0a + 0a^2)d1^5d2^176 + (3 + 0a + 1a^2)d1^6d2^176 + (2 + 0a + 2a^2)d1^7d2^176 + (4 + 4a + 0a^2)d1^8d2^176 + (3 + 4a + 1a^2)d1^9d2^176 + (0 + 4a + 4a^2)d1^10d2^176 + (2 + 4a + 2a^2)d1^11d2^176 + (0 + 4a + 0a^2)d1^12d2^176 + (4 + 3a + 0a^2)d1^14d2^176 + (3 + 2a + 3a^2)d1^15d2^176 + (3 + 4a + 2a^2)d1^16d2^176 + (4 + 3a + 4a^2)d1^17d2^176 + (0 + 3a + 3a^2)d1^18d2^176 + (4 + 2a + 2a^2)d1^19d2^176 + (1 + 2a + 4a^2)d1^20d2^176 + (3 + 3a + 0a^2)d1^21d2^176 + (3 + 2a + 0a^2)d1^22d2^176 + (2 + 4a + 0a^2)d1^23d2^176 + (2 + 4a + 2a^2)d1^24d2^176 + (4 + 1a + 4a^2)d1^25d2^176 + (3 + 2a + 2a^2)d1^26d2^176 + (2 + 1a + 0a^2)d1^27d2^176 + (0 + 1a + 0a^2)d1^28d2^176 + (0 + 3a + 3a^2)d1^29d2^176 + (1 + 3a + 0a^2)d1^30d2^176 + (4 + 3a + 4a^2)d1^31d2^176 + (0 + 1a + 3a^2)d1^32d2^176 + (2 + 2a + 0a^2)d1^33d2^176 + (3 + 0a + 2a^2)d1^34d2^176 + (0 + 0a + 2a^2)d1^35d2^176 + (2 + 1a + 4a^2)d1^36d2^176 + (3 + 2a + 4a^2)d1^37d2^176 + (2 + 3a + 4a^2)d1^38d2^176 + (4 + 2a + 2a^2)d1^39d2^176 + (2 + 4a + 4a^2)d1^40d2^176 + (4 + 0a + 2a^2)d1^41d2^176 + (0 + 4a + 4a^2)d1^42d2^176 + (0 + 0a + 3a^2)d1^43d2^176 + (0 + 0a + 2a^2)d1^44d2^176 + (4 + 3a + 3a^2)d1^45d2^176 + (3 + 1a + 4a^2)d1^46d2^176 + (3 + 1a + 1a^2)d1^47d2^176 + (1 + 2a + 1a^2)d1^48d2^176 + (3 + 4a + 2a^2)d1^49d2^176 + (1 + 1a + 0a^2)d1^50d2^176 + (4 + 4a + 2a^2)d1^51d2^176 + (3 + 1a + 2a^2)d1^52d2^176 + (1 + 2a + 4a^2)d1^53d2^176 + (2 + 1a + 0a^2)d1^54d2^176 + (0 + 2a + 0a^2)d1^55d2^176 + (0 + 3a + 1a^2)d1^56d2^176 + (4 + 3a + 4a^2)d1^57d2^176 + (3 + 2a + 2a^2)d1^58d2^176 + (4 + 1a + 0a^2)d1^59d2^176 + (1 + 0a + 2a^2)d1^60d2^176 + (1 + 1a + 2a^2)d1^61d2^176 + (0 + 4a + 2a^2)d1^62d2^176 + (0 + 1a + 0a^2)d1^63d2^176 + (3 + 2a + 0a^2)d1^64d2^176 + (4 + 4a + 1a^2)d1^65d2^176 + (2 + 3a + 1a^2)d1^66d2^176 + (4 + 2a + 4a^2)d1^67d2^176 + (3 + 1a + 3a^2)d1^68d2^176 + (2 + 0a + 1a^2)d1^69d2^176 + (3 + 1a + 0a^2)d1^70d2^176 + (3 + 0a + 1a^2)d1^71d2^176 + (4 + 3a + 2a^2)d1^72d2^176 + (3 + 0a + 1a^2)d1^73d2^176 + (2 + 3a + 4a^2)d1^74d2^176 + (1 + 3a + 4a^2)d1^75d2^176 + (4 + 4a + 4a^2)d1^76d2^176 + (4 + 2a + 1a^2)d1^77d2^176 + (1 + 0a + 3a^2)d1^78d2^176 + (3 + 3a + 2a^2)d1^79d2^176 + (0 + 2a + 4a^2)d1^80d2^176 + (0 + 2a + 1a^2)d1^81d2^176 + (4 + 0a + 0a^2)d1^82d2^176 + (4 + 4a + 4a^2)d1^83d2^176 + (3 + 2a + 0a^2)d1^84d2^176 + (4 + 1a + 1a^2)d1^85d2^176 + (0 + 0a + 2a^2)d1^86d2^176 + (2 + 4a + 2a^2)d1^87d2^176 + (3 + 2a + 1a^2)d1^88d2^176 + (3 + 1a + 0a^2)d1^89d2^176 + (3 + 0a + 4a^2)d1^90d2^176 + (3 + 3a + 0a^2)d1^91d2^176 + (2 + 2a + 3a^2)d1^92d2^176 + (4 + 4a + 2a^2)d1^93d2^176 + (3 + 3a + 1a^2)d1^94d2^176 + (4 + 3a + 2a^2)d1^95d2^176 + (1 + 1a + 4a^2)d1^96d2^176 + (0 + 0a + 4a^2)d1^97d2^176 + (1 + 0a + 0a^2)d1^98d2^176 + (1 + 0a + 0a^2)d1^99d2^176 + (2 + 1a + 4a^2)d1^100d2^176 + (4 + 4a + 4a^2)d1^101d2^176 + (3 + 3a + 1a^2)d1^102d2^176 + (3 + 4a + 4a^2)d1^103d2^176 + (0 + 1a + 0a^2)d1^104d2^176 + (3 + 2a + 0a^2)d1^105d2^176 + (1 + 2a + 4a^2)d1^106d2^176 + (4 + 1a + 0a^2)d1^107d2^176 + (0 + 0a + 3a^2)d1^108d2^176 + (3 + 3a + 3a^2)d1^109d2^176 + (0 + 4a + 0a^2)d1^110d2^176 + (0 + 3a + 0a^2)d1^111d2^176 + (1 + 2a + 4a^2)d1^112d2^176 + (3 + 3a + 2a^2)d1^113d2^176 + (3 + 2a + 3a^2)d1^114d2^176 + (1 + 0a + 2a^2)d1^115d2^176 + (1 + 1a + 1a^2)d1^116d2^176 + (2 + 3a + 0a^2)d1^117d2^176 + (0 + 1a + 4a^2)d1^118d2^176 + (1 + 4a + 4a^2)d1^119d2^176 + (2 + 2a + 3a^2)d1^120d2^176 + (0 + 1a + 2a^2)d1^121d2^176 + (3 + 0a + 1a^2)d1^122d2^176 + (3 + 0a + 4a^2)d1^123d2^176 + (1 + 2a + 2a^2)d1^124d2^176 + (2 + 4a + 3a^2)d1^125d2^176 + (1 + 3a + 1a^2)d1^126d2^176 + (3 + 1a + 4a^2)d1^127d2^176 + (3 + 2a + 2a^2)d1^128d2^176 + (2 + 0a + 4a^2)d1^129d2^176 + (2 + 1a + 1a^2)d1^130d2^176 + (0 + 2a + 4a^2)d1^131d2^176 + (1 + 1a + 0a^2)d1^132d2^176 + (2 + 0a + 3a^2)d1^133d2^176 + (1 + 2a + 2a^2)d1^134d2^176 + (0 + 3a + 3a^2)d1^135d2^176 + (1 + 4a + 2a^2)d1^136d2^176 + (0 + 2a + 2a^2)d1^137d2^176 + (0 + 2a + 3a^2)d1^138d2^176 + (3 + 0a + 4a^2)d1^139d2^176 + (2 + 1a + 3a^2)d1^140d2^176 + (3 + 4a + 2a^2)d1^141d2^176 + (0 + 0a + 4a^2)d1^142d2^176 + (3 + 0a + 1a^2)d1^143d2^176 + (3 + 2a + 3a^2)d1^144d2^176 + (4 + 3a + 3a^2)d1^145d2^176 + (4 + 2a + 1a^2)d1^146d2^176 + (4 + 0a + 2a^2)d1^147d2^176 + (3 + 4a + 1a^2)d1^148d2^176 + (1 + 2a + 1a^2)d1^149d2^176 + (3 + 3a + 0a^2)d1^150d2^176 + (2 + 0a + 4a^2)d1^151d2^176 + (4 + 0a + 1a^2)d1^152d2^176 + (1 + 2a + 0a^2)d1^153d2^176 + (1 + 0a + 0a^2)d1^154d2^176 + (1 + 0a + 4a^2)d1^155d2^176 + (1 + 4a + 2a^2)d1^156d2^176 + (2 + 4a + 1a^2)d1^157d2^176 + (1 + 2a + 2a^2)d1^158d2^176 + (2 + 2a + 3a^2)d1^159d2^176 + (2 + 2a + 0a^2)d1^160d2^176 + (2 + 0a + 2a^2)d1^161d2^176 + (0 + 2a + 3a^2)d1^162d2^176 + (3 + 1a + 0a^2)d1^163d2^176 + (0 + 2a + 0a^2)d1^164d2^176 + (1 + 1a + 1a^2)d1^165d2^176 + (0 + 1a + 1a^2)d1^166d2^176 + (1 + 3a + 3a^2)d1^167d2^176 + (2 + 3a + 3a^2)d1^168d2^176 + (0 + 4a + 3a^2)d1^169d2^176 + (0 + 3a + 3a^2)d1^170d2^176 + (1 + 2a + 0a^2)d1^171d2^176 + (0 + 3a + 2a^2)d1^172d2^176 + (3 + 2a + 1a^2)d1^173d2^176 + (2 + 4a + 3a^2)d1^174d2^176 + (4 + 2a + 0a^2)d1^175d2^176 + (0 + 0a + 4a^2)d1^176d2^176 + (2 + 3a + 2a^2)d1^177d2^176 + (1 + 2a + 1a^2)d1^178d2^176 + (1 + 1a + 3a^2)d1^179d2^176 + (2 + 2a + 3a^2)d1^180d2^176 + (2 + 3a + 1a^2)d1^181d2^176 + (0 + 2a + 0a^2)d1^182d2^176 + (4 + 1a + 2a^2)d1^183d2^176 + (3 + 1a + 0a^2)d1^184d2^176 + (1 + 2a + 4a^2)d1^185d2^176 + (0 + 2a + 0a^2)d1^186d2^176 + (4 + 3a + 0a^2)d1^187d2^176 + (2 + 1a + 3a^2)d1^188d2^176 + (3 + 0a + 1a^2)d1^189d2^176 + (2 + 1a + 4a^2)d1^190d2^176 + (2 + 2a + 4a^2)d1^191d2^176 + (4 + 4a + 2a^2)d1^192d2^176 + (3 + 2a + 1a^2)d1^193d2^176 + (0 + 3a + 2a^2)d1^194d2^176 + (4 + 3a + 3a^2)d1^195d2^176 + (3 + 0a + 4a^2)d1^196d2^176 + (4 + 1a + 3a^2)d1^197d2^176 + (2 + 4a + 1a^2)d1^198d2^176 + (1 + 3a + 1a^2)d1^199d2^176 + (4 + 1a + 3a^2)d1^200d2^176 + (1 + 1a + 0a^2)d1^201d2^176 + (3 + 3a + 1a^2)d1^202d2^176 + (0 + 2a + 3a^2)d1^203d2^176 + (3 + 2a + 3a^2)d1^204d2^176 + (3 + 4a + 2a^2)d1^205d2^176 + (1 + 2a + 2a^2)d1^206d2^176 + (1 + 0a + 3a^2)d1^207d2^176 + (0 + 4a + 1a^2)d1^208d2^176 + (2 + 2a + 3a^2)d1^209d2^176 + (2 + 3a + 4a^2)d1^210d2^176 + (3 + 3a + 0a^2)d1^211d2^176 + (4 + 1a + 0a^2)d1^212d2^176 + (0 + 1a + 3a^2)d1^213d2^176 + (3 + 0a + 1a^2)d1^214d2^176 + (2 + 2a + 4a^2)d1^215d2^176 + (1 + 2a + 2a^2)d1^216d2^176 + (0 + 3a + 2a^2)d1^217d2^176 + (0 + 3a + 3a^2)d1^218d2^176 + (2 + 4a + 0a^2)d1^219d2^176 + (3 + 4a + 4a^2)d1^220d2^176 + (4 + 4a + 4a^2)d1^221d2^176 + (1 + 1a + 1a^2)d1^222d2^176 + (4 + 3a + 0a^2)d1^223d2^176 + (3 + 4a + 2a^2)d1^224d2^176 + (1 + 1a + 2a^2)d1^225d2^176 + (4 + 1a + 1a^2)d1^226d2^176 + (3 + 3a + 1a^2)d1^227d2^176 + (3 + 0a + 0a^2)d1^228d2^176 + (3 + 4a + 0a^2)d1^229d2^176 + (0 + 4a + 3a^2)d1^230d2^176 + (1 + 2a + 3a^2)d1^231d2^176 + (3 + 2a + 3a^2)d1^232d2^176 + (4 + 3a + 0a^2)d1^233d2^176 + (1 + 2a + 3a^2)d1^234d2^176 + (4 + 0a + 0a^2)d1^235d2^176 + (2 + 0a + 3a^2)d1^236d2^176 + (3 + 3a + 0a^2)d1^237d2^176 + (2 + 3a + 2a^2)d1^238d2^176 + (0 + 3a + 4a^2)d1^239d2^176 + (4 + 1a + 2a^2)d1^240d2^176 + (2 + 2a + 4a^2)d1^241d2^176 + (3 + 2a + 3a^2)d1^242d2^176 + (4 + 1a + 4a^2)d1^243d2^176 + (0 + 4a + 1a^2)d1^244d2^176 + (4 + 0a + 4a^2)d1^245d2^176 + (3 + 0a + 4a^2)d1^246d2^176 + (2 + 1a + 1a^2)d1^247d2^176 + (3 + 2a + 4a^2)d1^248d2^176 + (4 + 0a + 0a^2)d1^249d2^176 + (0 + 0a + 2a^2)d1^250d2^176 + (4 + 2a + 1a^2)d1^251d2^176 + (2 + 2a + 0a^2)d1^252d2^176 + (3 + 2a + 0a^2)d1^253d2^176 + (0 + 0a + 2a^2)d1^254d2^176 + (1 + 2a + 1a^2)d1^255d2^176 + (0 + 3a + 0a^2)d1^256d2^176 + (2 + 3a + 3a^2)d1^257d2^176 + (2 + 0a + 4a^2)d1^258d2^176 + (3 + 4a + 0a^2)d1^259d2^176 + (2 + 1a + 2a^2)d1^260d2^176 + (4 + 2a + 4a^2)d1^261d2^176 + (3 + 1a + 1a^2)d1^262d2^176 + (1 + 4a + 2a^2)d1^263d2^176 + (0 + 1a + 3a^2)d1^264d2^176 + (2 + 0a + 4a^2)d1^265d2^176 + (1 + 4a + 2a^2)d1^266d2^176 + (0 + 4a + 2a^2)d1^267d2^176 + (4 + 3a + 0a^2)d1^268d2^176 + (4 + 1a + 2a^2)d1^269d2^176 + (0 + 2a + 1a^2)d1^270d2^176 + (2 + 4a + 4a^2)d1^271d2^176 + (4 + 3a + 4a^2)d1^272d2^176 + (2 + 0a + 1a^2)d1^273d2^176 + (4 + 4a + 0a^2)d1^274d2^176 + (4 + 0a + 4a^2)d1^275d2^176 + (2 + 3a + 3a^2)d1^276d2^176 + (0 + 4a + 3a^2)d1^277d2^176 + (4 + 4a + 2a^2)d1^278d2^176 + (3 + 4a + 3a^2)d1^279d2^176 + (1 + 3a + 1a^2)d1^280d2^176 + (4 + 3a + 4a^2)d1^281d2^176 + (3 + 4a + 1a^2)d1^282d2^176 + (3 + 2a + 1a^2)d1^283d2^176 + (0 + 4a + 4a^2)d1^284d2^176 + (4 + 1a + 1a^2)d1^285d2^176 + (4 + 1a + 2a^2)d1^286d2^176 + (1 + 2a + 0a^2)d1^287d2^176 + (4 + 2a + 2a^2)d1^288d2^176 + (2 + 4a + 0a^2)d1^289d2^176 + (3 + 2a + 4a^2)d1^290d2^176 + (2 + 4a + 2a^2)d1^291d2^176 + (0 + 3a + 3a^2)d1^292d2^176 + (3 + 0a + 3a^2)d1^293d2^176 + (2 + 2a + 0a^2)d2^177 + (4 + 0a + 4a^2)d1^1d2^177 + (0 + 2a + 3a^2)d1^2d2^177 + (4 + 0a + 3a^2)d1^3d2^177 + (4 + 0a + 0a^2)d1^4d2^177 + (0 + 2a + 3a^2)d1^5d2^177 + (2 + 2a + 4a^2)d1^6d2^177 + (1 + 4a + 1a^2)d1^7d2^177 + (3 + 1a + 3a^2)d1^8d2^177 + (2 + 4a + 0a^2)d1^9d2^177 + (2 + 2a + 0a^2)d1^10d2^177 + (1 + 2a + 4a^2)d1^11d2^177 + (4 + 4a + 2a^2)d1^12d2^177 + (3 + 2a + 4a^2)d1^13d2^177 + (4 + 3a + 0a^2)d1^14d2^177 + (2 + 2a + 2a^2)d1^15d2^177 + (1 + 3a + 3a^2)d1^16d2^177 + (3 + 4a + 4a^2)d1^17d2^177 + (2 + 0a + 3a^2)d1^18d2^177 + (1 + 4a + 4a^2)d1^19d2^177 + (1 + 0a + 1a^2)d1^20d2^177 + (1 + 2a + 0a^2)d1^21d2^177 + (1 + 0a + 0a^2)d1^22d2^177 + (2 + 4a + 2a^2)d1^23d2^177 + (0 + 0a + 4a^2)d1^24d2^177 + (4 + 1a + 2a^2)d1^25d2^177 + (2 + 2a + 0a^2)d1^26d2^177 + (2 + 3a + 3a^2)d1^27d2^177 + (0 + 4a + 1a^2)d1^28d2^177 + (0 + 1a + 1a^2)d1^29d2^177 + (1 + 4a + 3a^2)d1^30d2^177 + (3 + 0a + 1a^2)d1^31d2^177 + (3 + 1a + 4a^2)d1^32d2^177 + (1 + 3a + 2a^2)d1^33d2^177 + (0 + 1a + 1a^2)d1^34d2^177 + (1 + 2a + 0a^2)d1^35d2^177 + (0 + 3a + 1a^2)d1^36d2^177 + (3 + 2a + 1a^2)d1^37d2^177 + (1 + 0a + 1a^2)d1^38d2^177 + (4 + 3a + 4a^2)d1^39d2^177 + (3 + 2a + 1a^2)d1^40d2^177 + (0 + 4a + 1a^2)d1^41d2^177 + (4 + 4a + 3a^2)d1^42d2^177 + (1 + 2a + 0a^2)d1^43d2^177 + (4 + 4a + 0a^2)d1^44d2^177 + (4 + 2a + 4a^2)d1^45d2^177 + (4 + 2a + 0a^2)d1^46d2^177 + (0 + 3a + 0a^2)d1^47d2^177 + (3 + 0a + 0a^2)d1^48d2^177 + (4 + 1a + 3a^2)d1^49d2^177 + (4 + 1a + 4a^2)d1^50d2^177 + (0 + 2a + 2a^2)d1^51d2^177 + (3 + 0a + 4a^2)d1^52d2^177 + (3 + 0a + 2a^2)d1^53d2^177 + (0 + 3a + 4a^2)d1^54d2^177 + (1 + 1a + 0a^2)d1^55d2^177 + (1 + 3a + 1a^2)d1^56d2^177 + (0 + 4a + 0a^2)d1^57d2^177 + (0 + 1a + 4a^2)d1^58d2^177 + (1 + 4a + 3a^2)d1^59d2^177 + (2 + 0a + 4a^2)d1^60d2^177 + (2 + 3a + 2a^2)d1^61d2^177 + (2 + 2a + 1a^2)d1^62d2^177 + (2 + 3a + 2a^2)d1^63d2^177 + (3 + 2a + 2a^2)d1^64d2^177 + (1 + 4a + 4a^2)d1^65d2^177 + (4 + 4a + 3a^2)d1^66d2^177 + (1 + 4a + 1a^2)d1^67d2^177 + (2 + 0a + 2a^2)d1^68d2^177 + (0 + 4a + 3a^2)d1^69d2^177 + (3 + 2a + 0a^2)d1^70d2^177 + (0 + 3a + 4a^2)d1^71d2^177 + (0 + 1a + 2a^2)d1^72d2^177 + (1 + 1a + 2a^2)d1^73d2^177 + (1 + 0a + 3a^2)d1^74d2^177 + (3 + 2a + 2a^2)d1^75d2^177 + (2 + 2a + 3a^2)d1^76d2^177 + (4 + 2a + 1a^2)d1^77d2^177 + (1 + 2a + 3a^2)d1^78d2^177 + (3 + 3a + 3a^2)d1^79d2^177 + (4 + 4a + 0a^2)d1^80d2^177 + (2 + 3a + 0a^2)d1^81d2^177 + (2 + 4a + 0a^2)d1^82d2^177 + (4 + 4a + 0a^2)d1^83d2^177 + (0 + 4a + 2a^2)d1^84d2^177 + (3 + 4a + 1a^2)d1^85d2^177 + (3 + 3a + 1a^2)d1^86d2^177 + (2 + 4a + 4a^2)d1^87d2^177 + (2 + 4a + 3a^2)d1^88d2^177 + (4 + 4a + 0a^2)d1^89d2^177 + (4 + 1a + 1a^2)d1^90d2^177 + (1 + 1a + 2a^2)d1^91d2^177 + (3 + 2a + 0a^2)d1^92d2^177 + (3 + 2a + 2a^2)d1^93d2^177 + (4 + 3a + 1a^2)d1^94d2^177 + (4 + 1a + 0a^2)d1^95d2^177 + (2 + 3a + 2a^2)d1^96d2^177 + (2 + 0a + 3a^2)d1^97d2^177 + (4 + 1a + 4a^2)d1^98d2^177 + (1 + 3a + 0a^2)d1^99d2^177 + (1 + 2a + 3a^2)d1^100d2^177 + (1 + 1a + 2a^2)d1^101d2^177 + (0 + 2a + 1a^2)d1^102d2^177 + (4 + 0a + 1a^2)d1^103d2^177 + (1 + 3a + 1a^2)d1^104d2^177 + (2 + 0a + 0a^2)d1^105d2^177 + (1 + 0a + 4a^2)d1^106d2^177 + (3 + 1a + 1a^2)d1^107d2^177 + (4 + 1a + 4a^2)d1^108d2^177 + (0 + 1a + 0a^2)d1^109d2^177 + (1 + 0a + 4a^2)d1^110d2^177 + (4 + 1a + 0a^2)d1^111d2^177 + (4 + 0a + 3a^2)d1^112d2^177 + (4 + 4a + 2a^2)d1^113d2^177 + (3 + 3a + 1a^2)d1^114d2^177 + (3 + 1a + 1a^2)d1^115d2^177 + (3 + 4a + 1a^2)d1^116d2^177 + (3 + 1a + 3a^2)d1^117d2^177 + (1 + 4a + 1a^2)d1^118d2^177 + (4 + 0a + 3a^2)d1^119d2^177 + (0 + 1a + 4a^2)d1^120d2^177 + (1 + 1a + 3a^2)d1^121d2^177 + (1 + 3a + 4a^2)d1^122d2^177 + (1 + 2a + 3a^2)d1^123d2^177 + (1 + 1a + 2a^2)d1^124d2^177 + (1 + 0a + 2a^2)d1^125d2^177 + (3 + 3a + 1a^2)d1^126d2^177 + (1 + 1a + 4a^2)d1^127d2^177 + (3 + 1a + 2a^2)d1^128d2^177 + (1 + 0a + 2a^2)d1^129d2^177 + (4 + 3a + 3a^2)d1^130d2^177 + (4 + 2a + 1a^2)d1^131d2^177 + (4 + 1a + 2a^2)d1^132d2^177 + (2 + 2a + 1a^2)d1^133d2^177 + (2 + 4a + 0a^2)d1^134d2^177 + (2 + 0a + 1a^2)d1^135d2^177 + (2 + 3a + 4a^2)d1^136d2^177 + (1 + 2a + 0a^2)d1^137d2^177 + (3 + 3a + 2a^2)d1^138d2^177 + (2 + 1a + 0a^2)d1^139d2^177 + (0 + 4a + 2a^2)d1^140d2^177 + (0 + 1a + 4a^2)d1^141d2^177 + (0 + 4a + 4a^2)d1^142d2^177 + (0 + 4a + 4a^2)d1^143d2^177 + (1 + 0a + 4a^2)d1^144d2^177 + (2 + 0a + 4a^2)d1^145d2^177 + (1 + 4a + 0a^2)d1^146d2^177 + (2 + 3a + 4a^2)d1^147d2^177 + (3 + 4a + 1a^2)d1^148d2^177 + (2 + 4a + 2a^2)d1^149d2^177 + (3 + 4a + 0a^2)d1^150d2^177 + (1 + 1a + 4a^2)d1^151d2^177 + (3 + 1a + 3a^2)d1^152d2^177 + (1 + 3a + 3a^2)d1^153d2^177 + (1 + 0a + 3a^2)d1^154d2^177 + (4 + 1a + 2a^2)d1^155d2^177 + (1 + 4a + 3a^2)d1^156d2^177 + (1 + 3a + 1a^2)d1^157d2^177 + (3 + 4a + 1a^2)d1^158d2^177 + (1 + 0a + 2a^2)d1^159d2^177 + (2 + 2a + 2a^2)d1^160d2^177 + (3 + 3a + 4a^2)d1^161d2^177 + (3 + 1a + 2a^2)d1^162d2^177 + (3 + 3a + 4a^2)d1^163d2^177 + (4 + 2a + 1a^2)d1^164d2^177 + (0 + 2a + 2a^2)d1^165d2^177 + (2 + 4a + 1a^2)d1^166d2^177 + (1 + 1a + 3a^2)d1^167d2^177 + (4 + 3a + 4a^2)d1^168d2^177 + (2 + 2a + 3a^2)d1^169d2^177 + (2 + 1a + 2a^2)d1^170d2^177 + (2 + 2a + 1a^2)d1^171d2^177 + (1 + 0a + 2a^2)d1^172d2^177 + (1 + 4a + 2a^2)d1^173d2^177 + (3 + 3a + 3a^2)d1^174d2^177 + (0 + 0a + 1a^2)d1^175d2^177 + (0 + 3a + 1a^2)d1^176d2^177 + (3 + 3a + 0a^2)d1^177d2^177 + (0 + 3a + 1a^2)d1^178d2^177 + (3 + 3a + 4a^2)d1^179d2^177 + (1 + 3a + 2a^2)d1^180d2^177 + (3 + 3a + 3a^2)d1^181d2^177 + (0 + 2a + 2a^2)d1^182d2^177 + (0 + 0a + 1a^2)d1^183d2^177 + (1 + 4a + 3a^2)d1^184d2^177 + (2 + 2a + 2a^2)d1^185d2^177 + (3 + 3a + 0a^2)d1^186d2^177 + (1 + 1a + 1a^2)d1^187d2^177 + (2 + 3a + 0a^2)d1^188d2^177 + (4 + 4a + 4a^2)d1^189d2^177 + (1 + 4a + 3a^2)d1^190d2^177 + (1 + 3a + 0a^2)d1^191d2^177 + (4 + 4a + 3a^2)d1^192d2^177 + (2 + 2a + 0a^2)d1^193d2^177 + (3 + 3a + 2a^2)d1^194d2^177 + (1 + 2a + 4a^2)d1^195d2^177 + (4 + 2a + 4a^2)d1^196d2^177 + (0 + 3a + 1a^2)d1^197d2^177 + (2 + 0a + 3a^2)d1^198d2^177 + (3 + 0a + 2a^2)d1^199d2^177 + (0 + 4a + 2a^2)d1^200d2^177 + (3 + 4a + 4a^2)d1^201d2^177 + (2 + 0a + 2a^2)d1^202d2^177 + (0 + 1a + 1a^2)d1^203d2^177 + (4 + 4a + 2a^2)d1^204d2^177 + (1 + 3a + 1a^2)d1^205d2^177 + (2 + 0a + 2a^2)d1^206d2^177 + (0 + 0a + 2a^2)d1^207d2^177 + (3 + 4a + 0a^2)d1^208d2^177 + (4 + 3a + 4a^2)d1^209d2^177 + (2 + 0a + 0a^2)d1^210d2^177 + (3 + 1a + 3a^2)d1^211d2^177 + (2 + 2a + 1a^2)d1^212d2^177 + (3 + 1a + 0a^2)d1^213d2^177 + (2 + 3a + 2a^2)d1^214d2^177 + (0 + 3a + 2a^2)d1^215d2^177 + (2 + 0a + 0a^2)d1^216d2^177 + (0 + 1a + 3a^2)d1^217d2^177 + (3 + 4a + 0a^2)d1^218d2^177 + (1 + 4a + 0a^2)d1^219d2^177 + (4 + 3a + 2a^2)d1^220d2^177 + (1 + 1a + 4a^2)d1^221d2^177 + (4 + 2a + 3a^2)d1^222d2^177 + (1 + 4a + 4a^2)d1^223d2^177 + (3 + 1a + 3a^2)d1^224d2^177 + (0 + 2a + 2a^2)d1^225d2^177 + (2 + 1a + 2a^2)d1^226d2^177 + (4 + 2a + 0a^2)d1^227d2^177 + (2 + 2a + 2a^2)d1^228d2^177 + (0 + 3a + 3a^2)d1^229d2^177 + (1 + 4a + 2a^2)d1^230d2^177 + (0 + 1a + 0a^2)d1^231d2^177 + (0 + 2a + 2a^2)d1^232d2^177 + (1 + 1a + 3a^2)d1^233d2^177 + (4 + 2a + 1a^2)d1^234d2^177 + (2 + 4a + 4a^2)d1^235d2^177 + (4 + 4a + 4a^2)d1^236d2^177 + (0 + 3a + 4a^2)d1^237d2^177 + (0 + 2a + 4a^2)d1^238d2^177 + (3 + 1a + 4a^2)d1^239d2^177 + (4 + 1a + 3a^2)d1^240d2^177 + (2 + 1a + 2a^2)d1^241d2^177 + (0 + 2a + 1a^2)d1^242d2^177 + (4 + 0a + 4a^2)d1^243d2^177 + (4 + 3a + 0a^2)d1^244d2^177 + (2 + 1a + 1a^2)d1^245d2^177 + (2 + 0a + 4a^2)d1^246d2^177 + (2 + 3a + 3a^2)d1^247d2^177 + (0 + 4a + 4a^2)d1^248d2^177 + (1 + 2a + 2a^2)d1^249d2^177 + (3 + 1a + 0a^2)d1^250d2^177 + (1 + 1a + 2a^2)d1^251d2^177 + (0 + 1a + 3a^2)d1^252d2^177 + (3 + 0a + 2a^2)d1^253d2^177 + (2 + 1a + 3a^2)d1^254d2^177 + (1 + 4a + 1a^2)d1^255d2^177 + (0 + 2a + 4a^2)d1^256d2^177 + (2 + 3a + 2a^2)d1^257d2^177 + (3 + 1a + 1a^2)d1^258d2^177 + (3 + 0a + 4a^2)d1^259d2^177 + (1 + 4a + 3a^2)d1^260d2^177 + (3 + 0a + 0a^2)d1^261d2^177 + (3 + 2a + 1a^2)d1^262d2^177 + (1 + 4a + 2a^2)d1^263d2^177 + (1 + 1a + 1a^2)d1^264d2^177 + (1 + 2a + 3a^2)d1^265d2^177 + (3 + 1a + 4a^2)d1^266d2^177 + (4 + 2a + 0a^2)d1^267d2^177 + (3 + 4a + 2a^2)d1^268d2^177 + (1 + 0a + 0a^2)d1^269d2^177 + (3 + 2a + 0a^2)d1^270d2^177 + (1 + 4a + 4a^2)d1^271d2^177 + (4 + 0a + 2a^2)d1^272d2^177 + (1 + 3a + 0a^2)d1^273d2^177 + (2 + 2a + 3a^2)d1^274d2^177 + (3 + 3a + 0a^2)d1^275d2^177 + (3 + 4a + 4a^2)d1^276d2^177 + (4 + 3a + 1a^2)d1^277d2^177 + (1 + 4a + 1a^2)d1^278d2^177 + (3 + 0a + 1a^2)d1^279d2^177 + (1 + 3a + 3a^2)d1^280d2^177 + (4 + 3a + 1a^2)d1^281d2^177 + (0 + 3a + 4a^2)d1^282d2^177 + (2 + 4a + 4a^2)d1^283d2^177 + (3 + 1a + 4a^2)d1^284d2^177 + (0 + 1a + 2a^2)d1^285d2^177 + (2 + 3a + 1a^2)d1^286d2^177 + (2 + 4a + 0a^2)d1^287d2^177 + (1 + 4a + 2a^2)d1^288d2^177 + (2 + 3a + 3a^2)d1^289d2^177 + (4 + 0a + 2a^2)d1^290d2^177 + (2 + 0a + 2a^2)d1^291d2^177 + (4 + 2a + 2a^2)d1^292d2^177 + (3 + 0a + 4a^2)d1^293d2^177 + (4 + 0a + 1a^2)d2^178 + (0 + 4a + 0a^2)d1^1d2^178 + (0 + 4a + 4a^2)d1^2d2^178 + (1 + 4a + 3a^2)d1^3d2^178 + (1 + 4a + 2a^2)d1^4d2^178 + (4 + 2a + 3a^2)d1^5d2^178 + (1 + 4a + 2a^2)d1^6d2^178 + (4 + 3a + 1a^2)d1^7d2^178 + (0 + 1a + 1a^2)d1^8d2^178 + (0 + 3a + 4a^2)d1^9d2^178 + (4 + 1a + 2a^2)d1^10d2^178 + (4 + 2a + 3a^2)d1^11d2^178 + (4 + 1a + 3a^2)d1^12d2^178 + (1 + 2a + 2a^2)d1^13d2^178 + (2 + 0a + 0a^2)d1^14d2^178 + (2 + 3a + 2a^2)d1^15d2^178 + (0 + 2a + 1a^2)d1^16d2^178 + (1 + 4a + 1a^2)d1^17d2^178 + (0 + 4a + 4a^2)d1^18d2^178 + (4 + 4a + 0a^2)d1^19d2^178 + (0 + 2a + 3a^2)d1^20d2^178 + (3 + 4a + 2a^2)d1^21d2^178 + (2 + 3a + 4a^2)d1^22d2^178 + (3 + 2a + 2a^2)d1^23d2^178 + (3 + 4a + 2a^2)d1^24d2^178 + (2 + 0a + 0a^2)d1^25d2^178 + (0 + 4a + 0a^2)d1^26d2^178 + (2 + 0a + 2a^2)d1^27d2^178 + (0 + 1a + 4a^2)d1^28d2^178 + (2 + 1a + 1a^2)d1^29d2^178 + (4 + 1a + 3a^2)d1^30d2^178 + (4 + 3a + 4a^2)d1^31d2^178 + (2 + 2a + 0a^2)d1^32d2^178 + (4 + 1a + 3a^2)d1^33d2^178 + (3 + 1a + 2a^2)d1^34d2^178 + (3 + 1a + 3a^2)d1^35d2^178 + (0 + 4a + 0a^2)d1^36d2^178 + (0 + 2a + 3a^2)d1^37d2^178 + (1 + 4a + 4a^2)d1^38d2^178 + (1 + 2a + 3a^2)d1^39d2^178 + (3 + 1a + 0a^2)d1^40d2^178 + (1 + 3a + 1a^2)d1^41d2^178 + (1 + 0a + 2a^2)d1^42d2^178 + (3 + 3a + 2a^2)d1^43d2^178 + (3 + 4a + 2a^2)d1^44d2^178 + (1 + 1a + 0a^2)d1^45d2^178 + (0 + 3a + 0a^2)d1^46d2^178 + (1 + 1a + 1a^2)d1^47d2^178 + (2 + 3a + 2a^2)d1^48d2^178 + (0 + 4a + 0a^2)d1^49d2^178 + (4 + 1a + 4a^2)d1^50d2^178 + (1 + 4a + 0a^2)d1^51d2^178 + (4 + 2a + 3a^2)d1^52d2^178 + (2 + 2a + 2a^2)d1^53d2^178 + (3 + 3a + 0a^2)d1^54d2^178 + (4 + 2a + 0a^2)d1^55d2^178 + (4 + 1a + 3a^2)d1^56d2^178 + (4 + 1a + 1a^2)d1^57d2^178 + (2 + 4a + 1a^2)d1^58d2^178 + (3 + 0a + 1a^2)d1^59d2^178 + (0 + 3a + 0a^2)d1^60d2^178 + (2 + 3a + 4a^2)d1^61d2^178 + (2 + 1a + 3a^2)d1^62d2^178 + (3 + 0a + 2a^2)d1^63d2^178 + (0 + 4a + 3a^2)d1^64d2^178 + (3 + 1a + 1a^2)d1^65d2^178 + (2 + 2a + 0a^2)d1^66d2^178 + (0 + 4a + 3a^2)d1^67d2^178 + (3 + 2a + 3a^2)d1^68d2^178 + (2 + 1a + 0a^2)d1^69d2^178 + (2 + 2a + 3a^2)d1^70d2^178 + (1 + 0a + 4a^2)d1^71d2^178 + (2 + 4a + 1a^2)d1^72d2^178 + (2 + 1a + 0a^2)d1^73d2^178 + (3 + 4a + 2a^2)d1^74d2^178 + (1 + 2a + 0a^2)d1^75d2^178 + (1 + 1a + 3a^2)d1^76d2^178 + (0 + 1a + 0a^2)d1^77d2^178 + (1 + 1a + 2a^2)d1^78d2^178 + (0 + 0a + 2a^2)d1^79d2^178 + (1 + 1a + 1a^2)d1^80d2^178 + (1 + 4a + 3a^2)d1^81d2^178 + (2 + 4a + 0a^2)d1^82d2^178 + (1 + 4a + 1a^2)d1^83d2^178 + (3 + 2a + 4a^2)d1^84d2^178 + (2 + 4a + 0a^2)d1^85d2^178 + (4 + 1a + 3a^2)d1^86d2^178 + (2 + 2a + 1a^2)d1^87d2^178 + (4 + 1a + 3a^2)d1^88d2^178 + (0 + 3a + 0a^2)d1^89d2^178 + (1 + 1a + 2a^2)d1^90d2^178 + (2 + 2a + 1a^2)d1^91d2^178 + (0 + 2a + 4a^2)d1^92d2^178 + (1 + 2a + 3a^2)d1^93d2^178 + (0 + 1a + 2a^2)d1^94d2^178 + (4 + 2a + 1a^2)d1^95d2^178 + (3 + 1a + 2a^2)d1^96d2^178 + (0 + 4a + 4a^2)d1^97d2^178 + (3 + 1a + 0a^2)d1^98d2^178 + (2 + 0a + 3a^2)d1^99d2^178 + (3 + 1a + 4a^2)d1^100d2^178 + (2 + 2a + 2a^2)d1^101d2^178 + (1 + 4a + 4a^2)d1^102d2^178 + (3 + 2a + 2a^2)d1^103d2^178 + (3 + 4a + 4a^2)d1^104d2^178 + (4 + 4a + 3a^2)d1^105d2^178 + (0 + 4a + 2a^2)d1^106d2^178 + (0 + 0a + 1a^2)d1^107d2^178 + (1 + 1a + 2a^2)d1^108d2^178 + (2 + 1a + 4a^2)d1^109d2^178 + (4 + 1a + 4a^2)d1^110d2^178 + (2 + 2a + 1a^2)d1^111d2^178 + (1 + 0a + 0a^2)d1^112d2^178 + (0 + 4a + 1a^2)d1^113d2^178 + (1 + 1a + 2a^2)d1^114d2^178 + (3 + 3a + 2a^2)d1^115d2^178 + (4 + 3a + 0a^2)d1^116d2^178 + (2 + 4a + 2a^2)d1^117d2^178 + (0 + 1a + 4a^2)d1^118d2^178 + (4 + 1a + 3a^2)d1^119d2^178 + (0 + 3a + 0a^2)d1^120d2^178 + (4 + 3a + 1a^2)d1^121d2^178 + (1 + 4a + 0a^2)d1^122d2^178 + (0 + 0a + 4a^2)d1^123d2^178 + (4 + 0a + 1a^2)d1^124d2^178 + (0 + 0a + 3a^2)d1^125d2^178 + (0 + 1a + 3a^2)d1^126d2^178 + (2 + 3a + 1a^2)d1^127d2^178 + (0 + 2a + 2a^2)d1^128d2^178 + (0 + 3a + 4a^2)d1^129d2^178 + (4 + 3a + 4a^2)d1^130d2^178 + (0 + 0a + 2a^2)d1^131d2^178 + (1 + 3a + 0a^2)d1^132d2^178 + (2 + 2a + 4a^2)d1^133d2^178 + (4 + 2a + 4a^2)d1^134d2^178 + (0 + 0a + 4a^2)d1^135d2^178 + (3 + 4a + 4a^2)d1^136d2^178 + (2 + 3a + 0a^2)d1^137d2^178 + (3 + 3a + 2a^2)d1^138d2^178 + (0 + 0a + 2a^2)d1^139d2^178 + (2 + 0a + 0a^2)d1^140d2^178 + (4 + 3a + 2a^2)d1^141d2^178 + (1 + 1a + 3a^2)d1^142d2^178 + (3 + 0a + 0a^2)d1^143d2^178 + (2 + 0a + 1a^2)d1^144d2^178 + (4 + 3a + 1a^2)d1^145d2^178 + (1 + 2a + 0a^2)d1^146d2^178 + (3 + 0a + 4a^2)d1^147d2^178 + (4 + 0a + 3a^2)d1^148d2^178 + (2 + 1a + 0a^2)d1^149d2^178 + (0 + 4a + 0a^2)d1^150d2^178 + (1 + 0a + 2a^2)d1^151d2^178 + (4 + 2a + 0a^2)d1^152d2^178 + (1 + 3a + 1a^2)d1^153d2^178 + (3 + 3a + 4a^2)d1^154d2^178 + (2 + 1a + 0a^2)d1^155d2^178 + (0 + 1a + 2a^2)d1^156d2^178 + (0 + 4a + 2a^2)d1^157d2^178 + (0 + 2a + 1a^2)d1^158d2^178 + (2 + 3a + 3a^2)d1^159d2^178 + (1 + 2a + 3a^2)d1^160d2^178 + (0 + 1a + 1a^2)d1^161d2^178 + (4 + 0a + 1a^2)d1^162d2^178 + (2 + 4a + 4a^2)d1^163d2^178 + (4 + 1a + 3a^2)d1^164d2^178 + (4 + 3a + 1a^2)d1^165d2^178 + (4 + 0a + 3a^2)d1^166d2^178 + (2 + 0a + 0a^2)d1^167d2^178 + (4 + 4a + 1a^2)d1^168d2^178 + (3 + 4a + 4a^2)d1^169d2^178 + (4 + 3a + 0a^2)d1^170d2^178 + (4 + 1a + 1a^2)d1^171d2^178 + (1 + 4a + 4a^2)d1^172d2^178 + (0 + 0a + 3a^2)d1^173d2^178 + (2 + 2a + 1a^2)d1^174d2^178 + (0 + 4a + 4a^2)d1^175d2^178 + (0 + 0a + 2a^2)d1^176d2^178 + (3 + 2a + 0a^2)d1^177d2^178 + (1 + 2a + 4a^2)d1^178d2^178 + (1 + 4a + 0a^2)d1^179d2^178 + (2 + 1a + 1a^2)d1^180d2^178 + (2 + 0a + 2a^2)d1^181d2^178 + (2 + 3a + 3a^2)d1^182d2^178 + (0 + 4a + 3a^2)d1^183d2^178 + (2 + 3a + 0a^2)d1^184d2^178 + (1 + 4a + 1a^2)d1^185d2^178 + (0 + 0a + 2a^2)d1^186d2^178 + (1 + 4a + 1a^2)d1^187d2^178 + (3 + 0a + 3a^2)d1^188d2^178 + (3 + 4a + 3a^2)d1^189d2^178 + (1 + 4a + 1a^2)d1^190d2^178 + (4 + 1a + 4a^2)d1^191d2^178 + (4 + 4a + 4a^2)d1^192d2^178 + (1 + 1a + 3a^2)d1^193d2^178 + (0 + 1a + 1a^2)d1^194d2^178 + (0 + 3a + 0a^2)d1^195d2^178 + (4 + 2a + 0a^2)d1^196d2^178 + (1 + 0a + 3a^2)d1^197d2^178 + (2 + 0a + 4a^2)d1^198d2^178 + (0 + 0a + 2a^2)d1^199d2^178 + (0 + 3a + 3a^2)d1^200d2^178 + (1 + 2a + 1a^2)d1^201d2^178 + (3 + 2a + 4a^2)d1^202d2^178 + (0 + 3a + 2a^2)d1^203d2^178 + (1 + 4a + 1a^2)d1^204d2^178 + (1 + 4a + 0a^2)d1^205d2^178 + (3 + 1a + 1a^2)d1^206d2^178 + (4 + 0a + 4a^2)d1^207d2^178 + (1 + 2a + 3a^2)d1^208d2^178 + (1 + 0a + 2a^2)d1^209d2^178 + (0 + 3a + 2a^2)d1^210d2^178 + (2 + 0a + 4a^2)d1^211d2^178 + (3 + 2a + 2a^2)d1^212d2^178 + (1 + 2a + 1a^2)d1^213d2^178 + (0 + 4a + 2a^2)d1^214d2^178 + (0 + 2a + 4a^2)d1^215d2^178 + (1 + 3a + 1a^2)d1^216d2^178 + (0 + 4a + 2a^2)d1^217d2^178 + (1 + 1a + 1a^2)d1^218d2^178 + (1 + 0a + 4a^2)d1^219d2^178 + (0 + 1a + 1a^2)d1^220d2^178 + (1 + 3a + 4a^2)d1^221d2^178 + (1 + 4a + 0a^2)d1^222d2^178 + (0 + 3a + 3a^2)d1^223d2^178 + (3 + 3a + 3a^2)d1^224d2^178 + (0 + 4a + 1a^2)d1^225d2^178 + (3 + 2a + 1a^2)d1^226d2^178 + (1 + 2a + 2a^2)d1^227d2^178 + (0 + 2a + 1a^2)d1^228d2^178 + (0 + 0a + 3a^2)d1^229d2^178 + (0 + 3a + 3a^2)d1^230d2^178 + (4 + 1a + 2a^2)d1^231d2^178 + (2 + 2a + 1a^2)d1^232d2^178 + (3 + 3a + 2a^2)d1^233d2^178 + (0 + 2a + 4a^2)d1^234d2^178 + (3 + 4a + 4a^2)d1^236d2^178 + (0 + 1a + 1a^2)d1^237d2^178 + (0 + 4a + 1a^2)d1^238d2^178 + (2 + 1a + 3a^2)d1^239d2^178 + (4 + 3a + 2a^2)d1^240d2^178 + (3 + 3a + 4a^2)d1^241d2^178 + (2 + 2a + 3a^2)d1^242d2^178 + (3 + 3a + 1a^2)d1^243d2^178 + (3 + 0a + 2a^2)d1^244d2^178 + (1 + 2a + 4a^2)d1^245d2^178 + (3 + 1a + 2a^2)d1^246d2^178 + (4 + 1a + 4a^2)d1^247d2^178 + (0 + 3a + 3a^2)d1^248d2^178 + (2 + 4a + 4a^2)d1^249d2^178 + (0 + 4a + 1a^2)d1^250d2^178 + (2 + 4a + 1a^2)d1^251d2^178 + (1 + 1a + 0a^2)d1^252d2^178 + (2 + 1a + 1a^2)d1^253d2^178 + (2 + 2a + 2a^2)d1^254d2^178 + (4 + 0a + 2a^2)d1^256d2^178 + (1 + 4a + 4a^2)d1^257d2^178 + (1 + 0a + 0a^2)d1^258d2^178 + (4 + 0a + 3a^2)d1^259d2^178 + (2 + 3a + 3a^2)d1^260d2^178 + (2 + 1a + 1a^2)d1^261d2^178 + (3 + 2a + 3a^2)d1^262d2^178 + (4 + 4a + 3a^2)d1^263d2^178 + (2 + 3a + 3a^2)d1^264d2^178 + (2 + 3a + 1a^2)d1^265d2^178 + (3 + 0a + 2a^2)d1^266d2^178 + (1 + 3a + 4a^2)d1^267d2^178 + (3 + 3a + 3a^2)d1^268d2^178 + (0 + 2a + 3a^2)d1^269d2^178 + (1 + 0a + 0a^2)d1^270d2^178 + (4 + 4a + 0a^2)d1^271d2^178 + (1 + 0a + 1a^2)d1^272d2^178 + (4 + 3a + 3a^2)d1^273d2^178 + (1 + 2a + 1a^2)d1^274d2^178 + (2 + 0a + 1a^2)d1^275d2^178 + (4 + 4a + 1a^2)d1^276d2^178 + (3 + 4a + 0a^2)d1^277d2^178 + (1 + 1a + 2a^2)d1^278d2^178 + (3 + 4a + 0a^2)d1^279d2^178 + (3 + 2a + 3a^2)d1^280d2^178 + (4 + 4a + 4a^2)d1^281d2^178 + (1 + 3a + 4a^2)d1^282d2^178 + (3 + 2a + 2a^2)d1^283d2^178 + (4 + 3a + 4a^2)d1^284d2^178 + (2 + 2a + 3a^2)d1^285d2^178 + (1 + 3a + 0a^2)d1^286d2^178 + (1 + 2a + 3a^2)d1^287d2^178 + (0 + 3a + 0a^2)d1^288d2^178 + (1 + 1a + 0a^2)d1^289d2^178 + (3 + 2a + 0a^2)d1^290d2^178 + (2 + 0a + 4a^2)d1^291d2^178 + (1 + 1a + 1a^2)d1^292d2^178 + (0 + 1a + 2a^2)d1^293d2^178 + (4 + 4a + 1a^2)d2^179 + (2 + 2a + 2a^2)d1^1d2^179 + (3 + 4a + 0a^2)d1^2d2^179 + (1 + 4a + 2a^2)d1^3d2^179 + (0 + 0a + 2a^2)d1^4d2^179 + (1 + 2a + 2a^2)d1^5d2^179 + (3 + 2a + 3a^2)d1^6d2^179 + (0 + 3a + 4a^2)d1^7d2^179 + (4 + 4a + 1a^2)d1^8d2^179 + (4 + 0a + 3a^2)d1^9d2^179 + (1 + 4a + 4a^2)d1^10d2^179 + (0 + 1a + 2a^2)d1^11d2^179 + (3 + 2a + 0a^2)d1^12d2^179 + (3 + 2a + 1a^2)d1^13d2^179 + (0 + 0a + 3a^2)d1^14d2^179 + (3 + 0a + 2a^2)d1^15d2^179 + (0 + 2a + 1a^2)d1^16d2^179 + (3 + 2a + 0a^2)d1^17d2^179 + (3 + 4a + 4a^2)d1^18d2^179 + (1 + 0a + 2a^2)d1^19d2^179 + (0 + 3a + 0a^2)d1^20d2^179 + (2 + 4a + 0a^2)d1^21d2^179 + (2 + 1a + 0a^2)d1^22d2^179 + (1 + 0a + 4a^2)d1^23d2^179 + (2 + 2a + 0a^2)d1^24d2^179 + (0 + 1a + 4a^2)d1^25d2^179 + (2 + 0a + 3a^2)d1^26d2^179 + (0 + 1a + 1a^2)d1^27d2^179 + (0 + 4a + 0a^2)d1^28d2^179 + (1 + 1a + 4a^2)d1^29d2^179 + (2 + 3a + 1a^2)d1^30d2^179 + (3 + 1a + 2a^2)d1^31d2^179 + (0 + 2a + 2a^2)d1^32d2^179 + (0 + 1a + 3a^2)d1^33d2^179 + (4 + 4a + 2a^2)d1^34d2^179 + (4 + 0a + 3a^2)d1^35d2^179 + (0 + 3a + 3a^2)d1^36d2^179 + (2 + 2a + 1a^2)d1^37d2^179 + (3 + 1a + 3a^2)d1^38d2^179 + (0 + 3a + 0a^2)d1^39d2^179 + (1 + 4a + 4a^2)d1^40d2^179 + (3 + 4a + 0a^2)d1^41d2^179 + (2 + 0a + 0a^2)d1^42d2^179 + (4 + 0a + 2a^2)d1^43d2^179 + (0 + 0a + 4a^2)d1^44d2^179 + (0 + 0a + 3a^2)d1^45d2^179 + (3 + 2a + 3a^2)d1^46d2^179 + (0 + 0a + 4a^2)d1^47d2^179 + (3 + 3a + 1a^2)d1^48d2^179 + (1 + 0a + 2a^2)d1^49d2^179 + (0 + 2a + 2a^2)d1^50d2^179 + (3 + 0a + 2a^2)d1^51d2^179 + (0 + 0a + 1a^2)d1^52d2^179 + (3 + 3a + 1a^2)d1^53d2^179 + (2 + 3a + 1a^2)d1^54d2^179 + (3 + 4a + 2a^2)d1^55d2^179 + (4 + 0a + 4a^2)d1^56d2^179 + (4 + 1a + 2a^2)d1^57d2^179 + (3 + 4a + 3a^2)d1^58d2^179 + (1 + 4a + 3a^2)d1^59d2^179 + (2 + 4a + 2a^2)d1^60d2^179 + (0 + 2a + 2a^2)d1^61d2^179 + (1 + 0a + 0a^2)d1^62d2^179 + (4 + 2a + 0a^2)d1^63d2^179 + (3 + 0a + 4a^2)d1^64d2^179 + (1 + 1a + 2a^2)d1^65d2^179 + (3 + 2a + 4a^2)d1^66d2^179 + (3 + 0a + 0a^2)d1^67d2^179 + (0 + 2a + 2a^2)d1^68d2^179 + (0 + 0a + 4a^2)d1^69d2^179 + (3 + 3a + 1a^2)d1^70d2^179 + (3 + 4a + 2a^2)d1^71d2^179 + (1 + 4a + 2a^2)d1^72d2^179 + (0 + 2a + 4a^2)d1^73d2^179 + (0 + 3a + 4a^2)d1^74d2^179 + (4 + 2a + 0a^2)d1^75d2^179 + (4 + 0a + 2a^2)d1^76d2^179 + (2 + 4a + 0a^2)d1^77d2^179 + (3 + 3a + 2a^2)d1^78d2^179 + (3 + 4a + 4a^2)d1^79d2^179 + (3 + 3a + 0a^2)d1^81d2^179 + (0 + 1a + 3a^2)d1^82d2^179 + (2 + 2a + 0a^2)d1^83d2^179 + (4 + 2a + 0a^2)d1^84d2^179 + (1 + 3a + 1a^2)d1^85d2^179 + (3 + 3a + 1a^2)d1^86d2^179 + (4 + 2a + 3a^2)d1^87d2^179 + (0 + 2a + 0a^2)d1^88d2^179 + (3 + 1a + 0a^2)d1^89d2^179 + (4 + 1a + 0a^2)d1^90d2^179 + (1 + 0a + 3a^2)d1^91d2^179 + (0 + 1a + 3a^2)d1^92d2^179 + (4 + 2a + 4a^2)d1^93d2^179 + (3 + 0a + 1a^2)d1^94d2^179 + (4 + 2a + 3a^2)d1^95d2^179 + (4 + 2a + 2a^2)d1^96d2^179 + (4 + 2a + 0a^2)d1^97d2^179 + (4 + 4a + 3a^2)d1^98d2^179 + (1 + 2a + 1a^2)d1^99d2^179 + (0 + 1a + 3a^2)d1^100d2^179 + (2 + 4a + 4a^2)d1^101d2^179 + (2 + 4a + 0a^2)d1^102d2^179 + (1 + 2a + 2a^2)d1^103d2^179 + (0 + 3a + 0a^2)d1^104d2^179 + (1 + 1a + 1a^2)d1^105d2^179 + (0 + 3a + 4a^2)d1^106d2^179 + (1 + 2a + 3a^2)d1^107d2^179 + (0 + 2a + 1a^2)d1^108d2^179 + (4 + 3a + 0a^2)d1^109d2^179 + (3 + 0a + 4a^2)d1^110d2^179 + (3 + 1a + 1a^2)d1^111d2^179 + (3 + 2a + 2a^2)d1^112d2^179 + (2 + 3a + 3a^2)d1^113d2^179 + (4 + 1a + 3a^2)d1^114d2^179 + (4 + 1a + 2a^2)d1^115d2^179 + (3 + 1a + 4a^2)d1^116d2^179 + (0 + 3a + 1a^2)d1^117d2^179 + (3 + 1a + 2a^2)d1^118d2^179 + (0 + 0a + 2a^2)d1^119d2^179 + (4 + 3a + 1a^2)d1^120d2^179 + (3 + 4a + 4a^2)d1^121d2^179 + (2 + 3a + 0a^2)d1^122d2^179 + (2 + 4a + 1a^2)d1^123d2^179 + (3 + 1a + 1a^2)d1^124d2^179 + (2 + 2a + 3a^2)d1^125d2^179 + (3 + 4a + 0a^2)d1^126d2^179 + (3 + 1a + 0a^2)d1^128d2^179 + (2 + 3a + 0a^2)d1^129d2^179 + (2 + 4a + 4a^2)d1^130d2^179 + (0 + 3a + 1a^2)d1^131d2^179 + (2 + 1a + 0a^2)d1^132d2^179 + (1 + 1a + 1a^2)d1^133d2^179 + (4 + 2a + 3a^2)d1^134d2^179 + (1 + 2a + 0a^2)d1^135d2^179 + (2 + 4a + 0a^2)d1^136d2^179 + (2 + 1a + 4a^2)d1^137d2^179 + (3 + 2a + 4a^2)d1^138d2^179 + (0 + 2a + 3a^2)d1^139d2^179 + (1 + 4a + 3a^2)d1^140d2^179 + (4 + 4a + 3a^2)d1^141d2^179 + (4 + 2a + 4a^2)d1^142d2^179 + (1 + 4a + 1a^2)d1^143d2^179 + (3 + 2a + 2a^2)d1^144d2^179 + (1 + 3a + 0a^2)d1^145d2^179 + (0 + 2a + 4a^2)d1^146d2^179 + (1 + 2a + 3a^2)d1^147d2^179 + (1 + 3a + 1a^2)d1^148d2^179 + (3 + 0a + 4a^2)d1^149d2^179 + (4 + 1a + 2a^2)d1^150d2^179 + (2 + 2a + 3a^2)d1^151d2^179 + (1 + 1a + 0a^2)d1^152d2^179 + (2 + 1a + 0a^2)d1^153d2^179 + (4 + 0a + 4a^2)d1^154d2^179 + (0 + 0a + 3a^2)d1^155d2^179 + (3 + 1a + 1a^2)d1^156d2^179 + (4 + 4a + 2a^2)d1^157d2^179 + (3 + 1a + 4a^2)d1^158d2^179 + (1 + 3a + 3a^2)d1^159d2^179 + (0 + 3a + 3a^2)d1^160d2^179 + (2 + 3a + 2a^2)d1^161d2^179 + (4 + 2a + 3a^2)d1^162d2^179 + (0 + 3a + 0a^2)d1^163d2^179 + (1 + 4a + 2a^2)d1^164d2^179 + (2 + 1a + 1a^2)d1^165d2^179 + (4 + 4a + 0a^2)d1^166d2^179 + (0 + 3a + 4a^2)d1^167d2^179 + (1 + 2a + 1a^2)d1^168d2^179 + (4 + 4a + 3a^2)d1^169d2^179 + (1 + 0a + 4a^2)d1^170d2^179 + (4 + 2a + 4a^2)d1^171d2^179 + (1 + 4a + 3a^2)d1^172d2^179 + (4 + 2a + 4a^2)d1^173d2^179 + (4 + 0a + 2a^2)d1^174d2^179 + (0 + 2a + 2a^2)d1^175d2^179 + (4 + 0a + 4a^2)d1^176d2^179 + (4 + 0a + 1a^2)d1^177d2^179 + (0 + 0a + 4a^2)d1^178d2^179 + (2 + 1a + 0a^2)d1^179d2^179 + (3 + 4a + 2a^2)d1^180d2^179 + (1 + 4a + 4a^2)d1^181d2^179 + (1 + 4a + 2a^2)d1^182d2^179 + (4 + 4a + 2a^2)d1^183d2^179 + (0 + 2a + 0a^2)d1^184d2^179 + (1 + 3a + 3a^2)d1^185d2^179 + (2 + 4a + 4a^2)d1^186d2^179 + (4 + 2a + 0a^2)d1^187d2^179 + (2 + 2a + 0a^2)d1^188d2^179 + (4 + 0a + 0a^2)d1^189d2^179 + (1 + 4a + 0a^2)d1^190d2^179 + (2 + 1a + 4a^2)d1^191d2^179 + (4 + 3a + 1a^2)d1^192d2^179 + (2 + 3a + 3a^2)d1^193d2^179 + (1 + 1a + 4a^2)d1^194d2^179 + (0 + 1a + 3a^2)d1^195d2^179 + (0 + 0a + 2a^2)d1^196d2^179 + (0 + 1a + 2a^2)d1^197d2^179 + (0 + 2a + 4a^2)d1^198d2^179 + (0 + 4a + 1a^2)d1^199d2^179 + (1 + 4a + 2a^2)d1^200d2^179 + (3 + 4a + 1a^2)d1^201d2^179 + (0 + 0a + 4a^2)d1^202d2^179 + (1 + 4a + 1a^2)d1^203d2^179 + (0 + 3a + 3a^2)d1^204d2^179 + (3 + 4a + 1a^2)d1^206d2^179 + (1 + 1a + 0a^2)d1^207d2^179 + (0 + 1a + 4a^2)d1^208d2^179 + (4 + 1a + 0a^2)d1^209d2^179 + (3 + 0a + 4a^2)d1^210d2^179 + (1 + 0a + 0a^2)d1^211d2^179 + (3 + 3a + 0a^2)d1^212d2^179 + (4 + 0a + 0a^2)d1^213d2^179 + (0 + 3a + 2a^2)d1^214d2^179 + (0 + 1a + 0a^2)d1^215d2^179 + (2 + 0a + 1a^2)d1^216d2^179 + (2 + 1a + 4a^2)d1^217d2^179 + (0 + 3a + 1a^2)d1^218d2^179 + (4 + 1a + 3a^2)d1^219d2^179 + (1 + 1a + 1a^2)d1^220d2^179 + (1 + 2a + 3a^2)d1^221d2^179 + (3 + 1a + 1a^2)d1^222d2^179 + (2 + 0a + 4a^2)d1^223d2^179 + (4 + 2a + 2a^2)d1^224d2^179 + (4 + 0a + 0a^2)d1^225d2^179 + (3 + 1a + 3a^2)d1^226d2^179 + (2 + 0a + 2a^2)d1^227d2^179 + (2 + 1a + 2a^2)d1^228d2^179 + (1 + 2a + 2a^2)d1^229d2^179 + (3 + 3a + 1a^2)d1^230d2^179 + (1 + 1a + 3a^2)d1^231d2^179 + (3 + 0a + 2a^2)d1^232d2^179 + (4 + 1a + 2a^2)d1^233d2^179 + (1 + 3a + 3a^2)d1^234d2^179 + (0 + 2a + 1a^2)d1^235d2^179 + (3 + 2a + 4a^2)d1^236d2^179 + (2 + 0a + 4a^2)d1^237d2^179 + (1 + 3a + 3a^2)d1^238d2^179 + (3 + 4a + 0a^2)d1^239d2^179 + (4 + 1a + 4a^2)d1^240d2^179 + (1 + 2a + 3a^2)d1^241d2^179 + (3 + 2a + 2a^2)d1^242d2^179 + (0 + 2a + 1a^2)d1^243d2^179 + (1 + 3a + 4a^2)d1^244d2^179 + (0 + 1a + 1a^2)d1^245d2^179 + (4 + 2a + 1a^2)d1^246d2^179 + (1 + 3a + 1a^2)d1^247d2^179 + (4 + 0a + 3a^2)d1^248d2^179 + (1 + 3a + 0a^2)d1^249d2^179 + (3 + 1a + 3a^2)d1^250d2^179 + (1 + 4a + 3a^2)d1^251d2^179 + (1 + 4a + 1a^2)d1^252d2^179 + (1 + 0a + 4a^2)d1^253d2^179 + (0 + 0a + 2a^2)d1^254d2^179 + (0 + 2a + 1a^2)d1^255d2^179 + (4 + 0a + 0a^2)d1^256d2^179 + (2 + 2a + 0a^2)d1^257d2^179 + (2 + 2a + 0a^2)d1^258d2^179 + (1 + 2a + 1a^2)d1^259d2^179 + (2 + 4a + 2a^2)d1^260d2^179 + (4 + 1a + 3a^2)d1^261d2^179 + (3 + 3a + 2a^2)d1^262d2^179 + (1 + 2a + 4a^2)d1^263d2^179 + (3 + 1a + 1a^2)d1^264d2^179 + (1 + 3a + 3a^2)d1^265d2^179 + (2 + 0a + 1a^2)d1^266d2^179 + (0 + 0a + 4a^2)d1^267d2^179 + (4 + 3a + 0a^2)d1^268d2^179 + (0 + 3a + 0a^2)d1^269d2^179 + (1 + 4a + 2a^2)d1^270d2^179 + (1 + 2a + 1a^2)d1^271d2^179 + (3 + 3a + 0a^2)d1^272d2^179 + (4 + 3a + 0a^2)d1^273d2^179 + (2 + 3a + 4a^2)d1^274d2^179 + (2 + 4a + 4a^2)d1^275d2^179 + (0 + 4a + 1a^2)d1^276d2^179 + (0 + 1a + 4a^2)d1^277d2^179 + (4 + 3a + 0a^2)d1^278d2^179 + (1 + 0a + 2a^2)d1^279d2^179 + (3 + 3a + 2a^2)d1^280d2^179 + (2 + 2a + 1a^2)d1^281d2^179 + (1 + 3a + 4a^2)d1^282d2^179 + (2 + 1a + 2a^2)d1^283d2^179 + (4 + 3a + 0a^2)d1^284d2^179 + (1 + 1a + 0a^2)d1^285d2^179 + (2 + 3a + 4a^2)d1^286d2^179 + (4 + 3a + 1a^2)d1^287d2^179 + (0 + 2a + 1a^2)d1^288d2^179 + (4 + 1a + 0a^2)d1^289d2^179 + (0 + 2a + 0a^2)d1^290d2^179 + (4 + 4a + 2a^2)d1^291d2^179 + (0 + 3a + 2a^2)d1^292d2^179 + (0 + 3a + 1a^2)d1^293d2^179 + (4 + 1a + 4a^2)d2^180 + (3 + 0a + 3a^2)d1^1d2^180 + (3 + 4a + 0a^2)d1^2d2^180 + (2 + 2a + 0a^2)d1^3d2^180 + (4 + 4a + 1a^2)d1^4d2^180 + (4 + 0a + 1a^2)d1^5d2^180 + (1 + 0a + 0a^2)d1^6d2^180 + (2 + 1a + 2a^2)d1^7d2^180 + (3 + 2a + 2a^2)d1^8d2^180 + (2 + 4a + 0a^2)d1^9d2^180 + (0 + 1a + 0a^2)d1^10d2^180 + (3 + 3a + 4a^2)d1^11d2^180 + (0 + 4a + 4a^2)d1^12d2^180 + (4 + 2a + 0a^2)d1^13d2^180 + (3 + 1a + 3a^2)d1^14d2^180 + (4 + 2a + 3a^2)d1^15d2^180 + (1 + 4a + 4a^2)d1^16d2^180 + (3 + 1a + 1a^2)d1^17d2^180 + (4 + 3a + 4a^2)d1^18d2^180 + (4 + 0a + 4a^2)d1^19d2^180 + (1 + 4a + 0a^2)d1^20d2^180 + (3 + 1a + 4a^2)d1^21d2^180 + (4 + 4a + 2a^2)d1^22d2^180 + (2 + 0a + 4a^2)d1^23d2^180 + (1 + 2a + 3a^2)d1^24d2^180 + (1 + 3a + 2a^2)d1^25d2^180 + (3 + 2a + 4a^2)d1^26d2^180 + (0 + 4a + 3a^2)d1^27d2^180 + (2 + 0a + 4a^2)d1^28d2^180 + (4 + 2a + 1a^2)d1^29d2^180 + (2 + 0a + 2a^2)d1^30d2^180 + (2 + 1a + 1a^2)d1^31d2^180 + (1 + 3a + 0a^2)d1^32d2^180 + (0 + 1a + 2a^2)d1^33d2^180 + (1 + 4a + 0a^2)d1^34d2^180 + (4 + 1a + 0a^2)d1^35d2^180 + (0 + 0a + 3a^2)d1^36d2^180 + (2 + 4a + 0a^2)d1^37d2^180 + (3 + 1a + 0a^2)d1^38d2^180 + (4 + 4a + 2a^2)d1^39d2^180 + (3 + 0a + 2a^2)d1^40d2^180 + (1 + 0a + 2a^2)d1^41d2^180 + (0 + 3a + 4a^2)d1^42d2^180 + (0 + 3a + 0a^2)d1^43d2^180 + (3 + 3a + 1a^2)d1^44d2^180 + (2 + 4a + 0a^2)d1^45d2^180 + (4 + 4a + 0a^2)d1^46d2^180 + (1 + 4a + 1a^2)d1^47d2^180 + (2 + 2a + 0a^2)d1^49d2^180 + (2 + 3a + 0a^2)d1^50d2^180 + (4 + 0a + 0a^2)d1^51d2^180 + (1 + 2a + 3a^2)d1^52d2^180 + (3 + 2a + 0a^2)d1^53d2^180 + (3 + 2a + 4a^2)d1^54d2^180 + (4 + 0a + 1a^2)d1^55d2^180 + (4 + 1a + 2a^2)d1^56d2^180 + (1 + 1a + 1a^2)d1^57d2^180 + (0 + 1a + 4a^2)d1^58d2^180 + (0 + 4a + 2a^2)d1^59d2^180 + (3 + 1a + 4a^2)d1^60d2^180 + (4 + 3a + 1a^2)d1^61d2^180 + (2 + 3a + 1a^2)d1^62d2^180 + (4 + 2a + 3a^2)d1^63d2^180 + (4 + 0a + 2a^2)d1^64d2^180 + (4 + 0a + 0a^2)d1^65d2^180 + (2 + 0a + 1a^2)d1^66d2^180 + (1 + 2a + 0a^2)d1^67d2^180 + (4 + 2a + 3a^2)d1^68d2^180 + (1 + 4a + 4a^2)d1^69d2^180 + (2 + 1a + 1a^2)d1^70d2^180 + (3 + 0a + 0a^2)d1^71d2^180 + (1 + 3a + 1a^2)d1^72d2^180 + (3 + 1a + 2a^2)d1^73d2^180 + (0 + 3a + 4a^2)d1^74d2^180 + (2 + 3a + 3a^2)d1^75d2^180 + (2 + 0a + 4a^2)d1^76d2^180 + (1 + 2a + 3a^2)d1^77d2^180 + (2 + 4a + 4a^2)d1^78d2^180 + (1 + 4a + 2a^2)d1^79d2^180 + (2 + 0a + 2a^2)d1^80d2^180 + (2 + 2a + 1a^2)d1^81d2^180 + (3 + 4a + 4a^2)d1^82d2^180 + (0 + 3a + 1a^2)d1^83d2^180 + (4 + 2a + 3a^2)d1^84d2^180 + (1 + 2a + 2a^2)d1^85d2^180 + (1 + 4a + 0a^2)d1^86d2^180 + (0 + 4a + 2a^2)d1^87d2^180 + (3 + 2a + 3a^2)d1^88d2^180 + (0 + 3a + 0a^2)d1^89d2^180 + (0 + 3a + 1a^2)d1^90d2^180 + (1 + 4a + 1a^2)d1^91d2^180 + (4 + 4a + 0a^2)d1^92d2^180 + (4 + 4a + 1a^2)d1^93d2^180 + (3 + 3a + 2a^2)d1^94d2^180 + (3 + 4a + 0a^2)d1^95d2^180 + (3 + 2a + 1a^2)d1^96d2^180 + (1 + 0a + 3a^2)d1^97d2^180 + (1 + 2a + 2a^2)d1^98d2^180 + (1 + 2a + 1a^2)d1^99d2^180 + (2 + 4a + 3a^2)d1^100d2^180 + (2 + 1a + 2a^2)d1^101d2^180 + (2 + 0a + 1a^2)d1^102d2^180 + (0 + 4a + 2a^2)d1^103d2^180 + (0 + 2a + 3a^2)d1^104d2^180 + (4 + 0a + 1a^2)d1^105d2^180 + (3 + 3a + 3a^2)d1^106d2^180 + (3 + 1a + 3a^2)d1^107d2^180 + (1 + 0a + 1a^2)d1^108d2^180 + (1 + 4a + 1a^2)d1^109d2^180 + (4 + 1a + 0a^2)d1^110d2^180 + (4 + 3a + 3a^2)d1^111d2^180 + (2 + 4a + 2a^2)d1^112d2^180 + (1 + 3a + 1a^2)d1^113d2^180 + (1 + 3a + 3a^2)d1^114d2^180 + (2 + 3a + 2a^2)d1^115d2^180 + (3 + 1a + 0a^2)d1^116d2^180 + (1 + 4a + 1a^2)d1^117d2^180 + (3 + 3a + 2a^2)d1^118d2^180 + (0 + 2a + 1a^2)d1^119d2^180 + (3 + 3a + 2a^2)d1^120d2^180 + (3 + 0a + 0a^2)d1^121d2^180 + (2 + 2a + 3a^2)d1^122d2^180 + (2 + 2a + 2a^2)d1^123d2^180 + (4 + 2a + 4a^2)d1^124d2^180 + (2 + 0a + 2a^2)d1^125d2^180 + (2 + 3a + 2a^2)d1^126d2^180 + (3 + 3a + 1a^2)d1^127d2^180 + (4 + 0a + 0a^2)d1^128d2^180 + (4 + 3a + 1a^2)d1^129d2^180 + (4 + 3a + 1a^2)d1^130d2^180 + (2 + 2a + 2a^2)d1^131d2^180 + (1 + 3a + 2a^2)d1^132d2^180 + (4 + 0a + 4a^2)d1^133d2^180 + (2 + 3a + 0a^2)d1^134d2^180 + (3 + 3a + 2a^2)d1^135d2^180 + (1 + 4a + 4a^2)d1^136d2^180 + (0 + 1a + 0a^2)d1^137d2^180 + (4 + 3a + 2a^2)d1^138d2^180 + (0 + 0a + 2a^2)d1^139d2^180 + (4 + 1a + 1a^2)d1^140d2^180 + (4 + 0a + 1a^2)d1^141d2^180 + (2 + 2a + 2a^2)d1^142d2^180 + (2 + 3a + 3a^2)d1^143d2^180 + (3 + 3a + 2a^2)d1^144d2^180 + (0 + 4a + 3a^2)d1^145d2^180 + (3 + 2a + 0a^2)d1^146d2^180 + (4 + 3a + 3a^2)d1^147d2^180 + (4 + 1a + 3a^2)d1^148d2^180 + (3 + 4a + 2a^2)d1^149d2^180 + (3 + 3a + 2a^2)d1^150d2^180 + (2 + 4a + 3a^2)d1^151d2^180 + (4 + 4a + 4a^2)d1^152d2^180 + (2 + 2a + 3a^2)d1^153d2^180 + (3 + 2a + 1a^2)d1^154d2^180 + (3 + 4a + 4a^2)d1^155d2^180 + (2 + 4a + 4a^2)d1^156d2^180 + (4 + 1a + 1a^2)d1^157d2^180 + (3 + 1a + 3a^2)d1^158d2^180 + (1 + 2a + 2a^2)d1^159d2^180 + (2 + 2a + 2a^2)d1^160d2^180 + (0 + 3a + 1a^2)d1^161d2^180 + (2 + 0a + 2a^2)d1^162d2^180 + (1 + 1a + 3a^2)d1^163d2^180 + (0 + 3a + 3a^2)d1^164d2^180 + (4 + 2a + 2a^2)d1^165d2^180 + (4 + 1a + 1a^2)d1^166d2^180 + (4 + 2a + 1a^2)d1^167d2^180 + (0 + 2a + 2a^2)d1^168d2^180 + (4 + 0a + 4a^2)d1^169d2^180 + (0 + 1a + 4a^2)d1^170d2^180 + (1 + 3a + 1a^2)d1^171d2^180 + (3 + 3a + 3a^2)d1^172d2^180 + (3 + 0a + 0a^2)d1^173d2^180 + (2 + 3a + 1a^2)d1^174d2^180 + (2 + 4a + 3a^2)d1^175d2^180 + (1 + 4a + 3a^2)d1^176d2^180 + (0 + 2a + 4a^2)d1^177d2^180 + (0 + 0a + 2a^2)d1^178d2^180 + (3 + 1a + 2a^2)d1^179d2^180 + (4 + 0a + 2a^2)d1^180d2^180 + (0 + 1a + 3a^2)d1^181d2^180 + (2 + 3a + 2a^2)d1^182d2^180 + (4 + 1a + 4a^2)d1^183d2^180 + (2 + 4a + 4a^2)d1^184d2^180 + (4 + 1a + 3a^2)d1^185d2^180 + (3 + 0a + 1a^2)d1^186d2^180 + (1 + 1a + 2a^2)d1^187d2^180 + (0 + 4a + 1a^2)d1^188d2^180 + (2 + 2a + 0a^2)d1^189d2^180 + (4 + 1a + 1a^2)d1^190d2^180 + (1 + 2a + 0a^2)d1^191d2^180 + (2 + 3a + 4a^2)d1^192d2^180 + (3 + 3a + 1a^2)d1^193d2^180 + (3 + 4a + 4a^2)d1^194d2^180 + (2 + 3a + 2a^2)d1^195d2^180 + (0 + 1a + 3a^2)d1^196d2^180 + (4 + 0a + 0a^2)d1^197d2^180 + (2 + 3a + 0a^2)d1^198d2^180 + (3 + 2a + 0a^2)d1^199d2^180 + (3 + 3a + 2a^2)d1^200d2^180 + (3 + 3a + 0a^2)d1^201d2^180 + (2 + 0a + 4a^2)d1^202d2^180 + (3 + 2a + 1a^2)d1^203d2^180 + (2 + 2a + 4a^2)d1^204d2^180 + (2 + 3a + 0a^2)d1^205d2^180 + (0 + 3a + 2a^2)d1^206d2^180 + (0 + 0a + 1a^2)d1^207d2^180 + (1 + 4a + 3a^2)d1^208d2^180 + (2 + 1a + 2a^2)d1^209d2^180 + (0 + 2a + 3a^2)d1^210d2^180 + (0 + 4a + 3a^2)d1^211d2^180 + (2 + 3a + 4a^2)d1^212d2^180 + (1 + 3a + 2a^2)d1^213d2^180 + (4 + 4a + 0a^2)d1^214d2^180 + (4 + 4a + 2a^2)d1^215d2^180 + (3 + 4a + 4a^2)d1^216d2^180 + (2 + 1a + 1a^2)d1^217d2^180 + (3 + 2a + 2a^2)d1^218d2^180 + (1 + 2a + 3a^2)d1^219d2^180 + (3 + 0a + 4a^2)d1^220d2^180 + (1 + 3a + 3a^2)d1^221d2^180 + (2 + 3a + 2a^2)d1^222d2^180 + (3 + 4a + 0a^2)d1^223d2^180 + (0 + 0a + 4a^2)d1^224d2^180 + (1 + 1a + 1a^2)d1^225d2^180 + (0 + 3a + 4a^2)d1^226d2^180 + (4 + 3a + 1a^2)d1^227d2^180 + (2 + 2a + 2a^2)d1^228d2^180 + (2 + 0a + 0a^2)d1^229d2^180 + (2 + 4a + 0a^2)d1^230d2^180 + (2 + 1a + 3a^2)d1^231d2^180 + (2 + 2a + 0a^2)d1^232d2^180 + (4 + 4a + 0a^2)d1^233d2^180 + (2 + 2a + 3a^2)d1^234d2^180 + (0 + 0a + 1a^2)d1^235d2^180 + (4 + 0a + 4a^2)d1^236d2^180 + (0 + 4a + 1a^2)d1^237d2^180 + (3 + 1a + 2a^2)d1^238d2^180 + (4 + 0a + 1a^2)d1^239d2^180 + (2 + 4a + 1a^2)d1^240d2^180 + (0 + 1a + 0a^2)d1^241d2^180 + (1 + 4a + 4a^2)d1^242d2^180 + (0 + 3a + 0a^2)d1^243d2^180 + (3 + 0a + 0a^2)d1^244d2^180 + (3 + 3a + 1a^2)d1^245d2^180 + (2 + 0a + 3a^2)d1^246d2^180 + (3 + 3a + 1a^2)d1^247d2^180 + (3 + 3a + 3a^2)d1^248d2^180 + (2 + 1a + 1a^2)d1^249d2^180 + (2 + 3a + 4a^2)d1^250d2^180 + (4 + 3a + 3a^2)d1^251d2^180 + (3 + 2a + 1a^2)d1^252d2^180 + (3 + 1a + 3a^2)d1^253d2^180 + (0 + 3a + 4a^2)d1^254d2^180 + (0 + 0a + 3a^2)d1^255d2^180 + (3 + 2a + 2a^2)d1^256d2^180 + (1 + 2a + 4a^2)d1^257d2^180 + (3 + 0a + 0a^2)d1^258d2^180 + (0 + 4a + 0a^2)d1^259d2^180 + (1 + 0a + 2a^2)d1^260d2^180 + (0 + 2a + 1a^2)d1^261d2^180 + (3 + 4a + 3a^2)d1^262d2^180 + (4 + 4a + 1a^2)d1^263d2^180 + (2 + 4a + 0a^2)d1^264d2^180 + (3 + 2a + 4a^2)d1^265d2^180 + (4 + 3a + 1a^2)d1^266d2^180 + (1 + 0a + 4a^2)d1^267d2^180 + (1 + 0a + 3a^2)d1^268d2^180 + (3 + 2a + 3a^2)d1^269d2^180 + (1 + 4a + 1a^2)d1^270d2^180 + (0 + 0a + 4a^2)d1^271d2^180 + (0 + 1a + 3a^2)d1^272d2^180 + (2 + 3a + 2a^2)d1^273d2^180 + (3 + 3a + 1a^2)d1^274d2^180 + (2 + 2a + 1a^2)d1^275d2^180 + (4 + 4a + 1a^2)d1^276d2^180 + (1 + 3a + 1a^2)d1^277d2^180 + (2 + 2a + 3a^2)d1^278d2^180 + (3 + 1a + 4a^2)d1^279d2^180 + (3 + 1a + 0a^2)d1^280d2^180 + (2 + 0a + 3a^2)d1^281d2^180 + (1 + 4a + 2a^2)d1^282d2^180 + (3 + 3a + 4a^2)d1^283d2^180 + (1 + 1a + 3a^2)d1^284d2^180 + (1 + 2a + 1a^2)d1^285d2^180 + (0 + 3a + 0a^2)d1^286d2^180 + (3 + 4a + 4a^2)d1^287d2^180 + (0 + 0a + 2a^2)d1^288d2^180 + (3 + 3a + 4a^2)d1^289d2^180 + (4 + 1a + 1a^2)d1^290d2^180 + (1 + 3a + 1a^2)d1^291d2^180 + (4 + 2a + 1a^2)d1^292d2^180 + (1 + 3a + 3a^2)d1^293d2^180 + (0 + 2a + 1a^2)d2^181 + (0 + 3a + 4a^2)d1^1d2^181 + (4 + 2a + 1a^2)d1^2d2^181 + (2 + 3a + 4a^2)d1^3d2^181 + (1 + 3a + 3a^2)d1^4d2^181 + (0 + 2a + 2a^2)d1^5d2^181 + (0 + 4a + 2a^2)d1^6d2^181 + (0 + 4a + 0a^2)d1^7d2^181 + (4 + 0a + 2a^2)d1^8d2^181 + (2 + 0a + 4a^2)d1^9d2^181 + (4 + 1a + 4a^2)d1^10d2^181 + (4 + 2a + 4a^2)d1^11d2^181 + (0 + 4a + 0a^2)d1^12d2^181 + (2 + 2a + 0a^2)d1^13d2^181 + (2 + 4a + 3a^2)d1^14d2^181 + (2 + 1a + 0a^2)d1^15d2^181 + (3 + 3a + 0a^2)d1^16d2^181 + (0 + 1a + 4a^2)d1^17d2^181 + (4 + 4a + 3a^2)d1^18d2^181 + (3 + 3a + 4a^2)d1^19d2^181 + (0 + 3a + 4a^2)d1^20d2^181 + (4 + 1a + 3a^2)d1^21d2^181 + (2 + 2a + 3a^2)d1^22d2^181 + (1 + 2a + 0a^2)d1^23d2^181 + (1 + 2a + 1a^2)d1^24d2^181 + (2 + 4a + 1a^2)d1^25d2^181 + (1 + 1a + 2a^2)d1^26d2^181 + (1 + 1a + 3a^2)d1^27d2^181 + (1 + 2a + 1a^2)d1^28d2^181 + (0 + 1a + 3a^2)d1^29d2^181 + (0 + 4a + 2a^2)d1^30d2^181 + (2 + 3a + 0a^2)d1^31d2^181 + (2 + 3a + 4a^2)d1^32d2^181 + (1 + 0a + 3a^2)d1^33d2^181 + (3 + 4a + 4a^2)d1^34d2^181 + (1 + 2a + 0a^2)d1^35d2^181 + (2 + 1a + 4a^2)d1^36d2^181 + (1 + 3a + 4a^2)d1^37d2^181 + (0 + 1a + 1a^2)d1^38d2^181 + (2 + 4a + 1a^2)d1^39d2^181 + (1 + 4a + 4a^2)d1^40d2^181 + (2 + 2a + 4a^2)d1^41d2^181 + (2 + 3a + 2a^2)d1^42d2^181 + (1 + 4a + 2a^2)d1^43d2^181 + (2 + 4a + 3a^2)d1^44d2^181 + (1 + 0a + 0a^2)d1^45d2^181 + (0 + 0a + 3a^2)d1^46d2^181 + (0 + 1a + 1a^2)d1^47d2^181 + (4 + 3a + 1a^2)d1^48d2^181 + (1 + 3a + 2a^2)d1^49d2^181 + (1 + 4a + 1a^2)d1^50d2^181 + (0 + 4a + 4a^2)d1^51d2^181 + (0 + 0a + 4a^2)d1^52d2^181 + (1 + 0a + 2a^2)d1^53d2^181 + (1 + 2a + 4a^2)d1^54d2^181 + (0 + 3a + 4a^2)d1^55d2^181 + (4 + 2a + 4a^2)d1^56d2^181 + (4 + 3a + 4a^2)d1^57d2^181 + (2 + 1a + 2a^2)d1^58d2^181 + (3 + 4a + 3a^2)d1^59d2^181 + (2 + 0a + 0a^2)d1^60d2^181 + (4 + 0a + 0a^2)d1^61d2^181 + (4 + 3a + 0a^2)d1^62d2^181 + (3 + 0a + 4a^2)d1^63d2^181 + (1 + 4a + 4a^2)d1^64d2^181 + (0 + 2a + 4a^2)d1^65d2^181 + (0 + 3a + 0a^2)d1^66d2^181 + (3 + 4a + 1a^2)d1^67d2^181 + (4 + 2a + 0a^2)d1^68d2^181 + (3 + 3a + 1a^2)d1^69d2^181 + (4 + 4a + 4a^2)d1^70d2^181 + (2 + 0a + 1a^2)d1^72d2^181 + (0 + 0a + 2a^2)d1^73d2^181 + (0 + 1a + 0a^2)d1^74d2^181 + (4 + 4a + 0a^2)d1^75d2^181 + (4 + 2a + 1a^2)d1^76d2^181 + (4 + 0a + 4a^2)d1^77d2^181 + (1 + 4a + 1a^2)d1^78d2^181 + (2 + 0a + 3a^2)d1^79d2^181 + (1 + 1a + 2a^2)d1^80d2^181 + (2 + 1a + 1a^2)d1^81d2^181 + (0 + 4a + 2a^2)d1^82d2^181 + (4 + 4a + 3a^2)d1^83d2^181 + (2 + 2a + 4a^2)d1^84d2^181 + (4 + 4a + 3a^2)d1^85d2^181 + (3 + 2a + 4a^2)d1^86d2^181 + (1 + 2a + 3a^2)d1^87d2^181 + (4 + 3a + 3a^2)d1^88d2^181 + (3 + 3a + 3a^2)d1^89d2^181 + (4 + 2a + 3a^2)d1^90d2^181 + (0 + 4a + 1a^2)d1^91d2^181 + (4 + 3a + 0a^2)d1^92d2^181 + (2 + 2a + 3a^2)d1^93d2^181 + (4 + 1a + 0a^2)d1^94d2^181 + (4 + 4a + 4a^2)d1^95d2^181 + (3 + 4a + 1a^2)d1^96d2^181 + (4 + 4a + 3a^2)d1^97d2^181 + (0 + 2a + 1a^2)d1^98d2^181 + (2 + 1a + 4a^2)d1^99d2^181 + (3 + 4a + 3a^2)d1^100d2^181 + (1 + 2a + 2a^2)d1^101d2^181 + (1 + 0a + 4a^2)d1^102d2^181 + (4 + 2a + 3a^2)d1^103d2^181 + (1 + 0a + 3a^2)d1^104d2^181 + (4 + 3a + 3a^2)d1^105d2^181 + (2 + 2a + 0a^2)d1^106d2^181 + (0 + 0a + 1a^2)d1^107d2^181 + (0 + 3a + 3a^2)d1^108d2^181 + (4 + 3a + 1a^2)d1^109d2^181 + (1 + 1a + 4a^2)d1^110d2^181 + (2 + 1a + 4a^2)d1^111d2^181 + (3 + 1a + 0a^2)d1^112d2^181 + (3 + 0a + 1a^2)d1^113d2^181 + (1 + 4a + 4a^2)d1^114d2^181 + (4 + 0a + 4a^2)d1^115d2^181 + (2 + 3a + 3a^2)d1^116d2^181 + (2 + 4a + 0a^2)d1^117d2^181 + (3 + 0a + 2a^2)d1^118d2^181 + (2 + 4a + 2a^2)d1^119d2^181 + (4 + 1a + 4a^2)d1^120d2^181 + (4 + 4a + 3a^2)d1^121d2^181 + (3 + 3a + 4a^2)d1^122d2^181 + (1 + 1a + 3a^2)d1^123d2^181 + (1 + 3a + 3a^2)d1^124d2^181 + (4 + 2a + 1a^2)d1^125d2^181 + (0 + 0a + 1a^2)d1^126d2^181 + (4 + 0a + 0a^2)d1^127d2^181 + (2 + 2a + 0a^2)d1^128d2^181 + (0 + 3a + 4a^2)d1^129d2^181 + (4 + 4a + 1a^2)d1^130d2^181 + (3 + 4a + 1a^2)d1^131d2^181 + (0 + 2a + 1a^2)d1^132d2^181 + (1 + 4a + 2a^2)d1^133d2^181 + (4 + 0a + 2a^2)d1^134d2^181 + (3 + 4a + 1a^2)d1^135d2^181 + (2 + 0a + 0a^2)d1^136d2^181 + (3 + 3a + 3a^2)d1^137d2^181 + (2 + 1a + 2a^2)d1^138d2^181 + (2 + 3a + 1a^2)d1^139d2^181 + (2 + 1a + 4a^2)d1^140d2^181 + (4 + 4a + 2a^2)d1^141d2^181 + (2 + 0a + 3a^2)d1^142d2^181 + (2 + 1a + 4a^2)d1^143d2^181 + (2 + 4a + 3a^2)d1^144d2^181 + (1 + 0a + 3a^2)d1^145d2^181 + (0 + 3a + 3a^2)d1^146d2^181 + (2 + 2a + 3a^2)d1^147d2^181 + (1 + 2a + 1a^2)d1^148d2^181 + (1 + 3a + 2a^2)d1^149d2^181 + (2 + 1a + 3a^2)d1^150d2^181 + (2 + 4a + 0a^2)d1^151d2^181 + (1 + 4a + 2a^2)d1^152d2^181 + (4 + 1a + 3a^2)d1^153d2^181 + (4 + 0a + 2a^2)d1^154d2^181 + (0 + 3a + 2a^2)d1^155d2^181 + (4 + 0a + 2a^2)d1^156d2^181 + (1 + 4a + 3a^2)d1^157d2^181 + (2 + 1a + 4a^2)d1^158d2^181 + (1 + 4a + 3a^2)d1^159d2^181 + (2 + 4a + 1a^2)d1^160d2^181 + (2 + 2a + 3a^2)d1^161d2^181 + (3 + 1a + 3a^2)d1^162d2^181 + (3 + 1a + 2a^2)d1^163d2^181 + (0 + 2a + 3a^2)d1^164d2^181 + (2 + 2a + 0a^2)d1^165d2^181 + (3 + 0a + 1a^2)d1^166d2^181 + (4 + 2a + 3a^2)d1^167d2^181 + (0 + 2a + 2a^2)d1^168d2^181 + (2 + 1a + 4a^2)d1^169d2^181 + (0 + 4a + 2a^2)d1^170d2^181 + (0 + 0a + 4a^2)d1^171d2^181 + (3 + 0a + 4a^2)d1^172d2^181 + (3 + 2a + 4a^2)d1^173d2^181 + (0 + 2a + 0a^2)d1^174d2^181 + (2 + 1a + 4a^2)d1^175d2^181 + (4 + 3a + 4a^2)d1^176d2^181 + (2 + 4a + 4a^2)d1^177d2^181 + (4 + 2a + 0a^2)d1^178d2^181 + (4 + 3a + 0a^2)d1^179d2^181 + (4 + 1a + 2a^2)d1^180d2^181 + (4 + 0a + 3a^2)d1^181d2^181 + (3 + 4a + 0a^2)d1^182d2^181 + (2 + 4a + 2a^2)d1^183d2^181 + (0 + 4a + 4a^2)d1^184d2^181 + (4 + 2a + 0a^2)d1^185d2^181 + (4 + 1a + 2a^2)d1^186d2^181 + (0 + 0a + 4a^2)d1^187d2^181 + (1 + 3a + 3a^2)d1^188d2^181 + (4 + 3a + 4a^2)d1^189d2^181 + (2 + 1a + 4a^2)d1^190d2^181 + (2 + 4a + 0a^2)d1^191d2^181 + (3 + 1a + 1a^2)d1^192d2^181 + (3 + 0a + 2a^2)d1^193d2^181 + (4 + 2a + 3a^2)d1^194d2^181 + (3 + 3a + 4a^2)d1^195d2^181 + (2 + 2a + 0a^2)d1^196d2^181 + (1 + 1a + 0a^2)d1^197d2^181 + (3 + 0a + 1a^2)d1^198d2^181 + (2 + 1a + 3a^2)d1^199d2^181 + (4 + 3a + 1a^2)d1^200d2^181 + (2 + 4a + 3a^2)d1^201d2^181 + (3 + 3a + 0a^2)d1^202d2^181 + (2 + 3a + 1a^2)d1^203d2^181 + (1 + 1a + 2a^2)d1^204d2^181 + (0 + 0a + 4a^2)d1^205d2^181 + (0 + 1a + 1a^2)d1^206d2^181 + (1 + 3a + 4a^2)d1^207d2^181 + (4 + 4a + 0a^2)d1^208d2^181 + (4 + 4a + 2a^2)d1^209d2^181 + (2 + 0a + 2a^2)d1^210d2^181 + (4 + 3a + 2a^2)d1^211d2^181 + (4 + 1a + 2a^2)d1^212d2^181 + (3 + 4a + 2a^2)d1^213d2^181 + (2 + 1a + 3a^2)d1^214d2^181 + (3 + 3a + 1a^2)d1^215d2^181 + (4 + 4a + 0a^2)d1^216d2^181 + (1 + 0a + 1a^2)d1^218d2^181 + (1 + 4a + 4a^2)d1^219d2^181 + (0 + 3a + 3a^2)d1^220d2^181 + (1 + 1a + 1a^2)d1^221d2^181 + (2 + 0a + 2a^2)d1^222d2^181 + (0 + 3a + 0a^2)d1^223d2^181 + (4 + 0a + 0a^2)d1^224d2^181 + (2 + 1a + 0a^2)d1^225d2^181 + (2 + 2a + 2a^2)d1^226d2^181 + (0 + 4a + 1a^2)d1^227d2^181 + (0 + 1a + 3a^2)d1^228d2^181 + (1 + 2a + 3a^2)d1^229d2^181 + (3 + 1a + 3a^2)d1^230d2^181 + (2 + 4a + 4a^2)d1^231d2^181 + (2 + 2a + 1a^2)d1^232d2^181 + (1 + 1a + 3a^2)d1^233d2^181 + (2 + 2a + 1a^2)d1^234d2^181 + (0 + 4a + 3a^2)d1^235d2^181 + (4 + 4a + 4a^2)d1^236d2^181 + (3 + 3a + 0a^2)d1^237d2^181 + (0 + 0a + 1a^2)d1^238d2^181 + (3 + 1a + 1a^2)d1^239d2^181 + (0 + 1a + 2a^2)d1^240d2^181 + (3 + 4a + 2a^2)d1^241d2^181 + (0 + 2a + 3a^2)d1^242d2^181 + (4 + 3a + 0a^2)d1^243d2^181 + (2 + 2a + 4a^2)d1^244d2^181 + (4 + 0a + 0a^2)d1^245d2^181 + (2 + 0a + 1a^2)d1^246d2^181 + (0 + 0a + 1a^2)d1^247d2^181 + (3 + 2a + 4a^2)d1^248d2^181 + (2 + 1a + 3a^2)d1^249d2^181 + (0 + 3a + 0a^2)d1^250d2^181 + (0 + 0a + 2a^2)d1^251d2^181 + (1 + 2a + 2a^2)d1^252d2^181 + (1 + 1a + 1a^2)d1^253d2^181 + (4 + 2a + 3a^2)d1^254d2^181 + (2 + 3a + 3a^2)d1^255d2^181 + (2 + 1a + 1a^2)d1^256d2^181 + (2 + 4a + 1a^2)d1^257d2^181 + (4 + 0a + 0a^2)d1^258d2^181 + (4 + 2a + 2a^2)d1^259d2^181 + (1 + 0a + 2a^2)d1^260d2^181 + (4 + 3a + 1a^2)d1^261d2^181 + (2 + 2a + 2a^2)d1^262d2^181 + (1 + 2a + 0a^2)d1^263d2^181 + (2 + 2a + 0a^2)d1^264d2^181 + (1 + 0a + 3a^2)d1^265d2^181 + (0 + 4a + 2a^2)d1^266d2^181 + (3 + 0a + 1a^2)d1^267d2^181 + (3 + 2a + 3a^2)d1^268d2^181 + (3 + 4a + 1a^2)d1^269d2^181 + (1 + 0a + 0a^2)d1^270d2^181 + (1 + 4a + 0a^2)d1^271d2^181 + (1 + 2a + 0a^2)d1^272d2^181 + (1 + 2a + 2a^2)d1^273d2^181 + (3 + 3a + 1a^2)d1^274d2^181 + (3 + 4a + 1a^2)d1^275d2^181 + (4 + 0a + 4a^2)d1^276d2^181 + (0 + 0a + 2a^2)d1^277d2^181 + (3 + 1a + 0a^2)d1^278d2^181 + (4 + 3a + 4a^2)d1^279d2^181 + (2 + 1a + 4a^2)d1^280d2^181 + (4 + 0a + 0a^2)d1^281d2^181 + (1 + 0a + 0a^2)d1^282d2^181 + (0 + 4a + 3a^2)d1^283d2^181 + (3 + 2a + 2a^2)d1^284d2^181 + (1 + 1a + 4a^2)d1^285d2^181 + (4 + 2a + 2a^2)d1^286d2^181 + (4 + 4a + 2a^2)d1^287d2^181 + (3 + 1a + 3a^2)d1^288d2^181 + (1 + 4a + 0a^2)d1^289d2^181 + (0 + 1a + 3a^2)d1^290d2^181 + (4 + 0a + 0a^2)d1^291d2^181 + (0 + 0a + 1a^2)d1^292d2^181 + (4 + 4a + 3a^2)d1^293d2^181 + (4 + 0a + 3a^2)d2^182 + (3 + 4a + 3a^2)d1^1d2^182 + (2 + 4a + 3a^2)d1^2d2^182 + (4 + 1a + 4a^2)d1^3d2^182 + (4 + 1a + 0a^2)d1^4d2^182 + (1 + 0a + 0a^2)d1^6d2^182 + (1 + 0a + 1a^2)d1^7d2^182 + (4 + 3a + 4a^2)d1^8d2^182 + (2 + 2a + 2a^2)d1^9d2^182 + (4 + 2a + 2a^2)d1^10d2^182 + (3 + 3a + 4a^2)d1^11d2^182 + (2 + 0a + 4a^2)d1^12d2^182 + (0 + 4a + 0a^2)d1^13d2^182 + (2 + 2a + 2a^2)d1^14d2^182 + (4 + 0a + 3a^2)d1^15d2^182 + (4 + 0a + 4a^2)d1^16d2^182 + (2 + 0a + 4a^2)d1^17d2^182 + (2 + 1a + 0a^2)d1^18d2^182 + (2 + 2a + 2a^2)d1^19d2^182 + (1 + 0a + 0a^2)d1^20d2^182 + (4 + 2a + 4a^2)d1^21d2^182 + (2 + 2a + 3a^2)d1^22d2^182 + (2 + 2a + 3a^2)d1^23d2^182 + (0 + 2a + 3a^2)d1^24d2^182 + (4 + 2a + 1a^2)d1^25d2^182 + (3 + 4a + 2a^2)d1^26d2^182 + (2 + 0a + 0a^2)d1^27d2^182 + (2 + 4a + 1a^2)d1^28d2^182 + (0 + 3a + 4a^2)d1^29d2^182 + (2 + 0a + 1a^2)d1^30d2^182 + (2 + 3a + 1a^2)d1^31d2^182 + (3 + 3a + 4a^2)d1^32d2^182 + (1 + 4a + 4a^2)d1^33d2^182 + (1 + 2a + 3a^2)d1^34d2^182 + (4 + 2a + 2a^2)d1^35d2^182 + (0 + 4a + 0a^2)d1^36d2^182 + (0 + 3a + 1a^2)d1^37d2^182 + (4 + 4a + 1a^2)d1^38d2^182 + (0 + 2a + 4a^2)d1^39d2^182 + (0 + 3a + 0a^2)d1^40d2^182 + (3 + 4a + 2a^2)d1^41d2^182 + (0 + 2a + 0a^2)d1^42d2^182 + (3 + 4a + 0a^2)d1^43d2^182 + (0 + 2a + 0a^2)d1^44d2^182 + (3 + 1a + 3a^2)d1^45d2^182 + (1 + 3a + 2a^2)d1^46d2^182 + (3 + 3a + 4a^2)d1^47d2^182 + (2 + 4a + 4a^2)d1^48d2^182 + (4 + 2a + 0a^2)d1^49d2^182 + (3 + 2a + 3a^2)d1^50d2^182 + (0 + 2a + 1a^2)d1^51d2^182 + (0 + 0a + 1a^2)d1^52d2^182 + (0 + 3a + 4a^2)d1^53d2^182 + (2 + 0a + 0a^2)d1^54d2^182 + (1 + 3a + 3a^2)d1^55d2^182 + (0 + 3a + 4a^2)d1^56d2^182 + (0 + 4a + 4a^2)d1^57d2^182 + (2 + 0a + 4a^2)d1^58d2^182 + (4 + 2a + 3a^2)d1^59d2^182 + (4 + 4a + 4a^2)d1^60d2^182 + (3 + 2a + 0a^2)d1^61d2^182 + (0 + 1a + 4a^2)d1^62d2^182 + (4 + 3a + 2a^2)d1^63d2^182 + (3 + 3a + 0a^2)d1^64d2^182 + (2 + 4a + 0a^2)d1^65d2^182 + (4 + 3a + 3a^2)d1^67d2^182 + (2 + 2a + 1a^2)d1^68d2^182 + (3 + 4a + 2a^2)d1^69d2^182 + (0 + 1a + 1a^2)d1^70d2^182 + (1 + 2a + 3a^2)d1^71d2^182 + (2 + 0a + 0a^2)d1^72d2^182 + (1 + 2a + 1a^2)d1^73d2^182 + (2 + 0a + 4a^2)d1^74d2^182 + (0 + 2a + 2a^2)d1^75d2^182 + (4 + 0a + 2a^2)d1^76d2^182 + (0 + 4a + 0a^2)d1^77d2^182 + (4 + 2a + 0a^2)d1^78d2^182 + (4 + 2a + 2a^2)d1^79d2^182 + (0 + 3a + 3a^2)d1^80d2^182 + (3 + 4a + 3a^2)d1^81d2^182 + (1 + 2a + 4a^2)d1^82d2^182 + (0 + 4a + 0a^2)d1^83d2^182 + (4 + 2a + 0a^2)d1^84d2^182 + (4 + 0a + 2a^2)d1^85d2^182 + (0 + 1a + 2a^2)d1^86d2^182 + (2 + 0a + 0a^2)d1^87d2^182 + (2 + 4a + 0a^2)d1^88d2^182 + (2 + 4a + 4a^2)d1^89d2^182 + (3 + 3a + 4a^2)d1^90d2^182 + (3 + 4a + 3a^2)d1^91d2^182 + (3 + 0a + 4a^2)d1^92d2^182 + (0 + 3a + 3a^2)d1^93d2^182 + (2 + 3a + 0a^2)d1^94d2^182 + (1 + 1a + 1a^2)d1^95d2^182 + (3 + 0a + 1a^2)d1^97d2^182 + (1 + 3a + 4a^2)d1^98d2^182 + (3 + 4a + 2a^2)d1^99d2^182 + (0 + 4a + 2a^2)d1^100d2^182 + (4 + 0a + 0a^2)d1^101d2^182 + (2 + 2a + 4a^2)d1^102d2^182 + (4 + 3a + 0a^2)d1^103d2^182 + (1 + 2a + 0a^2)d1^104d2^182 + (1 + 2a + 1a^2)d1^105d2^182 + (2 + 0a + 0a^2)d1^106d2^182 + (1 + 3a + 3a^2)d1^107d2^182 + (0 + 2a + 2a^2)d1^108d2^182 + (4 + 2a + 0a^2)d1^109d2^182 + (4 + 3a + 4a^2)d1^110d2^182 + (2 + 3a + 4a^2)d1^111d2^182 + (2 + 2a + 0a^2)d1^112d2^182 + (3 + 4a + 3a^2)d1^113d2^182 + (3 + 1a + 1a^2)d1^114d2^182 + (2 + 4a + 3a^2)d1^115d2^182 + (0 + 2a + 4a^2)d1^116d2^182 + (1 + 2a + 0a^2)d1^117d2^182 + (4 + 4a + 1a^2)d1^118d2^182 + (3 + 4a + 0a^2)d1^119d2^182 + (4 + 4a + 0a^2)d1^120d2^182 + (4 + 0a + 3a^2)d1^121d2^182 + (0 + 4a + 2a^2)d1^122d2^182 + (4 + 1a + 3a^2)d1^123d2^182 + (0 + 3a + 2a^2)d1^124d2^182 + (4 + 2a + 3a^2)d1^125d2^182 + (2 + 2a + 0a^2)d1^126d2^182 + (1 + 4a + 3a^2)d1^127d2^182 + (2 + 1a + 4a^2)d1^128d2^182 + (2 + 0a + 3a^2)d1^129d2^182 + (2 + 0a + 1a^2)d1^130d2^182 + (1 + 4a + 0a^2)d1^131d2^182 + (1 + 2a + 3a^2)d1^132d2^182 + (0 + 2a + 0a^2)d1^133d2^182 + (2 + 4a + 4a^2)d1^134d2^182 + (4 + 0a + 2a^2)d1^135d2^182 + (0 + 2a + 3a^2)d1^136d2^182 + (4 + 0a + 4a^2)d1^137d2^182 + (3 + 2a + 2a^2)d1^138d2^182 + (3 + 4a + 2a^2)d1^139d2^182 + (3 + 0a + 1a^2)d1^140d2^182 + (3 + 3a + 4a^2)d1^141d2^182 + (1 + 2a + 3a^2)d1^142d2^182 + (2 + 2a + 1a^2)d1^143d2^182 + (4 + 3a + 1a^2)d1^144d2^182 + (1 + 0a + 2a^2)d1^145d2^182 + (0 + 1a + 3a^2)d1^146d2^182 + (4 + 4a + 4a^2)d1^147d2^182 + (1 + 0a + 0a^2)d1^148d2^182 + (3 + 3a + 3a^2)d1^149d2^182 + (3 + 3a + 4a^2)d1^150d2^182 + (1 + 4a + 3a^2)d1^151d2^182 + (1 + 4a + 4a^2)d1^152d2^182 + (4 + 2a + 2a^2)d1^153d2^182 + (0 + 1a + 0a^2)d1^154d2^182 + (3 + 4a + 1a^2)d1^155d2^182 + (4 + 0a + 0a^2)d1^156d2^182 + (3 + 1a + 3a^2)d1^157d2^182 + (2 + 0a + 0a^2)d1^158d2^182 + (4 + 3a + 0a^2)d1^159d2^182 + (0 + 0a + 2a^2)d1^160d2^182 + (0 + 2a + 4a^2)d1^161d2^182 + (3 + 2a + 3a^2)d1^162d2^182 + (1 + 3a + 2a^2)d1^163d2^182 + (0 + 1a + 0a^2)d1^164d2^182 + (3 + 0a + 4a^2)d1^165d2^182 + (4 + 3a + 3a^2)d1^166d2^182 + (0 + 1a + 0a^2)d1^167d2^182 + (0 + 0a + 3a^2)d1^168d2^182 + (3 + 3a + 4a^2)d1^169d2^182 + (1 + 0a + 4a^2)d1^170d2^182 + (3 + 1a + 2a^2)d1^171d2^182 + (0 + 0a + 2a^2)d1^172d2^182 + (1 + 0a + 1a^2)d1^173d2^182 + (3 + 4a + 0a^2)d1^174d2^182 + (1 + 3a + 4a^2)d1^175d2^182 + (2 + 2a + 0a^2)d1^176d2^182 + (2 + 1a + 1a^2)d1^177d2^182 + (1 + 0a + 1a^2)d1^178d2^182 + (4 + 2a + 0a^2)d1^179d2^182 + (3 + 3a + 4a^2)d1^180d2^182 + (0 + 2a + 4a^2)d1^181d2^182 + (0 + 4a + 2a^2)d1^182d2^182 + (3 + 3a + 2a^2)d1^183d2^182 + (3 + 1a + 3a^2)d1^184d2^182 + (4 + 4a + 0a^2)d1^185d2^182 + (1 + 4a + 4a^2)d1^186d2^182 + (3 + 0a + 4a^2)d1^187d2^182 + (0 + 4a + 1a^2)d1^188d2^182 + (0 + 4a + 3a^2)d1^189d2^182 + (2 + 1a + 2a^2)d1^190d2^182 + (1 + 3a + 2a^2)d1^191d2^182 + (3 + 0a + 3a^2)d1^192d2^182 + (3 + 0a + 1a^2)d1^193d2^182 + (0 + 1a + 1a^2)d1^194d2^182 + (3 + 4a + 1a^2)d1^195d2^182 + (3 + 1a + 1a^2)d1^196d2^182 + (0 + 0a + 4a^2)d1^197d2^182 + (1 + 2a + 1a^2)d1^198d2^182 + (3 + 4a + 0a^2)d1^199d2^182 + (4 + 4a + 0a^2)d1^200d2^182 + (4 + 1a + 3a^2)d1^201d2^182 + (1 + 2a + 3a^2)d1^202d2^182 + (1 + 1a + 1a^2)d1^203d2^182 + (4 + 0a + 0a^2)d1^204d2^182 + (4 + 2a + 4a^2)d1^205d2^182 + (3 + 3a + 4a^2)d1^206d2^182 + (4 + 2a + 1a^2)d1^207d2^182 + (3 + 2a + 4a^2)d1^208d2^182 + (2 + 3a + 0a^2)d1^209d2^182 + (0 + 0a + 1a^2)d1^210d2^182 + (0 + 4a + 2a^2)d1^211d2^182 + (1 + 3a + 0a^2)d1^212d2^182 + (1 + 1a + 1a^2)d1^213d2^182 + (2 + 3a + 1a^2)d1^214d2^182 + (0 + 0a + 2a^2)d1^215d2^182 + (1 + 0a + 0a^2)d1^216d2^182 + (4 + 2a + 3a^2)d1^217d2^182 + (0 + 1a + 2a^2)d1^218d2^182 + (2 + 0a + 1a^2)d1^219d2^182 + (2 + 2a + 3a^2)d1^220d2^182 + (1 + 2a + 0a^2)d1^221d2^182 + (1 + 0a + 4a^2)d1^222d2^182 + (0 + 1a + 2a^2)d1^223d2^182 + (4 + 0a + 0a^2)d1^224d2^182 + (1 + 1a + 4a^2)d1^225d2^182 + (4 + 4a + 1a^2)d1^226d2^182 + (0 + 3a + 3a^2)d1^227d2^182 + (3 + 3a + 1a^2)d1^228d2^182 + (4 + 4a + 2a^2)d1^229d2^182 + (0 + 4a + 3a^2)d1^230d2^182 + (1 + 2a + 4a^2)d1^231d2^182 + (1 + 2a + 3a^2)d1^232d2^182 + (4 + 2a + 3a^2)d1^233d2^182 + (1 + 4a + 3a^2)d1^234d2^182 + (2 + 4a + 2a^2)d1^235d2^182 + (1 + 1a + 2a^2)d1^236d2^182 + (4 + 0a + 2a^2)d1^237d2^182 + (3 + 1a + 0a^2)d1^238d2^182 + (4 + 1a + 3a^2)d1^239d2^182 + (1 + 3a + 4a^2)d1^240d2^182 + (3 + 4a + 0a^2)d1^241d2^182 + (2 + 0a + 4a^2)d1^242d2^182 + (4 + 3a + 1a^2)d1^243d2^182 + (2 + 0a + 0a^2)d1^244d2^182 + (1 + 3a + 0a^2)d1^245d2^182 + (1 + 1a + 3a^2)d1^246d2^182 + (0 + 3a + 1a^2)d1^247d2^182 + (0 + 1a + 3a^2)d1^248d2^182 + (3 + 4a + 2a^2)d1^249d2^182 + (2 + 4a + 1a^2)d1^250d2^182 + (4 + 4a + 4a^2)d1^251d2^182 + (4 + 0a + 3a^2)d1^252d2^182 + (2 + 2a + 1a^2)d1^253d2^182 + (1 + 1a + 1a^2)d1^254d2^182 + (2 + 2a + 3a^2)d1^255d2^182 + (2 + 1a + 1a^2)d1^256d2^182 + (3 + 2a + 2a^2)d1^257d2^182 + (1 + 1a + 3a^2)d1^258d2^182 + (0 + 0a + 1a^2)d1^259d2^182 + (2 + 4a + 1a^2)d1^260d2^182 + (4 + 4a + 4a^2)d1^261d2^182 + (3 + 4a + 0a^2)d1^262d2^182 + (0 + 2a + 0a^2)d1^263d2^182 + (4 + 3a + 1a^2)d1^264d2^182 + (2 + 3a + 0a^2)d1^265d2^182 + (3 + 4a + 3a^2)d1^266d2^182 + (3 + 1a + 0a^2)d1^267d2^182 + (1 + 3a + 2a^2)d1^268d2^182 + (1 + 1a + 1a^2)d1^269d2^182 + (1 + 1a + 2a^2)d1^270d2^182 + (1 + 3a + 0a^2)d1^271d2^182 + (2 + 2a + 2a^2)d1^272d2^182 + (2 + 2a + 2a^2)d1^273d2^182 + (2 + 1a + 4a^2)d1^274d2^182 + (3 + 2a + 3a^2)d1^275d2^182 + (2 + 0a + 3a^2)d1^276d2^182 + (0 + 1a + 4a^2)d1^277d2^182 + (3 + 1a + 3a^2)d1^278d2^182 + (2 + 3a + 2a^2)d1^279d2^182 + (0 + 3a + 2a^2)d1^280d2^182 + (1 + 1a + 3a^2)d1^281d2^182 + (4 + 4a + 0a^2)d1^282d2^182 + (2 + 1a + 0a^2)d1^283d2^182 + (4 + 1a + 2a^2)d1^284d2^182 + (3 + 0a + 3a^2)d1^285d2^182 + (4 + 2a + 3a^2)d1^286d2^182 + (2 + 4a + 1a^2)d1^287d2^182 + (2 + 3a + 2a^2)d1^288d2^182 + (0 + 4a + 1a^2)d1^289d2^182 + (2 + 4a + 4a^2)d1^290d2^182 + (0 + 3a + 1a^2)d1^291d2^182 + (2 + 1a + 0a^2)d1^292d2^182 + (0 + 2a + 1a^2)d1^293d2^182 + (2 + 2a + 4a^2)d2^183 + (4 + 2a + 4a^2)d1^1d2^183 + (3 + 4a + 3a^2)d1^2d2^183 + (4 + 3a + 2a^2)d1^3d2^183 + (2 + 0a + 4a^2)d1^4d2^183 + (3 + 0a + 4a^2)d1^5d2^183 + (2 + 3a + 0a^2)d1^6d2^183 + (1 + 4a + 0a^2)d1^7d2^183 + (1 + 4a + 3a^2)d1^8d2^183 + (1 + 2a + 3a^2)d1^9d2^183 + (2 + 3a + 2a^2)d1^10d2^183 + (2 + 4a + 2a^2)d1^11d2^183 + (0 + 1a + 2a^2)d1^12d2^183 + (0 + 4a + 0a^2)d1^13d2^183 + (3 + 2a + 0a^2)d1^14d2^183 + (4 + 3a + 4a^2)d1^15d2^183 + (3 + 4a + 3a^2)d1^16d2^183 + (1 + 3a + 1a^2)d1^17d2^183 + (0 + 1a + 1a^2)d1^18d2^183 + (3 + 1a + 2a^2)d1^19d2^183 + (2 + 1a + 1a^2)d1^20d2^183 + (1 + 2a + 3a^2)d1^21d2^183 + (4 + 0a + 0a^2)d1^22d2^183 + (1 + 1a + 0a^2)d1^23d2^183 + (0 + 0a + 4a^2)d1^24d2^183 + (3 + 3a + 3a^2)d1^25d2^183 + (0 + 3a + 4a^2)d1^26d2^183 + (3 + 4a + 3a^2)d1^27d2^183 + (4 + 3a + 2a^2)d1^28d2^183 + (2 + 2a + 1a^2)d1^29d2^183 + (3 + 3a + 1a^2)d1^30d2^183 + (1 + 1a + 3a^2)d1^31d2^183 + (1 + 3a + 0a^2)d1^32d2^183 + (0 + 0a + 4a^2)d1^33d2^183 + (0 + 1a + 4a^2)d1^34d2^183 + (2 + 4a + 0a^2)d1^35d2^183 + (2 + 3a + 0a^2)d1^36d2^183 + (1 + 3a + 3a^2)d1^37d2^183 + (4 + 0a + 1a^2)d1^38d2^183 + (3 + 2a + 2a^2)d1^39d2^183 + (3 + 1a + 0a^2)d1^40d2^183 + (4 + 3a + 2a^2)d1^41d2^183 + (3 + 1a + 0a^2)d1^42d2^183 + (0 + 1a + 3a^2)d1^43d2^183 + (0 + 1a + 1a^2)d1^44d2^183 + (1 + 3a + 1a^2)d1^45d2^183 + (3 + 4a + 1a^2)d1^46d2^183 + (3 + 0a + 2a^2)d1^47d2^183 + (1 + 0a + 2a^2)d1^48d2^183 + (1 + 0a + 3a^2)d1^49d2^183 + (1 + 0a + 2a^2)d1^50d2^183 + (0 + 3a + 2a^2)d1^51d2^183 + (1 + 3a + 3a^2)d1^52d2^183 + (4 + 3a + 4a^2)d1^53d2^183 + (2 + 2a + 3a^2)d1^54d2^183 + (2 + 2a + 1a^2)d1^55d2^183 + (2 + 0a + 4a^2)d1^56d2^183 + (1 + 0a + 3a^2)d1^57d2^183 + (1 + 2a + 3a^2)d1^58d2^183 + (2 + 2a + 0a^2)d1^59d2^183 + (1 + 0a + 4a^2)d1^60d2^183 + (1 + 2a + 3a^2)d1^61d2^183 + (4 + 3a + 4a^2)d1^62d2^183 + (0 + 4a + 1a^2)d1^63d2^183 + (2 + 3a + 4a^2)d1^64d2^183 + (0 + 2a + 4a^2)d1^65d2^183 + (1 + 0a + 4a^2)d1^66d2^183 + (4 + 0a + 1a^2)d1^67d2^183 + (2 + 1a + 0a^2)d1^68d2^183 + (1 + 1a + 4a^2)d1^69d2^183 + (0 + 4a + 1a^2)d1^70d2^183 + (1 + 3a + 3a^2)d1^71d2^183 + (3 + 3a + 3a^2)d1^72d2^183 + (2 + 0a + 1a^2)d1^73d2^183 + (3 + 3a + 4a^2)d1^74d2^183 + (1 + 2a + 4a^2)d1^75d2^183 + (0 + 4a + 0a^2)d1^76d2^183 + (0 + 3a + 2a^2)d1^77d2^183 + (3 + 0a + 4a^2)d1^78d2^183 + (4 + 1a + 4a^2)d1^79d2^183 + (2 + 0a + 0a^2)d1^80d2^183 + (0 + 1a + 4a^2)d1^81d2^183 + (2 + 3a + 1a^2)d1^82d2^183 + (3 + 1a + 2a^2)d1^83d2^183 + (1 + 0a + 1a^2)d1^84d2^183 + (0 + 2a + 0a^2)d1^85d2^183 + (3 + 0a + 0a^2)d1^86d2^183 + (3 + 3a + 3a^2)d1^87d2^183 + (0 + 0a + 1a^2)d1^88d2^183 + (3 + 2a + 1a^2)d1^89d2^183 + (1 + 0a + 2a^2)d1^90d2^183 + (1 + 3a + 1a^2)d1^91d2^183 + (0 + 2a + 4a^2)d1^92d2^183 + (3 + 2a + 2a^2)d1^93d2^183 + (2 + 4a + 1a^2)d1^94d2^183 + (4 + 0a + 2a^2)d1^95d2^183 + (2 + 4a + 3a^2)d1^96d2^183 + (3 + 3a + 1a^2)d1^97d2^183 + (0 + 1a + 3a^2)d1^98d2^183 + (0 + 0a + 1a^2)d1^99d2^183 + (3 + 2a + 0a^2)d1^100d2^183 + (0 + 2a + 0a^2)d1^101d2^183 + (3 + 4a + 2a^2)d1^102d2^183 + (2 + 2a + 3a^2)d1^103d2^183 + (1 + 4a + 2a^2)d1^104d2^183 + (2 + 1a + 4a^2)d1^105d2^183 + (3 + 4a + 0a^2)d1^106d2^183 + (0 + 0a + 1a^2)d1^107d2^183 + (4 + 4a + 4a^2)d1^108d2^183 + (1 + 3a + 4a^2)d1^109d2^183 + (3 + 4a + 3a^2)d1^110d2^183 + (4 + 4a + 4a^2)d1^111d2^183 + (2 + 3a + 2a^2)d1^112d2^183 + (1 + 1a + 1a^2)d1^113d2^183 + (4 + 0a + 2a^2)d1^114d2^183 + (1 + 1a + 3a^2)d1^115d2^183 + (3 + 1a + 1a^2)d1^116d2^183 + (2 + 0a + 4a^2)d1^117d2^183 + (4 + 2a + 1a^2)d1^118d2^183 + (2 + 0a + 1a^2)d1^119d2^183 + (4 + 4a + 3a^2)d1^120d2^183 + (3 + 2a + 0a^2)d1^121d2^183 + (4 + 2a + 0a^2)d1^122d2^183 + (0 + 3a + 3a^2)d1^123d2^183 + (0 + 4a + 1a^2)d1^124d2^183 + (0 + 0a + 1a^2)d1^125d2^183 + (2 + 4a + 0a^2)d1^126d2^183 + (2 + 3a + 0a^2)d1^127d2^183 + (0 + 1a + 1a^2)d1^128d2^183 + (0 + 3a + 1a^2)d1^129d2^183 + (1 + 0a + 2a^2)d1^130d2^183 + (0 + 2a + 0a^2)d1^131d2^183 + (4 + 4a + 1a^2)d1^132d2^183 + (0 + 4a + 0a^2)d1^133d2^183 + (1 + 2a + 1a^2)d1^134d2^183 + (1 + 2a + 4a^2)d1^135d2^183 + (4 + 0a + 1a^2)d1^136d2^183 + (3 + 4a + 3a^2)d1^137d2^183 + (3 + 3a + 4a^2)d1^138d2^183 + (2 + 2a + 0a^2)d1^139d2^183 + (1 + 3a + 4a^2)d1^140d2^183 + (0 + 2a + 0a^2)d1^141d2^183 + (1 + 3a + 3a^2)d1^142d2^183 + (1 + 3a + 2a^2)d1^143d2^183 + (2 + 1a + 3a^2)d1^144d2^183 + (4 + 4a + 0a^2)d1^145d2^183 + (3 + 0a + 4a^2)d1^146d2^183 + (3 + 4a + 2a^2)d1^147d2^183 + (1 + 4a + 1a^2)d1^148d2^183 + (4 + 0a + 2a^2)d1^149d2^183 + (2 + 0a + 3a^2)d1^150d2^183 + (0 + 1a + 3a^2)d1^151d2^183 + (1 + 0a + 1a^2)d1^152d2^183 + (4 + 3a + 4a^2)d1^153d2^183 + (4 + 4a + 4a^2)d1^154d2^183 + (1 + 2a + 1a^2)d1^155d2^183 + (4 + 0a + 2a^2)d1^156d2^183 + (3 + 1a + 0a^2)d1^157d2^183 + (1 + 0a + 0a^2)d1^158d2^183 + (0 + 2a + 0a^2)d1^159d2^183 + (0 + 2a + 3a^2)d1^160d2^183 + (4 + 4a + 2a^2)d1^161d2^183 + (1 + 0a + 4a^2)d1^162d2^183 + (2 + 2a + 1a^2)d1^163d2^183 + (0 + 3a + 2a^2)d1^164d2^183 + (2 + 1a + 4a^2)d1^165d2^183 + (2 + 1a + 4a^2)d1^166d2^183 + (4 + 3a + 0a^2)d1^167d2^183 + (4 + 4a + 4a^2)d1^168d2^183 + (2 + 3a + 4a^2)d1^169d2^183 + (0 + 4a + 2a^2)d1^170d2^183 + (1 + 0a + 0a^2)d1^171d2^183 + (2 + 0a + 0a^2)d1^172d2^183 + (1 + 4a + 0a^2)d1^173d2^183 + (3 + 3a + 0a^2)d1^174d2^183 + (0 + 0a + 2a^2)d1^175d2^183 + (0 + 1a + 4a^2)d1^176d2^183 + (4 + 4a + 3a^2)d1^177d2^183 + (2 + 0a + 0a^2)d1^178d2^183 + (0 + 0a + 4a^2)d1^179d2^183 + (2 + 3a + 1a^2)d1^180d2^183 + (4 + 4a + 2a^2)d1^181d2^183 + (1 + 2a + 0a^2)d1^182d2^183 + (0 + 0a + 3a^2)d1^183d2^183 + (4 + 4a + 0a^2)d1^184d2^183 + (4 + 1a + 1a^2)d1^185d2^183 + (4 + 4a + 0a^2)d1^186d2^183 + (4 + 0a + 1a^2)d1^187d2^183 + (1 + 2a + 0a^2)d1^188d2^183 + (4 + 4a + 2a^2)d1^189d2^183 + (3 + 1a + 2a^2)d1^190d2^183 + (1 + 3a + 3a^2)d1^191d2^183 + (0 + 4a + 4a^2)d1^192d2^183 + (3 + 1a + 3a^2)d1^193d2^183 + (2 + 0a + 0a^2)d1^194d2^183 + (0 + 2a + 1a^2)d1^195d2^183 + (2 + 2a + 1a^2)d1^196d2^183 + (2 + 0a + 4a^2)d1^197d2^183 + (0 + 4a + 4a^2)d1^198d2^183 + (4 + 0a + 1a^2)d1^199d2^183 + (4 + 4a + 4a^2)d1^200d2^183 + (4 + 1a + 1a^2)d1^201d2^183 + (2 + 4a + 0a^2)d1^202d2^183 + (1 + 3a + 1a^2)d1^203d2^183 + (2 + 0a + 0a^2)d1^204d2^183 + (4 + 3a + 0a^2)d1^205d2^183 + (4 + 4a + 1a^2)d1^206d2^183 + (1 + 0a + 4a^2)d1^207d2^183 + (4 + 1a + 0a^2)d1^208d2^183 + (4 + 4a + 2a^2)d1^209d2^183 + (4 + 0a + 4a^2)d1^210d2^183 + (4 + 0a + 3a^2)d1^211d2^183 + (2 + 3a + 0a^2)d1^212d2^183 + (3 + 0a + 1a^2)d1^213d2^183 + (1 + 2a + 0a^2)d1^214d2^183 + (4 + 3a + 0a^2)d1^215d2^183 + (2 + 3a + 2a^2)d1^216d2^183 + (2 + 2a + 2a^2)d1^217d2^183 + (0 + 4a + 1a^2)d1^218d2^183 + (2 + 3a + 3a^2)d1^219d2^183 + (3 + 1a + 3a^2)d1^220d2^183 + (2 + 1a + 0a^2)d1^221d2^183 + (0 + 1a + 1a^2)d1^222d2^183 + (0 + 1a + 1a^2)d1^223d2^183 + (4 + 3a + 0a^2)d1^224d2^183 + (2 + 4a + 2a^2)d1^225d2^183 + (3 + 0a + 3a^2)d1^226d2^183 + (3 + 2a + 0a^2)d1^227d2^183 + (0 + 3a + 4a^2)d1^228d2^183 + (1 + 2a + 3a^2)d1^229d2^183 + (3 + 1a + 1a^2)d1^230d2^183 + (3 + 1a + 0a^2)d1^231d2^183 + (4 + 4a + 1a^2)d1^232d2^183 + (4 + 0a + 2a^2)d1^233d2^183 + (1 + 1a + 4a^2)d1^234d2^183 + (3 + 0a + 1a^2)d1^235d2^183 + (1 + 0a + 2a^2)d1^236d2^183 + (1 + 1a + 0a^2)d1^237d2^183 + (4 + 2a + 2a^2)d1^238d2^183 + (3 + 3a + 4a^2)d1^239d2^183 + (0 + 0a + 4a^2)d1^240d2^183 + (1 + 3a + 1a^2)d1^241d2^183 + (4 + 4a + 1a^2)d1^242d2^183 + (0 + 1a + 0a^2)d1^243d2^183 + (1 + 0a + 0a^2)d1^244d2^183 + (0 + 3a + 2a^2)d1^245d2^183 + (3 + 0a + 3a^2)d1^246d2^183 + (1 + 4a + 4a^2)d1^247d2^183 + (1 + 0a + 4a^2)d1^248d2^183 + (0 + 2a + 4a^2)d1^249d2^183 + (4 + 0a + 4a^2)d1^250d2^183 + (1 + 4a + 0a^2)d1^251d2^183 + (2 + 3a + 1a^2)d1^252d2^183 + (4 + 2a + 1a^2)d1^253d2^183 + (3 + 4a + 3a^2)d1^254d2^183 + (3 + 1a + 2a^2)d1^255d2^183 + (0 + 2a + 4a^2)d1^256d2^183 + (3 + 0a + 0a^2)d1^257d2^183 + (2 + 2a + 0a^2)d1^258d2^183 + (2 + 0a + 3a^2)d1^259d2^183 + (2 + 3a + 2a^2)d1^260d2^183 + (1 + 4a + 1a^2)d1^261d2^183 + (0 + 0a + 4a^2)d1^262d2^183 + (4 + 1a + 3a^2)d1^263d2^183 + (4 + 2a + 2a^2)d1^264d2^183 + (3 + 4a + 0a^2)d1^265d2^183 + (1 + 3a + 0a^2)d1^266d2^183 + (2 + 3a + 0a^2)d1^267d2^183 + (1 + 0a + 0a^2)d1^268d2^183 + (3 + 0a + 3a^2)d1^269d2^183 + (1 + 4a + 4a^2)d1^270d2^183 + (1 + 3a + 2a^2)d1^271d2^183 + (0 + 4a + 1a^2)d1^272d2^183 + (0 + 4a + 1a^2)d1^273d2^183 + (0 + 3a + 4a^2)d1^274d2^183 + (1 + 2a + 4a^2)d1^275d2^183 + (3 + 3a + 0a^2)d1^276d2^183 + (0 + 1a + 3a^2)d1^277d2^183 + (1 + 0a + 4a^2)d1^278d2^183 + (1 + 4a + 1a^2)d1^279d2^183 + (3 + 3a + 0a^2)d1^280d2^183 + (0 + 3a + 1a^2)d1^281d2^183 + (2 + 3a + 1a^2)d1^282d2^183 + (4 + 2a + 0a^2)d1^283d2^183 + (0 + 3a + 1a^2)d1^284d2^183 + (4 + 1a + 1a^2)d1^285d2^183 + (1 + 1a + 0a^2)d1^286d2^183 + (2 + 2a + 1a^2)d1^287d2^183 + (2 + 2a + 3a^2)d1^288d2^183 + (2 + 3a + 3a^2)d1^289d2^183 + (2 + 3a + 0a^2)d1^290d2^183 + (4 + 3a + 3a^2)d1^291d2^183 + (0 + 2a + 4a^2)d1^292d2^183 + (0 + 0a + 4a^2)d1^293d2^183 + (1 + 1a + 4a^2)d2^184 + (4 + 4a + 1a^2)d1^1d2^184 + (4 + 2a + 4a^2)d1^2d2^184 + (4 + 4a + 1a^2)d1^3d2^184 + (1 + 2a + 1a^2)d1^4d2^184 + (1 + 3a + 2a^2)d1^5d2^184 + (0 + 0a + 4a^2)d1^6d2^184 + (3 + 1a + 2a^2)d1^7d2^184 + (0 + 2a + 0a^2)d1^8d2^184 + (1 + 2a + 0a^2)d1^9d2^184 + (0 + 2a + 1a^2)d1^10d2^184 + (2 + 3a + 0a^2)d1^11d2^184 + (0 + 4a + 3a^2)d1^12d2^184 + (1 + 0a + 4a^2)d1^13d2^184 + (3 + 4a + 4a^2)d1^14d2^184 + (3 + 4a + 0a^2)d1^15d2^184 + (0 + 4a + 3a^2)d1^16d2^184 + (0 + 3a + 4a^2)d1^17d2^184 + (1 + 1a + 0a^2)d1^18d2^184 + (1 + 4a + 1a^2)d1^19d2^184 + (1 + 1a + 3a^2)d1^20d2^184 + (0 + 0a + 4a^2)d1^21d2^184 + (1 + 1a + 4a^2)d1^22d2^184 + (4 + 4a + 3a^2)d1^23d2^184 + (3 + 3a + 0a^2)d1^24d2^184 + (3 + 1a + 4a^2)d1^25d2^184 + (1 + 0a + 4a^2)d1^26d2^184 + (3 + 1a + 3a^2)d1^27d2^184 + (4 + 4a + 3a^2)d1^28d2^184 + (3 + 2a + 2a^2)d1^29d2^184 + (1 + 2a + 2a^2)d1^30d2^184 + (3 + 1a + 3a^2)d1^31d2^184 + (3 + 0a + 0a^2)d1^32d2^184 + (4 + 0a + 2a^2)d1^33d2^184 + (4 + 2a + 0a^2)d1^34d2^184 + (4 + 0a + 4a^2)d1^35d2^184 + (2 + 2a + 2a^2)d1^36d2^184 + (1 + 0a + 2a^2)d1^37d2^184 + (0 + 4a + 1a^2)d1^38d2^184 + (2 + 2a + 3a^2)d1^39d2^184 + (0 + 4a + 3a^2)d1^40d2^184 + (1 + 0a + 1a^2)d1^41d2^184 + (0 + 3a + 0a^2)d1^42d2^184 + (4 + 0a + 0a^2)d1^43d2^184 + (0 + 4a + 4a^2)d1^44d2^184 + (4 + 4a + 1a^2)d1^45d2^184 + (0 + 2a + 3a^2)d1^46d2^184 + (2 + 4a + 2a^2)d1^47d2^184 + (2 + 0a + 4a^2)d1^48d2^184 + (4 + 0a + 0a^2)d1^49d2^184 + (1 + 4a + 0a^2)d1^50d2^184 + (3 + 3a + 4a^2)d1^51d2^184 + (1 + 0a + 3a^2)d1^52d2^184 + (2 + 4a + 1a^2)d1^53d2^184 + (3 + 1a + 2a^2)d1^54d2^184 + (4 + 2a + 4a^2)d1^55d2^184 + (1 + 4a + 3a^2)d1^56d2^184 + (1 + 2a + 4a^2)d1^57d2^184 + (1 + 0a + 0a^2)d1^58d2^184 + (3 + 0a + 4a^2)d1^59d2^184 + (0 + 2a + 0a^2)d1^60d2^184 + (2 + 1a + 3a^2)d1^61d2^184 + (2 + 0a + 0a^2)d1^62d2^184 + (1 + 1a + 2a^2)d1^63d2^184 + (2 + 3a + 0a^2)d1^64d2^184 + (0 + 2a + 0a^2)d1^65d2^184 + (1 + 0a + 3a^2)d1^66d2^184 + (1 + 3a + 2a^2)d1^67d2^184 + (1 + 2a + 1a^2)d1^68d2^184 + (4 + 1a + 0a^2)d1^69d2^184 + (1 + 0a + 0a^2)d1^70d2^184 + (1 + 4a + 4a^2)d1^71d2^184 + (1 + 4a + 2a^2)d1^72d2^184 + (4 + 1a + 4a^2)d1^73d2^184 + (2 + 2a + 0a^2)d1^74d2^184 + (0 + 4a + 2a^2)d1^75d2^184 + (3 + 4a + 1a^2)d1^76d2^184 + (1 + 3a + 2a^2)d1^77d2^184 + (4 + 2a + 1a^2)d1^78d2^184 + (2 + 0a + 2a^2)d1^79d2^184 + (0 + 3a + 1a^2)d1^80d2^184 + (3 + 0a + 3a^2)d1^81d2^184 + (0 + 0a + 2a^2)d1^82d2^184 + (1 + 3a + 3a^2)d1^83d2^184 + (1 + 2a + 1a^2)d1^84d2^184 + (2 + 3a + 3a^2)d1^85d2^184 + (4 + 3a + 1a^2)d1^86d2^184 + (2 + 3a + 3a^2)d1^87d2^184 + (1 + 2a + 4a^2)d1^88d2^184 + (0 + 0a + 4a^2)d1^89d2^184 + (0 + 1a + 0a^2)d1^91d2^184 + (0 + 3a + 3a^2)d1^92d2^184 + (3 + 0a + 4a^2)d1^93d2^184 + (1 + 2a + 0a^2)d1^94d2^184 + (3 + 2a + 1a^2)d1^95d2^184 + (2 + 2a + 0a^2)d1^96d2^184 + (0 + 1a + 1a^2)d1^97d2^184 + (3 + 4a + 0a^2)d1^98d2^184 + (1 + 0a + 2a^2)d1^99d2^184 + (0 + 0a + 4a^2)d1^100d2^184 + (0 + 4a + 0a^2)d1^101d2^184 + (3 + 0a + 4a^2)d1^102d2^184 + (1 + 1a + 0a^2)d1^103d2^184 + (2 + 1a + 0a^2)d1^104d2^184 + (0 + 1a + 0a^2)d1^105d2^184 + (1 + 3a + 2a^2)d1^106d2^184 + (1 + 3a + 1a^2)d1^107d2^184 + (0 + 3a + 1a^2)d1^108d2^184 + (4 + 3a + 0a^2)d1^109d2^184 + (2 + 0a + 4a^2)d1^110d2^184 + (2 + 2a + 2a^2)d1^111d2^184 + (4 + 1a + 2a^2)d1^112d2^184 + (3 + 2a + 3a^2)d1^113d2^184 + (4 + 2a + 1a^2)d1^114d2^184 + (3 + 3a + 3a^2)d1^115d2^184 + (0 + 3a + 0a^2)d1^116d2^184 + (1 + 3a + 0a^2)d1^117d2^184 + (3 + 0a + 0a^2)d1^118d2^184 + (3 + 3a + 0a^2)d1^119d2^184 + (4 + 3a + 0a^2)d1^120d2^184 + (1 + 1a + 0a^2)d1^121d2^184 + (3 + 3a + 0a^2)d1^122d2^184 + (3 + 4a + 4a^2)d1^123d2^184 + (2 + 3a + 3a^2)d1^124d2^184 + (2 + 0a + 1a^2)d1^125d2^184 + (0 + 2a + 3a^2)d1^126d2^184 + (4 + 3a + 2a^2)d1^127d2^184 + (3 + 0a + 1a^2)d1^128d2^184 + (4 + 3a + 1a^2)d1^129d2^184 + (0 + 0a + 1a^2)d1^130d2^184 + (2 + 1a + 0a^2)d1^131d2^184 + (2 + 2a + 1a^2)d1^132d2^184 + (0 + 0a + 3a^2)d1^133d2^184 + (0 + 3a + 0a^2)d1^134d2^184 + (4 + 0a + 3a^2)d1^135d2^184 + (0 + 3a + 1a^2)d1^136d2^184 + (3 + 4a + 3a^2)d1^137d2^184 + (4 + 1a + 3a^2)d1^138d2^184 + (4 + 0a + 0a^2)d1^139d2^184 + (4 + 2a + 1a^2)d1^140d2^184 + (2 + 1a + 4a^2)d1^141d2^184 + (0 + 2a + 0a^2)d1^142d2^184 + (4 + 2a + 3a^2)d1^143d2^184 + (4 + 3a + 1a^2)d1^144d2^184 + (2 + 2a + 0a^2)d1^145d2^184 + (0 + 1a + 2a^2)d1^146d2^184 + (2 + 4a + 0a^2)d1^147d2^184 + (2 + 2a + 1a^2)d1^148d2^184 + (4 + 0a + 3a^2)d1^149d2^184 + (4 + 3a + 1a^2)d1^150d2^184 + (0 + 4a + 3a^2)d1^151d2^184 + (3 + 0a + 2a^2)d1^152d2^184 + (1 + 0a + 1a^2)d1^153d2^184 + (4 + 1a + 1a^2)d1^154d2^184 + (3 + 3a + 3a^2)d1^155d2^184 + (4 + 3a + 0a^2)d1^156d2^184 + (4 + 0a + 2a^2)d1^157d2^184 + (1 + 3a + 3a^2)d1^158d2^184 + (4 + 3a + 1a^2)d1^159d2^184 + (4 + 1a + 0a^2)d1^160d2^184 + (4 + 2a + 2a^2)d1^161d2^184 + (4 + 1a + 4a^2)d1^162d2^184 + (0 + 0a + 1a^2)d1^163d2^184 + (0 + 2a + 0a^2)d1^164d2^184 + (0 + 1a + 1a^2)d1^165d2^184 + (1 + 1a + 3a^2)d1^166d2^184 + (3 + 1a + 2a^2)d1^167d2^184 + (4 + 0a + 3a^2)d1^168d2^184 + (2 + 2a + 1a^2)d1^169d2^184 + (1 + 1a + 0a^2)d1^170d2^184 + (2 + 4a + 0a^2)d1^171d2^184 + (4 + 1a + 3a^2)d1^172d2^184 + (3 + 2a + 3a^2)d1^173d2^184 + (3 + 2a + 0a^2)d1^174d2^184 + (3 + 0a + 2a^2)d1^175d2^184 + (2 + 3a + 2a^2)d1^176d2^184 + (2 + 0a + 3a^2)d1^177d2^184 + (3 + 1a + 4a^2)d1^178d2^184 + (4 + 2a + 2a^2)d1^179d2^184 + (3 + 4a + 0a^2)d1^180d2^184 + (3 + 4a + 0a^2)d1^181d2^184 + (4 + 2a + 4a^2)d1^182d2^184 + (4 + 3a + 4a^2)d1^183d2^184 + (0 + 4a + 1a^2)d1^184d2^184 + (0 + 3a + 2a^2)d1^185d2^184 + (1 + 3a + 3a^2)d1^186d2^184 + (4 + 0a + 1a^2)d1^187d2^184 + (3 + 0a + 1a^2)d1^188d2^184 + (2 + 1a + 4a^2)d1^189d2^184 + (1 + 4a + 1a^2)d1^190d2^184 + (4 + 3a + 4a^2)d1^191d2^184 + (3 + 2a + 4a^2)d1^192d2^184 + (3 + 1a + 4a^2)d1^193d2^184 + (0 + 1a + 3a^2)d1^194d2^184 + (4 + 0a + 0a^2)d1^195d2^184 + (4 + 2a + 1a^2)d1^196d2^184 + (0 + 3a + 3a^2)d1^197d2^184 + (2 + 3a + 1a^2)d1^198d2^184 + (3 + 3a + 1a^2)d1^199d2^184 + (4 + 0a + 2a^2)d1^200d2^184 + (2 + 0a + 3a^2)d1^201d2^184 + (0 + 3a + 1a^2)d1^202d2^184 + (1 + 4a + 0a^2)d1^203d2^184 + (2 + 1a + 0a^2)d1^204d2^184 + (2 + 3a + 4a^2)d1^205d2^184 + (4 + 2a + 0a^2)d1^206d2^184 + (4 + 0a + 2a^2)d1^207d2^184 + (2 + 4a + 0a^2)d1^208d2^184 + (0 + 0a + 3a^2)d1^209d2^184 + (3 + 0a + 0a^2)d1^210d2^184 + (4 + 0a + 0a^2)d1^211d2^184 + (4 + 1a + 3a^2)d1^212d2^184 + (4 + 2a + 4a^2)d1^213d2^184 + (0 + 3a + 0a^2)d1^214d2^184 + (4 + 3a + 4a^2)d1^215d2^184 + (0 + 4a + 4a^2)d1^216d2^184 + (2 + 3a + 2a^2)d1^217d2^184 + (4 + 0a + 0a^2)d1^218d2^184 + (1 + 3a + 3a^2)d1^219d2^184 + (3 + 1a + 3a^2)d1^220d2^184 + (1 + 4a + 3a^2)d1^221d2^184 + (1 + 0a + 0a^2)d1^222d2^184 + (0 + 0a + 3a^2)d1^223d2^184 + (2 + 3a + 0a^2)d1^224d2^184 + (2 + 2a + 3a^2)d1^225d2^184 + (0 + 4a + 0a^2)d1^226d2^184 + (0 + 4a + 1a^2)d1^227d2^184 + (2 + 1a + 0a^2)d1^228d2^184 + (0 + 0a + 4a^2)d1^229d2^184 + (3 + 4a + 1a^2)d1^230d2^184 + (1 + 0a + 3a^2)d1^231d2^184 + (0 + 3a + 4a^2)d1^232d2^184 + (2 + 1a + 3a^2)d1^233d2^184 + (2 + 3a + 4a^2)d1^234d2^184 + (1 + 0a + 0a^2)d1^235d2^184 + (4 + 0a + 2a^2)d1^236d2^184 + (2 + 0a + 2a^2)d1^237d2^184 + (4 + 2a + 1a^2)d1^238d2^184 + (2 + 2a + 4a^2)d1^239d2^184 + (0 + 3a + 0a^2)d1^240d2^184 + (0 + 1a + 4a^2)d1^241d2^184 + (3 + 4a + 3a^2)d1^242d2^184 + (1 + 2a + 0a^2)d1^243d2^184 + (4 + 4a + 0a^2)d1^244d2^184 + (0 + 0a + 2a^2)d1^245d2^184 + (3 + 0a + 1a^2)d1^246d2^184 + (4 + 4a + 2a^2)d1^247d2^184 + (4 + 3a + 0a^2)d1^248d2^184 + (0 + 2a + 0a^2)d1^249d2^184 + (1 + 2a + 3a^2)d1^250d2^184 + (3 + 0a + 3a^2)d1^251d2^184 + (1 + 1a + 0a^2)d1^252d2^184 + (3 + 3a + 0a^2)d1^253d2^184 + (1 + 4a + 0a^2)d1^254d2^184 + (0 + 1a + 3a^2)d1^255d2^184 + (1 + 1a + 1a^2)d1^256d2^184 + (1 + 4a + 3a^2)d1^257d2^184 + (0 + 4a + 2a^2)d1^258d2^184 + (4 + 0a + 3a^2)d1^259d2^184 + (2 + 0a + 4a^2)d1^260d2^184 + (3 + 2a + 1a^2)d1^261d2^184 + (1 + 1a + 4a^2)d1^262d2^184 + (3 + 2a + 1a^2)d1^263d2^184 + (4 + 2a + 4a^2)d1^264d2^184 + (4 + 1a + 1a^2)d1^265d2^184 + (0 + 1a + 2a^2)d1^266d2^184 + (3 + 1a + 0a^2)d1^267d2^184 + (3 + 4a + 3a^2)d1^268d2^184 + (0 + 4a + 1a^2)d1^269d2^184 + (0 + 4a + 1a^2)d1^270d2^184 + (0 + 0a + 1a^2)d1^271d2^184 + (1 + 4a + 0a^2)d1^272d2^184 + (0 + 2a + 0a^2)d1^273d2^184 + (2 + 3a + 4a^2)d1^274d2^184 + (0 + 1a + 0a^2)d1^275d2^184 + (2 + 4a + 2a^2)d1^276d2^184 + (0 + 1a + 2a^2)d1^277d2^184 + (0 + 4a + 3a^2)d1^278d2^184 + (1 + 4a + 2a^2)d1^279d2^184 + (0 + 4a + 1a^2)d1^280d2^184 + (1 + 1a + 0a^2)d1^281d2^184 + (0 + 3a + 3a^2)d1^282d2^184 + (0 + 3a + 1a^2)d1^283d2^184 + (2 + 2a + 2a^2)d1^284d2^184 + (3 + 4a + 3a^2)d1^285d2^184 + (3 + 1a + 4a^2)d1^286d2^184 + (2 + 2a + 2a^2)d1^287d2^184 + (1 + 0a + 4a^2)d1^288d2^184 + (4 + 3a + 4a^2)d1^289d2^184 + (1 + 0a + 1a^2)d1^290d2^184 + (4 + 2a + 2a^2)d1^291d2^184 + (4 + 0a + 4a^2)d1^292d2^184 + (3 + 0a + 2a^2)d1^293d2^184 + (4 + 3a + 3a^2)d2^185 + (2 + 4a + 1a^2)d1^1d2^185 + (4 + 2a + 4a^2)d1^2d2^185 + (0 + 3a + 4a^2)d1^3d2^185 + (1 + 2a + 2a^2)d1^4d2^185 + (2 + 0a + 2a^2)d1^5d2^185 + (0 + 4a + 4a^2)d1^6d2^185 + (1 + 0a + 1a^2)d1^7d2^185 + (0 + 3a + 1a^2)d1^8d2^185 + (4 + 2a + 1a^2)d1^9d2^185 + (2 + 0a + 2a^2)d1^10d2^185 + (0 + 4a + 2a^2)d1^11d2^185 + (3 + 2a + 2a^2)d1^12d2^185 + (3 + 1a + 4a^2)d1^13d2^185 + (0 + 3a + 0a^2)d1^14d2^185 + (4 + 2a + 0a^2)d1^15d2^185 + (1 + 1a + 1a^2)d1^16d2^185 + (2 + 0a + 1a^2)d1^17d2^185 + (0 + 1a + 1a^2)d1^18d2^185 + (4 + 4a + 3a^2)d1^19d2^185 + (0 + 2a + 4a^2)d1^20d2^185 + (4 + 4a + 1a^2)d1^21d2^185 + (3 + 0a + 4a^2)d1^22d2^185 + (0 + 4a + 1a^2)d1^23d2^185 + (3 + 1a + 1a^2)d1^24d2^185 + (0 + 2a + 4a^2)d1^25d2^185 + (1 + 2a + 1a^2)d1^26d2^185 + (3 + 2a + 2a^2)d1^27d2^185 + (1 + 4a + 2a^2)d1^28d2^185 + (3 + 0a + 1a^2)d1^29d2^185 + (4 + 0a + 1a^2)d1^30d2^185 + (1 + 3a + 4a^2)d1^31d2^185 + (1 + 1a + 1a^2)d1^32d2^185 + (1 + 1a + 4a^2)d1^33d2^185 + (2 + 0a + 0a^2)d1^34d2^185 + (4 + 2a + 4a^2)d1^35d2^185 + (2 + 3a + 1a^2)d1^36d2^185 + (2 + 4a + 1a^2)d1^37d2^185 + (3 + 2a + 4a^2)d1^38d2^185 + (4 + 1a + 2a^2)d1^39d2^185 + (1 + 4a + 2a^2)d1^40d2^185 + (2 + 0a + 0a^2)d1^41d2^185 + (4 + 3a + 2a^2)d1^42d2^185 + (4 + 2a + 1a^2)d1^43d2^185 + (1 + 4a + 1a^2)d1^44d2^185 + (0 + 1a + 4a^2)d1^45d2^185 + (4 + 0a + 4a^2)d1^46d2^185 + (1 + 0a + 0a^2)d1^47d2^185 + (3 + 0a + 0a^2)d1^48d2^185 + (1 + 1a + 3a^2)d1^49d2^185 + (2 + 0a + 4a^2)d1^50d2^185 + (0 + 0a + 4a^2)d1^51d2^185 + (1 + 0a + 4a^2)d1^52d2^185 + (0 + 2a + 1a^2)d1^53d2^185 + (3 + 3a + 0a^2)d1^54d2^185 + (2 + 2a + 4a^2)d1^55d2^185 + (0 + 0a + 4a^2)d1^56d2^185 + (4 + 0a + 2a^2)d1^57d2^185 + (4 + 0a + 2a^2)d1^58d2^185 + (4 + 4a + 0a^2)d1^59d2^185 + (2 + 3a + 1a^2)d1^60d2^185 + (4 + 1a + 1a^2)d1^61d2^185 + (0 + 3a + 4a^2)d1^62d2^185 + (2 + 3a + 4a^2)d1^63d2^185 + (0 + 4a + 4a^2)d1^64d2^185 + (2 + 0a + 0a^2)d1^65d2^185 + (1 + 2a + 2a^2)d1^66d2^185 + (0 + 0a + 1a^2)d1^67d2^185 + (1 + 0a + 2a^2)d1^68d2^185 + (1 + 2a + 0a^2)d1^69d2^185 + (2 + 4a + 4a^2)d1^70d2^185 + (0 + 1a + 4a^2)d1^71d2^185 + (4 + 1a + 0a^2)d1^72d2^185 + (2 + 4a + 0a^2)d1^73d2^185 + (3 + 4a + 2a^2)d1^74d2^185 + (4 + 2a + 0a^2)d1^75d2^185 + (0 + 4a + 0a^2)d1^76d2^185 + (0 + 0a + 1a^2)d1^77d2^185 + (3 + 0a + 3a^2)d1^78d2^185 + (4 + 2a + 1a^2)d1^79d2^185 + (4 + 0a + 2a^2)d1^80d2^185 + (3 + 2a + 0a^2)d1^81d2^185 + (0 + 4a + 1a^2)d1^82d2^185 + (3 + 4a + 3a^2)d1^83d2^185 + (3 + 1a + 0a^2)d1^84d2^185 + (4 + 1a + 4a^2)d1^85d2^185 + (2 + 2a + 1a^2)d1^86d2^185 + (4 + 3a + 3a^2)d1^87d2^185 + (1 + 3a + 3a^2)d1^88d2^185 + (0 + 3a + 4a^2)d1^89d2^185 + (3 + 0a + 2a^2)d1^90d2^185 + (1 + 2a + 4a^2)d1^91d2^185 + (4 + 1a + 3a^2)d1^92d2^185 + (0 + 3a + 3a^2)d1^93d2^185 + (0 + 0a + 1a^2)d1^94d2^185 + (0 + 1a + 1a^2)d1^95d2^185 + (4 + 1a + 1a^2)d1^96d2^185 + (0 + 2a + 0a^2)d1^97d2^185 + (2 + 0a + 0a^2)d1^98d2^185 + (4 + 1a + 3a^2)d1^99d2^185 + (2 + 0a + 2a^2)d1^100d2^185 + (4 + 2a + 4a^2)d1^101d2^185 + (2 + 4a + 0a^2)d1^102d2^185 + (4 + 2a + 3a^2)d1^103d2^185 + (3 + 1a + 3a^2)d1^104d2^185 + (3 + 3a + 1a^2)d1^105d2^185 + (2 + 1a + 3a^2)d1^106d2^185 + (3 + 1a + 3a^2)d1^107d2^185 + (1 + 3a + 4a^2)d1^108d2^185 + (1 + 2a + 4a^2)d1^109d2^185 + (4 + 0a + 2a^2)d1^110d2^185 + (4 + 3a + 2a^2)d1^111d2^185 + (2 + 4a + 3a^2)d1^112d2^185 + (4 + 2a + 0a^2)d1^113d2^185 + (3 + 0a + 2a^2)d1^114d2^185 + (3 + 2a + 2a^2)d1^115d2^185 + (0 + 1a + 0a^2)d1^116d2^185 + (1 + 1a + 0a^2)d1^117d2^185 + (2 + 0a + 4a^2)d1^118d2^185 + (4 + 0a + 2a^2)d1^119d2^185 + (3 + 0a + 4a^2)d1^120d2^185 + (0 + 2a + 2a^2)d1^121d2^185 + (1 + 4a + 4a^2)d1^122d2^185 + (1 + 2a + 1a^2)d1^123d2^185 + (2 + 2a + 0a^2)d1^124d2^185 + (1 + 1a + 0a^2)d1^125d2^185 + (2 + 2a + 4a^2)d1^126d2^185 + (3 + 3a + 0a^2)d1^127d2^185 + (2 + 1a + 0a^2)d1^128d2^185 + (2 + 3a + 1a^2)d1^129d2^185 + (3 + 3a + 0a^2)d1^130d2^185 + (3 + 1a + 2a^2)d1^131d2^185 + (1 + 1a + 1a^2)d1^132d2^185 + (2 + 0a + 4a^2)d1^133d2^185 + (0 + 3a + 0a^2)d1^134d2^185 + (3 + 4a + 2a^2)d1^135d2^185 + (3 + 2a + 0a^2)d1^136d2^185 + (1 + 0a + 4a^2)d1^137d2^185 + (1 + 3a + 0a^2)d1^138d2^185 + (3 + 1a + 3a^2)d1^139d2^185 + (0 + 0a + 1a^2)d1^140d2^185 + (4 + 1a + 2a^2)d1^141d2^185 + (3 + 1a + 4a^2)d1^142d2^185 + (1 + 4a + 3a^2)d1^143d2^185 + (0 + 4a + 4a^2)d1^144d2^185 + (2 + 1a + 4a^2)d1^145d2^185 + (3 + 2a + 1a^2)d1^146d2^185 + (2 + 0a + 2a^2)d1^147d2^185 + (4 + 1a + 1a^2)d1^148d2^185 + (4 + 2a + 1a^2)d1^149d2^185 + (4 + 2a + 2a^2)d1^150d2^185 + (2 + 0a + 3a^2)d1^151d2^185 + (4 + 0a + 2a^2)d1^152d2^185 + (0 + 1a + 2a^2)d1^153d2^185 + (3 + 2a + 4a^2)d1^154d2^185 + (2 + 1a + 0a^2)d1^155d2^185 + (3 + 0a + 3a^2)d1^156d2^185 + (0 + 3a + 0a^2)d1^157d2^185 + (2 + 4a + 2a^2)d1^158d2^185 + (0 + 1a + 3a^2)d1^159d2^185 + (3 + 4a + 0a^2)d1^160d2^185 + (2 + 3a + 1a^2)d1^161d2^185 + (0 + 1a + 1a^2)d1^162d2^185 + (4 + 2a + 0a^2)d1^163d2^185 + (2 + 0a + 4a^2)d1^164d2^185 + (1 + 1a + 1a^2)d1^165d2^185 + (3 + 4a + 4a^2)d1^166d2^185 + (0 + 1a + 2a^2)d1^167d2^185 + (2 + 4a + 1a^2)d1^168d2^185 + (2 + 0a + 0a^2)d1^169d2^185 + (1 + 3a + 0a^2)d1^170d2^185 + (0 + 1a + 4a^2)d1^171d2^185 + (0 + 0a + 3a^2)d1^172d2^185 + (0 + 4a + 4a^2)d1^173d2^185 + (3 + 1a + 1a^2)d1^174d2^185 + (4 + 3a + 0a^2)d1^175d2^185 + (0 + 4a + 1a^2)d1^176d2^185 + (3 + 4a + 0a^2)d1^177d2^185 + (0 + 4a + 4a^2)d1^178d2^185 + (2 + 0a + 4a^2)d1^179d2^185 + (4 + 4a + 1a^2)d1^180d2^185 + (0 + 3a + 0a^2)d1^181d2^185 + (0 + 4a + 2a^2)d1^182d2^185 + (1 + 1a + 0a^2)d1^183d2^185 + (3 + 0a + 0a^2)d1^184d2^185 + (1 + 3a + 3a^2)d1^185d2^185 + (1 + 0a + 3a^2)d1^186d2^185 + (4 + 3a + 2a^2)d1^187d2^185 + (0 + 4a + 0a^2)d1^188d2^185 + (0 + 3a + 0a^2)d1^189d2^185 + (0 + 4a + 3a^2)d1^190d2^185 + (2 + 0a + 3a^2)d1^191d2^185 + (4 + 3a + 3a^2)d1^192d2^185 + (3 + 4a + 3a^2)d1^193d2^185 + (0 + 2a + 3a^2)d1^194d2^185 + (3 + 1a + 0a^2)d1^195d2^185 + (0 + 2a + 2a^2)d1^196d2^185 + (4 + 4a + 4a^2)d1^197d2^185 + (3 + 0a + 3a^2)d1^198d2^185 + (3 + 2a + 3a^2)d1^199d2^185 + (0 + 0a + 2a^2)d1^200d2^185 + (0 + 3a + 0a^2)d1^201d2^185 + (3 + 4a + 0a^2)d1^202d2^185 + (1 + 0a + 2a^2)d1^203d2^185 + (1 + 3a + 4a^2)d1^204d2^185 + (4 + 4a + 4a^2)d1^205d2^185 + (0 + 4a + 2a^2)d1^206d2^185 + (0 + 3a + 4a^2)d1^207d2^185 + (1 + 3a + 3a^2)d1^208d2^185 + (0 + 1a + 3a^2)d1^209d2^185 + (4 + 1a + 3a^2)d1^210d2^185 + (0 + 1a + 0a^2)d1^211d2^185 + (0 + 0a + 1a^2)d1^212d2^185 + (0 + 4a + 3a^2)d1^213d2^185 + (1 + 1a + 3a^2)d1^214d2^185 + (3 + 4a + 1a^2)d1^215d2^185 + (4 + 3a + 4a^2)d1^216d2^185 + (3 + 3a + 4a^2)d1^217d2^185 + (0 + 4a + 2a^2)d1^218d2^185 + (3 + 1a + 3a^2)d1^219d2^185 + (3 + 3a + 4a^2)d1^220d2^185 + (1 + 2a + 2a^2)d1^221d2^185 + (4 + 2a + 1a^2)d1^222d2^185 + (0 + 4a + 1a^2)d1^223d2^185 + (2 + 0a + 0a^2)d1^224d2^185 + (2 + 0a + 3a^2)d1^225d2^185 + (3 + 0a + 2a^2)d1^226d2^185 + (4 + 3a + 4a^2)d1^227d2^185 + (0 + 3a + 1a^2)d1^228d2^185 + (1 + 0a + 0a^2)d1^229d2^185 + (4 + 0a + 3a^2)d1^230d2^185 + (3 + 1a + 2a^2)d1^231d2^185 + (0 + 0a + 1a^2)d1^232d2^185 + (3 + 4a + 1a^2)d1^233d2^185 + (4 + 0a + 0a^2)d1^234d2^185 + (4 + 0a + 1a^2)d1^235d2^185 + (4 + 2a + 0a^2)d1^236d2^185 + (0 + 3a + 3a^2)d1^237d2^185 + (0 + 4a + 3a^2)d1^238d2^185 + (2 + 1a + 0a^2)d1^239d2^185 + (2 + 1a + 0a^2)d1^240d2^185 + (1 + 4a + 3a^2)d1^241d2^185 + (3 + 1a + 3a^2)d1^242d2^185 + (1 + 3a + 3a^2)d1^243d2^185 + (4 + 1a + 0a^2)d1^244d2^185 + (0 + 1a + 2a^2)d1^245d2^185 + (0 + 4a + 4a^2)d1^246d2^185 + (2 + 1a + 3a^2)d1^247d2^185 + (4 + 3a + 4a^2)d1^248d2^185 + (4 + 1a + 1a^2)d1^249d2^185 + (4 + 3a + 4a^2)d1^250d2^185 + (3 + 1a + 0a^2)d1^251d2^185 + (4 + 1a + 3a^2)d1^252d2^185 + (1 + 0a + 0a^2)d1^253d2^185 + (2 + 4a + 2a^2)d1^254d2^185 + (1 + 4a + 4a^2)d1^255d2^185 + (0 + 4a + 3a^2)d1^256d2^185 + (4 + 4a + 3a^2)d1^257d2^185 + (0 + 0a + 2a^2)d1^258d2^185 + (3 + 2a + 0a^2)d1^259d2^185 + (4 + 4a + 3a^2)d1^260d2^185 + (3 + 3a + 0a^2)d1^261d2^185 + (2 + 0a + 0a^2)d1^262d2^185 + (0 + 2a + 2a^2)d1^263d2^185 + (0 + 2a + 3a^2)d1^264d2^185 + (4 + 1a + 3a^2)d1^265d2^185 + (2 + 0a + 1a^2)d1^266d2^185 + (2 + 4a + 3a^2)d1^267d2^185 + (0 + 2a + 1a^2)d1^268d2^185 + (3 + 3a + 1a^2)d1^269d2^185 + (0 + 2a + 0a^2)d1^270d2^185 + (2 + 0a + 2a^2)d1^271d2^185 + (0 + 3a + 4a^2)d1^272d2^185 + (2 + 3a + 3a^2)d1^273d2^185 + (3 + 3a + 0a^2)d1^275d2^185 + (0 + 2a + 2a^2)d1^276d2^185 + (2 + 2a + 0a^2)d1^277d2^185 + (3 + 1a + 0a^2)d1^278d2^185 + (4 + 3a + 3a^2)d1^279d2^185 + (1 + 0a + 1a^2)d1^280d2^185 + (3 + 4a + 0a^2)d1^281d2^185 + (4 + 1a + 0a^2)d1^282d2^185 + (3 + 3a + 2a^2)d1^283d2^185 + (3 + 4a + 4a^2)d1^284d2^185 + (0 + 3a + 4a^2)d1^285d2^185 + (2 + 3a + 1a^2)d1^286d2^185 + (2 + 0a + 2a^2)d1^287d2^185 + (1 + 4a + 3a^2)d1^288d2^185 + (0 + 1a + 3a^2)d1^289d2^185 + (2 + 1a + 4a^2)d1^290d2^185 + (4 + 3a + 4a^2)d1^291d2^185 + (3 + 4a + 4a^2)d1^292d2^185 + (1 + 4a + 0a^2)d1^293d2^185 + (0 + 2a + 1a^2)d2^186 + (2 + 1a + 2a^2)d1^1d2^186 + (1 + 4a + 0a^2)d1^2d2^186 + (3 + 0a + 0a^2)d1^3d2^186 + (4 + 1a + 3a^2)d1^4d2^186 + (1 + 0a + 3a^2)d1^5d2^186 + (0 + 4a + 0a^2)d1^6d2^186 + (4 + 1a + 2a^2)d1^7d2^186 + (4 + 1a + 2a^2)d1^8d2^186 + (1 + 3a + 0a^2)d1^9d2^186 + (2 + 2a + 1a^2)d1^10d2^186 + (3 + 3a + 3a^2)d1^11d2^186 + (4 + 4a + 3a^2)d1^12d2^186 + (2 + 1a + 2a^2)d1^13d2^186 + (3 + 0a + 2a^2)d1^14d2^186 + (1 + 4a + 3a^2)d1^15d2^186 + (4 + 1a + 0a^2)d1^16d2^186 + (3 + 3a + 2a^2)d1^17d2^186 + (2 + 4a + 0a^2)d1^18d2^186 + (3 + 4a + 2a^2)d1^19d2^186 + (0 + 1a + 2a^2)d1^20d2^186 + (3 + 3a + 0a^2)d1^21d2^186 + (1 + 4a + 0a^2)d1^22d2^186 + (2 + 4a + 0a^2)d1^23d2^186 + (1 + 1a + 4a^2)d1^24d2^186 + (3 + 3a + 4a^2)d1^25d2^186 + (1 + 4a + 3a^2)d1^26d2^186 + (4 + 2a + 1a^2)d1^27d2^186 + (1 + 4a + 1a^2)d1^28d2^186 + (1 + 2a + 1a^2)d1^29d2^186 + (0 + 3a + 4a^2)d1^30d2^186 + (4 + 4a + 4a^2)d1^31d2^186 + (2 + 0a + 2a^2)d1^32d2^186 + (3 + 3a + 0a^2)d1^33d2^186 + (3 + 2a + 1a^2)d1^34d2^186 + (2 + 1a + 2a^2)d1^35d2^186 + (4 + 1a + 2a^2)d1^36d2^186 + (3 + 1a + 2a^2)d1^37d2^186 + (2 + 0a + 3a^2)d1^38d2^186 + (1 + 0a + 0a^2)d1^39d2^186 + (0 + 2a + 4a^2)d1^40d2^186 + (2 + 1a + 3a^2)d1^41d2^186 + (3 + 2a + 3a^2)d1^42d2^186 + (4 + 1a + 2a^2)d1^43d2^186 + (1 + 3a + 3a^2)d1^44d2^186 + (3 + 4a + 1a^2)d1^45d2^186 + (1 + 0a + 3a^2)d1^46d2^186 + (0 + 4a + 3a^2)d1^47d2^186 + (4 + 2a + 1a^2)d1^48d2^186 + (1 + 3a + 0a^2)d1^49d2^186 + (3 + 4a + 4a^2)d1^50d2^186 + (2 + 1a + 1a^2)d1^51d2^186 + (1 + 0a + 3a^2)d1^52d2^186 + (4 + 2a + 2a^2)d1^53d2^186 + (2 + 2a + 1a^2)d1^54d2^186 + (4 + 0a + 4a^2)d1^55d2^186 + (0 + 4a + 4a^2)d1^56d2^186 + (3 + 3a + 3a^2)d1^57d2^186 + (3 + 2a + 2a^2)d1^58d2^186 + (4 + 0a + 0a^2)d1^59d2^186 + (0 + 3a + 4a^2)d1^60d2^186 + (0 + 2a + 3a^2)d1^61d2^186 + (0 + 2a + 3a^2)d1^62d2^186 + (1 + 4a + 3a^2)d1^63d2^186 + (2 + 2a + 0a^2)d1^64d2^186 + (3 + 0a + 3a^2)d1^65d2^186 + (3 + 1a + 0a^2)d1^66d2^186 + (0 + 2a + 4a^2)d1^67d2^186 + (2 + 4a + 3a^2)d1^68d2^186 + (0 + 0a + 1a^2)d1^69d2^186 + (3 + 0a + 3a^2)d1^70d2^186 + (2 + 1a + 3a^2)d1^71d2^186 + (2 + 2a + 2a^2)d1^72d2^186 + (0 + 2a + 3a^2)d1^73d2^186 + (1 + 2a + 2a^2)d1^74d2^186 + (0 + 4a + 0a^2)d1^75d2^186 + (1 + 3a + 3a^2)d1^76d2^186 + (0 + 0a + 4a^2)d1^77d2^186 + (1 + 2a + 1a^2)d1^78d2^186 + (3 + 0a + 3a^2)d1^79d2^186 + (2 + 0a + 2a^2)d1^80d2^186 + (3 + 2a + 2a^2)d1^81d2^186 + (3 + 1a + 4a^2)d1^82d2^186 + (4 + 1a + 1a^2)d1^83d2^186 + (2 + 1a + 4a^2)d1^84d2^186 + (4 + 4a + 4a^2)d1^85d2^186 + (1 + 0a + 1a^2)d1^86d2^186 + (1 + 4a + 2a^2)d1^87d2^186 + (4 + 0a + 2a^2)d1^88d2^186 + (3 + 3a + 2a^2)d1^89d2^186 + (4 + 4a + 1a^2)d1^90d2^186 + (2 + 1a + 2a^2)d1^91d2^186 + (4 + 3a + 3a^2)d1^92d2^186 + (0 + 0a + 1a^2)d1^93d2^186 + (2 + 1a + 2a^2)d1^94d2^186 + (0 + 0a + 2a^2)d1^95d2^186 + (1 + 4a + 4a^2)d1^96d2^186 + (4 + 1a + 4a^2)d1^97d2^186 + (2 + 1a + 4a^2)d1^98d2^186 + (1 + 2a + 3a^2)d1^99d2^186 + (2 + 1a + 4a^2)d1^100d2^186 + (0 + 2a + 0a^2)d1^101d2^186 + (2 + 2a + 2a^2)d1^102d2^186 + (4 + 1a + 4a^2)d1^103d2^186 + (2 + 3a + 2a^2)d1^104d2^186 + (1 + 3a + 4a^2)d1^105d2^186 + (0 + 2a + 0a^2)d1^106d2^186 + (2 + 2a + 3a^2)d1^107d2^186 + (3 + 2a + 1a^2)d1^108d2^186 + (2 + 2a + 0a^2)d1^109d2^186 + (1 + 1a + 2a^2)d1^110d2^186 + (2 + 0a + 1a^2)d1^111d2^186 + (1 + 4a + 2a^2)d1^112d2^186 + (0 + 3a + 1a^2)d1^113d2^186 + (3 + 3a + 1a^2)d1^114d2^186 + (4 + 2a + 4a^2)d1^115d2^186 + (2 + 0a + 4a^2)d1^116d2^186 + (2 + 3a + 1a^2)d1^117d2^186 + (3 + 2a + 0a^2)d1^118d2^186 + (3 + 4a + 0a^2)d1^119d2^186 + (1 + 1a + 4a^2)d1^120d2^186 + (3 + 0a + 4a^2)d1^121d2^186 + (2 + 1a + 4a^2)d1^122d2^186 + (3 + 1a + 4a^2)d1^123d2^186 + (1 + 3a + 2a^2)d1^124d2^186 + (1 + 1a + 1a^2)d1^125d2^186 + (0 + 2a + 3a^2)d1^126d2^186 + (0 + 1a + 3a^2)d1^127d2^186 + (4 + 4a + 2a^2)d1^128d2^186 + (0 + 3a + 4a^2)d1^129d2^186 + (2 + 2a + 0a^2)d1^130d2^186 + (1 + 3a + 4a^2)d1^131d2^186 + (1 + 1a + 2a^2)d1^132d2^186 + (0 + 2a + 1a^2)d1^133d2^186 + (0 + 0a + 2a^2)d1^134d2^186 + (0 + 0a + 1a^2)d1^135d2^186 + (0 + 3a + 1a^2)d1^136d2^186 + (2 + 0a + 4a^2)d1^137d2^186 + (2 + 4a + 4a^2)d1^138d2^186 + (3 + 1a + 0a^2)d1^139d2^186 + (3 + 2a + 3a^2)d1^140d2^186 + (3 + 3a + 2a^2)d1^141d2^186 + (3 + 3a + 1a^2)d1^142d2^186 + (4 + 4a + 2a^2)d1^143d2^186 + (2 + 1a + 3a^2)d1^144d2^186 + (3 + 2a + 4a^2)d1^145d2^186 + (3 + 1a + 4a^2)d1^146d2^186 + (2 + 1a + 3a^2)d1^147d2^186 + (2 + 4a + 3a^2)d1^148d2^186 + (1 + 0a + 1a^2)d1^149d2^186 + (2 + 2a + 3a^2)d1^150d2^186 + (1 + 1a + 1a^2)d1^151d2^186 + (0 + 3a + 4a^2)d1^152d2^186 + (1 + 1a + 2a^2)d1^153d2^186 + (1 + 3a + 0a^2)d1^154d2^186 + (4 + 1a + 4a^2)d1^155d2^186 + (0 + 3a + 4a^2)d1^156d2^186 + (0 + 2a + 0a^2)d1^157d2^186 + (1 + 1a + 2a^2)d1^158d2^186 + (4 + 0a + 3a^2)d1^159d2^186 + (4 + 0a + 2a^2)d1^160d2^186 + (3 + 3a + 2a^2)d1^161d2^186 + (3 + 2a + 4a^2)d1^162d2^186 + (2 + 0a + 3a^2)d1^163d2^186 + (3 + 3a + 4a^2)d1^164d2^186 + (1 + 1a + 2a^2)d1^165d2^186 + (4 + 2a + 4a^2)d1^166d2^186 + (4 + 3a + 0a^2)d1^167d2^186 + (2 + 3a + 0a^2)d1^168d2^186 + (4 + 2a + 0a^2)d1^170d2^186 + (2 + 0a + 1a^2)d1^171d2^186 + (3 + 2a + 0a^2)d1^172d2^186 + (3 + 3a + 0a^2)d1^173d2^186 + (1 + 4a + 3a^2)d1^174d2^186 + (1 + 4a + 0a^2)d1^175d2^186 + (4 + 4a + 3a^2)d1^176d2^186 + (0 + 1a + 0a^2)d1^177d2^186 + (1 + 2a + 3a^2)d1^178d2^186 + (2 + 4a + 2a^2)d1^179d2^186 + (3 + 0a + 4a^2)d1^180d2^186 + (1 + 0a + 3a^2)d1^181d2^186 + (4 + 0a + 1a^2)d1^182d2^186 + (2 + 3a + 1a^2)d1^183d2^186 + (1 + 0a + 2a^2)d1^184d2^186 + (2 + 4a + 3a^2)d1^185d2^186 + (2 + 2a + 3a^2)d1^186d2^186 + (3 + 0a + 4a^2)d1^187d2^186 + (4 + 1a + 2a^2)d1^188d2^186 + (3 + 0a + 2a^2)d1^189d2^186 + (0 + 2a + 2a^2)d1^190d2^186 + (3 + 1a + 0a^2)d1^191d2^186 + (1 + 0a + 4a^2)d1^192d2^186 + (4 + 3a + 0a^2)d1^193d2^186 + (2 + 2a + 0a^2)d1^194d2^186 + (4 + 3a + 3a^2)d1^195d2^186 + (1 + 1a + 2a^2)d1^196d2^186 + (0 + 2a + 4a^2)d1^197d2^186 + (3 + 0a + 1a^2)d1^198d2^186 + (1 + 2a + 4a^2)d1^199d2^186 + (2 + 3a + 0a^2)d1^200d2^186 + (3 + 0a + 3a^2)d1^201d2^186 + (4 + 3a + 2a^2)d1^202d2^186 + (4 + 0a + 2a^2)d1^203d2^186 + (2 + 3a + 2a^2)d1^204d2^186 + (4 + 1a + 4a^2)d1^205d2^186 + (1 + 2a + 3a^2)d1^206d2^186 + (2 + 1a + 1a^2)d1^207d2^186 + (0 + 4a + 2a^2)d1^208d2^186 + (2 + 0a + 3a^2)d1^209d2^186 + (1 + 1a + 3a^2)d1^210d2^186 + (4 + 1a + 1a^2)d1^211d2^186 + (3 + 3a + 1a^2)d1^212d2^186 + (3 + 4a + 4a^2)d1^213d2^186 + (3 + 3a + 0a^2)d1^214d2^186 + (4 + 3a + 0a^2)d1^215d2^186 + (1 + 4a + 4a^2)d1^216d2^186 + (1 + 4a + 3a^2)d1^217d2^186 + (4 + 3a + 2a^2)d1^218d2^186 + (2 + 0a + 2a^2)d1^219d2^186 + (3 + 1a + 2a^2)d1^220d2^186 + (3 + 1a + 1a^2)d1^221d2^186 + (3 + 4a + 3a^2)d1^222d2^186 + (3 + 4a + 1a^2)d1^223d2^186 + (0 + 4a + 1a^2)d1^224d2^186 + (2 + 2a + 2a^2)d1^226d2^186 + (4 + 0a + 1a^2)d1^227d2^186 + (0 + 2a + 3a^2)d1^228d2^186 + (2 + 3a + 3a^2)d1^229d2^186 + (3 + 4a + 2a^2)d1^230d2^186 + (1 + 1a + 0a^2)d1^231d2^186 + (1 + 2a + 2a^2)d1^232d2^186 + (3 + 2a + 4a^2)d1^233d2^186 + (0 + 3a + 3a^2)d1^234d2^186 + (0 + 2a + 3a^2)d1^235d2^186 + (0 + 1a + 0a^2)d1^236d2^186 + (2 + 1a + 0a^2)d1^237d2^186 + (3 + 1a + 4a^2)d1^238d2^186 + (0 + 3a + 3a^2)d1^239d2^186 + (4 + 3a + 2a^2)d1^240d2^186 + (0 + 1a + 1a^2)d1^241d2^186 + (3 + 4a + 3a^2)d1^242d2^186 + (2 + 0a + 2a^2)d1^243d2^186 + (3 + 2a + 0a^2)d1^244d2^186 + (4 + 4a + 0a^2)d1^245d2^186 + (4 + 0a + 2a^2)d1^246d2^186 + (4 + 1a + 3a^2)d1^247d2^186 + (4 + 4a + 3a^2)d1^248d2^186 + (4 + 0a + 1a^2)d1^249d2^186 + (4 + 1a + 0a^2)d1^250d2^186 + (2 + 2a + 4a^2)d1^251d2^186 + (1 + 2a + 1a^2)d1^252d2^186 + (0 + 0a + 2a^2)d1^253d2^186 + (3 + 3a + 2a^2)d1^254d2^186 + (1 + 0a + 4a^2)d1^255d2^186 + (1 + 2a + 3a^2)d1^256d2^186 + (0 + 4a + 4a^2)d1^257d2^186 + (1 + 4a + 4a^2)d1^258d2^186 + (3 + 4a + 3a^2)d1^259d2^186 + (2 + 1a + 3a^2)d1^260d2^186 + (3 + 2a + 2a^2)d1^261d2^186 + (0 + 3a + 4a^2)d1^262d2^186 + (2 + 2a + 2a^2)d1^263d2^186 + (3 + 0a + 4a^2)d1^264d2^186 + (1 + 4a + 2a^2)d1^265d2^186 + (4 + 3a + 2a^2)d1^266d2^186 + (2 + 1a + 2a^2)d1^267d2^186 + (3 + 0a + 1a^2)d1^268d2^186 + (3 + 2a + 4a^2)d1^269d2^186 + (2 + 2a + 2a^2)d1^270d2^186 + (2 + 2a + 2a^2)d1^271d2^186 + (1 + 0a + 4a^2)d1^272d2^186 + (4 + 0a + 1a^2)d1^273d2^186 + (2 + 3a + 0a^2)d1^274d2^186 + (3 + 2a + 1a^2)d1^275d2^186 + (3 + 4a + 0a^2)d1^276d2^186 + (3 + 4a + 1a^2)d1^277d2^186 + (2 + 2a + 0a^2)d1^278d2^186 + (1 + 2a + 2a^2)d1^279d2^186 + (0 + 3a + 2a^2)d1^280d2^186 + (1 + 3a + 3a^2)d1^281d2^186 + (3 + 1a + 3a^2)d1^282d2^186 + (0 + 0a + 4a^2)d1^283d2^186 + (0 + 2a + 2a^2)d1^284d2^186 + (1 + 3a + 2a^2)d1^285d2^186 + (0 + 1a + 4a^2)d1^286d2^186 + (4 + 1a + 2a^2)d1^287d2^186 + (2 + 1a + 2a^2)d1^288d2^186 + (0 + 0a + 2a^2)d1^289d2^186 + (2 + 1a + 2a^2)d1^290d2^186 + (0 + 4a + 3a^2)d1^291d2^186 + (2 + 1a + 0a^2)d1^292d2^186 + (2 + 0a + 2a^2)d1^293d2^186 + (2 + 0a + 1a^2)d2^187 + (2 + 4a + 1a^2)d1^1d2^187 + (0 + 2a + 2a^2)d1^2d2^187 + (1 + 1a + 2a^2)d1^3d2^187 + (4 + 4a + 4a^2)d1^4d2^187 + (4 + 0a + 2a^2)d1^5d2^187 + (1 + 2a + 3a^2)d1^6d2^187 + (0 + 0a + 3a^2)d1^7d2^187 + (3 + 3a + 0a^2)d1^8d2^187 + (4 + 0a + 1a^2)d1^9d2^187 + (4 + 1a + 4a^2)d1^10d2^187 + (4 + 3a + 2a^2)d1^11d2^187 + (3 + 4a + 3a^2)d1^12d2^187 + (3 + 3a + 3a^2)d1^13d2^187 + (2 + 3a + 1a^2)d1^14d2^187 + (3 + 0a + 3a^2)d1^15d2^187 + (0 + 0a + 2a^2)d1^16d2^187 + (3 + 2a + 4a^2)d1^17d2^187 + (4 + 3a + 3a^2)d1^18d2^187 + (2 + 1a + 2a^2)d1^19d2^187 + (3 + 2a + 0a^2)d1^20d2^187 + (2 + 2a + 1a^2)d1^21d2^187 + (1 + 3a + 0a^2)d1^22d2^187 + (1 + 4a + 4a^2)d1^23d2^187 + (0 + 1a + 2a^2)d1^24d2^187 + (3 + 2a + 3a^2)d1^25d2^187 + (4 + 4a + 2a^2)d1^26d2^187 + (0 + 2a + 1a^2)d1^27d2^187 + (4 + 4a + 4a^2)d1^28d2^187 + (1 + 4a + 4a^2)d1^29d2^187 + (1 + 2a + 4a^2)d1^30d2^187 + (3 + 0a + 0a^2)d1^31d2^187 + (3 + 0a + 3a^2)d1^32d2^187 + (0 + 4a + 3a^2)d1^33d2^187 + (3 + 0a + 3a^2)d1^34d2^187 + (4 + 2a + 1a^2)d1^35d2^187 + (0 + 0a + 1a^2)d1^36d2^187 + (0 + 0a + 1a^2)d1^37d2^187 + (3 + 1a + 0a^2)d1^38d2^187 + (1 + 0a + 2a^2)d1^39d2^187 + (3 + 0a + 1a^2)d1^40d2^187 + (4 + 0a + 2a^2)d1^41d2^187 + (3 + 0a + 3a^2)d1^42d2^187 + (2 + 3a + 1a^2)d1^43d2^187 + (0 + 2a + 2a^2)d1^44d2^187 + (1 + 3a + 4a^2)d1^45d2^187 + (3 + 0a + 0a^2)d1^46d2^187 + (1 + 3a + 1a^2)d1^47d2^187 + (2 + 4a + 0a^2)d1^48d2^187 + (1 + 4a + 2a^2)d1^49d2^187 + (0 + 2a + 1a^2)d1^50d2^187 + (3 + 4a + 2a^2)d1^51d2^187 + (4 + 4a + 2a^2)d1^52d2^187 + (0 + 0a + 1a^2)d1^53d2^187 + (1 + 2a + 2a^2)d1^54d2^187 + (4 + 3a + 4a^2)d1^55d2^187 + (4 + 0a + 1a^2)d1^56d2^187 + (4 + 2a + 0a^2)d1^57d2^187 + (2 + 3a + 1a^2)d1^58d2^187 + (2 + 0a + 2a^2)d1^59d2^187 + (4 + 1a + 2a^2)d1^60d2^187 + (2 + 2a + 4a^2)d1^62d2^187 + (0 + 1a + 1a^2)d1^63d2^187 + (0 + 1a + 1a^2)d1^64d2^187 + (2 + 3a + 4a^2)d1^65d2^187 + (3 + 3a + 0a^2)d1^66d2^187 + (4 + 1a + 0a^2)d1^67d2^187 + (4 + 3a + 2a^2)d1^68d2^187 + (0 + 3a + 2a^2)d1^70d2^187 + (2 + 4a + 1a^2)d1^71d2^187 + (2 + 0a + 0a^2)d1^72d2^187 + (1 + 0a + 0a^2)d1^73d2^187 + (3 + 0a + 3a^2)d1^74d2^187 + (3 + 4a + 1a^2)d1^75d2^187 + (2 + 0a + 2a^2)d1^76d2^187 + (4 + 0a + 2a^2)d1^77d2^187 + (3 + 0a + 1a^2)d1^78d2^187 + (3 + 0a + 3a^2)d1^79d2^187 + (3 + 3a + 1a^2)d1^80d2^187 + (0 + 3a + 2a^2)d1^81d2^187 + (1 + 3a + 4a^2)d1^82d2^187 + (3 + 3a + 0a^2)d1^83d2^187 + (3 + 4a + 1a^2)d1^84d2^187 + (1 + 2a + 3a^2)d1^85d2^187 + (3 + 4a + 1a^2)d1^86d2^187 + (4 + 2a + 4a^2)d1^87d2^187 + (1 + 1a + 1a^2)d1^88d2^187 + (4 + 3a + 0a^2)d1^89d2^187 + (4 + 4a + 4a^2)d1^90d2^187 + (3 + 0a + 3a^2)d1^91d2^187 + (0 + 2a + 1a^2)d1^92d2^187 + (2 + 3a + 3a^2)d1^93d2^187 + (4 + 3a + 3a^2)d1^94d2^187 + (2 + 0a + 0a^2)d1^95d2^187 + (1 + 3a + 2a^2)d1^96d2^187 + (3 + 1a + 1a^2)d1^97d2^187 + (4 + 3a + 0a^2)d1^98d2^187 + (4 + 2a + 3a^2)d1^99d2^187 + (4 + 0a + 2a^2)d1^100d2^187 + (2 + 2a + 1a^2)d1^101d2^187 + (2 + 4a + 1a^2)d1^102d2^187 + (2 + 3a + 0a^2)d1^103d2^187 + (4 + 1a + 0a^2)d1^104d2^187 + (3 + 3a + 4a^2)d1^105d2^187 + (1 + 2a + 2a^2)d1^106d2^187 + (0 + 1a + 1a^2)d1^107d2^187 + (2 + 3a + 0a^2)d1^108d2^187 + (4 + 2a + 1a^2)d1^109d2^187 + (0 + 3a + 0a^2)d1^110d2^187 + (2 + 4a + 0a^2)d1^111d2^187 + (3 + 3a + 3a^2)d1^112d2^187 + (2 + 4a + 2a^2)d1^113d2^187 + (2 + 0a + 2a^2)d1^114d2^187 + (0 + 0a + 1a^2)d1^115d2^187 + (0 + 3a + 2a^2)d1^116d2^187 + (0 + 3a + 4a^2)d1^117d2^187 + (1 + 1a + 4a^2)d1^118d2^187 + (4 + 0a + 1a^2)d1^119d2^187 + (3 + 2a + 3a^2)d1^120d2^187 + (2 + 3a + 0a^2)d1^121d2^187 + (2 + 4a + 0a^2)d1^122d2^187 + (0 + 2a + 4a^2)d1^123d2^187 + (4 + 3a + 3a^2)d1^124d2^187 + (0 + 4a + 1a^2)d1^125d2^187 + (1 + 3a + 4a^2)d1^126d2^187 + (0 + 3a + 3a^2)d1^127d2^187 + (0 + 3a + 1a^2)d1^128d2^187 + (1 + 3a + 4a^2)d1^129d2^187 + (4 + 4a + 0a^2)d1^130d2^187 + (3 + 2a + 3a^2)d1^131d2^187 + (1 + 0a + 1a^2)d1^132d2^187 + (3 + 0a + 1a^2)d1^133d2^187 + (3 + 0a + 4a^2)d1^134d2^187 + (1 + 3a + 1a^2)d1^135d2^187 + (3 + 3a + 4a^2)d1^136d2^187 + (2 + 2a + 1a^2)d1^137d2^187 + (4 + 0a + 1a^2)d1^138d2^187 + (2 + 4a + 4a^2)d1^139d2^187 + (4 + 4a + 3a^2)d1^140d2^187 + (4 + 2a + 1a^2)d1^141d2^187 + (3 + 0a + 4a^2)d1^142d2^187 + (3 + 0a + 0a^2)d1^143d2^187 + (2 + 1a + 4a^2)d1^144d2^187 + (1 + 2a + 2a^2)d1^145d2^187 + (3 + 2a + 0a^2)d1^146d2^187 + (0 + 4a + 2a^2)d1^147d2^187 + (2 + 4a + 3a^2)d1^148d2^187 + (2 + 4a + 3a^2)d1^149d2^187 + (2 + 1a + 0a^2)d1^150d2^187 + (3 + 4a + 0a^2)d1^151d2^187 + (2 + 4a + 2a^2)d1^152d2^187 + (3 + 0a + 0a^2)d1^153d2^187 + (0 + 4a + 1a^2)d1^154d2^187 + (0 + 1a + 3a^2)d1^155d2^187 + (2 + 1a + 3a^2)d1^156d2^187 + (2 + 4a + 2a^2)d1^157d2^187 + (3 + 2a + 0a^2)d1^158d2^187 + (4 + 3a + 4a^2)d1^159d2^187 + (1 + 2a + 4a^2)d1^160d2^187 + (0 + 1a + 0a^2)d1^161d2^187 + (4 + 4a + 0a^2)d1^162d2^187 + (1 + 1a + 4a^2)d1^163d2^187 + (4 + 0a + 2a^2)d1^164d2^187 + (0 + 2a + 1a^2)d1^165d2^187 + (2 + 0a + 1a^2)d1^166d2^187 + (3 + 3a + 4a^2)d1^167d2^187 + (4 + 4a + 4a^2)d1^168d2^187 + (1 + 3a + 0a^2)d1^169d2^187 + (3 + 3a + 4a^2)d1^170d2^187 + (4 + 2a + 0a^2)d1^171d2^187 + (1 + 4a + 1a^2)d1^172d2^187 + (0 + 0a + 1a^2)d1^173d2^187 + (1 + 0a + 0a^2)d1^174d2^187 + (1 + 4a + 3a^2)d1^175d2^187 + (3 + 2a + 4a^2)d1^176d2^187 + (0 + 2a + 3a^2)d1^177d2^187 + (1 + 1a + 3a^2)d1^178d2^187 + (3 + 4a + 1a^2)d1^180d2^187 + (3 + 0a + 4a^2)d1^181d2^187 + (4 + 4a + 2a^2)d1^182d2^187 + (0 + 3a + 2a^2)d1^183d2^187 + (3 + 1a + 4a^2)d1^184d2^187 + (3 + 4a + 3a^2)d1^185d2^187 + (2 + 0a + 0a^2)d1^186d2^187 + (3 + 2a + 2a^2)d1^187d2^187 + (3 + 4a + 0a^2)d1^188d2^187 + (1 + 3a + 3a^2)d1^189d2^187 + (0 + 3a + 0a^2)d1^190d2^187 + (4 + 1a + 1a^2)d1^191d2^187 + (3 + 0a + 4a^2)d1^192d2^187 + (2 + 4a + 2a^2)d1^193d2^187 + (2 + 2a + 2a^2)d1^194d2^187 + (2 + 0a + 2a^2)d1^195d2^187 + (0 + 0a + 1a^2)d1^196d2^187 + (2 + 2a + 0a^2)d1^197d2^187 + (2 + 0a + 3a^2)d1^198d2^187 + (4 + 3a + 4a^2)d1^199d2^187 + (1 + 0a + 2a^2)d1^200d2^187 + (4 + 4a + 4a^2)d1^201d2^187 + (4 + 2a + 2a^2)d1^202d2^187 + (4 + 1a + 1a^2)d1^203d2^187 + (4 + 2a + 1a^2)d1^204d2^187 + (0 + 3a + 3a^2)d1^205d2^187 + (2 + 2a + 2a^2)d1^206d2^187 + (2 + 4a + 0a^2)d1^207d2^187 + (3 + 0a + 1a^2)d1^208d2^187 + (2 + 1a + 0a^2)d1^209d2^187 + (2 + 0a + 0a^2)d1^210d2^187 + (0 + 4a + 4a^2)d1^211d2^187 + (3 + 2a + 0a^2)d1^212d2^187 + (3 + 2a + 4a^2)d1^213d2^187 + (2 + 0a + 2a^2)d1^214d2^187 + (3 + 2a + 0a^2)d1^215d2^187 + (2 + 3a + 4a^2)d1^216d2^187 + (4 + 3a + 0a^2)d1^217d2^187 + (1 + 4a + 1a^2)d1^218d2^187 + (0 + 0a + 2a^2)d1^219d2^187 + (0 + 2a + 0a^2)d1^220d2^187 + (2 + 1a + 0a^2)d1^221d2^187 + (2 + 1a + 2a^2)d1^222d2^187 + (2 + 3a + 3a^2)d1^223d2^187 + (1 + 4a + 0a^2)d1^224d2^187 + (3 + 0a + 3a^2)d1^225d2^187 + (3 + 0a + 3a^2)d1^226d2^187 + (1 + 1a + 0a^2)d1^227d2^187 + (1 + 2a + 4a^2)d1^228d2^187 + (0 + 2a + 1a^2)d1^229d2^187 + (2 + 3a + 1a^2)d1^230d2^187 + (0 + 4a + 0a^2)d1^231d2^187 + (2 + 4a + 2a^2)d1^232d2^187 + (4 + 2a + 4a^2)d1^233d2^187 + (2 + 3a + 1a^2)d1^234d2^187 + (2 + 1a + 4a^2)d1^235d2^187 + (4 + 2a + 4a^2)d1^236d2^187 + (0 + 4a + 0a^2)d1^237d2^187 + (0 + 0a + 3a^2)d1^238d2^187 + (4 + 3a + 1a^2)d1^239d2^187 + (4 + 0a + 2a^2)d1^240d2^187 + (3 + 3a + 1a^2)d1^241d2^187 + (1 + 4a + 1a^2)d1^242d2^187 + (2 + 1a + 4a^2)d1^243d2^187 + (1 + 2a + 4a^2)d1^244d2^187 + (1 + 4a + 1a^2)d1^245d2^187 + (1 + 0a + 0a^2)d1^246d2^187 + (0 + 4a + 4a^2)d1^247d2^187 + (0 + 4a + 2a^2)d1^248d2^187 + (1 + 0a + 3a^2)d1^249d2^187 + (0 + 4a + 1a^2)d1^250d2^187 + (0 + 3a + 1a^2)d1^251d2^187 + (4 + 3a + 0a^2)d1^252d2^187 + (3 + 2a + 4a^2)d1^253d2^187 + (0 + 2a + 3a^2)d1^254d2^187 + (1 + 0a + 4a^2)d1^255d2^187 + (2 + 0a + 0a^2)d1^256d2^187 + (1 + 1a + 0a^2)d1^257d2^187 + (0 + 3a + 4a^2)d1^258d2^187 + (1 + 4a + 1a^2)d1^259d2^187 + (3 + 0a + 3a^2)d1^260d2^187 + (4 + 2a + 2a^2)d1^261d2^187 + (0 + 4a + 3a^2)d1^262d2^187 + (1 + 0a + 4a^2)d1^263d2^187 + (2 + 4a + 3a^2)d1^264d2^187 + (4 + 0a + 4a^2)d1^265d2^187 + (1 + 1a + 4a^2)d1^266d2^187 + (4 + 2a + 4a^2)d1^267d2^187 + (3 + 4a + 3a^2)d1^268d2^187 + (2 + 3a + 4a^2)d1^269d2^187 + (2 + 0a + 1a^2)d1^270d2^187 + (4 + 2a + 3a^2)d1^271d2^187 + (1 + 4a + 4a^2)d1^272d2^187 + (3 + 4a + 3a^2)d1^273d2^187 + (0 + 2a + 1a^2)d1^274d2^187 + (0 + 4a + 4a^2)d1^275d2^187 + (0 + 0a + 4a^2)d1^276d2^187 + (3 + 0a + 4a^2)d1^277d2^187 + (0 + 4a + 3a^2)d1^278d2^187 + (0 + 4a + 4a^2)d1^279d2^187 + (0 + 1a + 2a^2)d1^280d2^187 + (4 + 3a + 2a^2)d1^281d2^187 + (3 + 4a + 2a^2)d1^282d2^187 + (0 + 1a + 2a^2)d1^283d2^187 + (0 + 3a + 1a^2)d1^284d2^187 + (2 + 1a + 2a^2)d1^285d2^187 + (0 + 2a + 0a^2)d1^286d2^187 + (3 + 1a + 0a^2)d1^287d2^187 + (2 + 2a + 3a^2)d1^288d2^187 + (2 + 1a + 3a^2)d1^289d2^187 + (2 + 3a + 0a^2)d1^290d2^187 + (1 + 4a + 4a^2)d1^291d2^187 + (2 + 0a + 0a^2)d1^292d2^187 + (3 + 3a + 4a^2)d1^293d2^187 + (4 + 0a + 1a^2)d2^188 + (1 + 2a + 3a^2)d1^1d2^188 + (0 + 4a + 3a^2)d1^2d2^188 + (3 + 1a + 1a^2)d1^3d2^188 + (4 + 2a + 0a^2)d1^4d2^188 + (1 + 1a + 4a^2)d1^5d2^188 + (4 + 4a + 2a^2)d1^6d2^188 + (0 + 1a + 3a^2)d1^7d2^188 + (0 + 0a + 1a^2)d1^8d2^188 + (2 + 3a + 0a^2)d1^9d2^188 + (0 + 0a + 1a^2)d1^10d2^188 + (0 + 1a + 0a^2)d1^11d2^188 + (3 + 2a + 2a^2)d1^12d2^188 + (0 + 0a + 1a^2)d1^13d2^188 + (2 + 2a + 0a^2)d1^14d2^188 + (4 + 2a + 2a^2)d1^15d2^188 + (4 + 3a + 2a^2)d1^16d2^188 + (3 + 0a + 1a^2)d1^17d2^188 + (4 + 3a + 1a^2)d1^18d2^188 + (2 + 2a + 4a^2)d1^19d2^188 + (0 + 0a + 3a^2)d1^20d2^188 + (4 + 0a + 2a^2)d1^21d2^188 + (2 + 0a + 2a^2)d1^22d2^188 + (4 + 3a + 4a^2)d1^23d2^188 + (2 + 1a + 4a^2)d1^24d2^188 + (4 + 4a + 4a^2)d1^25d2^188 + (1 + 2a + 3a^2)d1^26d2^188 + (4 + 3a + 2a^2)d1^27d2^188 + (0 + 0a + 2a^2)d1^28d2^188 + (2 + 3a + 0a^2)d1^29d2^188 + (2 + 1a + 1a^2)d1^30d2^188 + (1 + 3a + 1a^2)d1^31d2^188 + (2 + 1a + 0a^2)d1^32d2^188 + (4 + 2a + 0a^2)d1^33d2^188 + (2 + 0a + 1a^2)d1^34d2^188 + (0 + 0a + 2a^2)d1^35d2^188 + (1 + 2a + 1a^2)d1^36d2^188 + (0 + 4a + 4a^2)d1^37d2^188 + (0 + 4a + 4a^2)d1^38d2^188 + (1 + 1a + 4a^2)d1^39d2^188 + (2 + 0a + 3a^2)d1^40d2^188 + (3 + 4a + 1a^2)d1^41d2^188 + (3 + 0a + 3a^2)d1^42d2^188 + (4 + 3a + 3a^2)d1^43d2^188 + (1 + 3a + 3a^2)d1^44d2^188 + (0 + 4a + 1a^2)d1^45d2^188 + (3 + 1a + 2a^2)d1^46d2^188 + (0 + 4a + 4a^2)d1^47d2^188 + (3 + 0a + 0a^2)d1^48d2^188 + (0 + 3a + 4a^2)d1^49d2^188 + (2 + 2a + 2a^2)d1^50d2^188 + (3 + 2a + 1a^2)d1^51d2^188 + (3 + 3a + 2a^2)d1^52d2^188 + (4 + 0a + 1a^2)d1^53d2^188 + (0 + 1a + 4a^2)d1^54d2^188 + (0 + 1a + 3a^2)d1^55d2^188 + (3 + 4a + 3a^2)d1^56d2^188 + (0 + 1a + 3a^2)d1^57d2^188 + (1 + 0a + 4a^2)d1^58d2^188 + (2 + 1a + 3a^2)d1^59d2^188 + (0 + 0a + 4a^2)d1^60d2^188 + (0 + 1a + 1a^2)d1^61d2^188 + (0 + 3a + 2a^2)d1^62d2^188 + (0 + 2a + 2a^2)d1^63d2^188 + (1 + 1a + 0a^2)d1^64d2^188 + (2 + 2a + 4a^2)d1^65d2^188 + (1 + 2a + 3a^2)d1^66d2^188 + (4 + 3a + 1a^2)d1^67d2^188 + (3 + 4a + 0a^2)d1^68d2^188 + (2 + 4a + 1a^2)d1^69d2^188 + (0 + 2a + 3a^2)d1^70d2^188 + (0 + 4a + 0a^2)d1^71d2^188 + (2 + 0a + 2a^2)d1^72d2^188 + (0 + 4a + 1a^2)d1^73d2^188 + (1 + 1a + 1a^2)d1^74d2^188 + (4 + 0a + 2a^2)d1^75d2^188 + (2 + 4a + 1a^2)d1^76d2^188 + (2 + 2a + 4a^2)d1^77d2^188 + (0 + 2a + 3a^2)d1^78d2^188 + (2 + 2a + 0a^2)d1^79d2^188 + (4 + 1a + 3a^2)d1^80d2^188 + (3 + 1a + 1a^2)d1^81d2^188 + (4 + 3a + 0a^2)d1^82d2^188 + (3 + 4a + 2a^2)d1^83d2^188 + (4 + 2a + 0a^2)d1^84d2^188 + (4 + 4a + 0a^2)d1^85d2^188 + (3 + 4a + 3a^2)d1^86d2^188 + (2 + 4a + 1a^2)d1^87d2^188 + (1 + 3a + 1a^2)d1^88d2^188 + (0 + 2a + 2a^2)d1^89d2^188 + (3 + 2a + 0a^2)d1^90d2^188 + (0 + 0a + 2a^2)d1^91d2^188 + (4 + 1a + 1a^2)d1^92d2^188 + (3 + 1a + 3a^2)d1^93d2^188 + (1 + 3a + 2a^2)d1^94d2^188 + (0 + 4a + 0a^2)d1^95d2^188 + (2 + 0a + 2a^2)d1^96d2^188 + (1 + 0a + 1a^2)d1^97d2^188 + (2 + 0a + 3a^2)d1^98d2^188 + (3 + 0a + 0a^2)d1^99d2^188 + (3 + 3a + 1a^2)d1^100d2^188 + (3 + 3a + 0a^2)d1^101d2^188 + (0 + 2a + 3a^2)d1^102d2^188 + (2 + 2a + 0a^2)d1^103d2^188 + (3 + 0a + 3a^2)d1^104d2^188 + (1 + 4a + 0a^2)d1^105d2^188 + (2 + 0a + 1a^2)d1^106d2^188 + (4 + 1a + 3a^2)d1^107d2^188 + (1 + 3a + 2a^2)d1^108d2^188 + (0 + 4a + 0a^2)d1^109d2^188 + (0 + 1a + 2a^2)d1^110d2^188 + (3 + 3a + 0a^2)d1^111d2^188 + (4 + 3a + 3a^2)d1^112d2^188 + (4 + 2a + 1a^2)d1^113d2^188 + (1 + 2a + 3a^2)d1^114d2^188 + (0 + 0a + 4a^2)d1^115d2^188 + (3 + 1a + 0a^2)d1^116d2^188 + (1 + 1a + 0a^2)d1^117d2^188 + (2 + 1a + 4a^2)d1^118d2^188 + (0 + 4a + 3a^2)d1^119d2^188 + (3 + 2a + 3a^2)d1^120d2^188 + (1 + 4a + 4a^2)d1^121d2^188 + (2 + 1a + 3a^2)d1^122d2^188 + (0 + 2a + 3a^2)d1^123d2^188 + (0 + 4a + 3a^2)d1^124d2^188 + (3 + 3a + 2a^2)d1^125d2^188 + (2 + 1a + 1a^2)d1^126d2^188 + (1 + 4a + 1a^2)d1^127d2^188 + (2 + 4a + 3a^2)d1^128d2^188 + (1 + 3a + 3a^2)d1^129d2^188 + (0 + 4a + 1a^2)d1^130d2^188 + (1 + 1a + 0a^2)d1^131d2^188 + (0 + 2a + 4a^2)d1^132d2^188 + (3 + 1a + 4a^2)d1^133d2^188 + (1 + 2a + 4a^2)d1^134d2^188 + (2 + 2a + 4a^2)d1^135d2^188 + (1 + 3a + 4a^2)d1^136d2^188 + (2 + 0a + 0a^2)d1^137d2^188 + (3 + 2a + 4a^2)d1^138d2^188 + (1 + 3a + 4a^2)d1^139d2^188 + (3 + 4a + 4a^2)d1^140d2^188 + (0 + 2a + 3a^2)d1^141d2^188 + (3 + 3a + 1a^2)d1^142d2^188 + (0 + 3a + 2a^2)d1^143d2^188 + (1 + 2a + 2a^2)d1^144d2^188 + (2 + 0a + 4a^2)d1^145d2^188 + (2 + 2a + 4a^2)d1^146d2^188 + (3 + 0a + 2a^2)d1^147d2^188 + (0 + 1a + 0a^2)d1^148d2^188 + (1 + 2a + 2a^2)d1^149d2^188 + (0 + 2a + 0a^2)d1^150d2^188 + (3 + 3a + 3a^2)d1^151d2^188 + (2 + 0a + 4a^2)d1^152d2^188 + (1 + 2a + 2a^2)d1^153d2^188 + (2 + 3a + 2a^2)d1^154d2^188 + (0 + 1a + 4a^2)d1^155d2^188 + (3 + 3a + 3a^2)d1^156d2^188 + (3 + 2a + 4a^2)d1^157d2^188 + (0 + 3a + 4a^2)d1^158d2^188 + (4 + 4a + 0a^2)d1^159d2^188 + (4 + 3a + 1a^2)d1^160d2^188 + (3 + 1a + 4a^2)d1^161d2^188 + (3 + 2a + 1a^2)d1^162d2^188 + (4 + 4a + 0a^2)d1^163d2^188 + (0 + 4a + 2a^2)d1^164d2^188 + (2 + 3a + 3a^2)d1^165d2^188 + (2 + 3a + 0a^2)d1^166d2^188 + (2 + 4a + 3a^2)d1^167d2^188 + (1 + 1a + 1a^2)d1^168d2^188 + (4 + 4a + 4a^2)d1^169d2^188 + (2 + 0a + 0a^2)d1^170d2^188 + (3 + 2a + 1a^2)d1^171d2^188 + (4 + 2a + 0a^2)d1^172d2^188 + (0 + 4a + 4a^2)d1^173d2^188 + (3 + 3a + 2a^2)d1^174d2^188 + (2 + 1a + 3a^2)d1^175d2^188 + (0 + 1a + 1a^2)d1^176d2^188 + (2 + 3a + 2a^2)d1^177d2^188 + (4 + 3a + 4a^2)d1^178d2^188 + (1 + 1a + 3a^2)d1^179d2^188 + (1 + 3a + 3a^2)d1^180d2^188 + (3 + 4a + 2a^2)d1^181d2^188 + (1 + 2a + 0a^2)d1^182d2^188 + (0 + 2a + 2a^2)d1^183d2^188 + (1 + 1a + 2a^2)d1^184d2^188 + (4 + 4a + 0a^2)d1^185d2^188 + (3 + 1a + 0a^2)d1^187d2^188 + (4 + 3a + 2a^2)d1^188d2^188 + (0 + 2a + 1a^2)d1^189d2^188 + (2 + 4a + 3a^2)d1^190d2^188 + (3 + 4a + 2a^2)d1^191d2^188 + (0 + 3a + 2a^2)d1^192d2^188 + (4 + 4a + 3a^2)d1^193d2^188 + (4 + 1a + 4a^2)d1^194d2^188 + (0 + 1a + 2a^2)d1^195d2^188 + (3 + 0a + 1a^2)d1^196d2^188 + (3 + 2a + 2a^2)d1^197d2^188 + (0 + 2a + 1a^2)d1^198d2^188 + (4 + 3a + 3a^2)d1^199d2^188 + (4 + 1a + 4a^2)d1^200d2^188 + (1 + 0a + 3a^2)d1^201d2^188 + (2 + 1a + 4a^2)d1^202d2^188 + (3 + 1a + 0a^2)d1^203d2^188 + (3 + 4a + 0a^2)d1^204d2^188 + (0 + 2a + 0a^2)d1^205d2^188 + (3 + 1a + 1a^2)d1^206d2^188 + (4 + 2a + 0a^2)d1^207d2^188 + (1 + 2a + 0a^2)d1^208d2^188 + (0 + 3a + 3a^2)d1^209d2^188 + (3 + 3a + 3a^2)d1^210d2^188 + (2 + 1a + 3a^2)d1^211d2^188 + (1 + 4a + 2a^2)d1^212d2^188 + (3 + 1a + 4a^2)d1^213d2^188 + (2 + 1a + 3a^2)d1^214d2^188 + (2 + 0a + 2a^2)d1^215d2^188 + (1 + 1a + 1a^2)d1^216d2^188 + (1 + 3a + 1a^2)d1^217d2^188 + (0 + 1a + 4a^2)d1^218d2^188 + (1 + 3a + 1a^2)d1^219d2^188 + (4 + 2a + 1a^2)d1^220d2^188 + (2 + 2a + 2a^2)d1^221d2^188 + (1 + 3a + 0a^2)d1^222d2^188 + (3 + 2a + 3a^2)d1^223d2^188 + (1 + 1a + 2a^2)d1^224d2^188 + (3 + 1a + 3a^2)d1^225d2^188 + (4 + 4a + 2a^2)d1^226d2^188 + (3 + 0a + 1a^2)d1^227d2^188 + (0 + 4a + 3a^2)d1^228d2^188 + (2 + 4a + 3a^2)d1^229d2^188 + (3 + 0a + 4a^2)d1^230d2^188 + (4 + 3a + 3a^2)d1^231d2^188 + (3 + 0a + 0a^2)d1^232d2^188 + (2 + 3a + 4a^2)d1^233d2^188 + (1 + 3a + 2a^2)d1^234d2^188 + (4 + 3a + 3a^2)d1^235d2^188 + (4 + 4a + 3a^2)d1^236d2^188 + (2 + 3a + 1a^2)d1^237d2^188 + (0 + 4a + 3a^2)d1^238d2^188 + (0 + 2a + 3a^2)d1^239d2^188 + (4 + 2a + 0a^2)d1^240d2^188 + (1 + 0a + 2a^2)d1^241d2^188 + (4 + 3a + 0a^2)d1^243d2^188 + (4 + 4a + 2a^2)d1^244d2^188 + (0 + 4a + 1a^2)d1^245d2^188 + (2 + 2a + 0a^2)d1^246d2^188 + (2 + 0a + 1a^2)d1^247d2^188 + (2 + 4a + 3a^2)d1^248d2^188 + (2 + 1a + 2a^2)d1^249d2^188 + (3 + 4a + 2a^2)d1^250d2^188 + (3 + 0a + 2a^2)d1^251d2^188 + (0 + 2a + 4a^2)d1^252d2^188 + (2 + 0a + 1a^2)d1^253d2^188 + (2 + 2a + 2a^2)d1^254d2^188 + (3 + 3a + 4a^2)d1^255d2^188 + (0 + 1a + 4a^2)d1^256d2^188 + (0 + 0a + 3a^2)d1^257d2^188 + (2 + 4a + 2a^2)d1^258d2^188 + (1 + 2a + 0a^2)d1^259d2^188 + (3 + 2a + 0a^2)d1^260d2^188 + (4 + 0a + 0a^2)d1^261d2^188 + (4 + 1a + 3a^2)d1^262d2^188 + (2 + 4a + 3a^2)d1^263d2^188 + (4 + 2a + 3a^2)d1^264d2^188 + (3 + 1a + 3a^2)d1^265d2^188 + (2 + 0a + 1a^2)d1^266d2^188 + (2 + 4a + 2a^2)d1^267d2^188 + (0 + 1a + 0a^2)d1^268d2^188 + (2 + 0a + 0a^2)d1^269d2^188 + (2 + 2a + 3a^2)d1^270d2^188 + (3 + 0a + 3a^2)d1^271d2^188 + (4 + 1a + 0a^2)d1^272d2^188 + (3 + 2a + 4a^2)d1^273d2^188 + (0 + 1a + 0a^2)d1^274d2^188 + (4 + 1a + 0a^2)d1^275d2^188 + (1 + 4a + 2a^2)d1^276d2^188 + (0 + 4a + 2a^2)d1^277d2^188 + (1 + 3a + 2a^2)d1^278d2^188 + (2 + 2a + 4a^2)d1^279d2^188 + (0 + 1a + 0a^2)d1^280d2^188 + (3 + 0a + 0a^2)d1^281d2^188 + (1 + 2a + 1a^2)d1^282d2^188 + (2 + 0a + 3a^2)d1^283d2^188 + (3 + 2a + 4a^2)d1^284d2^188 + (1 + 1a + 4a^2)d1^285d2^188 + (3 + 2a + 1a^2)d1^286d2^188 + (3 + 1a + 2a^2)d1^287d2^188 + (4 + 1a + 4a^2)d1^288d2^188 + (3 + 0a + 4a^2)d1^289d2^188 + (3 + 4a + 3a^2)d1^290d2^188 + (0 + 1a + 1a^2)d1^291d2^188 + (0 + 0a + 3a^2)d1^292d2^188 + (1 + 0a + 3a^2)d1^293d2^188 + (0 + 2a + 4a^2)d2^189 + (2 + 2a + 1a^2)d1^1d2^189 + (2 + 2a + 4a^2)d1^2d2^189 + (1 + 2a + 4a^2)d1^3d2^189 + (4 + 2a + 4a^2)d1^4d2^189 + (0 + 3a + 3a^2)d1^5d2^189 + (1 + 0a + 1a^2)d1^6d2^189 + (1 + 0a + 4a^2)d1^7d2^189 + (4 + 3a + 3a^2)d1^8d2^189 + (0 + 3a + 2a^2)d1^9d2^189 + (1 + 1a + 2a^2)d1^10d2^189 + (1 + 3a + 3a^2)d1^11d2^189 + (1 + 0a + 2a^2)d1^12d2^189 + (3 + 2a + 2a^2)d1^13d2^189 + (4 + 0a + 4a^2)d1^14d2^189 + (2 + 2a + 3a^2)d1^15d2^189 + (1 + 0a + 2a^2)d1^16d2^189 + (3 + 3a + 2a^2)d1^17d2^189 + (0 + 0a + 4a^2)d1^18d2^189 + (4 + 4a + 0a^2)d1^19d2^189 + (1 + 0a + 2a^2)d1^20d2^189 + (4 + 1a + 0a^2)d1^21d2^189 + (0 + 0a + 2a^2)d1^22d2^189 + (4 + 0a + 3a^2)d1^23d2^189 + (0 + 4a + 0a^2)d1^24d2^189 + (0 + 4a + 3a^2)d1^25d2^189 + (4 + 2a + 2a^2)d1^26d2^189 + (0 + 3a + 2a^2)d1^27d2^189 + (2 + 4a + 2a^2)d1^28d2^189 + (4 + 2a + 1a^2)d1^29d2^189 + (0 + 2a + 3a^2)d1^30d2^189 + (0 + 1a + 2a^2)d1^31d2^189 + (3 + 3a + 3a^2)d1^32d2^189 + (3 + 1a + 4a^2)d1^33d2^189 + (3 + 1a + 4a^2)d1^34d2^189 + (2 + 2a + 3a^2)d1^35d2^189 + (1 + 3a + 1a^2)d1^36d2^189 + (4 + 2a + 1a^2)d1^37d2^189 + (2 + 2a + 1a^2)d1^38d2^189 + (3 + 2a + 3a^2)d1^39d2^189 + (1 + 1a + 0a^2)d1^40d2^189 + (1 + 0a + 4a^2)d1^41d2^189 + (4 + 3a + 2a^2)d1^42d2^189 + (1 + 0a + 4a^2)d1^43d2^189 + (0 + 1a + 0a^2)d1^44d2^189 + (2 + 0a + 0a^2)d1^45d2^189 + (1 + 2a + 0a^2)d1^46d2^189 + (4 + 4a + 0a^2)d1^47d2^189 + (2 + 3a + 3a^2)d1^48d2^189 + (2 + 0a + 2a^2)d1^49d2^189 + (4 + 3a + 1a^2)d1^50d2^189 + (4 + 1a + 3a^2)d1^51d2^189 + (0 + 3a + 4a^2)d1^52d2^189 + (4 + 4a + 0a^2)d1^53d2^189 + (4 + 0a + 3a^2)d1^54d2^189 + (2 + 3a + 4a^2)d1^55d2^189 + (2 + 0a + 1a^2)d1^56d2^189 + (2 + 1a + 0a^2)d1^57d2^189 + (0 + 3a + 0a^2)d1^58d2^189 + (3 + 1a + 0a^2)d1^59d2^189 + (4 + 4a + 4a^2)d1^60d2^189 + (3 + 1a + 2a^2)d1^61d2^189 + (2 + 4a + 4a^2)d1^62d2^189 + (2 + 3a + 0a^2)d1^63d2^189 + (2 + 1a + 2a^2)d1^64d2^189 + (1 + 0a + 0a^2)d1^65d2^189 + (1 + 2a + 2a^2)d1^66d2^189 + (1 + 0a + 0a^2)d1^67d2^189 + (0 + 2a + 3a^2)d1^68d2^189 + (1 + 4a + 3a^2)d1^69d2^189 + (4 + 1a + 0a^2)d1^70d2^189 + (4 + 1a + 4a^2)d1^71d2^189 + (0 + 1a + 4a^2)d1^72d2^189 + (0 + 1a + 4a^2)d1^73d2^189 + (1 + 3a + 1a^2)d1^74d2^189 + (3 + 3a + 0a^2)d1^75d2^189 + (2 + 1a + 1a^2)d1^76d2^189 + (2 + 3a + 3a^2)d1^77d2^189 + (1 + 2a + 3a^2)d1^78d2^189 + (2 + 0a + 3a^2)d1^79d2^189 + (3 + 0a + 3a^2)d1^80d2^189 + (0 + 3a + 3a^2)d1^81d2^189 + (0 + 1a + 2a^2)d1^82d2^189 + (3 + 0a + 0a^2)d1^83d2^189 + (3 + 2a + 3a^2)d1^84d2^189 + (4 + 0a + 1a^2)d1^85d2^189 + (0 + 1a + 0a^2)d1^86d2^189 + (2 + 2a + 2a^2)d1^87d2^189 + (1 + 1a + 3a^2)d1^88d2^189 + (4 + 4a + 3a^2)d1^89d2^189 + (0 + 1a + 1a^2)d1^90d2^189 + (2 + 4a + 2a^2)d1^91d2^189 + (2 + 0a + 4a^2)d1^92d2^189 + (2 + 0a + 4a^2)d1^93d2^189 + (0 + 3a + 1a^2)d1^94d2^189 + (3 + 0a + 1a^2)d1^95d2^189 + (3 + 0a + 2a^2)d1^96d2^189 + (3 + 3a + 1a^2)d1^97d2^189 + (4 + 4a + 1a^2)d1^98d2^189 + (4 + 4a + 4a^2)d1^99d2^189 + (1 + 1a + 2a^2)d1^100d2^189 + (2 + 0a + 2a^2)d1^101d2^189 + (1 + 3a + 1a^2)d1^102d2^189 + (0 + 3a + 2a^2)d1^103d2^189 + (0 + 4a + 4a^2)d1^104d2^189 + (1 + 3a + 0a^2)d1^105d2^189 + (1 + 4a + 4a^2)d1^106d2^189 + (4 + 4a + 3a^2)d1^107d2^189 + (1 + 3a + 2a^2)d1^108d2^189 + (2 + 3a + 1a^2)d1^109d2^189 + (3 + 1a + 4a^2)d1^110d2^189 + (1 + 3a + 1a^2)d1^111d2^189 + (1 + 2a + 1a^2)d1^112d2^189 + (0 + 3a + 3a^2)d1^113d2^189 + (3 + 0a + 4a^2)d1^114d2^189 + (2 + 2a + 3a^2)d1^115d2^189 + (0 + 2a + 2a^2)d1^116d2^189 + (1 + 4a + 0a^2)d1^117d2^189 + (0 + 3a + 1a^2)d1^118d2^189 + (2 + 2a + 0a^2)d1^119d2^189 + (2 + 3a + 3a^2)d1^120d2^189 + (1 + 0a + 1a^2)d1^121d2^189 + (0 + 4a + 2a^2)d1^122d2^189 + (3 + 3a + 0a^2)d1^123d2^189 + (0 + 3a + 3a^2)d1^124d2^189 + (0 + 1a + 3a^2)d1^125d2^189 + (4 + 1a + 3a^2)d1^126d2^189 + (3 + 1a + 4a^2)d1^127d2^189 + (2 + 3a + 2a^2)d1^128d2^189 + (0 + 2a + 1a^2)d1^129d2^189 + (3 + 3a + 0a^2)d1^130d2^189 + (0 + 1a + 2a^2)d1^131d2^189 + (4 + 0a + 1a^2)d1^132d2^189 + (1 + 2a + 3a^2)d1^133d2^189 + (0 + 0a + 4a^2)d1^134d2^189 + (4 + 1a + 1a^2)d1^135d2^189 + (4 + 0a + 3a^2)d1^136d2^189 + (3 + 2a + 4a^2)d1^137d2^189 + (4 + 3a + 2a^2)d1^138d2^189 + (1 + 2a + 0a^2)d1^139d2^189 + (4 + 1a + 4a^2)d1^140d2^189 + (3 + 2a + 0a^2)d1^141d2^189 + (2 + 3a + 4a^2)d1^142d2^189 + (3 + 1a + 4a^2)d1^143d2^189 + (1 + 0a + 1a^2)d1^144d2^189 + (3 + 2a + 3a^2)d1^145d2^189 + (2 + 1a + 4a^2)d1^146d2^189 + (2 + 4a + 4a^2)d1^148d2^189 + (1 + 1a + 2a^2)d1^149d2^189 + (4 + 0a + 0a^2)d1^151d2^189 + (4 + 0a + 1a^2)d1^152d2^189 + (4 + 4a + 4a^2)d1^153d2^189 + (3 + 1a + 4a^2)d1^154d2^189 + (2 + 4a + 1a^2)d1^155d2^189 + (3 + 2a + 0a^2)d1^156d2^189 + (4 + 1a + 1a^2)d1^157d2^189 + (0 + 0a + 2a^2)d1^158d2^189 + (1 + 1a + 4a^2)d1^159d2^189 + (4 + 0a + 0a^2)d1^160d2^189 + (3 + 3a + 1a^2)d1^161d2^189 + (1 + 4a + 3a^2)d1^162d2^189 + (1 + 0a + 0a^2)d1^163d2^189 + (1 + 0a + 0a^2)d1^164d2^189 + (4 + 1a + 2a^2)d1^165d2^189 + (3 + 1a + 0a^2)d1^166d2^189 + (4 + 1a + 3a^2)d1^167d2^189 + (4 + 2a + 3a^2)d1^168d2^189 + (2 + 2a + 1a^2)d1^169d2^189 + (2 + 0a + 2a^2)d1^171d2^189 + (1 + 3a + 1a^2)d1^172d2^189 + (0 + 0a + 1a^2)d1^173d2^189 + (3 + 4a + 4a^2)d1^174d2^189 + (1 + 1a + 0a^2)d1^175d2^189 + (1 + 2a + 0a^2)d1^176d2^189 + (0 + 1a + 1a^2)d1^177d2^189 + (3 + 3a + 1a^2)d1^178d2^189 + (0 + 3a + 0a^2)d1^179d2^189 + (4 + 3a + 2a^2)d1^180d2^189 + (0 + 3a + 2a^2)d1^181d2^189 + (1 + 2a + 1a^2)d1^182d2^189 + (3 + 4a + 4a^2)d1^183d2^189 + (4 + 4a + 1a^2)d1^184d2^189 + (2 + 0a + 3a^2)d1^185d2^189 + (1 + 1a + 3a^2)d1^186d2^189 + (2 + 4a + 0a^2)d1^187d2^189 + (2 + 4a + 2a^2)d1^188d2^189 + (2 + 0a + 1a^2)d1^189d2^189 + (2 + 2a + 3a^2)d1^190d2^189 + (2 + 3a + 0a^2)d1^191d2^189 + (0 + 1a + 1a^2)d1^192d2^189 + (1 + 3a + 0a^2)d1^193d2^189 + (3 + 0a + 2a^2)d1^194d2^189 + (4 + 2a + 4a^2)d1^195d2^189 + (1 + 0a + 1a^2)d1^196d2^189 + (1 + 3a + 3a^2)d1^197d2^189 + (1 + 0a + 3a^2)d1^198d2^189 + (0 + 2a + 3a^2)d1^199d2^189 + (4 + 1a + 4a^2)d1^200d2^189 + (4 + 2a + 0a^2)d1^201d2^189 + (1 + 1a + 3a^2)d1^202d2^189 + (3 + 3a + 2a^2)d1^203d2^189 + (2 + 2a + 3a^2)d1^204d2^189 + (1 + 0a + 3a^2)d1^205d2^189 + (1 + 1a + 4a^2)d1^206d2^189 + (4 + 3a + 2a^2)d1^207d2^189 + (0 + 3a + 1a^2)d1^208d2^189 + (2 + 2a + 0a^2)d1^209d2^189 + (3 + 2a + 1a^2)d1^210d2^189 + (4 + 3a + 2a^2)d1^211d2^189 + (0 + 2a + 0a^2)d1^212d2^189 + (3 + 4a + 4a^2)d1^213d2^189 + (2 + 4a + 4a^2)d1^214d2^189 + (4 + 1a + 0a^2)d1^215d2^189 + (4 + 4a + 0a^2)d1^216d2^189 + (2 + 1a + 2a^2)d1^217d2^189 + (3 + 1a + 0a^2)d1^218d2^189 + (1 + 0a + 4a^2)d1^219d2^189 + (1 + 1a + 0a^2)d1^220d2^189 + (3 + 1a + 3a^2)d1^221d2^189 + (0 + 0a + 4a^2)d1^222d2^189 + (2 + 4a + 4a^2)d1^223d2^189 + (0 + 0a + 3a^2)d1^224d2^189 + (4 + 0a + 3a^2)d1^225d2^189 + (1 + 4a + 4a^2)d1^226d2^189 + (3 + 3a + 3a^2)d1^227d2^189 + (4 + 4a + 0a^2)d1^228d2^189 + (4 + 1a + 2a^2)d1^229d2^189 + (0 + 4a + 0a^2)d1^230d2^189 + (1 + 0a + 3a^2)d1^231d2^189 + (4 + 4a + 1a^2)d1^232d2^189 + (3 + 2a + 1a^2)d1^233d2^189 + (4 + 2a + 2a^2)d1^234d2^189 + (0 + 4a + 3a^2)d1^235d2^189 + (2 + 1a + 0a^2)d1^236d2^189 + (2 + 3a + 3a^2)d1^237d2^189 + (0 + 2a + 2a^2)d1^238d2^189 + (4 + 1a + 2a^2)d1^239d2^189 + (0 + 2a + 0a^2)d1^240d2^189 + (1 + 4a + 3a^2)d1^241d2^189 + (2 + 3a + 4a^2)d1^242d2^189 + (4 + 3a + 3a^2)d1^243d2^189 + (4 + 4a + 3a^2)d1^244d2^189 + (1 + 0a + 3a^2)d1^245d2^189 + (3 + 1a + 4a^2)d1^246d2^189 + (2 + 1a + 4a^2)d1^247d2^189 + (0 + 4a + 0a^2)d1^248d2^189 + (2 + 1a + 2a^2)d1^249d2^189 + (4 + 0a + 2a^2)d1^250d2^189 + (1 + 1a + 0a^2)d1^251d2^189 + (3 + 2a + 4a^2)d1^252d2^189 + (2 + 2a + 0a^2)d1^253d2^189 + (2 + 2a + 4a^2)d1^254d2^189 + (0 + 3a + 1a^2)d1^255d2^189 + (4 + 3a + 0a^2)d1^256d2^189 + (0 + 3a + 1a^2)d1^257d2^189 + (2 + 1a + 1a^2)d1^258d2^189 + (1 + 0a + 4a^2)d1^259d2^189 + (2 + 3a + 3a^2)d1^260d2^189 + (4 + 0a + 3a^2)d1^261d2^189 + (3 + 0a + 1a^2)d1^262d2^189 + (0 + 2a + 0a^2)d1^263d2^189 + (0 + 4a + 1a^2)d1^264d2^189 + (2 + 3a + 4a^2)d1^265d2^189 + (3 + 3a + 3a^2)d1^266d2^189 + (4 + 4a + 4a^2)d1^267d2^189 + (3 + 4a + 0a^2)d1^268d2^189 + (3 + 2a + 0a^2)d1^269d2^189 + (4 + 0a + 4a^2)d1^270d2^189 + (4 + 3a + 0a^2)d1^271d2^189 + (2 + 4a + 3a^2)d1^272d2^189 + (4 + 0a + 1a^2)d1^273d2^189 + (1 + 3a + 4a^2)d1^274d2^189 + (0 + 4a + 1a^2)d1^275d2^189 + (3 + 3a + 2a^2)d1^276d2^189 + (1 + 2a + 4a^2)d1^277d2^189 + (1 + 2a + 3a^2)d1^278d2^189 + (2 + 2a + 2a^2)d1^279d2^189 + (1 + 3a + 4a^2)d1^280d2^189 + (3 + 2a + 2a^2)d1^281d2^189 + (4 + 0a + 4a^2)d1^282d2^189 + (4 + 3a + 1a^2)d1^283d2^189 + (1 + 3a + 0a^2)d1^284d2^189 + (2 + 0a + 2a^2)d1^285d2^189 + (3 + 2a + 2a^2)d1^286d2^189 + (0 + 3a + 2a^2)d1^287d2^189 + (2 + 4a + 0a^2)d1^288d2^189 + (4 + 0a + 4a^2)d1^289d2^189 + (2 + 3a + 4a^2)d1^290d2^189 + (0 + 2a + 1a^2)d1^291d2^189 + (2 + 0a + 3a^2)d1^292d2^189 + (2 + 2a + 3a^2)d1^293d2^189 + (2 + 0a + 1a^2)d2^190 + (0 + 4a + 4a^2)d1^1d2^190 + (4 + 2a + 4a^2)d1^2d2^190 + (2 + 0a + 1a^2)d1^3d2^190 + (2 + 2a + 1a^2)d1^4d2^190 + (1 + 3a + 3a^2)d1^5d2^190 + (0 + 1a + 3a^2)d1^6d2^190 + (2 + 1a + 0a^2)d1^7d2^190 + (4 + 1a + 1a^2)d1^8d2^190 + (2 + 4a + 2a^2)d1^9d2^190 + (0 + 1a + 3a^2)d1^10d2^190 + (1 + 4a + 2a^2)d1^11d2^190 + (4 + 4a + 2a^2)d1^12d2^190 + (4 + 3a + 0a^2)d1^13d2^190 + (4 + 3a + 4a^2)d1^14d2^190 + (4 + 1a + 4a^2)d1^15d2^190 + (4 + 0a + 0a^2)d1^16d2^190 + (2 + 2a + 4a^2)d1^17d2^190 + (3 + 3a + 3a^2)d1^18d2^190 + (1 + 2a + 3a^2)d1^19d2^190 + (4 + 3a + 4a^2)d1^20d2^190 + (4 + 2a + 2a^2)d1^21d2^190 + (1 + 1a + 3a^2)d1^22d2^190 + (3 + 2a + 0a^2)d1^23d2^190 + (3 + 2a + 4a^2)d1^24d2^190 + (2 + 2a + 4a^2)d1^25d2^190 + (2 + 4a + 0a^2)d1^26d2^190 + (1 + 3a + 1a^2)d1^27d2^190 + (1 + 1a + 2a^2)d1^28d2^190 + (0 + 3a + 0a^2)d1^29d2^190 + (1 + 1a + 3a^2)d1^30d2^190 + (2 + 1a + 1a^2)d1^31d2^190 + (4 + 4a + 2a^2)d1^32d2^190 + (1 + 3a + 0a^2)d1^33d2^190 + (4 + 4a + 4a^2)d1^34d2^190 + (3 + 1a + 4a^2)d1^35d2^190 + (3 + 3a + 1a^2)d1^36d2^190 + (3 + 3a + 4a^2)d1^37d2^190 + (1 + 2a + 0a^2)d1^38d2^190 + (2 + 2a + 2a^2)d1^39d2^190 + (4 + 1a + 0a^2)d1^40d2^190 + (0 + 4a + 3a^2)d1^41d2^190 + (1 + 4a + 3a^2)d1^42d2^190 + (2 + 2a + 3a^2)d1^43d2^190 + (0 + 4a + 1a^2)d1^44d2^190 + (3 + 4a + 1a^2)d1^45d2^190 + (2 + 0a + 2a^2)d1^46d2^190 + (1 + 0a + 2a^2)d1^47d2^190 + (0 + 3a + 0a^2)d1^48d2^190 + (3 + 0a + 4a^2)d1^49d2^190 + (2 + 4a + 1a^2)d1^50d2^190 + (3 + 1a + 2a^2)d1^51d2^190 + (4 + 3a + 1a^2)d1^52d2^190 + (1 + 0a + 1a^2)d1^53d2^190 + (1 + 0a + 1a^2)d1^54d2^190 + (3 + 3a + 3a^2)d1^55d2^190 + (0 + 4a + 1a^2)d1^56d2^190 + (3 + 2a + 3a^2)d1^57d2^190 + (1 + 0a + 2a^2)d1^58d2^190 + (1 + 0a + 0a^2)d1^59d2^190 + (0 + 1a + 0a^2)d1^60d2^190 + (4 + 0a + 1a^2)d1^61d2^190 + (4 + 1a + 2a^2)d1^62d2^190 + (0 + 2a + 2a^2)d1^63d2^190 + (4 + 4a + 2a^2)d1^64d2^190 + (4 + 1a + 0a^2)d1^65d2^190 + (1 + 4a + 3a^2)d1^66d2^190 + (4 + 4a + 4a^2)d1^67d2^190 + (4 + 3a + 2a^2)d1^68d2^190 + (1 + 2a + 0a^2)d1^69d2^190 + (1 + 0a + 2a^2)d1^70d2^190 + (1 + 0a + 4a^2)d1^71d2^190 + (4 + 2a + 4a^2)d1^72d2^190 + (4 + 2a + 0a^2)d1^73d2^190 + (2 + 3a + 2a^2)d1^74d2^190 + (3 + 2a + 0a^2)d1^75d2^190 + (1 + 1a + 4a^2)d1^76d2^190 + (0 + 4a + 2a^2)d1^77d2^190 + (0 + 2a + 4a^2)d1^78d2^190 + (4 + 3a + 0a^2)d1^79d2^190 + (2 + 1a + 4a^2)d1^80d2^190 + (2 + 2a + 0a^2)d1^81d2^190 + (2 + 4a + 4a^2)d1^82d2^190 + (2 + 2a + 4a^2)d1^83d2^190 + (1 + 2a + 1a^2)d1^84d2^190 + (2 + 0a + 0a^2)d1^85d2^190 + (4 + 0a + 0a^2)d1^86d2^190 + (3 + 4a + 0a^2)d1^87d2^190 + (4 + 4a + 0a^2)d1^88d2^190 + (0 + 2a + 1a^2)d1^89d2^190 + (4 + 3a + 0a^2)d1^90d2^190 + (2 + 1a + 3a^2)d1^91d2^190 + (4 + 3a + 4a^2)d1^92d2^190 + (4 + 3a + 3a^2)d1^93d2^190 + (4 + 2a + 3a^2)d1^94d2^190 + (2 + 2a + 3a^2)d1^95d2^190 + (1 + 2a + 3a^2)d1^96d2^190 + (2 + 0a + 4a^2)d1^97d2^190 + (4 + 0a + 4a^2)d1^98d2^190 + (4 + 0a + 0a^2)d1^99d2^190 + (0 + 1a + 0a^2)d1^100d2^190 + (4 + 0a + 2a^2)d1^101d2^190 + (1 + 0a + 1a^2)d1^102d2^190 + (0 + 4a + 0a^2)d1^103d2^190 + (4 + 1a + 3a^2)d1^104d2^190 + (4 + 0a + 3a^2)d1^105d2^190 + (4 + 2a + 2a^2)d1^106d2^190 + (1 + 3a + 2a^2)d1^107d2^190 + (4 + 0a + 2a^2)d1^108d2^190 + (2 + 1a + 3a^2)d1^109d2^190 + (3 + 0a + 1a^2)d1^110d2^190 + (1 + 4a + 0a^2)d1^111d2^190 + (3 + 3a + 1a^2)d1^112d2^190 + (4 + 4a + 3a^2)d1^113d2^190 + (4 + 3a + 3a^2)d1^114d2^190 + (0 + 4a + 4a^2)d1^115d2^190 + (0 + 1a + 3a^2)d1^116d2^190 + (3 + 2a + 3a^2)d1^117d2^190 + (4 + 1a + 1a^2)d1^118d2^190 + (1 + 4a + 1a^2)d1^119d2^190 + (3 + 1a + 4a^2)d1^120d2^190 + (1 + 4a + 2a^2)d1^121d2^190 + (0 + 2a + 3a^2)d1^122d2^190 + (2 + 4a + 3a^2)d1^123d2^190 + (3 + 4a + 4a^2)d1^124d2^190 + (4 + 1a + 2a^2)d1^125d2^190 + (2 + 3a + 1a^2)d1^126d2^190 + (1 + 1a + 2a^2)d1^127d2^190 + (3 + 2a + 0a^2)d1^128d2^190 + (4 + 0a + 3a^2)d1^129d2^190 + (4 + 3a + 1a^2)d1^130d2^190 + (4 + 3a + 4a^2)d1^131d2^190 + (3 + 1a + 3a^2)d1^132d2^190 + (3 + 4a + 3a^2)d1^134d2^190 + (3 + 1a + 1a^2)d1^135d2^190 + (2 + 0a + 3a^2)d1^136d2^190 + (2 + 4a + 1a^2)d1^137d2^190 + (1 + 2a + 2a^2)d1^138d2^190 + (4 + 0a + 1a^2)d1^139d2^190 + (4 + 4a + 1a^2)d1^140d2^190 + (1 + 3a + 3a^2)d1^141d2^190 + (4 + 4a + 1a^2)d1^142d2^190 + (2 + 2a + 3a^2)d1^143d2^190 + (0 + 2a + 0a^2)d1^144d2^190 + (0 + 2a + 1a^2)d1^145d2^190 + (3 + 1a + 1a^2)d1^146d2^190 + (0 + 4a + 4a^2)d1^147d2^190 + (0 + 2a + 4a^2)d1^148d2^190 + (1 + 3a + 2a^2)d1^149d2^190 + (3 + 4a + 4a^2)d1^150d2^190 + (3 + 4a + 4a^2)d1^151d2^190 + (1 + 1a + 1a^2)d1^152d2^190 + (0 + 1a + 1a^2)d1^153d2^190 + (1 + 3a + 1a^2)d1^154d2^190 + (4 + 2a + 0a^2)d1^155d2^190 + (3 + 4a + 4a^2)d1^156d2^190 + (2 + 1a + 4a^2)d1^157d2^190 + (3 + 3a + 0a^2)d1^158d2^190 + (3 + 1a + 0a^2)d1^159d2^190 + (1 + 2a + 4a^2)d1^160d2^190 + (1 + 0a + 3a^2)d1^161d2^190 + (1 + 4a + 4a^2)d1^162d2^190 + (3 + 0a + 2a^2)d1^163d2^190 + (0 + 2a + 4a^2)d1^164d2^190 + (0 + 2a + 4a^2)d1^165d2^190 + (3 + 2a + 4a^2)d1^166d2^190 + (2 + 4a + 2a^2)d1^167d2^190 + (2 + 3a + 1a^2)d1^168d2^190 + (1 + 1a + 1a^2)d1^169d2^190 + (1 + 0a + 1a^2)d1^170d2^190 + (1 + 4a + 1a^2)d1^171d2^190 + (4 + 1a + 2a^2)d1^172d2^190 + (0 + 0a + 4a^2)d1^173d2^190 + (3 + 2a + 0a^2)d1^174d2^190 + (3 + 0a + 4a^2)d1^175d2^190 + (4 + 0a + 2a^2)d1^176d2^190 + (1 + 0a + 2a^2)d1^177d2^190 + (0 + 2a + 4a^2)d1^178d2^190 + (3 + 1a + 2a^2)d1^179d2^190 + (3 + 0a + 3a^2)d1^180d2^190 + (0 + 4a + 0a^2)d1^181d2^190 + (0 + 3a + 2a^2)d1^182d2^190 + (0 + 1a + 4a^2)d1^183d2^190 + (4 + 1a + 2a^2)d1^184d2^190 + (3 + 2a + 1a^2)d1^185d2^190 + (2 + 2a + 2a^2)d1^186d2^190 + (0 + 2a + 4a^2)d1^187d2^190 + (1 + 1a + 4a^2)d1^188d2^190 + (2 + 2a + 4a^2)d1^189d2^190 + (2 + 4a + 1a^2)d1^190d2^190 + (3 + 4a + 3a^2)d1^191d2^190 + (4 + 2a + 0a^2)d1^192d2^190 + (3 + 4a + 4a^2)d1^193d2^190 + (0 + 0a + 4a^2)d1^194d2^190 + (0 + 1a + 3a^2)d1^195d2^190 + (4 + 2a + 3a^2)d1^196d2^190 + (4 + 2a + 3a^2)d1^197d2^190 + (0 + 4a + 1a^2)d1^198d2^190 + (4 + 2a + 3a^2)d1^199d2^190 + (4 + 2a + 3a^2)d1^200d2^190 + (2 + 1a + 0a^2)d1^201d2^190 + (0 + 0a + 4a^2)d1^202d2^190 + (1 + 2a + 1a^2)d1^203d2^190 + (3 + 3a + 2a^2)d1^204d2^190 + (1 + 2a + 3a^2)d1^205d2^190 + (3 + 1a + 2a^2)d1^206d2^190 + (2 + 0a + 3a^2)d1^207d2^190 + (4 + 0a + 4a^2)d1^208d2^190 + (2 + 4a + 3a^2)d1^209d2^190 + (2 + 1a + 1a^2)d1^210d2^190 + (3 + 3a + 1a^2)d1^211d2^190 + (2 + 0a + 4a^2)d1^212d2^190 + (2 + 3a + 0a^2)d1^213d2^190 + (0 + 0a + 3a^2)d1^214d2^190 + (1 + 0a + 0a^2)d1^215d2^190 + (1 + 4a + 4a^2)d1^216d2^190 + (0 + 3a + 0a^2)d1^217d2^190 + (3 + 3a + 2a^2)d1^218d2^190 + (1 + 3a + 0a^2)d1^219d2^190 + (2 + 4a + 0a^2)d1^220d2^190 + (2 + 3a + 2a^2)d1^221d2^190 + (2 + 1a + 3a^2)d1^222d2^190 + (4 + 2a + 1a^2)d1^223d2^190 + (2 + 3a + 2a^2)d1^224d2^190 + (2 + 0a + 2a^2)d1^225d2^190 + (3 + 0a + 1a^2)d1^226d2^190 + (1 + 3a + 2a^2)d1^227d2^190 + (2 + 2a + 3a^2)d1^228d2^190 + (4 + 2a + 0a^2)d1^229d2^190 + (1 + 1a + 1a^2)d1^230d2^190 + (3 + 0a + 4a^2)d1^231d2^190 + (4 + 2a + 0a^2)d1^232d2^190 + (3 + 3a + 3a^2)d1^233d2^190 + (2 + 2a + 0a^2)d1^234d2^190 + (1 + 1a + 2a^2)d1^235d2^190 + (0 + 4a + 2a^2)d1^236d2^190 + (4 + 1a + 3a^2)d1^237d2^190 + (3 + 1a + 3a^2)d1^238d2^190 + (3 + 0a + 0a^2)d1^239d2^190 + (4 + 2a + 2a^2)d1^240d2^190 + (3 + 2a + 2a^2)d1^241d2^190 + (3 + 0a + 0a^2)d1^242d2^190 + (1 + 1a + 2a^2)d1^243d2^190 + (0 + 4a + 1a^2)d1^244d2^190 + (2 + 2a + 3a^2)d1^245d2^190 + (0 + 0a + 1a^2)d1^246d2^190 + (3 + 0a + 2a^2)d1^247d2^190 + (4 + 2a + 0a^2)d1^248d2^190 + (2 + 0a + 3a^2)d1^249d2^190 + (0 + 0a + 1a^2)d1^250d2^190 + (0 + 2a + 0a^2)d1^251d2^190 + (2 + 1a + 0a^2)d1^252d2^190 + (4 + 2a + 3a^2)d1^253d2^190 + (4 + 1a + 2a^2)d1^254d2^190 + (0 + 0a + 4a^2)d1^255d2^190 + (2 + 3a + 4a^2)d1^256d2^190 + (2 + 1a + 0a^2)d1^257d2^190 + (0 + 4a + 3a^2)d1^258d2^190 + (2 + 3a + 0a^2)d1^259d2^190 + (3 + 2a + 0a^2)d1^260d2^190 + (3 + 0a + 4a^2)d1^261d2^190 + (0 + 3a + 3a^2)d1^262d2^190 + (3 + 1a + 3a^2)d1^263d2^190 + (4 + 1a + 3a^2)d1^264d2^190 + (0 + 4a + 1a^2)d1^265d2^190 + (0 + 3a + 4a^2)d1^266d2^190 + (3 + 1a + 0a^2)d1^267d2^190 + (4 + 0a + 4a^2)d1^268d2^190 + (2 + 0a + 3a^2)d1^269d2^190 + (2 + 4a + 0a^2)d1^270d2^190 + (3 + 4a + 2a^2)d1^271d2^190 + (2 + 1a + 2a^2)d1^272d2^190 + (1 + 1a + 0a^2)d1^273d2^190 + (1 + 0a + 2a^2)d1^274d2^190 + (0 + 3a + 4a^2)d1^275d2^190 + (0 + 0a + 1a^2)d1^276d2^190 + (0 + 4a + 3a^2)d1^277d2^190 + (2 + 4a + 3a^2)d1^278d2^190 + (2 + 2a + 0a^2)d1^279d2^190 + (2 + 2a + 1a^2)d1^280d2^190 + (2 + 4a + 4a^2)d1^281d2^190 + (2 + 0a + 2a^2)d1^282d2^190 + (3 + 0a + 4a^2)d1^283d2^190 + (2 + 3a + 3a^2)d1^284d2^190 + (0 + 2a + 4a^2)d1^285d2^190 + (4 + 2a + 4a^2)d1^286d2^190 + (0 + 3a + 4a^2)d1^287d2^190 + (0 + 0a + 2a^2)d1^288d2^190 + (1 + 3a + 1a^2)d1^289d2^190 + (3 + 2a + 1a^2)d1^290d2^190 + (3 + 1a + 3a^2)d1^291d2^190 + (3 + 0a + 0a^2)d1^292d2^190 + (3 + 2a + 3a^2)d1^293d2^190 + (2 + 1a + 1a^2)d2^191 + (2 + 3a + 0a^2)d1^1d2^191 + (2 + 0a + 4a^2)d1^2d2^191 + (2 + 2a + 3a^2)d1^3d2^191 + (3 + 4a + 1a^2)d1^4d2^191 + (3 + 3a + 4a^2)d1^5d2^191 + (2 + 0a + 3a^2)d1^6d2^191 + (2 + 2a + 3a^2)d1^7d2^191 + (1 + 3a + 2a^2)d1^8d2^191 + (3 + 0a + 1a^2)d1^9d2^191 + (1 + 4a + 0a^2)d1^10d2^191 + (1 + 3a + 1a^2)d1^11d2^191 + (0 + 1a + 2a^2)d1^12d2^191 + (2 + 0a + 2a^2)d1^13d2^191 + (3 + 4a + 1a^2)d1^14d2^191 + (1 + 2a + 4a^2)d1^15d2^191 + (4 + 0a + 4a^2)d1^16d2^191 + (3 + 3a + 1a^2)d1^17d2^191 + (1 + 2a + 3a^2)d1^19d2^191 + (1 + 2a + 4a^2)d1^20d2^191 + (0 + 3a + 2a^2)d1^21d2^191 + (4 + 4a + 2a^2)d1^22d2^191 + (4 + 4a + 4a^2)d1^23d2^191 + (0 + 4a + 2a^2)d1^24d2^191 + (1 + 2a + 2a^2)d1^25d2^191 + (2 + 4a + 0a^2)d1^26d2^191 + (3 + 3a + 1a^2)d1^27d2^191 + (1 + 3a + 4a^2)d1^28d2^191 + (3 + 4a + 2a^2)d1^29d2^191 + (4 + 0a + 3a^2)d1^30d2^191 + (4 + 3a + 1a^2)d1^31d2^191 + (0 + 3a + 4a^2)d1^32d2^191 + (3 + 1a + 0a^2)d1^33d2^191 + (2 + 1a + 4a^2)d1^34d2^191 + (4 + 0a + 0a^2)d1^35d2^191 + (2 + 0a + 3a^2)d1^36d2^191 + (1 + 2a + 3a^2)d1^37d2^191 + (4 + 4a + 0a^2)d1^38d2^191 + (4 + 0a + 3a^2)d1^39d2^191 + (4 + 1a + 2a^2)d1^40d2^191 + (0 + 0a + 1a^2)d1^41d2^191 + (3 + 2a + 0a^2)d1^42d2^191 + (2 + 4a + 1a^2)d1^43d2^191 + (2 + 2a + 4a^2)d1^44d2^191 + (0 + 2a + 4a^2)d1^45d2^191 + (1 + 4a + 0a^2)d1^46d2^191 + (0 + 2a + 1a^2)d1^47d2^191 + (1 + 3a + 1a^2)d1^48d2^191 + (3 + 0a + 4a^2)d1^49d2^191 + (0 + 3a + 0a^2)d1^50d2^191 + (4 + 1a + 3a^2)d1^51d2^191 + (0 + 0a + 2a^2)d1^53d2^191 + (3 + 3a + 3a^2)d1^54d2^191 + (1 + 3a + 4a^2)d1^55d2^191 + (0 + 2a + 3a^2)d1^56d2^191 + (0 + 0a + 4a^2)d1^57d2^191 + (4 + 3a + 4a^2)d1^58d2^191 + (4 + 0a + 3a^2)d1^59d2^191 + (0 + 4a + 0a^2)d1^60d2^191 + (3 + 2a + 4a^2)d1^61d2^191 + (1 + 2a + 2a^2)d1^62d2^191 + (3 + 0a + 2a^2)d1^63d2^191 + (0 + 4a + 4a^2)d1^64d2^191 + (0 + 1a + 3a^2)d1^65d2^191 + (2 + 4a + 2a^2)d1^66d2^191 + (3 + 2a + 4a^2)d1^67d2^191 + (3 + 1a + 1a^2)d1^68d2^191 + (3 + 2a + 0a^2)d1^69d2^191 + (1 + 4a + 3a^2)d1^70d2^191 + (3 + 0a + 3a^2)d1^71d2^191 + (3 + 2a + 3a^2)d1^72d2^191 + (1 + 4a + 0a^2)d1^73d2^191 + (4 + 3a + 2a^2)d1^74d2^191 + (2 + 4a + 2a^2)d1^75d2^191 + (0 + 0a + 3a^2)d1^76d2^191 + (0 + 2a + 1a^2)d1^77d2^191 + (3 + 3a + 4a^2)d1^78d2^191 + (2 + 2a + 3a^2)d1^79d2^191 + (2 + 1a + 3a^2)d1^80d2^191 + (0 + 4a + 3a^2)d1^81d2^191 + (4 + 3a + 2a^2)d1^82d2^191 + (0 + 3a + 2a^2)d1^83d2^191 + (1 + 0a + 2a^2)d1^84d2^191 + (3 + 0a + 0a^2)d1^85d2^191 + (2 + 0a + 2a^2)d1^86d2^191 + (4 + 3a + 4a^2)d1^87d2^191 + (0 + 3a + 0a^2)d1^88d2^191 + (1 + 0a + 3a^2)d1^89d2^191 + (4 + 4a + 4a^2)d1^90d2^191 + (3 + 3a + 4a^2)d1^91d2^191 + (2 + 2a + 2a^2)d1^92d2^191 + (4 + 0a + 3a^2)d1^93d2^191 + (2 + 0a + 3a^2)d1^94d2^191 + (2 + 2a + 0a^2)d1^95d2^191 + (4 + 2a + 2a^2)d1^96d2^191 + (0 + 4a + 3a^2)d1^97d2^191 + (4 + 1a + 2a^2)d1^98d2^191 + (4 + 2a + 3a^2)d1^99d2^191 + (4 + 1a + 2a^2)d1^100d2^191 + (4 + 3a + 1a^2)d1^101d2^191 + (0 + 2a + 2a^2)d1^102d2^191 + (2 + 2a + 3a^2)d1^103d2^191 + (2 + 4a + 4a^2)d1^104d2^191 + (1 + 2a + 2a^2)d1^105d2^191 + (1 + 0a + 4a^2)d1^106d2^191 + (3 + 2a + 0a^2)d1^107d2^191 + (3 + 1a + 2a^2)d1^108d2^191 + (1 + 0a + 0a^2)d1^109d2^191 + (3 + 3a + 0a^2)d1^110d2^191 + (3 + 0a + 2a^2)d1^111d2^191 + (2 + 4a + 4a^2)d1^112d2^191 + (2 + 3a + 2a^2)d1^113d2^191 + (3 + 0a + 1a^2)d1^114d2^191 + (2 + 0a + 3a^2)d1^115d2^191 + (2 + 4a + 2a^2)d1^116d2^191 + (2 + 0a + 4a^2)d1^117d2^191 + (2 + 4a + 4a^2)d1^118d2^191 + (1 + 4a + 3a^2)d1^119d2^191 + (2 + 4a + 4a^2)d1^120d2^191 + (4 + 3a + 3a^2)d1^121d2^191 + (3 + 3a + 2a^2)d1^122d2^191 + (1 + 2a + 0a^2)d1^123d2^191 + (3 + 2a + 3a^2)d1^124d2^191 + (4 + 3a + 4a^2)d1^125d2^191 + (0 + 4a + 2a^2)d1^126d2^191 + (0 + 1a + 3a^2)d1^127d2^191 + (2 + 3a + 1a^2)d1^128d2^191 + (1 + 4a + 2a^2)d1^129d2^191 + (1 + 0a + 2a^2)d1^130d2^191 + (4 + 3a + 0a^2)d1^131d2^191 + (1 + 0a + 1a^2)d1^132d2^191 + (4 + 0a + 2a^2)d1^133d2^191 + (1 + 4a + 3a^2)d1^134d2^191 + (3 + 3a + 3a^2)d1^135d2^191 + (2 + 2a + 0a^2)d1^136d2^191 + (3 + 2a + 4a^2)d1^137d2^191 + (3 + 2a + 1a^2)d1^138d2^191 + (3 + 1a + 0a^2)d1^139d2^191 + (4 + 4a + 3a^2)d1^140d2^191 + (1 + 1a + 4a^2)d1^141d2^191 + (0 + 2a + 3a^2)d1^142d2^191 + (0 + 3a + 4a^2)d1^143d2^191 + (0 + 0a + 2a^2)d1^144d2^191 + (0 + 2a + 3a^2)d1^145d2^191 + (0 + 1a + 2a^2)d1^146d2^191 + (0 + 0a + 1a^2)d1^147d2^191 + (2 + 4a + 3a^2)d1^148d2^191 + (1 + 1a + 1a^2)d1^149d2^191 + (1 + 2a + 0a^2)d1^150d2^191 + (0 + 2a + 4a^2)d1^151d2^191 + (0 + 2a + 1a^2)d1^152d2^191 + (0 + 4a + 2a^2)d1^153d2^191 + (0 + 0a + 1a^2)d1^154d2^191 + (0 + 2a + 1a^2)d1^155d2^191 + (0 + 2a + 3a^2)d1^156d2^191 + (2 + 0a + 3a^2)d1^157d2^191 + (1 + 1a + 2a^2)d1^158d2^191 + (2 + 2a + 0a^2)d1^159d2^191 + (0 + 1a + 4a^2)d1^160d2^191 + (1 + 1a + 1a^2)d1^161d2^191 + (3 + 1a + 3a^2)d1^162d2^191 + (2 + 2a + 2a^2)d1^163d2^191 + (3 + 4a + 2a^2)d1^164d2^191 + (2 + 0a + 4a^2)d1^165d2^191 + (2 + 0a + 2a^2)d1^166d2^191 + (4 + 2a + 1a^2)d1^167d2^191 + (0 + 1a + 1a^2)d1^168d2^191 + (4 + 0a + 0a^2)d1^169d2^191 + (0 + 4a + 4a^2)d1^170d2^191 + (1 + 2a + 4a^2)d1^171d2^191 + (1 + 0a + 1a^2)d1^172d2^191 + (2 + 0a + 4a^2)d1^173d2^191 + (4 + 1a + 1a^2)d1^174d2^191 + (1 + 2a + 2a^2)d1^175d2^191 + (3 + 2a + 3a^2)d1^176d2^191 + (4 + 4a + 2a^2)d1^177d2^191 + (1 + 0a + 0a^2)d1^178d2^191 + (4 + 0a + 3a^2)d1^179d2^191 + (3 + 2a + 2a^2)d1^180d2^191 + (2 + 4a + 4a^2)d1^181d2^191 + (4 + 3a + 3a^2)d1^182d2^191 + (4 + 0a + 0a^2)d1^183d2^191 + (2 + 1a + 2a^2)d1^184d2^191 + (4 + 3a + 4a^2)d1^185d2^191 + (1 + 0a + 0a^2)d1^186d2^191 + (2 + 0a + 4a^2)d1^187d2^191 + (4 + 4a + 2a^2)d1^188d2^191 + (2 + 4a + 4a^2)d1^189d2^191 + (4 + 0a + 2a^2)d1^190d2^191 + (3 + 3a + 4a^2)d1^191d2^191 + (0 + 2a + 3a^2)d1^192d2^191 + (0 + 4a + 0a^2)d1^193d2^191 + (4 + 3a + 1a^2)d1^194d2^191 + (2 + 2a + 0a^2)d1^195d2^191 + (2 + 4a + 3a^2)d1^196d2^191 + (2 + 3a + 2a^2)d1^197d2^191 + (4 + 4a + 3a^2)d1^198d2^191 + (2 + 1a + 3a^2)d1^199d2^191 + (0 + 3a + 0a^2)d1^200d2^191 + (4 + 0a + 3a^2)d1^201d2^191 + (3 + 3a + 0a^2)d1^202d2^191 + (4 + 1a + 4a^2)d1^203d2^191 + (1 + 0a + 3a^2)d1^204d2^191 + (0 + 3a + 4a^2)d1^205d2^191 + (3 + 1a + 3a^2)d1^206d2^191 + (4 + 4a + 1a^2)d1^207d2^191 + (3 + 2a + 4a^2)d1^208d2^191 + (2 + 4a + 0a^2)d1^209d2^191 + (3 + 4a + 1a^2)d1^210d2^191 + (3 + 2a + 3a^2)d1^211d2^191 + (4 + 3a + 2a^2)d1^212d2^191 + (2 + 1a + 0a^2)d1^213d2^191 + (2 + 0a + 3a^2)d1^214d2^191 + (0 + 3a + 3a^2)d1^215d2^191 + (3 + 2a + 0a^2)d1^216d2^191 + (1 + 1a + 4a^2)d1^217d2^191 + (3 + 2a + 0a^2)d1^218d2^191 + (4 + 4a + 2a^2)d1^219d2^191 + (1 + 1a + 2a^2)d1^220d2^191 + (1 + 0a + 2a^2)d1^221d2^191 + (2 + 1a + 1a^2)d1^222d2^191 + (3 + 3a + 4a^2)d1^223d2^191 + (1 + 3a + 3a^2)d1^224d2^191 + (0 + 4a + 4a^2)d1^225d2^191 + (1 + 2a + 0a^2)d1^226d2^191 + (1 + 0a + 2a^2)d1^227d2^191 + (4 + 1a + 4a^2)d1^228d2^191 + (1 + 0a + 1a^2)d1^229d2^191 + (4 + 0a + 2a^2)d1^230d2^191 + (2 + 0a + 1a^2)d1^231d2^191 + (2 + 1a + 3a^2)d1^232d2^191 + (3 + 4a + 0a^2)d1^233d2^191 + (0 + 4a + 1a^2)d1^234d2^191 + (0 + 2a + 1a^2)d1^235d2^191 + (0 + 4a + 3a^2)d1^236d2^191 + (1 + 1a + 0a^2)d1^237d2^191 + (0 + 0a + 3a^2)d1^238d2^191 + (4 + 4a + 3a^2)d1^239d2^191 + (3 + 1a + 1a^2)d1^240d2^191 + (4 + 1a + 1a^2)d1^241d2^191 + (3 + 3a + 1a^2)d1^242d2^191 + (1 + 1a + 4a^2)d1^243d2^191 + (4 + 2a + 0a^2)d1^244d2^191 + (3 + 1a + 1a^2)d1^245d2^191 + (2 + 0a + 0a^2)d1^246d2^191 + (2 + 0a + 1a^2)d1^247d2^191 + (1 + 2a + 4a^2)d1^248d2^191 + (2 + 4a + 4a^2)d1^249d2^191 + (0 + 3a + 2a^2)d1^250d2^191 + (1 + 2a + 4a^2)d1^251d2^191 + (3 + 1a + 3a^2)d1^252d2^191 + (4 + 3a + 1a^2)d1^253d2^191 + (1 + 0a + 2a^2)d1^254d2^191 + (4 + 1a + 1a^2)d1^255d2^191 + (4 + 0a + 3a^2)d1^256d2^191 + (1 + 2a + 1a^2)d1^257d2^191 + (2 + 2a + 2a^2)d1^258d2^191 + (0 + 3a + 2a^2)d1^259d2^191 + (1 + 4a + 0a^2)d1^260d2^191 + (3 + 1a + 4a^2)d1^261d2^191 + (1 + 4a + 1a^2)d1^262d2^191 + (3 + 0a + 0a^2)d1^263d2^191 + (1 + 1a + 4a^2)d1^264d2^191 + (1 + 3a + 3a^2)d1^265d2^191 + (1 + 0a + 3a^2)d1^266d2^191 + (2 + 4a + 4a^2)d1^267d2^191 + (0 + 3a + 4a^2)d1^268d2^191 + (0 + 1a + 2a^2)d1^269d2^191 + (4 + 1a + 4a^2)d1^270d2^191 + (4 + 4a + 0a^2)d1^271d2^191 + (3 + 2a + 4a^2)d1^272d2^191 + (0 + 2a + 0a^2)d1^273d2^191 + (1 + 4a + 1a^2)d1^274d2^191 + (0 + 1a + 2a^2)d1^275d2^191 + (2 + 3a + 1a^2)d1^276d2^191 + (1 + 4a + 3a^2)d1^277d2^191 + (1 + 4a + 1a^2)d1^278d2^191 + (3 + 4a + 1a^2)d1^279d2^191 + (3 + 2a + 1a^2)d1^280d2^191 + (0 + 1a + 4a^2)d1^281d2^191 + (1 + 2a + 1a^2)d1^282d2^191 + (3 + 3a + 2a^2)d1^283d2^191 + (1 + 4a + 0a^2)d1^284d2^191 + (0 + 2a + 3a^2)d1^285d2^191 + (4 + 2a + 1a^2)d1^286d2^191 + (1 + 2a + 3a^2)d1^287d2^191 + (3 + 2a + 2a^2)d1^288d2^191 + (2 + 4a + 0a^2)d1^289d2^191 + (0 + 2a + 1a^2)d1^290d2^191 + (0 + 4a + 3a^2)d1^291d2^191 + (3 + 1a + 2a^2)d1^292d2^191 + (0 + 4a + 4a^2)d1^293d2^191 + (4 + 3a + 1a^2)d2^192 + (0 + 1a + 4a^2)d1^1d2^192 + (2 + 4a + 4a^2)d1^2d2^192 + (0 + 3a + 1a^2)d1^3d2^192 + (4 + 4a + 4a^2)d1^4d2^192 + (0 + 3a + 1a^2)d1^5d2^192 + (4 + 1a + 3a^2)d1^6d2^192 + (1 + 2a + 4a^2)d1^7d2^192 + (1 + 3a + 2a^2)d1^8d2^192 + (1 + 2a + 0a^2)d1^9d2^192 + (3 + 2a + 4a^2)d1^10d2^192 + (3 + 3a + 1a^2)d1^11d2^192 + (4 + 1a + 0a^2)d1^12d2^192 + (0 + 0a + 1a^2)d1^13d2^192 + (0 + 0a + 4a^2)d1^14d2^192 + (2 + 1a + 3a^2)d1^15d2^192 + (4 + 1a + 3a^2)d1^16d2^192 + (4 + 3a + 0a^2)d1^17d2^192 + (3 + 2a + 4a^2)d1^18d2^192 + (1 + 0a + 2a^2)d1^19d2^192 + (1 + 2a + 0a^2)d1^20d2^192 + (1 + 1a + 1a^2)d1^21d2^192 + (0 + 0a + 1a^2)d1^22d2^192 + (1 + 1a + 0a^2)d1^23d2^192 + (0 + 4a + 3a^2)d1^24d2^192 + (2 + 1a + 3a^2)d1^25d2^192 + (1 + 1a + 1a^2)d1^26d2^192 + (0 + 4a + 2a^2)d1^27d2^192 + (1 + 1a + 4a^2)d1^28d2^192 + (0 + 3a + 4a^2)d1^29d2^192 + (4 + 1a + 0a^2)d1^30d2^192 + (1 + 1a + 1a^2)d1^31d2^192 + (3 + 2a + 0a^2)d1^32d2^192 + (4 + 2a + 1a^2)d1^33d2^192 + (0 + 1a + 3a^2)d1^34d2^192 + (0 + 0a + 4a^2)d1^35d2^192 + (0 + 4a + 4a^2)d1^36d2^192 + (0 + 4a + 4a^2)d1^37d2^192 + (3 + 0a + 0a^2)d1^38d2^192 + (2 + 3a + 2a^2)d1^39d2^192 + (2 + 4a + 4a^2)d1^40d2^192 + (2 + 4a + 0a^2)d1^41d2^192 + (0 + 0a + 2a^2)d1^42d2^192 + (0 + 0a + 2a^2)d1^43d2^192 + (3 + 4a + 2a^2)d1^44d2^192 + (4 + 2a + 2a^2)d1^45d2^192 + (3 + 0a + 3a^2)d1^46d2^192 + (0 + 3a + 2a^2)d1^47d2^192 + (0 + 0a + 2a^2)d1^48d2^192 + (0 + 3a + 0a^2)d1^49d2^192 + (3 + 3a + 2a^2)d1^50d2^192 + (0 + 1a + 4a^2)d1^51d2^192 + (4 + 2a + 1a^2)d1^52d2^192 + (1 + 1a + 1a^2)d1^53d2^192 + (2 + 3a + 1a^2)d1^54d2^192 + (1 + 3a + 1a^2)d1^55d2^192 + (0 + 0a + 3a^2)d1^56d2^192 + (0 + 2a + 0a^2)d1^57d2^192 + (0 + 4a + 4a^2)d1^58d2^192 + (3 + 4a + 0a^2)d1^59d2^192 + (0 + 2a + 2a^2)d1^60d2^192 + (2 + 4a + 0a^2)d1^61d2^192 + (0 + 0a + 4a^2)d1^62d2^192 + (2 + 1a + 1a^2)d1^63d2^192 + (0 + 4a + 0a^2)d1^64d2^192 + (3 + 2a + 2a^2)d1^65d2^192 + (0 + 2a + 3a^2)d1^66d2^192 + (4 + 3a + 0a^2)d1^67d2^192 + (1 + 4a + 2a^2)d1^68d2^192 + (0 + 1a + 1a^2)d1^69d2^192 + (4 + 3a + 2a^2)d1^70d2^192 + (0 + 4a + 2a^2)d1^71d2^192 + (2 + 2a + 3a^2)d1^72d2^192 + (0 + 0a + 2a^2)d1^73d2^192 + (2 + 3a + 4a^2)d1^74d2^192 + (1 + 1a + 1a^2)d1^75d2^192 + (2 + 3a + 4a^2)d1^76d2^192 + (2 + 0a + 0a^2)d1^77d2^192 + (3 + 1a + 0a^2)d1^78d2^192 + (1 + 1a + 4a^2)d1^79d2^192 + (2 + 1a + 3a^2)d1^80d2^192 + (4 + 1a + 1a^2)d1^81d2^192 + (4 + 0a + 0a^2)d1^82d2^192 + (1 + 4a + 2a^2)d1^83d2^192 + (4 + 0a + 3a^2)d1^84d2^192 + (4 + 4a + 1a^2)d1^85d2^192 + (1 + 2a + 3a^2)d1^86d2^192 + (4 + 1a + 4a^2)d1^87d2^192 + (4 + 4a + 1a^2)d1^88d2^192 + (3 + 1a + 3a^2)d1^89d2^192 + (4 + 2a + 1a^2)d1^90d2^192 + (0 + 0a + 2a^2)d1^91d2^192 + (1 + 3a + 4a^2)d1^92d2^192 + (4 + 2a + 3a^2)d1^93d2^192 + (2 + 1a + 1a^2)d1^94d2^192 + (1 + 2a + 1a^2)d1^95d2^192 + (3 + 1a + 0a^2)d1^96d2^192 + (2 + 3a + 4a^2)d1^97d2^192 + (1 + 0a + 2a^2)d1^98d2^192 + (2 + 0a + 3a^2)d1^99d2^192 + (0 + 2a + 2a^2)d1^100d2^192 + (0 + 0a + 2a^2)d1^101d2^192 + (3 + 3a + 2a^2)d1^102d2^192 + (3 + 0a + 2a^2)d1^103d2^192 + (4 + 1a + 1a^2)d1^104d2^192 + (1 + 2a + 1a^2)d1^105d2^192 + (0 + 2a + 1a^2)d1^106d2^192 + (4 + 3a + 2a^2)d1^107d2^192 + (0 + 3a + 3a^2)d1^108d2^192 + (1 + 0a + 3a^2)d1^109d2^192 + (3 + 2a + 1a^2)d1^110d2^192 + (3 + 1a + 4a^2)d1^111d2^192 + (1 + 0a + 1a^2)d1^112d2^192 + (4 + 1a + 2a^2)d1^113d2^192 + (1 + 3a + 3a^2)d1^114d2^192 + (1 + 3a + 1a^2)d1^115d2^192 + (4 + 3a + 1a^2)d1^116d2^192 + (1 + 1a + 1a^2)d1^117d2^192 + (0 + 1a + 3a^2)d1^118d2^192 + (2 + 1a + 0a^2)d1^119d2^192 + (3 + 2a + 0a^2)d1^120d2^192 + (2 + 2a + 1a^2)d1^121d2^192 + (3 + 0a + 4a^2)d1^122d2^192 + (4 + 1a + 4a^2)d1^123d2^192 + (1 + 2a + 4a^2)d1^124d2^192 + (0 + 1a + 3a^2)d1^125d2^192 + (1 + 1a + 3a^2)d1^126d2^192 + (4 + 4a + 4a^2)d1^127d2^192 + (0 + 0a + 3a^2)d1^128d2^192 + (2 + 2a + 3a^2)d1^129d2^192 + (3 + 1a + 3a^2)d1^130d2^192 + (2 + 2a + 4a^2)d1^131d2^192 + (1 + 3a + 1a^2)d1^132d2^192 + (0 + 4a + 1a^2)d1^133d2^192 + (0 + 1a + 0a^2)d1^134d2^192 + (2 + 0a + 2a^2)d1^135d2^192 + (1 + 4a + 2a^2)d1^136d2^192 + (1 + 0a + 4a^2)d1^137d2^192 + (2 + 4a + 0a^2)d1^138d2^192 + (1 + 4a + 4a^2)d1^139d2^192 + (1 + 4a + 3a^2)d1^140d2^192 + (3 + 4a + 1a^2)d1^141d2^192 + (0 + 0a + 1a^2)d1^142d2^192 + (4 + 1a + 1a^2)d1^143d2^192 + (4 + 2a + 3a^2)d1^144d2^192 + (1 + 2a + 0a^2)d1^145d2^192 + (0 + 0a + 1a^2)d1^146d2^192 + (4 + 1a + 1a^2)d1^147d2^192 + (2 + 2a + 2a^2)d1^148d2^192 + (2 + 3a + 4a^2)d1^149d2^192 + (2 + 3a + 1a^2)d1^150d2^192 + (1 + 0a + 4a^2)d1^151d2^192 + (4 + 4a + 4a^2)d1^152d2^192 + (1 + 4a + 0a^2)d1^153d2^192 + (4 + 0a + 2a^2)d1^154d2^192 + (2 + 3a + 4a^2)d1^155d2^192 + (2 + 0a + 1a^2)d1^156d2^192 + (2 + 2a + 1a^2)d1^157d2^192 + (0 + 1a + 2a^2)d1^158d2^192 + (4 + 0a + 1a^2)d1^159d2^192 + (3 + 0a + 4a^2)d1^160d2^192 + (2 + 0a + 1a^2)d1^161d2^192 + (2 + 2a + 1a^2)d1^162d2^192 + (3 + 3a + 1a^2)d1^163d2^192 + (0 + 4a + 2a^2)d1^164d2^192 + (2 + 3a + 0a^2)d1^165d2^192 + (1 + 1a + 4a^2)d1^166d2^192 + (0 + 2a + 4a^2)d1^167d2^192 + (0 + 3a + 4a^2)d1^168d2^192 + (1 + 3a + 4a^2)d1^169d2^192 + (1 + 0a + 1a^2)d1^170d2^192 + (1 + 2a + 1a^2)d1^171d2^192 + (3 + 2a + 1a^2)d1^172d2^192 + (0 + 3a + 2a^2)d1^173d2^192 + (1 + 0a + 4a^2)d1^174d2^192 + (4 + 2a + 3a^2)d1^175d2^192 + (4 + 3a + 0a^2)d1^176d2^192 + (0 + 4a + 1a^2)d1^177d2^192 + (0 + 2a + 0a^2)d1^178d2^192 + (4 + 3a + 3a^2)d1^180d2^192 + (2 + 2a + 4a^2)d1^181d2^192 + (0 + 3a + 0a^2)d1^182d2^192 + (0 + 3a + 3a^2)d1^183d2^192 + (0 + 0a + 2a^2)d1^184d2^192 + (2 + 1a + 1a^2)d1^185d2^192 + (2 + 3a + 1a^2)d1^186d2^192 + (4 + 4a + 0a^2)d1^187d2^192 + (3 + 4a + 3a^2)d1^188d2^192 + (0 + 3a + 4a^2)d1^189d2^192 + (0 + 1a + 2a^2)d1^190d2^192 + (2 + 0a + 1a^2)d1^191d2^192 + (1 + 2a + 4a^2)d1^192d2^192 + (0 + 3a + 2a^2)d1^193d2^192 + (4 + 2a + 1a^2)d1^194d2^192 + (4 + 2a + 0a^2)d1^195d2^192 + (4 + 3a + 2a^2)d1^196d2^192 + (0 + 4a + 3a^2)d1^197d2^192 + (2 + 0a + 2a^2)d1^198d2^192 + (2 + 2a + 0a^2)d1^199d2^192 + (0 + 0a + 2a^2)d1^200d2^192 + (4 + 3a + 2a^2)d1^201d2^192 + (1 + 0a + 0a^2)d1^202d2^192 + (1 + 0a + 3a^2)d1^203d2^192 + (2 + 2a + 3a^2)d1^204d2^192 + (3 + 1a + 2a^2)d1^205d2^192 + (3 + 2a + 3a^2)d1^206d2^192 + (1 + 4a + 4a^2)d1^207d2^192 + (3 + 3a + 0a^2)d1^208d2^192 + (1 + 0a + 2a^2)d1^209d2^192 + (4 + 2a + 0a^2)d1^210d2^192 + (1 + 0a + 0a^2)d1^211d2^192 + (2 + 0a + 1a^2)d1^212d2^192 + (0 + 1a + 3a^2)d1^213d2^192 + (3 + 2a + 4a^2)d1^214d2^192 + (2 + 4a + 0a^2)d1^215d2^192 + (0 + 2a + 1a^2)d1^216d2^192 + (1 + 2a + 0a^2)d1^217d2^192 + (3 + 0a + 3a^2)d1^218d2^192 + (2 + 3a + 1a^2)d1^219d2^192 + (3 + 3a + 4a^2)d1^220d2^192 + (2 + 2a + 0a^2)d1^221d2^192 + (2 + 4a + 2a^2)d1^222d2^192 + (2 + 3a + 4a^2)d1^223d2^192 + (4 + 0a + 3a^2)d1^224d2^192 + (0 + 1a + 0a^2)d1^225d2^192 + (2 + 0a + 4a^2)d1^226d2^192 + (0 + 3a + 1a^2)d1^227d2^192 + (4 + 1a + 0a^2)d1^228d2^192 + (4 + 0a + 1a^2)d1^229d2^192 + (3 + 1a + 2a^2)d1^230d2^192 + (4 + 0a + 2a^2)d1^231d2^192 + (4 + 4a + 2a^2)d1^232d2^192 + (2 + 1a + 3a^2)d1^233d2^192 + (3 + 3a + 4a^2)d1^234d2^192 + (4 + 4a + 1a^2)d1^235d2^192 + (3 + 2a + 3a^2)d1^236d2^192 + (0 + 0a + 1a^2)d1^237d2^192 + (3 + 2a + 0a^2)d1^238d2^192 + (3 + 2a + 3a^2)d1^239d2^192 + (4 + 0a + 2a^2)d1^240d2^192 + (3 + 4a + 4a^2)d1^241d2^192 + (0 + 2a + 4a^2)d1^242d2^192 + (2 + 0a + 2a^2)d1^243d2^192 + (1 + 2a + 4a^2)d1^244d2^192 + (3 + 4a + 2a^2)d1^245d2^192 + (3 + 0a + 4a^2)d1^246d2^192 + (2 + 3a + 2a^2)d1^247d2^192 + (4 + 4a + 3a^2)d1^248d2^192 + (3 + 4a + 2a^2)d1^249d2^192 + (1 + 0a + 0a^2)d1^250d2^192 + (3 + 0a + 1a^2)d1^251d2^192 + (4 + 1a + 3a^2)d1^252d2^192 + (0 + 4a + 4a^2)d1^253d2^192 + (2 + 2a + 4a^2)d1^254d2^192 + (0 + 4a + 4a^2)d1^255d2^192 + (2 + 0a + 2a^2)d1^256d2^192 + (1 + 4a + 3a^2)d1^257d2^192 + (2 + 0a + 1a^2)d1^258d2^192 + (4 + 4a + 1a^2)d1^259d2^192 + (1 + 3a + 2a^2)d1^260d2^192 + (2 + 0a + 2a^2)d1^261d2^192 + (2 + 1a + 3a^2)d1^262d2^192 + (3 + 1a + 1a^2)d1^263d2^192 + (0 + 3a + 0a^2)d1^264d2^192 + (1 + 2a + 2a^2)d1^265d2^192 + (4 + 4a + 3a^2)d1^266d2^192 + (0 + 4a + 1a^2)d1^267d2^192 + (1 + 2a + 1a^2)d1^268d2^192 + (1 + 3a + 4a^2)d1^269d2^192 + (0 + 3a + 0a^2)d1^270d2^192 + (2 + 0a + 2a^2)d1^271d2^192 + (3 + 2a + 4a^2)d1^272d2^192 + (0 + 3a + 2a^2)d1^273d2^192 + (0 + 0a + 2a^2)d1^274d2^192 + (0 + 2a + 4a^2)d1^275d2^192 + (2 + 0a + 3a^2)d1^276d2^192 + (3 + 1a + 2a^2)d1^277d2^192 + (0 + 4a + 2a^2)d1^278d2^192 + (0 + 0a + 1a^2)d1^279d2^192 + (3 + 1a + 3a^2)d1^280d2^192 + (2 + 0a + 2a^2)d1^281d2^192 + (3 + 0a + 2a^2)d1^282d2^192 + (3 + 4a + 3a^2)d1^283d2^192 + (1 + 2a + 1a^2)d1^284d2^192 + (4 + 3a + 4a^2)d1^285d2^192 + (1 + 3a + 2a^2)d1^286d2^192 + (3 + 4a + 3a^2)d1^287d2^192 + (1 + 4a + 0a^2)d1^288d2^192 + (0 + 2a + 3a^2)d1^289d2^192 + (3 + 0a + 2a^2)d1^290d2^192 + (2 + 3a + 0a^2)d1^291d2^192 + (0 + 0a + 1a^2)d1^292d2^192 + (0 + 2a + 2a^2)d1^293d2^192 + (4 + 2a + 3a^2)d2^193 + (1 + 0a + 4a^2)d1^1d2^193 + (0 + 0a + 3a^2)d1^2d2^193 + (1 + 1a + 1a^2)d1^3d2^193 + (3 + 2a + 3a^2)d1^4d2^193 + (1 + 0a + 4a^2)d1^5d2^193 + (4 + 3a + 4a^2)d1^6d2^193 + (2 + 3a + 1a^2)d1^7d2^193 + (3 + 1a + 0a^2)d1^8d2^193 + (3 + 1a + 1a^2)d1^9d2^193 + (4 + 1a + 1a^2)d1^10d2^193 + (2 + 1a + 3a^2)d1^11d2^193 + (0 + 2a + 4a^2)d1^12d2^193 + (4 + 2a + 3a^2)d1^13d2^193 + (0 + 0a + 2a^2)d1^14d2^193 + (1 + 1a + 3a^2)d1^15d2^193 + (1 + 0a + 1a^2)d1^16d2^193 + (2 + 3a + 2a^2)d1^17d2^193 + (1 + 4a + 3a^2)d1^18d2^193 + (3 + 3a + 2a^2)d1^19d2^193 + (1 + 1a + 1a^2)d1^20d2^193 + (3 + 0a + 2a^2)d1^21d2^193 + (0 + 0a + 1a^2)d1^22d2^193 + (1 + 3a + 2a^2)d1^23d2^193 + (1 + 1a + 0a^2)d1^24d2^193 + (3 + 0a + 4a^2)d1^25d2^193 + (3 + 3a + 1a^2)d1^26d2^193 + (4 + 1a + 0a^2)d1^27d2^193 + (3 + 0a + 1a^2)d1^28d2^193 + (4 + 1a + 3a^2)d1^29d2^193 + (4 + 3a + 4a^2)d1^31d2^193 + (2 + 4a + 4a^2)d1^32d2^193 + (4 + 0a + 2a^2)d1^33d2^193 + (3 + 4a + 0a^2)d1^34d2^193 + (2 + 1a + 4a^2)d1^35d2^193 + (2 + 2a + 3a^2)d1^36d2^193 + (3 + 1a + 1a^2)d1^37d2^193 + (1 + 0a + 4a^2)d1^38d2^193 + (1 + 0a + 3a^2)d1^39d2^193 + (1 + 4a + 2a^2)d1^40d2^193 + (2 + 3a + 3a^2)d1^41d2^193 + (2 + 3a + 4a^2)d1^42d2^193 + (4 + 0a + 3a^2)d1^43d2^193 + (2 + 4a + 4a^2)d1^44d2^193 + (1 + 1a + 3a^2)d1^45d2^193 + (0 + 3a + 1a^2)d1^46d2^193 + (2 + 1a + 2a^2)d1^47d2^193 + (2 + 3a + 1a^2)d1^48d2^193 + (0 + 3a + 3a^2)d1^49d2^193 + (3 + 3a + 4a^2)d1^50d2^193 + (0 + 3a + 0a^2)d1^51d2^193 + (0 + 1a + 3a^2)d1^52d2^193 + (4 + 3a + 1a^2)d1^53d2^193 + (2 + 3a + 0a^2)d1^54d2^193 + (2 + 3a + 0a^2)d1^55d2^193 + (4 + 2a + 4a^2)d1^56d2^193 + (1 + 1a + 4a^2)d1^57d2^193 + (3 + 3a + 0a^2)d1^58d2^193 + (3 + 3a + 2a^2)d1^59d2^193 + (2 + 4a + 3a^2)d1^60d2^193 + (3 + 3a + 3a^2)d1^61d2^193 + (1 + 3a + 4a^2)d1^62d2^193 + (2 + 2a + 0a^2)d1^63d2^193 + (4 + 3a + 0a^2)d1^64d2^193 + (2 + 3a + 2a^2)d1^65d2^193 + (3 + 3a + 0a^2)d1^66d2^193 + (1 + 2a + 0a^2)d1^67d2^193 + (3 + 0a + 4a^2)d1^68d2^193 + (4 + 3a + 2a^2)d1^69d2^193 + (2 + 4a + 1a^2)d1^70d2^193 + (3 + 3a + 1a^2)d1^71d2^193 + (2 + 2a + 1a^2)d1^72d2^193 + (3 + 3a + 2a^2)d1^73d2^193 + (0 + 2a + 4a^2)d1^74d2^193 + (4 + 4a + 2a^2)d1^75d2^193 + (4 + 1a + 4a^2)d1^76d2^193 + (3 + 2a + 2a^2)d1^77d2^193 + (2 + 3a + 0a^2)d1^78d2^193 + (0 + 4a + 1a^2)d1^79d2^193 + (4 + 0a + 2a^2)d1^80d2^193 + (3 + 4a + 4a^2)d1^81d2^193 + (1 + 2a + 0a^2)d1^82d2^193 + (2 + 4a + 2a^2)d1^83d2^193 + (1 + 4a + 3a^2)d1^84d2^193 + (1 + 1a + 4a^2)d1^85d2^193 + (0 + 0a + 4a^2)d1^86d2^193 + (2 + 4a + 0a^2)d1^87d2^193 + (3 + 0a + 3a^2)d1^88d2^193 + (1 + 0a + 2a^2)d1^89d2^193 + (4 + 0a + 2a^2)d1^90d2^193 + (3 + 2a + 3a^2)d1^91d2^193 + (0 + 3a + 2a^2)d1^92d2^193 + (1 + 4a + 0a^2)d1^93d2^193 + (2 + 2a + 2a^2)d1^94d2^193 + (4 + 0a + 2a^2)d1^95d2^193 + (2 + 0a + 2a^2)d1^96d2^193 + (2 + 4a + 1a^2)d1^97d2^193 + (0 + 2a + 2a^2)d1^98d2^193 + (3 + 3a + 1a^2)d1^99d2^193 + (4 + 1a + 0a^2)d1^100d2^193 + (4 + 4a + 1a^2)d1^101d2^193 + (2 + 2a + 1a^2)d1^102d2^193 + (4 + 4a + 1a^2)d1^103d2^193 + (0 + 2a + 2a^2)d1^104d2^193 + (1 + 2a + 3a^2)d1^105d2^193 + (4 + 4a + 3a^2)d1^106d2^193 + (0 + 1a + 0a^2)d1^107d2^193 + (0 + 3a + 2a^2)d1^108d2^193 + (3 + 1a + 3a^2)d1^109d2^193 + (2 + 4a + 0a^2)d1^110d2^193 + (1 + 0a + 2a^2)d1^111d2^193 + (3 + 3a + 3a^2)d1^112d2^193 + (4 + 1a + 3a^2)d1^113d2^193 + (0 + 4a + 4a^2)d1^114d2^193 + (2 + 1a + 4a^2)d1^115d2^193 + (2 + 4a + 0a^2)d1^116d2^193 + (3 + 1a + 2a^2)d1^117d2^193 + (2 + 0a + 0a^2)d1^118d2^193 + (2 + 4a + 0a^2)d1^119d2^193 + (3 + 3a + 3a^2)d1^120d2^193 + (2 + 1a + 0a^2)d1^121d2^193 + (4 + 1a + 1a^2)d1^122d2^193 + (3 + 3a + 0a^2)d1^123d2^193 + (2 + 2a + 2a^2)d1^124d2^193 + (1 + 2a + 2a^2)d1^125d2^193 + (4 + 4a + 1a^2)d1^126d2^193 + (3 + 2a + 2a^2)d1^127d2^193 + (0 + 0a + 1a^2)d1^128d2^193 + (0 + 1a + 3a^2)d1^129d2^193 + (1 + 2a + 1a^2)d1^130d2^193 + (0 + 1a + 1a^2)d1^131d2^193 + (4 + 2a + 1a^2)d1^132d2^193 + (3 + 3a + 1a^2)d1^133d2^193 + (2 + 2a + 1a^2)d1^134d2^193 + (2 + 3a + 2a^2)d1^135d2^193 + (0 + 3a + 0a^2)d1^136d2^193 + (0 + 2a + 0a^2)d1^137d2^193 + (4 + 4a + 0a^2)d1^138d2^193 + (1 + 2a + 0a^2)d1^139d2^193 + (4 + 3a + 1a^2)d1^140d2^193 + (4 + 0a + 3a^2)d1^141d2^193 + (4 + 2a + 4a^2)d1^142d2^193 + (3 + 2a + 1a^2)d1^143d2^193 + (1 + 4a + 0a^2)d1^144d2^193 + (2 + 4a + 1a^2)d1^145d2^193 + (0 + 1a + 3a^2)d1^146d2^193 + (2 + 0a + 1a^2)d1^147d2^193 + (3 + 1a + 4a^2)d1^148d2^193 + (0 + 3a + 1a^2)d1^149d2^193 + (3 + 3a + 2a^2)d1^150d2^193 + (3 + 3a + 0a^2)d1^151d2^193 + (3 + 0a + 2a^2)d1^152d2^193 + (4 + 3a + 4a^2)d1^153d2^193 + (4 + 2a + 2a^2)d1^154d2^193 + (0 + 0a + 3a^2)d1^155d2^193 + (3 + 4a + 0a^2)d1^156d2^193 + (1 + 2a + 0a^2)d1^157d2^193 + (1 + 4a + 1a^2)d1^158d2^193 + (3 + 4a + 4a^2)d1^159d2^193 + (3 + 1a + 2a^2)d1^160d2^193 + (4 + 0a + 2a^2)d1^161d2^193 + (3 + 0a + 0a^2)d1^162d2^193 + (3 + 4a + 3a^2)d1^163d2^193 + (1 + 0a + 3a^2)d1^164d2^193 + (2 + 3a + 1a^2)d1^165d2^193 + (3 + 0a + 4a^2)d1^166d2^193 + (4 + 3a + 0a^2)d1^167d2^193 + (4 + 2a + 3a^2)d1^168d2^193 + (4 + 1a + 4a^2)d1^169d2^193 + (3 + 1a + 4a^2)d1^170d2^193 + (2 + 2a + 2a^2)d1^171d2^193 + (2 + 4a + 4a^2)d1^172d2^193 + (4 + 4a + 4a^2)d1^173d2^193 + (3 + 3a + 2a^2)d1^174d2^193 + (3 + 0a + 0a^2)d1^175d2^193 + (2 + 1a + 3a^2)d1^176d2^193 + (0 + 4a + 4a^2)d1^177d2^193 + (4 + 4a + 2a^2)d1^178d2^193 + (0 + 3a + 0a^2)d1^179d2^193 + (4 + 1a + 0a^2)d1^180d2^193 + (1 + 2a + 4a^2)d1^181d2^193 + (3 + 3a + 1a^2)d1^182d2^193 + (1 + 3a + 2a^2)d1^183d2^193 + (4 + 4a + 0a^2)d1^184d2^193 + (2 + 0a + 2a^2)d1^185d2^193 + (2 + 0a + 1a^2)d1^186d2^193 + (0 + 1a + 2a^2)d1^187d2^193 + (4 + 1a + 0a^2)d1^188d2^193 + (3 + 4a + 1a^2)d1^189d2^193 + (2 + 0a + 1a^2)d1^190d2^193 + (2 + 4a + 4a^2)d1^191d2^193 + (1 + 4a + 0a^2)d1^193d2^193 + (4 + 1a + 0a^2)d1^194d2^193 + (1 + 2a + 1a^2)d1^195d2^193 + (0 + 4a + 1a^2)d1^196d2^193 + (4 + 1a + 1a^2)d1^197d2^193 + (0 + 3a + 1a^2)d1^198d2^193 + (2 + 1a + 1a^2)d1^199d2^193 + (1 + 2a + 2a^2)d1^200d2^193 + (1 + 2a + 0a^2)d1^201d2^193 + (0 + 2a + 1a^2)d1^202d2^193 + (1 + 0a + 4a^2)d1^203d2^193 + (1 + 2a + 0a^2)d1^204d2^193 + (1 + 4a + 4a^2)d1^205d2^193 + (0 + 4a + 0a^2)d1^206d2^193 + (0 + 3a + 3a^2)d1^207d2^193 + (1 + 3a + 4a^2)d1^208d2^193 + (2 + 4a + 3a^2)d1^209d2^193 + (2 + 3a + 2a^2)d1^210d2^193 + (2 + 1a + 1a^2)d1^211d2^193 + (4 + 0a + 0a^2)d1^212d2^193 + (2 + 1a + 3a^2)d1^213d2^193 + (4 + 3a + 2a^2)d1^214d2^193 + (1 + 1a + 4a^2)d1^215d2^193 + (3 + 1a + 3a^2)d1^216d2^193 + (2 + 2a + 1a^2)d1^217d2^193 + (3 + 3a + 3a^2)d1^218d2^193 + (1 + 2a + 2a^2)d1^219d2^193 + (0 + 1a + 4a^2)d1^220d2^193 + (4 + 2a + 3a^2)d1^221d2^193 + (2 + 0a + 3a^2)d1^222d2^193 + (4 + 4a + 1a^2)d1^223d2^193 + (0 + 2a + 2a^2)d1^224d2^193 + (0 + 1a + 4a^2)d1^225d2^193 + (2 + 1a + 0a^2)d1^226d2^193 + (3 + 4a + 2a^2)d1^227d2^193 + (3 + 2a + 2a^2)d1^228d2^193 + (0 + 0a + 4a^2)d1^229d2^193 + (1 + 2a + 2a^2)d1^230d2^193 + (3 + 2a + 3a^2)d1^231d2^193 + (0 + 2a + 4a^2)d1^232d2^193 + (4 + 4a + 1a^2)d1^233d2^193 + (4 + 0a + 4a^2)d1^234d2^193 + (0 + 1a + 3a^2)d1^235d2^193 + (4 + 3a + 4a^2)d1^236d2^193 + (4 + 3a + 4a^2)d1^237d2^193 + (1 + 2a + 0a^2)d1^238d2^193 + (3 + 1a + 4a^2)d1^239d2^193 + (2 + 2a + 1a^2)d1^240d2^193 + (1 + 2a + 4a^2)d1^241d2^193 + (2 + 2a + 2a^2)d1^242d2^193 + (3 + 1a + 4a^2)d1^243d2^193 + (4 + 1a + 1a^2)d1^244d2^193 + (2 + 1a + 1a^2)d1^245d2^193 + (1 + 1a + 4a^2)d1^246d2^193 + (0 + 2a + 0a^2)d1^247d2^193 + (1 + 1a + 2a^2)d1^248d2^193 + (0 + 2a + 2a^2)d1^249d2^193 + (0 + 4a + 1a^2)d1^250d2^193 + (4 + 0a + 2a^2)d1^251d2^193 + (4 + 3a + 1a^2)d1^252d2^193 + (2 + 2a + 2a^2)d1^253d2^193 + (3 + 3a + 3a^2)d1^254d2^193 + (2 + 0a + 2a^2)d1^255d2^193 + (1 + 2a + 0a^2)d1^256d2^193 + (4 + 1a + 3a^2)d1^257d2^193 + (0 + 3a + 1a^2)d1^258d2^193 + (1 + 2a + 4a^2)d1^259d2^193 + (1 + 3a + 0a^2)d1^260d2^193 + (2 + 2a + 0a^2)d1^261d2^193 + (3 + 0a + 4a^2)d1^262d2^193 + (4 + 0a + 0a^2)d1^263d2^193 + (0 + 0a + 3a^2)d1^264d2^193 + (0 + 3a + 0a^2)d1^265d2^193 + (4 + 2a + 3a^2)d1^266d2^193 + (1 + 0a + 1a^2)d1^267d2^193 + (1 + 0a + 0a^2)d1^268d2^193 + (3 + 4a + 4a^2)d1^269d2^193 + (4 + 3a + 3a^2)d1^270d2^193 + (1 + 2a + 1a^2)d1^271d2^193 + (2 + 1a + 2a^2)d1^272d2^193 + (1 + 1a + 2a^2)d1^273d2^193 + (0 + 4a + 4a^2)d1^274d2^193 + (3 + 1a + 2a^2)d1^275d2^193 + (2 + 1a + 4a^2)d1^276d2^193 + (1 + 4a + 4a^2)d1^277d2^193 + (4 + 0a + 3a^2)d1^278d2^193 + (1 + 2a + 1a^2)d1^279d2^193 + (2 + 4a + 1a^2)d1^280d2^193 + (3 + 0a + 4a^2)d1^281d2^193 + (4 + 2a + 0a^2)d1^282d2^193 + (4 + 1a + 4a^2)d1^283d2^193 + (4 + 1a + 1a^2)d1^284d2^193 + (3 + 1a + 1a^2)d1^285d2^193 + (4 + 0a + 1a^2)d1^286d2^193 + (1 + 0a + 2a^2)d1^287d2^193 + (1 + 2a + 1a^2)d1^288d2^193 + (3 + 3a + 0a^2)d1^289d2^193 + (0 + 2a + 0a^2)d1^290d2^193 + (2 + 2a + 2a^2)d1^291d2^193 + (4 + 0a + 1a^2)d1^292d2^193 + (1 + 1a + 1a^2)d1^293d2^193 + (0 + 0a + 3a^2)d2^194 + (3 + 0a + 0a^2)d1^1d2^194 + (1 + 2a + 3a^2)d1^2d2^194 + (3 + 2a + 0a^2)d1^3d2^194 + (1 + 2a + 4a^2)d1^4d2^194 + (1 + 3a + 1a^2)d1^5d2^194 + (3 + 3a + 1a^2)d1^6d2^194 + (2 + 2a + 3a^2)d1^7d2^194 + (2 + 2a + 3a^2)d1^8d2^194 + (4 + 2a + 0a^2)d1^9d2^194 + (1 + 0a + 3a^2)d1^10d2^194 + (2 + 0a + 4a^2)d1^11d2^194 + (4 + 1a + 2a^2)d1^12d2^194 + (3 + 2a + 4a^2)d1^13d2^194 + (3 + 0a + 0a^2)d1^14d2^194 + (0 + 1a + 2a^2)d1^15d2^194 + (1 + 0a + 4a^2)d1^16d2^194 + (4 + 4a + 3a^2)d1^17d2^194 + (1 + 4a + 4a^2)d1^18d2^194 + (0 + 0a + 3a^2)d1^19d2^194 + (4 + 4a + 0a^2)d1^20d2^194 + (0 + 2a + 3a^2)d1^21d2^194 + (1 + 1a + 2a^2)d1^22d2^194 + (4 + 4a + 4a^2)d1^23d2^194 + (0 + 2a + 3a^2)d1^24d2^194 + (4 + 1a + 3a^2)d1^25d2^194 + (0 + 4a + 0a^2)d1^26d2^194 + (2 + 1a + 3a^2)d1^27d2^194 + (4 + 3a + 2a^2)d1^28d2^194 + (4 + 2a + 1a^2)d1^29d2^194 + (1 + 1a + 2a^2)d1^30d2^194 + (4 + 1a + 0a^2)d1^31d2^194 + (0 + 0a + 3a^2)d1^32d2^194 + (3 + 2a + 4a^2)d1^33d2^194 + (3 + 0a + 0a^2)d1^34d2^194 + (3 + 3a + 1a^2)d1^35d2^194 + (0 + 3a + 2a^2)d1^36d2^194 + (0 + 4a + 2a^2)d1^37d2^194 + (0 + 2a + 4a^2)d1^38d2^194 + (3 + 2a + 1a^2)d1^39d2^194 + (2 + 0a + 3a^2)d1^40d2^194 + (4 + 0a + 0a^2)d1^41d2^194 + (2 + 3a + 4a^2)d1^42d2^194 + (3 + 2a + 0a^2)d1^43d2^194 + (4 + 3a + 1a^2)d1^44d2^194 + (3 + 3a + 0a^2)d1^45d2^194 + (1 + 0a + 3a^2)d1^46d2^194 + (1 + 2a + 4a^2)d1^47d2^194 + (4 + 1a + 0a^2)d1^48d2^194 + (0 + 4a + 3a^2)d1^49d2^194 + (4 + 4a + 1a^2)d1^50d2^194 + (1 + 0a + 3a^2)d1^51d2^194 + (1 + 4a + 0a^2)d1^52d2^194 + (1 + 3a + 2a^2)d1^53d2^194 + (4 + 0a + 2a^2)d1^54d2^194 + (4 + 0a + 0a^2)d1^55d2^194 + (4 + 0a + 0a^2)d1^56d2^194 + (1 + 0a + 0a^2)d1^57d2^194 + (3 + 0a + 2a^2)d1^58d2^194 + (2 + 2a + 0a^2)d1^59d2^194 + (0 + 4a + 0a^2)d1^60d2^194 + (4 + 3a + 3a^2)d1^61d2^194 + (2 + 3a + 1a^2)d1^62d2^194 + (0 + 4a + 4a^2)d1^63d2^194 + (1 + 4a + 2a^2)d1^64d2^194 + (0 + 3a + 2a^2)d1^65d2^194 + (1 + 3a + 4a^2)d1^66d2^194 + (0 + 4a + 0a^2)d1^67d2^194 + (4 + 1a + 4a^2)d1^68d2^194 + (0 + 1a + 4a^2)d1^69d2^194 + (2 + 3a + 2a^2)d1^70d2^194 + (3 + 1a + 1a^2)d1^71d2^194 + (1 + 3a + 0a^2)d1^72d2^194 + (2 + 3a + 0a^2)d1^73d2^194 + (3 + 4a + 0a^2)d1^74d2^194 + (3 + 1a + 2a^2)d1^75d2^194 + (3 + 3a + 1a^2)d1^76d2^194 + (3 + 4a + 4a^2)d1^77d2^194 + (4 + 0a + 1a^2)d1^78d2^194 + (4 + 3a + 3a^2)d1^79d2^194 + (4 + 0a + 2a^2)d1^80d2^194 + (1 + 0a + 4a^2)d1^81d2^194 + (1 + 0a + 1a^2)d1^82d2^194 + (0 + 2a + 3a^2)d1^83d2^194 + (1 + 4a + 4a^2)d1^84d2^194 + (3 + 4a + 3a^2)d1^85d2^194 + (0 + 4a + 4a^2)d1^86d2^194 + (0 + 4a + 0a^2)d1^87d2^194 + (1 + 1a + 1a^2)d1^88d2^194 + (3 + 0a + 0a^2)d1^89d2^194 + (2 + 4a + 3a^2)d1^90d2^194 + (1 + 4a + 3a^2)d1^91d2^194 + (4 + 2a + 2a^2)d1^92d2^194 + (1 + 1a + 0a^2)d1^93d2^194 + (1 + 4a + 0a^2)d1^94d2^194 + (1 + 1a + 2a^2)d1^96d2^194 + (1 + 1a + 4a^2)d1^97d2^194 + (3 + 3a + 1a^2)d1^98d2^194 + (0 + 3a + 3a^2)d1^99d2^194 + (3 + 2a + 1a^2)d1^100d2^194 + (1 + 4a + 1a^2)d1^101d2^194 + (2 + 3a + 3a^2)d1^102d2^194 + (3 + 2a + 0a^2)d1^103d2^194 + (4 + 0a + 0a^2)d1^104d2^194 + (0 + 3a + 4a^2)d1^105d2^194 + (4 + 4a + 0a^2)d1^106d2^194 + (2 + 0a + 1a^2)d1^107d2^194 + (3 + 3a + 2a^2)d1^108d2^194 + (3 + 0a + 1a^2)d1^109d2^194 + (0 + 2a + 4a^2)d1^110d2^194 + (4 + 0a + 0a^2)d1^111d2^194 + (3 + 1a + 4a^2)d1^112d2^194 + (1 + 0a + 3a^2)d1^113d2^194 + (0 + 2a + 4a^2)d1^114d2^194 + (1 + 1a + 4a^2)d1^115d2^194 + (0 + 4a + 4a^2)d1^116d2^194 + (0 + 1a + 0a^2)d1^117d2^194 + (1 + 4a + 3a^2)d1^118d2^194 + (2 + 2a + 2a^2)d1^119d2^194 + (1 + 2a + 0a^2)d1^120d2^194 + (0 + 3a + 4a^2)d1^121d2^194 + (4 + 3a + 2a^2)d1^122d2^194 + (1 + 0a + 3a^2)d1^123d2^194 + (0 + 1a + 1a^2)d1^124d2^194 + (3 + 4a + 2a^2)d1^125d2^194 + (0 + 1a + 2a^2)d1^126d2^194 + (4 + 4a + 0a^2)d1^127d2^194 + (1 + 4a + 1a^2)d1^128d2^194 + (4 + 2a + 2a^2)d1^129d2^194 + (3 + 4a + 2a^2)d1^130d2^194 + (2 + 3a + 2a^2)d1^131d2^194 + (3 + 1a + 0a^2)d1^132d2^194 + (0 + 3a + 4a^2)d1^133d2^194 + (1 + 4a + 4a^2)d1^134d2^194 + (0 + 1a + 1a^2)d1^135d2^194 + (0 + 1a + 1a^2)d1^136d2^194 + (4 + 3a + 4a^2)d1^137d2^194 + (2 + 2a + 1a^2)d1^138d2^194 + (1 + 4a + 3a^2)d1^139d2^194 + (0 + 4a + 1a^2)d1^140d2^194 + (0 + 0a + 1a^2)d1^141d2^194 + (3 + 0a + 1a^2)d1^142d2^194 + (4 + 1a + 3a^2)d1^143d2^194 + (1 + 1a + 4a^2)d1^144d2^194 + (4 + 3a + 0a^2)d1^145d2^194 + (0 + 1a + 1a^2)d1^146d2^194 + (4 + 2a + 0a^2)d1^147d2^194 + (2 + 1a + 3a^2)d1^148d2^194 + (4 + 2a + 4a^2)d1^149d2^194 + (2 + 0a + 1a^2)d1^150d2^194 + (2 + 1a + 4a^2)d1^151d2^194 + (1 + 0a + 2a^2)d1^152d2^194 + (0 + 3a + 4a^2)d1^153d2^194 + (3 + 4a + 3a^2)d1^154d2^194 + (0 + 0a + 4a^2)d1^155d2^194 + (1 + 3a + 2a^2)d1^156d2^194 + (1 + 0a + 0a^2)d1^157d2^194 + (3 + 1a + 3a^2)d1^158d2^194 + (4 + 4a + 4a^2)d1^159d2^194 + (0 + 0a + 1a^2)d1^160d2^194 + (1 + 1a + 1a^2)d1^161d2^194 + (3 + 2a + 3a^2)d1^162d2^194 + (4 + 4a + 3a^2)d1^163d2^194 + (0 + 4a + 3a^2)d1^164d2^194 + (1 + 3a + 2a^2)d1^165d2^194 + (1 + 2a + 4a^2)d1^166d2^194 + (3 + 4a + 3a^2)d1^167d2^194 + (1 + 3a + 0a^2)d1^168d2^194 + (0 + 2a + 2a^2)d1^169d2^194 + (3 + 2a + 0a^2)d1^170d2^194 + (2 + 0a + 4a^2)d1^171d2^194 + (3 + 1a + 1a^2)d1^172d2^194 + (0 + 2a + 4a^2)d1^173d2^194 + (4 + 0a + 4a^2)d1^175d2^194 + (3 + 1a + 3a^2)d1^176d2^194 + (0 + 1a + 3a^2)d1^177d2^194 + (1 + 1a + 0a^2)d1^178d2^194 + (3 + 1a + 2a^2)d1^179d2^194 + (2 + 1a + 4a^2)d1^180d2^194 + (1 + 4a + 4a^2)d1^181d2^194 + (1 + 3a + 0a^2)d1^182d2^194 + (1 + 3a + 2a^2)d1^183d2^194 + (0 + 3a + 4a^2)d1^184d2^194 + (2 + 3a + 3a^2)d1^185d2^194 + (4 + 3a + 4a^2)d1^186d2^194 + (3 + 2a + 3a^2)d1^187d2^194 + (4 + 4a + 1a^2)d1^188d2^194 + (0 + 4a + 0a^2)d1^189d2^194 + (2 + 1a + 4a^2)d1^190d2^194 + (0 + 3a + 2a^2)d1^191d2^194 + (3 + 3a + 4a^2)d1^192d2^194 + (3 + 1a + 3a^2)d1^193d2^194 + (1 + 3a + 2a^2)d1^194d2^194 + (1 + 0a + 1a^2)d1^195d2^194 + (1 + 4a + 1a^2)d1^196d2^194 + (1 + 0a + 2a^2)d1^197d2^194 + (1 + 0a + 1a^2)d1^198d2^194 + (0 + 2a + 3a^2)d1^199d2^194 + (1 + 1a + 2a^2)d1^200d2^194 + (3 + 3a + 0a^2)d1^201d2^194 + (3 + 4a + 2a^2)d1^202d2^194 + (0 + 2a + 2a^2)d1^203d2^194 + (2 + 1a + 4a^2)d1^204d2^194 + (0 + 3a + 2a^2)d1^205d2^194 + (4 + 0a + 0a^2)d1^206d2^194 + (2 + 1a + 3a^2)d1^207d2^194 + (1 + 1a + 1a^2)d1^208d2^194 + (4 + 2a + 0a^2)d1^209d2^194 + (2 + 3a + 4a^2)d1^210d2^194 + (1 + 4a + 3a^2)d1^211d2^194 + (4 + 1a + 2a^2)d1^212d2^194 + (0 + 2a + 0a^2)d1^213d2^194 + (1 + 4a + 4a^2)d1^214d2^194 + (2 + 3a + 1a^2)d1^215d2^194 + (1 + 4a + 0a^2)d1^216d2^194 + (0 + 1a + 1a^2)d1^217d2^194 + (0 + 1a + 2a^2)d1^218d2^194 + (4 + 1a + 2a^2)d1^219d2^194 + (1 + 0a + 3a^2)d1^220d2^194 + (1 + 1a + 1a^2)d1^221d2^194 + (0 + 3a + 1a^2)d1^222d2^194 + (2 + 1a + 2a^2)d1^223d2^194 + (4 + 0a + 2a^2)d1^224d2^194 + (3 + 1a + 0a^2)d1^225d2^194 + (3 + 0a + 4a^2)d1^226d2^194 + (3 + 0a + 3a^2)d1^227d2^194 + (4 + 3a + 4a^2)d1^228d2^194 + (0 + 4a + 4a^2)d1^229d2^194 + (3 + 0a + 4a^2)d1^230d2^194 + (1 + 3a + 1a^2)d1^231d2^194 + (1 + 2a + 1a^2)d1^232d2^194 + (4 + 2a + 0a^2)d1^233d2^194 + (2 + 3a + 3a^2)d1^234d2^194 + (3 + 3a + 1a^2)d1^235d2^194 + (4 + 0a + 3a^2)d1^236d2^194 + (3 + 2a + 1a^2)d1^237d2^194 + (4 + 0a + 2a^2)d1^238d2^194 + (3 + 3a + 0a^2)d1^239d2^194 + (2 + 0a + 2a^2)d1^240d2^194 + (2 + 2a + 2a^2)d1^241d2^194 + (3 + 2a + 1a^2)d1^242d2^194 + (2 + 1a + 3a^2)d1^243d2^194 + (4 + 0a + 0a^2)d1^244d2^194 + (1 + 1a + 0a^2)d1^245d2^194 + (3 + 0a + 0a^2)d1^246d2^194 + (1 + 4a + 3a^2)d1^247d2^194 + (2 + 3a + 0a^2)d1^248d2^194 + (1 + 2a + 3a^2)d1^249d2^194 + (4 + 0a + 3a^2)d1^250d2^194 + (4 + 1a + 1a^2)d1^251d2^194 + (4 + 3a + 2a^2)d1^252d2^194 + (1 + 2a + 4a^2)d1^253d2^194 + (0 + 1a + 0a^2)d1^254d2^194 + (2 + 3a + 1a^2)d1^255d2^194 + (2 + 3a + 4a^2)d1^256d2^194 + (2 + 0a + 1a^2)d1^257d2^194 + (2 + 3a + 3a^2)d1^258d2^194 + (0 + 1a + 0a^2)d1^259d2^194 + (2 + 4a + 2a^2)d1^260d2^194 + (4 + 3a + 0a^2)d1^261d2^194 + (0 + 0a + 2a^2)d1^262d2^194 + (1 + 4a + 1a^2)d1^263d2^194 + (1 + 4a + 0a^2)d1^264d2^194 + (4 + 0a + 3a^2)d1^265d2^194 + (3 + 0a + 3a^2)d1^266d2^194 + (1 + 0a + 0a^2)d1^267d2^194 + (1 + 4a + 1a^2)d1^268d2^194 + (2 + 1a + 3a^2)d1^269d2^194 + (2 + 4a + 0a^2)d1^270d2^194 + (4 + 3a + 0a^2)d1^271d2^194 + (2 + 0a + 0a^2)d1^272d2^194 + (1 + 2a + 3a^2)d1^273d2^194 + (2 + 1a + 2a^2)d1^274d2^194 + (3 + 2a + 1a^2)d1^275d2^194 + (1 + 0a + 4a^2)d1^276d2^194 + (3 + 3a + 0a^2)d1^277d2^194 + (1 + 2a + 2a^2)d1^278d2^194 + (3 + 3a + 1a^2)d1^279d2^194 + (1 + 2a + 0a^2)d1^280d2^194 + (1 + 4a + 1a^2)d1^281d2^194 + (3 + 0a + 2a^2)d1^282d2^194 + (2 + 0a + 1a^2)d1^283d2^194 + (3 + 1a + 0a^2)d1^284d2^194 + (1 + 3a + 4a^2)d1^285d2^194 + (3 + 3a + 2a^2)d1^286d2^194 + (1 + 1a + 4a^2)d1^287d2^194 + (2 + 1a + 0a^2)d1^288d2^194 + (2 + 1a + 3a^2)d1^289d2^194 + (1 + 4a + 3a^2)d1^290d2^194 + (4 + 1a + 0a^2)d1^291d2^194 + (1 + 2a + 1a^2)d1^292d2^194 + (4 + 4a + 3a^2)d1^293d2^194 + (3 + 0a + 2a^2)d2^195 + (1 + 2a + 4a^2)d1^1d2^195 + (2 + 0a + 0a^2)d1^2d2^195 + (1 + 3a + 0a^2)d1^3d2^195 + (2 + 1a + 2a^2)d1^5d2^195 + (1 + 3a + 4a^2)d1^6d2^195 + (3 + 1a + 4a^2)d1^7d2^195 + (1 + 2a + 2a^2)d1^8d2^195 + (4 + 4a + 4a^2)d1^9d2^195 + (0 + 2a + 4a^2)d1^10d2^195 + (0 + 3a + 2a^2)d1^11d2^195 + (4 + 2a + 0a^2)d1^12d2^195 + (2 + 1a + 2a^2)d1^13d2^195 + (2 + 0a + 4a^2)d1^14d2^195 + (2 + 1a + 3a^2)d1^15d2^195 + (2 + 0a + 2a^2)d1^16d2^195 + (2 + 2a + 0a^2)d1^17d2^195 + (0 + 4a + 3a^2)d1^18d2^195 + (4 + 1a + 3a^2)d1^19d2^195 + (0 + 1a + 0a^2)d1^20d2^195 + (1 + 4a + 3a^2)d1^21d2^195 + (1 + 2a + 3a^2)d1^22d2^195 + (0 + 3a + 1a^2)d1^23d2^195 + (1 + 1a + 2a^2)d1^24d2^195 + (4 + 2a + 2a^2)d1^25d2^195 + (2 + 0a + 1a^2)d1^26d2^195 + (4 + 4a + 4a^2)d1^27d2^195 + (1 + 2a + 1a^2)d1^28d2^195 + (2 + 0a + 0a^2)d1^29d2^195 + (4 + 0a + 4a^2)d1^30d2^195 + (2 + 1a + 4a^2)d1^31d2^195 + (2 + 1a + 0a^2)d1^32d2^195 + (3 + 3a + 0a^2)d1^33d2^195 + (2 + 4a + 1a^2)d1^34d2^195 + (2 + 0a + 2a^2)d1^35d2^195 + (3 + 2a + 2a^2)d1^36d2^195 + (1 + 0a + 3a^2)d1^37d2^195 + (3 + 4a + 2a^2)d1^38d2^195 + (1 + 2a + 2a^2)d1^39d2^195 + (0 + 2a + 2a^2)d1^40d2^195 + (1 + 0a + 4a^2)d1^41d2^195 + (1 + 3a + 0a^2)d1^42d2^195 + (2 + 2a + 2a^2)d1^43d2^195 + (2 + 0a + 0a^2)d1^44d2^195 + (1 + 4a + 3a^2)d1^45d2^195 + (4 + 4a + 2a^2)d1^46d2^195 + (1 + 0a + 1a^2)d1^47d2^195 + (2 + 0a + 0a^2)d1^48d2^195 + (3 + 2a + 1a^2)d1^49d2^195 + (4 + 2a + 1a^2)d1^50d2^195 + (1 + 3a + 0a^2)d1^51d2^195 + (3 + 2a + 4a^2)d1^52d2^195 + (4 + 3a + 2a^2)d1^53d2^195 + (3 + 1a + 1a^2)d1^54d2^195 + (0 + 1a + 0a^2)d1^55d2^195 + (0 + 3a + 4a^2)d1^56d2^195 + (1 + 4a + 2a^2)d1^57d2^195 + (2 + 4a + 2a^2)d1^58d2^195 + (3 + 0a + 0a^2)d1^59d2^195 + (2 + 3a + 0a^2)d1^60d2^195 + (1 + 0a + 1a^2)d1^61d2^195 + (3 + 3a + 2a^2)d1^62d2^195 + (1 + 4a + 1a^2)d1^63d2^195 + (0 + 3a + 0a^2)d1^64d2^195 + (4 + 2a + 0a^2)d1^65d2^195 + (4 + 3a + 1a^2)d1^66d2^195 + (2 + 3a + 4a^2)d1^67d2^195 + (1 + 4a + 2a^2)d1^68d2^195 + (2 + 0a + 3a^2)d1^69d2^195 + (0 + 2a + 4a^2)d1^70d2^195 + (4 + 3a + 3a^2)d1^71d2^195 + (0 + 3a + 2a^2)d1^72d2^195 + (1 + 3a + 0a^2)d1^73d2^195 + (0 + 0a + 1a^2)d1^74d2^195 + (0 + 0a + 4a^2)d1^75d2^195 + (2 + 4a + 2a^2)d1^76d2^195 + (3 + 1a + 4a^2)d1^77d2^195 + (2 + 4a + 3a^2)d1^78d2^195 + (1 + 2a + 2a^2)d1^79d2^195 + (1 + 1a + 4a^2)d1^80d2^195 + (1 + 2a + 4a^2)d1^81d2^195 + (1 + 2a + 3a^2)d1^82d2^195 + (4 + 2a + 0a^2)d1^83d2^195 + (0 + 2a + 0a^2)d1^84d2^195 + (1 + 1a + 1a^2)d1^85d2^195 + (2 + 0a + 1a^2)d1^86d2^195 + (4 + 3a + 4a^2)d1^87d2^195 + (2 + 3a + 4a^2)d1^88d2^195 + (2 + 3a + 1a^2)d1^89d2^195 + (4 + 0a + 4a^2)d1^90d2^195 + (2 + 2a + 4a^2)d1^91d2^195 + (0 + 2a + 3a^2)d1^92d2^195 + (4 + 1a + 2a^2)d1^93d2^195 + (4 + 1a + 0a^2)d1^94d2^195 + (0 + 4a + 0a^2)d1^95d2^195 + (2 + 2a + 2a^2)d1^96d2^195 + (3 + 3a + 4a^2)d1^97d2^195 + (1 + 2a + 2a^2)d1^98d2^195 + (0 + 3a + 2a^2)d1^99d2^195 + (0 + 4a + 3a^2)d1^100d2^195 + (0 + 2a + 0a^2)d1^101d2^195 + (3 + 4a + 0a^2)d1^102d2^195 + (1 + 0a + 0a^2)d1^103d2^195 + (3 + 1a + 2a^2)d1^104d2^195 + (3 + 3a + 1a^2)d1^105d2^195 + (0 + 3a + 0a^2)d1^106d2^195 + (1 + 0a + 1a^2)d1^107d2^195 + (2 + 2a + 3a^2)d1^108d2^195 + (3 + 0a + 3a^2)d1^109d2^195 + (0 + 1a + 2a^2)d1^111d2^195 + (2 + 1a + 4a^2)d1^112d2^195 + (3 + 3a + 1a^2)d1^113d2^195 + (0 + 0a + 1a^2)d1^114d2^195 + (1 + 4a + 2a^2)d1^115d2^195 + (2 + 4a + 0a^2)d1^116d2^195 + (3 + 2a + 0a^2)d1^117d2^195 + (1 + 1a + 2a^2)d1^118d2^195 + (2 + 2a + 1a^2)d1^119d2^195 + (4 + 4a + 1a^2)d1^120d2^195 + (2 + 3a + 4a^2)d1^121d2^195 + (3 + 4a + 1a^2)d1^122d2^195 + (1 + 1a + 0a^2)d1^123d2^195 + (3 + 1a + 1a^2)d1^124d2^195 + (1 + 4a + 3a^2)d1^125d2^195 + (2 + 4a + 1a^2)d1^126d2^195 + (2 + 2a + 0a^2)d1^127d2^195 + (2 + 0a + 2a^2)d1^128d2^195 + (0 + 2a + 3a^2)d1^129d2^195 + (2 + 4a + 4a^2)d1^130d2^195 + (2 + 2a + 3a^2)d1^131d2^195 + (2 + 2a + 2a^2)d1^132d2^195 + (2 + 4a + 4a^2)d1^133d2^195 + (4 + 2a + 3a^2)d1^134d2^195 + (0 + 4a + 1a^2)d1^135d2^195 + (3 + 0a + 4a^2)d1^136d2^195 + (3 + 0a + 3a^2)d1^137d2^195 + (2 + 1a + 0a^2)d1^138d2^195 + (0 + 3a + 3a^2)d1^139d2^195 + (4 + 0a + 2a^2)d1^140d2^195 + (4 + 2a + 3a^2)d1^141d2^195 + (1 + 3a + 0a^2)d1^142d2^195 + (4 + 4a + 1a^2)d1^143d2^195 + (3 + 2a + 2a^2)d1^144d2^195 + (4 + 3a + 0a^2)d1^145d2^195 + (0 + 3a + 4a^2)d1^146d2^195 + (4 + 1a + 1a^2)d1^147d2^195 + (3 + 4a + 4a^2)d1^148d2^195 + (4 + 1a + 0a^2)d1^149d2^195 + (1 + 0a + 4a^2)d1^150d2^195 + (0 + 0a + 3a^2)d1^151d2^195 + (2 + 4a + 2a^2)d1^152d2^195 + (3 + 4a + 2a^2)d1^153d2^195 + (4 + 3a + 0a^2)d1^154d2^195 + (1 + 2a + 2a^2)d1^155d2^195 + (3 + 2a + 3a^2)d1^156d2^195 + (0 + 2a + 2a^2)d1^157d2^195 + (3 + 0a + 4a^2)d1^158d2^195 + (4 + 4a + 4a^2)d1^159d2^195 + (2 + 3a + 2a^2)d1^160d2^195 + (1 + 0a + 2a^2)d1^161d2^195 + (4 + 2a + 2a^2)d1^162d2^195 + (3 + 1a + 3a^2)d1^163d2^195 + (4 + 4a + 2a^2)d1^164d2^195 + (0 + 3a + 0a^2)d1^165d2^195 + (1 + 2a + 4a^2)d1^166d2^195 + (2 + 1a + 4a^2)d1^167d2^195 + (0 + 2a + 0a^2)d1^168d2^195 + (1 + 3a + 0a^2)d1^169d2^195 + (3 + 1a + 2a^2)d1^170d2^195 + (1 + 0a + 4a^2)d1^171d2^195 + (2 + 1a + 2a^2)d1^172d2^195 + (4 + 3a + 2a^2)d1^173d2^195 + (3 + 4a + 4a^2)d1^174d2^195 + (4 + 1a + 0a^2)d1^175d2^195 + (4 + 2a + 0a^2)d1^176d2^195 + (0 + 0a + 4a^2)d1^177d2^195 + (1 + 3a + 1a^2)d1^178d2^195 + (0 + 4a + 0a^2)d1^179d2^195 + (4 + 3a + 0a^2)d1^180d2^195 + (0 + 1a + 0a^2)d1^181d2^195 + (4 + 1a + 1a^2)d1^182d2^195 + (2 + 0a + 2a^2)d1^183d2^195 + (2 + 3a + 0a^2)d1^184d2^195 + (1 + 3a + 4a^2)d1^185d2^195 + (1 + 3a + 1a^2)d1^186d2^195 + (0 + 4a + 1a^2)d1^187d2^195 + (2 + 1a + 4a^2)d1^188d2^195 + (2 + 4a + 2a^2)d1^189d2^195 + (4 + 3a + 3a^2)d1^190d2^195 + (2 + 4a + 4a^2)d1^191d2^195 + (2 + 0a + 0a^2)d1^192d2^195 + (2 + 2a + 2a^2)d1^193d2^195 + (2 + 1a + 2a^2)d1^194d2^195 + (1 + 4a + 0a^2)d1^195d2^195 + (3 + 2a + 0a^2)d1^196d2^195 + (1 + 1a + 2a^2)d1^197d2^195 + (4 + 0a + 3a^2)d1^198d2^195 + (2 + 4a + 3a^2)d1^199d2^195 + (1 + 0a + 3a^2)d1^200d2^195 + (4 + 1a + 2a^2)d1^201d2^195 + (2 + 3a + 0a^2)d1^202d2^195 + (0 + 4a + 2a^2)d1^203d2^195 + (2 + 3a + 4a^2)d1^204d2^195 + (3 + 3a + 2a^2)d1^205d2^195 + (1 + 3a + 2a^2)d1^206d2^195 + (1 + 3a + 0a^2)d1^207d2^195 + (1 + 1a + 2a^2)d1^208d2^195 + (1 + 3a + 0a^2)d1^209d2^195 + (4 + 0a + 1a^2)d1^210d2^195 + (3 + 0a + 1a^2)d1^211d2^195 + (3 + 0a + 4a^2)d1^212d2^195 + (0 + 1a + 3a^2)d1^213d2^195 + (3 + 3a + 4a^2)d1^214d2^195 + (2 + 1a + 2a^2)d1^215d2^195 + (2 + 1a + 2a^2)d1^216d2^195 + (1 + 0a + 3a^2)d1^217d2^195 + (1 + 4a + 2a^2)d1^218d2^195 + (3 + 3a + 0a^2)d1^219d2^195 + (4 + 0a + 0a^2)d1^220d2^195 + (4 + 3a + 0a^2)d1^221d2^195 + (0 + 3a + 1a^2)d1^222d2^195 + (0 + 1a + 1a^2)d1^223d2^195 + (0 + 2a + 2a^2)d1^224d2^195 + (0 + 4a + 4a^2)d1^225d2^195 + (3 + 1a + 4a^2)d1^226d2^195 + (2 + 1a + 0a^2)d1^227d2^195 + (0 + 3a + 4a^2)d1^228d2^195 + (1 + 3a + 0a^2)d1^229d2^195 + (1 + 0a + 2a^2)d1^230d2^195 + (3 + 2a + 3a^2)d1^231d2^195 + (1 + 3a + 0a^2)d1^232d2^195 + (0 + 4a + 3a^2)d1^233d2^195 + (1 + 1a + 4a^2)d1^234d2^195 + (0 + 2a + 3a^2)d1^235d2^195 + (3 + 4a + 1a^2)d1^236d2^195 + (4 + 3a + 4a^2)d1^237d2^195 + (4 + 1a + 0a^2)d1^238d2^195 + (0 + 4a + 2a^2)d1^239d2^195 + (4 + 4a + 2a^2)d1^240d2^195 + (0 + 1a + 3a^2)d1^241d2^195 + (2 + 1a + 0a^2)d1^242d2^195 + (1 + 3a + 3a^2)d1^243d2^195 + (3 + 1a + 3a^2)d1^244d2^195 + (1 + 1a + 1a^2)d1^245d2^195 + (2 + 3a + 4a^2)d1^246d2^195 + (4 + 3a + 2a^2)d1^247d2^195 + (2 + 4a + 4a^2)d1^248d2^195 + (0 + 2a + 2a^2)d1^249d2^195 + (1 + 2a + 4a^2)d1^250d2^195 + (2 + 3a + 1a^2)d1^251d2^195 + (4 + 3a + 4a^2)d1^252d2^195 + (4 + 4a + 1a^2)d1^253d2^195 + (4 + 0a + 4a^2)d1^254d2^195 + (0 + 1a + 0a^2)d1^255d2^195 + (1 + 2a + 0a^2)d1^256d2^195 + (2 + 2a + 0a^2)d1^257d2^195 + (4 + 2a + 3a^2)d1^258d2^195 + (2 + 0a + 4a^2)d1^259d2^195 + (3 + 4a + 2a^2)d1^260d2^195 + (3 + 2a + 4a^2)d1^261d2^195 + (4 + 0a + 0a^2)d1^262d2^195 + (1 + 0a + 0a^2)d1^263d2^195 + (1 + 4a + 2a^2)d1^264d2^195 + (1 + 2a + 3a^2)d1^265d2^195 + (2 + 0a + 4a^2)d1^266d2^195 + (4 + 1a + 1a^2)d1^267d2^195 + (1 + 4a + 0a^2)d1^268d2^195 + (0 + 4a + 2a^2)d1^269d2^195 + (2 + 2a + 2a^2)d1^270d2^195 + (2 + 2a + 1a^2)d1^271d2^195 + (4 + 1a + 4a^2)d1^272d2^195 + (4 + 2a + 3a^2)d1^273d2^195 + (0 + 3a + 1a^2)d1^274d2^195 + (3 + 1a + 4a^2)d1^275d2^195 + (0 + 4a + 1a^2)d1^276d2^195 + (4 + 4a + 1a^2)d1^277d2^195 + (4 + 4a + 0a^2)d1^278d2^195 + (3 + 1a + 4a^2)d1^279d2^195 + (4 + 3a + 0a^2)d1^280d2^195 + (3 + 2a + 1a^2)d1^281d2^195 + (2 + 3a + 0a^2)d1^282d2^195 + (0 + 2a + 1a^2)d1^283d2^195 + (1 + 0a + 1a^2)d1^284d2^195 + (4 + 3a + 2a^2)d1^285d2^195 + (2 + 1a + 2a^2)d1^286d2^195 + (2 + 2a + 1a^2)d1^287d2^195 + (3 + 2a + 2a^2)d1^288d2^195 + (3 + 3a + 2a^2)d1^289d2^195 + (3 + 1a + 0a^2)d1^290d2^195 + (1 + 1a + 3a^2)d1^291d2^195 + (0 + 2a + 3a^2)d1^292d2^195 + (3 + 3a + 4a^2)d1^293d2^195 + (2 + 0a + 0a^2)d2^196 + (4 + 3a + 2a^2)d1^1d2^196 + (2 + 2a + 4a^2)d1^2d2^196 + (1 + 1a + 4a^2)d1^3d2^196 + (0 + 3a + 4a^2)d1^4d2^196 + (2 + 3a + 1a^2)d1^5d2^196 + (1 + 4a + 3a^2)d1^6d2^196 + (3 + 2a + 1a^2)d1^7d2^196 + (3 + 0a + 1a^2)d1^8d2^196 + (1 + 0a + 3a^2)d1^9d2^196 + (1 + 1a + 1a^2)d1^10d2^196 + (2 + 3a + 1a^2)d1^11d2^196 + (0 + 2a + 4a^2)d1^12d2^196 + (2 + 3a + 2a^2)d1^13d2^196 + (3 + 4a + 1a^2)d1^14d2^196 + (2 + 2a + 2a^2)d1^15d2^196 + (0 + 1a + 2a^2)d1^16d2^196 + (1 + 4a + 4a^2)d1^17d2^196 + (0 + 2a + 3a^2)d1^18d2^196 + (2 + 4a + 4a^2)d1^19d2^196 + (0 + 3a + 4a^2)d1^20d2^196 + (1 + 1a + 0a^2)d1^21d2^196 + (2 + 0a + 4a^2)d1^22d2^196 + (2 + 3a + 0a^2)d1^23d2^196 + (3 + 1a + 1a^2)d1^24d2^196 + (3 + 3a + 1a^2)d1^25d2^196 + (2 + 4a + 1a^2)d1^26d2^196 + (1 + 2a + 1a^2)d1^27d2^196 + (4 + 2a + 4a^2)d1^28d2^196 + (4 + 4a + 3a^2)d1^29d2^196 + (1 + 1a + 1a^2)d1^30d2^196 + (0 + 2a + 1a^2)d1^31d2^196 + (0 + 1a + 0a^2)d1^32d2^196 + (2 + 4a + 1a^2)d1^33d2^196 + (2 + 2a + 4a^2)d1^34d2^196 + (2 + 3a + 4a^2)d1^35d2^196 + (4 + 0a + 1a^2)d1^36d2^196 + (3 + 4a + 0a^2)d1^37d2^196 + (3 + 2a + 4a^2)d1^38d2^196 + (4 + 2a + 2a^2)d1^39d2^196 + (0 + 1a + 0a^2)d1^40d2^196 + (4 + 4a + 4a^2)d1^41d2^196 + (2 + 4a + 2a^2)d1^42d2^196 + (0 + 2a + 2a^2)d1^43d2^196 + (1 + 3a + 1a^2)d1^44d2^196 + (2 + 3a + 2a^2)d1^45d2^196 + (3 + 3a + 1a^2)d1^46d2^196 + (4 + 3a + 2a^2)d1^47d2^196 + (4 + 3a + 1a^2)d1^48d2^196 + (0 + 3a + 1a^2)d1^49d2^196 + (0 + 2a + 2a^2)d1^50d2^196 + (2 + 1a + 1a^2)d1^51d2^196 + (4 + 4a + 1a^2)d1^52d2^196 + (4 + 2a + 3a^2)d1^53d2^196 + (3 + 2a + 0a^2)d1^54d2^196 + (3 + 0a + 1a^2)d1^55d2^196 + (1 + 3a + 0a^2)d1^56d2^196 + (3 + 0a + 0a^2)d1^57d2^196 + (3 + 2a + 2a^2)d1^58d2^196 + (4 + 1a + 0a^2)d1^59d2^196 + (2 + 0a + 4a^2)d1^60d2^196 + (3 + 4a + 1a^2)d1^61d2^196 + (0 + 0a + 3a^2)d1^62d2^196 + (2 + 4a + 4a^2)d1^63d2^196 + (3 + 3a + 0a^2)d1^64d2^196 + (3 + 4a + 1a^2)d1^65d2^196 + (4 + 1a + 3a^2)d1^66d2^196 + (4 + 0a + 0a^2)d1^67d2^196 + (0 + 1a + 1a^2)d1^68d2^196 + (3 + 1a + 3a^2)d1^69d2^196 + (3 + 1a + 3a^2)d1^70d2^196 + (1 + 3a + 0a^2)d1^71d2^196 + (1 + 0a + 2a^2)d1^72d2^196 + (3 + 2a + 1a^2)d1^73d2^196 + (0 + 2a + 1a^2)d1^74d2^196 + (4 + 4a + 0a^2)d1^75d2^196 + (3 + 1a + 0a^2)d1^76d2^196 + (4 + 4a + 2a^2)d1^77d2^196 + (1 + 1a + 1a^2)d1^78d2^196 + (1 + 0a + 2a^2)d1^79d2^196 + (1 + 1a + 2a^2)d1^81d2^196 + (2 + 1a + 4a^2)d1^82d2^196 + (1 + 4a + 2a^2)d1^83d2^196 + (4 + 4a + 4a^2)d1^84d2^196 + (0 + 1a + 4a^2)d1^85d2^196 + (4 + 3a + 4a^2)d1^86d2^196 + (3 + 2a + 2a^2)d1^87d2^196 + (3 + 0a + 2a^2)d1^88d2^196 + (3 + 0a + 4a^2)d1^89d2^196 + (3 + 0a + 2a^2)d1^90d2^196 + (2 + 0a + 1a^2)d1^91d2^196 + (0 + 4a + 4a^2)d1^92d2^196 + (4 + 0a + 1a^2)d1^93d2^196 + (3 + 3a + 4a^2)d1^94d2^196 + (2 + 0a + 1a^2)d1^95d2^196 + (4 + 0a + 1a^2)d1^96d2^196 + (1 + 4a + 1a^2)d1^97d2^196 + (0 + 1a + 4a^2)d1^98d2^196 + (2 + 3a + 2a^2)d1^99d2^196 + (4 + 2a + 3a^2)d1^100d2^196 + (0 + 0a + 1a^2)d1^101d2^196 + (4 + 2a + 4a^2)d1^102d2^196 + (2 + 4a + 4a^2)d1^103d2^196 + (0 + 2a + 2a^2)d1^104d2^196 + (4 + 2a + 1a^2)d1^105d2^196 + (2 + 1a + 4a^2)d1^106d2^196 + (1 + 0a + 2a^2)d1^107d2^196 + (4 + 1a + 0a^2)d1^108d2^196 + (2 + 3a + 0a^2)d1^109d2^196 + (4 + 2a + 0a^2)d1^110d2^196 + (0 + 0a + 1a^2)d1^111d2^196 + (2 + 3a + 0a^2)d1^112d2^196 + (0 + 3a + 0a^2)d1^113d2^196 + (2 + 1a + 3a^2)d1^114d2^196 + (3 + 4a + 3a^2)d1^115d2^196 + (2 + 2a + 1a^2)d1^116d2^196 + (4 + 4a + 3a^2)d1^117d2^196 + (3 + 1a + 0a^2)d1^118d2^196 + (4 + 1a + 4a^2)d1^119d2^196 + (4 + 3a + 3a^2)d1^120d2^196 + (2 + 2a + 3a^2)d1^121d2^196 + (1 + 4a + 4a^2)d1^122d2^196 + (1 + 2a + 0a^2)d1^123d2^196 + (4 + 1a + 0a^2)d1^124d2^196 + (3 + 0a + 3a^2)d1^125d2^196 + (1 + 2a + 0a^2)d1^126d2^196 + (2 + 2a + 2a^2)d1^127d2^196 + (4 + 4a + 2a^2)d1^128d2^196 + (1 + 2a + 1a^2)d1^129d2^196 + (3 + 1a + 0a^2)d1^130d2^196 + (2 + 1a + 1a^2)d1^131d2^196 + (3 + 2a + 1a^2)d1^132d2^196 + (4 + 2a + 2a^2)d1^133d2^196 + (4 + 0a + 3a^2)d1^134d2^196 + (4 + 4a + 0a^2)d1^135d2^196 + (2 + 4a + 2a^2)d1^136d2^196 + (4 + 3a + 0a^2)d1^137d2^196 + (2 + 0a + 3a^2)d1^138d2^196 + (4 + 4a + 2a^2)d1^139d2^196 + (2 + 0a + 3a^2)d1^140d2^196 + (3 + 1a + 0a^2)d1^141d2^196 + (2 + 1a + 1a^2)d1^142d2^196 + (0 + 1a + 3a^2)d1^143d2^196 + (0 + 2a + 3a^2)d1^144d2^196 + (1 + 1a + 1a^2)d1^145d2^196 + (2 + 2a + 2a^2)d1^146d2^196 + (4 + 4a + 3a^2)d1^147d2^196 + (4 + 2a + 1a^2)d1^148d2^196 + (3 + 0a + 1a^2)d1^149d2^196 + (0 + 4a + 2a^2)d1^150d2^196 + (3 + 1a + 1a^2)d1^151d2^196 + (3 + 0a + 0a^2)d1^152d2^196 + (4 + 3a + 2a^2)d1^153d2^196 + (4 + 4a + 1a^2)d1^154d2^196 + (3 + 1a + 2a^2)d1^155d2^196 + (1 + 1a + 4a^2)d1^156d2^196 + (3 + 1a + 2a^2)d1^157d2^196 + (2 + 1a + 4a^2)d1^158d2^196 + (4 + 1a + 1a^2)d1^159d2^196 + (1 + 0a + 0a^2)d1^160d2^196 + (1 + 2a + 1a^2)d1^162d2^196 + (4 + 0a + 0a^2)d1^163d2^196 + (1 + 2a + 4a^2)d1^164d2^196 + (3 + 3a + 1a^2)d1^165d2^196 + (4 + 3a + 4a^2)d1^166d2^196 + (1 + 0a + 0a^2)d1^167d2^196 + (1 + 0a + 0a^2)d1^168d2^196 + (1 + 1a + 2a^2)d1^169d2^196 + (1 + 2a + 0a^2)d1^170d2^196 + (4 + 1a + 1a^2)d1^171d2^196 + (2 + 4a + 1a^2)d1^172d2^196 + (0 + 3a + 0a^2)d1^173d2^196 + (4 + 0a + 2a^2)d1^174d2^196 + (0 + 4a + 1a^2)d1^175d2^196 + (1 + 0a + 3a^2)d1^176d2^196 + (1 + 2a + 4a^2)d1^177d2^196 + (1 + 2a + 0a^2)d1^178d2^196 + (2 + 1a + 1a^2)d1^179d2^196 + (3 + 1a + 1a^2)d1^180d2^196 + (4 + 3a + 2a^2)d1^181d2^196 + (0 + 3a + 1a^2)d1^182d2^196 + (0 + 2a + 0a^2)d1^183d2^196 + (4 + 3a + 0a^2)d1^185d2^196 + (2 + 0a + 3a^2)d1^186d2^196 + (2 + 1a + 1a^2)d1^187d2^196 + (0 + 3a + 0a^2)d1^188d2^196 + (1 + 1a + 0a^2)d1^189d2^196 + (2 + 0a + 1a^2)d1^190d2^196 + (0 + 1a + 0a^2)d1^191d2^196 + (3 + 1a + 0a^2)d1^192d2^196 + (2 + 2a + 4a^2)d1^193d2^196 + (1 + 3a + 3a^2)d1^194d2^196 + (4 + 2a + 2a^2)d1^195d2^196 + (3 + 4a + 0a^2)d1^196d2^196 + (0 + 2a + 0a^2)d1^197d2^196 + (1 + 1a + 3a^2)d1^198d2^196 + (4 + 2a + 2a^2)d1^199d2^196 + (1 + 0a + 0a^2)d1^200d2^196 + (3 + 3a + 4a^2)d1^201d2^196 + (3 + 1a + 4a^2)d1^202d2^196 + (3 + 0a + 1a^2)d1^203d2^196 + (4 + 3a + 2a^2)d1^204d2^196 + (2 + 4a + 2a^2)d1^205d2^196 + (2 + 3a + 2a^2)d1^206d2^196 + (0 + 0a + 4a^2)d1^207d2^196 + (2 + 4a + 1a^2)d1^208d2^196 + (4 + 3a + 1a^2)d1^209d2^196 + (4 + 4a + 2a^2)d1^210d2^196 + (0 + 1a + 3a^2)d1^211d2^196 + (0 + 2a + 2a^2)d1^212d2^196 + (3 + 1a + 0a^2)d1^213d2^196 + (3 + 0a + 1a^2)d1^214d2^196 + (0 + 1a + 3a^2)d1^215d2^196 + (3 + 0a + 1a^2)d1^216d2^196 + (2 + 2a + 3a^2)d1^217d2^196 + (4 + 0a + 4a^2)d1^218d2^196 + (2 + 3a + 1a^2)d1^219d2^196 + (3 + 2a + 3a^2)d1^220d2^196 + (4 + 0a + 1a^2)d1^221d2^196 + (4 + 1a + 3a^2)d1^222d2^196 + (2 + 2a + 1a^2)d1^223d2^196 + (2 + 1a + 1a^2)d1^224d2^196 + (2 + 3a + 1a^2)d1^225d2^196 + (4 + 1a + 4a^2)d1^226d2^196 + (2 + 2a + 0a^2)d1^227d2^196 + (2 + 4a + 2a^2)d1^228d2^196 + (0 + 1a + 1a^2)d1^229d2^196 + (3 + 4a + 3a^2)d1^231d2^196 + (0 + 2a + 3a^2)d1^232d2^196 + (4 + 0a + 4a^2)d1^233d2^196 + (1 + 4a + 2a^2)d1^234d2^196 + (0 + 1a + 2a^2)d1^235d2^196 + (4 + 1a + 4a^2)d1^236d2^196 + (4 + 0a + 1a^2)d1^237d2^196 + (4 + 4a + 0a^2)d1^238d2^196 + (0 + 2a + 4a^2)d1^239d2^196 + (1 + 2a + 1a^2)d1^240d2^196 + (0 + 3a + 1a^2)d1^241d2^196 + (3 + 2a + 1a^2)d1^242d2^196 + (4 + 4a + 0a^2)d1^243d2^196 + (3 + 0a + 3a^2)d1^244d2^196 + (2 + 2a + 4a^2)d1^245d2^196 + (3 + 2a + 0a^2)d1^246d2^196 + (3 + 4a + 2a^2)d1^247d2^196 + (4 + 2a + 1a^2)d1^248d2^196 + (4 + 1a + 0a^2)d1^249d2^196 + (3 + 0a + 1a^2)d1^250d2^196 + (3 + 3a + 2a^2)d1^251d2^196 + (2 + 0a + 4a^2)d1^252d2^196 + (4 + 4a + 0a^2)d1^253d2^196 + (3 + 3a + 1a^2)d1^254d2^196 + (3 + 0a + 4a^2)d1^255d2^196 + (0 + 4a + 2a^2)d1^256d2^196 + (0 + 0a + 2a^2)d1^257d2^196 + (1 + 2a + 3a^2)d1^258d2^196 + (1 + 1a + 3a^2)d1^259d2^196 + (4 + 0a + 4a^2)d1^260d2^196 + (2 + 1a + 3a^2)d1^261d2^196 + (4 + 2a + 0a^2)d1^262d2^196 + (1 + 0a + 4a^2)d1^263d2^196 + (2 + 3a + 4a^2)d1^264d2^196 + (2 + 2a + 0a^2)d1^265d2^196 + (2 + 1a + 1a^2)d1^266d2^196 + (2 + 1a + 2a^2)d1^267d2^196 + (3 + 4a + 2a^2)d1^268d2^196 + (0 + 3a + 2a^2)d1^269d2^196 + (4 + 3a + 4a^2)d1^270d2^196 + (0 + 3a + 1a^2)d1^271d2^196 + (1 + 3a + 3a^2)d1^272d2^196 + (4 + 4a + 0a^2)d1^273d2^196 + (0 + 4a + 1a^2)d1^274d2^196 + (3 + 4a + 3a^2)d1^275d2^196 + (0 + 1a + 4a^2)d1^276d2^196 + (3 + 4a + 3a^2)d1^277d2^196 + (2 + 2a + 1a^2)d1^278d2^196 + (4 + 0a + 1a^2)d1^279d2^196 + (2 + 1a + 2a^2)d1^280d2^196 + (4 + 3a + 1a^2)d1^281d2^196 + (0 + 4a + 3a^2)d1^282d2^196 + (1 + 3a + 4a^2)d1^283d2^196 + (3 + 4a + 1a^2)d1^284d2^196 + (2 + 2a + 3a^2)d1^285d2^196 + (4 + 4a + 4a^2)d1^286d2^196 + (3 + 4a + 0a^2)d1^287d2^196 + (0 + 3a + 3a^2)d1^288d2^196 + (1 + 0a + 1a^2)d1^289d2^196 + (0 + 2a + 3a^2)d1^290d2^196 + (4 + 3a + 4a^2)d1^291d2^196 + (0 + 2a + 0a^2)d1^292d2^196 + (3 + 2a + 1a^2)d1^293d2^196 + (2 + 2a + 0a^2)d2^197 + (4 + 4a + 0a^2)d1^1d2^197 + (1 + 4a + 0a^2)d1^2d2^197 + (2 + 2a + 2a^2)d1^3d2^197 + (2 + 1a + 1a^2)d1^4d2^197 + (2 + 4a + 3a^2)d1^5d2^197 + (1 + 3a + 3a^2)d1^6d2^197 + (0 + 4a + 3a^2)d1^7d2^197 + (4 + 4a + 2a^2)d1^8d2^197 + (4 + 4a + 2a^2)d1^10d2^197 + (2 + 2a + 3a^2)d1^11d2^197 + (4 + 3a + 3a^2)d1^12d2^197 + (4 + 4a + 0a^2)d1^13d2^197 + (4 + 4a + 0a^2)d1^14d2^197 + (1 + 2a + 0a^2)d1^15d2^197 + (3 + 3a + 0a^2)d1^16d2^197 + (3 + 3a + 4a^2)d1^17d2^197 + (2 + 0a + 3a^2)d1^18d2^197 + (1 + 0a + 0a^2)d1^19d2^197 + (4 + 2a + 0a^2)d1^20d2^197 + (3 + 4a + 3a^2)d1^21d2^197 + (3 + 1a + 1a^2)d1^22d2^197 + (3 + 2a + 1a^2)d1^23d2^197 + (2 + 0a + 3a^2)d1^24d2^197 + (0 + 4a + 0a^2)d1^25d2^197 + (2 + 3a + 1a^2)d1^26d2^197 + (4 + 0a + 1a^2)d1^27d2^197 + (1 + 0a + 4a^2)d1^28d2^197 + (0 + 4a + 0a^2)d1^29d2^197 + (4 + 0a + 3a^2)d1^30d2^197 + (1 + 1a + 3a^2)d1^31d2^197 + (1 + 2a + 2a^2)d1^32d2^197 + (0 + 4a + 4a^2)d1^33d2^197 + (4 + 3a + 3a^2)d1^34d2^197 + (1 + 3a + 1a^2)d1^35d2^197 + (0 + 2a + 3a^2)d1^36d2^197 + (4 + 2a + 4a^2)d1^37d2^197 + (3 + 0a + 3a^2)d1^38d2^197 + (2 + 3a + 2a^2)d1^39d2^197 + (4 + 4a + 1a^2)d1^40d2^197 + (3 + 2a + 4a^2)d1^41d2^197 + (2 + 2a + 1a^2)d1^43d2^197 + (3 + 1a + 0a^2)d1^44d2^197 + (0 + 0a + 1a^2)d1^45d2^197 + (2 + 4a + 1a^2)d1^46d2^197 + (2 + 2a + 4a^2)d1^47d2^197 + (3 + 2a + 4a^2)d1^48d2^197 + (1 + 2a + 4a^2)d1^49d2^197 + (1 + 2a + 1a^2)d1^50d2^197 + (0 + 2a + 3a^2)d1^51d2^197 + (3 + 3a + 1a^2)d1^52d2^197 + (0 + 3a + 3a^2)d1^53d2^197 + (2 + 1a + 4a^2)d1^54d2^197 + (2 + 2a + 3a^2)d1^55d2^197 + (2 + 0a + 0a^2)d1^56d2^197 + (4 + 4a + 4a^2)d1^57d2^197 + (2 + 3a + 4a^2)d1^58d2^197 + (4 + 2a + 4a^2)d1^59d2^197 + (3 + 0a + 3a^2)d1^60d2^197 + (1 + 0a + 0a^2)d1^61d2^197 + (0 + 4a + 1a^2)d1^62d2^197 + (3 + 1a + 1a^2)d1^63d2^197 + (3 + 4a + 4a^2)d1^64d2^197 + (3 + 0a + 3a^2)d1^65d2^197 + (2 + 0a + 4a^2)d1^66d2^197 + (2 + 0a + 3a^2)d1^67d2^197 + (2 + 4a + 2a^2)d1^68d2^197 + (3 + 2a + 0a^2)d1^69d2^197 + (1 + 4a + 3a^2)d1^70d2^197 + (4 + 3a + 0a^2)d1^71d2^197 + (0 + 0a + 3a^2)d1^72d2^197 + (2 + 2a + 4a^2)d1^73d2^197 + (1 + 3a + 3a^2)d1^74d2^197 + (3 + 3a + 1a^2)d1^75d2^197 + (0 + 1a + 2a^2)d1^76d2^197 + (2 + 4a + 3a^2)d1^77d2^197 + (1 + 2a + 2a^2)d1^78d2^197 + (2 + 2a + 3a^2)d1^79d2^197 + (0 + 3a + 4a^2)d1^80d2^197 + (4 + 4a + 1a^2)d1^81d2^197 + (3 + 4a + 1a^2)d1^82d2^197 + (1 + 1a + 0a^2)d1^83d2^197 + (2 + 4a + 2a^2)d1^84d2^197 + (4 + 2a + 1a^2)d1^85d2^197 + (0 + 4a + 1a^2)d1^86d2^197 + (2 + 0a + 0a^2)d1^87d2^197 + (4 + 4a + 1a^2)d1^88d2^197 + (1 + 4a + 3a^2)d1^89d2^197 + (3 + 2a + 0a^2)d1^90d2^197 + (1 + 2a + 4a^2)d1^91d2^197 + (4 + 0a + 3a^2)d1^92d2^197 + (0 + 2a + 0a^2)d1^93d2^197 + (1 + 4a + 4a^2)d1^94d2^197 + (1 + 2a + 4a^2)d1^95d2^197 + (2 + 4a + 4a^2)d1^96d2^197 + (4 + 0a + 4a^2)d1^97d2^197 + (2 + 0a + 0a^2)d1^98d2^197 + (0 + 3a + 3a^2)d1^99d2^197 + (0 + 1a + 1a^2)d1^100d2^197 + (2 + 1a + 0a^2)d1^101d2^197 + (4 + 0a + 4a^2)d1^102d2^197 + (0 + 4a + 1a^2)d1^103d2^197 + (0 + 4a + 1a^2)d1^104d2^197 + (4 + 1a + 0a^2)d1^105d2^197 + (0 + 4a + 1a^2)d1^106d2^197 + (2 + 0a + 0a^2)d1^107d2^197 + (0 + 1a + 2a^2)d1^108d2^197 + (2 + 3a + 1a^2)d1^109d2^197 + (2 + 4a + 3a^2)d1^110d2^197 + (3 + 1a + 3a^2)d1^111d2^197 + (0 + 1a + 4a^2)d1^112d2^197 + (4 + 1a + 3a^2)d1^113d2^197 + (0 + 0a + 1a^2)d1^114d2^197 + (2 + 3a + 2a^2)d1^115d2^197 + (2 + 1a + 0a^2)d1^116d2^197 + (0 + 3a + 4a^2)d1^117d2^197 + (1 + 3a + 2a^2)d1^118d2^197 + (3 + 2a + 2a^2)d1^119d2^197 + (0 + 1a + 3a^2)d1^120d2^197 + (3 + 0a + 4a^2)d1^121d2^197 + (0 + 2a + 3a^2)d1^122d2^197 + (1 + 1a + 0a^2)d1^123d2^197 + (0 + 2a + 3a^2)d1^124d2^197 + (0 + 3a + 1a^2)d1^125d2^197 + (2 + 1a + 2a^2)d1^126d2^197 + (1 + 3a + 0a^2)d1^127d2^197 + (3 + 2a + 2a^2)d1^128d2^197 + (0 + 1a + 3a^2)d1^129d2^197 + (0 + 1a + 4a^2)d1^130d2^197 + (1 + 0a + 0a^2)d1^131d2^197 + (4 + 4a + 1a^2)d1^132d2^197 + (4 + 0a + 3a^2)d1^133d2^197 + (2 + 1a + 4a^2)d1^134d2^197 + (4 + 4a + 4a^2)d1^135d2^197 + (4 + 4a + 1a^2)d1^136d2^197 + (2 + 2a + 1a^2)d1^137d2^197 + (3 + 0a + 1a^2)d1^138d2^197 + (4 + 0a + 1a^2)d1^139d2^197 + (3 + 2a + 3a^2)d1^140d2^197 + (0 + 1a + 1a^2)d1^141d2^197 + (2 + 3a + 2a^2)d1^142d2^197 + (3 + 2a + 4a^2)d1^143d2^197 + (4 + 2a + 3a^2)d1^144d2^197 + (3 + 1a + 2a^2)d1^145d2^197 + (0 + 3a + 1a^2)d1^146d2^197 + (1 + 3a + 4a^2)d1^147d2^197 + (1 + 1a + 4a^2)d1^148d2^197 + (4 + 4a + 1a^2)d1^149d2^197 + (4 + 1a + 0a^2)d1^150d2^197 + (2 + 0a + 0a^2)d1^151d2^197 + (4 + 2a + 2a^2)d1^152d2^197 + (1 + 0a + 4a^2)d1^153d2^197 + (4 + 2a + 0a^2)d1^154d2^197 + (4 + 0a + 1a^2)d1^155d2^197 + (0 + 2a + 2a^2)d1^156d2^197 + (2 + 4a + 2a^2)d1^157d2^197 + (0 + 3a + 0a^2)d1^158d2^197 + (0 + 3a + 3a^2)d1^159d2^197 + (4 + 2a + 1a^2)d1^160d2^197 + (4 + 1a + 4a^2)d1^161d2^197 + (4 + 1a + 2a^2)d1^162d2^197 + (1 + 0a + 0a^2)d1^163d2^197 + (4 + 3a + 1a^2)d1^164d2^197 + (0 + 1a + 0a^2)d1^165d2^197 + (0 + 3a + 3a^2)d1^166d2^197 + (4 + 0a + 1a^2)d1^167d2^197 + (0 + 3a + 0a^2)d1^169d2^197 + (1 + 0a + 4a^2)d1^170d2^197 + (3 + 2a + 3a^2)d1^171d2^197 + (2 + 2a + 3a^2)d1^172d2^197 + (4 + 2a + 4a^2)d1^173d2^197 + (1 + 2a + 3a^2)d1^174d2^197 + (4 + 0a + 0a^2)d1^175d2^197 + (4 + 2a + 1a^2)d1^176d2^197 + (2 + 3a + 3a^2)d1^177d2^197 + (2 + 4a + 3a^2)d1^178d2^197 + (3 + 3a + 3a^2)d1^179d2^197 + (0 + 0a + 2a^2)d1^180d2^197 + (3 + 0a + 2a^2)d1^181d2^197 + (0 + 3a + 4a^2)d1^182d2^197 + (4 + 4a + 4a^2)d1^183d2^197 + (3 + 2a + 0a^2)d1^184d2^197 + (4 + 0a + 4a^2)d1^185d2^197 + (1 + 0a + 2a^2)d1^186d2^197 + (1 + 4a + 4a^2)d1^187d2^197 + (0 + 2a + 0a^2)d1^188d2^197 + (4 + 3a + 3a^2)d1^189d2^197 + (1 + 3a + 0a^2)d1^190d2^197 + (4 + 3a + 1a^2)d1^191d2^197 + (3 + 3a + 4a^2)d1^192d2^197 + (1 + 0a + 1a^2)d1^193d2^197 + (2 + 2a + 4a^2)d1^194d2^197 + (3 + 1a + 1a^2)d1^195d2^197 + (2 + 1a + 3a^2)d1^196d2^197 + (2 + 0a + 4a^2)d1^197d2^197 + (2 + 2a + 0a^2)d1^198d2^197 + (1 + 2a + 4a^2)d1^199d2^197 + (2 + 4a + 3a^2)d1^200d2^197 + (4 + 2a + 1a^2)d1^201d2^197 + (3 + 0a + 3a^2)d1^202d2^197 + (1 + 0a + 4a^2)d1^204d2^197 + (4 + 4a + 3a^2)d1^205d2^197 + (4 + 0a + 0a^2)d1^206d2^197 + (2 + 0a + 1a^2)d1^207d2^197 + (3 + 0a + 0a^2)d1^208d2^197 + (2 + 4a + 2a^2)d1^209d2^197 + (1 + 4a + 3a^2)d1^210d2^197 + (4 + 1a + 0a^2)d1^211d2^197 + (4 + 2a + 0a^2)d1^212d2^197 + (2 + 4a + 1a^2)d1^213d2^197 + (1 + 3a + 3a^2)d1^214d2^197 + (1 + 1a + 0a^2)d1^215d2^197 + (0 + 3a + 2a^2)d1^216d2^197 + (1 + 3a + 3a^2)d1^217d2^197 + (1 + 0a + 1a^2)d1^218d2^197 + (2 + 2a + 2a^2)d1^219d2^197 + (2 + 2a + 4a^2)d1^220d2^197 + (1 + 3a + 4a^2)d1^221d2^197 + (2 + 2a + 4a^2)d1^222d2^197 + (1 + 1a + 4a^2)d1^223d2^197 + (1 + 4a + 3a^2)d1^224d2^197 + (4 + 0a + 4a^2)d1^225d2^197 + (3 + 2a + 4a^2)d1^226d2^197 + (2 + 2a + 4a^2)d1^227d2^197 + (0 + 2a + 2a^2)d1^228d2^197 + (2 + 4a + 3a^2)d1^229d2^197 + (1 + 1a + 1a^2)d1^230d2^197 + (3 + 0a + 3a^2)d1^231d2^197 + (4 + 4a + 1a^2)d1^232d2^197 + (1 + 2a + 3a^2)d1^233d2^197 + (2 + 3a + 1a^2)d1^234d2^197 + (2 + 0a + 3a^2)d1^235d2^197 + (1 + 1a + 4a^2)d1^236d2^197 + (4 + 3a + 4a^2)d1^237d2^197 + (1 + 0a + 1a^2)d1^238d2^197 + (3 + 3a + 0a^2)d1^239d2^197 + (4 + 0a + 4a^2)d1^240d2^197 + (3 + 2a + 2a^2)d1^241d2^197 + (2 + 2a + 2a^2)d1^242d2^197 + (2 + 2a + 1a^2)d1^243d2^197 + (4 + 2a + 0a^2)d1^244d2^197 + (1 + 3a + 4a^2)d1^245d2^197 + (1 + 4a + 1a^2)d1^246d2^197 + (4 + 1a + 2a^2)d1^247d2^197 + (4 + 4a + 0a^2)d1^248d2^197 + (1 + 4a + 1a^2)d1^249d2^197 + (2 + 1a + 3a^2)d1^250d2^197 + (4 + 0a + 4a^2)d1^252d2^197 + (1 + 0a + 2a^2)d1^253d2^197 + (1 + 2a + 4a^2)d1^254d2^197 + (2 + 3a + 3a^2)d1^255d2^197 + (4 + 1a + 0a^2)d1^256d2^197 + (0 + 3a + 4a^2)d1^257d2^197 + (0 + 4a + 4a^2)d1^258d2^197 + (1 + 4a + 0a^2)d1^259d2^197 + (3 + 0a + 2a^2)d1^260d2^197 + (1 + 3a + 1a^2)d1^261d2^197 + (3 + 3a + 0a^2)d1^262d2^197 + (3 + 4a + 1a^2)d1^263d2^197 + (0 + 3a + 0a^2)d1^264d2^197 + (4 + 0a + 1a^2)d1^265d2^197 + (1 + 1a + 3a^2)d1^266d2^197 + (2 + 1a + 2a^2)d1^267d2^197 + (1 + 2a + 1a^2)d1^268d2^197 + (3 + 4a + 3a^2)d1^269d2^197 + (4 + 1a + 2a^2)d1^270d2^197 + (4 + 2a + 2a^2)d1^271d2^197 + (1 + 0a + 2a^2)d1^272d2^197 + (3 + 2a + 4a^2)d1^273d2^197 + (4 + 3a + 3a^2)d1^274d2^197 + (1 + 3a + 2a^2)d1^275d2^197 + (1 + 3a + 3a^2)d1^276d2^197 + (2 + 4a + 3a^2)d1^277d2^197 + (1 + 0a + 3a^2)d1^278d2^197 + (4 + 4a + 2a^2)d1^279d2^197 + (4 + 4a + 4a^2)d1^280d2^197 + (0 + 1a + 4a^2)d1^281d2^197 + (2 + 3a + 4a^2)d1^282d2^197 + (3 + 1a + 1a^2)d1^283d2^197 + (1 + 4a + 1a^2)d1^284d2^197 + (1 + 4a + 4a^2)d1^285d2^197 + (4 + 3a + 3a^2)d1^286d2^197 + (0 + 2a + 1a^2)d1^287d2^197 + (4 + 2a + 3a^2)d1^288d2^197 + (4 + 4a + 0a^2)d1^289d2^197 + (4 + 4a + 1a^2)d1^290d2^197 + (1 + 2a + 1a^2)d1^291d2^197 + (2 + 1a + 3a^2)d1^292d2^197 + (0 + 0a + 2a^2)d1^293d2^197 + (2 + 1a + 2a^2)d2^198 + (1 + 0a + 0a^2)d1^1d2^198 + (3 + 2a + 1a^2)d1^2d2^198 + (1 + 0a + 4a^2)d1^3d2^198 + (1 + 3a + 0a^2)d1^4d2^198 + (0 + 3a + 4a^2)d1^5d2^198 + (4 + 0a + 3a^2)d1^6d2^198 + (1 + 0a + 1a^2)d1^7d2^198 + (0 + 1a + 3a^2)d1^8d2^198 + (1 + 3a + 3a^2)d1^9d2^198 + (0 + 2a + 3a^2)d1^10d2^198 + (2 + 0a + 1a^2)d1^11d2^198 + (0 + 0a + 1a^2)d1^12d2^198 + (2 + 4a + 2a^2)d1^13d2^198 + (3 + 4a + 0a^2)d1^14d2^198 + (0 + 0a + 4a^2)d1^15d2^198 + (2 + 2a + 0a^2)d1^16d2^198 + (2 + 3a + 2a^2)d1^17d2^198 + (0 + 2a + 1a^2)d1^18d2^198 + (1 + 2a + 4a^2)d1^19d2^198 + (1 + 2a + 4a^2)d1^20d2^198 + (1 + 0a + 0a^2)d1^21d2^198 + (2 + 0a + 3a^2)d1^22d2^198 + (4 + 3a + 2a^2)d1^23d2^198 + (4 + 1a + 0a^2)d1^24d2^198 + (4 + 1a + 1a^2)d1^25d2^198 + (0 + 3a + 4a^2)d1^26d2^198 + (3 + 2a + 1a^2)d1^27d2^198 + (2 + 2a + 2a^2)d1^28d2^198 + (2 + 2a + 3a^2)d1^29d2^198 + (1 + 3a + 0a^2)d1^30d2^198 + (1 + 3a + 3a^2)d1^31d2^198 + (4 + 2a + 4a^2)d1^32d2^198 + (1 + 1a + 2a^2)d1^33d2^198 + (4 + 0a + 3a^2)d1^34d2^198 + (2 + 3a + 2a^2)d1^35d2^198 + (2 + 2a + 0a^2)d1^36d2^198 + (4 + 0a + 0a^2)d1^37d2^198 + (4 + 1a + 1a^2)d1^38d2^198 + (4 + 4a + 3a^2)d1^39d2^198 + (3 + 3a + 1a^2)d1^40d2^198 + (3 + 3a + 4a^2)d1^41d2^198 + (0 + 3a + 2a^2)d1^42d2^198 + (1 + 2a + 2a^2)d1^43d2^198 + (2 + 1a + 0a^2)d1^44d2^198 + (1 + 4a + 0a^2)d1^45d2^198 + (3 + 2a + 3a^2)d1^46d2^198 + (0 + 2a + 0a^2)d1^47d2^198 + (4 + 1a + 2a^2)d1^48d2^198 + (1 + 2a + 4a^2)d1^49d2^198 + (3 + 2a + 4a^2)d1^50d2^198 + (2 + 2a + 1a^2)d1^51d2^198 + (4 + 1a + 1a^2)d1^52d2^198 + (0 + 2a + 2a^2)d1^53d2^198 + (2 + 0a + 0a^2)d1^54d2^198 + (4 + 2a + 2a^2)d1^55d2^198 + (1 + 0a + 3a^2)d1^56d2^198 + (2 + 2a + 1a^2)d1^57d2^198 + (1 + 1a + 1a^2)d1^58d2^198 + (0 + 1a + 0a^2)d1^59d2^198 + (2 + 2a + 1a^2)d1^60d2^198 + (4 + 3a + 1a^2)d1^61d2^198 + (2 + 1a + 4a^2)d1^62d2^198 + (1 + 0a + 3a^2)d1^63d2^198 + (1 + 4a + 1a^2)d1^64d2^198 + (3 + 0a + 3a^2)d1^65d2^198 + (3 + 2a + 1a^2)d1^66d2^198 + (0 + 0a + 4a^2)d1^67d2^198 + (0 + 1a + 1a^2)d1^68d2^198 + (1 + 2a + 4a^2)d1^69d2^198 + (0 + 0a + 4a^2)d1^70d2^198 + (0 + 0a + 4a^2)d1^71d2^198 + (1 + 1a + 2a^2)d1^72d2^198 + (1 + 2a + 0a^2)d1^73d2^198 + (2 + 2a + 0a^2)d1^74d2^198 + (0 + 3a + 4a^2)d1^75d2^198 + (4 + 0a + 4a^2)d1^76d2^198 + (3 + 4a + 3a^2)d1^77d2^198 + (3 + 2a + 2a^2)d1^78d2^198 + (1 + 1a + 3a^2)d1^79d2^198 + (1 + 1a + 4a^2)d1^80d2^198 + (2 + 0a + 4a^2)d1^81d2^198 + (4 + 0a + 0a^2)d1^82d2^198 + (1 + 4a + 0a^2)d1^83d2^198 + (0 + 3a + 4a^2)d1^84d2^198 + (4 + 1a + 0a^2)d1^85d2^198 + (3 + 2a + 4a^2)d1^86d2^198 + (2 + 4a + 0a^2)d1^87d2^198 + (2 + 4a + 0a^2)d1^88d2^198 + (2 + 0a + 3a^2)d1^89d2^198 + (0 + 3a + 2a^2)d1^90d2^198 + (4 + 0a + 3a^2)d1^91d2^198 + (2 + 1a + 2a^2)d1^92d2^198 + (1 + 4a + 2a^2)d1^93d2^198 + (4 + 2a + 0a^2)d1^94d2^198 + (0 + 1a + 3a^2)d1^95d2^198 + (2 + 1a + 1a^2)d1^96d2^198 + (2 + 1a + 0a^2)d1^97d2^198 + (4 + 2a + 0a^2)d1^98d2^198 + (2 + 2a + 4a^2)d1^99d2^198 + (1 + 4a + 4a^2)d1^100d2^198 + (4 + 4a + 1a^2)d1^101d2^198 + (1 + 0a + 0a^2)d1^102d2^198 + (0 + 3a + 2a^2)d1^103d2^198 + (4 + 0a + 1a^2)d1^104d2^198 + (1 + 4a + 2a^2)d1^105d2^198 + (3 + 0a + 3a^2)d1^106d2^198 + (3 + 2a + 4a^2)d1^107d2^198 + (3 + 1a + 1a^2)d1^108d2^198 + (3 + 1a + 3a^2)d1^109d2^198 + (4 + 3a + 4a^2)d1^110d2^198 + (2 + 2a + 1a^2)d1^111d2^198 + (0 + 2a + 4a^2)d1^112d2^198 + (0 + 2a + 0a^2)d1^113d2^198 + (1 + 2a + 3a^2)d1^114d2^198 + (2 + 0a + 1a^2)d1^115d2^198 + (0 + 3a + 2a^2)d1^116d2^198 + (4 + 3a + 3a^2)d1^117d2^198 + (3 + 3a + 2a^2)d1^118d2^198 + (1 + 1a + 2a^2)d1^119d2^198 + (4 + 4a + 3a^2)d1^120d2^198 + (1 + 0a + 4a^2)d1^121d2^198 + (4 + 2a + 0a^2)d1^122d2^198 + (2 + 3a + 0a^2)d1^123d2^198 + (3 + 3a + 2a^2)d1^124d2^198 + (4 + 2a + 1a^2)d1^125d2^198 + (0 + 3a + 3a^2)d1^126d2^198 + (0 + 1a + 3a^2)d1^127d2^198 + (1 + 3a + 0a^2)d1^128d2^198 + (1 + 0a + 2a^2)d1^129d2^198 + (3 + 1a + 0a^2)d1^130d2^198 + (4 + 2a + 4a^2)d1^131d2^198 + (2 + 0a + 1a^2)d1^132d2^198 + (2 + 3a + 3a^2)d1^133d2^198 + (1 + 1a + 0a^2)d1^134d2^198 + (4 + 2a + 0a^2)d1^135d2^198 + (4 + 0a + 2a^2)d1^136d2^198 + (2 + 2a + 1a^2)d1^137d2^198 + (4 + 0a + 4a^2)d1^138d2^198 + (2 + 0a + 1a^2)d1^139d2^198 + (2 + 4a + 1a^2)d1^140d2^198 + (0 + 0a + 1a^2)d1^141d2^198 + (4 + 2a + 2a^2)d1^142d2^198 + (3 + 4a + 4a^2)d1^143d2^198 + (2 + 2a + 1a^2)d1^144d2^198 + (2 + 4a + 2a^2)d1^145d2^198 + (0 + 4a + 1a^2)d1^146d2^198 + (0 + 3a + 1a^2)d1^147d2^198 + (2 + 1a + 1a^2)d1^148d2^198 + (0 + 2a + 1a^2)d1^149d2^198 + (2 + 0a + 1a^2)d1^150d2^198 + (2 + 1a + 4a^2)d1^151d2^198 + (3 + 3a + 2a^2)d1^152d2^198 + (2 + 2a + 3a^2)d1^153d2^198 + (2 + 1a + 4a^2)d1^154d2^198 + (3 + 4a + 0a^2)d1^155d2^198 + (4 + 3a + 2a^2)d1^156d2^198 + (1 + 3a + 2a^2)d1^157d2^198 + (0 + 0a + 4a^2)d1^158d2^198 + (1 + 4a + 1a^2)d1^159d2^198 + (2 + 0a + 3a^2)d1^160d2^198 + (2 + 3a + 0a^2)d1^161d2^198 + (4 + 2a + 1a^2)d1^162d2^198 + (3 + 1a + 0a^2)d1^163d2^198 + (4 + 3a + 4a^2)d1^164d2^198 + (3 + 3a + 0a^2)d1^165d2^198 + (4 + 0a + 3a^2)d1^166d2^198 + (1 + 1a + 0a^2)d1^167d2^198 + (2 + 1a + 4a^2)d1^168d2^198 + (1 + 0a + 4a^2)d1^169d2^198 + (0 + 2a + 1a^2)d1^170d2^198 + (2 + 0a + 4a^2)d1^171d2^198 + (1 + 3a + 0a^2)d1^172d2^198 + (1 + 1a + 0a^2)d1^173d2^198 + (2 + 4a + 0a^2)d1^174d2^198 + (1 + 3a + 4a^2)d1^175d2^198 + (4 + 2a + 4a^2)d1^176d2^198 + (0 + 3a + 3a^2)d1^177d2^198 + (1 + 3a + 1a^2)d1^178d2^198 + (3 + 3a + 1a^2)d1^179d2^198 + (3 + 0a + 2a^2)d1^180d2^198 + (4 + 3a + 0a^2)d1^181d2^198 + (1 + 1a + 3a^2)d1^182d2^198 + (4 + 0a + 1a^2)d1^183d2^198 + (3 + 1a + 4a^2)d1^184d2^198 + (4 + 1a + 4a^2)d1^185d2^198 + (2 + 0a + 2a^2)d1^186d2^198 + (1 + 4a + 2a^2)d1^187d2^198 + (1 + 1a + 3a^2)d1^188d2^198 + (2 + 2a + 3a^2)d1^189d2^198 + (4 + 3a + 4a^2)d1^190d2^198 + (3 + 1a + 1a^2)d1^191d2^198 + (2 + 2a + 4a^2)d1^192d2^198 + (3 + 4a + 4a^2)d1^193d2^198 + (2 + 0a + 1a^2)d1^194d2^198 + (4 + 3a + 2a^2)d1^195d2^198 + (1 + 1a + 1a^2)d1^196d2^198 + (2 + 4a + 1a^2)d1^197d2^198 + (0 + 1a + 4a^2)d1^198d2^198 + (1 + 4a + 1a^2)d1^199d2^198 + (2 + 4a + 2a^2)d1^200d2^198 + (2 + 2a + 0a^2)d1^201d2^198 + (0 + 0a + 4a^2)d1^202d2^198 + (4 + 3a + 2a^2)d1^203d2^198 + (1 + 4a + 1a^2)d1^204d2^198 + (4 + 1a + 2a^2)d1^205d2^198 + (2 + 0a + 1a^2)d1^206d2^198 + (1 + 2a + 1a^2)d1^207d2^198 + (2 + 2a + 2a^2)d1^208d2^198 + (3 + 4a + 1a^2)d1^209d2^198 + (0 + 3a + 2a^2)d1^210d2^198 + (1 + 3a + 0a^2)d1^211d2^198 + (3 + 0a + 4a^2)d1^212d2^198 + (2 + 3a + 3a^2)d1^213d2^198 + (0 + 4a + 2a^2)d1^214d2^198 + (3 + 4a + 3a^2)d1^215d2^198 + (0 + 3a + 2a^2)d1^216d2^198 + (2 + 0a + 1a^2)d1^217d2^198 + (3 + 2a + 4a^2)d1^218d2^198 + (0 + 2a + 2a^2)d1^219d2^198 + (2 + 0a + 2a^2)d1^220d2^198 + (0 + 4a + 3a^2)d1^221d2^198 + (3 + 3a + 3a^2)d1^222d2^198 + (3 + 3a + 1a^2)d1^223d2^198 + (4 + 2a + 0a^2)d1^224d2^198 + (1 + 4a + 1a^2)d1^225d2^198 + (2 + 3a + 4a^2)d1^226d2^198 + (0 + 4a + 4a^2)d1^227d2^198 + (2 + 0a + 4a^2)d1^228d2^198 + (1 + 3a + 2a^2)d1^230d2^198 + (2 + 3a + 4a^2)d1^231d2^198 + (2 + 2a + 3a^2)d1^232d2^198 + (2 + 3a + 4a^2)d1^233d2^198 + (2 + 2a + 1a^2)d1^234d2^198 + (2 + 1a + 3a^2)d1^235d2^198 + (1 + 0a + 0a^2)d1^236d2^198 + (4 + 4a + 0a^2)d1^237d2^198 + (2 + 1a + 3a^2)d1^238d2^198 + (2 + 0a + 1a^2)d1^239d2^198 + (1 + 2a + 3a^2)d1^240d2^198 + (1 + 4a + 4a^2)d1^241d2^198 + (4 + 3a + 3a^2)d1^242d2^198 + (2 + 4a + 0a^2)d1^243d2^198 + (3 + 2a + 4a^2)d1^244d2^198 + (4 + 1a + 4a^2)d1^245d2^198 + (2 + 1a + 0a^2)d1^246d2^198 + (4 + 0a + 3a^2)d1^247d2^198 + (4 + 1a + 3a^2)d1^248d2^198 + (1 + 3a + 0a^2)d1^249d2^198 + (4 + 4a + 1a^2)d1^250d2^198 + (2 + 1a + 1a^2)d1^251d2^198 + (4 + 0a + 1a^2)d1^252d2^198 + (2 + 2a + 3a^2)d1^253d2^198 + (2 + 3a + 2a^2)d1^254d2^198 + (4 + 3a + 1a^2)d1^255d2^198 + (1 + 1a + 2a^2)d1^256d2^198 + (1 + 3a + 2a^2)d1^257d2^198 + (4 + 2a + 2a^2)d1^258d2^198 + (0 + 1a + 2a^2)d1^259d2^198 + (1 + 4a + 0a^2)d1^260d2^198 + (3 + 0a + 1a^2)d1^261d2^198 + (0 + 0a + 3a^2)d1^262d2^198 + (2 + 3a + 4a^2)d1^264d2^198 + (2 + 0a + 0a^2)d1^265d2^198 + (4 + 3a + 2a^2)d1^266d2^198 + (1 + 2a + 1a^2)d1^267d2^198 + (1 + 1a + 4a^2)d1^268d2^198 + (3 + 2a + 3a^2)d1^269d2^198 + (4 + 3a + 2a^2)d1^270d2^198 + (2 + 4a + 2a^2)d1^271d2^198 + (3 + 2a + 2a^2)d1^272d2^198 + (3 + 1a + 1a^2)d1^273d2^198 + (3 + 4a + 2a^2)d1^274d2^198 + (2 + 1a + 0a^2)d1^275d2^198 + (0 + 3a + 1a^2)d1^276d2^198 + (3 + 0a + 3a^2)d1^277d2^198 + (2 + 1a + 1a^2)d1^278d2^198 + (0 + 4a + 4a^2)d1^279d2^198 + (0 + 2a + 0a^2)d1^280d2^198 + (0 + 2a + 1a^2)d1^281d2^198 + (3 + 3a + 4a^2)d1^282d2^198 + (2 + 1a + 4a^2)d1^283d2^198 + (3 + 4a + 1a^2)d1^284d2^198 + (4 + 2a + 3a^2)d1^285d2^198 + (3 + 2a + 0a^2)d1^286d2^198 + (2 + 1a + 2a^2)d1^287d2^198 + (2 + 3a + 3a^2)d1^288d2^198 + (4 + 2a + 2a^2)d1^289d2^198 + (4 + 4a + 0a^2)d1^290d2^198 + (3 + 2a + 4a^2)d1^291d2^198 + (2 + 4a + 0a^2)d1^292d2^198 + (0 + 2a + 2a^2)d1^293d2^198 + (2 + 4a + 3a^2)d2^199 + (0 + 0a + 4a^2)d1^1d2^199 + (2 + 4a + 2a^2)d1^2d2^199 + (2 + 0a + 2a^2)d1^3d2^199 + (3 + 0a + 1a^2)d1^4d2^199 + (3 + 4a + 2a^2)d1^5d2^199 + (3 + 1a + 1a^2)d1^6d2^199 + (0 + 0a + 3a^2)d1^7d2^199 + (1 + 0a + 4a^2)d1^8d2^199 + (3 + 1a + 0a^2)d1^9d2^199 + (0 + 0a + 1a^2)d1^10d2^199 + (2 + 2a + 1a^2)d1^11d2^199 + (3 + 0a + 0a^2)d1^12d2^199 + (4 + 1a + 3a^2)d1^13d2^199 + (4 + 3a + 1a^2)d1^14d2^199 + (4 + 1a + 3a^2)d1^15d2^199 + (2 + 4a + 1a^2)d1^16d2^199 + (1 + 0a + 3a^2)d1^17d2^199 + (0 + 1a + 0a^2)d1^18d2^199 + (2 + 0a + 0a^2)d1^19d2^199 + (3 + 0a + 3a^2)d1^20d2^199 + (0 + 4a + 3a^2)d1^21d2^199 + (3 + 0a + 2a^2)d1^22d2^199 + (3 + 3a + 3a^2)d1^23d2^199 + (4 + 0a + 2a^2)d1^24d2^199 + (1 + 2a + 0a^2)d1^25d2^199 + (1 + 1a + 4a^2)d1^26d2^199 + (2 + 1a + 0a^2)d1^27d2^199 + (0 + 1a + 4a^2)d1^28d2^199 + (4 + 2a + 0a^2)d1^29d2^199 + (0 + 0a + 3a^2)d1^30d2^199 + (0 + 0a + 1a^2)d1^31d2^199 + (4 + 2a + 1a^2)d1^32d2^199 + (4 + 4a + 3a^2)d1^33d2^199 + (3 + 4a + 2a^2)d1^34d2^199 + (3 + 2a + 3a^2)d1^35d2^199 + (2 + 0a + 3a^2)d1^36d2^199 + (0 + 3a + 1a^2)d1^37d2^199 + (4 + 0a + 1a^2)d1^38d2^199 + (1 + 3a + 0a^2)d1^39d2^199 + (2 + 4a + 2a^2)d1^40d2^199 + (0 + 0a + 2a^2)d1^41d2^199 + (2 + 1a + 1a^2)d1^42d2^199 + (4 + 4a + 2a^2)d1^43d2^199 + (3 + 2a + 4a^2)d1^44d2^199 + (1 + 4a + 1a^2)d1^45d2^199 + (3 + 4a + 1a^2)d1^46d2^199 + (1 + 4a + 1a^2)d1^47d2^199 + (1 + 2a + 1a^2)d1^48d2^199 + (1 + 0a + 3a^2)d1^49d2^199 + (4 + 4a + 2a^2)d1^50d2^199 + (0 + 4a + 3a^2)d1^51d2^199 + (3 + 1a + 3a^2)d1^52d2^199 + (3 + 3a + 4a^2)d1^53d2^199 + (0 + 2a + 2a^2)d1^54d2^199 + (4 + 2a + 3a^2)d1^55d2^199 + (0 + 0a + 4a^2)d1^56d2^199 + (0 + 2a + 0a^2)d1^57d2^199 + (4 + 4a + 0a^2)d1^58d2^199 + (4 + 3a + 0a^2)d1^59d2^199 + (4 + 2a + 4a^2)d1^60d2^199 + (1 + 4a + 0a^2)d1^61d2^199 + (1 + 2a + 4a^2)d1^62d2^199 + (3 + 1a + 0a^2)d1^63d2^199 + (1 + 3a + 4a^2)d1^64d2^199 + (2 + 4a + 1a^2)d1^65d2^199 + (3 + 4a + 4a^2)d1^66d2^199 + (4 + 0a + 1a^2)d1^67d2^199 + (3 + 4a + 3a^2)d1^68d2^199 + (3 + 3a + 2a^2)d1^69d2^199 + (2 + 2a + 4a^2)d1^70d2^199 + (1 + 2a + 4a^2)d1^71d2^199 + (0 + 4a + 4a^2)d1^72d2^199 + (4 + 3a + 3a^2)d1^73d2^199 + (4 + 2a + 1a^2)d1^74d2^199 + (2 + 2a + 1a^2)d1^75d2^199 + (0 + 2a + 1a^2)d1^76d2^199 + (4 + 3a + 4a^2)d1^77d2^199 + (0 + 3a + 4a^2)d1^78d2^199 + (1 + 1a + 2a^2)d1^79d2^199 + (4 + 3a + 0a^2)d1^80d2^199 + (1 + 3a + 1a^2)d1^81d2^199 + (2 + 3a + 0a^2)d1^82d2^199 + (4 + 2a + 0a^2)d1^83d2^199 + (1 + 1a + 1a^2)d1^84d2^199 + (2 + 1a + 0a^2)d1^85d2^199 + (4 + 4a + 0a^2)d1^86d2^199 + (1 + 0a + 1a^2)d1^87d2^199 + (0 + 0a + 3a^2)d1^88d2^199 + (1 + 3a + 1a^2)d1^89d2^199 + (3 + 4a + 2a^2)d1^90d2^199 + (3 + 3a + 0a^2)d1^91d2^199 + (0 + 1a + 3a^2)d1^92d2^199 + (0 + 1a + 4a^2)d1^93d2^199 + (1 + 4a + 4a^2)d1^94d2^199 + (1 + 4a + 1a^2)d1^95d2^199 + (0 + 0a + 4a^2)d1^96d2^199 + (3 + 2a + 3a^2)d1^97d2^199 + (1 + 1a + 1a^2)d1^98d2^199 + (0 + 4a + 1a^2)d1^99d2^199 + (2 + 1a + 0a^2)d1^100d2^199 + (0 + 4a + 1a^2)d1^101d2^199 + (0 + 1a + 2a^2)d1^102d2^199 + (0 + 4a + 1a^2)d1^103d2^199 + (3 + 1a + 3a^2)d1^104d2^199 + (3 + 1a + 0a^2)d1^105d2^199 + (4 + 0a + 1a^2)d1^106d2^199 + (4 + 0a + 3a^2)d1^107d2^199 + (0 + 0a + 4a^2)d1^108d2^199 + (2 + 0a + 3a^2)d1^109d2^199 + (0 + 1a + 1a^2)d1^110d2^199 + (4 + 3a + 3a^2)d1^111d2^199 + (2 + 4a + 0a^2)d1^112d2^199 + (4 + 0a + 1a^2)d1^113d2^199 + (2 + 1a + 2a^2)d1^114d2^199 + (0 + 0a + 2a^2)d1^115d2^199 + (0 + 4a + 3a^2)d1^116d2^199 + (2 + 2a + 3a^2)d1^117d2^199 + (4 + 3a + 1a^2)d1^118d2^199 + (2 + 4a + 4a^2)d1^119d2^199 + (0 + 4a + 3a^2)d1^120d2^199 + (2 + 2a + 3a^2)d1^121d2^199 + (0 + 0a + 1a^2)d1^122d2^199 + (4 + 4a + 4a^2)d1^123d2^199 + (3 + 4a + 2a^2)d1^124d2^199 + (0 + 0a + 3a^2)d1^125d2^199 + (3 + 1a + 0a^2)d1^126d2^199 + (1 + 2a + 1a^2)d1^127d2^199 + (3 + 2a + 2a^2)d1^128d2^199 + (1 + 0a + 4a^2)d1^129d2^199 + (2 + 3a + 4a^2)d1^130d2^199 + (4 + 0a + 4a^2)d1^131d2^199 + (2 + 2a + 0a^2)d1^132d2^199 + (1 + 1a + 3a^2)d1^133d2^199 + (0 + 3a + 3a^2)d1^134d2^199 + (4 + 3a + 3a^2)d1^135d2^199 + (1 + 2a + 1a^2)d1^136d2^199 + (3 + 2a + 1a^2)d1^137d2^199 + (1 + 4a + 3a^2)d1^138d2^199 + (1 + 1a + 0a^2)d1^139d2^199 + (1 + 2a + 4a^2)d1^140d2^199 + (4 + 2a + 2a^2)d1^141d2^199 + (4 + 1a + 0a^2)d1^142d2^199 + (3 + 4a + 0a^2)d1^143d2^199 + (3 + 2a + 1a^2)d1^144d2^199 + (2 + 0a + 2a^2)d1^145d2^199 + (0 + 0a + 3a^2)d1^146d2^199 + (2 + 2a + 1a^2)d1^147d2^199 + (0 + 1a + 3a^2)d1^148d2^199 + (0 + 0a + 4a^2)d1^149d2^199 + (1 + 2a + 1a^2)d1^150d2^199 + (2 + 1a + 1a^2)d1^151d2^199 + (1 + 2a + 2a^2)d1^152d2^199 + (1 + 1a + 4a^2)d1^153d2^199 + (2 + 1a + 3a^2)d1^154d2^199 + (3 + 4a + 0a^2)d1^155d2^199 + (0 + 2a + 2a^2)d1^156d2^199 + (2 + 0a + 0a^2)d1^157d2^199 + (1 + 0a + 4a^2)d1^158d2^199 + (2 + 0a + 2a^2)d1^159d2^199 + (0 + 2a + 2a^2)d1^160d2^199 + (1 + 4a + 2a^2)d1^161d2^199 + (0 + 2a + 0a^2)d1^162d2^199 + (3 + 3a + 0a^2)d1^163d2^199 + (4 + 4a + 0a^2)d1^164d2^199 + (0 + 0a + 2a^2)d1^165d2^199 + (3 + 1a + 3a^2)d1^166d2^199 + (0 + 3a + 2a^2)d1^167d2^199 + (4 + 0a + 4a^2)d1^168d2^199 + (4 + 3a + 2a^2)d1^169d2^199 + (0 + 2a + 1a^2)d1^170d2^199 + (0 + 0a + 4a^2)d1^171d2^199 + (1 + 4a + 2a^2)d1^172d2^199 + (0 + 0a + 1a^2)d1^173d2^199 + (3 + 3a + 2a^2)d1^174d2^199 + (3 + 1a + 2a^2)d1^175d2^199 + (4 + 0a + 0a^2)d1^176d2^199 + (1 + 2a + 3a^2)d1^177d2^199 + (3 + 2a + 3a^2)d1^178d2^199 + (0 + 3a + 3a^2)d1^179d2^199 + (4 + 1a + 1a^2)d1^180d2^199 + (4 + 3a + 1a^2)d1^181d2^199 + (0 + 4a + 0a^2)d1^182d2^199 + (4 + 1a + 3a^2)d1^183d2^199 + (0 + 1a + 4a^2)d1^184d2^199 + (2 + 0a + 4a^2)d1^185d2^199 + (4 + 2a + 1a^2)d1^186d2^199 + (2 + 3a + 3a^2)d1^187d2^199 + (4 + 4a + 1a^2)d1^188d2^199 + (1 + 1a + 4a^2)d1^189d2^199 + (4 + 4a + 4a^2)d1^190d2^199 + (4 + 0a + 2a^2)d1^191d2^199 + (1 + 2a + 4a^2)d1^192d2^199 + (4 + 4a + 2a^2)d1^193d2^199 + (2 + 3a + 2a^2)d1^194d2^199 + (4 + 0a + 2a^2)d1^195d2^199 + (3 + 2a + 0a^2)d1^196d2^199 + (1 + 1a + 1a^2)d1^197d2^199 + (1 + 0a + 0a^2)d1^198d2^199 + (3 + 4a + 1a^2)d1^199d2^199 + (1 + 0a + 2a^2)d1^200d2^199 + (0 + 2a + 3a^2)d1^201d2^199 + (2 + 1a + 0a^2)d1^202d2^199 + (3 + 2a + 2a^2)d1^203d2^199 + (0 + 3a + 2a^2)d1^204d2^199 + (0 + 4a + 4a^2)d1^205d2^199 + (3 + 3a + 4a^2)d1^206d2^199 + (4 + 1a + 2a^2)d1^207d2^199 + (4 + 3a + 4a^2)d1^208d2^199 + (3 + 0a + 2a^2)d1^209d2^199 + (4 + 0a + 2a^2)d1^210d2^199 + (1 + 1a + 2a^2)d1^211d2^199 + (0 + 4a + 2a^2)d1^212d2^199 + (2 + 2a + 3a^2)d1^213d2^199 + (3 + 1a + 4a^2)d1^214d2^199 + (1 + 2a + 4a^2)d1^215d2^199 + (3 + 2a + 4a^2)d1^216d2^199 + (3 + 1a + 2a^2)d1^217d2^199 + (0 + 3a + 1a^2)d1^218d2^199 + (0 + 2a + 0a^2)d1^219d2^199 + (4 + 2a + 3a^2)d1^220d2^199 + (3 + 3a + 0a^2)d1^221d2^199 + (3 + 1a + 2a^2)d1^222d2^199 + (4 + 1a + 1a^2)d1^223d2^199 + (3 + 4a + 3a^2)d1^224d2^199 + (0 + 2a + 0a^2)d1^225d2^199 + (2 + 3a + 3a^2)d1^226d2^199 + (0 + 2a + 1a^2)d1^227d2^199 + (3 + 4a + 1a^2)d1^228d2^199 + (1 + 2a + 2a^2)d1^229d2^199 + (2 + 3a + 3a^2)d1^230d2^199 + (2 + 4a + 4a^2)d1^231d2^199 + (2 + 0a + 3a^2)d1^232d2^199 + (2 + 2a + 1a^2)d1^233d2^199 + (0 + 2a + 3a^2)d1^234d2^199 + (0 + 1a + 3a^2)d1^235d2^199 + (1 + 0a + 4a^2)d1^236d2^199 + (3 + 4a + 1a^2)d1^237d2^199 + (4 + 4a + 2a^2)d1^238d2^199 + (1 + 1a + 3a^2)d1^239d2^199 + (4 + 2a + 3a^2)d1^240d2^199 + (1 + 0a + 2a^2)d1^241d2^199 + (4 + 0a + 0a^2)d1^242d2^199 + (3 + 3a + 2a^2)d1^243d2^199 + (0 + 2a + 4a^2)d1^244d2^199 + (3 + 1a + 4a^2)d1^245d2^199 + (1 + 1a + 2a^2)d1^246d2^199 + (0 + 4a + 2a^2)d1^247d2^199 + (4 + 1a + 3a^2)d1^248d2^199 + (4 + 0a + 2a^2)d1^249d2^199 + (0 + 3a + 4a^2)d1^250d2^199 + (4 + 4a + 2a^2)d1^251d2^199 + (2 + 0a + 4a^2)d1^252d2^199 + (3 + 3a + 0a^2)d1^254d2^199 + (0 + 1a + 0a^2)d1^255d2^199 + (0 + 4a + 4a^2)d1^256d2^199 + (4 + 3a + 1a^2)d1^257d2^199 + (1 + 3a + 4a^2)d1^258d2^199 + (1 + 4a + 1a^2)d1^259d2^199 + (2 + 2a + 4a^2)d1^260d2^199 + (0 + 0a + 1a^2)d1^261d2^199 + (4 + 4a + 4a^2)d1^262d2^199 + (1 + 2a + 2a^2)d1^263d2^199 + (1 + 2a + 2a^2)d1^264d2^199 + (0 + 0a + 2a^2)d1^265d2^199 + (2 + 1a + 0a^2)d1^266d2^199 + (4 + 4a + 0a^2)d1^267d2^199 + (4 + 2a + 0a^2)d1^268d2^199 + (1 + 0a + 3a^2)d1^269d2^199 + (4 + 1a + 0a^2)d1^270d2^199 + (0 + 4a + 4a^2)d1^271d2^199 + (0 + 3a + 1a^2)d1^272d2^199 + (0 + 3a + 3a^2)d1^273d2^199 + (2 + 1a + 1a^2)d1^274d2^199 + (0 + 2a + 0a^2)d1^275d2^199 + (1 + 0a + 3a^2)d1^276d2^199 + (4 + 0a + 0a^2)d1^277d2^199 + (3 + 2a + 1a^2)d1^278d2^199 + (0 + 3a + 0a^2)d1^279d2^199 + (4 + 4a + 4a^2)d1^280d2^199 + (0 + 1a + 4a^2)d1^281d2^199 + (3 + 4a + 4a^2)d1^282d2^199 + (0 + 3a + 0a^2)d1^283d2^199 + (0 + 0a + 1a^2)d1^284d2^199 + (4 + 2a + 4a^2)d1^285d2^199 + (3 + 2a + 4a^2)d1^286d2^199 + (2 + 3a + 1a^2)d1^287d2^199 + (1 + 0a + 4a^2)d1^288d2^199 + (1 + 2a + 4a^2)d1^289d2^199 + (2 + 3a + 2a^2)d1^290d2^199 + (3 + 3a + 4a^2)d1^291d2^199 + (1 + 2a + 0a^2)d1^292d2^199 + (3 + 1a + 0a^2)d1^293d2^199 + (1 + 2a + 4a^2)d2^200 + (0 + 2a + 3a^2)d1^1d2^200 + (4 + 2a + 1a^2)d1^2d2^200 + (2 + 0a + 0a^2)d1^3d2^200 + (2 + 1a + 1a^2)d1^4d2^200 + (4 + 3a + 2a^2)d1^5d2^200 + (1 + 3a + 3a^2)d1^6d2^200 + (0 + 2a + 0a^2)d1^7d2^200 + (1 + 2a + 2a^2)d1^8d2^200 + (2 + 2a + 4a^2)d1^9d2^200 + (4 + 3a + 0a^2)d1^10d2^200 + (0 + 4a + 0a^2)d1^11d2^200 + (3 + 0a + 4a^2)d1^12d2^200 + (4 + 2a + 2a^2)d1^13d2^200 + (4 + 0a + 4a^2)d1^14d2^200 + (4 + 3a + 3a^2)d1^15d2^200 + (1 + 1a + 3a^2)d1^16d2^200 + (1 + 0a + 1a^2)d1^17d2^200 + (3 + 0a + 1a^2)d1^18d2^200 + (4 + 4a + 3a^2)d1^19d2^200 + (1 + 2a + 2a^2)d1^20d2^200 + (2 + 3a + 0a^2)d1^21d2^200 + (1 + 3a + 0a^2)d1^22d2^200 + (2 + 1a + 1a^2)d1^23d2^200 + (4 + 2a + 4a^2)d1^24d2^200 + (1 + 2a + 2a^2)d1^25d2^200 + (4 + 4a + 0a^2)d1^26d2^200 + (4 + 1a + 4a^2)d1^27d2^200 + (1 + 0a + 0a^2)d1^28d2^200 + (3 + 4a + 2a^2)d1^29d2^200 + (4 + 3a + 0a^2)d1^30d2^200 + (4 + 4a + 1a^2)d1^31d2^200 + (2 + 4a + 2a^2)d1^32d2^200 + (3 + 3a + 1a^2)d1^33d2^200 + (1 + 1a + 2a^2)d1^34d2^200 + (1 + 2a + 2a^2)d1^35d2^200 + (0 + 1a + 3a^2)d1^36d2^200 + (2 + 0a + 0a^2)d1^37d2^200 + (2 + 4a + 2a^2)d1^38d2^200 + (3 + 0a + 0a^2)d1^39d2^200 + (0 + 3a + 2a^2)d1^40d2^200 + (1 + 0a + 0a^2)d1^41d2^200 + (3 + 0a + 1a^2)d1^42d2^200 + (3 + 1a + 4a^2)d1^43d2^200 + (4 + 4a + 4a^2)d1^44d2^200 + (2 + 1a + 2a^2)d1^45d2^200 + (0 + 3a + 1a^2)d1^46d2^200 + (4 + 2a + 1a^2)d1^47d2^200 + (2 + 0a + 1a^2)d1^48d2^200 + (3 + 4a + 1a^2)d1^49d2^200 + (1 + 0a + 4a^2)d1^50d2^200 + (0 + 0a + 1a^2)d1^51d2^200 + (3 + 2a + 1a^2)d1^52d2^200 + (1 + 1a + 0a^2)d1^53d2^200 + (3 + 0a + 3a^2)d1^54d2^200 + (4 + 0a + 4a^2)d1^55d2^200 + (1 + 4a + 4a^2)d1^56d2^200 + (0 + 3a + 0a^2)d1^57d2^200 + (0 + 3a + 4a^2)d1^58d2^200 + (3 + 4a + 4a^2)d1^59d2^200 + (2 + 2a + 0a^2)d1^60d2^200 + (3 + 4a + 3a^2)d1^61d2^200 + (2 + 3a + 1a^2)d1^62d2^200 + (2 + 0a + 1a^2)d1^63d2^200 + (4 + 0a + 2a^2)d1^64d2^200 + (4 + 0a + 0a^2)d1^65d2^200 + (1 + 0a + 2a^2)d1^66d2^200 + (4 + 4a + 3a^2)d1^67d2^200 + (2 + 3a + 2a^2)d1^68d2^200 + (0 + 4a + 4a^2)d1^69d2^200 + (0 + 3a + 1a^2)d1^70d2^200 + (0 + 1a + 3a^2)d1^71d2^200 + (2 + 4a + 4a^2)d1^72d2^200 + (2 + 3a + 1a^2)d1^73d2^200 + (3 + 0a + 1a^2)d1^74d2^200 + (4 + 3a + 1a^2)d1^75d2^200 + (4 + 2a + 0a^2)d1^76d2^200 + (2 + 3a + 0a^2)d1^77d2^200 + (1 + 3a + 1a^2)d1^78d2^200 + (4 + 3a + 4a^2)d1^79d2^200 + (3 + 1a + 2a^2)d1^80d2^200 + (2 + 1a + 4a^2)d1^81d2^200 + (0 + 0a + 1a^2)d1^82d2^200 + (3 + 2a + 2a^2)d1^83d2^200 + (1 + 3a + 1a^2)d1^84d2^200 + (0 + 4a + 1a^2)d1^85d2^200 + (0 + 3a + 1a^2)d1^86d2^200 + (4 + 2a + 3a^2)d1^87d2^200 + (4 + 1a + 3a^2)d1^88d2^200 + (2 + 4a + 1a^2)d1^89d2^200 + (0 + 3a + 0a^2)d1^90d2^200 + (1 + 1a + 2a^2)d1^91d2^200 + (1 + 3a + 4a^2)d1^92d2^200 + (4 + 4a + 3a^2)d1^93d2^200 + (1 + 2a + 3a^2)d1^94d2^200 + (1 + 4a + 1a^2)d1^95d2^200 + (2 + 3a + 2a^2)d1^96d2^200 + (0 + 4a + 0a^2)d1^97d2^200 + (0 + 3a + 1a^2)d1^98d2^200 + (3 + 0a + 1a^2)d1^99d2^200 + (4 + 1a + 2a^2)d1^100d2^200 + (2 + 3a + 1a^2)d1^101d2^200 + (4 + 0a + 3a^2)d1^102d2^200 + (3 + 3a + 4a^2)d1^103d2^200 + (0 + 1a + 4a^2)d1^104d2^200 + (3 + 0a + 3a^2)d1^105d2^200 + (0 + 1a + 3a^2)d1^106d2^200 + (2 + 0a + 0a^2)d1^107d2^200 + (2 + 4a + 2a^2)d1^108d2^200 + (4 + 0a + 3a^2)d1^109d2^200 + (3 + 4a + 3a^2)d1^110d2^200 + (2 + 2a + 2a^2)d1^111d2^200 + (4 + 3a + 0a^2)d1^112d2^200 + (3 + 0a + 0a^2)d1^113d2^200 + (3 + 4a + 4a^2)d1^114d2^200 + (1 + 4a + 2a^2)d1^115d2^200 + (1 + 0a + 4a^2)d1^116d2^200 + (0 + 4a + 4a^2)d1^117d2^200 + (2 + 3a + 2a^2)d1^118d2^200 + (2 + 1a + 4a^2)d1^119d2^200 + (0 + 0a + 2a^2)d1^120d2^200 + (3 + 2a + 4a^2)d1^121d2^200 + (3 + 2a + 0a^2)d1^122d2^200 + (0 + 1a + 4a^2)d1^123d2^200 + (2 + 1a + 4a^2)d1^124d2^200 + (3 + 2a + 4a^2)d1^125d2^200 + (4 + 0a + 0a^2)d1^126d2^200 + (0 + 3a + 3a^2)d1^127d2^200 + (2 + 3a + 2a^2)d1^128d2^200 + (0 + 3a + 0a^2)d1^129d2^200 + (1 + 4a + 3a^2)d1^130d2^200 + (2 + 2a + 0a^2)d1^131d2^200 + (3 + 4a + 3a^2)d1^132d2^200 + (2 + 0a + 0a^2)d1^133d2^200 + (0 + 1a + 3a^2)d1^134d2^200 + (2 + 4a + 1a^2)d1^135d2^200 + (1 + 1a + 2a^2)d1^136d2^200 + (1 + 1a + 2a^2)d1^137d2^200 + (0 + 0a + 2a^2)d1^138d2^200 + (3 + 3a + 2a^2)d1^139d2^200 + (0 + 4a + 0a^2)d1^140d2^200 + (3 + 3a + 0a^2)d1^141d2^200 + (1 + 4a + 3a^2)d1^142d2^200 + (4 + 1a + 2a^2)d1^143d2^200 + (4 + 0a + 3a^2)d1^144d2^200 + (0 + 2a + 4a^2)d1^145d2^200 + (4 + 2a + 1a^2)d1^146d2^200 + (3 + 4a + 2a^2)d1^147d2^200 + (0 + 3a + 0a^2)d1^148d2^200 + (0 + 2a + 0a^2)d1^149d2^200 + (4 + 1a + 4a^2)d1^150d2^200 + (0 + 4a + 0a^2)d1^151d2^200 + (0 + 1a + 0a^2)d1^152d2^200 + (1 + 0a + 0a^2)d1^153d2^200 + (3 + 3a + 2a^2)d1^154d2^200 + (1 + 1a + 0a^2)d1^155d2^200 + (3 + 0a + 0a^2)d1^156d2^200 + (1 + 0a + 0a^2)d1^157d2^200 + (2 + 1a + 3a^2)d1^158d2^200 + (4 + 4a + 0a^2)d1^159d2^200 + (4 + 0a + 1a^2)d1^160d2^200 + (1 + 4a + 3a^2)d1^161d2^200 + (1 + 3a + 4a^2)d1^162d2^200 + (0 + 3a + 3a^2)d1^163d2^200 + (3 + 4a + 4a^2)d1^164d2^200 + (4 + 2a + 1a^2)d1^165d2^200 + (3 + 3a + 4a^2)d1^166d2^200 + (2 + 2a + 0a^2)d1^167d2^200 + (2 + 2a + 4a^2)d1^168d2^200 + (1 + 1a + 2a^2)d1^169d2^200 + (3 + 1a + 1a^2)d1^171d2^200 + (3 + 0a + 1a^2)d1^172d2^200 + (3 + 4a + 4a^2)d1^173d2^200 + (3 + 3a + 4a^2)d1^174d2^200 + (2 + 4a + 3a^2)d1^175d2^200 + (1 + 2a + 4a^2)d1^176d2^200 + (1 + 2a + 0a^2)d1^177d2^200 + (0 + 1a + 0a^2)d1^178d2^200 + (0 + 1a + 0a^2)d1^179d2^200 + (2 + 4a + 3a^2)d1^180d2^200 + (1 + 2a + 2a^2)d1^181d2^200 + (0 + 3a + 3a^2)d1^182d2^200 + (1 + 1a + 0a^2)d1^184d2^200 + (3 + 4a + 1a^2)d1^185d2^200 + (2 + 3a + 1a^2)d1^186d2^200 + (0 + 3a + 0a^2)d1^187d2^200 + (0 + 1a + 0a^2)d1^188d2^200 + (2 + 0a + 2a^2)d1^189d2^200 + (1 + 4a + 1a^2)d1^190d2^200 + (3 + 4a + 1a^2)d1^191d2^200 + (4 + 2a + 1a^2)d1^192d2^200 + (2 + 2a + 3a^2)d1^193d2^200 + (4 + 3a + 0a^2)d1^194d2^200 + (0 + 4a + 4a^2)d1^195d2^200 + (1 + 4a + 0a^2)d1^196d2^200 + (2 + 3a + 0a^2)d1^197d2^200 + (1 + 2a + 2a^2)d1^198d2^200 + (4 + 4a + 3a^2)d1^199d2^200 + (3 + 0a + 1a^2)d1^200d2^200 + (0 + 3a + 3a^2)d1^201d2^200 + (0 + 3a + 0a^2)d1^202d2^200 + (2 + 2a + 2a^2)d1^203d2^200 + (0 + 3a + 2a^2)d1^204d2^200 + (3 + 3a + 1a^2)d1^205d2^200 + (2 + 4a + 3a^2)d1^206d2^200 + (4 + 0a + 1a^2)d1^207d2^200 + (3 + 0a + 3a^2)d1^208d2^200 + (3 + 2a + 1a^2)d1^209d2^200 + (3 + 1a + 2a^2)d1^210d2^200 + (1 + 1a + 3a^2)d1^211d2^200 + (3 + 0a + 0a^2)d1^212d2^200 + (3 + 2a + 2a^2)d1^213d2^200 + (1 + 3a + 3a^2)d1^214d2^200 + (1 + 2a + 4a^2)d1^215d2^200 + (0 + 1a + 2a^2)d1^216d2^200 + (3 + 1a + 3a^2)d1^217d2^200 + (4 + 4a + 2a^2)d1^218d2^200 + (3 + 1a + 0a^2)d1^219d2^200 + (1 + 0a + 0a^2)d1^220d2^200 + (1 + 1a + 1a^2)d1^221d2^200 + (3 + 4a + 3a^2)d1^222d2^200 + (0 + 3a + 1a^2)d1^223d2^200 + (1 + 4a + 3a^2)d1^224d2^200 + (0 + 0a + 1a^2)d1^225d2^200 + (3 + 1a + 3a^2)d1^226d2^200 + (0 + 0a + 2a^2)d1^227d2^200 + (4 + 4a + 3a^2)d1^228d2^200 + (0 + 4a + 1a^2)d1^229d2^200 + (3 + 0a + 2a^2)d1^230d2^200 + (0 + 4a + 4a^2)d1^231d2^200 + (4 + 1a + 3a^2)d1^232d2^200 + (1 + 3a + 0a^2)d1^233d2^200 + (1 + 3a + 2a^2)d1^234d2^200 + (0 + 4a + 1a^2)d1^235d2^200 + (1 + 0a + 2a^2)d1^236d2^200 + (1 + 0a + 1a^2)d1^237d2^200 + (4 + 4a + 3a^2)d1^238d2^200 + (3 + 0a + 2a^2)d1^239d2^200 + (0 + 4a + 1a^2)d1^240d2^200 + (1 + 1a + 4a^2)d1^241d2^200 + (4 + 2a + 2a^2)d1^242d2^200 + (0 + 2a + 0a^2)d1^243d2^200 + (3 + 4a + 0a^2)d1^244d2^200 + (0 + 2a + 1a^2)d1^245d2^200 + (3 + 3a + 0a^2)d1^246d2^200 + (0 + 4a + 3a^2)d1^247d2^200 + (3 + 3a + 2a^2)d1^248d2^200 + (1 + 2a + 3a^2)d1^249d2^200 + (3 + 1a + 4a^2)d1^250d2^200 + (4 + 0a + 1a^2)d1^251d2^200 + (2 + 4a + 2a^2)d1^252d2^200 + (3 + 1a + 4a^2)d1^253d2^200 + (4 + 0a + 2a^2)d1^254d2^200 + (4 + 0a + 0a^2)d1^255d2^200 + (4 + 2a + 0a^2)d1^256d2^200 + (0 + 3a + 2a^2)d1^257d2^200 + (4 + 0a + 4a^2)d1^258d2^200 + (1 + 4a + 1a^2)d1^259d2^200 + (4 + 3a + 0a^2)d1^260d2^200 + (2 + 4a + 4a^2)d1^261d2^200 + (1 + 4a + 3a^2)d1^262d2^200 + (0 + 2a + 2a^2)d1^263d2^200 + (3 + 3a + 4a^2)d1^264d2^200 + (1 + 3a + 2a^2)d1^265d2^200 + (2 + 3a + 0a^2)d1^266d2^200 + (4 + 0a + 4a^2)d1^267d2^200 + (3 + 0a + 4a^2)d1^268d2^200 + (1 + 1a + 4a^2)d1^269d2^200 + (1 + 3a + 1a^2)d1^270d2^200 + (2 + 2a + 4a^2)d1^271d2^200 + (3 + 3a + 1a^2)d1^272d2^200 + (1 + 3a + 3a^2)d1^273d2^200 + (1 + 3a + 0a^2)d1^274d2^200 + (2 + 4a + 3a^2)d1^275d2^200 + (3 + 4a + 0a^2)d1^276d2^200 + (0 + 1a + 3a^2)d1^277d2^200 + (0 + 1a + 4a^2)d1^278d2^200 + (2 + 1a + 4a^2)d1^279d2^200 + (1 + 3a + 2a^2)d1^280d2^200 + (2 + 4a + 2a^2)d1^281d2^200 + (3 + 4a + 2a^2)d1^282d2^200 + (3 + 1a + 1a^2)d1^283d2^200 + (3 + 3a + 3a^2)d1^284d2^200 + (0 + 3a + 0a^2)d1^285d2^200 + (2 + 4a + 4a^2)d1^286d2^200 + (1 + 0a + 2a^2)d1^287d2^200 + (0 + 4a + 0a^2)d1^288d2^200 + (3 + 2a + 1a^2)d1^289d2^200 + (2 + 2a + 4a^2)d1^290d2^200 + (0 + 2a + 4a^2)d1^291d2^200 + (2 + 4a + 0a^2)d1^292d2^200 + (1 + 3a + 4a^2)d1^293d2^200 + (1 + 3a + 2a^2)d2^201 + (4 + 1a + 2a^2)d1^1d2^201 + (4 + 1a + 4a^2)d1^2d2^201 + (3 + 3a + 2a^2)d1^3d2^201 + (4 + 2a + 1a^2)d1^4d2^201 + (3 + 3a + 0a^2)d1^5d2^201 + (2 + 4a + 0a^2)d1^6d2^201 + (1 + 3a + 2a^2)d1^7d2^201 + (0 + 2a + 2a^2)d1^8d2^201 + (1 + 1a + 3a^2)d1^9d2^201 + (3 + 0a + 4a^2)d1^10d2^201 + (2 + 3a + 0a^2)d1^11d2^201 + (4 + 4a + 3a^2)d1^12d2^201 + (4 + 1a + 1a^2)d1^13d2^201 + (3 + 3a + 3a^2)d1^14d2^201 + (1 + 1a + 1a^2)d1^15d2^201 + (4 + 3a + 1a^2)d1^16d2^201 + (1 + 4a + 0a^2)d1^17d2^201 + (2 + 3a + 3a^2)d1^18d2^201 + (3 + 4a + 3a^2)d1^19d2^201 + (0 + 4a + 3a^2)d1^20d2^201 + (2 + 2a + 3a^2)d1^21d2^201 + (2 + 4a + 2a^2)d1^22d2^201 + (4 + 0a + 3a^2)d1^23d2^201 + (3 + 2a + 2a^2)d1^24d2^201 + (4 + 3a + 2a^2)d1^25d2^201 + (3 + 1a + 3a^2)d1^26d2^201 + (4 + 4a + 4a^2)d1^27d2^201 + (4 + 4a + 2a^2)d1^28d2^201 + (3 + 3a + 1a^2)d1^29d2^201 + (2 + 2a + 4a^2)d1^30d2^201 + (3 + 4a + 2a^2)d1^31d2^201 + (3 + 1a + 3a^2)d1^32d2^201 + (4 + 4a + 0a^2)d1^33d2^201 + (2 + 2a + 4a^2)d1^34d2^201 + (0 + 2a + 4a^2)d1^35d2^201 + (4 + 2a + 4a^2)d1^36d2^201 + (2 + 0a + 4a^2)d1^37d2^201 + (2 + 0a + 1a^2)d1^38d2^201 + (3 + 0a + 2a^2)d1^39d2^201 + (2 + 0a + 0a^2)d1^40d2^201 + (4 + 1a + 1a^2)d1^41d2^201 + (0 + 2a + 2a^2)d1^42d2^201 + (4 + 1a + 1a^2)d1^43d2^201 + (1 + 4a + 2a^2)d1^44d2^201 + (4 + 1a + 0a^2)d1^45d2^201 + (0 + 1a + 4a^2)d1^46d2^201 + (0 + 4a + 1a^2)d1^47d2^201 + (2 + 0a + 1a^2)d1^48d2^201 + (4 + 1a + 0a^2)d1^49d2^201 + (4 + 3a + 1a^2)d1^50d2^201 + (1 + 2a + 3a^2)d1^51d2^201 + (2 + 2a + 3a^2)d1^52d2^201 + (4 + 4a + 0a^2)d1^53d2^201 + (4 + 1a + 3a^2)d1^54d2^201 + (4 + 3a + 1a^2)d1^55d2^201 + (2 + 0a + 3a^2)d1^56d2^201 + (2 + 4a + 2a^2)d1^57d2^201 + (4 + 4a + 1a^2)d1^58d2^201 + (3 + 4a + 4a^2)d1^59d2^201 + (0 + 3a + 2a^2)d1^60d2^201 + (1 + 4a + 4a^2)d1^61d2^201 + (2 + 1a + 1a^2)d1^62d2^201 + (3 + 2a + 3a^2)d1^63d2^201 + (3 + 4a + 4a^2)d1^64d2^201 + (1 + 2a + 0a^2)d1^65d2^201 + (4 + 2a + 4a^2)d1^66d2^201 + (0 + 2a + 0a^2)d1^67d2^201 + (4 + 4a + 3a^2)d1^68d2^201 + (1 + 2a + 1a^2)d1^69d2^201 + (4 + 1a + 4a^2)d1^70d2^201 + (1 + 1a + 3a^2)d1^72d2^201 + (1 + 2a + 2a^2)d1^73d2^201 + (3 + 1a + 3a^2)d1^74d2^201 + (0 + 2a + 0a^2)d1^75d2^201 + (0 + 1a + 1a^2)d1^76d2^201 + (3 + 3a + 1a^2)d1^77d2^201 + (1 + 1a + 4a^2)d1^78d2^201 + (4 + 1a + 1a^2)d1^79d2^201 + (4 + 3a + 1a^2)d1^80d2^201 + (4 + 1a + 0a^2)d1^81d2^201 + (4 + 1a + 1a^2)d1^82d2^201 + (4 + 4a + 4a^2)d1^83d2^201 + (3 + 1a + 1a^2)d1^84d2^201 + (0 + 1a + 4a^2)d1^85d2^201 + (1 + 2a + 3a^2)d1^86d2^201 + (4 + 0a + 2a^2)d1^87d2^201 + (2 + 0a + 4a^2)d1^88d2^201 + (4 + 1a + 0a^2)d1^89d2^201 + (1 + 4a + 4a^2)d1^90d2^201 + (0 + 4a + 2a^2)d1^91d2^201 + (3 + 3a + 1a^2)d1^92d2^201 + (1 + 0a + 0a^2)d1^93d2^201 + (4 + 3a + 0a^2)d1^94d2^201 + (4 + 2a + 0a^2)d1^95d2^201 + (0 + 4a + 1a^2)d1^96d2^201 + (2 + 4a + 1a^2)d1^97d2^201 + (0 + 2a + 4a^2)d1^98d2^201 + (1 + 0a + 0a^2)d1^99d2^201 + (1 + 2a + 3a^2)d1^100d2^201 + (1 + 4a + 2a^2)d1^101d2^201 + (2 + 4a + 0a^2)d1^102d2^201 + (4 + 4a + 3a^2)d1^103d2^201 + (3 + 2a + 4a^2)d1^104d2^201 + (2 + 0a + 2a^2)d1^105d2^201 + (0 + 2a + 0a^2)d1^106d2^201 + (4 + 1a + 1a^2)d1^107d2^201 + (1 + 3a + 1a^2)d1^108d2^201 + (0 + 3a + 3a^2)d1^109d2^201 + (2 + 3a + 0a^2)d1^110d2^201 + (2 + 2a + 2a^2)d1^111d2^201 + (1 + 4a + 3a^2)d1^112d2^201 + (0 + 2a + 4a^2)d1^113d2^201 + (2 + 2a + 3a^2)d1^114d2^201 + (2 + 3a + 1a^2)d1^115d2^201 + (0 + 1a + 1a^2)d1^116d2^201 + (3 + 0a + 3a^2)d1^117d2^201 + (2 + 1a + 1a^2)d1^118d2^201 + (0 + 4a + 4a^2)d1^119d2^201 + (2 + 4a + 3a^2)d1^120d2^201 + (4 + 2a + 4a^2)d1^121d2^201 + (0 + 1a + 2a^2)d1^122d2^201 + (3 + 4a + 0a^2)d1^123d2^201 + (0 + 2a + 2a^2)d1^124d2^201 + (0 + 1a + 4a^2)d1^125d2^201 + (3 + 1a + 1a^2)d1^126d2^201 + (2 + 4a + 3a^2)d1^127d2^201 + (4 + 3a + 0a^2)d1^128d2^201 + (1 + 4a + 0a^2)d1^129d2^201 + (4 + 3a + 2a^2)d1^130d2^201 + (3 + 1a + 0a^2)d1^131d2^201 + (2 + 2a + 0a^2)d1^132d2^201 + (1 + 0a + 4a^2)d1^133d2^201 + (1 + 1a + 1a^2)d1^134d2^201 + (2 + 2a + 3a^2)d1^135d2^201 + (4 + 4a + 1a^2)d1^136d2^201 + (0 + 3a + 2a^2)d1^137d2^201 + (3 + 4a + 4a^2)d1^138d2^201 + (4 + 1a + 3a^2)d1^140d2^201 + (0 + 2a + 3a^2)d1^141d2^201 + (0 + 0a + 4a^2)d1^142d2^201 + (1 + 4a + 1a^2)d1^143d2^201 + (4 + 4a + 1a^2)d1^144d2^201 + (4 + 1a + 0a^2)d1^145d2^201 + (4 + 1a + 0a^2)d1^146d2^201 + (3 + 0a + 1a^2)d1^147d2^201 + (3 + 2a + 1a^2)d1^148d2^201 + (4 + 1a + 4a^2)d1^149d2^201 + (1 + 0a + 0a^2)d1^150d2^201 + (3 + 0a + 2a^2)d1^151d2^201 + (4 + 3a + 4a^2)d1^152d2^201 + (1 + 1a + 1a^2)d1^153d2^201 + (2 + 0a + 1a^2)d1^154d2^201 + (4 + 1a + 0a^2)d1^155d2^201 + (2 + 2a + 3a^2)d1^156d2^201 + (2 + 2a + 0a^2)d1^157d2^201 + (0 + 2a + 1a^2)d1^158d2^201 + (4 + 1a + 3a^2)d1^159d2^201 + (2 + 1a + 2a^2)d1^160d2^201 + (0 + 4a + 3a^2)d1^161d2^201 + (4 + 4a + 2a^2)d1^162d2^201 + (2 + 3a + 0a^2)d1^163d2^201 + (2 + 3a + 0a^2)d1^164d2^201 + (3 + 3a + 2a^2)d1^165d2^201 + (4 + 1a + 3a^2)d1^166d2^201 + (0 + 4a + 2a^2)d1^167d2^201 + (2 + 3a + 0a^2)d1^168d2^201 + (4 + 4a + 2a^2)d1^169d2^201 + (0 + 0a + 2a^2)d1^170d2^201 + (1 + 0a + 2a^2)d1^171d2^201 + (3 + 4a + 4a^2)d1^172d2^201 + (0 + 1a + 1a^2)d1^173d2^201 + (3 + 2a + 4a^2)d1^174d2^201 + (2 + 2a + 0a^2)d1^175d2^201 + (0 + 2a + 2a^2)d1^176d2^201 + (1 + 3a + 3a^2)d1^177d2^201 + (3 + 4a + 4a^2)d1^178d2^201 + (3 + 3a + 2a^2)d1^179d2^201 + (2 + 4a + 1a^2)d1^180d2^201 + (3 + 4a + 2a^2)d1^181d2^201 + (0 + 4a + 2a^2)d1^182d2^201 + (2 + 4a + 3a^2)d1^183d2^201 + (0 + 4a + 3a^2)d1^184d2^201 + (4 + 3a + 3a^2)d1^185d2^201 + (3 + 3a + 3a^2)d1^186d2^201 + (4 + 1a + 2a^2)d1^187d2^201 + (2 + 4a + 2a^2)d1^188d2^201 + (1 + 4a + 0a^2)d1^189d2^201 + (3 + 3a + 2a^2)d1^190d2^201 + (1 + 3a + 4a^2)d1^191d2^201 + (2 + 2a + 0a^2)d1^192d2^201 + (1 + 3a + 2a^2)d1^193d2^201 + (1 + 0a + 4a^2)d1^194d2^201 + (3 + 4a + 3a^2)d1^195d2^201 + (1 + 1a + 0a^2)d1^196d2^201 + (1 + 2a + 3a^2)d1^197d2^201 + (3 + 2a + 4a^2)d1^198d2^201 + (3 + 1a + 4a^2)d1^199d2^201 + (1 + 4a + 4a^2)d1^200d2^201 + (2 + 3a + 3a^2)d1^201d2^201 + (2 + 1a + 2a^2)d1^202d2^201 + (2 + 2a + 3a^2)d1^203d2^201 + (2 + 0a + 3a^2)d1^204d2^201 + (1 + 2a + 0a^2)d1^205d2^201 + (2 + 3a + 2a^2)d1^206d2^201 + (2 + 3a + 4a^2)d1^207d2^201 + (4 + 0a + 1a^2)d1^208d2^201 + (0 + 2a + 1a^2)d1^209d2^201 + (3 + 0a + 0a^2)d1^210d2^201 + (0 + 4a + 0a^2)d1^211d2^201 + (1 + 2a + 0a^2)d1^212d2^201 + (3 + 2a + 4a^2)d1^213d2^201 + (3 + 0a + 0a^2)d1^214d2^201 + (3 + 4a + 4a^2)d1^215d2^201 + (0 + 4a + 4a^2)d1^216d2^201 + (4 + 3a + 0a^2)d1^217d2^201 + (2 + 1a + 0a^2)d1^218d2^201 + (4 + 0a + 3a^2)d1^219d2^201 + (0 + 2a + 4a^2)d1^220d2^201 + (4 + 3a + 2a^2)d1^221d2^201 + (3 + 2a + 3a^2)d1^222d2^201 + (0 + 1a + 0a^2)d1^223d2^201 + (1 + 2a + 2a^2)d1^224d2^201 + (3 + 3a + 2a^2)d1^225d2^201 + (1 + 1a + 4a^2)d1^226d2^201 + (1 + 1a + 0a^2)d1^227d2^201 + (2 + 3a + 0a^2)d1^228d2^201 + (0 + 3a + 0a^2)d1^229d2^201 + (1 + 1a + 1a^2)d1^230d2^201 + (2 + 0a + 1a^2)d1^231d2^201 + (0 + 1a + 1a^2)d1^232d2^201 + (3 + 1a + 3a^2)d1^233d2^201 + (0 + 0a + 3a^2)d1^234d2^201 + (1 + 3a + 4a^2)d1^235d2^201 + (3 + 4a + 3a^2)d1^236d2^201 + (1 + 2a + 0a^2)d1^237d2^201 + (4 + 3a + 4a^2)d1^238d2^201 + (1 + 4a + 1a^2)d1^239d2^201 + (1 + 1a + 2a^2)d1^240d2^201 + (3 + 1a + 0a^2)d1^241d2^201 + (3 + 2a + 1a^2)d1^242d2^201 + (0 + 2a + 0a^2)d1^243d2^201 + (1 + 0a + 4a^2)d1^244d2^201 + (2 + 1a + 3a^2)d1^245d2^201 + (2 + 2a + 1a^2)d1^246d2^201 + (2 + 3a + 1a^2)d1^247d2^201 + (2 + 1a + 0a^2)d1^248d2^201 + (2 + 4a + 4a^2)d1^249d2^201 + (3 + 4a + 4a^2)d1^250d2^201 + (3 + 0a + 4a^2)d1^251d2^201 + (1 + 2a + 0a^2)d1^252d2^201 + (0 + 0a + 3a^2)d1^253d2^201 + (4 + 1a + 3a^2)d1^254d2^201 + (2 + 1a + 2a^2)d1^255d2^201 + (1 + 0a + 0a^2)d1^256d2^201 + (3 + 1a + 2a^2)d1^257d2^201 + (0 + 3a + 1a^2)d1^258d2^201 + (3 + 1a + 4a^2)d1^259d2^201 + (3 + 4a + 0a^2)d1^260d2^201 + (1 + 2a + 4a^2)d1^261d2^201 + (1 + 3a + 2a^2)d1^262d2^201 + (1 + 3a + 0a^2)d1^263d2^201 + (4 + 1a + 4a^2)d1^264d2^201 + (0 + 0a + 4a^2)d1^265d2^201 + (3 + 3a + 4a^2)d1^266d2^201 + (1 + 0a + 1a^2)d1^267d2^201 + (2 + 4a + 1a^2)d1^268d2^201 + (4 + 2a + 0a^2)d1^269d2^201 + (0 + 2a + 3a^2)d1^270d2^201 + (3 + 3a + 0a^2)d1^271d2^201 + (4 + 1a + 3a^2)d1^272d2^201 + (4 + 3a + 0a^2)d1^273d2^201 + (1 + 0a + 2a^2)d1^274d2^201 + (4 + 1a + 3a^2)d1^275d2^201 + (0 + 0a + 3a^2)d1^276d2^201 + (1 + 0a + 2a^2)d1^277d2^201 + (4 + 0a + 3a^2)d1^278d2^201 + (3 + 1a + 0a^2)d1^279d2^201 + (2 + 0a + 2a^2)d1^280d2^201 + (4 + 4a + 3a^2)d1^281d2^201 + (4 + 2a + 3a^2)d1^282d2^201 + (3 + 3a + 0a^2)d1^283d2^201 + (2 + 3a + 1a^2)d1^284d2^201 + (1 + 3a + 0a^2)d1^285d2^201 + (1 + 0a + 1a^2)d1^286d2^201 + (2 + 2a + 4a^2)d1^287d2^201 + (3 + 3a + 3a^2)d1^288d2^201 + (4 + 4a + 4a^2)d1^289d2^201 + (1 + 3a + 3a^2)d1^290d2^201 + (3 + 3a + 4a^2)d1^291d2^201 + (1 + 3a + 4a^2)d1^292d2^201 + (3 + 2a + 0a^2)d1^293d2^201 + (4 + 2a + 3a^2)d2^202 + (0 + 4a + 1a^2)d1^1d2^202 + (0 + 1a + 4a^2)d1^2d2^202 + (4 + 3a + 2a^2)d1^3d2^202 + (4 + 1a + 1a^2)d1^4d2^202 + (3 + 0a + 3a^2)d1^5d2^202 + (0 + 3a + 3a^2)d1^6d2^202 + (3 + 1a + 0a^2)d1^7d2^202 + (3 + 4a + 1a^2)d1^8d2^202 + (0 + 0a + 4a^2)d1^9d2^202 + (1 + 2a + 4a^2)d1^10d2^202 + (3 + 2a + 0a^2)d1^11d2^202 + (0 + 3a + 0a^2)d1^12d2^202 + (0 + 0a + 3a^2)d1^13d2^202 + (0 + 3a + 3a^2)d1^14d2^202 + (0 + 2a + 0a^2)d1^15d2^202 + (4 + 1a + 0a^2)d1^16d2^202 + (4 + 1a + 3a^2)d1^17d2^202 + (1 + 2a + 4a^2)d1^18d2^202 + (1 + 1a + 4a^2)d1^19d2^202 + (0 + 2a + 0a^2)d1^20d2^202 + (2 + 3a + 4a^2)d1^21d2^202 + (3 + 4a + 0a^2)d1^22d2^202 + (1 + 2a + 1a^2)d1^23d2^202 + (0 + 3a + 4a^2)d1^24d2^202 + (2 + 2a + 2a^2)d1^25d2^202 + (3 + 1a + 1a^2)d1^26d2^202 + (4 + 1a + 4a^2)d1^27d2^202 + (2 + 1a + 2a^2)d1^28d2^202 + (4 + 3a + 0a^2)d1^29d2^202 + (0 + 1a + 1a^2)d1^30d2^202 + (1 + 2a + 4a^2)d1^31d2^202 + (4 + 0a + 1a^2)d1^32d2^202 + (3 + 0a + 2a^2)d1^33d2^202 + (4 + 4a + 1a^2)d1^34d2^202 + (1 + 4a + 3a^2)d1^35d2^202 + (1 + 4a + 0a^2)d1^36d2^202 + (0 + 2a + 1a^2)d1^37d2^202 + (1 + 2a + 2a^2)d1^38d2^202 + (4 + 2a + 3a^2)d1^39d2^202 + (1 + 0a + 3a^2)d1^40d2^202 + (3 + 1a + 4a^2)d1^41d2^202 + (4 + 0a + 1a^2)d1^42d2^202 + (2 + 1a + 4a^2)d1^43d2^202 + (2 + 0a + 3a^2)d1^44d2^202 + (2 + 3a + 2a^2)d1^45d2^202 + (3 + 3a + 1a^2)d1^46d2^202 + (4 + 3a + 0a^2)d1^47d2^202 + (4 + 3a + 3a^2)d1^48d2^202 + (2 + 1a + 4a^2)d1^49d2^202 + (3 + 4a + 3a^2)d1^50d2^202 + (1 + 3a + 4a^2)d1^51d2^202 + (0 + 4a + 3a^2)d1^52d2^202 + (2 + 3a + 2a^2)d1^53d2^202 + (2 + 2a + 0a^2)d1^54d2^202 + (1 + 2a + 0a^2)d1^55d2^202 + (0 + 3a + 2a^2)d1^56d2^202 + (1 + 2a + 3a^2)d1^57d2^202 + (1 + 3a + 4a^2)d1^58d2^202 + (2 + 3a + 4a^2)d1^59d2^202 + (2 + 1a + 0a^2)d1^60d2^202 + (3 + 4a + 0a^2)d1^61d2^202 + (0 + 0a + 3a^2)d1^62d2^202 + (0 + 2a + 2a^2)d1^63d2^202 + (1 + 1a + 2a^2)d1^64d2^202 + (1 + 3a + 0a^2)d1^65d2^202 + (0 + 1a + 2a^2)d1^66d2^202 + (3 + 1a + 3a^2)d1^67d2^202 + (2 + 4a + 4a^2)d1^68d2^202 + (3 + 4a + 3a^2)d1^69d2^202 + (4 + 2a + 4a^2)d1^70d2^202 + (0 + 2a + 1a^2)d1^71d2^202 + (4 + 1a + 3a^2)d1^72d2^202 + (1 + 0a + 3a^2)d1^73d2^202 + (3 + 4a + 4a^2)d1^75d2^202 + (0 + 2a + 2a^2)d1^76d2^202 + (2 + 1a + 0a^2)d1^77d2^202 + (0 + 3a + 0a^2)d1^78d2^202 + (2 + 1a + 3a^2)d1^79d2^202 + (3 + 0a + 4a^2)d1^80d2^202 + (2 + 2a + 2a^2)d1^81d2^202 + (1 + 2a + 0a^2)d1^82d2^202 + (4 + 0a + 2a^2)d1^83d2^202 + (4 + 0a + 2a^2)d1^84d2^202 + (1 + 3a + 0a^2)d1^85d2^202 + (0 + 4a + 0a^2)d1^86d2^202 + (3 + 2a + 3a^2)d1^87d2^202 + (0 + 0a + 1a^2)d1^88d2^202 + (0 + 4a + 4a^2)d1^89d2^202 + (4 + 4a + 4a^2)d1^90d2^202 + (3 + 2a + 0a^2)d1^91d2^202 + (3 + 3a + 3a^2)d1^92d2^202 + (0 + 3a + 0a^2)d1^93d2^202 + (2 + 0a + 4a^2)d1^94d2^202 + (2 + 2a + 1a^2)d1^95d2^202 + (0 + 2a + 1a^2)d1^96d2^202 + (1 + 3a + 2a^2)d1^97d2^202 + (1 + 0a + 0a^2)d1^98d2^202 + (2 + 4a + 3a^2)d1^99d2^202 + (1 + 2a + 1a^2)d1^100d2^202 + (2 + 3a + 2a^2)d1^101d2^202 + (1 + 1a + 3a^2)d1^102d2^202 + (0 + 3a + 2a^2)d1^103d2^202 + (4 + 3a + 1a^2)d1^104d2^202 + (3 + 1a + 0a^2)d1^105d2^202 + (0 + 4a + 4a^2)d1^106d2^202 + (3 + 4a + 3a^2)d1^107d2^202 + (4 + 3a + 3a^2)d1^108d2^202 + (3 + 4a + 4a^2)d1^109d2^202 + (4 + 0a + 1a^2)d1^110d2^202 + (0 + 4a + 0a^2)d1^111d2^202 + (3 + 3a + 4a^2)d1^112d2^202 + (2 + 3a + 2a^2)d1^113d2^202 + (0 + 2a + 3a^2)d1^114d2^202 + (0 + 4a + 0a^2)d1^115d2^202 + (1 + 2a + 3a^2)d1^116d2^202 + (2 + 0a + 2a^2)d1^117d2^202 + (4 + 0a + 0a^2)d1^118d2^202 + (0 + 2a + 4a^2)d1^119d2^202 + (1 + 2a + 1a^2)d1^120d2^202 + (4 + 1a + 1a^2)d1^121d2^202 + (2 + 4a + 2a^2)d1^122d2^202 + (1 + 4a + 1a^2)d1^123d2^202 + (2 + 2a + 2a^2)d1^124d2^202 + (2 + 4a + 2a^2)d1^125d2^202 + (0 + 1a + 0a^2)d1^126d2^202 + (3 + 4a + 0a^2)d1^127d2^202 + (2 + 1a + 3a^2)d1^128d2^202 + (1 + 0a + 3a^2)d1^129d2^202 + (1 + 1a + 2a^2)d1^130d2^202 + (1 + 1a + 1a^2)d1^131d2^202 + (3 + 2a + 4a^2)d1^132d2^202 + (1 + 3a + 0a^2)d1^133d2^202 + (3 + 2a + 1a^2)d1^134d2^202 + (3 + 1a + 3a^2)d1^135d2^202 + (1 + 1a + 3a^2)d1^136d2^202 + (0 + 4a + 1a^2)d1^137d2^202 + (0 + 3a + 4a^2)d1^138d2^202 + (4 + 2a + 3a^2)d1^139d2^202 + (1 + 2a + 4a^2)d1^141d2^202 + (2 + 3a + 4a^2)d1^142d2^202 + (1 + 0a + 1a^2)d1^143d2^202 + (4 + 2a + 4a^2)d1^144d2^202 + (3 + 3a + 3a^2)d1^145d2^202 + (4 + 1a + 3a^2)d1^146d2^202 + (4 + 1a + 0a^2)d1^147d2^202 + (3 + 1a + 2a^2)d1^148d2^202 + (2 + 1a + 2a^2)d1^149d2^202 + (0 + 4a + 1a^2)d1^150d2^202 + (2 + 3a + 1a^2)d1^151d2^202 + (2 + 3a + 0a^2)d1^152d2^202 + (0 + 3a + 1a^2)d1^153d2^202 + (0 + 4a + 4a^2)d1^154d2^202 + (4 + 2a + 2a^2)d1^155d2^202 + (0 + 1a + 1a^2)d1^156d2^202 + (4 + 1a + 0a^2)d1^157d2^202 + (0 + 1a + 1a^2)d1^158d2^202 + (2 + 1a + 2a^2)d1^159d2^202 + (1 + 4a + 3a^2)d1^160d2^202 + (4 + 0a + 1a^2)d1^161d2^202 + (1 + 1a + 2a^2)d1^162d2^202 + (4 + 2a + 3a^2)d1^163d2^202 + (1 + 4a + 1a^2)d1^164d2^202 + (4 + 1a + 1a^2)d1^165d2^202 + (1 + 4a + 0a^2)d1^166d2^202 + (4 + 4a + 4a^2)d1^167d2^202 + (2 + 1a + 0a^2)d1^168d2^202 + (0 + 0a + 2a^2)d1^169d2^202 + (4 + 2a + 1a^2)d1^170d2^202 + (1 + 1a + 3a^2)d1^171d2^202 + (4 + 4a + 2a^2)d1^172d2^202 + (4 + 4a + 4a^2)d1^173d2^202 + (0 + 3a + 3a^2)d1^174d2^202 + (3 + 3a + 1a^2)d1^175d2^202 + (1 + 1a + 4a^2)d1^176d2^202 + (3 + 4a + 3a^2)d1^177d2^202 + (3 + 4a + 4a^2)d1^178d2^202 + (1 + 0a + 1a^2)d1^179d2^202 + (1 + 1a + 0a^2)d1^180d2^202 + (2 + 2a + 2a^2)d1^181d2^202 + (1 + 4a + 3a^2)d1^182d2^202 + (4 + 1a + 4a^2)d1^183d2^202 + (2 + 2a + 1a^2)d1^184d2^202 + (3 + 2a + 1a^2)d1^185d2^202 + (0 + 2a + 3a^2)d1^186d2^202 + (3 + 1a + 3a^2)d1^187d2^202 + (1 + 3a + 1a^2)d1^188d2^202 + (1 + 0a + 1a^2)d1^189d2^202 + (2 + 4a + 3a^2)d1^190d2^202 + (4 + 0a + 0a^2)d1^191d2^202 + (3 + 1a + 1a^2)d1^192d2^202 + (4 + 0a + 2a^2)d1^193d2^202 + (0 + 2a + 2a^2)d1^194d2^202 + (2 + 4a + 0a^2)d1^195d2^202 + (4 + 3a + 3a^2)d1^196d2^202 + (3 + 2a + 3a^2)d1^197d2^202 + (2 + 1a + 1a^2)d1^198d2^202 + (2 + 3a + 0a^2)d1^199d2^202 + (4 + 1a + 4a^2)d1^200d2^202 + (2 + 2a + 0a^2)d1^201d2^202 + (3 + 4a + 4a^2)d1^202d2^202 + (4 + 4a + 4a^2)d1^203d2^202 + (3 + 4a + 1a^2)d1^204d2^202 + (0 + 2a + 1a^2)d1^205d2^202 + (4 + 0a + 1a^2)d1^206d2^202 + (4 + 1a + 4a^2)d1^207d2^202 + (3 + 3a + 0a^2)d1^208d2^202 + (4 + 2a + 0a^2)d1^209d2^202 + (3 + 4a + 2a^2)d1^210d2^202 + (3 + 2a + 3a^2)d1^211d2^202 + (1 + 2a + 4a^2)d1^212d2^202 + (2 + 3a + 3a^2)d1^213d2^202 + (1 + 2a + 1a^2)d1^214d2^202 + (3 + 0a + 4a^2)d1^215d2^202 + (0 + 4a + 4a^2)d1^216d2^202 + (3 + 0a + 1a^2)d1^217d2^202 + (1 + 4a + 3a^2)d1^218d2^202 + (1 + 4a + 2a^2)d1^219d2^202 + (3 + 3a + 1a^2)d1^220d2^202 + (2 + 4a + 0a^2)d1^221d2^202 + (1 + 3a + 0a^2)d1^222d2^202 + (4 + 4a + 2a^2)d1^223d2^202 + (3 + 3a + 3a^2)d1^224d2^202 + (3 + 4a + 1a^2)d1^225d2^202 + (4 + 1a + 0a^2)d1^226d2^202 + (1 + 3a + 4a^2)d1^227d2^202 + (3 + 2a + 2a^2)d1^228d2^202 + (0 + 4a + 3a^2)d1^229d2^202 + (1 + 2a + 3a^2)d1^230d2^202 + (2 + 4a + 1a^2)d1^231d2^202 + (0 + 0a + 4a^2)d1^232d2^202 + (0 + 4a + 3a^2)d1^233d2^202 + (1 + 2a + 4a^2)d1^234d2^202 + (0 + 4a + 1a^2)d1^235d2^202 + (1 + 0a + 0a^2)d1^236d2^202 + (0 + 1a + 3a^2)d1^237d2^202 + (2 + 2a + 3a^2)d1^238d2^202 + (2 + 0a + 2a^2)d1^239d2^202 + (2 + 0a + 2a^2)d1^240d2^202 + (2 + 0a + 0a^2)d1^241d2^202 + (2 + 3a + 1a^2)d1^242d2^202 + (1 + 3a + 4a^2)d1^243d2^202 + (4 + 1a + 3a^2)d1^244d2^202 + (4 + 1a + 2a^2)d1^245d2^202 + (2 + 1a + 2a^2)d1^246d2^202 + (2 + 1a + 0a^2)d1^247d2^202 + (4 + 3a + 3a^2)d1^248d2^202 + (4 + 4a + 3a^2)d1^249d2^202 + (0 + 3a + 0a^2)d1^250d2^202 + (0 + 3a + 0a^2)d1^251d2^202 + (1 + 4a + 2a^2)d1^252d2^202 + (3 + 3a + 0a^2)d1^253d2^202 + (1 + 4a + 4a^2)d1^254d2^202 + (3 + 2a + 3a^2)d1^255d2^202 + (1 + 4a + 0a^2)d1^256d2^202 + (3 + 0a + 3a^2)d1^257d2^202 + (1 + 0a + 2a^2)d1^258d2^202 + (0 + 3a + 4a^2)d1^259d2^202 + (1 + 2a + 4a^2)d1^260d2^202 + (4 + 2a + 3a^2)d1^261d2^202 + (2 + 4a + 1a^2)d1^262d2^202 + (0 + 0a + 1a^2)d1^263d2^202 + (2 + 2a + 4a^2)d1^264d2^202 + (4 + 3a + 3a^2)d1^265d2^202 + (4 + 4a + 2a^2)d1^266d2^202 + (2 + 3a + 2a^2)d1^267d2^202 + (4 + 0a + 0a^2)d1^268d2^202 + (1 + 1a + 2a^2)d1^269d2^202 + (1 + 0a + 1a^2)d1^270d2^202 + (3 + 2a + 4a^2)d1^271d2^202 + (0 + 3a + 4a^2)d1^272d2^202 + (0 + 4a + 2a^2)d1^273d2^202 + (0 + 4a + 1a^2)d1^274d2^202 + (2 + 0a + 3a^2)d1^275d2^202 + (0 + 4a + 4a^2)d1^276d2^202 + (1 + 2a + 1a^2)d1^277d2^202 + (0 + 2a + 4a^2)d1^278d2^202 + (0 + 0a + 2a^2)d1^279d2^202 + (4 + 0a + 3a^2)d1^280d2^202 + (0 + 2a + 4a^2)d1^281d2^202 + (2 + 2a + 4a^2)d1^282d2^202 + (3 + 4a + 0a^2)d1^283d2^202 + (2 + 1a + 0a^2)d1^284d2^202 + (1 + 2a + 0a^2)d1^285d2^202 + (2 + 0a + 3a^2)d1^286d2^202 + (0 + 3a + 4a^2)d1^287d2^202 + (0 + 2a + 1a^2)d1^288d2^202 + (0 + 2a + 0a^2)d1^289d2^202 + (0 + 3a + 0a^2)d1^290d2^202 + (1 + 1a + 4a^2)d1^291d2^202 + (4 + 2a + 1a^2)d1^292d2^202 + (3 + 1a + 0a^2)d1^293d2^202 + (0 + 1a + 4a^2)d2^203 + (1 + 3a + 3a^2)d1^1d2^203 + (0 + 1a + 4a^2)d1^2d2^203 + (3 + 2a + 2a^2)d1^3d2^203 + (0 + 1a + 4a^2)d1^4d2^203 + (0 + 3a + 3a^2)d1^6d2^203 + (4 + 3a + 1a^2)d1^7d2^203 + (0 + 4a + 4a^2)d1^9d2^203 + (3 + 0a + 3a^2)d1^10d2^203 + (1 + 1a + 1a^2)d1^11d2^203 + (4 + 4a + 3a^2)d1^12d2^203 + (2 + 2a + 4a^2)d1^13d2^203 + (3 + 4a + 1a^2)d1^14d2^203 + (1 + 1a + 4a^2)d1^15d2^203 + (3 + 0a + 4a^2)d1^16d2^203 + (3 + 3a + 0a^2)d1^17d2^203 + (4 + 4a + 1a^2)d1^18d2^203 + (0 + 1a + 3a^2)d1^19d2^203 + (0 + 0a + 3a^2)d1^20d2^203 + (2 + 0a + 3a^2)d1^21d2^203 + (3 + 1a + 1a^2)d1^22d2^203 + (3 + 0a + 1a^2)d1^23d2^203 + (0 + 4a + 0a^2)d1^24d2^203 + (4 + 2a + 1a^2)d1^25d2^203 + (4 + 2a + 1a^2)d1^26d2^203 + (1 + 2a + 4a^2)d1^27d2^203 + (2 + 0a + 0a^2)d1^28d2^203 + (4 + 3a + 0a^2)d1^29d2^203 + (1 + 1a + 0a^2)d1^30d2^203 + (2 + 1a + 3a^2)d1^31d2^203 + (1 + 0a + 2a^2)d1^32d2^203 + (1 + 0a + 2a^2)d1^33d2^203 + (0 + 2a + 1a^2)d1^34d2^203 + (4 + 1a + 4a^2)d1^35d2^203 + (4 + 3a + 1a^2)d1^36d2^203 + (2 + 1a + 3a^2)d1^37d2^203 + (3 + 1a + 4a^2)d1^38d2^203 + (0 + 4a + 1a^2)d1^39d2^203 + (3 + 3a + 4a^2)d1^40d2^203 + (2 + 4a + 3a^2)d1^41d2^203 + (1 + 3a + 2a^2)d1^42d2^203 + (2 + 2a + 1a^2)d1^43d2^203 + (1 + 0a + 1a^2)d1^44d2^203 + (2 + 1a + 1a^2)d1^45d2^203 + (0 + 0a + 4a^2)d1^46d2^203 + (2 + 1a + 0a^2)d1^47d2^203 + (0 + 2a + 0a^2)d1^48d2^203 + (3 + 4a + 4a^2)d1^49d2^203 + (3 + 4a + 1a^2)d1^50d2^203 + (1 + 2a + 3a^2)d1^51d2^203 + (2 + 4a + 1a^2)d1^52d2^203 + (3 + 4a + 0a^2)d1^53d2^203 + (3 + 2a + 0a^2)d1^54d2^203 + (1 + 1a + 1a^2)d1^55d2^203 + (1 + 4a + 0a^2)d1^57d2^203 + (0 + 2a + 2a^2)d1^58d2^203 + (0 + 2a + 2a^2)d1^59d2^203 + (1 + 0a + 2a^2)d1^60d2^203 + (0 + 4a + 3a^2)d1^61d2^203 + (4 + 3a + 3a^2)d1^62d2^203 + (2 + 2a + 1a^2)d1^63d2^203 + (2 + 4a + 3a^2)d1^64d2^203 + (2 + 3a + 3a^2)d1^65d2^203 + (0 + 2a + 3a^2)d1^66d2^203 + (0 + 0a + 4a^2)d1^67d2^203 + (2 + 3a + 1a^2)d1^68d2^203 + (4 + 0a + 3a^2)d1^69d2^203 + (2 + 1a + 0a^2)d1^70d2^203 + (2 + 1a + 4a^2)d1^71d2^203 + (1 + 1a + 2a^2)d1^72d2^203 + (2 + 1a + 0a^2)d1^73d2^203 + (2 + 2a + 4a^2)d1^74d2^203 + (1 + 4a + 1a^2)d1^75d2^203 + (0 + 2a + 2a^2)d1^76d2^203 + (1 + 2a + 3a^2)d1^77d2^203 + (2 + 1a + 3a^2)d1^78d2^203 + (1 + 0a + 3a^2)d1^79d2^203 + (4 + 0a + 4a^2)d1^80d2^203 + (4 + 3a + 4a^2)d1^81d2^203 + (1 + 3a + 0a^2)d1^82d2^203 + (2 + 2a + 2a^2)d1^83d2^203 + (0 + 2a + 3a^2)d1^84d2^203 + (1 + 1a + 1a^2)d1^85d2^203 + (0 + 1a + 3a^2)d1^86d2^203 + (2 + 3a + 2a^2)d1^87d2^203 + (2 + 4a + 4a^2)d1^88d2^203 + (4 + 3a + 2a^2)d1^89d2^203 + (2 + 2a + 3a^2)d1^90d2^203 + (3 + 0a + 3a^2)d1^91d2^203 + (3 + 4a + 3a^2)d1^92d2^203 + (3 + 0a + 0a^2)d1^93d2^203 + (0 + 3a + 0a^2)d1^94d2^203 + (3 + 3a + 4a^2)d1^95d2^203 + (3 + 2a + 0a^2)d1^96d2^203 + (2 + 1a + 1a^2)d1^97d2^203 + (3 + 0a + 1a^2)d1^98d2^203 + (4 + 3a + 1a^2)d1^99d2^203 + (0 + 1a + 4a^2)d1^100d2^203 + (1 + 0a + 3a^2)d1^101d2^203 + (1 + 4a + 1a^2)d1^102d2^203 + (3 + 0a + 4a^2)d1^103d2^203 + (1 + 0a + 4a^2)d1^104d2^203 + (4 + 2a + 4a^2)d1^105d2^203 + (1 + 4a + 0a^2)d1^106d2^203 + (3 + 0a + 4a^2)d1^107d2^203 + (3 + 3a + 3a^2)d1^108d2^203 + (2 + 3a + 0a^2)d1^109d2^203 + (2 + 0a + 4a^2)d1^110d2^203 + (2 + 0a + 3a^2)d1^111d2^203 + (1 + 2a + 4a^2)d1^112d2^203 + (2 + 3a + 4a^2)d1^113d2^203 + (3 + 1a + 1a^2)d1^114d2^203 + (4 + 2a + 4a^2)d1^115d2^203 + (3 + 2a + 3a^2)d1^116d2^203 + (3 + 3a + 3a^2)d1^117d2^203 + (2 + 4a + 4a^2)d1^118d2^203 + (3 + 2a + 2a^2)d1^119d2^203 + (4 + 3a + 2a^2)d1^120d2^203 + (4 + 0a + 3a^2)d1^121d2^203 + (0 + 3a + 2a^2)d1^122d2^203 + (3 + 3a + 2a^2)d1^123d2^203 + (1 + 2a + 0a^2)d1^124d2^203 + (4 + 3a + 4a^2)d1^125d2^203 + (0 + 3a + 0a^2)d1^126d2^203 + (4 + 4a + 0a^2)d1^127d2^203 + (4 + 0a + 3a^2)d1^128d2^203 + (0 + 2a + 3a^2)d1^129d2^203 + (4 + 1a + 2a^2)d1^130d2^203 + (3 + 4a + 3a^2)d1^131d2^203 + (0 + 0a + 2a^2)d1^132d2^203 + (1 + 1a + 3a^2)d1^133d2^203 + (2 + 2a + 4a^2)d1^134d2^203 + (4 + 1a + 2a^2)d1^135d2^203 + (1 + 0a + 1a^2)d1^136d2^203 + (2 + 0a + 2a^2)d1^137d2^203 + (4 + 2a + 4a^2)d1^138d2^203 + (3 + 4a + 0a^2)d1^139d2^203 + (3 + 1a + 0a^2)d1^140d2^203 + (2 + 4a + 0a^2)d1^141d2^203 + (1 + 4a + 0a^2)d1^142d2^203 + (3 + 4a + 3a^2)d1^143d2^203 + (2 + 2a + 4a^2)d1^144d2^203 + (4 + 0a + 2a^2)d1^145d2^203 + (0 + 1a + 2a^2)d1^146d2^203 + (3 + 1a + 1a^2)d1^147d2^203 + (3 + 3a + 3a^2)d1^148d2^203 + (0 + 3a + 4a^2)d1^149d2^203 + (0 + 0a + 1a^2)d1^150d2^203 + (0 + 0a + 2a^2)d1^151d2^203 + (4 + 1a + 4a^2)d1^152d2^203 + (1 + 1a + 2a^2)d1^153d2^203 + (2 + 2a + 4a^2)d1^154d2^203 + (2 + 3a + 1a^2)d1^155d2^203 + (4 + 3a + 4a^2)d1^156d2^203 + (0 + 1a + 2a^2)d1^157d2^203 + (3 + 4a + 3a^2)d1^158d2^203 + (1 + 1a + 3a^2)d1^159d2^203 + (2 + 2a + 4a^2)d1^160d2^203 + (2 + 1a + 2a^2)d1^161d2^203 + (1 + 4a + 2a^2)d1^162d2^203 + (2 + 3a + 3a^2)d1^163d2^203 + (4 + 1a + 2a^2)d1^164d2^203 + (2 + 3a + 0a^2)d1^165d2^203 + (0 + 4a + 3a^2)d1^166d2^203 + (2 + 4a + 4a^2)d1^167d2^203 + (2 + 0a + 2a^2)d1^168d2^203 + (3 + 2a + 1a^2)d1^169d2^203 + (2 + 2a + 4a^2)d1^170d2^203 + (2 + 4a + 3a^2)d1^171d2^203 + (1 + 1a + 1a^2)d1^172d2^203 + (2 + 3a + 0a^2)d1^173d2^203 + (0 + 0a + 1a^2)d1^174d2^203 + (1 + 4a + 2a^2)d1^175d2^203 + (1 + 4a + 1a^2)d1^176d2^203 + (0 + 1a + 1a^2)d1^177d2^203 + (1 + 3a + 0a^2)d1^178d2^203 + (4 + 4a + 0a^2)d1^179d2^203 + (1 + 1a + 3a^2)d1^180d2^203 + (3 + 3a + 1a^2)d1^181d2^203 + (0 + 0a + 2a^2)d1^182d2^203 + (3 + 2a + 3a^2)d1^183d2^203 + (3 + 4a + 1a^2)d1^184d2^203 + (3 + 4a + 3a^2)d1^185d2^203 + (4 + 4a + 0a^2)d1^186d2^203 + (4 + 0a + 4a^2)d1^187d2^203 + (4 + 3a + 3a^2)d1^188d2^203 + (0 + 2a + 2a^2)d1^189d2^203 + (4 + 0a + 1a^2)d1^190d2^203 + (3 + 3a + 3a^2)d1^191d2^203 + (4 + 4a + 4a^2)d1^192d2^203 + (1 + 4a + 3a^2)d1^193d2^203 + (2 + 4a + 0a^2)d1^194d2^203 + (3 + 0a + 4a^2)d1^196d2^203 + (1 + 0a + 4a^2)d1^197d2^203 + (0 + 1a + 3a^2)d1^198d2^203 + (3 + 1a + 1a^2)d1^199d2^203 + (0 + 3a + 4a^2)d1^200d2^203 + (1 + 4a + 1a^2)d1^201d2^203 + (1 + 1a + 1a^2)d1^202d2^203 + (4 + 2a + 0a^2)d1^203d2^203 + (0 + 2a + 2a^2)d1^204d2^203 + (1 + 1a + 1a^2)d1^205d2^203 + (0 + 0a + 3a^2)d1^206d2^203 + (1 + 0a + 2a^2)d1^207d2^203 + (3 + 4a + 1a^2)d1^208d2^203 + (2 + 0a + 0a^2)d1^209d2^203 + (0 + 0a + 2a^2)d1^210d2^203 + (1 + 2a + 2a^2)d1^211d2^203 + (3 + 3a + 1a^2)d1^212d2^203 + (0 + 1a + 1a^2)d1^213d2^203 + (1 + 2a + 3a^2)d1^214d2^203 + (4 + 0a + 0a^2)d1^215d2^203 + (2 + 3a + 0a^2)d1^216d2^203 + (4 + 3a + 0a^2)d1^217d2^203 + (0 + 2a + 1a^2)d1^218d2^203 + (4 + 1a + 3a^2)d1^219d2^203 + (2 + 0a + 2a^2)d1^220d2^203 + (2 + 3a + 1a^2)d1^221d2^203 + (3 + 3a + 4a^2)d1^222d2^203 + (2 + 0a + 4a^2)d1^223d2^203 + (3 + 0a + 1a^2)d1^224d2^203 + (3 + 1a + 1a^2)d1^225d2^203 + (1 + 2a + 4a^2)d1^226d2^203 + (0 + 4a + 0a^2)d1^227d2^203 + (2 + 0a + 0a^2)d1^228d2^203 + (3 + 3a + 0a^2)d1^229d2^203 + (3 + 3a + 3a^2)d1^230d2^203 + (0 + 2a + 2a^2)d1^231d2^203 + (1 + 2a + 3a^2)d1^232d2^203 + (4 + 1a + 1a^2)d1^233d2^203 + (4 + 2a + 0a^2)d1^234d2^203 + (3 + 1a + 2a^2)d1^235d2^203 + (1 + 0a + 0a^2)d1^236d2^203 + (2 + 2a + 2a^2)d1^237d2^203 + (1 + 0a + 0a^2)d1^238d2^203 + (1 + 0a + 0a^2)d1^239d2^203 + (1 + 3a + 3a^2)d1^240d2^203 + (4 + 1a + 4a^2)d1^241d2^203 + (4 + 1a + 3a^2)d1^242d2^203 + (2 + 4a + 1a^2)d1^243d2^203 + (2 + 1a + 1a^2)d1^244d2^203 + (1 + 0a + 4a^2)d1^245d2^203 + (1 + 3a + 2a^2)d1^246d2^203 + (3 + 1a + 3a^2)d1^247d2^203 + (0 + 4a + 1a^2)d1^248d2^203 + (3 + 4a + 1a^2)d1^249d2^203 + (2 + 3a + 1a^2)d1^250d2^203 + (0 + 4a + 1a^2)d1^251d2^203 + (4 + 4a + 3a^2)d1^252d2^203 + (1 + 3a + 0a^2)d1^253d2^203 + (2 + 2a + 1a^2)d1^254d2^203 + (3 + 4a + 2a^2)d1^255d2^203 + (1 + 4a + 1a^2)d1^256d2^203 + (2 + 1a + 4a^2)d1^257d2^203 + (1 + 0a + 2a^2)d1^258d2^203 + (0 + 3a + 3a^2)d1^259d2^203 + (1 + 4a + 4a^2)d1^260d2^203 + (0 + 4a + 4a^2)d1^261d2^203 + (2 + 3a + 1a^2)d1^262d2^203 + (3 + 0a + 1a^2)d1^263d2^203 + (0 + 4a + 2a^2)d1^264d2^203 + (0 + 4a + 1a^2)d1^265d2^203 + (4 + 0a + 0a^2)d1^266d2^203 + (2 + 0a + 2a^2)d1^267d2^203 + (1 + 2a + 3a^2)d1^268d2^203 + (2 + 0a + 3a^2)d1^269d2^203 + (0 + 4a + 1a^2)d1^270d2^203 + (4 + 0a + 1a^2)d1^271d2^203 + (4 + 3a + 1a^2)d1^272d2^203 + (3 + 2a + 0a^2)d1^273d2^203 + (3 + 1a + 0a^2)d1^274d2^203 + (1 + 3a + 1a^2)d1^275d2^203 + (1 + 3a + 3a^2)d1^276d2^203 + (2 + 2a + 2a^2)d1^277d2^203 + (1 + 2a + 0a^2)d1^278d2^203 + (2 + 1a + 0a^2)d1^280d2^203 + (1 + 3a + 4a^2)d1^281d2^203 + (3 + 3a + 0a^2)d1^282d2^203 + (1 + 4a + 2a^2)d1^283d2^203 + (1 + 3a + 3a^2)d1^284d2^203 + (0 + 0a + 1a^2)d1^285d2^203 + (2 + 2a + 1a^2)d1^286d2^203 + (3 + 1a + 0a^2)d1^287d2^203 + (1 + 0a + 2a^2)d1^288d2^203 + (3 + 0a + 0a^2)d1^289d2^203 + (3 + 3a + 1a^2)d1^290d2^203 + (1 + 2a + 3a^2)d1^291d2^203 + (0 + 0a + 2a^2)d1^292d2^203 + (1 + 4a + 4a^2)d1^293d2^203 + (4 + 2a + 2a^2)d2^204 + (1 + 2a + 2a^2)d1^1d2^204 + (0 + 2a + 0a^2)d1^2d2^204 + (0 + 0a + 3a^2)d1^3d2^204 + (4 + 4a + 4a^2)d1^4d2^204 + (1 + 0a + 2a^2)d1^5d2^204 + (1 + 1a + 4a^2)d1^6d2^204 + (0 + 2a + 3a^2)d1^7d2^204 + (2 + 2a + 3a^2)d1^8d2^204 + (4 + 1a + 1a^2)d1^9d2^204 + (3 + 0a + 3a^2)d1^10d2^204 + (1 + 1a + 0a^2)d1^11d2^204 + (3 + 1a + 2a^2)d1^12d2^204 + (3 + 2a + 0a^2)d1^13d2^204 + (1 + 1a + 2a^2)d1^14d2^204 + (3 + 3a + 1a^2)d1^15d2^204 + (2 + 2a + 0a^2)d1^16d2^204 + (0 + 3a + 2a^2)d1^17d2^204 + (0 + 3a + 1a^2)d1^18d2^204 + (0 + 4a + 1a^2)d1^19d2^204 + (0 + 3a + 3a^2)d1^20d2^204 + (3 + 0a + 0a^2)d1^21d2^204 + (3 + 0a + 0a^2)d1^22d2^204 + (2 + 3a + 4a^2)d1^23d2^204 + (4 + 1a + 3a^2)d1^24d2^204 + (2 + 2a + 1a^2)d1^25d2^204 + (2 + 4a + 4a^2)d1^26d2^204 + (0 + 3a + 2a^2)d1^27d2^204 + (0 + 3a + 0a^2)d1^28d2^204 + (3 + 2a + 0a^2)d1^29d2^204 + (1 + 1a + 4a^2)d1^30d2^204 + (1 + 4a + 4a^2)d1^31d2^204 + (3 + 0a + 4a^2)d1^32d2^204 + (4 + 1a + 0a^2)d1^33d2^204 + (2 + 0a + 1a^2)d1^34d2^204 + (1 + 1a + 1a^2)d1^35d2^204 + (4 + 4a + 0a^2)d1^36d2^204 + (0 + 2a + 1a^2)d1^37d2^204 + (2 + 3a + 2a^2)d1^38d2^204 + (2 + 2a + 1a^2)d1^39d2^204 + (0 + 3a + 2a^2)d1^40d2^204 + (1 + 4a + 3a^2)d1^41d2^204 + (2 + 2a + 1a^2)d1^42d2^204 + (0 + 2a + 4a^2)d1^43d2^204 + (3 + 0a + 1a^2)d1^44d2^204 + (4 + 1a + 0a^2)d1^45d2^204 + (1 + 4a + 3a^2)d1^46d2^204 + (0 + 1a + 1a^2)d1^47d2^204 + (2 + 0a + 4a^2)d1^48d2^204 + (0 + 4a + 1a^2)d1^49d2^204 + (2 + 3a + 3a^2)d1^50d2^204 + (2 + 3a + 3a^2)d1^51d2^204 + (0 + 2a + 1a^2)d1^52d2^204 + (4 + 4a + 0a^2)d1^53d2^204 + (4 + 3a + 1a^2)d1^54d2^204 + (2 + 1a + 1a^2)d1^55d2^204 + (3 + 4a + 3a^2)d1^56d2^204 + (3 + 3a + 1a^2)d1^57d2^204 + (2 + 3a + 3a^2)d1^58d2^204 + (1 + 3a + 2a^2)d1^59d2^204 + (2 + 2a + 0a^2)d1^60d2^204 + (2 + 1a + 3a^2)d1^61d2^204 + (4 + 3a + 1a^2)d1^62d2^204 + (0 + 3a + 3a^2)d1^63d2^204 + (1 + 0a + 2a^2)d1^64d2^204 + (1 + 1a + 4a^2)d1^65d2^204 + (0 + 1a + 3a^2)d1^66d2^204 + (1 + 0a + 3a^2)d1^67d2^204 + (3 + 3a + 2a^2)d1^68d2^204 + (4 + 2a + 2a^2)d1^69d2^204 + (1 + 4a + 3a^2)d1^70d2^204 + (0 + 2a + 2a^2)d1^71d2^204 + (1 + 2a + 3a^2)d1^72d2^204 + (2 + 2a + 0a^2)d1^73d2^204 + (2 + 1a + 2a^2)d1^74d2^204 + (0 + 0a + 4a^2)d1^75d2^204 + (0 + 4a + 1a^2)d1^76d2^204 + (1 + 1a + 3a^2)d1^77d2^204 + (1 + 1a + 3a^2)d1^78d2^204 + (4 + 4a + 4a^2)d1^79d2^204 + (3 + 4a + 3a^2)d1^80d2^204 + (3 + 0a + 0a^2)d1^81d2^204 + (0 + 0a + 3a^2)d1^82d2^204 + (3 + 1a + 1a^2)d1^83d2^204 + (4 + 3a + 1a^2)d1^84d2^204 + (4 + 0a + 3a^2)d1^85d2^204 + (0 + 0a + 2a^2)d1^86d2^204 + (0 + 1a + 4a^2)d1^87d2^204 + (2 + 4a + 3a^2)d1^88d2^204 + (1 + 2a + 1a^2)d1^89d2^204 + (0 + 2a + 3a^2)d1^90d2^204 + (4 + 2a + 3a^2)d1^91d2^204 + (3 + 1a + 3a^2)d1^92d2^204 + (3 + 3a + 4a^2)d1^93d2^204 + (0 + 2a + 3a^2)d1^94d2^204 + (0 + 3a + 1a^2)d1^95d2^204 + (2 + 3a + 3a^2)d1^96d2^204 + (3 + 4a + 4a^2)d1^97d2^204 + (3 + 0a + 1a^2)d1^98d2^204 + (4 + 0a + 3a^2)d1^99d2^204 + (0 + 0a + 1a^2)d1^100d2^204 + (2 + 2a + 1a^2)d1^101d2^204 + (1 + 4a + 0a^2)d1^102d2^204 + (0 + 4a + 1a^2)d1^103d2^204 + (4 + 4a + 4a^2)d1^104d2^204 + (4 + 4a + 2a^2)d1^105d2^204 + (2 + 4a + 4a^2)d1^106d2^204 + (4 + 0a + 4a^2)d1^107d2^204 + (3 + 1a + 4a^2)d1^108d2^204 + (4 + 4a + 0a^2)d1^109d2^204 + (0 + 2a + 0a^2)d1^110d2^204 + (0 + 2a + 3a^2)d1^111d2^204 + (3 + 1a + 1a^2)d1^112d2^204 + (3 + 4a + 2a^2)d1^113d2^204 + (2 + 0a + 0a^2)d1^114d2^204 + (0 + 3a + 3a^2)d1^115d2^204 + (0 + 1a + 4a^2)d1^116d2^204 + (2 + 2a + 2a^2)d1^117d2^204 + (3 + 0a + 1a^2)d1^118d2^204 + (4 + 1a + 3a^2)d1^119d2^204 + (4 + 3a + 1a^2)d1^120d2^204 + (2 + 0a + 3a^2)d1^121d2^204 + (2 + 1a + 0a^2)d1^122d2^204 + (2 + 3a + 4a^2)d1^123d2^204 + (4 + 1a + 4a^2)d1^124d2^204 + (3 + 2a + 2a^2)d1^125d2^204 + (4 + 2a + 1a^2)d1^126d2^204 + (4 + 3a + 1a^2)d1^127d2^204 + (2 + 1a + 1a^2)d1^128d2^204 + (3 + 0a + 3a^2)d1^129d2^204 + (1 + 3a + 0a^2)d1^130d2^204 + (2 + 1a + 0a^2)d1^131d2^204 + (4 + 4a + 4a^2)d1^132d2^204 + (4 + 0a + 3a^2)d1^133d2^204 + (1 + 2a + 3a^2)d1^134d2^204 + (4 + 3a + 3a^2)d1^135d2^204 + (3 + 4a + 4a^2)d1^136d2^204 + (3 + 4a + 0a^2)d1^137d2^204 + (2 + 3a + 3a^2)d1^138d2^204 + (4 + 4a + 4a^2)d1^139d2^204 + (3 + 2a + 3a^2)d1^140d2^204 + (1 + 0a + 1a^2)d1^141d2^204 + (0 + 0a + 2a^2)d1^142d2^204 + (4 + 0a + 3a^2)d1^143d2^204 + (0 + 4a + 3a^2)d1^144d2^204 + (2 + 1a + 0a^2)d1^145d2^204 + (3 + 1a + 1a^2)d1^146d2^204 + (1 + 4a + 2a^2)d1^147d2^204 + (3 + 1a + 1a^2)d1^148d2^204 + (1 + 3a + 1a^2)d1^149d2^204 + (3 + 4a + 0a^2)d1^150d2^204 + (2 + 0a + 4a^2)d1^151d2^204 + (3 + 0a + 0a^2)d1^152d2^204 + (4 + 0a + 3a^2)d1^153d2^204 + (3 + 1a + 0a^2)d1^154d2^204 + (0 + 3a + 2a^2)d1^155d2^204 + (2 + 4a + 3a^2)d1^156d2^204 + (1 + 1a + 4a^2)d1^157d2^204 + (1 + 1a + 0a^2)d1^158d2^204 + (3 + 0a + 3a^2)d1^159d2^204 + (1 + 4a + 3a^2)d1^160d2^204 + (3 + 2a + 3a^2)d1^161d2^204 + (3 + 2a + 3a^2)d1^162d2^204 + (2 + 3a + 2a^2)d1^163d2^204 + (3 + 3a + 2a^2)d1^164d2^204 + (0 + 4a + 1a^2)d1^165d2^204 + (3 + 1a + 2a^2)d1^166d2^204 + (1 + 3a + 4a^2)d1^167d2^204 + (0 + 4a + 0a^2)d1^168d2^204 + (1 + 2a + 3a^2)d1^169d2^204 + (1 + 1a + 2a^2)d1^170d2^204 + (1 + 4a + 3a^2)d1^171d2^204 + (2 + 3a + 3a^2)d1^172d2^204 + (2 + 0a + 2a^2)d1^173d2^204 + (2 + 3a + 0a^2)d1^174d2^204 + (3 + 0a + 2a^2)d1^175d2^204 + (4 + 4a + 1a^2)d1^176d2^204 + (2 + 2a + 2a^2)d1^177d2^204 + (2 + 1a + 3a^2)d1^178d2^204 + (4 + 1a + 0a^2)d1^179d2^204 + (1 + 1a + 1a^2)d1^180d2^204 + (3 + 3a + 3a^2)d1^181d2^204 + (1 + 0a + 3a^2)d1^182d2^204 + (0 + 1a + 2a^2)d1^183d2^204 + (0 + 0a + 3a^2)d1^184d2^204 + (2 + 1a + 1a^2)d1^185d2^204 + (1 + 3a + 1a^2)d1^186d2^204 + (1 + 3a + 1a^2)d1^187d2^204 + (4 + 4a + 2a^2)d1^188d2^204 + (1 + 3a + 4a^2)d1^189d2^204 + (1 + 0a + 0a^2)d1^190d2^204 + (3 + 3a + 4a^2)d1^191d2^204 + (4 + 1a + 2a^2)d1^192d2^204 + (1 + 1a + 4a^2)d1^193d2^204 + (1 + 1a + 1a^2)d1^194d2^204 + (3 + 4a + 4a^2)d1^195d2^204 + (3 + 4a + 1a^2)d1^196d2^204 + (4 + 4a + 0a^2)d1^197d2^204 + (3 + 2a + 2a^2)d1^198d2^204 + (2 + 1a + 2a^2)d1^199d2^204 + (0 + 0a + 3a^2)d1^200d2^204 + (1 + 0a + 2a^2)d1^201d2^204 + (3 + 3a + 0a^2)d1^202d2^204 + (1 + 4a + 4a^2)d1^203d2^204 + (0 + 4a + 1a^2)d1^204d2^204 + (0 + 4a + 1a^2)d1^205d2^204 + (2 + 2a + 1a^2)d1^206d2^204 + (3 + 4a + 2a^2)d1^207d2^204 + (0 + 3a + 0a^2)d1^208d2^204 + (1 + 2a + 0a^2)d1^209d2^204 + (0 + 4a + 1a^2)d1^210d2^204 + (3 + 4a + 4a^2)d1^211d2^204 + (1 + 3a + 2a^2)d1^212d2^204 + (2 + 3a + 1a^2)d1^213d2^204 + (4 + 1a + 4a^2)d1^214d2^204 + (1 + 2a + 1a^2)d1^215d2^204 + (2 + 1a + 3a^2)d1^216d2^204 + (0 + 2a + 2a^2)d1^217d2^204 + (3 + 2a + 0a^2)d1^218d2^204 + (4 + 0a + 1a^2)d1^219d2^204 + (3 + 4a + 0a^2)d1^220d2^204 + (2 + 0a + 1a^2)d1^221d2^204 + (2 + 1a + 0a^2)d1^222d2^204 + (4 + 2a + 2a^2)d1^223d2^204 + (3 + 4a + 3a^2)d1^224d2^204 + (4 + 2a + 4a^2)d1^225d2^204 + (2 + 3a + 3a^2)d1^226d2^204 + (2 + 4a + 2a^2)d1^227d2^204 + (0 + 3a + 1a^2)d1^228d2^204 + (1 + 0a + 2a^2)d1^229d2^204 + (1 + 4a + 1a^2)d1^230d2^204 + (3 + 3a + 4a^2)d1^231d2^204 + (2 + 4a + 3a^2)d1^232d2^204 + (1 + 2a + 0a^2)d1^233d2^204 + (2 + 4a + 4a^2)d1^234d2^204 + (3 + 3a + 3a^2)d1^235d2^204 + (3 + 0a + 0a^2)d1^236d2^204 + (0 + 4a + 3a^2)d1^237d2^204 + (3 + 4a + 1a^2)d1^238d2^204 + (3 + 2a + 3a^2)d1^239d2^204 + (1 + 2a + 0a^2)d1^240d2^204 + (2 + 0a + 3a^2)d1^241d2^204 + (0 + 0a + 4a^2)d1^242d2^204 + (2 + 4a + 1a^2)d1^243d2^204 + (2 + 0a + 2a^2)d1^244d2^204 + (3 + 1a + 1a^2)d1^245d2^204 + (2 + 2a + 1a^2)d1^246d2^204 + (4 + 1a + 1a^2)d1^247d2^204 + (2 + 4a + 1a^2)d1^248d2^204 + (2 + 2a + 3a^2)d1^249d2^204 + (1 + 2a + 1a^2)d1^250d2^204 + (3 + 2a + 4a^2)d1^251d2^204 + (2 + 4a + 1a^2)d1^252d2^204 + (2 + 1a + 0a^2)d1^253d2^204 + (4 + 0a + 1a^2)d1^254d2^204 + (2 + 1a + 3a^2)d1^255d2^204 + (4 + 0a + 3a^2)d1^256d2^204 + (3 + 1a + 2a^2)d1^257d2^204 + (1 + 2a + 4a^2)d1^258d2^204 + (1 + 0a + 3a^2)d1^259d2^204 + (1 + 2a + 0a^2)d1^260d2^204 + (3 + 0a + 4a^2)d1^261d2^204 + (1 + 0a + 2a^2)d1^262d2^204 + (0 + 0a + 3a^2)d1^263d2^204 + (1 + 4a + 3a^2)d1^264d2^204 + (0 + 1a + 4a^2)d1^265d2^204 + (1 + 2a + 1a^2)d1^266d2^204 + (1 + 3a + 0a^2)d1^267d2^204 + (2 + 1a + 3a^2)d1^268d2^204 + (1 + 0a + 2a^2)d1^269d2^204 + (4 + 3a + 3a^2)d1^270d2^204 + (3 + 1a + 1a^2)d1^271d2^204 + (4 + 0a + 2a^2)d1^272d2^204 + (3 + 3a + 0a^2)d1^273d2^204 + (1 + 0a + 4a^2)d1^274d2^204 + (4 + 1a + 3a^2)d1^275d2^204 + (4 + 4a + 1a^2)d1^276d2^204 + (3 + 4a + 4a^2)d1^277d2^204 + (3 + 0a + 4a^2)d1^278d2^204 + (4 + 4a + 0a^2)d1^279d2^204 + (1 + 3a + 3a^2)d1^280d2^204 + (0 + 3a + 3a^2)d1^281d2^204 + (1 + 3a + 4a^2)d1^282d2^204 + (2 + 4a + 0a^2)d1^283d2^204 + (4 + 2a + 0a^2)d1^284d2^204 + (1 + 0a + 2a^2)d1^285d2^204 + (4 + 3a + 0a^2)d1^286d2^204 + (4 + 2a + 4a^2)d1^287d2^204 + (1 + 4a + 3a^2)d1^288d2^204 + (1 + 3a + 2a^2)d1^289d2^204 + (4 + 3a + 2a^2)d1^290d2^204 + (3 + 4a + 4a^2)d1^291d2^204 + (2 + 0a + 0a^2)d1^292d2^204 + (1 + 0a + 1a^2)d1^293d2^204 + (0 + 3a + 0a^2)d2^205 + (3 + 1a + 0a^2)d1^1d2^205 + (4 + 1a + 4a^2)d1^2d2^205 + (3 + 4a + 0a^2)d1^3d2^205 + (0 + 2a + 2a^2)d1^4d2^205 + (0 + 1a + 3a^2)d1^5d2^205 + (0 + 2a + 2a^2)d1^6d2^205 + (0 + 1a + 1a^2)d1^7d2^205 + (3 + 1a + 2a^2)d1^8d2^205 + (2 + 3a + 2a^2)d1^9d2^205 + (3 + 4a + 3a^2)d1^10d2^205 + (3 + 0a + 4a^2)d1^11d2^205 + (2 + 0a + 2a^2)d1^12d2^205 + (3 + 2a + 3a^2)d1^13d2^205 + (4 + 3a + 4a^2)d1^14d2^205 + (4 + 1a + 4a^2)d1^15d2^205 + (2 + 2a + 4a^2)d1^16d2^205 + (0 + 2a + 0a^2)d1^17d2^205 + (3 + 4a + 2a^2)d1^18d2^205 + (0 + 1a + 2a^2)d1^19d2^205 + (2 + 1a + 0a^2)d1^20d2^205 + (2 + 1a + 2a^2)d1^21d2^205 + (4 + 1a + 1a^2)d1^22d2^205 + (2 + 0a + 1a^2)d1^23d2^205 + (3 + 1a + 1a^2)d1^24d2^205 + (4 + 2a + 1a^2)d1^25d2^205 + (3 + 4a + 3a^2)d1^26d2^205 + (4 + 4a + 0a^2)d1^27d2^205 + (1 + 4a + 2a^2)d1^28d2^205 + (0 + 2a + 2a^2)d1^29d2^205 + (2 + 4a + 1a^2)d1^30d2^205 + (3 + 4a + 3a^2)d1^31d2^205 + (4 + 1a + 2a^2)d1^32d2^205 + (2 + 1a + 4a^2)d1^33d2^205 + (1 + 3a + 4a^2)d1^34d2^205 + (4 + 2a + 1a^2)d1^35d2^205 + (0 + 4a + 3a^2)d1^36d2^205 + (2 + 4a + 4a^2)d1^37d2^205 + (1 + 1a + 3a^2)d1^38d2^205 + (1 + 3a + 3a^2)d1^39d2^205 + (3 + 4a + 1a^2)d1^40d2^205 + (0 + 4a + 1a^2)d1^41d2^205 + (3 + 0a + 4a^2)d1^42d2^205 + (4 + 4a + 2a^2)d1^43d2^205 + (3 + 3a + 4a^2)d1^44d2^205 + (4 + 3a + 2a^2)d1^45d2^205 + (4 + 4a + 0a^2)d1^46d2^205 + (4 + 0a + 2a^2)d1^47d2^205 + (2 + 2a + 4a^2)d1^48d2^205 + (4 + 1a + 2a^2)d1^49d2^205 + (3 + 1a + 3a^2)d1^50d2^205 + (3 + 2a + 2a^2)d1^51d2^205 + (1 + 0a + 0a^2)d1^52d2^205 + (1 + 1a + 4a^2)d1^53d2^205 + (3 + 1a + 4a^2)d1^54d2^205 + (0 + 3a + 3a^2)d1^55d2^205 + (3 + 4a + 4a^2)d1^56d2^205 + (1 + 4a + 1a^2)d1^57d2^205 + (4 + 3a + 4a^2)d1^58d2^205 + (4 + 4a + 0a^2)d1^59d2^205 + (3 + 1a + 1a^2)d1^60d2^205 + (1 + 1a + 4a^2)d1^61d2^205 + (4 + 3a + 0a^2)d1^62d2^205 + (3 + 2a + 3a^2)d1^63d2^205 + (3 + 3a + 2a^2)d1^64d2^205 + (3 + 4a + 4a^2)d1^65d2^205 + (0 + 2a + 1a^2)d1^66d2^205 + (2 + 0a + 3a^2)d1^67d2^205 + (2 + 1a + 1a^2)d1^68d2^205 + (4 + 4a + 1a^2)d1^69d2^205 + (1 + 3a + 4a^2)d1^70d2^205 + (4 + 2a + 1a^2)d1^71d2^205 + (0 + 0a + 3a^2)d1^72d2^205 + (4 + 1a + 2a^2)d1^73d2^205 + (2 + 1a + 3a^2)d1^74d2^205 + (2 + 0a + 2a^2)d1^75d2^205 + (0 + 0a + 4a^2)d1^76d2^205 + (2 + 4a + 2a^2)d1^77d2^205 + (1 + 0a + 1a^2)d1^78d2^205 + (2 + 3a + 4a^2)d1^79d2^205 + (1 + 2a + 0a^2)d1^80d2^205 + (4 + 0a + 3a^2)d1^81d2^205 + (3 + 3a + 4a^2)d1^82d2^205 + (2 + 0a + 4a^2)d1^83d2^205 + (1 + 2a + 4a^2)d1^84d2^205 + (2 + 0a + 4a^2)d1^85d2^205 + (0 + 3a + 2a^2)d1^86d2^205 + (2 + 1a + 4a^2)d1^87d2^205 + (1 + 1a + 2a^2)d1^88d2^205 + (3 + 3a + 0a^2)d1^89d2^205 + (0 + 2a + 3a^2)d1^90d2^205 + (4 + 1a + 2a^2)d1^91d2^205 + (1 + 2a + 0a^2)d1^92d2^205 + (4 + 2a + 4a^2)d1^93d2^205 + (3 + 4a + 3a^2)d1^94d2^205 + (4 + 3a + 1a^2)d1^95d2^205 + (0 + 4a + 1a^2)d1^96d2^205 + (3 + 0a + 3a^2)d1^97d2^205 + (2 + 0a + 0a^2)d1^98d2^205 + (0 + 3a + 1a^2)d1^99d2^205 + (0 + 1a + 2a^2)d1^100d2^205 + (1 + 2a + 2a^2)d1^101d2^205 + (3 + 2a + 1a^2)d1^102d2^205 + (2 + 1a + 2a^2)d1^103d2^205 + (0 + 0a + 2a^2)d1^104d2^205 + (4 + 4a + 2a^2)d1^105d2^205 + (3 + 2a + 1a^2)d1^106d2^205 + (0 + 3a + 3a^2)d1^107d2^205 + (3 + 4a + 3a^2)d1^108d2^205 + (1 + 3a + 3a^2)d1^109d2^205 + (0 + 3a + 1a^2)d1^110d2^205 + (2 + 3a + 3a^2)d1^111d2^205 + (3 + 3a + 1a^2)d1^112d2^205 + (1 + 1a + 4a^2)d1^114d2^205 + (3 + 2a + 1a^2)d1^115d2^205 + (2 + 4a + 1a^2)d1^116d2^205 + (1 + 0a + 1a^2)d1^117d2^205 + (1 + 1a + 4a^2)d1^118d2^205 + (1 + 0a + 1a^2)d1^119d2^205 + (1 + 0a + 3a^2)d1^120d2^205 + (0 + 4a + 1a^2)d1^121d2^205 + (4 + 0a + 0a^2)d1^122d2^205 + (0 + 3a + 3a^2)d1^123d2^205 + (1 + 2a + 3a^2)d1^124d2^205 + (0 + 4a + 2a^2)d1^125d2^205 + (1 + 1a + 1a^2)d1^126d2^205 + (1 + 2a + 3a^2)d1^127d2^205 + (1 + 3a + 0a^2)d1^128d2^205 + (1 + 0a + 0a^2)d1^129d2^205 + (0 + 2a + 3a^2)d1^130d2^205 + (2 + 0a + 4a^2)d1^131d2^205 + (2 + 0a + 0a^2)d1^132d2^205 + (4 + 0a + 3a^2)d1^133d2^205 + (0 + 2a + 4a^2)d1^134d2^205 + (1 + 1a + 3a^2)d1^136d2^205 + (0 + 3a + 1a^2)d1^137d2^205 + (3 + 0a + 4a^2)d1^138d2^205 + (2 + 0a + 4a^2)d1^139d2^205 + (2 + 2a + 3a^2)d1^140d2^205 + (4 + 4a + 1a^2)d1^141d2^205 + (3 + 4a + 0a^2)d1^142d2^205 + (3 + 4a + 2a^2)d1^143d2^205 + (3 + 3a + 2a^2)d1^144d2^205 + (1 + 0a + 3a^2)d1^145d2^205 + (1 + 3a + 1a^2)d1^146d2^205 + (3 + 2a + 2a^2)d1^147d2^205 + (4 + 2a + 4a^2)d1^148d2^205 + (2 + 1a + 0a^2)d1^149d2^205 + (3 + 1a + 2a^2)d1^150d2^205 + (4 + 2a + 3a^2)d1^151d2^205 + (3 + 2a + 3a^2)d1^152d2^205 + (3 + 4a + 1a^2)d1^153d2^205 + (0 + 1a + 4a^2)d1^154d2^205 + (4 + 1a + 4a^2)d1^155d2^205 + (1 + 2a + 2a^2)d1^156d2^205 + (4 + 3a + 0a^2)d1^157d2^205 + (3 + 4a + 0a^2)d1^158d2^205 + (1 + 1a + 2a^2)d1^159d2^205 + (2 + 2a + 3a^2)d1^160d2^205 + (0 + 3a + 0a^2)d1^161d2^205 + (3 + 2a + 2a^2)d1^162d2^205 + (2 + 4a + 1a^2)d1^163d2^205 + (1 + 4a + 3a^2)d1^164d2^205 + (4 + 2a + 2a^2)d1^165d2^205 + (4 + 1a + 3a^2)d1^166d2^205 + (1 + 4a + 3a^2)d1^167d2^205 + (4 + 3a + 0a^2)d1^168d2^205 + (2 + 1a + 3a^2)d1^169d2^205 + (2 + 0a + 4a^2)d1^170d2^205 + (3 + 0a + 1a^2)d1^171d2^205 + (3 + 2a + 4a^2)d1^172d2^205 + (2 + 4a + 1a^2)d1^173d2^205 + (3 + 3a + 2a^2)d1^174d2^205 + (3 + 3a + 0a^2)d1^175d2^205 + (3 + 3a + 4a^2)d1^176d2^205 + (3 + 1a + 2a^2)d1^177d2^205 + (3 + 4a + 3a^2)d1^178d2^205 + (1 + 0a + 0a^2)d1^179d2^205 + (1 + 4a + 3a^2)d1^180d2^205 + (2 + 0a + 1a^2)d1^181d2^205 + (2 + 3a + 0a^2)d1^182d2^205 + (2 + 0a + 0a^2)d1^183d2^205 + (1 + 0a + 0a^2)d1^184d2^205 + (1 + 4a + 4a^2)d1^185d2^205 + (3 + 1a + 3a^2)d1^186d2^205 + (2 + 1a + 0a^2)d1^187d2^205 + (3 + 4a + 0a^2)d1^188d2^205 + (2 + 1a + 4a^2)d1^189d2^205 + (1 + 0a + 1a^2)d1^190d2^205 + (0 + 4a + 3a^2)d1^191d2^205 + (0 + 4a + 4a^2)d1^192d2^205 + (1 + 1a + 3a^2)d1^193d2^205 + (2 + 0a + 3a^2)d1^194d2^205 + (1 + 0a + 4a^2)d1^195d2^205 + (1 + 1a + 3a^2)d1^196d2^205 + (3 + 2a + 1a^2)d1^197d2^205 + (2 + 1a + 4a^2)d1^198d2^205 + (4 + 0a + 2a^2)d1^199d2^205 + (1 + 3a + 4a^2)d1^200d2^205 + (3 + 0a + 0a^2)d1^201d2^205 + (0 + 4a + 2a^2)d1^202d2^205 + (3 + 4a + 0a^2)d1^203d2^205 + (2 + 4a + 0a^2)d1^204d2^205 + (2 + 0a + 1a^2)d1^205d2^205 + (2 + 0a + 3a^2)d1^206d2^205 + (4 + 4a + 4a^2)d1^207d2^205 + (0 + 1a + 1a^2)d1^208d2^205 + (2 + 2a + 2a^2)d1^209d2^205 + (0 + 2a + 3a^2)d1^210d2^205 + (3 + 0a + 3a^2)d1^211d2^205 + (2 + 4a + 1a^2)d1^212d2^205 + (1 + 4a + 3a^2)d1^213d2^205 + (3 + 0a + 0a^2)d1^214d2^205 + (2 + 1a + 0a^2)d1^215d2^205 + (4 + 3a + 3a^2)d1^216d2^205 + (4 + 3a + 4a^2)d1^217d2^205 + (4 + 1a + 1a^2)d1^218d2^205 + (2 + 2a + 1a^2)d1^219d2^205 + (1 + 2a + 1a^2)d1^220d2^205 + (1 + 0a + 3a^2)d1^221d2^205 + (1 + 4a + 2a^2)d1^222d2^205 + (2 + 1a + 2a^2)d1^223d2^205 + (3 + 1a + 1a^2)d1^224d2^205 + (3 + 4a + 1a^2)d1^225d2^205 + (1 + 4a + 3a^2)d1^226d2^205 + (3 + 4a + 1a^2)d1^227d2^205 + (4 + 0a + 4a^2)d1^228d2^205 + (4 + 2a + 4a^2)d1^229d2^205 + (3 + 2a + 3a^2)d1^230d2^205 + (2 + 1a + 3a^2)d1^231d2^205 + (2 + 4a + 1a^2)d1^232d2^205 + (2 + 4a + 1a^2)d1^233d2^205 + (3 + 2a + 0a^2)d1^234d2^205 + (1 + 1a + 4a^2)d1^235d2^205 + (2 + 0a + 3a^2)d1^236d2^205 + (1 + 2a + 2a^2)d1^237d2^205 + (3 + 1a + 0a^2)d1^238d2^205 + (2 + 4a + 2a^2)d1^239d2^205 + (4 + 3a + 4a^2)d1^240d2^205 + (0 + 2a + 2a^2)d1^241d2^205 + (2 + 0a + 1a^2)d1^242d2^205 + (3 + 4a + 1a^2)d1^243d2^205 + (0 + 1a + 2a^2)d1^244d2^205 + (1 + 0a + 4a^2)d1^245d2^205 + (0 + 1a + 1a^2)d1^246d2^205 + (2 + 4a + 2a^2)d1^247d2^205 + (4 + 4a + 0a^2)d1^248d2^205 + (0 + 4a + 0a^2)d1^250d2^205 + (3 + 3a + 4a^2)d1^251d2^205 + (0 + 3a + 0a^2)d1^252d2^205 + (0 + 1a + 1a^2)d1^253d2^205 + (0 + 3a + 0a^2)d1^254d2^205 + (3 + 4a + 3a^2)d1^255d2^205 + (1 + 1a + 2a^2)d1^256d2^205 + (1 + 4a + 2a^2)d1^257d2^205 + (0 + 2a + 0a^2)d1^258d2^205 + (0 + 2a + 3a^2)d1^259d2^205 + (2 + 1a + 1a^2)d1^260d2^205 + (4 + 4a + 1a^2)d1^261d2^205 + (3 + 0a + 4a^2)d1^262d2^205 + (4 + 0a + 2a^2)d1^263d2^205 + (0 + 2a + 0a^2)d1^264d2^205 + (0 + 2a + 0a^2)d1^265d2^205 + (3 + 3a + 4a^2)d1^266d2^205 + (0 + 3a + 2a^2)d1^267d2^205 + (4 + 3a + 4a^2)d1^268d2^205 + (4 + 1a + 4a^2)d1^269d2^205 + (0 + 3a + 3a^2)d1^270d2^205 + (4 + 0a + 2a^2)d1^271d2^205 + (1 + 1a + 2a^2)d1^272d2^205 + (1 + 2a + 1a^2)d1^273d2^205 + (4 + 4a + 2a^2)d1^274d2^205 + (3 + 3a + 0a^2)d1^275d2^205 + (3 + 3a + 3a^2)d1^276d2^205 + (1 + 3a + 1a^2)d1^277d2^205 + (4 + 3a + 0a^2)d1^278d2^205 + (4 + 3a + 0a^2)d1^279d2^205 + (1 + 0a + 4a^2)d1^280d2^205 + (3 + 1a + 4a^2)d1^281d2^205 + (4 + 2a + 1a^2)d1^282d2^205 + (2 + 0a + 1a^2)d1^283d2^205 + (4 + 0a + 3a^2)d1^284d2^205 + (3 + 3a + 0a^2)d1^285d2^205 + (2 + 4a + 4a^2)d1^286d2^205 + (2 + 0a + 4a^2)d1^287d2^205 + (3 + 4a + 3a^2)d1^288d2^205 + (1 + 4a + 0a^2)d1^289d2^205 + (4 + 4a + 1a^2)d1^290d2^205 + (4 + 4a + 4a^2)d1^291d2^205 + (3 + 4a + 4a^2)d1^292d2^205 + (1 + 1a + 0a^2)d1^293d2^205 + (2 + 1a + 0a^2)d2^206 + (1 + 3a + 3a^2)d1^1d2^206 + (2 + 4a + 2a^2)d1^2d2^206 + (3 + 0a + 4a^2)d1^3d2^206 + (3 + 3a + 3a^2)d1^4d2^206 + (3 + 0a + 4a^2)d1^5d2^206 + (0 + 2a + 1a^2)d1^6d2^206 + (3 + 4a + 0a^2)d1^7d2^206 + (0 + 0a + 4a^2)d1^8d2^206 + (2 + 1a + 4a^2)d1^9d2^206 + (0 + 2a + 0a^2)d1^10d2^206 + (2 + 3a + 2a^2)d1^11d2^206 + (2 + 3a + 2a^2)d1^12d2^206 + (4 + 4a + 3a^2)d1^13d2^206 + (3 + 4a + 4a^2)d1^14d2^206 + (4 + 4a + 3a^2)d1^15d2^206 + (2 + 3a + 3a^2)d1^16d2^206 + (4 + 4a + 0a^2)d1^17d2^206 + (1 + 4a + 2a^2)d1^18d2^206 + (4 + 2a + 3a^2)d1^19d2^206 + (2 + 1a + 3a^2)d1^20d2^206 + (2 + 2a + 0a^2)d1^21d2^206 + (4 + 3a + 4a^2)d1^22d2^206 + (3 + 2a + 0a^2)d1^23d2^206 + (0 + 1a + 4a^2)d1^24d2^206 + (3 + 2a + 4a^2)d1^25d2^206 + (4 + 2a + 1a^2)d1^26d2^206 + (1 + 3a + 4a^2)d1^27d2^206 + (3 + 4a + 2a^2)d1^29d2^206 + (2 + 4a + 3a^2)d1^30d2^206 + (2 + 2a + 1a^2)d1^31d2^206 + (3 + 2a + 1a^2)d1^32d2^206 + (1 + 2a + 2a^2)d1^33d2^206 + (2 + 0a + 2a^2)d1^34d2^206 + (1 + 1a + 4a^2)d1^35d2^206 + (4 + 2a + 1a^2)d1^36d2^206 + (1 + 3a + 1a^2)d1^37d2^206 + (2 + 2a + 0a^2)d1^38d2^206 + (4 + 0a + 1a^2)d1^39d2^206 + (1 + 0a + 4a^2)d1^40d2^206 + (2 + 2a + 0a^2)d1^41d2^206 + (3 + 0a + 3a^2)d1^42d2^206 + (4 + 2a + 3a^2)d1^43d2^206 + (2 + 4a + 1a^2)d1^44d2^206 + (2 + 0a + 1a^2)d1^45d2^206 + (3 + 2a + 2a^2)d1^46d2^206 + (1 + 3a + 1a^2)d1^47d2^206 + (1 + 3a + 1a^2)d1^48d2^206 + (1 + 4a + 2a^2)d1^49d2^206 + (4 + 1a + 0a^2)d1^50d2^206 + (0 + 2a + 1a^2)d1^51d2^206 + (4 + 4a + 3a^2)d1^52d2^206 + (0 + 4a + 2a^2)d1^53d2^206 + (1 + 3a + 4a^2)d1^54d2^206 + (4 + 2a + 0a^2)d1^55d2^206 + (0 + 0a + 1a^2)d1^56d2^206 + (2 + 0a + 1a^2)d1^57d2^206 + (3 + 3a + 4a^2)d1^58d2^206 + (0 + 4a + 0a^2)d1^59d2^206 + (0 + 4a + 1a^2)d1^60d2^206 + (4 + 0a + 2a^2)d1^61d2^206 + (0 + 3a + 0a^2)d1^62d2^206 + (3 + 0a + 0a^2)d1^63d2^206 + (0 + 3a + 3a^2)d1^64d2^206 + (4 + 1a + 2a^2)d1^65d2^206 + (4 + 0a + 0a^2)d1^66d2^206 + (2 + 4a + 0a^2)d1^67d2^206 + (0 + 2a + 2a^2)d1^68d2^206 + (3 + 4a + 0a^2)d1^69d2^206 + (1 + 2a + 0a^2)d1^70d2^206 + (1 + 4a + 4a^2)d1^71d2^206 + (4 + 0a + 2a^2)d1^72d2^206 + (3 + 1a + 0a^2)d1^73d2^206 + (0 + 4a + 3a^2)d1^74d2^206 + (1 + 3a + 2a^2)d1^75d2^206 + (2 + 1a + 2a^2)d1^76d2^206 + (1 + 1a + 1a^2)d1^77d2^206 + (4 + 2a + 2a^2)d1^78d2^206 + (3 + 2a + 1a^2)d1^79d2^206 + (1 + 2a + 2a^2)d1^80d2^206 + (3 + 1a + 4a^2)d1^81d2^206 + (1 + 3a + 0a^2)d1^82d2^206 + (0 + 4a + 2a^2)d1^83d2^206 + (2 + 4a + 3a^2)d1^84d2^206 + (2 + 2a + 1a^2)d1^85d2^206 + (3 + 4a + 1a^2)d1^86d2^206 + (1 + 3a + 0a^2)d1^87d2^206 + (1 + 4a + 1a^2)d1^88d2^206 + (2 + 0a + 3a^2)d1^89d2^206 + (3 + 2a + 0a^2)d1^90d2^206 + (1 + 4a + 3a^2)d1^91d2^206 + (1 + 2a + 3a^2)d1^92d2^206 + (0 + 2a + 3a^2)d1^93d2^206 + (2 + 1a + 2a^2)d1^94d2^206 + (3 + 4a + 1a^2)d1^95d2^206 + (1 + 4a + 4a^2)d1^96d2^206 + (1 + 2a + 1a^2)d1^97d2^206 + (2 + 3a + 1a^2)d1^98d2^206 + (4 + 3a + 1a^2)d1^99d2^206 + (3 + 3a + 1a^2)d1^100d2^206 + (3 + 2a + 2a^2)d1^101d2^206 + (0 + 4a + 2a^2)d1^102d2^206 + (4 + 1a + 4a^2)d1^103d2^206 + (3 + 4a + 3a^2)d1^104d2^206 + (1 + 0a + 3a^2)d1^105d2^206 + (3 + 3a + 0a^2)d1^106d2^206 + (2 + 0a + 2a^2)d1^107d2^206 + (1 + 3a + 0a^2)d1^108d2^206 + (2 + 3a + 2a^2)d1^109d2^206 + (4 + 3a + 0a^2)d1^110d2^206 + (4 + 0a + 1a^2)d1^111d2^206 + (4 + 0a + 4a^2)d1^112d2^206 + (4 + 1a + 2a^2)d1^113d2^206 + (1 + 1a + 2a^2)d1^114d2^206 + (0 + 1a + 0a^2)d1^115d2^206 + (4 + 4a + 2a^2)d1^116d2^206 + (1 + 2a + 1a^2)d1^117d2^206 + (0 + 0a + 4a^2)d1^118d2^206 + (0 + 0a + 1a^2)d1^119d2^206 + (4 + 1a + 4a^2)d1^120d2^206 + (3 + 4a + 3a^2)d1^121d2^206 + (0 + 4a + 1a^2)d1^122d2^206 + (3 + 4a + 2a^2)d1^123d2^206 + (0 + 3a + 3a^2)d1^124d2^206 + (4 + 3a + 0a^2)d1^125d2^206 + (4 + 1a + 1a^2)d1^126d2^206 + (2 + 1a + 0a^2)d1^127d2^206 + (2 + 2a + 4a^2)d1^128d2^206 + (1 + 0a + 2a^2)d1^129d2^206 + (3 + 2a + 3a^2)d1^130d2^206 + (3 + 2a + 0a^2)d1^131d2^206 + (4 + 2a + 0a^2)d1^132d2^206 + (2 + 1a + 3a^2)d1^133d2^206 + (3 + 4a + 3a^2)d1^134d2^206 + (1 + 1a + 3a^2)d1^135d2^206 + (2 + 0a + 1a^2)d1^136d2^206 + (0 + 4a + 4a^2)d1^137d2^206 + (0 + 0a + 3a^2)d1^138d2^206 + (3 + 2a + 4a^2)d1^139d2^206 + (4 + 1a + 4a^2)d1^140d2^206 + (4 + 4a + 2a^2)d1^141d2^206 + (4 + 4a + 3a^2)d1^142d2^206 + (4 + 3a + 3a^2)d1^143d2^206 + (2 + 2a + 2a^2)d1^144d2^206 + (2 + 2a + 3a^2)d1^145d2^206 + (4 + 0a + 2a^2)d1^146d2^206 + (4 + 4a + 3a^2)d1^147d2^206 + (3 + 3a + 2a^2)d1^148d2^206 + (0 + 1a + 0a^2)d1^149d2^206 + (4 + 3a + 3a^2)d1^150d2^206 + (3 + 4a + 4a^2)d1^151d2^206 + (1 + 4a + 4a^2)d1^152d2^206 + (2 + 1a + 3a^2)d1^153d2^206 + (1 + 4a + 1a^2)d1^154d2^206 + (4 + 3a + 4a^2)d1^155d2^206 + (3 + 2a + 4a^2)d1^156d2^206 + (3 + 1a + 4a^2)d1^157d2^206 + (1 + 3a + 2a^2)d1^159d2^206 + (1 + 1a + 2a^2)d1^160d2^206 + (3 + 1a + 1a^2)d1^161d2^206 + (1 + 0a + 4a^2)d1^162d2^206 + (2 + 4a + 0a^2)d1^163d2^206 + (0 + 2a + 4a^2)d1^164d2^206 + (2 + 3a + 4a^2)d1^165d2^206 + (2 + 3a + 1a^2)d1^166d2^206 + (3 + 1a + 3a^2)d1^167d2^206 + (2 + 1a + 1a^2)d1^168d2^206 + (3 + 0a + 4a^2)d1^169d2^206 + (0 + 0a + 4a^2)d1^170d2^206 + (2 + 4a + 2a^2)d1^171d2^206 + (0 + 4a + 4a^2)d1^172d2^206 + (1 + 2a + 1a^2)d1^173d2^206 + (3 + 3a + 1a^2)d1^174d2^206 + (0 + 1a + 3a^2)d1^175d2^206 + (4 + 4a + 0a^2)d1^176d2^206 + (2 + 2a + 0a^2)d1^177d2^206 + (2 + 3a + 1a^2)d1^178d2^206 + (0 + 4a + 4a^2)d1^179d2^206 + (3 + 2a + 3a^2)d1^180d2^206 + (3 + 4a + 1a^2)d1^181d2^206 + (1 + 3a + 3a^2)d1^182d2^206 + (2 + 0a + 3a^2)d1^183d2^206 + (4 + 4a + 1a^2)d1^184d2^206 + (3 + 3a + 2a^2)d1^185d2^206 + (0 + 3a + 1a^2)d1^186d2^206 + (1 + 0a + 3a^2)d1^187d2^206 + (4 + 3a + 2a^2)d1^188d2^206 + (3 + 2a + 3a^2)d1^189d2^206 + (4 + 0a + 4a^2)d1^190d2^206 + (2 + 3a + 2a^2)d1^191d2^206 + (0 + 2a + 4a^2)d1^192d2^206 + (4 + 0a + 4a^2)d1^193d2^206 + (2 + 1a + 2a^2)d1^194d2^206 + (0 + 0a + 2a^2)d1^195d2^206 + (0 + 3a + 1a^2)d1^198d2^206 + (0 + 0a + 3a^2)d1^199d2^206 + (4 + 0a + 3a^2)d1^200d2^206 + (4 + 2a + 2a^2)d1^201d2^206 + (0 + 3a + 0a^2)d1^202d2^206 + (1 + 4a + 4a^2)d1^203d2^206 + (2 + 0a + 1a^2)d1^204d2^206 + (2 + 0a + 4a^2)d1^205d2^206 + (2 + 1a + 1a^2)d1^206d2^206 + (0 + 2a + 3a^2)d1^207d2^206 + (1 + 3a + 4a^2)d1^208d2^206 + (2 + 3a + 0a^2)d1^209d2^206 + (1 + 1a + 1a^2)d1^210d2^206 + (3 + 3a + 1a^2)d1^211d2^206 + (4 + 2a + 2a^2)d1^212d2^206 + (3 + 1a + 1a^2)d1^213d2^206 + (1 + 3a + 2a^2)d1^214d2^206 + (2 + 3a + 2a^2)d1^215d2^206 + (0 + 0a + 1a^2)d1^216d2^206 + (4 + 1a + 1a^2)d1^217d2^206 + (3 + 1a + 3a^2)d1^218d2^206 + (3 + 3a + 0a^2)d1^219d2^206 + (4 + 2a + 4a^2)d1^220d2^206 + (0 + 2a + 3a^2)d1^221d2^206 + (2 + 1a + 0a^2)d1^222d2^206 + (0 + 4a + 3a^2)d1^223d2^206 + (4 + 3a + 1a^2)d1^224d2^206 + (2 + 0a + 3a^2)d1^225d2^206 + (4 + 2a + 0a^2)d1^226d2^206 + (3 + 4a + 3a^2)d1^227d2^206 + (3 + 2a + 2a^2)d1^228d2^206 + (3 + 1a + 0a^2)d1^229d2^206 + (1 + 0a + 3a^2)d1^230d2^206 + (2 + 3a + 1a^2)d1^231d2^206 + (1 + 2a + 0a^2)d1^232d2^206 + (1 + 0a + 2a^2)d1^233d2^206 + (2 + 4a + 2a^2)d1^234d2^206 + (1 + 0a + 2a^2)d1^235d2^206 + (0 + 0a + 3a^2)d1^236d2^206 + (4 + 0a + 4a^2)d1^237d2^206 + (0 + 2a + 0a^2)d1^238d2^206 + (3 + 1a + 2a^2)d1^239d2^206 + (1 + 2a + 3a^2)d1^240d2^206 + (0 + 0a + 3a^2)d1^241d2^206 + (4 + 3a + 1a^2)d1^242d2^206 + (4 + 3a + 1a^2)d1^243d2^206 + (4 + 1a + 0a^2)d1^244d2^206 + (2 + 4a + 3a^2)d1^245d2^206 + (1 + 3a + 4a^2)d1^246d2^206 + (1 + 3a + 2a^2)d1^247d2^206 + (0 + 4a + 2a^2)d1^248d2^206 + (2 + 0a + 2a^2)d1^249d2^206 + (2 + 1a + 2a^2)d1^250d2^206 + (3 + 3a + 2a^2)d1^251d2^206 + (4 + 1a + 3a^2)d1^252d2^206 + (4 + 3a + 4a^2)d1^253d2^206 + (2 + 0a + 4a^2)d1^254d2^206 + (0 + 2a + 4a^2)d1^255d2^206 + (1 + 4a + 4a^2)d1^256d2^206 + (4 + 0a + 3a^2)d1^257d2^206 + (3 + 3a + 1a^2)d1^258d2^206 + (3 + 1a + 2a^2)d1^259d2^206 + (0 + 4a + 0a^2)d1^260d2^206 + (3 + 4a + 0a^2)d1^261d2^206 + (2 + 4a + 3a^2)d1^262d2^206 + (0 + 3a + 2a^2)d1^263d2^206 + (4 + 3a + 0a^2)d1^264d2^206 + (3 + 3a + 3a^2)d1^265d2^206 + (2 + 1a + 2a^2)d1^266d2^206 + (1 + 0a + 4a^2)d1^267d2^206 + (0 + 1a + 3a^2)d1^268d2^206 + (1 + 2a + 4a^2)d1^269d2^206 + (1 + 2a + 0a^2)d1^270d2^206 + (2 + 0a + 0a^2)d1^271d2^206 + (0 + 2a + 4a^2)d1^272d2^206 + (1 + 4a + 3a^2)d1^273d2^206 + (1 + 0a + 0a^2)d1^274d2^206 + (4 + 1a + 0a^2)d1^275d2^206 + (0 + 3a + 2a^2)d1^276d2^206 + (3 + 4a + 1a^2)d1^277d2^206 + (0 + 0a + 2a^2)d1^278d2^206 + (2 + 2a + 4a^2)d1^279d2^206 + (2 + 2a + 4a^2)d1^280d2^206 + (4 + 4a + 4a^2)d1^281d2^206 + (2 + 0a + 1a^2)d1^282d2^206 + (1 + 3a + 1a^2)d1^283d2^206 + (1 + 1a + 2a^2)d1^284d2^206 + (4 + 4a + 3a^2)d1^285d2^206 + (0 + 3a + 3a^2)d1^286d2^206 + (3 + 1a + 0a^2)d1^287d2^206 + (1 + 2a + 1a^2)d1^288d2^206 + (3 + 0a + 4a^2)d1^289d2^206 + (2 + 4a + 0a^2)d1^290d2^206 + (2 + 2a + 2a^2)d1^291d2^206 + (3 + 2a + 0a^2)d1^292d2^206 + (1 + 1a + 1a^2)d1^293d2^206 + (0 + 0a + 3a^2)d2^207 + (0 + 4a + 4a^2)d1^1d2^207 + (0 + 4a + 4a^2)d1^2d2^207 + (1 + 3a + 2a^2)d1^3d2^207 + (1 + 0a + 4a^2)d1^4d2^207 + (1 + 2a + 4a^2)d1^5d2^207 + (1 + 4a + 3a^2)d1^6d2^207 + (2 + 3a + 2a^2)d1^7d2^207 + (0 + 2a + 3a^2)d1^8d2^207 + (3 + 2a + 4a^2)d1^9d2^207 + (2 + 1a + 3a^2)d1^10d2^207 + (3 + 2a + 4a^2)d1^11d2^207 + (2 + 4a + 0a^2)d1^12d2^207 + (1 + 1a + 0a^2)d1^13d2^207 + (1 + 2a + 0a^2)d1^14d2^207 + (0 + 2a + 1a^2)d1^15d2^207 + (0 + 3a + 4a^2)d1^16d2^207 + (1 + 3a + 3a^2)d1^17d2^207 + (3 + 2a + 1a^2)d1^18d2^207 + (4 + 2a + 2a^2)d1^19d2^207 + (4 + 2a + 4a^2)d1^20d2^207 + (2 + 4a + 4a^2)d1^21d2^207 + (2 + 1a + 4a^2)d1^22d2^207 + (4 + 0a + 4a^2)d1^23d2^207 + (2 + 1a + 1a^2)d1^24d2^207 + (2 + 1a + 3a^2)d1^25d2^207 + (3 + 4a + 1a^2)d1^26d2^207 + (2 + 2a + 2a^2)d1^27d2^207 + (3 + 2a + 1a^2)d1^28d2^207 + (1 + 1a + 4a^2)d1^29d2^207 + (4 + 2a + 3a^2)d1^30d2^207 + (1 + 1a + 3a^2)d1^31d2^207 + (1 + 1a + 0a^2)d1^32d2^207 + (2 + 4a + 2a^2)d1^33d2^207 + (1 + 0a + 1a^2)d1^34d2^207 + (3 + 1a + 2a^2)d1^35d2^207 + (0 + 2a + 4a^2)d1^36d2^207 + (2 + 2a + 1a^2)d1^37d2^207 + (0 + 0a + 1a^2)d1^38d2^207 + (0 + 4a + 1a^2)d1^39d2^207 + (1 + 1a + 0a^2)d1^40d2^207 + (1 + 1a + 3a^2)d1^41d2^207 + (3 + 0a + 2a^2)d1^42d2^207 + (1 + 1a + 1a^2)d1^43d2^207 + (0 + 1a + 3a^2)d1^44d2^207 + (1 + 1a + 1a^2)d1^45d2^207 + (3 + 0a + 3a^2)d1^46d2^207 + (1 + 3a + 1a^2)d1^47d2^207 + (0 + 3a + 3a^2)d1^48d2^207 + (0 + 3a + 2a^2)d1^49d2^207 + (4 + 4a + 4a^2)d1^50d2^207 + (1 + 4a + 4a^2)d1^51d2^207 + (4 + 1a + 4a^2)d1^52d2^207 + (0 + 4a + 0a^2)d1^53d2^207 + (4 + 2a + 1a^2)d1^54d2^207 + (3 + 0a + 2a^2)d1^55d2^207 + (4 + 2a + 0a^2)d1^56d2^207 + (1 + 3a + 3a^2)d1^57d2^207 + (4 + 0a + 2a^2)d1^58d2^207 + (4 + 4a + 0a^2)d1^59d2^207 + (0 + 1a + 3a^2)d1^60d2^207 + (2 + 4a + 4a^2)d1^61d2^207 + (2 + 3a + 4a^2)d1^62d2^207 + (4 + 1a + 1a^2)d1^63d2^207 + (3 + 0a + 2a^2)d1^64d2^207 + (0 + 3a + 0a^2)d1^65d2^207 + (2 + 0a + 1a^2)d1^66d2^207 + (4 + 0a + 3a^2)d1^67d2^207 + (2 + 2a + 2a^2)d1^68d2^207 + (0 + 1a + 4a^2)d1^69d2^207 + (1 + 2a + 3a^2)d1^70d2^207 + (2 + 0a + 4a^2)d1^71d2^207 + (0 + 2a + 2a^2)d1^72d2^207 + (2 + 2a + 0a^2)d1^73d2^207 + (3 + 2a + 2a^2)d1^74d2^207 + (3 + 3a + 2a^2)d1^75d2^207 + (1 + 1a + 1a^2)d1^76d2^207 + (2 + 0a + 0a^2)d1^77d2^207 + (0 + 1a + 3a^2)d1^78d2^207 + (2 + 4a + 4a^2)d1^79d2^207 + (4 + 0a + 1a^2)d1^80d2^207 + (2 + 1a + 1a^2)d1^81d2^207 + (1 + 4a + 4a^2)d1^82d2^207 + (4 + 0a + 2a^2)d1^83d2^207 + (0 + 0a + 2a^2)d1^84d2^207 + (0 + 1a + 1a^2)d1^85d2^207 + (4 + 4a + 2a^2)d1^86d2^207 + (2 + 0a + 1a^2)d1^87d2^207 + (2 + 2a + 2a^2)d1^88d2^207 + (2 + 1a + 4a^2)d1^89d2^207 + (0 + 4a + 2a^2)d1^90d2^207 + (4 + 3a + 2a^2)d1^91d2^207 + (2 + 3a + 0a^2)d1^92d2^207 + (1 + 0a + 0a^2)d1^93d2^207 + (1 + 1a + 0a^2)d1^94d2^207 + (1 + 0a + 4a^2)d1^95d2^207 + (4 + 1a + 4a^2)d1^96d2^207 + (3 + 0a + 2a^2)d1^97d2^207 + (3 + 3a + 4a^2)d1^98d2^207 + (0 + 1a + 3a^2)d1^99d2^207 + (4 + 4a + 3a^2)d1^100d2^207 + (4 + 0a + 2a^2)d1^101d2^207 + (3 + 2a + 0a^2)d1^102d2^207 + (1 + 1a + 4a^2)d1^103d2^207 + (0 + 2a + 0a^2)d1^104d2^207 + (4 + 3a + 4a^2)d1^105d2^207 + (1 + 0a + 0a^2)d1^106d2^207 + (0 + 2a + 0a^2)d1^107d2^207 + (3 + 3a + 1a^2)d1^108d2^207 + (0 + 4a + 3a^2)d1^109d2^207 + (2 + 2a + 1a^2)d1^110d2^207 + (3 + 4a + 2a^2)d1^111d2^207 + (0 + 1a + 0a^2)d1^112d2^207 + (4 + 2a + 0a^2)d1^113d2^207 + (0 + 3a + 2a^2)d1^114d2^207 + (2 + 0a + 4a^2)d1^115d2^207 + (4 + 3a + 1a^2)d1^116d2^207 + (4 + 2a + 3a^2)d1^117d2^207 + (0 + 1a + 3a^2)d1^118d2^207 + (4 + 3a + 0a^2)d1^119d2^207 + (0 + 4a + 0a^2)d1^120d2^207 + (0 + 1a + 4a^2)d1^121d2^207 + (0 + 4a + 2a^2)d1^122d2^207 + (3 + 2a + 0a^2)d1^123d2^207 + (1 + 3a + 3a^2)d1^124d2^207 + (4 + 4a + 2a^2)d1^125d2^207 + (3 + 0a + 2a^2)d1^126d2^207 + (0 + 2a + 4a^2)d1^127d2^207 + (0 + 3a + 4a^2)d1^128d2^207 + (3 + 0a + 4a^2)d1^129d2^207 + (2 + 0a + 3a^2)d1^130d2^207 + (4 + 0a + 3a^2)d1^131d2^207 + (0 + 3a + 0a^2)d1^132d2^207 + (3 + 1a + 3a^2)d1^133d2^207 + (2 + 1a + 1a^2)d1^134d2^207 + (2 + 2a + 0a^2)d1^135d2^207 + (4 + 4a + 3a^2)d1^136d2^207 + (4 + 1a + 0a^2)d1^137d2^207 + (4 + 0a + 3a^2)d1^138d2^207 + (4 + 0a + 4a^2)d1^139d2^207 + (0 + 3a + 2a^2)d1^140d2^207 + (2 + 4a + 3a^2)d1^142d2^207 + (2 + 1a + 2a^2)d1^143d2^207 + (1 + 4a + 3a^2)d1^144d2^207 + (2 + 3a + 0a^2)d1^146d2^207 + (2 + 1a + 0a^2)d1^147d2^207 + (4 + 1a + 1a^2)d1^148d2^207 + (1 + 2a + 2a^2)d1^149d2^207 + (0 + 2a + 4a^2)d1^150d2^207 + (4 + 3a + 1a^2)d1^151d2^207 + (4 + 2a + 3a^2)d1^152d2^207 + (4 + 0a + 3a^2)d1^153d2^207 + (1 + 1a + 0a^2)d1^154d2^207 + (2 + 3a + 0a^2)d1^155d2^207 + (4 + 3a + 1a^2)d1^156d2^207 + (1 + 3a + 1a^2)d1^157d2^207 + (0 + 2a + 2a^2)d1^158d2^207 + (1 + 4a + 3a^2)d1^159d2^207 + (3 + 0a + 2a^2)d1^160d2^207 + (1 + 3a + 1a^2)d1^161d2^207 + (2 + 4a + 1a^2)d1^162d2^207 + (3 + 3a + 2a^2)d1^163d2^207 + (3 + 4a + 3a^2)d1^164d2^207 + (1 + 4a + 0a^2)d1^165d2^207 + (2 + 3a + 4a^2)d1^166d2^207 + (1 + 3a + 2a^2)d1^167d2^207 + (2 + 1a + 0a^2)d1^168d2^207 + (1 + 3a + 4a^2)d1^169d2^207 + (3 + 4a + 3a^2)d1^170d2^207 + (4 + 3a + 1a^2)d1^171d2^207 + (1 + 4a + 3a^2)d1^172d2^207 + (0 + 2a + 4a^2)d1^173d2^207 + (0 + 0a + 3a^2)d1^174d2^207 + (0 + 1a + 2a^2)d1^175d2^207 + (3 + 1a + 0a^2)d1^176d2^207 + (1 + 2a + 0a^2)d1^177d2^207 + (4 + 0a + 4a^2)d1^178d2^207 + (0 + 2a + 4a^2)d1^179d2^207 + (4 + 4a + 1a^2)d1^180d2^207 + (0 + 1a + 4a^2)d1^181d2^207 + (1 + 2a + 4a^2)d1^182d2^207 + (2 + 0a + 1a^2)d1^183d2^207 + (4 + 0a + 2a^2)d1^184d2^207 + (2 + 3a + 0a^2)d1^185d2^207 + (3 + 3a + 0a^2)d1^186d2^207 + (2 + 0a + 2a^2)d1^187d2^207 + (3 + 0a + 2a^2)d1^188d2^207 + (1 + 1a + 0a^2)d1^189d2^207 + (1 + 3a + 2a^2)d1^190d2^207 + (2 + 1a + 4a^2)d1^191d2^207 + (1 + 1a + 4a^2)d1^192d2^207 + (3 + 3a + 1a^2)d1^193d2^207 + (1 + 3a + 3a^2)d1^194d2^207 + (4 + 3a + 0a^2)d1^195d2^207 + (3 + 4a + 0a^2)d1^196d2^207 + (3 + 4a + 1a^2)d1^197d2^207 + (4 + 3a + 4a^2)d1^198d2^207 + (1 + 4a + 1a^2)d1^199d2^207 + (2 + 4a + 2a^2)d1^200d2^207 + (0 + 2a + 4a^2)d1^201d2^207 + (2 + 2a + 2a^2)d1^202d2^207 + (0 + 1a + 4a^2)d1^203d2^207 + (0 + 4a + 4a^2)d1^204d2^207 + (2 + 4a + 1a^2)d1^205d2^207 + (3 + 0a + 0a^2)d1^206d2^207 + (4 + 3a + 0a^2)d1^207d2^207 + (2 + 2a + 3a^2)d1^208d2^207 + (3 + 4a + 4a^2)d1^209d2^207 + (2 + 4a + 3a^2)d1^210d2^207 + (4 + 0a + 0a^2)d1^211d2^207 + (4 + 2a + 4a^2)d1^212d2^207 + (0 + 2a + 0a^2)d1^213d2^207 + (2 + 3a + 2a^2)d1^214d2^207 + (1 + 0a + 2a^2)d1^215d2^207 + (4 + 1a + 0a^2)d1^216d2^207 + (4 + 2a + 4a^2)d1^217d2^207 + (0 + 0a + 3a^2)d1^218d2^207 + (1 + 1a + 4a^2)d1^219d2^207 + (0 + 2a + 2a^2)d1^220d2^207 + (2 + 2a + 4a^2)d1^221d2^207 + (2 + 3a + 3a^2)d1^222d2^207 + (2 + 0a + 2a^2)d1^223d2^207 + (1 + 1a + 3a^2)d1^224d2^207 + (0 + 1a + 0a^2)d1^225d2^207 + (3 + 3a + 0a^2)d1^226d2^207 + (1 + 4a + 3a^2)d1^227d2^207 + (3 + 0a + 3a^2)d1^228d2^207 + (1 + 4a + 3a^2)d1^229d2^207 + (4 + 4a + 1a^2)d1^230d2^207 + (0 + 1a + 4a^2)d1^231d2^207 + (3 + 4a + 0a^2)d1^232d2^207 + (0 + 4a + 4a^2)d1^233d2^207 + (4 + 1a + 4a^2)d1^234d2^207 + (4 + 2a + 4a^2)d1^235d2^207 + (4 + 3a + 1a^2)d1^236d2^207 + (4 + 0a + 1a^2)d1^237d2^207 + (1 + 3a + 0a^2)d1^238d2^207 + (4 + 2a + 0a^2)d1^239d2^207 + (1 + 0a + 4a^2)d1^240d2^207 + (1 + 1a + 3a^2)d1^242d2^207 + (1 + 1a + 3a^2)d1^243d2^207 + (0 + 4a + 3a^2)d1^244d2^207 + (1 + 3a + 4a^2)d1^245d2^207 + (3 + 3a + 2a^2)d1^246d2^207 + (4 + 4a + 4a^2)d1^247d2^207 + (4 + 1a + 2a^2)d1^248d2^207 + (3 + 4a + 4a^2)d1^249d2^207 + (2 + 0a + 4a^2)d1^250d2^207 + (0 + 2a + 4a^2)d1^251d2^207 + (4 + 1a + 1a^2)d1^252d2^207 + (2 + 4a + 1a^2)d1^253d2^207 + (1 + 4a + 2a^2)d1^254d2^207 + (4 + 4a + 4a^2)d1^255d2^207 + (2 + 0a + 3a^2)d1^256d2^207 + (3 + 1a + 0a^2)d1^257d2^207 + (0 + 3a + 3a^2)d1^258d2^207 + (2 + 3a + 4a^2)d1^259d2^207 + (2 + 3a + 3a^2)d1^260d2^207 + (4 + 4a + 1a^2)d1^261d2^207 + (0 + 4a + 3a^2)d1^262d2^207 + (3 + 3a + 4a^2)d1^263d2^207 + (1 + 0a + 0a^2)d1^264d2^207 + (1 + 2a + 4a^2)d1^265d2^207 + (2 + 3a + 1a^2)d1^267d2^207 + (1 + 4a + 1a^2)d1^268d2^207 + (1 + 0a + 0a^2)d1^269d2^207 + (1 + 4a + 1a^2)d1^270d2^207 + (0 + 2a + 1a^2)d1^271d2^207 + (4 + 4a + 3a^2)d1^272d2^207 + (1 + 0a + 1a^2)d1^273d2^207 + (3 + 0a + 2a^2)d1^274d2^207 + (0 + 2a + 1a^2)d1^275d2^207 + (0 + 4a + 4a^2)d1^276d2^207 + (4 + 1a + 3a^2)d1^277d2^207 + (2 + 3a + 2a^2)d1^278d2^207 + (1 + 0a + 0a^2)d1^279d2^207 + (0 + 2a + 4a^2)d1^280d2^207 + (3 + 1a + 3a^2)d1^281d2^207 + (0 + 0a + 3a^2)d1^282d2^207 + (4 + 0a + 1a^2)d1^283d2^207 + (2 + 2a + 3a^2)d1^284d2^207 + (4 + 2a + 1a^2)d1^285d2^207 + (1 + 3a + 0a^2)d1^286d2^207 + (0 + 4a + 2a^2)d1^287d2^207 + (2 + 2a + 3a^2)d1^288d2^207 + (4 + 4a + 3a^2)d1^289d2^207 + (3 + 4a + 4a^2)d1^290d2^207 + (1 + 4a + 3a^2)d1^291d2^207 + (0 + 3a + 0a^2)d1^292d2^207 + (0 + 2a + 3a^2)d1^293d2^207 + (3 + 3a + 4a^2)d2^208 + (1 + 0a + 1a^2)d1^1d2^208 + (4 + 2a + 1a^2)d1^2d2^208 + (1 + 0a + 1a^2)d1^3d2^208 + (2 + 4a + 1a^2)d1^4d2^208 + (0 + 4a + 0a^2)d1^5d2^208 + (3 + 4a + 3a^2)d1^6d2^208 + (4 + 1a + 1a^2)d1^7d2^208 + (0 + 2a + 4a^2)d1^8d2^208 + (2 + 3a + 3a^2)d1^9d2^208 + (0 + 3a + 2a^2)d1^10d2^208 + (1 + 0a + 0a^2)d1^11d2^208 + (3 + 1a + 1a^2)d1^12d2^208 + (4 + 4a + 2a^2)d1^13d2^208 + (1 + 2a + 4a^2)d1^14d2^208 + (1 + 4a + 3a^2)d1^15d2^208 + (2 + 0a + 2a^2)d1^16d2^208 + (4 + 2a + 4a^2)d1^17d2^208 + (0 + 4a + 3a^2)d1^18d2^208 + (0 + 2a + 1a^2)d1^19d2^208 + (4 + 3a + 3a^2)d1^20d2^208 + (3 + 3a + 1a^2)d1^21d2^208 + (1 + 2a + 3a^2)d1^22d2^208 + (1 + 1a + 2a^2)d1^23d2^208 + (3 + 4a + 4a^2)d1^24d2^208 + (3 + 0a + 3a^2)d1^25d2^208 + (4 + 4a + 0a^2)d1^26d2^208 + (4 + 3a + 2a^2)d1^27d2^208 + (4 + 1a + 3a^2)d1^28d2^208 + (1 + 1a + 0a^2)d1^29d2^208 + (1 + 2a + 1a^2)d1^30d2^208 + (4 + 2a + 2a^2)d1^31d2^208 + (0 + 2a + 0a^2)d1^32d2^208 + (0 + 1a + 0a^2)d1^33d2^208 + (3 + 0a + 2a^2)d1^34d2^208 + (2 + 0a + 2a^2)d1^35d2^208 + (0 + 3a + 4a^2)d1^36d2^208 + (2 + 2a + 0a^2)d1^37d2^208 + (0 + 2a + 4a^2)d1^38d2^208 + (4 + 0a + 0a^2)d1^39d2^208 + (4 + 4a + 3a^2)d1^40d2^208 + (0 + 4a + 1a^2)d1^41d2^208 + (4 + 3a + 0a^2)d1^42d2^208 + (3 + 1a + 4a^2)d1^43d2^208 + (0 + 2a + 4a^2)d1^44d2^208 + (0 + 3a + 2a^2)d1^45d2^208 + (2 + 1a + 2a^2)d1^46d2^208 + (2 + 1a + 4a^2)d1^47d2^208 + (0 + 1a + 2a^2)d1^48d2^208 + (1 + 4a + 2a^2)d1^49d2^208 + (4 + 1a + 2a^2)d1^50d2^208 + (4 + 0a + 4a^2)d1^51d2^208 + (4 + 1a + 0a^2)d1^52d2^208 + (2 + 3a + 2a^2)d1^53d2^208 + (3 + 0a + 3a^2)d1^54d2^208 + (0 + 1a + 0a^2)d1^55d2^208 + (1 + 4a + 2a^2)d1^56d2^208 + (2 + 0a + 1a^2)d1^57d2^208 + (0 + 3a + 0a^2)d1^58d2^208 + (0 + 0a + 2a^2)d1^59d2^208 + (0 + 1a + 2a^2)d1^60d2^208 + (1 + 1a + 0a^2)d1^61d2^208 + (4 + 0a + 0a^2)d1^62d2^208 + (1 + 2a + 2a^2)d1^63d2^208 + (0 + 0a + 4a^2)d1^64d2^208 + (0 + 2a + 4a^2)d1^65d2^208 + (0 + 3a + 1a^2)d1^66d2^208 + (0 + 1a + 1a^2)d1^67d2^208 + (4 + 0a + 2a^2)d1^68d2^208 + (1 + 4a + 0a^2)d1^69d2^208 + (0 + 2a + 3a^2)d1^70d2^208 + (3 + 0a + 4a^2)d1^71d2^208 + (0 + 1a + 4a^2)d1^72d2^208 + (0 + 0a + 1a^2)d1^73d2^208 + (0 + 4a + 0a^2)d1^74d2^208 + (2 + 0a + 1a^2)d1^75d2^208 + (1 + 1a + 2a^2)d1^76d2^208 + (1 + 3a + 3a^2)d1^77d2^208 + (2 + 2a + 2a^2)d1^78d2^208 + (0 + 2a + 4a^2)d1^79d2^208 + (3 + 1a + 1a^2)d1^80d2^208 + (4 + 0a + 0a^2)d1^81d2^208 + (2 + 1a + 3a^2)d1^82d2^208 + (4 + 1a + 2a^2)d1^83d2^208 + (4 + 1a + 1a^2)d1^84d2^208 + (1 + 4a + 3a^2)d1^85d2^208 + (2 + 1a + 3a^2)d1^86d2^208 + (3 + 0a + 2a^2)d1^87d2^208 + (4 + 0a + 3a^2)d1^88d2^208 + (4 + 4a + 2a^2)d1^89d2^208 + (4 + 4a + 3a^2)d1^90d2^208 + (0 + 2a + 1a^2)d1^91d2^208 + (2 + 1a + 3a^2)d1^92d2^208 + (3 + 2a + 0a^2)d1^93d2^208 + (4 + 0a + 1a^2)d1^94d2^208 + (1 + 4a + 3a^2)d1^95d2^208 + (4 + 3a + 4a^2)d1^96d2^208 + (4 + 2a + 3a^2)d1^97d2^208 + (3 + 1a + 0a^2)d1^98d2^208 + (2 + 3a + 1a^2)d1^99d2^208 + (0 + 2a + 2a^2)d1^100d2^208 + (4 + 3a + 3a^2)d1^101d2^208 + (2 + 2a + 0a^2)d1^102d2^208 + (1 + 0a + 0a^2)d1^103d2^208 + (1 + 2a + 1a^2)d1^104d2^208 + (4 + 2a + 1a^2)d1^105d2^208 + (2 + 2a + 3a^2)d1^106d2^208 + (4 + 0a + 4a^2)d1^107d2^208 + (3 + 0a + 4a^2)d1^108d2^208 + (3 + 0a + 1a^2)d1^109d2^208 + (2 + 0a + 2a^2)d1^110d2^208 + (4 + 3a + 2a^2)d1^111d2^208 + (3 + 2a + 4a^2)d1^112d2^208 + (1 + 0a + 4a^2)d1^113d2^208 + (1 + 1a + 2a^2)d1^114d2^208 + (3 + 4a + 0a^2)d1^115d2^208 + (3 + 3a + 3a^2)d1^116d2^208 + (0 + 2a + 2a^2)d1^117d2^208 + (3 + 0a + 3a^2)d1^118d2^208 + (1 + 3a + 3a^2)d1^119d2^208 + (3 + 0a + 1a^2)d1^120d2^208 + (2 + 4a + 0a^2)d1^121d2^208 + (0 + 0a + 2a^2)d1^122d2^208 + (0 + 0a + 4a^2)d1^123d2^208 + (0 + 1a + 1a^2)d1^124d2^208 + (1 + 4a + 3a^2)d1^125d2^208 + (4 + 4a + 0a^2)d1^126d2^208 + (1 + 4a + 1a^2)d1^127d2^208 + (0 + 4a + 3a^2)d1^128d2^208 + (2 + 1a + 2a^2)d1^129d2^208 + (4 + 4a + 1a^2)d1^130d2^208 + (2 + 1a + 3a^2)d1^131d2^208 + (1 + 4a + 4a^2)d1^132d2^208 + (4 + 4a + 4a^2)d1^133d2^208 + (1 + 3a + 1a^2)d1^134d2^208 + (3 + 0a + 2a^2)d1^135d2^208 + (2 + 1a + 3a^2)d1^136d2^208 + (0 + 1a + 0a^2)d1^137d2^208 + (3 + 4a + 1a^2)d1^138d2^208 + (0 + 1a + 2a^2)d1^139d2^208 + (2 + 3a + 3a^2)d1^140d2^208 + (1 + 0a + 1a^2)d1^141d2^208 + (0 + 0a + 3a^2)d1^142d2^208 + (2 + 0a + 2a^2)d1^143d2^208 + (4 + 2a + 0a^2)d1^144d2^208 + (4 + 3a + 4a^2)d1^145d2^208 + (0 + 2a + 3a^2)d1^146d2^208 + (1 + 0a + 3a^2)d1^147d2^208 + (0 + 2a + 0a^2)d1^148d2^208 + (0 + 2a + 2a^2)d1^149d2^208 + (0 + 4a + 1a^2)d1^150d2^208 + (1 + 2a + 4a^2)d1^151d2^208 + (4 + 3a + 3a^2)d1^152d2^208 + (0 + 2a + 1a^2)d1^153d2^208 + (4 + 0a + 1a^2)d1^154d2^208 + (4 + 3a + 2a^2)d1^155d2^208 + (2 + 0a + 1a^2)d1^156d2^208 + (0 + 1a + 1a^2)d1^157d2^208 + (2 + 0a + 4a^2)d1^158d2^208 + (2 + 0a + 0a^2)d1^159d2^208 + (4 + 4a + 4a^2)d1^160d2^208 + (2 + 4a + 4a^2)d1^161d2^208 + (0 + 1a + 3a^2)d1^162d2^208 + (2 + 0a + 2a^2)d1^163d2^208 + (2 + 0a + 2a^2)d1^164d2^208 + (4 + 4a + 0a^2)d1^165d2^208 + (1 + 0a + 4a^2)d1^166d2^208 + (0 + 2a + 1a^2)d1^167d2^208 + (2 + 0a + 0a^2)d1^168d2^208 + (0 + 3a + 3a^2)d1^169d2^208 + (4 + 4a + 1a^2)d1^170d2^208 + (2 + 2a + 1a^2)d1^171d2^208 + (4 + 1a + 4a^2)d1^172d2^208 + (4 + 3a + 1a^2)d1^173d2^208 + (3 + 0a + 4a^2)d1^174d2^208 + (2 + 2a + 0a^2)d1^175d2^208 + (4 + 0a + 0a^2)d1^176d2^208 + (2 + 0a + 2a^2)d1^177d2^208 + (4 + 3a + 2a^2)d1^178d2^208 + (3 + 1a + 4a^2)d1^179d2^208 + (2 + 3a + 3a^2)d1^180d2^208 + (1 + 2a + 1a^2)d1^181d2^208 + (0 + 0a + 4a^2)d1^182d2^208 + (0 + 4a + 3a^2)d1^183d2^208 + (2 + 0a + 3a^2)d1^184d2^208 + (2 + 1a + 1a^2)d1^185d2^208 + (0 + 3a + 0a^2)d1^186d2^208 + (0 + 2a + 3a^2)d1^187d2^208 + (0 + 3a + 2a^2)d1^188d2^208 + (1 + 4a + 4a^2)d1^189d2^208 + (3 + 4a + 3a^2)d1^190d2^208 + (0 + 2a + 1a^2)d1^191d2^208 + (1 + 4a + 2a^2)d1^192d2^208 + (1 + 2a + 3a^2)d1^194d2^208 + (4 + 0a + 0a^2)d1^195d2^208 + (4 + 1a + 2a^2)d1^196d2^208 + (2 + 2a + 4a^2)d1^197d2^208 + (3 + 3a + 0a^2)d1^198d2^208 + (3 + 4a + 1a^2)d1^199d2^208 + (3 + 2a + 2a^2)d1^200d2^208 + (1 + 1a + 1a^2)d1^201d2^208 + (2 + 1a + 1a^2)d1^202d2^208 + (3 + 1a + 3a^2)d1^203d2^208 + (2 + 3a + 3a^2)d1^204d2^208 + (0 + 1a + 3a^2)d1^205d2^208 + (4 + 3a + 0a^2)d1^206d2^208 + (0 + 1a + 4a^2)d1^207d2^208 + (4 + 0a + 3a^2)d1^208d2^208 + (0 + 0a + 4a^2)d1^209d2^208 + (3 + 3a + 2a^2)d1^210d2^208 + (3 + 3a + 1a^2)d1^211d2^208 + (4 + 0a + 3a^2)d1^212d2^208 + (0 + 3a + 4a^2)d1^213d2^208 + (3 + 0a + 3a^2)d1^214d2^208 + (4 + 2a + 3a^2)d1^215d2^208 + (2 + 3a + 0a^2)d1^216d2^208 + (3 + 1a + 3a^2)d1^217d2^208 + (0 + 3a + 1a^2)d1^218d2^208 + (3 + 2a + 4a^2)d1^219d2^208 + (3 + 2a + 0a^2)d1^220d2^208 + (4 + 2a + 4a^2)d1^221d2^208 + (1 + 1a + 0a^2)d1^222d2^208 + (3 + 4a + 1a^2)d1^223d2^208 + (2 + 1a + 2a^2)d1^224d2^208 + (4 + 1a + 3a^2)d1^225d2^208 + (2 + 0a + 2a^2)d1^226d2^208 + (1 + 4a + 0a^2)d1^227d2^208 + (1 + 0a + 1a^2)d1^228d2^208 + (4 + 4a + 0a^2)d1^229d2^208 + (0 + 3a + 3a^2)d1^230d2^208 + (4 + 1a + 0a^2)d1^231d2^208 + (2 + 1a + 2a^2)d1^232d2^208 + (3 + 3a + 3a^2)d1^233d2^208 + (4 + 3a + 0a^2)d1^234d2^208 + (4 + 2a + 4a^2)d1^235d2^208 + (2 + 1a + 4a^2)d1^236d2^208 + (3 + 3a + 0a^2)d1^237d2^208 + (0 + 3a + 3a^2)d1^238d2^208 + (4 + 3a + 4a^2)d1^239d2^208 + (3 + 0a + 1a^2)d1^240d2^208 + (4 + 2a + 1a^2)d1^241d2^208 + (4 + 4a + 0a^2)d1^242d2^208 + (0 + 3a + 2a^2)d1^243d2^208 + (4 + 4a + 2a^2)d1^244d2^208 + (2 + 4a + 1a^2)d1^245d2^208 + (3 + 3a + 4a^2)d1^246d2^208 + (1 + 0a + 0a^2)d1^247d2^208 + (4 + 2a + 3a^2)d1^248d2^208 + (0 + 1a + 1a^2)d1^250d2^208 + (0 + 2a + 4a^2)d1^251d2^208 + (4 + 3a + 4a^2)d1^252d2^208 + (2 + 2a + 0a^2)d1^253d2^208 + (1 + 1a + 0a^2)d1^254d2^208 + (1 + 3a + 4a^2)d1^255d2^208 + (4 + 0a + 0a^2)d1^256d2^208 + (4 + 2a + 3a^2)d1^257d2^208 + (4 + 1a + 1a^2)d1^258d2^208 + (3 + 1a + 0a^2)d1^259d2^208 + (3 + 4a + 2a^2)d1^260d2^208 + (2 + 2a + 0a^2)d1^261d2^208 + (1 + 1a + 3a^2)d1^262d2^208 + (1 + 0a + 0a^2)d1^263d2^208 + (1 + 4a + 4a^2)d1^264d2^208 + (2 + 2a + 4a^2)d1^265d2^208 + (1 + 0a + 0a^2)d1^266d2^208 + (2 + 1a + 1a^2)d1^267d2^208 + (1 + 2a + 2a^2)d1^268d2^208 + (1 + 2a + 2a^2)d1^269d2^208 + (0 + 4a + 4a^2)d1^270d2^208 + (0 + 2a + 1a^2)d1^271d2^208 + (1 + 3a + 1a^2)d1^272d2^208 + (2 + 4a + 0a^2)d1^273d2^208 + (0 + 1a + 3a^2)d1^274d2^208 + (2 + 4a + 2a^2)d1^275d2^208 + (4 + 4a + 1a^2)d1^276d2^208 + (2 + 1a + 4a^2)d1^277d2^208 + (3 + 3a + 1a^2)d1^278d2^208 + (2 + 2a + 0a^2)d1^279d2^208 + (2 + 2a + 0a^2)d1^280d2^208 + (2 + 1a + 1a^2)d1^281d2^208 + (3 + 4a + 3a^2)d1^282d2^208 + (4 + 2a + 0a^2)d1^283d2^208 + (3 + 4a + 3a^2)d1^284d2^208 + (2 + 2a + 4a^2)d1^285d2^208 + (4 + 3a + 0a^2)d1^286d2^208 + (3 + 4a + 3a^2)d1^287d2^208 + (3 + 1a + 1a^2)d1^288d2^208 + (3 + 4a + 4a^2)d1^289d2^208 + (3 + 3a + 3a^2)d1^290d2^208 + (3 + 0a + 0a^2)d1^291d2^208 + (2 + 3a + 4a^2)d1^292d2^208 + (1 + 2a + 2a^2)d1^293d2^208 + (0 + 1a + 4a^2)d2^209 + (1 + 3a + 2a^2)d1^1d2^209 + (3 + 3a + 2a^2)d1^2d2^209 + (3 + 1a + 1a^2)d1^3d2^209 + (0 + 3a + 0a^2)d1^4d2^209 + (4 + 0a + 3a^2)d1^5d2^209 + (1 + 3a + 4a^2)d1^6d2^209 + (4 + 0a + 4a^2)d1^8d2^209 + (1 + 3a + 1a^2)d1^9d2^209 + (0 + 1a + 2a^2)d1^10d2^209 + (2 + 1a + 0a^2)d1^11d2^209 + (3 + 3a + 3a^2)d1^12d2^209 + (2 + 1a + 4a^2)d1^13d2^209 + (4 + 3a + 2a^2)d1^14d2^209 + (2 + 3a + 1a^2)d1^15d2^209 + (2 + 1a + 2a^2)d1^16d2^209 + (1 + 4a + 2a^2)d1^17d2^209 + (2 + 1a + 3a^2)d1^18d2^209 + (0 + 2a + 2a^2)d1^19d2^209 + (1 + 1a + 1a^2)d1^20d2^209 + (2 + 1a + 1a^2)d1^21d2^209 + (4 + 4a + 1a^2)d1^22d2^209 + (4 + 2a + 3a^2)d1^23d2^209 + (4 + 3a + 2a^2)d1^24d2^209 + (1 + 0a + 0a^2)d1^25d2^209 + (3 + 1a + 4a^2)d1^26d2^209 + (2 + 2a + 1a^2)d1^27d2^209 + (0 + 3a + 2a^2)d1^28d2^209 + (3 + 0a + 2a^2)d1^29d2^209 + (3 + 0a + 1a^2)d1^30d2^209 + (0 + 0a + 3a^2)d1^31d2^209 + (4 + 0a + 1a^2)d1^32d2^209 + (1 + 0a + 4a^2)d1^33d2^209 + (0 + 2a + 3a^2)d1^34d2^209 + (3 + 1a + 1a^2)d1^35d2^209 + (2 + 1a + 1a^2)d1^36d2^209 + (4 + 4a + 3a^2)d1^37d2^209 + (4 + 1a + 3a^2)d1^38d2^209 + (4 + 2a + 4a^2)d1^39d2^209 + (1 + 0a + 3a^2)d1^40d2^209 + (1 + 2a + 3a^2)d1^41d2^209 + (3 + 0a + 1a^2)d1^42d2^209 + (0 + 2a + 4a^2)d1^43d2^209 + (1 + 4a + 1a^2)d1^44d2^209 + (2 + 2a + 4a^2)d1^45d2^209 + (4 + 2a + 4a^2)d1^46d2^209 + (3 + 4a + 1a^2)d1^47d2^209 + (4 + 2a + 2a^2)d1^48d2^209 + (1 + 4a + 2a^2)d1^49d2^209 + (2 + 2a + 0a^2)d1^50d2^209 + (3 + 2a + 4a^2)d1^51d2^209 + (4 + 1a + 2a^2)d1^52d2^209 + (2 + 2a + 1a^2)d1^53d2^209 + (2 + 0a + 1a^2)d1^54d2^209 + (0 + 0a + 2a^2)d1^55d2^209 + (2 + 0a + 0a^2)d1^56d2^209 + (1 + 1a + 0a^2)d1^57d2^209 + (2 + 3a + 0a^2)d1^58d2^209 + (1 + 2a + 4a^2)d1^59d2^209 + (4 + 4a + 4a^2)d1^60d2^209 + (4 + 0a + 4a^2)d1^61d2^209 + (2 + 2a + 4a^2)d1^62d2^209 + (0 + 0a + 1a^2)d1^63d2^209 + (3 + 4a + 2a^2)d1^64d2^209 + (1 + 0a + 2a^2)d1^65d2^209 + (0 + 3a + 1a^2)d1^66d2^209 + (1 + 4a + 0a^2)d1^67d2^209 + (0 + 3a + 2a^2)d1^68d2^209 + (2 + 4a + 2a^2)d1^69d2^209 + (4 + 0a + 3a^2)d1^70d2^209 + (4 + 2a + 2a^2)d1^71d2^209 + (4 + 0a + 2a^2)d1^72d2^209 + (4 + 3a + 0a^2)d1^73d2^209 + (1 + 2a + 3a^2)d1^74d2^209 + (0 + 2a + 0a^2)d1^75d2^209 + (2 + 4a + 3a^2)d1^76d2^209 + (4 + 1a + 1a^2)d1^77d2^209 + (0 + 1a + 4a^2)d1^78d2^209 + (2 + 1a + 1a^2)d1^79d2^209 + (0 + 1a + 3a^2)d1^80d2^209 + (4 + 1a + 3a^2)d1^81d2^209 + (0 + 1a + 0a^2)d1^82d2^209 + (2 + 2a + 2a^2)d1^83d2^209 + (2 + 4a + 2a^2)d1^84d2^209 + (0 + 3a + 3a^2)d1^85d2^209 + (4 + 0a + 4a^2)d1^86d2^209 + (0 + 1a + 1a^2)d1^87d2^209 + (0 + 3a + 0a^2)d1^88d2^209 + (4 + 0a + 1a^2)d1^89d2^209 + (3 + 0a + 4a^2)d1^90d2^209 + (1 + 2a + 0a^2)d1^91d2^209 + (4 + 4a + 2a^2)d1^92d2^209 + (4 + 0a + 4a^2)d1^93d2^209 + (1 + 2a + 4a^2)d1^94d2^209 + (2 + 3a + 4a^2)d1^95d2^209 + (3 + 1a + 2a^2)d1^96d2^209 + (2 + 0a + 1a^2)d1^97d2^209 + (2 + 1a + 2a^2)d1^98d2^209 + (1 + 0a + 0a^2)d1^99d2^209 + (1 + 0a + 1a^2)d1^100d2^209 + (3 + 2a + 0a^2)d1^101d2^209 + (1 + 4a + 0a^2)d1^102d2^209 + (0 + 1a + 1a^2)d1^103d2^209 + (0 + 4a + 0a^2)d1^104d2^209 + (0 + 1a + 1a^2)d1^105d2^209 + (1 + 2a + 1a^2)d1^106d2^209 + (2 + 2a + 4a^2)d1^107d2^209 + (3 + 3a + 1a^2)d1^108d2^209 + (0 + 1a + 0a^2)d1^109d2^209 + (3 + 3a + 2a^2)d1^110d2^209 + (4 + 0a + 3a^2)d1^111d2^209 + (3 + 1a + 3a^2)d1^112d2^209 + (3 + 1a + 2a^2)d1^113d2^209 + (1 + 4a + 3a^2)d1^114d2^209 + (0 + 1a + 4a^2)d1^115d2^209 + (1 + 4a + 4a^2)d1^116d2^209 + (3 + 0a + 0a^2)d1^117d2^209 + (2 + 1a + 2a^2)d1^118d2^209 + (2 + 3a + 3a^2)d1^119d2^209 + (2 + 4a + 2a^2)d1^120d2^209 + (4 + 2a + 4a^2)d1^121d2^209 + (0 + 0a + 3a^2)d1^122d2^209 + (3 + 3a + 4a^2)d1^123d2^209 + (1 + 2a + 4a^2)d1^124d2^209 + (2 + 2a + 0a^2)d1^125d2^209 + (2 + 0a + 2a^2)d1^126d2^209 + (0 + 1a + 2a^2)d1^127d2^209 + (0 + 2a + 4a^2)d1^128d2^209 + (2 + 3a + 1a^2)d1^129d2^209 + (0 + 2a + 1a^2)d1^130d2^209 + (2 + 2a + 0a^2)d1^131d2^209 + (2 + 4a + 0a^2)d1^132d2^209 + (3 + 0a + 2a^2)d1^133d2^209 + (2 + 1a + 2a^2)d1^134d2^209 + (1 + 1a + 1a^2)d1^135d2^209 + (3 + 3a + 0a^2)d1^136d2^209 + (4 + 4a + 3a^2)d1^137d2^209 + (0 + 3a + 2a^2)d1^138d2^209 + (1 + 1a + 4a^2)d1^139d2^209 + (3 + 4a + 1a^2)d1^140d2^209 + (4 + 2a + 1a^2)d1^141d2^209 + (3 + 0a + 4a^2)d1^142d2^209 + (2 + 4a + 2a^2)d1^143d2^209 + (1 + 2a + 2a^2)d1^144d2^209 + (2 + 4a + 4a^2)d1^145d2^209 + (2 + 1a + 1a^2)d1^146d2^209 + (0 + 2a + 2a^2)d1^147d2^209 + (1 + 1a + 0a^2)d1^148d2^209 + (2 + 3a + 3a^2)d1^149d2^209 + (2 + 2a + 0a^2)d1^150d2^209 + (1 + 1a + 1a^2)d1^151d2^209 + (1 + 0a + 0a^2)d1^152d2^209 + (0 + 1a + 0a^2)d1^153d2^209 + (3 + 3a + 0a^2)d1^154d2^209 + (3 + 3a + 1a^2)d1^155d2^209 + (4 + 0a + 4a^2)d1^156d2^209 + (4 + 3a + 2a^2)d1^157d2^209 + (0 + 4a + 4a^2)d1^158d2^209 + (0 + 0a + 4a^2)d1^159d2^209 + (0 + 0a + 4a^2)d1^160d2^209 + (1 + 3a + 0a^2)d1^161d2^209 + (2 + 3a + 1a^2)d1^162d2^209 + (3 + 1a + 1a^2)d1^163d2^209 + (1 + 3a + 1a^2)d1^164d2^209 + (4 + 0a + 2a^2)d1^165d2^209 + (0 + 1a + 2a^2)d1^166d2^209 + (0 + 1a + 2a^2)d1^167d2^209 + (3 + 0a + 0a^2)d1^168d2^209 + (0 + 1a + 4a^2)d1^169d2^209 + (3 + 2a + 0a^2)d1^170d2^209 + (2 + 3a + 2a^2)d1^171d2^209 + (1 + 0a + 0a^2)d1^172d2^209 + (0 + 0a + 4a^2)d1^173d2^209 + (4 + 3a + 3a^2)d1^174d2^209 + (0 + 4a + 4a^2)d1^175d2^209 + (4 + 3a + 1a^2)d1^176d2^209 + (2 + 0a + 1a^2)d1^177d2^209 + (4 + 0a + 2a^2)d1^178d2^209 + (0 + 1a + 3a^2)d1^179d2^209 + (1 + 1a + 4a^2)d1^180d2^209 + (2 + 1a + 1a^2)d1^181d2^209 + (3 + 1a + 1a^2)d1^182d2^209 + (0 + 1a + 4a^2)d1^183d2^209 + (1 + 3a + 3a^2)d1^184d2^209 + (3 + 2a + 4a^2)d1^185d2^209 + (0 + 4a + 1a^2)d1^186d2^209 + (0 + 2a + 0a^2)d1^187d2^209 + (0 + 4a + 1a^2)d1^188d2^209 + (2 + 3a + 0a^2)d1^189d2^209 + (4 + 1a + 2a^2)d1^190d2^209 + (1 + 3a + 3a^2)d1^191d2^209 + (0 + 3a + 3a^2)d1^192d2^209 + (4 + 0a + 4a^2)d1^193d2^209 + (2 + 3a + 0a^2)d1^194d2^209 + (1 + 1a + 0a^2)d1^195d2^209 + (4 + 4a + 0a^2)d1^196d2^209 + (1 + 2a + 1a^2)d1^197d2^209 + (4 + 2a + 1a^2)d1^198d2^209 + (3 + 0a + 4a^2)d1^199d2^209 + (4 + 1a + 4a^2)d1^200d2^209 + (1 + 2a + 4a^2)d1^201d2^209 + (0 + 0a + 1a^2)d1^202d2^209 + (0 + 2a + 3a^2)d1^203d2^209 + (2 + 2a + 1a^2)d1^204d2^209 + (1 + 4a + 0a^2)d1^205d2^209 + (1 + 2a + 4a^2)d1^206d2^209 + (4 + 4a + 2a^2)d1^207d2^209 + (4 + 0a + 1a^2)d1^208d2^209 + (1 + 4a + 1a^2)d1^209d2^209 + (1 + 4a + 3a^2)d1^210d2^209 + (3 + 3a + 1a^2)d1^211d2^209 + (3 + 3a + 4a^2)d1^212d2^209 + (3 + 4a + 2a^2)d1^213d2^209 + (1 + 1a + 1a^2)d1^214d2^209 + (2 + 0a + 2a^2)d1^215d2^209 + (4 + 2a + 0a^2)d1^216d2^209 + (4 + 3a + 4a^2)d1^217d2^209 + (2 + 1a + 2a^2)d1^218d2^209 + (4 + 1a + 0a^2)d1^219d2^209 + (2 + 1a + 1a^2)d1^220d2^209 + (2 + 3a + 4a^2)d1^221d2^209 + (3 + 1a + 2a^2)d1^222d2^209 + (0 + 0a + 3a^2)d1^223d2^209 + (0 + 2a + 2a^2)d1^224d2^209 + (0 + 4a + 2a^2)d1^225d2^209 + (4 + 4a + 2a^2)d1^226d2^209 + (4 + 2a + 1a^2)d1^227d2^209 + (0 + 1a + 2a^2)d1^228d2^209 + (1 + 2a + 0a^2)d1^229d2^209 + (1 + 1a + 1a^2)d1^231d2^209 + (3 + 3a + 4a^2)d1^232d2^209 + (3 + 2a + 2a^2)d1^233d2^209 + (0 + 0a + 1a^2)d1^234d2^209 + (1 + 2a + 2a^2)d1^235d2^209 + (3 + 4a + 0a^2)d1^236d2^209 + (3 + 1a + 3a^2)d1^237d2^209 + (3 + 3a + 3a^2)d1^238d2^209 + (1 + 3a + 3a^2)d1^239d2^209 + (0 + 1a + 4a^2)d1^240d2^209 + (4 + 0a + 2a^2)d1^241d2^209 + (4 + 4a + 1a^2)d1^242d2^209 + (4 + 4a + 3a^2)d1^243d2^209 + (1 + 2a + 3a^2)d1^244d2^209 + (4 + 3a + 1a^2)d1^245d2^209 + (4 + 4a + 4a^2)d1^246d2^209 + (0 + 2a + 3a^2)d1^247d2^209 + (4 + 0a + 1a^2)d1^248d2^209 + (2 + 0a + 1a^2)d1^249d2^209 + (3 + 0a + 4a^2)d1^251d2^209 + (3 + 2a + 1a^2)d1^252d2^209 + (1 + 2a + 0a^2)d1^253d2^209 + (1 + 0a + 1a^2)d1^254d2^209 + (4 + 2a + 3a^2)d1^255d2^209 + (4 + 1a + 1a^2)d1^256d2^209 + (4 + 4a + 1a^2)d1^257d2^209 + (1 + 2a + 0a^2)d1^258d2^209 + (3 + 2a + 2a^2)d1^259d2^209 + (4 + 1a + 3a^2)d1^260d2^209 + (2 + 1a + 0a^2)d1^261d2^209 + (2 + 2a + 1a^2)d1^262d2^209 + (4 + 1a + 3a^2)d1^263d2^209 + (3 + 0a + 2a^2)d1^264d2^209 + (1 + 4a + 2a^2)d1^265d2^209 + (4 + 3a + 0a^2)d1^266d2^209 + (4 + 1a + 0a^2)d1^267d2^209 + (1 + 1a + 3a^2)d1^268d2^209 + (4 + 2a + 1a^2)d1^269d2^209 + (0 + 1a + 0a^2)d1^270d2^209 + (0 + 0a + 1a^2)d1^271d2^209 + (0 + 2a + 1a^2)d1^272d2^209 + (0 + 4a + 0a^2)d1^273d2^209 + (4 + 4a + 1a^2)d1^274d2^209 + (1 + 2a + 3a^2)d1^275d2^209 + (1 + 4a + 0a^2)d1^276d2^209 + (3 + 1a + 1a^2)d1^277d2^209 + (2 + 4a + 3a^2)d1^278d2^209 + (0 + 1a + 0a^2)d1^279d2^209 + (2 + 0a + 3a^2)d1^280d2^209 + (0 + 0a + 3a^2)d1^281d2^209 + (4 + 1a + 2a^2)d1^282d2^209 + (0 + 1a + 4a^2)d1^283d2^209 + (4 + 3a + 0a^2)d1^284d2^209 + (1 + 3a + 4a^2)d1^285d2^209 + (1 + 1a + 1a^2)d1^286d2^209 + (0 + 3a + 1a^2)d1^287d2^209 + (4 + 1a + 3a^2)d1^288d2^209 + (1 + 2a + 3a^2)d1^289d2^209 + (0 + 2a + 0a^2)d1^290d2^209 + (3 + 3a + 1a^2)d1^291d2^209 + (2 + 1a + 1a^2)d1^292d2^209 + (2 + 1a + 1a^2)d1^293d2^209 + (1 + 1a + 4a^2)d2^210 + (4 + 3a + 4a^2)d1^1d2^210 + (3 + 3a + 0a^2)d1^2d2^210 + (3 + 0a + 0a^2)d1^3d2^210 + (2 + 4a + 4a^2)d1^4d2^210 + (4 + 2a + 2a^2)d1^5d2^210 + (3 + 4a + 4a^2)d1^6d2^210 + (2 + 3a + 2a^2)d1^7d2^210 + (3 + 0a + 2a^2)d1^8d2^210 + (4 + 1a + 4a^2)d1^9d2^210 + (3 + 0a + 3a^2)d1^10d2^210 + (2 + 4a + 4a^2)d1^11d2^210 + (0 + 4a + 3a^2)d1^12d2^210 + (3 + 4a + 1a^2)d1^13d2^210 + (3 + 2a + 4a^2)d1^14d2^210 + (1 + 2a + 3a^2)d1^15d2^210 + (3 + 2a + 1a^2)d1^16d2^210 + (2 + 3a + 0a^2)d1^17d2^210 + (4 + 3a + 2a^2)d1^18d2^210 + (1 + 4a + 0a^2)d1^19d2^210 + (2 + 2a + 0a^2)d1^20d2^210 + (2 + 0a + 2a^2)d1^21d2^210 + (2 + 2a + 3a^2)d1^22d2^210 + (2 + 0a + 2a^2)d1^23d2^210 + (2 + 0a + 2a^2)d1^24d2^210 + (4 + 3a + 4a^2)d1^25d2^210 + (3 + 4a + 4a^2)d1^26d2^210 + (3 + 4a + 4a^2)d1^28d2^210 + (1 + 4a + 3a^2)d1^29d2^210 + (0 + 4a + 4a^2)d1^30d2^210 + (4 + 3a + 4a^2)d1^31d2^210 + (0 + 1a + 0a^2)d1^32d2^210 + (4 + 0a + 4a^2)d1^33d2^210 + (2 + 2a + 2a^2)d1^34d2^210 + (3 + 0a + 1a^2)d1^35d2^210 + (2 + 1a + 3a^2)d1^36d2^210 + (2 + 3a + 4a^2)d1^37d2^210 + (3 + 1a + 3a^2)d1^38d2^210 + (4 + 0a + 0a^2)d1^39d2^210 + (3 + 3a + 4a^2)d1^40d2^210 + (4 + 3a + 2a^2)d1^41d2^210 + (2 + 4a + 4a^2)d1^42d2^210 + (1 + 3a + 4a^2)d1^43d2^210 + (1 + 2a + 2a^2)d1^44d2^210 + (2 + 4a + 3a^2)d1^45d2^210 + (3 + 0a + 3a^2)d1^46d2^210 + (0 + 4a + 4a^2)d1^47d2^210 + (0 + 0a + 1a^2)d1^48d2^210 + (2 + 1a + 3a^2)d1^49d2^210 + (1 + 4a + 3a^2)d1^50d2^210 + (4 + 4a + 3a^2)d1^51d2^210 + (0 + 2a + 3a^2)d1^52d2^210 + (1 + 4a + 2a^2)d1^53d2^210 + (2 + 3a + 1a^2)d1^54d2^210 + (3 + 1a + 4a^2)d1^55d2^210 + (3 + 2a + 2a^2)d1^56d2^210 + (1 + 1a + 4a^2)d1^57d2^210 + (0 + 1a + 1a^2)d1^58d2^210 + (2 + 3a + 0a^2)d1^59d2^210 + (4 + 4a + 0a^2)d1^60d2^210 + (1 + 4a + 1a^2)d1^61d2^210 + (3 + 4a + 2a^2)d1^62d2^210 + (1 + 1a + 4a^2)d1^63d2^210 + (1 + 4a + 3a^2)d1^64d2^210 + (2 + 2a + 2a^2)d1^65d2^210 + (0 + 0a + 3a^2)d1^66d2^210 + (0 + 2a + 4a^2)d1^67d2^210 + (4 + 1a + 3a^2)d1^68d2^210 + (1 + 1a + 2a^2)d1^69d2^210 + (3 + 3a + 0a^2)d1^70d2^210 + (3 + 3a + 2a^2)d1^71d2^210 + (2 + 3a + 2a^2)d1^72d2^210 + (3 + 1a + 1a^2)d1^73d2^210 + (1 + 0a + 4a^2)d1^74d2^210 + (2 + 4a + 1a^2)d1^75d2^210 + (0 + 3a + 2a^2)d1^76d2^210 + (3 + 4a + 3a^2)d1^77d2^210 + (3 + 0a + 3a^2)d1^78d2^210 + (0 + 2a + 2a^2)d1^79d2^210 + (0 + 1a + 4a^2)d1^80d2^210 + (1 + 1a + 3a^2)d1^81d2^210 + (1 + 1a + 3a^2)d1^82d2^210 + (1 + 3a + 0a^2)d1^83d2^210 + (3 + 4a + 2a^2)d1^84d2^210 + (3 + 4a + 2a^2)d1^85d2^210 + (4 + 1a + 4a^2)d1^86d2^210 + (3 + 2a + 2a^2)d1^87d2^210 + (1 + 2a + 0a^2)d1^88d2^210 + (4 + 0a + 2a^2)d1^89d2^210 + (0 + 4a + 2a^2)d1^90d2^210 + (3 + 3a + 3a^2)d1^91d2^210 + (3 + 4a + 1a^2)d1^92d2^210 + (0 + 2a + 1a^2)d1^93d2^210 + (0 + 4a + 1a^2)d1^94d2^210 + (0 + 2a + 2a^2)d1^95d2^210 + (0 + 3a + 3a^2)d1^96d2^210 + (0 + 3a + 0a^2)d1^97d2^210 + (0 + 3a + 4a^2)d1^98d2^210 + (0 + 3a + 4a^2)d1^99d2^210 + (4 + 3a + 4a^2)d1^100d2^210 + (2 + 3a + 1a^2)d1^101d2^210 + (3 + 4a + 4a^2)d1^102d2^210 + (0 + 3a + 4a^2)d1^103d2^210 + (4 + 2a + 0a^2)d1^104d2^210 + (1 + 3a + 4a^2)d1^105d2^210 + (0 + 4a + 2a^2)d1^106d2^210 + (2 + 2a + 1a^2)d1^107d2^210 + (2 + 1a + 2a^2)d1^108d2^210 + (3 + 4a + 0a^2)d1^109d2^210 + (2 + 3a + 2a^2)d1^110d2^210 + (3 + 0a + 3a^2)d1^111d2^210 + (2 + 2a + 3a^2)d1^112d2^210 + (4 + 1a + 2a^2)d1^113d2^210 + (3 + 0a + 0a^2)d1^114d2^210 + (3 + 0a + 1a^2)d1^115d2^210 + (2 + 1a + 4a^2)d1^116d2^210 + (3 + 1a + 2a^2)d1^117d2^210 + (1 + 4a + 2a^2)d1^118d2^210 + (2 + 3a + 1a^2)d1^119d2^210 + (0 + 1a + 4a^2)d1^120d2^210 + (4 + 2a + 0a^2)d1^121d2^210 + (2 + 4a + 4a^2)d1^122d2^210 + (4 + 0a + 2a^2)d1^123d2^210 + (2 + 0a + 4a^2)d1^124d2^210 + (0 + 0a + 1a^2)d1^125d2^210 + (1 + 2a + 4a^2)d1^126d2^210 + (3 + 3a + 2a^2)d1^127d2^210 + (0 + 1a + 1a^2)d1^128d2^210 + (0 + 3a + 3a^2)d1^129d2^210 + (0 + 0a + 4a^2)d1^130d2^210 + (4 + 2a + 1a^2)d1^131d2^210 + (1 + 1a + 0a^2)d1^132d2^210 + (4 + 1a + 3a^2)d1^133d2^210 + (4 + 0a + 2a^2)d1^134d2^210 + (1 + 1a + 2a^2)d1^135d2^210 + (1 + 4a + 3a^2)d1^136d2^210 + (1 + 3a + 4a^2)d1^137d2^210 + (1 + 4a + 3a^2)d1^138d2^210 + (0 + 4a + 2a^2)d1^139d2^210 + (3 + 2a + 2a^2)d1^140d2^210 + (1 + 1a + 4a^2)d1^141d2^210 + (3 + 2a + 2a^2)d1^142d2^210 + (0 + 1a + 1a^2)d1^143d2^210 + (1 + 4a + 0a^2)d1^144d2^210 + (2 + 0a + 0a^2)d1^145d2^210 + (0 + 1a + 3a^2)d1^146d2^210 + (0 + 2a + 2a^2)d1^147d2^210 + (0 + 3a + 2a^2)d1^148d2^210 + (4 + 4a + 2a^2)d1^149d2^210 + (4 + 0a + 3a^2)d1^150d2^210 + (3 + 4a + 4a^2)d1^151d2^210 + (3 + 3a + 2a^2)d1^152d2^210 + (3 + 2a + 0a^2)d1^153d2^210 + (0 + 1a + 1a^2)d1^154d2^210 + (2 + 1a + 2a^2)d1^155d2^210 + (4 + 2a + 1a^2)d1^156d2^210 + (1 + 4a + 2a^2)d1^157d2^210 + (2 + 0a + 0a^2)d1^158d2^210 + (3 + 2a + 3a^2)d1^159d2^210 + (2 + 1a + 2a^2)d1^160d2^210 + (3 + 2a + 4a^2)d1^161d2^210 + (3 + 2a + 0a^2)d1^162d2^210 + (3 + 4a + 3a^2)d1^163d2^210 + (3 + 1a + 1a^2)d1^164d2^210 + (2 + 3a + 4a^2)d1^165d2^210 + (1 + 0a + 4a^2)d1^166d2^210 + (3 + 3a + 1a^2)d1^167d2^210 + (1 + 3a + 3a^2)d1^168d2^210 + (2 + 0a + 1a^2)d1^169d2^210 + (4 + 0a + 0a^2)d1^170d2^210 + (1 + 2a + 1a^2)d1^171d2^210 + (1 + 1a + 1a^2)d1^172d2^210 + (4 + 2a + 1a^2)d1^173d2^210 + (3 + 0a + 4a^2)d1^174d2^210 + (1 + 0a + 0a^2)d1^175d2^210 + (2 + 2a + 1a^2)d1^176d2^210 + (3 + 0a + 3a^2)d1^177d2^210 + (3 + 3a + 3a^2)d1^178d2^210 + (4 + 4a + 2a^2)d1^179d2^210 + (4 + 2a + 1a^2)d1^180d2^210 + (3 + 4a + 1a^2)d1^181d2^210 + (0 + 2a + 0a^2)d1^182d2^210 + (4 + 2a + 0a^2)d1^183d2^210 + (1 + 0a + 1a^2)d1^184d2^210 + (3 + 3a + 2a^2)d1^185d2^210 + (0 + 2a + 4a^2)d1^186d2^210 + (3 + 1a + 1a^2)d1^187d2^210 + (0 + 4a + 1a^2)d1^188d2^210 + (3 + 4a + 3a^2)d1^189d2^210 + (3 + 3a + 2a^2)d1^190d2^210 + (0 + 3a + 0a^2)d1^191d2^210 + (3 + 1a + 4a^2)d1^192d2^210 + (0 + 3a + 0a^2)d1^193d2^210 + (3 + 4a + 2a^2)d1^194d2^210 + (2 + 3a + 4a^2)d1^195d2^210 + (3 + 1a + 3a^2)d1^196d2^210 + (0 + 2a + 0a^2)d1^197d2^210 + (0 + 2a + 4a^2)d1^198d2^210 + (0 + 1a + 0a^2)d1^199d2^210 + (3 + 3a + 2a^2)d1^200d2^210 + (2 + 0a + 1a^2)d1^201d2^210 + (3 + 0a + 2a^2)d1^202d2^210 + (0 + 4a + 3a^2)d1^203d2^210 + (3 + 1a + 1a^2)d1^204d2^210 + (3 + 2a + 0a^2)d1^205d2^210 + (1 + 2a + 4a^2)d1^206d2^210 + (2 + 1a + 0a^2)d1^207d2^210 + (3 + 3a + 2a^2)d1^208d2^210 + (4 + 1a + 0a^2)d1^209d2^210 + (1 + 1a + 0a^2)d1^210d2^210 + (3 + 2a + 1a^2)d1^211d2^210 + (3 + 1a + 3a^2)d1^212d2^210 + (2 + 4a + 2a^2)d1^213d2^210 + (0 + 2a + 2a^2)d1^214d2^210 + (0 + 1a + 1a^2)d1^215d2^210 + (1 + 3a + 3a^2)d1^216d2^210 + (0 + 3a + 0a^2)d1^217d2^210 + (3 + 0a + 3a^2)d1^218d2^210 + (4 + 1a + 0a^2)d1^219d2^210 + (3 + 0a + 2a^2)d1^220d2^210 + (2 + 3a + 0a^2)d1^221d2^210 + (3 + 3a + 4a^2)d1^222d2^210 + (4 + 4a + 4a^2)d1^223d2^210 + (0 + 0a + 3a^2)d1^224d2^210 + (0 + 0a + 2a^2)d1^225d2^210 + (1 + 1a + 1a^2)d1^226d2^210 + (0 + 2a + 3a^2)d1^227d2^210 + (2 + 2a + 1a^2)d1^228d2^210 + (0 + 0a + 1a^2)d1^229d2^210 + (4 + 3a + 1a^2)d1^230d2^210 + (1 + 3a + 4a^2)d1^231d2^210 + (0 + 1a + 3a^2)d1^232d2^210 + (3 + 2a + 3a^2)d1^233d2^210 + (0 + 4a + 3a^2)d1^234d2^210 + (2 + 3a + 2a^2)d1^235d2^210 + (4 + 1a + 1a^2)d1^236d2^210 + (1 + 1a + 4a^2)d1^237d2^210 + (3 + 0a + 0a^2)d1^238d2^210 + (0 + 3a + 2a^2)d1^239d2^210 + (2 + 0a + 2a^2)d1^240d2^210 + (2 + 1a + 0a^2)d1^241d2^210 + (4 + 1a + 1a^2)d1^242d2^210 + (4 + 1a + 4a^2)d1^243d2^210 + (4 + 0a + 0a^2)d1^244d2^210 + (2 + 1a + 3a^2)d1^245d2^210 + (0 + 2a + 1a^2)d1^246d2^210 + (4 + 4a + 3a^2)d1^247d2^210 + (2 + 0a + 4a^2)d1^248d2^210 + (1 + 4a + 2a^2)d1^249d2^210 + (0 + 3a + 1a^2)d1^250d2^210 + (3 + 2a + 0a^2)d1^251d2^210 + (4 + 2a + 1a^2)d1^252d2^210 + (2 + 2a + 3a^2)d1^253d2^210 + (3 + 4a + 2a^2)d1^254d2^210 + (1 + 2a + 1a^2)d1^255d2^210 + (3 + 1a + 3a^2)d1^256d2^210 + (2 + 1a + 0a^2)d1^257d2^210 + (4 + 4a + 3a^2)d1^258d2^210 + (3 + 0a + 0a^2)d1^259d2^210 + (4 + 0a + 4a^2)d1^260d2^210 + (4 + 4a + 3a^2)d1^261d2^210 + (4 + 0a + 2a^2)d1^262d2^210 + (4 + 1a + 1a^2)d1^263d2^210 + (0 + 2a + 3a^2)d1^264d2^210 + (4 + 3a + 2a^2)d1^265d2^210 + (0 + 4a + 4a^2)d1^266d2^210 + (0 + 3a + 1a^2)d1^268d2^210 + (0 + 2a + 2a^2)d1^269d2^210 + (0 + 1a + 4a^2)d1^270d2^210 + (1 + 1a + 1a^2)d1^271d2^210 + (1 + 1a + 0a^2)d1^272d2^210 + (3 + 0a + 2a^2)d1^273d2^210 + (3 + 1a + 2a^2)d1^274d2^210 + (1 + 2a + 2a^2)d1^275d2^210 + (3 + 1a + 4a^2)d1^276d2^210 + (0 + 1a + 0a^2)d1^277d2^210 + (0 + 1a + 4a^2)d1^278d2^210 + (1 + 1a + 2a^2)d1^279d2^210 + (3 + 4a + 3a^2)d1^280d2^210 + (4 + 2a + 3a^2)d1^281d2^210 + (1 + 4a + 4a^2)d1^282d2^210 + (4 + 3a + 1a^2)d1^283d2^210 + (0 + 4a + 1a^2)d1^284d2^210 + (2 + 0a + 0a^2)d1^285d2^210 + (3 + 4a + 1a^2)d1^286d2^210 + (1 + 1a + 2a^2)d1^287d2^210 + (2 + 3a + 2a^2)d1^288d2^210 + (4 + 4a + 2a^2)d1^289d2^210 + (4 + 4a + 2a^2)d1^290d2^210 + (1 + 1a + 2a^2)d1^291d2^210 + (3 + 3a + 1a^2)d1^292d2^210 + (1 + 1a + 4a^2)d1^293d2^210 + (3 + 4a + 0a^2)d2^211 + (2 + 0a + 2a^2)d1^1d2^211 + (4 + 3a + 3a^2)d1^2d2^211 + (2 + 3a + 1a^2)d1^3d2^211 + (0 + 1a + 0a^2)d1^4d2^211 + (3 + 0a + 1a^2)d1^5d2^211 + (3 + 0a + 2a^2)d1^6d2^211 + (3 + 2a + 2a^2)d1^7d2^211 + (3 + 4a + 1a^2)d1^8d2^211 + (2 + 4a + 3a^2)d1^9d2^211 + (2 + 0a + 0a^2)d1^10d2^211 + (4 + 0a + 0a^2)d1^11d2^211 + (0 + 3a + 1a^2)d1^12d2^211 + (2 + 4a + 4a^2)d1^13d2^211 + (3 + 3a + 2a^2)d1^14d2^211 + (4 + 2a + 0a^2)d1^15d2^211 + (0 + 0a + 1a^2)d1^16d2^211 + (4 + 2a + 4a^2)d1^17d2^211 + (1 + 2a + 0a^2)d1^18d2^211 + (3 + 4a + 0a^2)d1^20d2^211 + (1 + 3a + 2a^2)d1^21d2^211 + (2 + 3a + 3a^2)d1^22d2^211 + (4 + 3a + 0a^2)d1^23d2^211 + (1 + 0a + 1a^2)d1^24d2^211 + (3 + 4a + 0a^2)d1^25d2^211 + (0 + 4a + 4a^2)d1^26d2^211 + (4 + 4a + 0a^2)d1^27d2^211 + (1 + 3a + 0a^2)d1^28d2^211 + (3 + 1a + 4a^2)d1^29d2^211 + (1 + 3a + 1a^2)d1^30d2^211 + (3 + 4a + 4a^2)d1^31d2^211 + (3 + 1a + 0a^2)d1^32d2^211 + (2 + 3a + 4a^2)d1^33d2^211 + (3 + 0a + 1a^2)d1^34d2^211 + (1 + 3a + 3a^2)d1^35d2^211 + (2 + 2a + 4a^2)d1^36d2^211 + (2 + 3a + 2a^2)d1^37d2^211 + (0 + 3a + 1a^2)d1^38d2^211 + (2 + 0a + 0a^2)d1^39d2^211 + (1 + 1a + 2a^2)d1^40d2^211 + (2 + 4a + 2a^2)d1^41d2^211 + (2 + 2a + 2a^2)d1^42d2^211 + (2 + 0a + 0a^2)d1^43d2^211 + (4 + 2a + 3a^2)d1^44d2^211 + (1 + 4a + 1a^2)d1^45d2^211 + (1 + 4a + 2a^2)d1^46d2^211 + (2 + 2a + 1a^2)d1^47d2^211 + (4 + 3a + 1a^2)d1^48d2^211 + (4 + 1a + 3a^2)d1^49d2^211 + (2 + 2a + 2a^2)d1^50d2^211 + (3 + 3a + 3a^2)d1^51d2^211 + (2 + 0a + 4a^2)d1^52d2^211 + (2 + 1a + 0a^2)d1^53d2^211 + (0 + 1a + 2a^2)d1^54d2^211 + (1 + 2a + 4a^2)d1^55d2^211 + (3 + 3a + 3a^2)d1^56d2^211 + (0 + 1a + 4a^2)d1^57d2^211 + (4 + 3a + 2a^2)d1^58d2^211 + (0 + 4a + 1a^2)d1^59d2^211 + (1 + 0a + 0a^2)d1^60d2^211 + (4 + 1a + 4a^2)d1^61d2^211 + (3 + 3a + 4a^2)d1^62d2^211 + (1 + 2a + 2a^2)d1^63d2^211 + (0 + 4a + 2a^2)d1^64d2^211 + (4 + 2a + 2a^2)d1^65d2^211 + (3 + 0a + 4a^2)d1^66d2^211 + (3 + 3a + 3a^2)d1^67d2^211 + (2 + 2a + 2a^2)d1^68d2^211 + (3 + 3a + 4a^2)d1^69d2^211 + (2 + 1a + 4a^2)d1^70d2^211 + (2 + 1a + 2a^2)d1^71d2^211 + (4 + 3a + 3a^2)d1^72d2^211 + (1 + 0a + 1a^2)d1^73d2^211 + (4 + 2a + 1a^2)d1^74d2^211 + (2 + 1a + 0a^2)d1^75d2^211 + (1 + 0a + 3a^2)d1^76d2^211 + (0 + 1a + 0a^2)d1^77d2^211 + (1 + 3a + 2a^2)d1^78d2^211 + (2 + 4a + 4a^2)d1^79d2^211 + (1 + 3a + 1a^2)d1^80d2^211 + (4 + 2a + 4a^2)d1^81d2^211 + (2 + 2a + 3a^2)d1^82d2^211 + (1 + 3a + 1a^2)d1^83d2^211 + (0 + 0a + 2a^2)d1^84d2^211 + (0 + 0a + 3a^2)d1^85d2^211 + (2 + 1a + 2a^2)d1^86d2^211 + (1 + 0a + 0a^2)d1^87d2^211 + (0 + 2a + 0a^2)d1^88d2^211 + (3 + 2a + 1a^2)d1^89d2^211 + (4 + 0a + 4a^2)d1^90d2^211 + (1 + 4a + 2a^2)d1^91d2^211 + (4 + 1a + 4a^2)d1^92d2^211 + (2 + 2a + 1a^2)d1^93d2^211 + (2 + 4a + 2a^2)d1^94d2^211 + (2 + 4a + 4a^2)d1^95d2^211 + (0 + 2a + 3a^2)d1^96d2^211 + (3 + 0a + 2a^2)d1^97d2^211 + (2 + 3a + 1a^2)d1^98d2^211 + (4 + 3a + 3a^2)d1^99d2^211 + (4 + 2a + 0a^2)d1^100d2^211 + (3 + 1a + 3a^2)d1^101d2^211 + (1 + 1a + 2a^2)d1^102d2^211 + (0 + 3a + 4a^2)d1^103d2^211 + (1 + 2a + 4a^2)d1^104d2^211 + (4 + 0a + 1a^2)d1^105d2^211 + (3 + 4a + 2a^2)d1^106d2^211 + (4 + 3a + 3a^2)d1^107d2^211 + (4 + 2a + 1a^2)d1^108d2^211 + (4 + 3a + 2a^2)d1^109d2^211 + (2 + 0a + 0a^2)d1^110d2^211 + (3 + 2a + 3a^2)d1^111d2^211 + (4 + 3a + 3a^2)d1^112d2^211 + (2 + 2a + 0a^2)d1^113d2^211 + (3 + 2a + 1a^2)d1^114d2^211 + (4 + 2a + 3a^2)d1^115d2^211 + (1 + 1a + 4a^2)d1^116d2^211 + (1 + 3a + 0a^2)d1^117d2^211 + (1 + 2a + 2a^2)d1^118d2^211 + (1 + 4a + 1a^2)d1^119d2^211 + (0 + 0a + 3a^2)d1^120d2^211 + (0 + 1a + 1a^2)d1^121d2^211 + (3 + 1a + 2a^2)d1^122d2^211 + (1 + 2a + 3a^2)d1^123d2^211 + (4 + 3a + 1a^2)d1^124d2^211 + (0 + 2a + 0a^2)d1^125d2^211 + (3 + 0a + 3a^2)d1^126d2^211 + (4 + 2a + 0a^2)d1^127d2^211 + (0 + 1a + 1a^2)d1^128d2^211 + (2 + 3a + 0a^2)d1^129d2^211 + (3 + 2a + 0a^2)d1^130d2^211 + (4 + 1a + 1a^2)d1^131d2^211 + (3 + 2a + 3a^2)d1^132d2^211 + (4 + 1a + 1a^2)d1^133d2^211 + (0 + 3a + 4a^2)d1^134d2^211 + (0 + 1a + 2a^2)d1^135d2^211 + (0 + 1a + 0a^2)d1^136d2^211 + (1 + 4a + 1a^2)d1^137d2^211 + (1 + 2a + 1a^2)d1^138d2^211 + (3 + 2a + 4a^2)d1^139d2^211 + (4 + 2a + 4a^2)d1^140d2^211 + (0 + 4a + 3a^2)d1^141d2^211 + (4 + 1a + 4a^2)d1^142d2^211 + (4 + 0a + 2a^2)d1^143d2^211 + (0 + 4a + 3a^2)d1^144d2^211 + (1 + 0a + 4a^2)d1^145d2^211 + (0 + 2a + 4a^2)d1^146d2^211 + (0 + 1a + 2a^2)d1^147d2^211 + (3 + 3a + 0a^2)d1^148d2^211 + (0 + 2a + 3a^2)d1^149d2^211 + (3 + 0a + 4a^2)d1^150d2^211 + (2 + 1a + 3a^2)d1^151d2^211 + (2 + 4a + 3a^2)d1^152d2^211 + (1 + 4a + 4a^2)d1^153d2^211 + (2 + 0a + 3a^2)d1^154d2^211 + (2 + 3a + 4a^2)d1^155d2^211 + (3 + 4a + 4a^2)d1^156d2^211 + (0 + 4a + 1a^2)d1^157d2^211 + (3 + 1a + 1a^2)d1^158d2^211 + (2 + 0a + 0a^2)d1^159d2^211 + (3 + 4a + 1a^2)d1^160d2^211 + (3 + 2a + 3a^2)d1^161d2^211 + (0 + 4a + 3a^2)d1^162d2^211 + (1 + 0a + 0a^2)d1^163d2^211 + (4 + 0a + 4a^2)d1^164d2^211 + (4 + 2a + 1a^2)d1^165d2^211 + (0 + 1a + 2a^2)d1^166d2^211 + (2 + 3a + 3a^2)d1^167d2^211 + (4 + 2a + 2a^2)d1^168d2^211 + (3 + 1a + 0a^2)d1^169d2^211 + (2 + 3a + 0a^2)d1^170d2^211 + (0 + 1a + 4a^2)d1^171d2^211 + (3 + 1a + 1a^2)d1^172d2^211 + (2 + 0a + 0a^2)d1^173d2^211 + (2 + 4a + 1a^2)d1^174d2^211 + (0 + 0a + 3a^2)d1^175d2^211 + (1 + 0a + 2a^2)d1^176d2^211 + (3 + 4a + 1a^2)d1^177d2^211 + (3 + 0a + 1a^2)d1^178d2^211 + (2 + 1a + 3a^2)d1^179d2^211 + (0 + 2a + 3a^2)d1^180d2^211 + (0 + 3a + 4a^2)d1^181d2^211 + (1 + 2a + 2a^2)d1^182d2^211 + (1 + 0a + 0a^2)d1^183d2^211 + (4 + 2a + 1a^2)d1^184d2^211 + (4 + 1a + 0a^2)d1^185d2^211 + (2 + 3a + 1a^2)d1^186d2^211 + (1 + 0a + 0a^2)d1^187d2^211 + (0 + 3a + 4a^2)d1^188d2^211 + (2 + 0a + 0a^2)d1^189d2^211 + (0 + 0a + 3a^2)d1^190d2^211 + (2 + 1a + 2a^2)d1^191d2^211 + (3 + 1a + 2a^2)d1^192d2^211 + (3 + 0a + 4a^2)d1^193d2^211 + (1 + 0a + 2a^2)d1^194d2^211 + (1 + 0a + 3a^2)d1^195d2^211 + (1 + 2a + 2a^2)d1^196d2^211 + (2 + 0a + 0a^2)d1^197d2^211 + (2 + 0a + 3a^2)d1^198d2^211 + (1 + 1a + 1a^2)d1^199d2^211 + (3 + 2a + 2a^2)d1^200d2^211 + (3 + 1a + 0a^2)d1^201d2^211 + (2 + 2a + 0a^2)d1^202d2^211 + (4 + 0a + 1a^2)d1^203d2^211 + (1 + 3a + 3a^2)d1^204d2^211 + (4 + 0a + 4a^2)d1^205d2^211 + (0 + 1a + 1a^2)d1^206d2^211 + (4 + 4a + 0a^2)d1^207d2^211 + (0 + 2a + 0a^2)d1^208d2^211 + (1 + 1a + 3a^2)d1^209d2^211 + (4 + 2a + 4a^2)d1^210d2^211 + (0 + 2a + 3a^2)d1^211d2^211 + (2 + 2a + 1a^2)d1^212d2^211 + (3 + 4a + 4a^2)d1^213d2^211 + (4 + 3a + 4a^2)d1^214d2^211 + (4 + 2a + 1a^2)d1^215d2^211 + (0 + 0a + 1a^2)d1^216d2^211 + (4 + 3a + 4a^2)d1^217d2^211 + (4 + 0a + 3a^2)d1^218d2^211 + (3 + 0a + 1a^2)d1^219d2^211 + (2 + 0a + 3a^2)d1^220d2^211 + (4 + 4a + 4a^2)d1^221d2^211 + (2 + 1a + 1a^2)d1^222d2^211 + (4 + 0a + 3a^2)d1^223d2^211 + (0 + 3a + 0a^2)d1^224d2^211 + (1 + 1a + 3a^2)d1^225d2^211 + (2 + 3a + 3a^2)d1^226d2^211 + (2 + 3a + 4a^2)d1^227d2^211 + (4 + 1a + 3a^2)d1^228d2^211 + (1 + 0a + 2a^2)d1^229d2^211 + (3 + 0a + 2a^2)d1^230d2^211 + (3 + 2a + 2a^2)d1^231d2^211 + (3 + 3a + 4a^2)d1^232d2^211 + (4 + 2a + 3a^2)d1^233d2^211 + (0 + 4a + 4a^2)d1^234d2^211 + (0 + 3a + 4a^2)d1^235d2^211 + (3 + 2a + 1a^2)d1^236d2^211 + (2 + 4a + 2a^2)d1^237d2^211 + (0 + 4a + 0a^2)d1^238d2^211 + (0 + 2a + 2a^2)d1^239d2^211 + (3 + 1a + 2a^2)d1^240d2^211 + (2 + 3a + 2a^2)d1^241d2^211 + (1 + 1a + 3a^2)d1^243d2^211 + (2 + 2a + 3a^2)d1^244d2^211 + (0 + 1a + 4a^2)d1^245d2^211 + (0 + 2a + 2a^2)d1^246d2^211 + (3 + 2a + 2a^2)d1^247d2^211 + (3 + 0a + 0a^2)d1^248d2^211 + (0 + 2a + 4a^2)d1^249d2^211 + (2 + 3a + 1a^2)d1^250d2^211 + (3 + 3a + 1a^2)d1^251d2^211 + (1 + 2a + 1a^2)d1^252d2^211 + (3 + 0a + 0a^2)d1^253d2^211 + (1 + 0a + 4a^2)d1^254d2^211 + (2 + 4a + 4a^2)d1^255d2^211 + (2 + 2a + 1a^2)d1^256d2^211 + (3 + 0a + 4a^2)d1^257d2^211 + (2 + 1a + 4a^2)d1^258d2^211 + (1 + 4a + 2a^2)d1^259d2^211 + (0 + 2a + 2a^2)d1^260d2^211 + (0 + 3a + 4a^2)d1^261d2^211 + (4 + 4a + 1a^2)d1^262d2^211 + (2 + 0a + 4a^2)d1^263d2^211 + (2 + 4a + 0a^2)d1^264d2^211 + (1 + 4a + 2a^2)d1^265d2^211 + (4 + 4a + 4a^2)d1^266d2^211 + (2 + 4a + 3a^2)d1^267d2^211 + (1 + 4a + 2a^2)d1^268d2^211 + (3 + 3a + 0a^2)d1^269d2^211 + (4 + 3a + 2a^2)d1^270d2^211 + (2 + 1a + 4a^2)d1^271d2^211 + (0 + 4a + 2a^2)d1^272d2^211 + (1 + 2a + 0a^2)d1^273d2^211 + (2 + 0a + 3a^2)d1^274d2^211 + (4 + 4a + 0a^2)d1^275d2^211 + (4 + 2a + 4a^2)d1^276d2^211 + (4 + 0a + 2a^2)d1^277d2^211 + (4 + 4a + 1a^2)d1^278d2^211 + (1 + 1a + 3a^2)d1^279d2^211 + (3 + 0a + 4a^2)d1^280d2^211 + (3 + 4a + 0a^2)d1^281d2^211 + (0 + 3a + 3a^2)d1^282d2^211 + (3 + 4a + 0a^2)d1^283d2^211 + (4 + 1a + 1a^2)d1^284d2^211 + (1 + 0a + 0a^2)d1^285d2^211 + (2 + 0a + 4a^2)d1^286d2^211 + (4 + 4a + 2a^2)d1^287d2^211 + (2 + 2a + 1a^2)d1^288d2^211 + (3 + 4a + 0a^2)d1^289d2^211 + (2 + 0a + 3a^2)d1^290d2^211 + (3 + 0a + 3a^2)d1^291d2^211 + (1 + 4a + 4a^2)d1^292d2^211 + (0 + 0a + 1a^2)d1^293d2^211 + (1 + 2a + 2a^2)d2^212 + (0 + 1a + 1a^2)d1^1d2^212 + (3 + 0a + 3a^2)d1^2d2^212 + (4 + 4a + 1a^2)d1^3d2^212 + (3 + 4a + 1a^2)d1^4d2^212 + (3 + 2a + 0a^2)d1^5d2^212 + (4 + 1a + 1a^2)d1^6d2^212 + (4 + 2a + 3a^2)d1^7d2^212 + (3 + 3a + 2a^2)d1^8d2^212 + (3 + 4a + 0a^2)d1^9d2^212 + (0 + 3a + 3a^2)d1^10d2^212 + (2 + 0a + 4a^2)d1^11d2^212 + (4 + 3a + 4a^2)d1^12d2^212 + (3 + 1a + 2a^2)d1^13d2^212 + (1 + 2a + 0a^2)d1^14d2^212 + (2 + 0a + 2a^2)d1^15d2^212 + (2 + 4a + 0a^2)d1^16d2^212 + (3 + 1a + 3a^2)d1^17d2^212 + (0 + 2a + 0a^2)d1^18d2^212 + (1 + 0a + 3a^2)d1^19d2^212 + (0 + 2a + 2a^2)d1^20d2^212 + (4 + 2a + 4a^2)d1^21d2^212 + (1 + 0a + 1a^2)d1^22d2^212 + (0 + 3a + 0a^2)d1^23d2^212 + (3 + 1a + 3a^2)d1^24d2^212 + (1 + 4a + 2a^2)d1^26d2^212 + (4 + 0a + 0a^2)d1^27d2^212 + (3 + 2a + 4a^2)d1^28d2^212 + (2 + 0a + 0a^2)d1^29d2^212 + (0 + 4a + 3a^2)d1^30d2^212 + (3 + 2a + 1a^2)d1^31d2^212 + (1 + 4a + 3a^2)d1^32d2^212 + (1 + 3a + 4a^2)d1^33d2^212 + (1 + 0a + 4a^2)d1^34d2^212 + (4 + 0a + 1a^2)d1^35d2^212 + (2 + 0a + 1a^2)d1^36d2^212 + (3 + 1a + 1a^2)d1^37d2^212 + (4 + 4a + 0a^2)d1^38d2^212 + (3 + 0a + 0a^2)d1^39d2^212 + (3 + 4a + 1a^2)d1^40d2^212 + (4 + 4a + 0a^2)d1^41d2^212 + (3 + 3a + 0a^2)d1^42d2^212 + (2 + 3a + 4a^2)d1^43d2^212 + (1 + 2a + 3a^2)d1^44d2^212 + (3 + 3a + 0a^2)d1^45d2^212 + (1 + 2a + 2a^2)d1^46d2^212 + (4 + 0a + 2a^2)d1^47d2^212 + (4 + 0a + 0a^2)d1^48d2^212 + (3 + 2a + 4a^2)d1^49d2^212 + (2 + 3a + 1a^2)d1^50d2^212 + (3 + 4a + 3a^2)d1^51d2^212 + (1 + 2a + 3a^2)d1^52d2^212 + (2 + 0a + 3a^2)d1^53d2^212 + (3 + 4a + 4a^2)d1^54d2^212 + (3 + 0a + 1a^2)d1^55d2^212 + (0 + 1a + 4a^2)d1^56d2^212 + (3 + 0a + 4a^2)d1^57d2^212 + (1 + 3a + 0a^2)d1^58d2^212 + (0 + 2a + 2a^2)d1^59d2^212 + (4 + 0a + 3a^2)d1^60d2^212 + (4 + 1a + 0a^2)d1^61d2^212 + (3 + 0a + 1a^2)d1^62d2^212 + (4 + 0a + 0a^2)d1^63d2^212 + (2 + 1a + 0a^2)d1^64d2^212 + (2 + 3a + 4a^2)d1^65d2^212 + (0 + 1a + 2a^2)d1^66d2^212 + (4 + 0a + 2a^2)d1^67d2^212 + (3 + 0a + 0a^2)d1^68d2^212 + (1 + 3a + 4a^2)d1^69d2^212 + (3 + 4a + 0a^2)d1^70d2^212 + (1 + 1a + 4a^2)d1^71d2^212 + (1 + 1a + 1a^2)d1^72d2^212 + (2 + 0a + 2a^2)d1^74d2^212 + (1 + 1a + 0a^2)d1^75d2^212 + (0 + 2a + 1a^2)d1^76d2^212 + (4 + 0a + 4a^2)d1^77d2^212 + (1 + 3a + 3a^2)d1^78d2^212 + (2 + 4a + 0a^2)d1^79d2^212 + (3 + 3a + 2a^2)d1^80d2^212 + (4 + 3a + 3a^2)d1^81d2^212 + (4 + 3a + 2a^2)d1^82d2^212 + (3 + 1a + 1a^2)d1^83d2^212 + (1 + 1a + 3a^2)d1^84d2^212 + (4 + 1a + 1a^2)d1^85d2^212 + (0 + 4a + 0a^2)d1^86d2^212 + (4 + 3a + 2a^2)d1^87d2^212 + (0 + 4a + 1a^2)d1^88d2^212 + (4 + 0a + 1a^2)d1^89d2^212 + (1 + 0a + 0a^2)d1^90d2^212 + (2 + 1a + 1a^2)d1^91d2^212 + (4 + 0a + 0a^2)d1^92d2^212 + (0 + 4a + 4a^2)d1^93d2^212 + (0 + 1a + 1a^2)d1^94d2^212 + (0 + 1a + 4a^2)d1^95d2^212 + (2 + 2a + 2a^2)d1^96d2^212 + (1 + 4a + 4a^2)d1^97d2^212 + (0 + 2a + 0a^2)d1^98d2^212 + (3 + 4a + 1a^2)d1^99d2^212 + (1 + 3a + 3a^2)d1^100d2^212 + (1 + 2a + 4a^2)d1^101d2^212 + (4 + 4a + 3a^2)d1^102d2^212 + (0 + 2a + 4a^2)d1^103d2^212 + (2 + 4a + 2a^2)d1^104d2^212 + (3 + 1a + 3a^2)d1^105d2^212 + (3 + 2a + 2a^2)d1^106d2^212 + (3 + 4a + 3a^2)d1^107d2^212 + (1 + 3a + 0a^2)d1^108d2^212 + (0 + 1a + 3a^2)d1^109d2^212 + (1 + 4a + 4a^2)d1^110d2^212 + (4 + 1a + 2a^2)d1^111d2^212 + (2 + 4a + 4a^2)d1^112d2^212 + (2 + 3a + 0a^2)d1^113d2^212 + (3 + 2a + 0a^2)d1^114d2^212 + (4 + 4a + 0a^2)d1^115d2^212 + (2 + 1a + 1a^2)d1^116d2^212 + (0 + 4a + 4a^2)d1^117d2^212 + (0 + 0a + 3a^2)d1^118d2^212 + (2 + 3a + 3a^2)d1^119d2^212 + (0 + 3a + 3a^2)d1^120d2^212 + (3 + 2a + 3a^2)d1^121d2^212 + (3 + 4a + 1a^2)d1^122d2^212 + (4 + 3a + 0a^2)d1^123d2^212 + (3 + 2a + 4a^2)d1^124d2^212 + (0 + 1a + 3a^2)d1^125d2^212 + (4 + 3a + 1a^2)d1^126d2^212 + (1 + 1a + 2a^2)d1^127d2^212 + (4 + 0a + 3a^2)d1^128d2^212 + (3 + 3a + 0a^2)d1^129d2^212 + (1 + 1a + 2a^2)d1^130d2^212 + (3 + 1a + 3a^2)d1^131d2^212 + (4 + 3a + 4a^2)d1^132d2^212 + (0 + 3a + 3a^2)d1^133d2^212 + (2 + 0a + 2a^2)d1^134d2^212 + (2 + 2a + 3a^2)d1^135d2^212 + (3 + 2a + 0a^2)d1^136d2^212 + (3 + 2a + 2a^2)d1^137d2^212 + (2 + 2a + 1a^2)d1^138d2^212 + (2 + 1a + 2a^2)d1^139d2^212 + (1 + 1a + 4a^2)d1^140d2^212 + (2 + 1a + 4a^2)d1^141d2^212 + (4 + 1a + 0a^2)d1^142d2^212 + (4 + 4a + 4a^2)d1^143d2^212 + (0 + 2a + 4a^2)d1^144d2^212 + (4 + 1a + 4a^2)d1^145d2^212 + (4 + 1a + 1a^2)d1^146d2^212 + (2 + 1a + 4a^2)d1^147d2^212 + (2 + 1a + 4a^2)d1^148d2^212 + (0 + 3a + 3a^2)d1^149d2^212 + (2 + 2a + 3a^2)d1^150d2^212 + (3 + 2a + 2a^2)d1^151d2^212 + (3 + 4a + 4a^2)d1^152d2^212 + (4 + 1a + 3a^2)d1^153d2^212 + (2 + 1a + 3a^2)d1^154d2^212 + (4 + 4a + 0a^2)d1^155d2^212 + (0 + 0a + 4a^2)d1^156d2^212 + (3 + 0a + 2a^2)d1^157d2^212 + (1 + 2a + 3a^2)d1^158d2^212 + (1 + 0a + 1a^2)d1^159d2^212 + (2 + 4a + 0a^2)d1^160d2^212 + (3 + 4a + 4a^2)d1^161d2^212 + (4 + 4a + 2a^2)d1^162d2^212 + (4 + 1a + 3a^2)d1^163d2^212 + (3 + 4a + 2a^2)d1^164d2^212 + (4 + 3a + 1a^2)d1^165d2^212 + (0 + 1a + 3a^2)d1^166d2^212 + (0 + 1a + 2a^2)d1^167d2^212 + (2 + 3a + 2a^2)d1^168d2^212 + (1 + 3a + 2a^2)d1^169d2^212 + (3 + 1a + 1a^2)d1^170d2^212 + (0 + 0a + 3a^2)d1^171d2^212 + (0 + 0a + 4a^2)d1^172d2^212 + (4 + 1a + 0a^2)d1^173d2^212 + (2 + 2a + 3a^2)d1^174d2^212 + (2 + 2a + 2a^2)d1^175d2^212 + (4 + 4a + 3a^2)d1^176d2^212 + (0 + 0a + 4a^2)d1^177d2^212 + (3 + 0a + 0a^2)d1^178d2^212 + (4 + 4a + 1a^2)d1^179d2^212 + (4 + 1a + 2a^2)d1^180d2^212 + (3 + 2a + 0a^2)d1^181d2^212 + (1 + 0a + 0a^2)d1^182d2^212 + (0 + 1a + 0a^2)d1^183d2^212 + (0 + 4a + 0a^2)d1^184d2^212 + (0 + 1a + 0a^2)d1^185d2^212 + (0 + 0a + 4a^2)d1^186d2^212 + (2 + 1a + 1a^2)d1^187d2^212 + (0 + 0a + 4a^2)d1^188d2^212 + (0 + 2a + 1a^2)d1^189d2^212 + (0 + 0a + 4a^2)d1^190d2^212 + (0 + 0a + 2a^2)d1^191d2^212 + (3 + 1a + 2a^2)d1^192d2^212 + (0 + 3a + 1a^2)d1^193d2^212 + (1 + 4a + 2a^2)d1^194d2^212 + (1 + 2a + 2a^2)d1^195d2^212 + (1 + 0a + 2a^2)d1^196d2^212 + (1 + 1a + 0a^2)d1^197d2^212 + (3 + 2a + 3a^2)d1^198d2^212 + (1 + 0a + 3a^2)d1^199d2^212 + (3 + 0a + 4a^2)d1^200d2^212 + (2 + 2a + 0a^2)d1^201d2^212 + (4 + 4a + 3a^2)d1^202d2^212 + (4 + 1a + 2a^2)d1^203d2^212 + (1 + 3a + 4a^2)d1^204d2^212 + (2 + 4a + 4a^2)d1^205d2^212 + (0 + 1a + 4a^2)d1^206d2^212 + (4 + 2a + 1a^2)d1^207d2^212 + (0 + 4a + 4a^2)d1^208d2^212 + (1 + 4a + 1a^2)d1^209d2^212 + (0 + 1a + 2a^2)d1^210d2^212 + (2 + 1a + 0a^2)d1^211d2^212 + (1 + 0a + 4a^2)d1^212d2^212 + (1 + 3a + 2a^2)d1^213d2^212 + (4 + 2a + 4a^2)d1^214d2^212 + (0 + 0a + 2a^2)d1^215d2^212 + (2 + 1a + 4a^2)d1^216d2^212 + (2 + 1a + 2a^2)d1^217d2^212 + (2 + 0a + 4a^2)d1^218d2^212 + (2 + 2a + 4a^2)d1^219d2^212 + (3 + 2a + 0a^2)d1^220d2^212 + (1 + 0a + 1a^2)d1^221d2^212 + (0 + 3a + 0a^2)d1^222d2^212 + (2 + 3a + 0a^2)d1^223d2^212 + (0 + 0a + 2a^2)d1^224d2^212 + (4 + 3a + 3a^2)d1^225d2^212 + (2 + 0a + 2a^2)d1^226d2^212 + (2 + 1a + 1a^2)d1^227d2^212 + (4 + 3a + 1a^2)d1^228d2^212 + (2 + 0a + 0a^2)d1^229d2^212 + (1 + 3a + 4a^2)d1^230d2^212 + (2 + 1a + 1a^2)d1^231d2^212 + (0 + 2a + 2a^2)d1^232d2^212 + (4 + 3a + 0a^2)d1^233d2^212 + (2 + 0a + 2a^2)d1^234d2^212 + (1 + 3a + 1a^2)d1^235d2^212 + (4 + 4a + 2a^2)d1^236d2^212 + (1 + 4a + 4a^2)d1^237d2^212 + (1 + 3a + 2a^2)d1^238d2^212 + (2 + 3a + 0a^2)d1^239d2^212 + (3 + 1a + 2a^2)d1^240d2^212 + (2 + 0a + 2a^2)d1^241d2^212 + (3 + 4a + 4a^2)d1^242d2^212 + (4 + 4a + 2a^2)d1^243d2^212 + (3 + 2a + 2a^2)d1^244d2^212 + (3 + 3a + 2a^2)d1^245d2^212 + (4 + 1a + 1a^2)d1^246d2^212 + (0 + 2a + 1a^2)d1^247d2^212 + (3 + 2a + 1a^2)d1^248d2^212 + (3 + 3a + 0a^2)d1^249d2^212 + (2 + 0a + 2a^2)d1^250d2^212 + (4 + 3a + 1a^2)d1^251d2^212 + (0 + 1a + 2a^2)d1^252d2^212 + (3 + 1a + 1a^2)d1^253d2^212 + (1 + 1a + 1a^2)d1^254d2^212 + (2 + 3a + 3a^2)d1^255d2^212 + (1 + 4a + 1a^2)d1^256d2^212 + (3 + 2a + 2a^2)d1^257d2^212 + (0 + 2a + 0a^2)d1^258d2^212 + (3 + 2a + 3a^2)d1^259d2^212 + (0 + 4a + 0a^2)d1^260d2^212 + (0 + 3a + 4a^2)d1^261d2^212 + (1 + 3a + 3a^2)d1^262d2^212 + (2 + 0a + 2a^2)d1^263d2^212 + (4 + 0a + 1a^2)d1^264d2^212 + (1 + 3a + 0a^2)d1^265d2^212 + (0 + 4a + 4a^2)d1^266d2^212 + (1 + 4a + 2a^2)d1^267d2^212 + (1 + 1a + 0a^2)d1^268d2^212 + (1 + 0a + 1a^2)d1^269d2^212 + (2 + 3a + 4a^2)d1^270d2^212 + (4 + 4a + 1a^2)d1^271d2^212 + (4 + 1a + 3a^2)d1^272d2^212 + (4 + 1a + 2a^2)d1^273d2^212 + (3 + 2a + 2a^2)d1^274d2^212 + (0 + 2a + 4a^2)d1^275d2^212 + (3 + 2a + 0a^2)d1^276d2^212 + (4 + 1a + 0a^2)d1^278d2^212 + (3 + 1a + 0a^2)d1^279d2^212 + (0 + 0a + 4a^2)d1^280d2^212 + (0 + 2a + 1a^2)d1^281d2^212 + (4 + 0a + 0a^2)d1^282d2^212 + (1 + 4a + 2a^2)d1^283d2^212 + (1 + 3a + 0a^2)d1^284d2^212 + (4 + 3a + 1a^2)d1^285d2^212 + (4 + 1a + 1a^2)d1^286d2^212 + (3 + 1a + 1a^2)d1^287d2^212 + (2 + 3a + 2a^2)d1^288d2^212 + (0 + 1a + 1a^2)d1^289d2^212 + (1 + 3a + 4a^2)d1^290d2^212 + (3 + 4a + 0a^2)d1^291d2^212 + (3 + 4a + 0a^2)d1^292d2^212 + (3 + 2a + 0a^2)d1^293d2^212 + (0 + 1a + 4a^2)d2^213 + (0 + 3a + 0a^2)d1^1d2^213 + (2 + 2a + 2a^2)d1^2d2^213 + (3 + 4a + 4a^2)d1^3d2^213 + (3 + 0a + 3a^2)d1^4d2^213 + (3 + 2a + 0a^2)d1^5d2^213 + (2 + 3a + 2a^2)d1^6d2^213 + (1 + 4a + 2a^2)d1^7d2^213 + (1 + 1a + 3a^2)d1^8d2^213 + (4 + 0a + 0a^2)d1^9d2^213 + (1 + 1a + 4a^2)d1^10d2^213 + (4 + 1a + 1a^2)d1^11d2^213 + (3 + 3a + 0a^2)d1^12d2^213 + (3 + 3a + 4a^2)d1^13d2^213 + (3 + 3a + 0a^2)d1^14d2^213 + (0 + 2a + 3a^2)d1^15d2^213 + (1 + 3a + 3a^2)d1^16d2^213 + (4 + 3a + 0a^2)d1^17d2^213 + (2 + 3a + 3a^2)d1^18d2^213 + (4 + 3a + 3a^2)d1^19d2^213 + (2 + 4a + 1a^2)d1^20d2^213 + (3 + 4a + 4a^2)d1^21d2^213 + (4 + 2a + 2a^2)d1^22d2^213 + (4 + 0a + 0a^2)d1^23d2^213 + (1 + 3a + 1a^2)d1^25d2^213 + (2 + 4a + 4a^2)d1^26d2^213 + (3 + 2a + 0a^2)d1^27d2^213 + (4 + 4a + 4a^2)d1^28d2^213 + (2 + 3a + 1a^2)d1^29d2^213 + (2 + 2a + 3a^2)d1^30d2^213 + (1 + 2a + 1a^2)d1^31d2^213 + (4 + 4a + 3a^2)d1^32d2^213 + (4 + 0a + 2a^2)d1^33d2^213 + (2 + 1a + 3a^2)d1^34d2^213 + (2 + 2a + 4a^2)d1^35d2^213 + (1 + 0a + 1a^2)d1^36d2^213 + (4 + 0a + 2a^2)d1^37d2^213 + (3 + 2a + 0a^2)d1^38d2^213 + (3 + 4a + 2a^2)d1^39d2^213 + (4 + 1a + 2a^2)d1^40d2^213 + (1 + 3a + 4a^2)d1^41d2^213 + (0 + 3a + 0a^2)d1^42d2^213 + (0 + 0a + 4a^2)d1^43d2^213 + (4 + 1a + 3a^2)d1^44d2^213 + (4 + 4a + 2a^2)d1^45d2^213 + (2 + 0a + 2a^2)d1^46d2^213 + (1 + 4a + 4a^2)d1^47d2^213 + (4 + 3a + 4a^2)d1^48d2^213 + (3 + 1a + 1a^2)d1^49d2^213 + (4 + 0a + 0a^2)d1^50d2^213 + (2 + 2a + 4a^2)d1^51d2^213 + (2 + 0a + 3a^2)d1^52d2^213 + (2 + 3a + 1a^2)d1^53d2^213 + (0 + 3a + 3a^2)d1^54d2^213 + (1 + 3a + 4a^2)d1^55d2^213 + (4 + 1a + 2a^2)d1^56d2^213 + (4 + 0a + 0a^2)d1^57d2^213 + (0 + 2a + 3a^2)d1^58d2^213 + (1 + 1a + 1a^2)d1^59d2^213 + (2 + 3a + 1a^2)d1^60d2^213 + (2 + 4a + 2a^2)d1^61d2^213 + (3 + 4a + 4a^2)d1^62d2^213 + (3 + 1a + 3a^2)d1^63d2^213 + (4 + 1a + 4a^2)d1^64d2^213 + (3 + 4a + 4a^2)d1^65d2^213 + (4 + 4a + 2a^2)d1^66d2^213 + (2 + 1a + 2a^2)d1^67d2^213 + (1 + 4a + 4a^2)d1^68d2^213 + (3 + 0a + 2a^2)d1^69d2^213 + (3 + 3a + 3a^2)d1^70d2^213 + (3 + 2a + 3a^2)d1^71d2^213 + (2 + 3a + 2a^2)d1^72d2^213 + (0 + 4a + 2a^2)d1^73d2^213 + (2 + 3a + 0a^2)d1^74d2^213 + (2 + 1a + 2a^2)d1^75d2^213 + (0 + 0a + 4a^2)d1^76d2^213 + (3 + 4a + 1a^2)d1^77d2^213 + (0 + 0a + 1a^2)d1^78d2^213 + (3 + 0a + 2a^2)d1^79d2^213 + (2 + 1a + 3a^2)d1^80d2^213 + (3 + 2a + 0a^2)d1^81d2^213 + (4 + 4a + 3a^2)d1^82d2^213 + (3 + 3a + 0a^2)d1^83d2^213 + (0 + 1a + 1a^2)d1^84d2^213 + (3 + 4a + 1a^2)d1^85d2^213 + (2 + 3a + 4a^2)d1^86d2^213 + (2 + 0a + 1a^2)d1^87d2^213 + (0 + 4a + 2a^2)d1^88d2^213 + (3 + 1a + 4a^2)d1^89d2^213 + (4 + 1a + 0a^2)d1^90d2^213 + (2 + 3a + 4a^2)d1^91d2^213 + (0 + 3a + 4a^2)d1^92d2^213 + (3 + 4a + 3a^2)d1^93d2^213 + (1 + 1a + 2a^2)d1^94d2^213 + (3 + 1a + 0a^2)d1^95d2^213 + (3 + 0a + 2a^2)d1^96d2^213 + (2 + 1a + 0a^2)d1^97d2^213 + (1 + 2a + 4a^2)d1^98d2^213 + (4 + 0a + 0a^2)d1^99d2^213 + (4 + 2a + 4a^2)d1^100d2^213 + (2 + 4a + 1a^2)d1^101d2^213 + (0 + 4a + 4a^2)d1^102d2^213 + (2 + 1a + 2a^2)d1^103d2^213 + (0 + 3a + 3a^2)d1^104d2^213 + (2 + 2a + 3a^2)d1^105d2^213 + (0 + 2a + 0a^2)d1^106d2^213 + (4 + 4a + 1a^2)d1^107d2^213 + (3 + 0a + 3a^2)d1^108d2^213 + (3 + 0a + 2a^2)d1^109d2^213 + (3 + 3a + 1a^2)d1^110d2^213 + (4 + 0a + 1a^2)d1^111d2^213 + (4 + 2a + 1a^2)d1^112d2^213 + (3 + 1a + 3a^2)d1^113d2^213 + (3 + 4a + 0a^2)d1^114d2^213 + (2 + 1a + 3a^2)d1^115d2^213 + (2 + 4a + 2a^2)d1^116d2^213 + (4 + 3a + 3a^2)d1^117d2^213 + (4 + 3a + 1a^2)d1^118d2^213 + (3 + 1a + 2a^2)d1^119d2^213 + (0 + 4a + 2a^2)d1^120d2^213 + (4 + 0a + 4a^2)d1^121d2^213 + (1 + 2a + 3a^2)d1^122d2^213 + (1 + 1a + 1a^2)d1^123d2^213 + (3 + 2a + 3a^2)d1^124d2^213 + (1 + 4a + 3a^2)d1^125d2^213 + (2 + 0a + 0a^2)d1^126d2^213 + (2 + 3a + 0a^2)d1^127d2^213 + (4 + 1a + 4a^2)d1^128d2^213 + (0 + 2a + 4a^2)d1^129d2^213 + (3 + 3a + 4a^2)d1^130d2^213 + (0 + 2a + 0a^2)d1^131d2^213 + (4 + 3a + 2a^2)d1^132d2^213 + (1 + 1a + 0a^2)d1^133d2^213 + (4 + 3a + 4a^2)d1^134d2^213 + (1 + 2a + 0a^2)d1^135d2^213 + (2 + 4a + 0a^2)d1^136d2^213 + (3 + 2a + 1a^2)d1^137d2^213 + (4 + 3a + 2a^2)d1^138d2^213 + (1 + 3a + 4a^2)d1^139d2^213 + (4 + 3a + 2a^2)d1^140d2^213 + (3 + 1a + 0a^2)d1^141d2^213 + (1 + 1a + 3a^2)d1^142d2^213 + (3 + 2a + 0a^2)d1^143d2^213 + (0 + 0a + 3a^2)d1^144d2^213 + (1 + 3a + 4a^2)d1^145d2^213 + (1 + 1a + 4a^2)d1^146d2^213 + (4 + 1a + 0a^2)d1^147d2^213 + (1 + 4a + 2a^2)d1^148d2^213 + (1 + 0a + 1a^2)d1^149d2^213 + (0 + 3a + 1a^2)d1^150d2^213 + (4 + 3a + 3a^2)d1^151d2^213 + (2 + 3a + 3a^2)d1^152d2^213 + (4 + 4a + 0a^2)d1^153d2^213 + (4 + 4a + 1a^2)d1^154d2^213 + (2 + 0a + 1a^2)d1^155d2^213 + (4 + 0a + 0a^2)d1^156d2^213 + (0 + 0a + 2a^2)d1^157d2^213 + (3 + 3a + 3a^2)d1^158d2^213 + (1 + 3a + 0a^2)d1^159d2^213 + (1 + 4a + 1a^2)d1^160d2^213 + (1 + 0a + 1a^2)d1^161d2^213 + (3 + 2a + 0a^2)d1^162d2^213 + (3 + 0a + 3a^2)d1^163d2^213 + (1 + 4a + 1a^2)d1^164d2^213 + (3 + 3a + 1a^2)d1^165d2^213 + (3 + 4a + 1a^2)d1^166d2^213 + (1 + 1a + 3a^2)d1^167d2^213 + (1 + 4a + 3a^2)d1^168d2^213 + (1 + 4a + 3a^2)d1^169d2^213 + (1 + 1a + 0a^2)d1^170d2^213 + (2 + 3a + 2a^2)d1^171d2^213 + (0 + 2a + 1a^2)d1^172d2^213 + (4 + 3a + 4a^2)d1^173d2^213 + (0 + 1a + 0a^2)d1^174d2^213 + (0 + 1a + 1a^2)d1^175d2^213 + (3 + 2a + 2a^2)d1^176d2^213 + (3 + 1a + 2a^2)d1^177d2^213 + (4 + 0a + 3a^2)d1^178d2^213 + (1 + 0a + 0a^2)d1^179d2^213 + (3 + 1a + 2a^2)d1^180d2^213 + (2 + 2a + 4a^2)d1^181d2^213 + (4 + 0a + 3a^2)d1^182d2^213 + (3 + 3a + 4a^2)d1^183d2^213 + (0 + 0a + 4a^2)d1^184d2^213 + (1 + 2a + 1a^2)d1^185d2^213 + (1 + 1a + 0a^2)d1^186d2^213 + (1 + 1a + 3a^2)d1^187d2^213 + (2 + 1a + 4a^2)d1^188d2^213 + (2 + 2a + 4a^2)d1^189d2^213 + (0 + 2a + 2a^2)d1^190d2^213 + (3 + 4a + 0a^2)d1^191d2^213 + (2 + 1a + 0a^2)d1^192d2^213 + (2 + 3a + 3a^2)d1^193d2^213 + (2 + 3a + 3a^2)d1^194d2^213 + (3 + 0a + 1a^2)d1^195d2^213 + (4 + 2a + 0a^2)d1^196d2^213 + (0 + 1a + 4a^2)d1^197d2^213 + (4 + 2a + 3a^2)d1^198d2^213 + (0 + 3a + 3a^2)d1^199d2^213 + (4 + 0a + 4a^2)d1^200d2^213 + (0 + 2a + 2a^2)d1^201d2^213 + (3 + 2a + 2a^2)d1^202d2^213 + (4 + 4a + 3a^2)d1^203d2^213 + (3 + 3a + 3a^2)d1^204d2^213 + (4 + 2a + 0a^2)d1^205d2^213 + (4 + 2a + 3a^2)d1^206d2^213 + (3 + 3a + 2a^2)d1^207d2^213 + (4 + 2a + 0a^2)d1^208d2^213 + (4 + 1a + 3a^2)d1^209d2^213 + (0 + 4a + 4a^2)d1^210d2^213 + (0 + 1a + 0a^2)d1^211d2^213 + (1 + 0a + 4a^2)d1^212d2^213 + (0 + 4a + 4a^2)d1^213d2^213 + (3 + 0a + 4a^2)d1^214d2^213 + (2 + 2a + 3a^2)d1^215d2^213 + (3 + 4a + 2a^2)d1^216d2^213 + (0 + 0a + 1a^2)d1^217d2^213 + (3 + 3a + 1a^2)d1^218d2^213 + (3 + 3a + 2a^2)d1^219d2^213 + (3 + 3a + 2a^2)d1^220d2^213 + (0 + 4a + 0a^2)d1^221d2^213 + (1 + 2a + 3a^2)d1^222d2^213 + (2 + 4a + 1a^2)d1^223d2^213 + (4 + 1a + 0a^2)d1^224d2^213 + (1 + 3a + 3a^2)d1^225d2^213 + (3 + 4a + 0a^2)d1^226d2^213 + (3 + 2a + 3a^2)d1^227d2^213 + (3 + 4a + 0a^2)d1^228d2^213 + (1 + 0a + 4a^2)d1^229d2^213 + (3 + 2a + 1a^2)d1^230d2^213 + (2 + 0a + 3a^2)d1^231d2^213 + (1 + 2a + 4a^2)d1^232d2^213 + (1 + 2a + 4a^2)d1^233d2^213 + (0 + 3a + 2a^2)d1^234d2^213 + (3 + 2a + 3a^2)d1^235d2^213 + (2 + 3a + 3a^2)d1^236d2^213 + (3 + 2a + 2a^2)d1^237d2^213 + (0 + 3a + 3a^2)d1^238d2^213 + (3 + 3a + 0a^2)d1^239d2^213 + (4 + 0a + 0a^2)d1^240d2^213 + (0 + 1a + 1a^2)d1^241d2^213 + (1 + 0a + 2a^2)d1^242d2^213 + (3 + 1a + 2a^2)d1^243d2^213 + (1 + 3a + 0a^2)d1^244d2^213 + (3 + 1a + 2a^2)d1^245d2^213 + (0 + 0a + 1a^2)d1^246d2^213 + (0 + 2a + 1a^2)d1^247d2^213 + (4 + 3a + 4a^2)d1^248d2^213 + (0 + 1a + 0a^2)d1^249d2^213 + (3 + 0a + 1a^2)d1^250d2^213 + (1 + 1a + 4a^2)d1^251d2^213 + (3 + 1a + 1a^2)d1^252d2^213 + (1 + 3a + 2a^2)d1^253d2^213 + (3 + 4a + 1a^2)d1^254d2^213 + (1 + 1a + 0a^2)d1^255d2^213 + (2 + 0a + 4a^2)d1^256d2^213 + (4 + 1a + 0a^2)d1^257d2^213 + (3 + 1a + 4a^2)d1^258d2^213 + (3 + 0a + 3a^2)d1^259d2^213 + (2 + 2a + 2a^2)d1^260d2^213 + (1 + 2a + 2a^2)d1^261d2^213 + (2 + 0a + 2a^2)d1^262d2^213 + (3 + 0a + 0a^2)d1^263d2^213 + (4 + 0a + 2a^2)d1^264d2^213 + (4 + 2a + 3a^2)d1^265d2^213 + (2 + 2a + 0a^2)d1^266d2^213 + (0 + 0a + 1a^2)d1^267d2^213 + (1 + 2a + 3a^2)d1^268d2^213 + (1 + 0a + 0a^2)d1^269d2^213 + (3 + 0a + 2a^2)d1^270d2^213 + (2 + 2a + 4a^2)d1^271d2^213 + (0 + 1a + 3a^2)d1^272d2^213 + (4 + 2a + 3a^2)d1^273d2^213 + (0 + 3a + 0a^2)d1^274d2^213 + (4 + 1a + 1a^2)d1^275d2^213 + (3 + 2a + 2a^2)d1^276d2^213 + (1 + 3a + 2a^2)d1^277d2^213 + (3 + 0a + 3a^2)d1^278d2^213 + (1 + 3a + 1a^2)d1^279d2^213 + (0 + 4a + 3a^2)d1^280d2^213 + (1 + 3a + 4a^2)d1^281d2^213 + (3 + 4a + 1a^2)d1^282d2^213 + (1 + 3a + 2a^2)d1^283d2^213 + (4 + 4a + 2a^2)d1^284d2^213 + (3 + 1a + 1a^2)d1^285d2^213 + (1 + 1a + 2a^2)d1^286d2^213 + (0 + 2a + 1a^2)d1^287d2^213 + (0 + 3a + 4a^2)d1^288d2^213 + (2 + 1a + 3a^2)d1^289d2^213 + (2 + 4a + 1a^2)d1^290d2^213 + (0 + 4a + 4a^2)d1^291d2^213 + (4 + 4a + 1a^2)d1^292d2^213 + (2 + 0a + 4a^2)d1^293d2^213 + (1 + 0a + 4a^2)d2^214 + (0 + 0a + 3a^2)d1^1d2^214 + (3 + 2a + 1a^2)d1^2d2^214 + (2 + 3a + 3a^2)d1^3d2^214 + (0 + 0a + 1a^2)d1^4d2^214 + (2 + 1a + 3a^2)d1^5d2^214 + (4 + 0a + 4a^2)d1^6d2^214 + (0 + 1a + 3a^2)d1^7d2^214 + (3 + 0a + 0a^2)d1^8d2^214 + (1 + 0a + 1a^2)d1^9d2^214 + (1 + 3a + 3a^2)d1^10d2^214 + (1 + 0a + 2a^2)d1^11d2^214 + (2 + 1a + 4a^2)d1^12d2^214 + (4 + 0a + 1a^2)d1^13d2^214 + (2 + 1a + 1a^2)d1^14d2^214 + (1 + 0a + 3a^2)d1^15d2^214 + (4 + 3a + 2a^2)d1^16d2^214 + (3 + 1a + 3a^2)d1^17d2^214 + (1 + 1a + 2a^2)d1^18d2^214 + (1 + 0a + 1a^2)d1^19d2^214 + (0 + 1a + 1a^2)d1^20d2^214 + (4 + 2a + 1a^2)d1^21d2^214 + (3 + 3a + 1a^2)d1^22d2^214 + (4 + 1a + 4a^2)d1^23d2^214 + (3 + 4a + 3a^2)d1^24d2^214 + (2 + 4a + 4a^2)d1^25d2^214 + (2 + 1a + 3a^2)d1^26d2^214 + (0 + 1a + 4a^2)d1^27d2^214 + (4 + 3a + 1a^2)d1^28d2^214 + (3 + 1a + 0a^2)d1^29d2^214 + (1 + 3a + 2a^2)d1^30d2^214 + (4 + 1a + 0a^2)d1^31d2^214 + (2 + 1a + 3a^2)d1^32d2^214 + (2 + 3a + 3a^2)d1^33d2^214 + (1 + 1a + 4a^2)d1^34d2^214 + (1 + 3a + 3a^2)d1^35d2^214 + (2 + 3a + 3a^2)d1^36d2^214 + (0 + 0a + 3a^2)d1^37d2^214 + (3 + 2a + 3a^2)d1^38d2^214 + (1 + 4a + 1a^2)d1^39d2^214 + (0 + 0a + 4a^2)d1^40d2^214 + (3 + 0a + 1a^2)d1^41d2^214 + (1 + 1a + 2a^2)d1^42d2^214 + (1 + 1a + 1a^2)d1^43d2^214 + (0 + 4a + 4a^2)d1^44d2^214 + (2 + 0a + 4a^2)d1^45d2^214 + (1 + 4a + 3a^2)d1^46d2^214 + (4 + 3a + 4a^2)d1^47d2^214 + (4 + 0a + 0a^2)d1^48d2^214 + (0 + 3a + 2a^2)d1^49d2^214 + (4 + 2a + 0a^2)d1^50d2^214 + (4 + 1a + 4a^2)d1^51d2^214 + (4 + 1a + 0a^2)d1^52d2^214 + (4 + 4a + 2a^2)d1^53d2^214 + (4 + 0a + 4a^2)d1^54d2^214 + (4 + 1a + 3a^2)d1^55d2^214 + (4 + 2a + 1a^2)d1^56d2^214 + (2 + 4a + 4a^2)d1^57d2^214 + (1 + 2a + 1a^2)d1^58d2^214 + (1 + 3a + 1a^2)d1^59d2^214 + (0 + 4a + 1a^2)d1^60d2^214 + (1 + 2a + 1a^2)d1^61d2^214 + (3 + 0a + 1a^2)d1^62d2^214 + (0 + 3a + 1a^2)d1^63d2^214 + (0 + 4a + 4a^2)d1^64d2^214 + (1 + 3a + 2a^2)d1^65d2^214 + (1 + 3a + 3a^2)d1^66d2^214 + (1 + 4a + 0a^2)d1^67d2^214 + (1 + 0a + 0a^2)d1^68d2^214 + (2 + 2a + 1a^2)d1^69d2^214 + (3 + 3a + 3a^2)d1^70d2^214 + (0 + 0a + 3a^2)d1^71d2^214 + (1 + 2a + 4a^2)d1^72d2^214 + (0 + 3a + 2a^2)d1^73d2^214 + (1 + 0a + 2a^2)d1^74d2^214 + (1 + 2a + 2a^2)d1^75d2^214 + (2 + 0a + 1a^2)d1^76d2^214 + (1 + 3a + 1a^2)d1^77d2^214 + (1 + 2a + 0a^2)d1^78d2^214 + (0 + 2a + 0a^2)d1^79d2^214 + (1 + 2a + 3a^2)d1^80d2^214 + (0 + 1a + 1a^2)d1^81d2^214 + (3 + 4a + 4a^2)d1^82d2^214 + (3 + 3a + 1a^2)d1^83d2^214 + (4 + 4a + 1a^2)d1^84d2^214 + (3 + 4a + 1a^2)d1^85d2^214 + (0 + 4a + 1a^2)d1^86d2^214 + (1 + 2a + 3a^2)d1^87d2^214 + (0 + 1a + 3a^2)d1^88d2^214 + (0 + 2a + 2a^2)d1^89d2^214 + (1 + 1a + 4a^2)d1^90d2^214 + (3 + 3a + 1a^2)d1^91d2^214 + (3 + 1a + 0a^2)d1^92d2^214 + (2 + 2a + 4a^2)d1^93d2^214 + (2 + 4a + 2a^2)d1^94d2^214 + (1 + 0a + 1a^2)d1^95d2^214 + (2 + 4a + 0a^2)d1^96d2^214 + (3 + 3a + 1a^2)d1^97d2^214 + (3 + 0a + 4a^2)d1^98d2^214 + (4 + 0a + 4a^2)d1^99d2^214 + (0 + 2a + 1a^2)d1^100d2^214 + (4 + 0a + 3a^2)d1^101d2^214 + (2 + 3a + 4a^2)d1^102d2^214 + (1 + 1a + 4a^2)d1^103d2^214 + (4 + 2a + 4a^2)d1^104d2^214 + (0 + 0a + 3a^2)d1^105d2^214 + (4 + 3a + 2a^2)d1^106d2^214 + (4 + 4a + 4a^2)d1^107d2^214 + (4 + 3a + 0a^2)d1^108d2^214 + (1 + 2a + 0a^2)d1^109d2^214 + (2 + 3a + 1a^2)d1^110d2^214 + (4 + 4a + 1a^2)d1^111d2^214 + (1 + 2a + 3a^2)d1^112d2^214 + (0 + 4a + 2a^2)d1^114d2^214 + (4 + 2a + 1a^2)d1^115d2^214 + (3 + 2a + 2a^2)d1^116d2^214 + (4 + 3a + 0a^2)d1^117d2^214 + (4 + 4a + 1a^2)d1^118d2^214 + (0 + 4a + 4a^2)d1^119d2^214 + (2 + 4a + 2a^2)d1^120d2^214 + (3 + 2a + 1a^2)d1^121d2^214 + (2 + 1a + 1a^2)d1^122d2^214 + (0 + 2a + 2a^2)d1^123d2^214 + (4 + 4a + 0a^2)d1^124d2^214 + (3 + 4a + 2a^2)d1^125d2^214 + (2 + 1a + 4a^2)d1^126d2^214 + (4 + 2a + 2a^2)d1^127d2^214 + (3 + 2a + 2a^2)d1^128d2^214 + (4 + 3a + 2a^2)d1^129d2^214 + (4 + 0a + 2a^2)d1^130d2^214 + (1 + 2a + 0a^2)d1^131d2^214 + (3 + 2a + 0a^2)d1^132d2^214 + (0 + 2a + 1a^2)d1^133d2^214 + (2 + 3a + 4a^2)d1^134d2^214 + (2 + 1a + 0a^2)d1^135d2^214 + (3 + 4a + 1a^2)d1^137d2^214 + (3 + 0a + 2a^2)d1^138d2^214 + (2 + 0a + 0a^2)d1^139d2^214 + (0 + 4a + 3a^2)d1^140d2^214 + (2 + 4a + 4a^2)d1^141d2^214 + (2 + 4a + 1a^2)d1^142d2^214 + (0 + 3a + 1a^2)d1^143d2^214 + (0 + 3a + 1a^2)d1^144d2^214 + (3 + 1a + 4a^2)d1^145d2^214 + (1 + 3a + 3a^2)d1^146d2^214 + (1 + 4a + 0a^2)d1^147d2^214 + (3 + 2a + 0a^2)d1^148d2^214 + (2 + 3a + 2a^2)d1^149d2^214 + (4 + 2a + 3a^2)d1^150d2^214 + (2 + 4a + 4a^2)d1^151d2^214 + (4 + 1a + 2a^2)d1^152d2^214 + (4 + 3a + 4a^2)d1^153d2^214 + (1 + 0a + 2a^2)d1^154d2^214 + (2 + 3a + 2a^2)d1^155d2^214 + (0 + 4a + 4a^2)d1^156d2^214 + (0 + 3a + 4a^2)d1^157d2^214 + (2 + 2a + 2a^2)d1^158d2^214 + (0 + 2a + 1a^2)d1^159d2^214 + (1 + 1a + 3a^2)d1^160d2^214 + (0 + 2a + 1a^2)d1^161d2^214 + (3 + 3a + 1a^2)d1^162d2^214 + (0 + 1a + 2a^2)d1^163d2^214 + (4 + 0a + 1a^2)d1^164d2^214 + (0 + 3a + 0a^2)d1^165d2^214 + (2 + 3a + 4a^2)d1^166d2^214 + (4 + 4a + 3a^2)d1^167d2^214 + (2 + 4a + 3a^2)d1^168d2^214 + (1 + 2a + 0a^2)d1^169d2^214 + (2 + 1a + 0a^2)d1^170d2^214 + (1 + 1a + 4a^2)d1^171d2^214 + (0 + 4a + 2a^2)d1^172d2^214 + (1 + 2a + 1a^2)d1^173d2^214 + (0 + 3a + 2a^2)d1^174d2^214 + (1 + 1a + 2a^2)d1^175d2^214 + (4 + 4a + 0a^2)d1^176d2^214 + (3 + 3a + 2a^2)d1^177d2^214 + (2 + 4a + 3a^2)d1^178d2^214 + (3 + 2a + 2a^2)d1^179d2^214 + (3 + 3a + 0a^2)d1^180d2^214 + (3 + 0a + 1a^2)d1^181d2^214 + (2 + 1a + 2a^2)d1^182d2^214 + (3 + 2a + 3a^2)d1^183d2^214 + (3 + 2a + 2a^2)d1^184d2^214 + (2 + 1a + 2a^2)d1^185d2^214 + (3 + 3a + 4a^2)d1^186d2^214 + (3 + 3a + 0a^2)d1^187d2^214 + (1 + 1a + 0a^2)d1^188d2^214 + (1 + 3a + 1a^2)d1^189d2^214 + (1 + 0a + 1a^2)d1^190d2^214 + (4 + 1a + 0a^2)d1^191d2^214 + (1 + 3a + 3a^2)d1^192d2^214 + (3 + 2a + 3a^2)d1^193d2^214 + (1 + 0a + 4a^2)d1^194d2^214 + (0 + 2a + 1a^2)d1^195d2^214 + (4 + 2a + 3a^2)d1^196d2^214 + (2 + 2a + 2a^2)d1^197d2^214 + (4 + 0a + 4a^2)d1^198d2^214 + (2 + 3a + 2a^2)d1^199d2^214 + (3 + 2a + 3a^2)d1^200d2^214 + (2 + 3a + 2a^2)d1^201d2^214 + (1 + 2a + 4a^2)d1^202d2^214 + (3 + 4a + 2a^2)d1^203d2^214 + (0 + 4a + 4a^2)d1^204d2^214 + (0 + 2a + 3a^2)d1^205d2^214 + (3 + 2a + 3a^2)d1^206d2^214 + (3 + 4a + 2a^2)d1^207d2^214 + (3 + 0a + 1a^2)d1^208d2^214 + (3 + 3a + 3a^2)d1^209d2^214 + (0 + 3a + 2a^2)d1^210d2^214 + (0 + 2a + 1a^2)d1^211d2^214 + (1 + 1a + 2a^2)d1^212d2^214 + (3 + 4a + 1a^2)d1^213d2^214 + (0 + 0a + 2a^2)d1^214d2^214 + (2 + 2a + 2a^2)d1^215d2^214 + (2 + 2a + 1a^2)d1^216d2^214 + (3 + 0a + 0a^2)d1^217d2^214 + (1 + 2a + 2a^2)d1^218d2^214 + (1 + 2a + 2a^2)d1^219d2^214 + (3 + 4a + 0a^2)d1^220d2^214 + (0 + 2a + 0a^2)d1^221d2^214 + (0 + 2a + 3a^2)d1^222d2^214 + (0 + 3a + 1a^2)d1^223d2^214 + (4 + 0a + 2a^2)d1^224d2^214 + (1 + 2a + 0a^2)d1^225d2^214 + (1 + 3a + 2a^2)d1^226d2^214 + (0 + 0a + 3a^2)d1^227d2^214 + (1 + 3a + 4a^2)d1^228d2^214 + (2 + 0a + 1a^2)d1^229d2^214 + (4 + 0a + 4a^2)d1^230d2^214 + (1 + 1a + 4a^2)d1^231d2^214 + (2 + 1a + 2a^2)d1^232d2^214 + (4 + 4a + 2a^2)d1^233d2^214 + (0 + 4a + 0a^2)d1^234d2^214 + (3 + 1a + 2a^2)d1^235d2^214 + (0 + 4a + 0a^2)d1^236d2^214 + (0 + 2a + 2a^2)d1^237d2^214 + (3 + 1a + 1a^2)d1^238d2^214 + (1 + 4a + 3a^2)d1^239d2^214 + (2 + 2a + 1a^2)d1^240d2^214 + (0 + 4a + 1a^2)d1^241d2^214 + (4 + 0a + 1a^2)d1^242d2^214 + (4 + 0a + 2a^2)d1^243d2^214 + (3 + 1a + 4a^2)d1^244d2^214 + (4 + 4a + 2a^2)d1^245d2^214 + (0 + 1a + 0a^2)d1^246d2^214 + (4 + 2a + 3a^2)d1^247d2^214 + (2 + 2a + 3a^2)d1^248d2^214 + (3 + 3a + 1a^2)d1^249d2^214 + (0 + 1a + 1a^2)d1^250d2^214 + (0 + 0a + 3a^2)d1^251d2^214 + (2 + 4a + 1a^2)d1^252d2^214 + (4 + 1a + 2a^2)d1^253d2^214 + (0 + 3a + 4a^2)d1^254d2^214 + (3 + 3a + 1a^2)d1^255d2^214 + (3 + 0a + 1a^2)d1^256d2^214 + (2 + 3a + 0a^2)d1^257d2^214 + (0 + 1a + 0a^2)d1^258d2^214 + (4 + 3a + 0a^2)d1^259d2^214 + (1 + 3a + 2a^2)d1^260d2^214 + (1 + 2a + 1a^2)d1^261d2^214 + (4 + 2a + 3a^2)d1^262d2^214 + (3 + 0a + 3a^2)d1^263d2^214 + (1 + 4a + 2a^2)d1^264d2^214 + (0 + 1a + 4a^2)d1^265d2^214 + (2 + 3a + 2a^2)d1^266d2^214 + (2 + 0a + 2a^2)d1^267d2^214 + (0 + 4a + 4a^2)d1^268d2^214 + (3 + 2a + 4a^2)d1^269d2^214 + (0 + 1a + 1a^2)d1^270d2^214 + (0 + 3a + 4a^2)d1^271d2^214 + (1 + 3a + 4a^2)d1^272d2^214 + (2 + 3a + 3a^2)d1^273d2^214 + (0 + 1a + 1a^2)d1^274d2^214 + (2 + 2a + 4a^2)d1^275d2^214 + (3 + 4a + 1a^2)d1^276d2^214 + (0 + 2a + 3a^2)d1^277d2^214 + (2 + 4a + 2a^2)d1^278d2^214 + (3 + 4a + 1a^2)d1^279d2^214 + (3 + 3a + 2a^2)d1^280d2^214 + (0 + 4a + 4a^2)d1^281d2^214 + (2 + 0a + 4a^2)d1^282d2^214 + (0 + 0a + 2a^2)d1^283d2^214 + (0 + 3a + 1a^2)d1^284d2^214 + (0 + 1a + 3a^2)d1^285d2^214 + (0 + 3a + 0a^2)d1^286d2^214 + (1 + 3a + 0a^2)d1^287d2^214 + (1 + 0a + 4a^2)d1^288d2^214 + (2 + 3a + 0a^2)d1^289d2^214 + (1 + 1a + 4a^2)d1^290d2^214 + (4 + 2a + 0a^2)d1^291d2^214 + (1 + 0a + 4a^2)d1^292d2^214 + (0 + 1a + 3a^2)d1^293d2^214 + (3 + 2a + 3a^2)d2^215 + (1 + 2a + 4a^2)d1^1d2^215 + (1 + 3a + 3a^2)d1^2d2^215 + (0 + 4a + 3a^2)d1^3d2^215 + (3 + 3a + 2a^2)d1^4d2^215 + (3 + 2a + 2a^2)d1^6d2^215 + (0 + 4a + 1a^2)d1^7d2^215 + (2 + 2a + 2a^2)d1^8d2^215 + (1 + 0a + 0a^2)d1^9d2^215 + (1 + 4a + 3a^2)d1^10d2^215 + (0 + 1a + 0a^2)d1^11d2^215 + (4 + 2a + 3a^2)d1^12d2^215 + (3 + 0a + 1a^2)d1^13d2^215 + (2 + 1a + 2a^2)d1^14d2^215 + (0 + 3a + 3a^2)d1^15d2^215 + (3 + 2a + 3a^2)d1^16d2^215 + (2 + 3a + 2a^2)d1^17d2^215 + (4 + 2a + 4a^2)d1^18d2^215 + (4 + 2a + 0a^2)d1^19d2^215 + (0 + 3a + 3a^2)d1^20d2^215 + (3 + 0a + 4a^2)d1^21d2^215 + (1 + 0a + 4a^2)d1^22d2^215 + (3 + 1a + 4a^2)d1^23d2^215 + (4 + 2a + 4a^2)d1^24d2^215 + (1 + 1a + 2a^2)d1^25d2^215 + (3 + 2a + 1a^2)d1^27d2^215 + (3 + 3a + 3a^2)d1^28d2^215 + (4 + 3a + 4a^2)d1^29d2^215 + (4 + 3a + 2a^2)d1^30d2^215 + (4 + 4a + 0a^2)d1^31d2^215 + (2 + 0a + 4a^2)d1^32d2^215 + (3 + 4a + 2a^2)d1^33d2^215 + (2 + 2a + 4a^2)d1^34d2^215 + (0 + 4a + 1a^2)d1^35d2^215 + (1 + 0a + 2a^2)d1^36d2^215 + (4 + 4a + 0a^2)d1^37d2^215 + (4 + 1a + 4a^2)d1^38d2^215 + (3 + 4a + 4a^2)d1^39d2^215 + (1 + 1a + 2a^2)d1^40d2^215 + (2 + 3a + 0a^2)d1^41d2^215 + (1 + 4a + 2a^2)d1^42d2^215 + (0 + 2a + 2a^2)d1^43d2^215 + (4 + 3a + 3a^2)d1^44d2^215 + (4 + 3a + 1a^2)d1^45d2^215 + (0 + 2a + 2a^2)d1^46d2^215 + (0 + 2a + 2a^2)d1^47d2^215 + (2 + 0a + 3a^2)d1^48d2^215 + (4 + 2a + 2a^2)d1^49d2^215 + (1 + 2a + 0a^2)d1^50d2^215 + (1 + 4a + 4a^2)d1^51d2^215 + (3 + 0a + 1a^2)d1^52d2^215 + (0 + 2a + 2a^2)d1^53d2^215 + (4 + 3a + 3a^2)d1^54d2^215 + (1 + 1a + 4a^2)d1^55d2^215 + (1 + 1a + 4a^2)d1^56d2^215 + (4 + 1a + 4a^2)d1^57d2^215 + (0 + 2a + 2a^2)d1^58d2^215 + (1 + 0a + 1a^2)d1^59d2^215 + (0 + 2a + 2a^2)d1^60d2^215 + (0 + 4a + 3a^2)d1^61d2^215 + (2 + 3a + 4a^2)d1^62d2^215 + (2 + 1a + 0a^2)d1^63d2^215 + (2 + 3a + 2a^2)d1^64d2^215 + (1 + 4a + 3a^2)d1^65d2^215 + (3 + 3a + 0a^2)d1^66d2^215 + (1 + 0a + 3a^2)d1^67d2^215 + (2 + 3a + 3a^2)d1^68d2^215 + (2 + 2a + 0a^2)d1^69d2^215 + (4 + 4a + 4a^2)d1^70d2^215 + (0 + 1a + 0a^2)d1^71d2^215 + (4 + 0a + 3a^2)d1^72d2^215 + (1 + 2a + 3a^2)d1^73d2^215 + (2 + 0a + 3a^2)d1^74d2^215 + (4 + 2a + 1a^2)d1^75d2^215 + (2 + 2a + 3a^2)d1^76d2^215 + (2 + 0a + 1a^2)d1^77d2^215 + (0 + 2a + 4a^2)d1^78d2^215 + (0 + 3a + 2a^2)d1^79d2^215 + (3 + 2a + 2a^2)d1^80d2^215 + (4 + 2a + 2a^2)d1^81d2^215 + (0 + 2a + 1a^2)d1^82d2^215 + (1 + 3a + 3a^2)d1^83d2^215 + (3 + 1a + 0a^2)d1^84d2^215 + (2 + 2a + 4a^2)d1^85d2^215 + (2 + 3a + 3a^2)d1^86d2^215 + (1 + 3a + 4a^2)d1^87d2^215 + (2 + 0a + 0a^2)d1^88d2^215 + (1 + 3a + 0a^2)d1^89d2^215 + (2 + 2a + 0a^2)d1^90d2^215 + (3 + 4a + 1a^2)d1^91d2^215 + (2 + 3a + 3a^2)d1^92d2^215 + (0 + 0a + 1a^2)d1^93d2^215 + (0 + 2a + 2a^2)d1^94d2^215 + (1 + 0a + 0a^2)d1^95d2^215 + (2 + 1a + 0a^2)d1^96d2^215 + (4 + 4a + 0a^2)d1^97d2^215 + (0 + 3a + 0a^2)d1^98d2^215 + (1 + 3a + 4a^2)d1^99d2^215 + (0 + 2a + 1a^2)d1^100d2^215 + (2 + 1a + 2a^2)d1^101d2^215 + (4 + 2a + 3a^2)d1^102d2^215 + (1 + 3a + 3a^2)d1^103d2^215 + (0 + 3a + 0a^2)d1^104d2^215 + (4 + 2a + 3a^2)d1^105d2^215 + (4 + 2a + 4a^2)d1^106d2^215 + (4 + 1a + 0a^2)d1^107d2^215 + (1 + 0a + 2a^2)d1^108d2^215 + (0 + 2a + 1a^2)d1^109d2^215 + (3 + 0a + 3a^2)d1^110d2^215 + (3 + 3a + 1a^2)d1^111d2^215 + (4 + 0a + 1a^2)d1^112d2^215 + (3 + 4a + 0a^2)d1^113d2^215 + (3 + 0a + 1a^2)d1^114d2^215 + (4 + 2a + 4a^2)d1^115d2^215 + (4 + 4a + 2a^2)d1^116d2^215 + (4 + 2a + 1a^2)d1^117d2^215 + (3 + 4a + 1a^2)d1^118d2^215 + (4 + 4a + 2a^2)d1^119d2^215 + (2 + 1a + 4a^2)d1^120d2^215 + (1 + 0a + 2a^2)d1^121d2^215 + (0 + 1a + 4a^2)d1^122d2^215 + (0 + 1a + 3a^2)d1^123d2^215 + (1 + 0a + 0a^2)d1^124d2^215 + (3 + 0a + 0a^2)d1^125d2^215 + (1 + 3a + 0a^2)d1^126d2^215 + (3 + 3a + 3a^2)d1^127d2^215 + (3 + 2a + 2a^2)d1^128d2^215 + (4 + 1a + 1a^2)d1^129d2^215 + (0 + 3a + 1a^2)d1^130d2^215 + (2 + 0a + 0a^2)d1^131d2^215 + (4 + 1a + 2a^2)d1^132d2^215 + (1 + 2a + 4a^2)d1^133d2^215 + (3 + 2a + 4a^2)d1^134d2^215 + (3 + 4a + 0a^2)d1^135d2^215 + (4 + 2a + 3a^2)d1^136d2^215 + (0 + 3a + 4a^2)d1^137d2^215 + (1 + 2a + 2a^2)d1^138d2^215 + (2 + 3a + 4a^2)d1^139d2^215 + (0 + 1a + 3a^2)d1^140d2^215 + (3 + 2a + 3a^2)d1^141d2^215 + (4 + 4a + 4a^2)d1^142d2^215 + (0 + 1a + 4a^2)d1^143d2^215 + (2 + 2a + 0a^2)d1^144d2^215 + (3 + 4a + 2a^2)d1^145d2^215 + (4 + 1a + 4a^2)d1^146d2^215 + (1 + 2a + 1a^2)d1^147d2^215 + (3 + 3a + 4a^2)d1^148d2^215 + (1 + 3a + 3a^2)d1^149d2^215 + (4 + 3a + 3a^2)d1^150d2^215 + (3 + 3a + 0a^2)d1^151d2^215 + (4 + 1a + 4a^2)d1^152d2^215 + (0 + 1a + 0a^2)d1^153d2^215 + (2 + 1a + 2a^2)d1^154d2^215 + (3 + 2a + 4a^2)d1^155d2^215 + (4 + 2a + 3a^2)d1^156d2^215 + (4 + 3a + 3a^2)d1^157d2^215 + (0 + 3a + 3a^2)d1^158d2^215 + (1 + 1a + 0a^2)d1^159d2^215 + (3 + 2a + 3a^2)d1^160d2^215 + (0 + 1a + 0a^2)d1^161d2^215 + (3 + 1a + 4a^2)d1^162d2^215 + (2 + 0a + 3a^2)d1^163d2^215 + (0 + 1a + 0a^2)d1^164d2^215 + (0 + 1a + 4a^2)d1^165d2^215 + (0 + 2a + 4a^2)d1^166d2^215 + (3 + 0a + 3a^2)d1^167d2^215 + (0 + 3a + 0a^2)d1^168d2^215 + (3 + 1a + 2a^2)d1^169d2^215 + (2 + 2a + 1a^2)d1^170d2^215 + (0 + 2a + 1a^2)d1^171d2^215 + (2 + 3a + 2a^2)d1^172d2^215 + (4 + 4a + 2a^2)d1^173d2^215 + (2 + 0a + 4a^2)d1^174d2^215 + (2 + 3a + 2a^2)d1^175d2^215 + (3 + 1a + 3a^2)d1^176d2^215 + (0 + 4a + 4a^2)d1^177d2^215 + (0 + 3a + 0a^2)d1^178d2^215 + (3 + 0a + 1a^2)d1^179d2^215 + (2 + 2a + 3a^2)d1^180d2^215 + (1 + 4a + 4a^2)d1^181d2^215 + (0 + 1a + 1a^2)d1^182d2^215 + (4 + 4a + 1a^2)d1^183d2^215 + (2 + 4a + 2a^2)d1^184d2^215 + (0 + 1a + 4a^2)d1^185d2^215 + (1 + 3a + 1a^2)d1^186d2^215 + (4 + 4a + 2a^2)d1^187d2^215 + (4 + 1a + 4a^2)d1^188d2^215 + (3 + 4a + 0a^2)d1^189d2^215 + (4 + 2a + 0a^2)d1^190d2^215 + (4 + 0a + 3a^2)d1^191d2^215 + (1 + 2a + 4a^2)d1^192d2^215 + (2 + 1a + 4a^2)d1^193d2^215 + (2 + 3a + 2a^2)d1^194d2^215 + (4 + 1a + 0a^2)d1^195d2^215 + (4 + 2a + 4a^2)d1^196d2^215 + (1 + 4a + 0a^2)d1^197d2^215 + (0 + 3a + 2a^2)d1^198d2^215 + (1 + 1a + 0a^2)d1^199d2^215 + (0 + 0a + 4a^2)d1^200d2^215 + (1 + 4a + 4a^2)d1^201d2^215 + (0 + 4a + 4a^2)d1^202d2^215 + (3 + 0a + 3a^2)d1^203d2^215 + (0 + 3a + 0a^2)d1^204d2^215 + (2 + 3a + 3a^2)d1^205d2^215 + (0 + 4a + 3a^2)d1^206d2^215 + (3 + 3a + 2a^2)d1^207d2^215 + (3 + 4a + 0a^2)d1^208d2^215 + (2 + 0a + 4a^2)d1^209d2^215 + (4 + 0a + 0a^2)d1^211d2^215 + (3 + 2a + 0a^2)d1^212d2^215 + (4 + 2a + 2a^2)d1^213d2^215 + (0 + 2a + 1a^2)d1^214d2^215 + (2 + 4a + 0a^2)d1^215d2^215 + (2 + 2a + 1a^2)d1^216d2^215 + (3 + 4a + 0a^2)d1^217d2^215 + (2 + 2a + 3a^2)d1^218d2^215 + (2 + 4a + 3a^2)d1^219d2^215 + (1 + 2a + 2a^2)d1^220d2^215 + (3 + 1a + 1a^2)d1^221d2^215 + (2 + 2a + 2a^2)d1^222d2^215 + (3 + 3a + 1a^2)d1^223d2^215 + (2 + 1a + 0a^2)d1^224d2^215 + (2 + 4a + 4a^2)d1^225d2^215 + (2 + 0a + 4a^2)d1^226d2^215 + (3 + 0a + 3a^2)d1^227d2^215 + (4 + 2a + 3a^2)d1^228d2^215 + (1 + 3a + 0a^2)d1^229d2^215 + (3 + 0a + 4a^2)d1^230d2^215 + (4 + 0a + 4a^2)d1^231d2^215 + (0 + 4a + 0a^2)d1^232d2^215 + (2 + 1a + 4a^2)d1^233d2^215 + (3 + 0a + 3a^2)d1^234d2^215 + (0 + 4a + 4a^2)d1^235d2^215 + (3 + 0a + 1a^2)d1^236d2^215 + (3 + 0a + 1a^2)d1^237d2^215 + (2 + 1a + 1a^2)d1^238d2^215 + (4 + 0a + 3a^2)d1^239d2^215 + (0 + 4a + 3a^2)d1^240d2^215 + (4 + 4a + 3a^2)d1^241d2^215 + (1 + 3a + 1a^2)d1^242d2^215 + (1 + 0a + 3a^2)d1^243d2^215 + (4 + 3a + 4a^2)d1^244d2^215 + (0 + 1a + 2a^2)d1^245d2^215 + (4 + 2a + 0a^2)d1^246d2^215 + (4 + 2a + 0a^2)d1^247d2^215 + (1 + 4a + 3a^2)d1^248d2^215 + (2 + 2a + 0a^2)d1^249d2^215 + (3 + 1a + 0a^2)d1^250d2^215 + (2 + 3a + 0a^2)d1^251d2^215 + (3 + 2a + 2a^2)d1^252d2^215 + (4 + 2a + 2a^2)d1^253d2^215 + (3 + 0a + 1a^2)d1^254d2^215 + (1 + 1a + 4a^2)d1^255d2^215 + (4 + 0a + 2a^2)d1^256d2^215 + (1 + 0a + 4a^2)d1^257d2^215 + (1 + 0a + 4a^2)d1^258d2^215 + (0 + 4a + 2a^2)d1^260d2^215 + (0 + 0a + 3a^2)d1^261d2^215 + (4 + 4a + 2a^2)d1^262d2^215 + (2 + 2a + 3a^2)d1^263d2^215 + (4 + 1a + 1a^2)d1^264d2^215 + (4 + 2a + 3a^2)d1^265d2^215 + (1 + 3a + 2a^2)d1^266d2^215 + (2 + 1a + 4a^2)d1^267d2^215 + (2 + 2a + 4a^2)d1^268d2^215 + (3 + 0a + 1a^2)d1^269d2^215 + (1 + 2a + 1a^2)d1^270d2^215 + (1 + 2a + 2a^2)d1^271d2^215 + (2 + 1a + 3a^2)d1^272d2^215 + (1 + 3a + 2a^2)d1^273d2^215 + (3 + 4a + 1a^2)d1^274d2^215 + (0 + 0a + 4a^2)d1^275d2^215 + (0 + 0a + 4a^2)d1^276d2^215 + (0 + 4a + 4a^2)d1^277d2^215 + (2 + 2a + 2a^2)d1^278d2^215 + (3 + 4a + 0a^2)d1^279d2^215 + (3 + 0a + 0a^2)d1^280d2^215 + (1 + 3a + 2a^2)d1^281d2^215 + (0 + 0a + 3a^2)d1^282d2^215 + (0 + 4a + 1a^2)d1^283d2^215 + (1 + 1a + 0a^2)d1^284d2^215 + (4 + 1a + 4a^2)d1^285d2^215 + (3 + 1a + 1a^2)d1^286d2^215 + (0 + 2a + 4a^2)d1^287d2^215 + (1 + 4a + 0a^2)d1^288d2^215 + (1 + 1a + 4a^2)d1^289d2^215 + (0 + 3a + 0a^2)d1^290d2^215 + (4 + 4a + 2a^2)d1^291d2^215 + (1 + 3a + 1a^2)d1^292d2^215 + (1 + 2a + 1a^2)d1^293d2^215 + (1 + 4a + 3a^2)d2^216 + (2 + 0a + 1a^2)d1^1d2^216 + (2 + 3a + 4a^2)d1^2d2^216 + (3 + 3a + 1a^2)d1^3d2^216 + (3 + 0a + 0a^2)d1^4d2^216 + (2 + 2a + 1a^2)d1^5d2^216 + (0 + 4a + 1a^2)d1^6d2^216 + (4 + 4a + 4a^2)d1^7d2^216 + (1 + 3a + 1a^2)d1^8d2^216 + (3 + 4a + 2a^2)d1^9d2^216 + (2 + 0a + 0a^2)d1^10d2^216 + (0 + 2a + 2a^2)d1^11d2^216 + (2 + 3a + 3a^2)d1^12d2^216 + (3 + 4a + 2a^2)d1^13d2^216 + (2 + 1a + 2a^2)d1^14d2^216 + (3 + 0a + 3a^2)d1^15d2^216 + (4 + 0a + 3a^2)d1^16d2^216 + (0 + 0a + 1a^2)d1^17d2^216 + (1 + 3a + 0a^2)d1^18d2^216 + (3 + 2a + 2a^2)d1^19d2^216 + (1 + 2a + 1a^2)d1^20d2^216 + (0 + 1a + 4a^2)d1^21d2^216 + (4 + 0a + 2a^2)d1^22d2^216 + (0 + 1a + 2a^2)d1^23d2^216 + (3 + 3a + 1a^2)d1^24d2^216 + (0 + 2a + 1a^2)d1^25d2^216 + (3 + 4a + 0a^2)d1^26d2^216 + (0 + 2a + 3a^2)d1^27d2^216 + (2 + 3a + 4a^2)d1^28d2^216 + (2 + 3a + 2a^2)d1^29d2^216 + (0 + 1a + 0a^2)d1^30d2^216 + (1 + 4a + 3a^2)d1^31d2^216 + (4 + 3a + 2a^2)d1^32d2^216 + (1 + 1a + 4a^2)d1^33d2^216 + (3 + 3a + 2a^2)d1^34d2^216 + (2 + 0a + 1a^2)d1^35d2^216 + (4 + 1a + 0a^2)d1^36d2^216 + (3 + 4a + 1a^2)d1^37d2^216 + (3 + 3a + 1a^2)d1^38d2^216 + (3 + 3a + 3a^2)d1^39d2^216 + (1 + 4a + 4a^2)d1^40d2^216 + (0 + 1a + 2a^2)d1^41d2^216 + (4 + 0a + 4a^2)d1^42d2^216 + (0 + 1a + 4a^2)d1^43d2^216 + (0 + 1a + 1a^2)d1^44d2^216 + (2 + 1a + 0a^2)d1^45d2^216 + (2 + 0a + 4a^2)d1^46d2^216 + (2 + 3a + 2a^2)d1^47d2^216 + (3 + 4a + 1a^2)d1^48d2^216 + (1 + 2a + 1a^2)d1^49d2^216 + (3 + 3a + 2a^2)d1^50d2^216 + (3 + 2a + 3a^2)d1^51d2^216 + (0 + 2a + 0a^2)d1^52d2^216 + (1 + 4a + 2a^2)d1^53d2^216 + (3 + 0a + 2a^2)d1^54d2^216 + (2 + 0a + 3a^2)d1^55d2^216 + (2 + 0a + 4a^2)d1^56d2^216 + (4 + 1a + 2a^2)d1^57d2^216 + (1 + 2a + 2a^2)d1^58d2^216 + (2 + 4a + 1a^2)d1^59d2^216 + (2 + 1a + 1a^2)d1^60d2^216 + (0 + 0a + 1a^2)d1^61d2^216 + (0 + 0a + 3a^2)d1^62d2^216 + (1 + 2a + 0a^2)d1^63d2^216 + (0 + 2a + 1a^2)d1^64d2^216 + (2 + 1a + 0a^2)d1^65d2^216 + (4 + 0a + 4a^2)d1^66d2^216 + (1 + 4a + 3a^2)d1^67d2^216 + (2 + 4a + 1a^2)d1^68d2^216 + (3 + 4a + 1a^2)d1^69d2^216 + (2 + 1a + 0a^2)d1^70d2^216 + (0 + 3a + 1a^2)d1^71d2^216 + (0 + 4a + 3a^2)d1^72d2^216 + (3 + 1a + 4a^2)d1^73d2^216 + (4 + 2a + 2a^2)d1^74d2^216 + (0 + 0a + 3a^2)d1^75d2^216 + (3 + 3a + 2a^2)d1^76d2^216 + (4 + 2a + 4a^2)d1^77d2^216 + (4 + 3a + 4a^2)d1^78d2^216 + (4 + 4a + 2a^2)d1^79d2^216 + (1 + 2a + 3a^2)d1^80d2^216 + (2 + 4a + 0a^2)d1^81d2^216 + (0 + 0a + 4a^2)d1^82d2^216 + (0 + 3a + 3a^2)d1^83d2^216 + (4 + 0a + 2a^2)d1^84d2^216 + (3 + 3a + 2a^2)d1^85d2^216 + (3 + 1a + 2a^2)d1^86d2^216 + (1 + 4a + 0a^2)d1^87d2^216 + (0 + 1a + 1a^2)d1^88d2^216 + (3 + 0a + 0a^2)d1^89d2^216 + (0 + 4a + 2a^2)d1^90d2^216 + (1 + 2a + 2a^2)d1^91d2^216 + (3 + 3a + 4a^2)d1^92d2^216 + (0 + 1a + 3a^2)d1^93d2^216 + (2 + 1a + 1a^2)d1^94d2^216 + (4 + 4a + 4a^2)d1^95d2^216 + (3 + 4a + 4a^2)d1^96d2^216 + (2 + 2a + 0a^2)d1^97d2^216 + (4 + 3a + 4a^2)d1^98d2^216 + (0 + 1a + 1a^2)d1^99d2^216 + (3 + 1a + 0a^2)d1^100d2^216 + (4 + 3a + 0a^2)d1^101d2^216 + (2 + 2a + 4a^2)d1^102d2^216 + (2 + 1a + 0a^2)d1^103d2^216 + (3 + 4a + 3a^2)d1^104d2^216 + (0 + 3a + 4a^2)d1^105d2^216 + (1 + 4a + 1a^2)d1^106d2^216 + (4 + 3a + 2a^2)d1^107d2^216 + (3 + 0a + 4a^2)d1^108d2^216 + (2 + 4a + 4a^2)d1^109d2^216 + (4 + 0a + 4a^2)d1^110d2^216 + (2 + 4a + 2a^2)d1^111d2^216 + (0 + 0a + 3a^2)d1^112d2^216 + (3 + 2a + 2a^2)d1^113d2^216 + (0 + 2a + 3a^2)d1^114d2^216 + (2 + 3a + 1a^2)d1^115d2^216 + (0 + 3a + 2a^2)d1^116d2^216 + (4 + 3a + 1a^2)d1^117d2^216 + (4 + 3a + 0a^2)d1^118d2^216 + (3 + 2a + 0a^2)d1^119d2^216 + (4 + 1a + 2a^2)d1^120d2^216 + (3 + 4a + 0a^2)d1^121d2^216 + (1 + 2a + 3a^2)d1^122d2^216 + (2 + 0a + 2a^2)d1^123d2^216 + (4 + 0a + 2a^2)d1^124d2^216 + (2 + 3a + 3a^2)d1^125d2^216 + (0 + 0a + 1a^2)d1^126d2^216 + (1 + 0a + 1a^2)d1^127d2^216 + (2 + 2a + 4a^2)d1^128d2^216 + (2 + 0a + 4a^2)d1^129d2^216 + (4 + 1a + 1a^2)d1^130d2^216 + (3 + 1a + 4a^2)d1^131d2^216 + (2 + 1a + 2a^2)d1^132d2^216 + (3 + 3a + 4a^2)d1^133d2^216 + (1 + 3a + 4a^2)d1^134d2^216 + (2 + 3a + 1a^2)d1^135d2^216 + (4 + 1a + 1a^2)d1^136d2^216 + (1 + 0a + 2a^2)d1^137d2^216 + (4 + 4a + 2a^2)d1^138d2^216 + (0 + 2a + 0a^2)d1^139d2^216 + (1 + 3a + 3a^2)d1^140d2^216 + (3 + 1a + 4a^2)d1^141d2^216 + (4 + 1a + 4a^2)d1^142d2^216 + (2 + 3a + 2a^2)d1^143d2^216 + (3 + 0a + 0a^2)d1^144d2^216 + (0 + 0a + 2a^2)d1^145d2^216 + (0 + 4a + 0a^2)d1^146d2^216 + (3 + 0a + 4a^2)d1^147d2^216 + (2 + 2a + 3a^2)d1^148d2^216 + (4 + 3a + 2a^2)d1^149d2^216 + (3 + 0a + 1a^2)d1^150d2^216 + (0 + 3a + 4a^2)d1^151d2^216 + (2 + 2a + 4a^2)d1^152d2^216 + (2 + 4a + 4a^2)d1^153d2^216 + (4 + 4a + 1a^2)d1^154d2^216 + (3 + 3a + 4a^2)d1^155d2^216 + (2 + 1a + 2a^2)d1^156d2^216 + (4 + 2a + 3a^2)d1^157d2^216 + (1 + 4a + 2a^2)d1^158d2^216 + (4 + 2a + 1a^2)d1^159d2^216 + (2 + 2a + 4a^2)d1^160d2^216 + (1 + 3a + 0a^2)d1^161d2^216 + (0 + 0a + 4a^2)d1^162d2^216 + (0 + 1a + 4a^2)d1^163d2^216 + (3 + 3a + 0a^2)d1^164d2^216 + (0 + 0a + 4a^2)d1^165d2^216 + (1 + 3a + 3a^2)d1^166d2^216 + (1 + 1a + 2a^2)d1^167d2^216 + (2 + 4a + 1a^2)d1^168d2^216 + (0 + 3a + 2a^2)d1^169d2^216 + (3 + 3a + 3a^2)d1^170d2^216 + (3 + 1a + 1a^2)d1^171d2^216 + (4 + 4a + 0a^2)d1^172d2^216 + (1 + 0a + 4a^2)d1^173d2^216 + (1 + 0a + 4a^2)d1^174d2^216 + (3 + 1a + 3a^2)d1^175d2^216 + (4 + 2a + 4a^2)d1^176d2^216 + (4 + 0a + 0a^2)d1^177d2^216 + (4 + 2a + 1a^2)d1^178d2^216 + (4 + 0a + 1a^2)d1^179d2^216 + (3 + 4a + 2a^2)d1^180d2^216 + (1 + 0a + 3a^2)d1^181d2^216 + (2 + 3a + 1a^2)d1^182d2^216 + (2 + 1a + 3a^2)d1^183d2^216 + (4 + 2a + 2a^2)d1^184d2^216 + (4 + 4a + 3a^2)d1^185d2^216 + (4 + 0a + 2a^2)d1^186d2^216 + (0 + 4a + 3a^2)d1^187d2^216 + (4 + 4a + 4a^2)d1^188d2^216 + (3 + 0a + 1a^2)d1^189d2^216 + (4 + 3a + 0a^2)d1^190d2^216 + (4 + 3a + 4a^2)d1^191d2^216 + (4 + 3a + 0a^2)d1^192d2^216 + (3 + 2a + 2a^2)d1^193d2^216 + (4 + 0a + 0a^2)d1^194d2^216 + (3 + 0a + 0a^2)d1^195d2^216 + (2 + 3a + 2a^2)d1^196d2^216 + (1 + 0a + 2a^2)d1^197d2^216 + (2 + 1a + 3a^2)d1^198d2^216 + (0 + 3a + 1a^2)d1^199d2^216 + (4 + 2a + 1a^2)d1^200d2^216 + (4 + 3a + 3a^2)d1^201d2^216 + (2 + 2a + 1a^2)d1^202d2^216 + (2 + 0a + 2a^2)d1^203d2^216 + (1 + 2a + 0a^2)d1^204d2^216 + (0 + 0a + 3a^2)d1^205d2^216 + (1 + 3a + 1a^2)d1^206d2^216 + (3 + 4a + 0a^2)d1^207d2^216 + (3 + 0a + 1a^2)d1^208d2^216 + (4 + 4a + 0a^2)d1^209d2^216 + (3 + 3a + 0a^2)d1^210d2^216 + (0 + 4a + 3a^2)d1^211d2^216 + (2 + 2a + 2a^2)d1^212d2^216 + (2 + 2a + 1a^2)d1^213d2^216 + (0 + 1a + 1a^2)d1^214d2^216 + (0 + 3a + 1a^2)d1^215d2^216 + (1 + 2a + 3a^2)d1^216d2^216 + (1 + 2a + 2a^2)d1^217d2^216 + (0 + 2a + 0a^2)d1^218d2^216 + (3 + 4a + 1a^2)d1^219d2^216 + (1 + 1a + 2a^2)d1^220d2^216 + (4 + 1a + 1a^2)d1^221d2^216 + (0 + 0a + 2a^2)d1^222d2^216 + (2 + 3a + 3a^2)d1^223d2^216 + (1 + 4a + 4a^2)d1^225d2^216 + (3 + 0a + 4a^2)d1^226d2^216 + (0 + 1a + 2a^2)d1^227d2^216 + (1 + 0a + 0a^2)d1^228d2^216 + (2 + 2a + 4a^2)d1^229d2^216 + (0 + 0a + 3a^2)d1^230d2^216 + (4 + 0a + 4a^2)d1^231d2^216 + (0 + 4a + 4a^2)d1^232d2^216 + (3 + 1a + 1a^2)d1^233d2^216 + (1 + 2a + 3a^2)d1^234d2^216 + (2 + 2a + 3a^2)d1^235d2^216 + (4 + 0a + 3a^2)d1^236d2^216 + (1 + 2a + 4a^2)d1^237d2^216 + (1 + 3a + 0a^2)d1^238d2^216 + (2 + 0a + 0a^2)d1^239d2^216 + (4 + 2a + 4a^2)d1^240d2^216 + (3 + 3a + 3a^2)d1^241d2^216 + (1 + 0a + 1a^2)d1^242d2^216 + (2 + 4a + 4a^2)d1^243d2^216 + (1 + 1a + 1a^2)d1^244d2^216 + (4 + 0a + 0a^2)d1^245d2^216 + (2 + 1a + 2a^2)d1^246d2^216 + (1 + 1a + 2a^2)d1^247d2^216 + (2 + 3a + 4a^2)d1^248d2^216 + (4 + 1a + 1a^2)d1^249d2^216 + (2 + 4a + 0a^2)d1^250d2^216 + (3 + 4a + 2a^2)d1^251d2^216 + (2 + 3a + 2a^2)d1^252d2^216 + (4 + 1a + 0a^2)d1^253d2^216 + (2 + 0a + 4a^2)d1^254d2^216 + (1 + 2a + 4a^2)d1^255d2^216 + (4 + 1a + 1a^2)d1^256d2^216 + (2 + 1a + 0a^2)d1^257d2^216 + (4 + 1a + 0a^2)d1^258d2^216 + (2 + 2a + 0a^2)d1^259d2^216 + (1 + 3a + 2a^2)d1^260d2^216 + (2 + 3a + 4a^2)d1^261d2^216 + (0 + 2a + 4a^2)d1^262d2^216 + (1 + 3a + 3a^2)d1^263d2^216 + (3 + 0a + 4a^2)d1^264d2^216 + (1 + 2a + 2a^2)d1^265d2^216 + (1 + 0a + 4a^2)d1^266d2^216 + (0 + 1a + 0a^2)d1^267d2^216 + (1 + 1a + 3a^2)d1^268d2^216 + (3 + 0a + 3a^2)d1^269d2^216 + (4 + 3a + 0a^2)d1^270d2^216 + (3 + 3a + 0a^2)d1^271d2^216 + (0 + 3a + 2a^2)d1^272d2^216 + (3 + 1a + 3a^2)d1^273d2^216 + (1 + 2a + 2a^2)d1^274d2^216 + (0 + 0a + 1a^2)d1^275d2^216 + (1 + 3a + 1a^2)d1^276d2^216 + (2 + 1a + 2a^2)d1^277d2^216 + (0 + 3a + 4a^2)d1^278d2^216 + (0 + 4a + 1a^2)d1^279d2^216 + (2 + 1a + 4a^2)d1^280d2^216 + (3 + 2a + 3a^2)d1^281d2^216 + (4 + 3a + 0a^2)d1^282d2^216 + (0 + 2a + 0a^2)d1^283d2^216 + (3 + 3a + 2a^2)d1^284d2^216 + (4 + 0a + 2a^2)d1^285d2^216 + (4 + 1a + 0a^2)d1^286d2^216 + (1 + 0a + 1a^2)d1^287d2^216 + (2 + 1a + 4a^2)d1^288d2^216 + (3 + 1a + 0a^2)d1^289d2^216 + (1 + 4a + 4a^2)d1^290d2^216 + (2 + 2a + 1a^2)d1^291d2^216 + (1 + 3a + 3a^2)d1^292d2^216 + (4 + 3a + 1a^2)d1^293d2^216 + (1 + 2a + 0a^2)d2^217 + (0 + 4a + 0a^2)d1^1d2^217 + (2 + 4a + 4a^2)d1^2d2^217 + (3 + 2a + 3a^2)d1^3d2^217 + (4 + 2a + 2a^2)d1^4d2^217 + (2 + 1a + 2a^2)d1^5d2^217 + (3 + 1a + 2a^2)d1^6d2^217 + (2 + 0a + 4a^2)d1^7d2^217 + (4 + 2a + 0a^2)d1^8d2^217 + (2 + 2a + 4a^2)d1^9d2^217 + (0 + 4a + 0a^2)d1^10d2^217 + (2 + 0a + 0a^2)d1^11d2^217 + (4 + 1a + 2a^2)d1^12d2^217 + (3 + 4a + 0a^2)d1^13d2^217 + (2 + 1a + 4a^2)d1^14d2^217 + (1 + 1a + 0a^2)d1^15d2^217 + (0 + 0a + 2a^2)d1^16d2^217 + (1 + 4a + 1a^2)d1^17d2^217 + (0 + 1a + 0a^2)d1^18d2^217 + (1 + 3a + 3a^2)d1^19d2^217 + (0 + 3a + 3a^2)d1^20d2^217 + (2 + 3a + 2a^2)d1^21d2^217 + (4 + 4a + 4a^2)d1^22d2^217 + (0 + 4a + 2a^2)d1^23d2^217 + (1 + 0a + 3a^2)d1^24d2^217 + (0 + 4a + 3a^2)d1^25d2^217 + (2 + 4a + 3a^2)d1^26d2^217 + (3 + 0a + 2a^2)d1^27d2^217 + (1 + 0a + 1a^2)d1^28d2^217 + (2 + 1a + 2a^2)d1^29d2^217 + (4 + 2a + 4a^2)d1^30d2^217 + (0 + 1a + 2a^2)d1^31d2^217 + (0 + 2a + 0a^2)d1^32d2^217 + (2 + 2a + 3a^2)d1^33d2^217 + (1 + 1a + 0a^2)d1^34d2^217 + (1 + 4a + 3a^2)d1^35d2^217 + (1 + 4a + 3a^2)d1^36d2^217 + (4 + 3a + 2a^2)d1^37d2^217 + (1 + 2a + 2a^2)d1^38d2^217 + (4 + 2a + 4a^2)d1^39d2^217 + (3 + 2a + 2a^2)d1^40d2^217 + (1 + 4a + 1a^2)d1^41d2^217 + (4 + 2a + 4a^2)d1^42d2^217 + (3 + 2a + 1a^2)d1^43d2^217 + (2 + 4a + 4a^2)d1^44d2^217 + (3 + 1a + 1a^2)d1^45d2^217 + (3 + 2a + 3a^2)d1^46d2^217 + (0 + 2a + 4a^2)d1^47d2^217 + (4 + 4a + 1a^2)d1^48d2^217 + (3 + 1a + 2a^2)d1^49d2^217 + (4 + 4a + 1a^2)d1^50d2^217 + (2 + 1a + 2a^2)d1^51d2^217 + (3 + 1a + 1a^2)d1^52d2^217 + (3 + 4a + 2a^2)d1^53d2^217 + (0 + 1a + 0a^2)d1^54d2^217 + (0 + 2a + 3a^2)d1^55d2^217 + (4 + 0a + 1a^2)d1^56d2^217 + (2 + 2a + 0a^2)d1^57d2^217 + (3 + 4a + 4a^2)d1^58d2^217 + (4 + 3a + 0a^2)d1^59d2^217 + (2 + 2a + 2a^2)d1^60d2^217 + (3 + 3a + 1a^2)d1^61d2^217 + (1 + 1a + 1a^2)d1^62d2^217 + (0 + 1a + 2a^2)d1^63d2^217 + (4 + 2a + 0a^2)d1^64d2^217 + (4 + 2a + 0a^2)d1^65d2^217 + (0 + 2a + 2a^2)d1^66d2^217 + (3 + 0a + 0a^2)d1^67d2^217 + (0 + 1a + 4a^2)d1^68d2^217 + (1 + 2a + 4a^2)d1^69d2^217 + (3 + 1a + 0a^2)d1^70d2^217 + (4 + 2a + 4a^2)d1^71d2^217 + (4 + 1a + 3a^2)d1^72d2^217 + (1 + 2a + 1a^2)d1^73d2^217 + (4 + 1a + 3a^2)d1^74d2^217 + (3 + 1a + 1a^2)d1^75d2^217 + (3 + 0a + 2a^2)d1^76d2^217 + (4 + 1a + 4a^2)d1^77d2^217 + (2 + 1a + 1a^2)d1^78d2^217 + (2 + 0a + 3a^2)d1^79d2^217 + (1 + 0a + 2a^2)d1^80d2^217 + (0 + 2a + 0a^2)d1^81d2^217 + (2 + 4a + 3a^2)d1^82d2^217 + (2 + 3a + 0a^2)d1^83d2^217 + (2 + 3a + 2a^2)d1^84d2^217 + (4 + 4a + 0a^2)d1^85d2^217 + (2 + 4a + 2a^2)d1^86d2^217 + (1 + 1a + 2a^2)d1^87d2^217 + (1 + 4a + 3a^2)d1^88d2^217 + (4 + 2a + 3a^2)d1^89d2^217 + (1 + 0a + 2a^2)d1^90d2^217 + (0 + 1a + 1a^2)d1^91d2^217 + (0 + 1a + 1a^2)d1^92d2^217 + (3 + 3a + 2a^2)d1^93d2^217 + (3 + 2a + 3a^2)d1^94d2^217 + (2 + 2a + 1a^2)d1^95d2^217 + (0 + 0a + 4a^2)d1^96d2^217 + (1 + 3a + 2a^2)d1^97d2^217 + (0 + 3a + 0a^2)d1^98d2^217 + (1 + 3a + 0a^2)d1^99d2^217 + (2 + 1a + 3a^2)d1^100d2^217 + (4 + 0a + 3a^2)d1^101d2^217 + (0 + 3a + 0a^2)d1^102d2^217 + (2 + 1a + 3a^2)d1^103d2^217 + (0 + 0a + 4a^2)d1^104d2^217 + (3 + 4a + 4a^2)d1^105d2^217 + (4 + 2a + 3a^2)d1^106d2^217 + (2 + 0a + 3a^2)d1^107d2^217 + (2 + 3a + 2a^2)d1^108d2^217 + (1 + 4a + 1a^2)d1^109d2^217 + (3 + 3a + 1a^2)d1^110d2^217 + (2 + 1a + 4a^2)d1^111d2^217 + (0 + 4a + 0a^2)d1^112d2^217 + (0 + 4a + 1a^2)d1^113d2^217 + (3 + 0a + 4a^2)d1^114d2^217 + (4 + 3a + 1a^2)d1^115d2^217 + (2 + 4a + 3a^2)d1^116d2^217 + (2 + 1a + 4a^2)d1^117d2^217 + (1 + 1a + 3a^2)d1^118d2^217 + (4 + 2a + 0a^2)d1^119d2^217 + (0 + 0a + 3a^2)d1^120d2^217 + (2 + 3a + 4a^2)d1^121d2^217 + (2 + 4a + 3a^2)d1^122d2^217 + (1 + 3a + 2a^2)d1^123d2^217 + (3 + 3a + 4a^2)d1^124d2^217 + (1 + 2a + 4a^2)d1^125d2^217 + (1 + 2a + 2a^2)d1^126d2^217 + (2 + 3a + 1a^2)d1^127d2^217 + (0 + 0a + 4a^2)d1^128d2^217 + (0 + 2a + 1a^2)d1^129d2^217 + (0 + 3a + 2a^2)d1^130d2^217 + (0 + 3a + 2a^2)d1^131d2^217 + (0 + 4a + 3a^2)d1^132d2^217 + (4 + 1a + 0a^2)d1^133d2^217 + (1 + 1a + 4a^2)d1^134d2^217 + (4 + 3a + 1a^2)d1^135d2^217 + (2 + 3a + 2a^2)d1^136d2^217 + (0 + 1a + 2a^2)d1^137d2^217 + (0 + 1a + 4a^2)d1^138d2^217 + (4 + 2a + 1a^2)d1^139d2^217 + (0 + 1a + 0a^2)d1^140d2^217 + (2 + 3a + 2a^2)d1^141d2^217 + (2 + 2a + 1a^2)d1^142d2^217 + (4 + 1a + 4a^2)d1^143d2^217 + (4 + 4a + 0a^2)d1^144d2^217 + (0 + 1a + 2a^2)d1^145d2^217 + (4 + 4a + 3a^2)d1^146d2^217 + (3 + 4a + 3a^2)d1^147d2^217 + (3 + 1a + 2a^2)d1^148d2^217 + (3 + 3a + 4a^2)d1^149d2^217 + (1 + 2a + 2a^2)d1^150d2^217 + (4 + 3a + 1a^2)d1^151d2^217 + (2 + 4a + 0a^2)d1^152d2^217 + (3 + 1a + 0a^2)d1^153d2^217 + (4 + 1a + 1a^2)d1^154d2^217 + (2 + 3a + 0a^2)d1^155d2^217 + (4 + 1a + 2a^2)d1^156d2^217 + (3 + 0a + 1a^2)d1^157d2^217 + (2 + 1a + 2a^2)d1^158d2^217 + (4 + 4a + 1a^2)d1^159d2^217 + (2 + 3a + 0a^2)d1^160d2^217 + (2 + 4a + 2a^2)d1^161d2^217 + (3 + 1a + 4a^2)d1^162d2^217 + (0 + 4a + 2a^2)d1^163d2^217 + (1 + 2a + 4a^2)d1^164d2^217 + (1 + 1a + 2a^2)d1^165d2^217 + (2 + 2a + 2a^2)d1^166d2^217 + (3 + 4a + 2a^2)d1^167d2^217 + (4 + 0a + 1a^2)d1^168d2^217 + (1 + 4a + 2a^2)d1^169d2^217 + (3 + 4a + 0a^2)d1^170d2^217 + (4 + 3a + 4a^2)d1^171d2^217 + (1 + 1a + 0a^2)d1^172d2^217 + (3 + 2a + 4a^2)d1^173d2^217 + (2 + 1a + 2a^2)d1^174d2^217 + (3 + 1a + 0a^2)d1^175d2^217 + (4 + 4a + 2a^2)d1^176d2^217 + (2 + 1a + 3a^2)d1^177d2^217 + (1 + 2a + 0a^2)d1^178d2^217 + (3 + 1a + 2a^2)d1^179d2^217 + (1 + 1a + 0a^2)d1^180d2^217 + (2 + 3a + 3a^2)d1^181d2^217 + (0 + 4a + 3a^2)d1^182d2^217 + (3 + 1a + 2a^2)d1^183d2^217 + (0 + 1a + 3a^2)d1^184d2^217 + (3 + 4a + 4a^2)d1^185d2^217 + (4 + 2a + 0a^2)d1^186d2^217 + (2 + 2a + 3a^2)d1^187d2^217 + (4 + 3a + 3a^2)d1^188d2^217 + (0 + 3a + 1a^2)d1^189d2^217 + (3 + 3a + 2a^2)d1^190d2^217 + (0 + 3a + 3a^2)d1^191d2^217 + (4 + 3a + 4a^2)d1^192d2^217 + (3 + 0a + 4a^2)d1^193d2^217 + (0 + 0a + 1a^2)d1^194d2^217 + (3 + 1a + 4a^2)d1^195d2^217 + (1 + 2a + 2a^2)d1^196d2^217 + (2 + 4a + 3a^2)d1^198d2^217 + (2 + 2a + 4a^2)d1^199d2^217 + (4 + 4a + 4a^2)d1^200d2^217 + (2 + 3a + 2a^2)d1^201d2^217 + (4 + 3a + 2a^2)d1^202d2^217 + (1 + 0a + 4a^2)d1^203d2^217 + (4 + 0a + 1a^2)d1^204d2^217 + (1 + 0a + 3a^2)d1^205d2^217 + (4 + 0a + 3a^2)d1^206d2^217 + (3 + 2a + 3a^2)d1^207d2^217 + (4 + 3a + 4a^2)d1^208d2^217 + (3 + 1a + 3a^2)d1^209d2^217 + (4 + 2a + 0a^2)d1^210d2^217 + (4 + 1a + 2a^2)d1^211d2^217 + (1 + 3a + 4a^2)d1^212d2^217 + (1 + 4a + 2a^2)d1^213d2^217 + (2 + 3a + 2a^2)d1^214d2^217 + (2 + 0a + 4a^2)d1^215d2^217 + (3 + 1a + 0a^2)d1^216d2^217 + (1 + 0a + 1a^2)d1^217d2^217 + (2 + 3a + 0a^2)d1^218d2^217 + (2 + 0a + 3a^2)d1^219d2^217 + (0 + 0a + 2a^2)d1^220d2^217 + (4 + 1a + 4a^2)d1^221d2^217 + (1 + 3a + 1a^2)d1^222d2^217 + (4 + 2a + 1a^2)d1^223d2^217 + (2 + 2a + 3a^2)d1^224d2^217 + (2 + 0a + 2a^2)d1^225d2^217 + (4 + 2a + 2a^2)d1^226d2^217 + (3 + 0a + 3a^2)d1^227d2^217 + (2 + 0a + 0a^2)d1^228d2^217 + (0 + 0a + 3a^2)d1^229d2^217 + (2 + 3a + 1a^2)d1^230d2^217 + (0 + 2a + 1a^2)d1^231d2^217 + (4 + 3a + 0a^2)d1^232d2^217 + (1 + 1a + 0a^2)d1^233d2^217 + (1 + 2a + 3a^2)d1^234d2^217 + (4 + 4a + 1a^2)d1^235d2^217 + (4 + 4a + 0a^2)d1^236d2^217 + (3 + 2a + 0a^2)d1^237d2^217 + (4 + 4a + 1a^2)d1^238d2^217 + (2 + 3a + 3a^2)d1^239d2^217 + (3 + 1a + 4a^2)d1^240d2^217 + (4 + 0a + 4a^2)d1^241d2^217 + (4 + 4a + 0a^2)d1^242d2^217 + (0 + 3a + 3a^2)d1^243d2^217 + (0 + 2a + 0a^2)d1^244d2^217 + (1 + 1a + 2a^2)d1^245d2^217 + (0 + 2a + 4a^2)d1^246d2^217 + (3 + 4a + 1a^2)d1^247d2^217 + (4 + 3a + 0a^2)d1^248d2^217 + (2 + 1a + 1a^2)d1^249d2^217 + (2 + 2a + 0a^2)d1^250d2^217 + (0 + 4a + 4a^2)d1^251d2^217 + (2 + 3a + 0a^2)d1^252d2^217 + (1 + 4a + 0a^2)d1^253d2^217 + (2 + 3a + 1a^2)d1^254d2^217 + (3 + 0a + 0a^2)d1^255d2^217 + (1 + 2a + 4a^2)d1^256d2^217 + (3 + 2a + 1a^2)d1^257d2^217 + (3 + 2a + 0a^2)d1^258d2^217 + (1 + 2a + 3a^2)d1^259d2^217 + (0 + 4a + 2a^2)d1^260d2^217 + (4 + 0a + 0a^2)d1^261d2^217 + (4 + 0a + 1a^2)d1^262d2^217 + (4 + 0a + 2a^2)d1^263d2^217 + (0 + 0a + 3a^2)d1^264d2^217 + (4 + 3a + 4a^2)d1^265d2^217 + (3 + 2a + 4a^2)d1^266d2^217 + (4 + 4a + 3a^2)d1^267d2^217 + (3 + 3a + 2a^2)d1^268d2^217 + (1 + 4a + 2a^2)d1^269d2^217 + (4 + 2a + 1a^2)d1^270d2^217 + (4 + 2a + 0a^2)d1^271d2^217 + (0 + 1a + 4a^2)d1^272d2^217 + (2 + 2a + 1a^2)d1^273d2^217 + (4 + 0a + 2a^2)d1^274d2^217 + (2 + 4a + 0a^2)d1^275d2^217 + (4 + 1a + 1a^2)d1^276d2^217 + (4 + 3a + 3a^2)d1^277d2^217 + (4 + 1a + 4a^2)d1^278d2^217 + (4 + 3a + 3a^2)d1^279d2^217 + (1 + 2a + 3a^2)d1^280d2^217 + (2 + 0a + 0a^2)d1^281d2^217 + (0 + 1a + 1a^2)d1^282d2^217 + (3 + 0a + 3a^2)d1^283d2^217 + (0 + 2a + 4a^2)d1^284d2^217 + (1 + 1a + 3a^2)d1^285d2^217 + (0 + 3a + 3a^2)d1^286d2^217 + (4 + 2a + 1a^2)d1^287d2^217 + (3 + 4a + 4a^2)d1^288d2^217 + (4 + 3a + 0a^2)d1^289d2^217 + (0 + 4a + 4a^2)d1^290d2^217 + (4 + 3a + 3a^2)d1^291d2^217 + (1 + 1a + 3a^2)d1^292d2^217 + (1 + 0a + 1a^2)d1^293d2^217 + (0 + 3a + 3a^2)d2^218 + (2 + 2a + 1a^2)d1^1d2^218 + (1 + 1a + 0a^2)d1^2d2^218 + (0 + 3a + 0a^2)d1^3d2^218 + (1 + 3a + 1a^2)d1^4d2^218 + (3 + 3a + 2a^2)d1^5d2^218 + (1 + 4a + 4a^2)d1^6d2^218 + (0 + 4a + 1a^2)d1^7d2^218 + (4 + 1a + 1a^2)d1^8d2^218 + (0 + 3a + 1a^2)d1^9d2^218 + (1 + 4a + 0a^2)d1^10d2^218 + (1 + 3a + 4a^2)d1^11d2^218 + (4 + 2a + 4a^2)d1^12d2^218 + (1 + 4a + 2a^2)d1^13d2^218 + (3 + 2a + 1a^2)d1^14d2^218 + (2 + 0a + 2a^2)d1^15d2^218 + (3 + 0a + 3a^2)d1^16d2^218 + (0 + 3a + 3a^2)d1^17d2^218 + (1 + 3a + 4a^2)d1^18d2^218 + (2 + 0a + 4a^2)d1^19d2^218 + (2 + 0a + 0a^2)d1^20d2^218 + (2 + 2a + 4a^2)d1^21d2^218 + (3 + 2a + 4a^2)d1^22d2^218 + (0 + 4a + 4a^2)d1^23d2^218 + (1 + 4a + 3a^2)d1^24d2^218 + (0 + 1a + 3a^2)d1^25d2^218 + (0 + 3a + 3a^2)d1^26d2^218 + (1 + 0a + 2a^2)d1^27d2^218 + (0 + 4a + 4a^2)d1^28d2^218 + (3 + 2a + 4a^2)d1^29d2^218 + (4 + 4a + 2a^2)d1^30d2^218 + (3 + 2a + 3a^2)d1^31d2^218 + (3 + 4a + 3a^2)d1^32d2^218 + (4 + 2a + 1a^2)d1^33d2^218 + (1 + 0a + 4a^2)d1^34d2^218 + (1 + 3a + 3a^2)d1^35d2^218 + (0 + 0a + 4a^2)d1^36d2^218 + (3 + 0a + 3a^2)d1^37d2^218 + (1 + 2a + 3a^2)d1^38d2^218 + (1 + 1a + 3a^2)d1^39d2^218 + (3 + 2a + 1a^2)d1^40d2^218 + (1 + 4a + 1a^2)d1^41d2^218 + (1 + 1a + 1a^2)d1^42d2^218 + (1 + 1a + 4a^2)d1^43d2^218 + (0 + 1a + 3a^2)d1^44d2^218 + (0 + 4a + 0a^2)d1^45d2^218 + (2 + 4a + 2a^2)d1^46d2^218 + (0 + 1a + 3a^2)d1^47d2^218 + (3 + 3a + 3a^2)d1^48d2^218 + (3 + 4a + 2a^2)d1^49d2^218 + (0 + 4a + 3a^2)d1^50d2^218 + (1 + 3a + 0a^2)d1^51d2^218 + (4 + 4a + 0a^2)d1^52d2^218 + (4 + 2a + 3a^2)d1^53d2^218 + (1 + 0a + 1a^2)d1^54d2^218 + (3 + 2a + 2a^2)d1^55d2^218 + (3 + 0a + 1a^2)d1^56d2^218 + (1 + 1a + 3a^2)d1^57d2^218 + (3 + 2a + 4a^2)d1^58d2^218 + (1 + 0a + 4a^2)d1^59d2^218 + (1 + 0a + 4a^2)d1^60d2^218 + (1 + 1a + 3a^2)d1^61d2^218 + (1 + 1a + 1a^2)d1^62d2^218 + (1 + 3a + 1a^2)d1^63d2^218 + (1 + 3a + 4a^2)d1^64d2^218 + (3 + 3a + 2a^2)d1^65d2^218 + (2 + 0a + 3a^2)d1^66d2^218 + (4 + 4a + 3a^2)d1^67d2^218 + (3 + 2a + 0a^2)d1^68d2^218 + (4 + 1a + 1a^2)d1^69d2^218 + (0 + 0a + 4a^2)d1^70d2^218 + (0 + 4a + 0a^2)d1^71d2^218 + (4 + 3a + 0a^2)d1^72d2^218 + (0 + 3a + 4a^2)d1^73d2^218 + (1 + 1a + 4a^2)d1^74d2^218 + (3 + 2a + 0a^2)d1^75d2^218 + (0 + 0a + 4a^2)d1^76d2^218 + (2 + 0a + 1a^2)d1^77d2^218 + (4 + 0a + 4a^2)d1^78d2^218 + (0 + 0a + 2a^2)d1^79d2^218 + (0 + 1a + 2a^2)d1^80d2^218 + (0 + 1a + 4a^2)d1^81d2^218 + (4 + 3a + 4a^2)d1^82d2^218 + (4 + 1a + 2a^2)d1^83d2^218 + (2 + 3a + 2a^2)d1^84d2^218 + (1 + 4a + 1a^2)d1^85d2^218 + (1 + 2a + 2a^2)d1^86d2^218 + (1 + 1a + 0a^2)d1^87d2^218 + (2 + 3a + 1a^2)d1^88d2^218 + (3 + 3a + 1a^2)d1^89d2^218 + (1 + 0a + 1a^2)d1^90d2^218 + (4 + 0a + 4a^2)d1^91d2^218 + (4 + 4a + 3a^2)d1^92d2^218 + (1 + 3a + 4a^2)d1^93d2^218 + (1 + 3a + 3a^2)d1^94d2^218 + (0 + 4a + 3a^2)d1^95d2^218 + (2 + 3a + 4a^2)d1^96d2^218 + (1 + 2a + 2a^2)d1^97d2^218 + (4 + 4a + 1a^2)d1^98d2^218 + (3 + 2a + 4a^2)d1^99d2^218 + (4 + 1a + 0a^2)d1^100d2^218 + (2 + 2a + 0a^2)d1^101d2^218 + (3 + 2a + 2a^2)d1^102d2^218 + (4 + 3a + 0a^2)d1^103d2^218 + (2 + 4a + 1a^2)d1^104d2^218 + (0 + 3a + 0a^2)d1^105d2^218 + (1 + 3a + 4a^2)d1^106d2^218 + (0 + 2a + 0a^2)d1^107d2^218 + (1 + 4a + 0a^2)d1^108d2^218 + (1 + 3a + 1a^2)d1^109d2^218 + (4 + 1a + 2a^2)d1^110d2^218 + (4 + 0a + 0a^2)d1^111d2^218 + (1 + 3a + 1a^2)d1^112d2^218 + (2 + 3a + 0a^2)d1^113d2^218 + (2 + 0a + 4a^2)d1^114d2^218 + (4 + 2a + 3a^2)d1^115d2^218 + (0 + 1a + 3a^2)d1^116d2^218 + (4 + 2a + 4a^2)d1^117d2^218 + (0 + 2a + 2a^2)d1^118d2^218 + (2 + 4a + 0a^2)d1^119d2^218 + (3 + 4a + 4a^2)d1^120d2^218 + (4 + 3a + 2a^2)d1^121d2^218 + (0 + 3a + 3a^2)d1^122d2^218 + (4 + 1a + 4a^2)d1^123d2^218 + (1 + 4a + 4a^2)d1^124d2^218 + (0 + 0a + 3a^2)d1^125d2^218 + (2 + 4a + 0a^2)d1^126d2^218 + (2 + 0a + 3a^2)d1^127d2^218 + (4 + 2a + 1a^2)d1^128d2^218 + (2 + 2a + 4a^2)d1^129d2^218 + (3 + 0a + 0a^2)d1^130d2^218 + (2 + 0a + 3a^2)d1^131d2^218 + (2 + 3a + 3a^2)d1^132d2^218 + (4 + 0a + 4a^2)d1^133d2^218 + (2 + 3a + 2a^2)d1^134d2^218 + (1 + 2a + 4a^2)d1^135d2^218 + (0 + 2a + 0a^2)d1^136d2^218 + (2 + 2a + 3a^2)d1^137d2^218 + (1 + 4a + 1a^2)d1^138d2^218 + (4 + 1a + 0a^2)d1^139d2^218 + (2 + 1a + 3a^2)d1^140d2^218 + (4 + 4a + 0a^2)d1^141d2^218 + (3 + 0a + 0a^2)d1^142d2^218 + (1 + 2a + 4a^2)d1^143d2^218 + (4 + 4a + 1a^2)d1^144d2^218 + (0 + 3a + 0a^2)d1^145d2^218 + (3 + 4a + 0a^2)d1^146d2^218 + (0 + 2a + 4a^2)d1^147d2^218 + (3 + 4a + 4a^2)d1^148d2^218 + (4 + 3a + 2a^2)d1^149d2^218 + (1 + 2a + 1a^2)d1^150d2^218 + (3 + 3a + 1a^2)d1^151d2^218 + (1 + 1a + 0a^2)d1^152d2^218 + (4 + 0a + 0a^2)d1^153d2^218 + (0 + 1a + 4a^2)d1^154d2^218 + (1 + 3a + 3a^2)d1^155d2^218 + (1 + 1a + 3a^2)d1^156d2^218 + (3 + 1a + 2a^2)d1^157d2^218 + (4 + 1a + 0a^2)d1^158d2^218 + (0 + 1a + 0a^2)d1^159d2^218 + (0 + 4a + 4a^2)d1^160d2^218 + (3 + 2a + 2a^2)d1^161d2^218 + (0 + 4a + 2a^2)d1^162d2^218 + (4 + 3a + 3a^2)d1^163d2^218 + (1 + 3a + 2a^2)d1^164d2^218 + (3 + 0a + 2a^2)d1^165d2^218 + (4 + 2a + 4a^2)d1^166d2^218 + (3 + 4a + 3a^2)d1^167d2^218 + (0 + 3a + 2a^2)d1^168d2^218 + (3 + 1a + 4a^2)d1^169d2^218 + (4 + 3a + 0a^2)d1^171d2^218 + (4 + 1a + 1a^2)d1^172d2^218 + (4 + 0a + 4a^2)d1^173d2^218 + (3 + 2a + 4a^2)d1^174d2^218 + (1 + 4a + 0a^2)d1^175d2^218 + (0 + 2a + 3a^2)d1^177d2^218 + (1 + 1a + 0a^2)d1^178d2^218 + (1 + 4a + 1a^2)d1^179d2^218 + (4 + 2a + 0a^2)d1^180d2^218 + (1 + 2a + 2a^2)d1^181d2^218 + (1 + 0a + 4a^2)d1^182d2^218 + (2 + 0a + 0a^2)d1^183d2^218 + (1 + 2a + 1a^2)d1^184d2^218 + (2 + 4a + 1a^2)d1^185d2^218 + (2 + 4a + 2a^2)d1^186d2^218 + (4 + 0a + 4a^2)d1^187d2^218 + (3 + 0a + 3a^2)d1^188d2^218 + (2 + 3a + 4a^2)d1^189d2^218 + (2 + 2a + 3a^2)d1^190d2^218 + (3 + 4a + 4a^2)d1^191d2^218 + (4 + 1a + 3a^2)d1^192d2^218 + (4 + 0a + 4a^2)d1^193d2^218 + (3 + 1a + 1a^2)d1^194d2^218 + (2 + 2a + 2a^2)d1^195d2^218 + (3 + 1a + 1a^2)d1^196d2^218 + (2 + 2a + 4a^2)d1^197d2^218 + (0 + 4a + 3a^2)d1^198d2^218 + (1 + 2a + 3a^2)d1^199d2^218 + (3 + 4a + 4a^2)d1^200d2^218 + (0 + 1a + 2a^2)d1^201d2^218 + (4 + 3a + 1a^2)d1^202d2^218 + (1 + 0a + 0a^2)d1^203d2^218 + (2 + 1a + 2a^2)d1^204d2^218 + (2 + 2a + 0a^2)d1^205d2^218 + (2 + 3a + 3a^2)d1^206d2^218 + (4 + 3a + 3a^2)d1^207d2^218 + (1 + 1a + 2a^2)d1^208d2^218 + (2 + 0a + 0a^2)d1^209d2^218 + (2 + 0a + 1a^2)d1^210d2^218 + (0 + 2a + 1a^2)d1^211d2^218 + (1 + 0a + 1a^2)d1^212d2^218 + (1 + 3a + 2a^2)d1^213d2^218 + (0 + 4a + 0a^2)d1^214d2^218 + (3 + 4a + 2a^2)d1^215d2^218 + (1 + 3a + 4a^2)d1^216d2^218 + (4 + 4a + 0a^2)d1^217d2^218 + (4 + 4a + 4a^2)d1^218d2^218 + (2 + 2a + 1a^2)d1^219d2^218 + (3 + 2a + 4a^2)d1^220d2^218 + (0 + 3a + 1a^2)d1^221d2^218 + (4 + 1a + 2a^2)d1^222d2^218 + (2 + 2a + 4a^2)d1^223d2^218 + (3 + 4a + 4a^2)d1^224d2^218 + (0 + 2a + 0a^2)d1^225d2^218 + (3 + 0a + 4a^2)d1^226d2^218 + (2 + 3a + 4a^2)d1^227d2^218 + (3 + 1a + 1a^2)d1^228d2^218 + (3 + 4a + 2a^2)d1^229d2^218 + (0 + 4a + 2a^2)d1^230d2^218 + (4 + 2a + 4a^2)d1^231d2^218 + (1 + 3a + 0a^2)d1^232d2^218 + (2 + 1a + 3a^2)d1^233d2^218 + (1 + 3a + 3a^2)d1^234d2^218 + (2 + 0a + 2a^2)d1^235d2^218 + (1 + 1a + 4a^2)d1^236d2^218 + (0 + 3a + 2a^2)d1^237d2^218 + (3 + 0a + 1a^2)d1^238d2^218 + (3 + 4a + 0a^2)d1^239d2^218 + (0 + 4a + 1a^2)d1^240d2^218 + (3 + 1a + 2a^2)d1^241d2^218 + (1 + 3a + 3a^2)d1^242d2^218 + (3 + 2a + 0a^2)d1^243d2^218 + (3 + 2a + 1a^2)d1^244d2^218 + (2 + 3a + 0a^2)d1^245d2^218 + (0 + 1a + 4a^2)d1^246d2^218 + (4 + 3a + 0a^2)d1^247d2^218 + (4 + 1a + 3a^2)d1^248d2^218 + (4 + 0a + 2a^2)d1^249d2^218 + (3 + 4a + 2a^2)d1^250d2^218 + (3 + 3a + 1a^2)d1^251d2^218 + (2 + 1a + 1a^2)d1^252d2^218 + (3 + 4a + 2a^2)d1^253d2^218 + (3 + 1a + 4a^2)d1^254d2^218 + (0 + 3a + 3a^2)d1^255d2^218 + (4 + 1a + 2a^2)d1^256d2^218 + (4 + 2a + 4a^2)d1^257d2^218 + (2 + 0a + 2a^2)d1^258d2^218 + (2 + 1a + 1a^2)d1^259d2^218 + (2 + 3a + 2a^2)d1^260d2^218 + (3 + 3a + 4a^2)d1^261d2^218 + (4 + 3a + 1a^2)d1^262d2^218 + (4 + 2a + 1a^2)d1^263d2^218 + (4 + 4a + 4a^2)d1^264d2^218 + (1 + 1a + 2a^2)d1^265d2^218 + (1 + 3a + 2a^2)d1^266d2^218 + (2 + 4a + 1a^2)d1^267d2^218 + (0 + 4a + 4a^2)d1^268d2^218 + (0 + 3a + 2a^2)d1^269d2^218 + (4 + 0a + 2a^2)d1^270d2^218 + (2 + 3a + 3a^2)d1^271d2^218 + (0 + 3a + 0a^2)d1^272d2^218 + (3 + 2a + 4a^2)d1^273d2^218 + (4 + 4a + 0a^2)d1^274d2^218 + (0 + 0a + 4a^2)d1^275d2^218 + (0 + 2a + 3a^2)d1^276d2^218 + (3 + 3a + 0a^2)d1^277d2^218 + (1 + 3a + 1a^2)d1^278d2^218 + (1 + 1a + 4a^2)d1^279d2^218 + (1 + 4a + 0a^2)d1^280d2^218 + (1 + 0a + 0a^2)d1^281d2^218 + (1 + 0a + 4a^2)d1^282d2^218 + (2 + 2a + 3a^2)d1^283d2^218 + (2 + 3a + 0a^2)d1^284d2^218 + (0 + 1a + 4a^2)d1^285d2^218 + (4 + 2a + 0a^2)d1^286d2^218 + (0 + 0a + 2a^2)d1^287d2^218 + (0 + 1a + 0a^2)d1^288d2^218 + (3 + 4a + 3a^2)d1^289d2^218 + (2 + 1a + 0a^2)d1^290d2^218 + (1 + 3a + 1a^2)d1^291d2^218 + (2 + 0a + 4a^2)d1^292d2^218 + (0 + 4a + 2a^2)d1^293d2^218 + (3 + 3a + 3a^2)d2^219 + (0 + 1a + 3a^2)d1^1d2^219 + (1 + 0a + 1a^2)d1^2d2^219 + (4 + 2a + 4a^2)d1^3d2^219 + (3 + 0a + 4a^2)d1^4d2^219 + (4 + 0a + 2a^2)d1^5d2^219 + (3 + 4a + 0a^2)d1^6d2^219 + (1 + 4a + 1a^2)d1^7d2^219 + (1 + 2a + 1a^2)d1^8d2^219 + (2 + 3a + 4a^2)d1^9d2^219 + (3 + 4a + 2a^2)d1^10d2^219 + (1 + 3a + 3a^2)d1^11d2^219 + (0 + 2a + 2a^2)d1^12d2^219 + (3 + 3a + 3a^2)d1^13d2^219 + (4 + 3a + 2a^2)d1^14d2^219 + (3 + 1a + 2a^2)d1^15d2^219 + (1 + 0a + 4a^2)d1^16d2^219 + (4 + 4a + 0a^2)d1^17d2^219 + (2 + 4a + 4a^2)d1^18d2^219 + (3 + 3a + 4a^2)d1^19d2^219 + (4 + 0a + 4a^2)d1^20d2^219 + (0 + 4a + 2a^2)d1^21d2^219 + (0 + 1a + 0a^2)d1^22d2^219 + (4 + 2a + 4a^2)d1^23d2^219 + (3 + 4a + 4a^2)d1^24d2^219 + (1 + 1a + 0a^2)d1^25d2^219 + (0 + 2a + 1a^2)d1^26d2^219 + (1 + 2a + 3a^2)d1^27d2^219 + (1 + 3a + 1a^2)d1^28d2^219 + (1 + 0a + 0a^2)d1^29d2^219 + (0 + 0a + 2a^2)d1^30d2^219 + (3 + 0a + 2a^2)d1^31d2^219 + (2 + 2a + 2a^2)d1^32d2^219 + (1 + 1a + 3a^2)d1^33d2^219 + (1 + 3a + 1a^2)d1^34d2^219 + (2 + 4a + 0a^2)d1^35d2^219 + (0 + 0a + 1a^2)d1^36d2^219 + (2 + 2a + 1a^2)d1^37d2^219 + (0 + 3a + 2a^2)d1^38d2^219 + (3 + 1a + 4a^2)d1^39d2^219 + (0 + 3a + 3a^2)d1^40d2^219 + (2 + 4a + 4a^2)d1^41d2^219 + (1 + 2a + 0a^2)d1^42d2^219 + (3 + 0a + 4a^2)d1^43d2^219 + (2 + 0a + 3a^2)d1^44d2^219 + (0 + 3a + 3a^2)d1^45d2^219 + (4 + 2a + 2a^2)d1^46d2^219 + (3 + 3a + 2a^2)d1^47d2^219 + (1 + 1a + 1a^2)d1^48d2^219 + (3 + 2a + 0a^2)d1^49d2^219 + (0 + 2a + 2a^2)d1^50d2^219 + (1 + 1a + 4a^2)d1^51d2^219 + (2 + 3a + 2a^2)d1^52d2^219 + (0 + 0a + 1a^2)d1^53d2^219 + (1 + 1a + 3a^2)d1^54d2^219 + (0 + 3a + 3a^2)d1^55d2^219 + (0 + 1a + 4a^2)d1^56d2^219 + (1 + 3a + 3a^2)d1^57d2^219 + (1 + 3a + 0a^2)d1^58d2^219 + (2 + 2a + 4a^2)d1^59d2^219 + (0 + 1a + 3a^2)d1^60d2^219 + (4 + 2a + 0a^2)d1^61d2^219 + (2 + 4a + 0a^2)d1^62d2^219 + (1 + 3a + 2a^2)d1^63d2^219 + (4 + 4a + 3a^2)d1^64d2^219 + (1 + 0a + 4a^2)d1^65d2^219 + (2 + 4a + 3a^2)d1^66d2^219 + (1 + 3a + 3a^2)d1^67d2^219 + (1 + 4a + 1a^2)d1^68d2^219 + (3 + 4a + 3a^2)d1^69d2^219 + (1 + 3a + 4a^2)d1^70d2^219 + (0 + 3a + 4a^2)d1^71d2^219 + (3 + 2a + 2a^2)d1^72d2^219 + (0 + 2a + 3a^2)d1^73d2^219 + (2 + 3a + 0a^2)d1^74d2^219 + (2 + 0a + 4a^2)d1^75d2^219 + (3 + 2a + 0a^2)d1^76d2^219 + (4 + 1a + 3a^2)d1^77d2^219 + (2 + 4a + 0a^2)d1^78d2^219 + (1 + 1a + 1a^2)d1^79d2^219 + (4 + 1a + 4a^2)d1^80d2^219 + (3 + 1a + 1a^2)d1^81d2^219 + (0 + 4a + 0a^2)d1^82d2^219 + (0 + 4a + 4a^2)d1^83d2^219 + (2 + 4a + 2a^2)d1^84d2^219 + (3 + 2a + 3a^2)d1^85d2^219 + (1 + 1a + 3a^2)d1^86d2^219 + (0 + 3a + 2a^2)d1^87d2^219 + (1 + 1a + 1a^2)d1^88d2^219 + (1 + 4a + 2a^2)d1^89d2^219 + (2 + 0a + 2a^2)d1^90d2^219 + (2 + 0a + 2a^2)d1^91d2^219 + (3 + 3a + 3a^2)d1^92d2^219 + (4 + 0a + 2a^2)d1^93d2^219 + (3 + 3a + 2a^2)d1^94d2^219 + (4 + 2a + 3a^2)d1^95d2^219 + (0 + 1a + 0a^2)d1^96d2^219 + (4 + 3a + 3a^2)d1^97d2^219 + (3 + 3a + 1a^2)d1^98d2^219 + (0 + 2a + 2a^2)d1^99d2^219 + (1 + 1a + 2a^2)d1^100d2^219 + (1 + 0a + 4a^2)d1^101d2^219 + (2 + 4a + 2a^2)d1^102d2^219 + (0 + 0a + 3a^2)d1^103d2^219 + (3 + 0a + 3a^2)d1^104d2^219 + (0 + 3a + 3a^2)d1^105d2^219 + (4 + 2a + 1a^2)d1^106d2^219 + (1 + 1a + 2a^2)d1^107d2^219 + (0 + 4a + 1a^2)d1^108d2^219 + (3 + 2a + 0a^2)d1^109d2^219 + (2 + 4a + 3a^2)d1^110d2^219 + (0 + 1a + 4a^2)d1^111d2^219 + (3 + 0a + 0a^2)d1^112d2^219 + (1 + 4a + 0a^2)d1^113d2^219 + (0 + 4a + 1a^2)d1^114d2^219 + (3 + 0a + 2a^2)d1^115d2^219 + (2 + 1a + 1a^2)d1^116d2^219 + (4 + 3a + 0a^2)d1^117d2^219 + (4 + 4a + 1a^2)d1^118d2^219 + (4 + 0a + 3a^2)d1^119d2^219 + (4 + 1a + 3a^2)d1^120d2^219 + (3 + 2a + 4a^2)d1^121d2^219 + (4 + 2a + 3a^2)d1^122d2^219 + (3 + 2a + 2a^2)d1^123d2^219 + (1 + 4a + 1a^2)d1^124d2^219 + (4 + 4a + 0a^2)d1^125d2^219 + (2 + 4a + 4a^2)d1^126d2^219 + (1 + 1a + 2a^2)d1^127d2^219 + (0 + 1a + 0a^2)d1^128d2^219 + (0 + 4a + 2a^2)d1^129d2^219 + (2 + 3a + 2a^2)d1^130d2^219 + (2 + 0a + 4a^2)d1^131d2^219 + (1 + 4a + 2a^2)d1^132d2^219 + (4 + 4a + 4a^2)d1^133d2^219 + (1 + 3a + 3a^2)d1^134d2^219 + (4 + 0a + 1a^2)d1^135d2^219 + (4 + 4a + 4a^2)d1^136d2^219 + (3 + 2a + 1a^2)d1^138d2^219 + (0 + 3a + 3a^2)d1^139d2^219 + (2 + 4a + 2a^2)d1^140d2^219 + (4 + 0a + 0a^2)d1^141d2^219 + (0 + 3a + 2a^2)d1^142d2^219 + (4 + 2a + 2a^2)d1^143d2^219 + (3 + 0a + 0a^2)d1^144d2^219 + (2 + 2a + 2a^2)d1^145d2^219 + (0 + 4a + 3a^2)d1^146d2^219 + (1 + 2a + 4a^2)d1^147d2^219 + (0 + 1a + 4a^2)d1^148d2^219 + (0 + 3a + 0a^2)d1^149d2^219 + (2 + 0a + 0a^2)d1^150d2^219 + (3 + 1a + 3a^2)d1^151d2^219 + (0 + 0a + 4a^2)d1^152d2^219 + (4 + 1a + 2a^2)d1^153d2^219 + (3 + 2a + 3a^2)d1^154d2^219 + (2 + 3a + 1a^2)d1^155d2^219 + (0 + 2a + 1a^2)d1^156d2^219 + (4 + 3a + 0a^2)d1^157d2^219 + (4 + 1a + 1a^2)d1^158d2^219 + (3 + 1a + 0a^2)d1^159d2^219 + (2 + 1a + 4a^2)d1^160d2^219 + (4 + 2a + 1a^2)d1^161d2^219 + (4 + 0a + 1a^2)d1^162d2^219 + (0 + 4a + 3a^2)d1^163d2^219 + (4 + 2a + 0a^2)d1^164d2^219 + (4 + 0a + 4a^2)d1^165d2^219 + (4 + 1a + 3a^2)d1^166d2^219 + (2 + 0a + 3a^2)d1^167d2^219 + (4 + 0a + 4a^2)d1^168d2^219 + (4 + 4a + 1a^2)d1^169d2^219 + (3 + 0a + 2a^2)d1^170d2^219 + (0 + 2a + 0a^2)d1^171d2^219 + (2 + 3a + 2a^2)d1^172d2^219 + (2 + 2a + 2a^2)d1^173d2^219 + (3 + 4a + 0a^2)d1^174d2^219 + (3 + 3a + 3a^2)d1^175d2^219 + (4 + 3a + 2a^2)d1^176d2^219 + (3 + 2a + 1a^2)d1^177d2^219 + (1 + 3a + 3a^2)d1^178d2^219 + (3 + 4a + 2a^2)d1^179d2^219 + (4 + 0a + 1a^2)d1^180d2^219 + (1 + 0a + 0a^2)d1^181d2^219 + (0 + 0a + 3a^2)d1^182d2^219 + (3 + 4a + 0a^2)d1^183d2^219 + (4 + 3a + 2a^2)d1^184d2^219 + (3 + 4a + 1a^2)d1^185d2^219 + (0 + 4a + 0a^2)d1^186d2^219 + (1 + 1a + 1a^2)d1^187d2^219 + (1 + 1a + 3a^2)d1^188d2^219 + (4 + 1a + 2a^2)d1^189d2^219 + (4 + 3a + 2a^2)d1^190d2^219 + (2 + 2a + 2a^2)d1^191d2^219 + (3 + 2a + 3a^2)d1^192d2^219 + (4 + 3a + 0a^2)d1^193d2^219 + (1 + 2a + 2a^2)d1^194d2^219 + (1 + 3a + 4a^2)d1^195d2^219 + (3 + 2a + 4a^2)d1^196d2^219 + (3 + 3a + 1a^2)d1^197d2^219 + (4 + 3a + 4a^2)d1^198d2^219 + (1 + 3a + 4a^2)d1^199d2^219 + (1 + 3a + 1a^2)d1^200d2^219 + (3 + 2a + 1a^2)d1^201d2^219 + (4 + 2a + 0a^2)d1^202d2^219 + (4 + 1a + 3a^2)d1^203d2^219 + (3 + 3a + 4a^2)d1^204d2^219 + (3 + 3a + 1a^2)d1^205d2^219 + (4 + 3a + 3a^2)d1^206d2^219 + (4 + 4a + 4a^2)d1^207d2^219 + (4 + 4a + 4a^2)d1^208d2^219 + (3 + 0a + 2a^2)d1^209d2^219 + (4 + 3a + 1a^2)d1^210d2^219 + (3 + 2a + 3a^2)d1^211d2^219 + (1 + 1a + 3a^2)d1^212d2^219 + (1 + 2a + 3a^2)d1^213d2^219 + (1 + 1a + 3a^2)d1^214d2^219 + (2 + 3a + 1a^2)d1^215d2^219 + (2 + 4a + 4a^2)d1^216d2^219 + (1 + 0a + 3a^2)d1^217d2^219 + (4 + 0a + 0a^2)d1^218d2^219 + (2 + 3a + 3a^2)d1^219d2^219 + (1 + 3a + 1a^2)d1^220d2^219 + (4 + 2a + 1a^2)d1^221d2^219 + (1 + 2a + 3a^2)d1^222d2^219 + (2 + 3a + 3a^2)d1^223d2^219 + (0 + 4a + 2a^2)d1^224d2^219 + (4 + 0a + 1a^2)d1^225d2^219 + (3 + 0a + 4a^2)d1^226d2^219 + (0 + 4a + 2a^2)d1^227d2^219 + (4 + 2a + 2a^2)d1^228d2^219 + (2 + 0a + 1a^2)d1^229d2^219 + (3 + 2a + 3a^2)d1^230d2^219 + (0 + 0a + 3a^2)d1^231d2^219 + (0 + 0a + 1a^2)d1^232d2^219 + (4 + 2a + 3a^2)d1^233d2^219 + (0 + 4a + 4a^2)d1^234d2^219 + (3 + 4a + 2a^2)d1^235d2^219 + (3 + 3a + 4a^2)d1^236d2^219 + (2 + 4a + 0a^2)d1^237d2^219 + (2 + 2a + 4a^2)d1^238d2^219 + (2 + 3a + 4a^2)d1^239d2^219 + (1 + 3a + 3a^2)d1^240d2^219 + (1 + 4a + 2a^2)d1^241d2^219 + (4 + 2a + 0a^2)d1^242d2^219 + (1 + 1a + 0a^2)d1^243d2^219 + (0 + 1a + 2a^2)d1^244d2^219 + (3 + 2a + 3a^2)d1^245d2^219 + (2 + 2a + 3a^2)d1^246d2^219 + (2 + 1a + 1a^2)d1^247d2^219 + (3 + 2a + 4a^2)d1^248d2^219 + (1 + 3a + 1a^2)d1^249d2^219 + (4 + 0a + 1a^2)d1^250d2^219 + (0 + 1a + 3a^2)d1^251d2^219 + (1 + 3a + 3a^2)d1^252d2^219 + (2 + 4a + 4a^2)d1^253d2^219 + (3 + 3a + 3a^2)d1^254d2^219 + (2 + 1a + 3a^2)d1^255d2^219 + (4 + 2a + 2a^2)d1^256d2^219 + (1 + 4a + 0a^2)d1^257d2^219 + (0 + 1a + 3a^2)d1^258d2^219 + (3 + 0a + 3a^2)d1^259d2^219 + (2 + 0a + 4a^2)d1^260d2^219 + (3 + 3a + 4a^2)d1^261d2^219 + (1 + 1a + 4a^2)d1^262d2^219 + (3 + 2a + 3a^2)d1^263d2^219 + (2 + 3a + 3a^2)d1^264d2^219 + (1 + 3a + 3a^2)d1^265d2^219 + (4 + 1a + 1a^2)d1^266d2^219 + (0 + 3a + 1a^2)d1^267d2^219 + (3 + 4a + 4a^2)d1^268d2^219 + (0 + 1a + 2a^2)d1^269d2^219 + (2 + 3a + 4a^2)d1^270d2^219 + (2 + 0a + 4a^2)d1^271d2^219 + (3 + 1a + 2a^2)d1^272d2^219 + (0 + 1a + 1a^2)d1^273d2^219 + (3 + 2a + 1a^2)d1^274d2^219 + (1 + 1a + 4a^2)d1^275d2^219 + (0 + 2a + 4a^2)d1^276d2^219 + (1 + 1a + 1a^2)d1^277d2^219 + (1 + 1a + 4a^2)d1^278d2^219 + (2 + 1a + 2a^2)d1^279d2^219 + (3 + 3a + 0a^2)d1^280d2^219 + (1 + 0a + 2a^2)d1^281d2^219 + (0 + 3a + 3a^2)d1^282d2^219 + (3 + 0a + 3a^2)d1^283d2^219 + (1 + 4a + 1a^2)d1^284d2^219 + (1 + 3a + 2a^2)d1^285d2^219 + (4 + 3a + 1a^2)d1^286d2^219 + (0 + 3a + 0a^2)d1^287d2^219 + (0 + 4a + 0a^2)d1^288d2^219 + (4 + 1a + 1a^2)d1^289d2^219 + (1 + 0a + 4a^2)d1^290d2^219 + (0 + 3a + 1a^2)d1^291d2^219 + (3 + 3a + 4a^2)d1^292d2^219 + (3 + 4a + 0a^2)d1^293d2^219 + (0 + 0a + 3a^2)d2^220 + (3 + 3a + 1a^2)d1^1d2^220 + (3 + 0a + 4a^2)d1^2d2^220 + (1 + 1a + 1a^2)d1^3d2^220 + (3 + 3a + 0a^2)d1^4d2^220 + (4 + 4a + 0a^2)d1^5d2^220 + (0 + 4a + 4a^2)d1^6d2^220 + (3 + 1a + 1a^2)d1^7d2^220 + (0 + 2a + 0a^2)d1^8d2^220 + (2 + 3a + 4a^2)d1^9d2^220 + (0 + 1a + 4a^2)d1^10d2^220 + (4 + 4a + 0a^2)d1^11d2^220 + (2 + 1a + 3a^2)d1^12d2^220 + (1 + 1a + 4a^2)d1^13d2^220 + (4 + 2a + 4a^2)d1^14d2^220 + (0 + 1a + 3a^2)d1^15d2^220 + (3 + 3a + 2a^2)d1^16d2^220 + (0 + 3a + 0a^2)d1^17d2^220 + (2 + 2a + 2a^2)d1^18d2^220 + (4 + 1a + 3a^2)d1^19d2^220 + (2 + 2a + 2a^2)d1^20d2^220 + (1 + 4a + 2a^2)d1^21d2^220 + (0 + 1a + 3a^2)d1^22d2^220 + (2 + 3a + 4a^2)d1^23d2^220 + (4 + 2a + 0a^2)d1^24d2^220 + (2 + 2a + 4a^2)d1^25d2^220 + (3 + 1a + 4a^2)d1^26d2^220 + (3 + 0a + 0a^2)d1^27d2^220 + (0 + 1a + 3a^2)d1^28d2^220 + (4 + 0a + 3a^2)d1^29d2^220 + (2 + 3a + 1a^2)d1^30d2^220 + (2 + 2a + 2a^2)d1^31d2^220 + (3 + 1a + 3a^2)d1^32d2^220 + (4 + 3a + 0a^2)d1^33d2^220 + (4 + 4a + 0a^2)d1^34d2^220 + (0 + 2a + 3a^2)d1^35d2^220 + (4 + 2a + 4a^2)d1^36d2^220 + (2 + 2a + 0a^2)d1^37d2^220 + (4 + 2a + 3a^2)d1^38d2^220 + (4 + 4a + 3a^2)d1^39d2^220 + (4 + 3a + 2a^2)d1^40d2^220 + (4 + 2a + 0a^2)d1^41d2^220 + (4 + 4a + 2a^2)d1^42d2^220 + (1 + 4a + 0a^2)d1^43d2^220 + (0 + 2a + 4a^2)d1^44d2^220 + (2 + 0a + 4a^2)d1^45d2^220 + (2 + 3a + 2a^2)d1^46d2^220 + (0 + 3a + 2a^2)d1^47d2^220 + (2 + 3a + 3a^2)d1^48d2^220 + (0 + 1a + 0a^2)d1^49d2^220 + (1 + 3a + 3a^2)d1^50d2^220 + (0 + 0a + 4a^2)d1^51d2^220 + (4 + 4a + 4a^2)d1^52d2^220 + (2 + 0a + 1a^2)d1^53d2^220 + (4 + 3a + 2a^2)d1^54d2^220 + (4 + 3a + 0a^2)d1^55d2^220 + (1 + 1a + 2a^2)d1^56d2^220 + (0 + 4a + 1a^2)d1^57d2^220 + (1 + 2a + 4a^2)d1^58d2^220 + (1 + 0a + 2a^2)d1^59d2^220 + (1 + 1a + 4a^2)d1^60d2^220 + (3 + 3a + 1a^2)d1^61d2^220 + (4 + 2a + 2a^2)d1^62d2^220 + (4 + 4a + 4a^2)d1^63d2^220 + (3 + 4a + 1a^2)d1^64d2^220 + (1 + 1a + 1a^2)d1^65d2^220 + (1 + 4a + 1a^2)d1^66d2^220 + (3 + 1a + 1a^2)d1^67d2^220 + (0 + 1a + 4a^2)d1^68d2^220 + (4 + 0a + 1a^2)d1^69d2^220 + (0 + 0a + 4a^2)d1^70d2^220 + (3 + 1a + 0a^2)d1^71d2^220 + (3 + 4a + 4a^2)d1^72d2^220 + (4 + 4a + 2a^2)d1^73d2^220 + (4 + 2a + 4a^2)d1^74d2^220 + (3 + 1a + 0a^2)d1^75d2^220 + (2 + 2a + 2a^2)d1^76d2^220 + (3 + 1a + 2a^2)d1^77d2^220 + (3 + 1a + 4a^2)d1^78d2^220 + (1 + 4a + 3a^2)d1^79d2^220 + (3 + 0a + 0a^2)d1^80d2^220 + (0 + 4a + 0a^2)d1^81d2^220 + (2 + 2a + 1a^2)d1^82d2^220 + (3 + 4a + 0a^2)d1^83d2^220 + (3 + 0a + 0a^2)d1^84d2^220 + (4 + 4a + 1a^2)d1^85d2^220 + (4 + 3a + 2a^2)d1^86d2^220 + (1 + 1a + 0a^2)d1^87d2^220 + (1 + 1a + 4a^2)d1^88d2^220 + (0 + 3a + 1a^2)d1^89d2^220 + (2 + 3a + 4a^2)d1^90d2^220 + (4 + 0a + 0a^2)d1^91d2^220 + (0 + 4a + 3a^2)d1^92d2^220 + (4 + 0a + 4a^2)d1^93d2^220 + (1 + 0a + 4a^2)d1^94d2^220 + (4 + 1a + 2a^2)d1^95d2^220 + (4 + 1a + 0a^2)d1^96d2^220 + (3 + 3a + 0a^2)d1^97d2^220 + (2 + 4a + 4a^2)d1^98d2^220 + (3 + 3a + 4a^2)d1^99d2^220 + (2 + 3a + 2a^2)d1^100d2^220 + (3 + 3a + 3a^2)d1^102d2^220 + (4 + 2a + 2a^2)d1^103d2^220 + (1 + 1a + 2a^2)d1^104d2^220 + (1 + 1a + 4a^2)d1^105d2^220 + (4 + 3a + 1a^2)d1^106d2^220 + (2 + 2a + 1a^2)d1^107d2^220 + (1 + 4a + 2a^2)d1^108d2^220 + (3 + 4a + 4a^2)d1^109d2^220 + (1 + 3a + 1a^2)d1^110d2^220 + (0 + 2a + 1a^2)d1^111d2^220 + (1 + 3a + 0a^2)d1^112d2^220 + (4 + 2a + 3a^2)d1^113d2^220 + (4 + 4a + 3a^2)d1^114d2^220 + (4 + 1a + 1a^2)d1^115d2^220 + (3 + 2a + 2a^2)d1^116d2^220 + (0 + 4a + 4a^2)d1^117d2^220 + (0 + 4a + 1a^2)d1^118d2^220 + (2 + 1a + 1a^2)d1^119d2^220 + (1 + 0a + 2a^2)d1^120d2^220 + (1 + 1a + 3a^2)d1^121d2^220 + (3 + 2a + 2a^2)d1^122d2^220 + (0 + 0a + 1a^2)d1^123d2^220 + (1 + 3a + 4a^2)d1^124d2^220 + (4 + 4a + 2a^2)d1^125d2^220 + (2 + 3a + 0a^2)d1^126d2^220 + (2 + 4a + 4a^2)d1^127d2^220 + (4 + 3a + 3a^2)d1^128d2^220 + (4 + 3a + 4a^2)d1^129d2^220 + (1 + 3a + 0a^2)d1^130d2^220 + (4 + 0a + 0a^2)d1^131d2^220 + (1 + 3a + 3a^2)d1^132d2^220 + (3 + 0a + 1a^2)d1^133d2^220 + (4 + 1a + 3a^2)d1^134d2^220 + (1 + 0a + 0a^2)d1^135d2^220 + (4 + 0a + 4a^2)d1^136d2^220 + (2 + 4a + 0a^2)d1^137d2^220 + (0 + 3a + 3a^2)d1^138d2^220 + (4 + 0a + 4a^2)d1^139d2^220 + (2 + 4a + 4a^2)d1^140d2^220 + (1 + 4a + 1a^2)d1^141d2^220 + (1 + 4a + 3a^2)d1^142d2^220 + (1 + 1a + 0a^2)d1^143d2^220 + (4 + 4a + 3a^2)d1^144d2^220 + (1 + 3a + 3a^2)d1^145d2^220 + (4 + 1a + 2a^2)d1^146d2^220 + (0 + 2a + 0a^2)d1^147d2^220 + (3 + 3a + 1a^2)d1^148d2^220 + (1 + 3a + 2a^2)d1^149d2^220 + (1 + 0a + 4a^2)d1^150d2^220 + (3 + 2a + 1a^2)d1^151d2^220 + (1 + 4a + 2a^2)d1^152d2^220 + (4 + 2a + 4a^2)d1^153d2^220 + (4 + 4a + 1a^2)d1^154d2^220 + (1 + 1a + 0a^2)d1^155d2^220 + (1 + 2a + 4a^2)d1^156d2^220 + (1 + 3a + 4a^2)d1^157d2^220 + (4 + 1a + 0a^2)d1^158d2^220 + (4 + 3a + 1a^2)d1^159d2^220 + (4 + 1a + 4a^2)d1^160d2^220 + (2 + 1a + 0a^2)d1^161d2^220 + (1 + 2a + 3a^2)d1^162d2^220 + (1 + 3a + 2a^2)d1^163d2^220 + (0 + 3a + 3a^2)d1^164d2^220 + (0 + 1a + 0a^2)d1^165d2^220 + (4 + 0a + 4a^2)d1^166d2^220 + (2 + 0a + 0a^2)d1^167d2^220 + (4 + 2a + 2a^2)d1^168d2^220 + (0 + 0a + 3a^2)d1^169d2^220 + (1 + 1a + 2a^2)d1^170d2^220 + (2 + 0a + 4a^2)d1^171d2^220 + (2 + 4a + 1a^2)d1^172d2^220 + (1 + 0a + 3a^2)d1^173d2^220 + (0 + 4a + 3a^2)d1^174d2^220 + (2 + 2a + 1a^2)d1^175d2^220 + (3 + 0a + 3a^2)d1^176d2^220 + (0 + 2a + 2a^2)d1^177d2^220 + (2 + 1a + 2a^2)d1^178d2^220 + (0 + 4a + 2a^2)d1^180d2^220 + (3 + 0a + 1a^2)d1^181d2^220 + (3 + 4a + 1a^2)d1^182d2^220 + (2 + 1a + 3a^2)d1^183d2^220 + (0 + 1a + 1a^2)d1^184d2^220 + (3 + 3a + 3a^2)d1^185d2^220 + (0 + 0a + 4a^2)d1^186d2^220 + (0 + 0a + 4a^2)d1^187d2^220 + (0 + 0a + 4a^2)d1^188d2^220 + (1 + 3a + 4a^2)d1^189d2^220 + (3 + 4a + 2a^2)d1^190d2^220 + (4 + 2a + 4a^2)d1^191d2^220 + (3 + 3a + 0a^2)d1^192d2^220 + (4 + 4a + 4a^2)d1^193d2^220 + (3 + 0a + 3a^2)d1^194d2^220 + (1 + 2a + 2a^2)d1^195d2^220 + (2 + 3a + 0a^2)d1^196d2^220 + (1 + 4a + 0a^2)d1^197d2^220 + (4 + 1a + 4a^2)d1^198d2^220 + (2 + 1a + 3a^2)d1^199d2^220 + (3 + 2a + 2a^2)d1^200d2^220 + (3 + 1a + 2a^2)d1^201d2^220 + (1 + 2a + 1a^2)d1^202d2^220 + (0 + 0a + 1a^2)d1^203d2^220 + (4 + 2a + 0a^2)d1^204d2^220 + (4 + 4a + 1a^2)d1^205d2^220 + (4 + 0a + 0a^2)d1^206d2^220 + (0 + 3a + 0a^2)d1^207d2^220 + (2 + 1a + 4a^2)d1^208d2^220 + (4 + 2a + 4a^2)d1^209d2^220 + (1 + 0a + 0a^2)d1^210d2^220 + (1 + 4a + 1a^2)d1^211d2^220 + (4 + 1a + 2a^2)d1^212d2^220 + (0 + 2a + 3a^2)d1^213d2^220 + (0 + 4a + 4a^2)d1^214d2^220 + (3 + 4a + 2a^2)d1^215d2^220 + (3 + 0a + 0a^2)d1^216d2^220 + (4 + 0a + 0a^2)d1^217d2^220 + (0 + 4a + 3a^2)d1^218d2^220 + (4 + 1a + 1a^2)d1^219d2^220 + (2 + 4a + 1a^2)d1^220d2^220 + (2 + 2a + 1a^2)d1^221d2^220 + (1 + 4a + 0a^2)d1^222d2^220 + (3 + 4a + 4a^2)d1^223d2^220 + (2 + 3a + 4a^2)d1^224d2^220 + (2 + 1a + 3a^2)d1^225d2^220 + (2 + 3a + 2a^2)d1^226d2^220 + (3 + 0a + 1a^2)d1^227d2^220 + (0 + 4a + 3a^2)d1^228d2^220 + (3 + 2a + 3a^2)d1^229d2^220 + (1 + 2a + 3a^2)d1^230d2^220 + (0 + 0a + 3a^2)d1^231d2^220 + (3 + 4a + 0a^2)d1^232d2^220 + (1 + 2a + 1a^2)d1^233d2^220 + (4 + 1a + 0a^2)d1^234d2^220 + (2 + 4a + 4a^2)d1^235d2^220 + (0 + 2a + 0a^2)d1^236d2^220 + (4 + 3a + 4a^2)d1^237d2^220 + (3 + 0a + 4a^2)d1^238d2^220 + (0 + 1a + 3a^2)d1^239d2^220 + (2 + 4a + 3a^2)d1^240d2^220 + (4 + 1a + 2a^2)d1^241d2^220 + (0 + 4a + 4a^2)d1^242d2^220 + (2 + 4a + 1a^2)d1^243d2^220 + (0 + 3a + 4a^2)d1^244d2^220 + (3 + 3a + 2a^2)d1^245d2^220 + (3 + 4a + 4a^2)d1^246d2^220 + (0 + 2a + 2a^2)d1^247d2^220 + (4 + 1a + 1a^2)d1^248d2^220 + (3 + 0a + 4a^2)d1^249d2^220 + (4 + 1a + 2a^2)d1^250d2^220 + (1 + 3a + 3a^2)d1^251d2^220 + (2 + 1a + 2a^2)d1^252d2^220 + (4 + 0a + 4a^2)d1^253d2^220 + (0 + 3a + 1a^2)d1^254d2^220 + (1 + 2a + 1a^2)d1^255d2^220 + (3 + 1a + 4a^2)d1^256d2^220 + (2 + 2a + 4a^2)d1^257d2^220 + (4 + 0a + 1a^2)d1^258d2^220 + (1 + 0a + 4a^2)d1^259d2^220 + (4 + 1a + 2a^2)d1^260d2^220 + (0 + 3a + 2a^2)d1^261d2^220 + (0 + 2a + 4a^2)d1^262d2^220 + (3 + 4a + 0a^2)d1^263d2^220 + (4 + 2a + 4a^2)d1^264d2^220 + (2 + 2a + 2a^2)d1^265d2^220 + (1 + 2a + 3a^2)d1^266d2^220 + (1 + 3a + 3a^2)d1^267d2^220 + (4 + 2a + 1a^2)d1^268d2^220 + (0 + 3a + 3a^2)d1^269d2^220 + (3 + 1a + 4a^2)d1^270d2^220 + (2 + 0a + 1a^2)d1^271d2^220 + (4 + 4a + 0a^2)d1^272d2^220 + (4 + 4a + 1a^2)d1^273d2^220 + (0 + 4a + 1a^2)d1^274d2^220 + (1 + 1a + 4a^2)d1^275d2^220 + (0 + 2a + 4a^2)d1^276d2^220 + (0 + 0a + 4a^2)d1^277d2^220 + (4 + 1a + 4a^2)d1^278d2^220 + (2 + 3a + 4a^2)d1^279d2^220 + (0 + 3a + 0a^2)d1^280d2^220 + (3 + 0a + 0a^2)d1^281d2^220 + (1 + 2a + 2a^2)d1^282d2^220 + (3 + 3a + 3a^2)d1^283d2^220 + (2 + 0a + 1a^2)d1^284d2^220 + (2 + 4a + 3a^2)d1^285d2^220 + (0 + 2a + 1a^2)d1^286d2^220 + (3 + 3a + 4a^2)d1^287d2^220 + (3 + 4a + 4a^2)d1^288d2^220 + (4 + 4a + 0a^2)d1^289d2^220 + (0 + 2a + 2a^2)d1^290d2^220 + (1 + 1a + 4a^2)d1^291d2^220 + (3 + 3a + 0a^2)d1^292d2^220 + (3 + 1a + 2a^2)d1^293d2^220 + (1 + 2a + 2a^2)d2^221 + (0 + 3a + 3a^2)d1^1d2^221 + (1 + 4a + 3a^2)d1^2d2^221 + (3 + 1a + 4a^2)d1^3d2^221 + (0 + 3a + 0a^2)d1^4d2^221 + (0 + 1a + 4a^2)d1^5d2^221 + (2 + 0a + 0a^2)d1^6d2^221 + (4 + 2a + 4a^2)d1^7d2^221 + (3 + 0a + 1a^2)d1^8d2^221 + (4 + 0a + 0a^2)d1^9d2^221 + (1 + 1a + 1a^2)d1^10d2^221 + (2 + 2a + 3a^2)d1^11d2^221 + (4 + 1a + 2a^2)d1^12d2^221 + (4 + 1a + 1a^2)d1^13d2^221 + (1 + 0a + 4a^2)d1^14d2^221 + (4 + 2a + 4a^2)d1^15d2^221 + (3 + 3a + 1a^2)d1^16d2^221 + (1 + 0a + 4a^2)d1^17d2^221 + (1 + 2a + 1a^2)d1^18d2^221 + (0 + 2a + 2a^2)d1^19d2^221 + (3 + 0a + 1a^2)d1^20d2^221 + (4 + 0a + 3a^2)d1^21d2^221 + (2 + 1a + 1a^2)d1^22d2^221 + (0 + 4a + 4a^2)d1^23d2^221 + (4 + 0a + 2a^2)d1^24d2^221 + (0 + 3a + 2a^2)d1^25d2^221 + (1 + 0a + 0a^2)d1^26d2^221 + (1 + 2a + 0a^2)d1^27d2^221 + (4 + 2a + 3a^2)d1^28d2^221 + (2 + 2a + 4a^2)d1^29d2^221 + (3 + 2a + 1a^2)d1^30d2^221 + (4 + 1a + 0a^2)d1^31d2^221 + (1 + 4a + 4a^2)d1^32d2^221 + (2 + 2a + 2a^2)d1^33d2^221 + (3 + 4a + 4a^2)d1^34d2^221 + (1 + 4a + 0a^2)d1^35d2^221 + (3 + 0a + 4a^2)d1^36d2^221 + (0 + 3a + 0a^2)d1^37d2^221 + (1 + 3a + 2a^2)d1^38d2^221 + (4 + 0a + 4a^2)d1^40d2^221 + (4 + 2a + 3a^2)d1^41d2^221 + (4 + 4a + 3a^2)d1^42d2^221 + (0 + 2a + 2a^2)d1^43d2^221 + (2 + 1a + 4a^2)d1^44d2^221 + (0 + 3a + 4a^2)d1^45d2^221 + (3 + 0a + 3a^2)d1^46d2^221 + (1 + 4a + 4a^2)d1^47d2^221 + (0 + 2a + 0a^2)d1^48d2^221 + (3 + 4a + 3a^2)d1^49d2^221 + (3 + 4a + 0a^2)d1^50d2^221 + (1 + 1a + 4a^2)d1^51d2^221 + (2 + 4a + 4a^2)d1^52d2^221 + (1 + 2a + 1a^2)d1^53d2^221 + (3 + 2a + 3a^2)d1^54d2^221 + (4 + 4a + 3a^2)d1^55d2^221 + (0 + 2a + 1a^2)d1^56d2^221 + (3 + 4a + 3a^2)d1^57d2^221 + (3 + 0a + 4a^2)d1^58d2^221 + (2 + 3a + 3a^2)d1^59d2^221 + (4 + 2a + 0a^2)d1^60d2^221 + (0 + 4a + 3a^2)d1^61d2^221 + (3 + 0a + 2a^2)d1^62d2^221 + (4 + 4a + 2a^2)d1^63d2^221 + (3 + 3a + 3a^2)d1^64d2^221 + (0 + 2a + 4a^2)d1^65d2^221 + (3 + 4a + 4a^2)d1^66d2^221 + (4 + 3a + 3a^2)d1^67d2^221 + (4 + 3a + 0a^2)d1^68d2^221 + (4 + 1a + 2a^2)d1^69d2^221 + (3 + 4a + 0a^2)d1^70d2^221 + (1 + 2a + 1a^2)d1^71d2^221 + (1 + 4a + 2a^2)d1^72d2^221 + (0 + 1a + 4a^2)d1^73d2^221 + (1 + 4a + 3a^2)d1^74d2^221 + (3 + 0a + 1a^2)d1^75d2^221 + (1 + 4a + 2a^2)d1^76d2^221 + (4 + 4a + 4a^2)d1^77d2^221 + (4 + 0a + 4a^2)d1^78d2^221 + (0 + 0a + 2a^2)d1^79d2^221 + (3 + 1a + 3a^2)d1^80d2^221 + (0 + 2a + 1a^2)d1^81d2^221 + (0 + 2a + 1a^2)d1^82d2^221 + (4 + 3a + 2a^2)d1^83d2^221 + (2 + 3a + 2a^2)d1^84d2^221 + (1 + 4a + 0a^2)d1^85d2^221 + (0 + 3a + 1a^2)d1^86d2^221 + (0 + 1a + 4a^2)d1^87d2^221 + (2 + 0a + 2a^2)d1^88d2^221 + (0 + 2a + 1a^2)d1^89d2^221 + (4 + 4a + 1a^2)d1^90d2^221 + (4 + 1a + 0a^2)d1^91d2^221 + (2 + 2a + 0a^2)d1^92d2^221 + (2 + 3a + 1a^2)d1^93d2^221 + (0 + 1a + 1a^2)d1^94d2^221 + (2 + 2a + 0a^2)d1^95d2^221 + (4 + 3a + 4a^2)d1^96d2^221 + (3 + 4a + 1a^2)d1^97d2^221 + (2 + 3a + 1a^2)d1^98d2^221 + (2 + 1a + 4a^2)d1^99d2^221 + (2 + 0a + 3a^2)d1^100d2^221 + (0 + 3a + 0a^2)d1^101d2^221 + (1 + 0a + 4a^2)d1^102d2^221 + (1 + 4a + 2a^2)d1^103d2^221 + (1 + 4a + 3a^2)d1^104d2^221 + (4 + 3a + 0a^2)d1^105d2^221 + (1 + 2a + 1a^2)d1^106d2^221 + (1 + 0a + 3a^2)d1^107d2^221 + (1 + 0a + 0a^2)d1^108d2^221 + (2 + 3a + 4a^2)d1^109d2^221 + (2 + 0a + 4a^2)d1^110d2^221 + (2 + 0a + 0a^2)d1^111d2^221 + (2 + 1a + 3a^2)d1^112d2^221 + (3 + 1a + 2a^2)d1^113d2^221 + (2 + 3a + 0a^2)d1^114d2^221 + (1 + 3a + 1a^2)d1^115d2^221 + (1 + 4a + 2a^2)d1^116d2^221 + (1 + 1a + 1a^2)d1^117d2^221 + (2 + 1a + 0a^2)d1^118d2^221 + (2 + 4a + 2a^2)d1^119d2^221 + (2 + 1a + 1a^2)d1^120d2^221 + (2 + 0a + 1a^2)d1^121d2^221 + (4 + 0a + 0a^2)d1^122d2^221 + (1 + 4a + 4a^2)d1^123d2^221 + (3 + 4a + 1a^2)d1^124d2^221 + (0 + 1a + 3a^2)d1^125d2^221 + (3 + 0a + 2a^2)d1^126d2^221 + (2 + 2a + 4a^2)d1^127d2^221 + (2 + 0a + 3a^2)d1^128d2^221 + (0 + 3a + 4a^2)d1^129d2^221 + (0 + 1a + 1a^2)d1^130d2^221 + (4 + 2a + 0a^2)d1^131d2^221 + (2 + 4a + 1a^2)d1^132d2^221 + (1 + 4a + 2a^2)d1^133d2^221 + (4 + 4a + 3a^2)d1^134d2^221 + (0 + 3a + 1a^2)d1^135d2^221 + (1 + 4a + 0a^2)d1^137d2^221 + (0 + 2a + 1a^2)d1^138d2^221 + (3 + 0a + 2a^2)d1^139d2^221 + (0 + 3a + 3a^2)d1^140d2^221 + (4 + 4a + 0a^2)d1^141d2^221 + (2 + 4a + 2a^2)d1^142d2^221 + (4 + 2a + 0a^2)d1^143d2^221 + (3 + 2a + 2a^2)d1^144d2^221 + (0 + 2a + 1a^2)d1^145d2^221 + (0 + 3a + 3a^2)d1^146d2^221 + (2 + 0a + 0a^2)d1^147d2^221 + (3 + 2a + 4a^2)d1^148d2^221 + (2 + 0a + 4a^2)d1^149d2^221 + (3 + 4a + 1a^2)d1^150d2^221 + (2 + 1a + 3a^2)d1^151d2^221 + (3 + 3a + 3a^2)d1^152d2^221 + (3 + 4a + 4a^2)d1^153d2^221 + (3 + 1a + 0a^2)d1^154d2^221 + (4 + 2a + 4a^2)d1^155d2^221 + (1 + 4a + 0a^2)d1^156d2^221 + (1 + 0a + 2a^2)d1^157d2^221 + (4 + 4a + 4a^2)d1^158d2^221 + (0 + 2a + 4a^2)d1^159d2^221 + (3 + 1a + 3a^2)d1^160d2^221 + (3 + 3a + 3a^2)d1^161d2^221 + (3 + 2a + 0a^2)d1^162d2^221 + (3 + 0a + 2a^2)d1^163d2^221 + (0 + 1a + 4a^2)d1^164d2^221 + (2 + 1a + 0a^2)d1^165d2^221 + (2 + 2a + 2a^2)d1^166d2^221 + (1 + 1a + 1a^2)d1^167d2^221 + (0 + 3a + 3a^2)d1^168d2^221 + (1 + 0a + 4a^2)d1^169d2^221 + (0 + 3a + 4a^2)d1^170d2^221 + (2 + 0a + 4a^2)d1^171d2^221 + (2 + 2a + 3a^2)d1^172d2^221 + (0 + 3a + 2a^2)d1^173d2^221 + (4 + 1a + 2a^2)d1^174d2^221 + (1 + 2a + 3a^2)d1^175d2^221 + (2 + 3a + 4a^2)d1^176d2^221 + (1 + 3a + 3a^2)d1^177d2^221 + (0 + 3a + 2a^2)d1^178d2^221 + (3 + 2a + 1a^2)d1^179d2^221 + (4 + 1a + 1a^2)d1^180d2^221 + (2 + 3a + 1a^2)d1^181d2^221 + (4 + 2a + 3a^2)d1^182d2^221 + (2 + 1a + 4a^2)d1^183d2^221 + (4 + 1a + 4a^2)d1^184d2^221 + (1 + 3a + 4a^2)d1^185d2^221 + (2 + 4a + 4a^2)d1^186d2^221 + (2 + 1a + 4a^2)d1^187d2^221 + (0 + 3a + 0a^2)d1^188d2^221 + (4 + 2a + 2a^2)d1^189d2^221 + (2 + 2a + 0a^2)d1^190d2^221 + (3 + 3a + 4a^2)d1^191d2^221 + (2 + 1a + 1a^2)d1^192d2^221 + (0 + 3a + 1a^2)d1^193d2^221 + (3 + 1a + 3a^2)d1^194d2^221 + (1 + 3a + 2a^2)d1^195d2^221 + (1 + 1a + 0a^2)d1^196d2^221 + (2 + 4a + 2a^2)d1^197d2^221 + (1 + 1a + 0a^2)d1^198d2^221 + (0 + 0a + 3a^2)d1^199d2^221 + (3 + 3a + 4a^2)d1^200d2^221 + (0 + 0a + 2a^2)d1^201d2^221 + (0 + 2a + 1a^2)d1^202d2^221 + (3 + 3a + 2a^2)d1^203d2^221 + (0 + 3a + 4a^2)d1^204d2^221 + (4 + 2a + 4a^2)d1^205d2^221 + (3 + 0a + 4a^2)d1^206d2^221 + (3 + 0a + 1a^2)d1^207d2^221 + (0 + 3a + 2a^2)d1^208d2^221 + (3 + 4a + 4a^2)d1^209d2^221 + (1 + 2a + 0a^2)d1^210d2^221 + (1 + 2a + 0a^2)d1^211d2^221 + (1 + 0a + 3a^2)d1^212d2^221 + (4 + 0a + 2a^2)d1^213d2^221 + (2 + 3a + 4a^2)d1^214d2^221 + (2 + 3a + 4a^2)d1^215d2^221 + (3 + 3a + 0a^2)d1^216d2^221 + (1 + 3a + 3a^2)d1^217d2^221 + (2 + 3a + 0a^2)d1^218d2^221 + (4 + 1a + 0a^2)d1^219d2^221 + (4 + 2a + 4a^2)d1^220d2^221 + (2 + 0a + 4a^2)d1^221d2^221 + (1 + 4a + 0a^2)d1^222d2^221 + (2 + 0a + 2a^2)d1^223d2^221 + (0 + 2a + 2a^2)d1^224d2^221 + (3 + 4a + 1a^2)d1^225d2^221 + (4 + 0a + 3a^2)d1^226d2^221 + (4 + 4a + 0a^2)d1^227d2^221 + (0 + 2a + 4a^2)d1^228d2^221 + (0 + 1a + 1a^2)d1^229d2^221 + (2 + 2a + 4a^2)d1^230d2^221 + (2 + 0a + 3a^2)d1^231d2^221 + (1 + 3a + 3a^2)d1^232d2^221 + (0 + 0a + 3a^2)d1^233d2^221 + (0 + 4a + 1a^2)d1^234d2^221 + (4 + 0a + 4a^2)d1^235d2^221 + (4 + 4a + 0a^2)d1^236d2^221 + (1 + 2a + 4a^2)d1^237d2^221 + (3 + 4a + 2a^2)d1^238d2^221 + (2 + 0a + 0a^2)d1^239d2^221 + (2 + 2a + 1a^2)d1^240d2^221 + (4 + 4a + 0a^2)d1^241d2^221 + (1 + 1a + 1a^2)d1^242d2^221 + (3 + 4a + 4a^2)d1^243d2^221 + (3 + 3a + 2a^2)d1^244d2^221 + (3 + 3a + 3a^2)d1^245d2^221 + (0 + 0a + 2a^2)d1^246d2^221 + (1 + 4a + 0a^2)d1^247d2^221 + (4 + 3a + 0a^2)d1^248d2^221 + (2 + 4a + 0a^2)d1^249d2^221 + (0 + 4a + 2a^2)d1^250d2^221 + (0 + 2a + 1a^2)d1^251d2^221 + (0 + 3a + 3a^2)d1^252d2^221 + (2 + 4a + 0a^2)d1^253d2^221 + (2 + 3a + 0a^2)d1^254d2^221 + (1 + 1a + 2a^2)d1^255d2^221 + (0 + 0a + 3a^2)d1^256d2^221 + (2 + 2a + 3a^2)d1^257d2^221 + (2 + 0a + 0a^2)d1^258d2^221 + (2 + 2a + 0a^2)d1^259d2^221 + (0 + 1a + 2a^2)d1^260d2^221 + (3 + 4a + 4a^2)d1^261d2^221 + (2 + 2a + 3a^2)d1^262d2^221 + (0 + 1a + 0a^2)d1^263d2^221 + (2 + 1a + 0a^2)d1^264d2^221 + (0 + 4a + 1a^2)d1^265d2^221 + (0 + 1a + 0a^2)d1^266d2^221 + (1 + 1a + 4a^2)d1^268d2^221 + (4 + 3a + 2a^2)d1^269d2^221 + (3 + 1a + 0a^2)d1^270d2^221 + (2 + 3a + 2a^2)d1^271d2^221 + (4 + 0a + 2a^2)d1^272d2^221 + (4 + 1a + 1a^2)d1^273d2^221 + (3 + 1a + 4a^2)d1^274d2^221 + (3 + 0a + 4a^2)d1^275d2^221 + (4 + 1a + 1a^2)d1^276d2^221 + (2 + 4a + 3a^2)d1^277d2^221 + (4 + 3a + 0a^2)d1^278d2^221 + (3 + 0a + 4a^2)d1^279d2^221 + (0 + 3a + 3a^2)d1^280d2^221 + (2 + 2a + 3a^2)d1^281d2^221 + (2 + 3a + 3a^2)d1^282d2^221 + (2 + 3a + 2a^2)d1^283d2^221 + (0 + 2a + 0a^2)d1^284d2^221 + (2 + 4a + 4a^2)d1^285d2^221 + (2 + 0a + 0a^2)d1^286d2^221 + (1 + 2a + 0a^2)d1^287d2^221 + (4 + 1a + 2a^2)d1^288d2^221 + (2 + 1a + 3a^2)d1^289d2^221 + (1 + 0a + 2a^2)d1^290d2^221 + (3 + 3a + 4a^2)d1^291d2^221 + (3 + 1a + 3a^2)d1^292d2^221 + (0 + 1a + 1a^2)d1^293d2^221 + (3 + 1a + 4a^2)d2^222 + (0 + 4a + 4a^2)d1^1d2^222 + (1 + 3a + 3a^2)d1^2d2^222 + (2 + 1a + 4a^2)d1^3d2^222 + (4 + 0a + 2a^2)d1^4d2^222 + (1 + 0a + 0a^2)d1^5d2^222 + (1 + 3a + 2a^2)d1^6d2^222 + (4 + 1a + 1a^2)d1^7d2^222 + (0 + 1a + 1a^2)d1^8d2^222 + (2 + 2a + 0a^2)d1^9d2^222 + (1 + 0a + 4a^2)d1^10d2^222 + (4 + 3a + 3a^2)d1^11d2^222 + (3 + 3a + 3a^2)d1^12d2^222 + (3 + 1a + 4a^2)d1^13d2^222 + (3 + 2a + 1a^2)d1^14d2^222 + (4 + 2a + 2a^2)d1^15d2^222 + (2 + 0a + 0a^2)d1^16d2^222 + (4 + 2a + 1a^2)d1^17d2^222 + (3 + 3a + 3a^2)d1^18d2^222 + (2 + 3a + 2a^2)d1^19d2^222 + (0 + 3a + 0a^2)d1^20d2^222 + (2 + 2a + 3a^2)d1^21d2^222 + (2 + 0a + 4a^2)d1^22d2^222 + (1 + 1a + 0a^2)d1^23d2^222 + (0 + 1a + 0a^2)d1^24d2^222 + (3 + 2a + 1a^2)d1^25d2^222 + (2 + 4a + 1a^2)d1^26d2^222 + (3 + 0a + 0a^2)d1^27d2^222 + (1 + 4a + 2a^2)d1^28d2^222 + (0 + 2a + 1a^2)d1^29d2^222 + (3 + 1a + 2a^2)d1^30d2^222 + (1 + 3a + 3a^2)d1^31d2^222 + (0 + 4a + 2a^2)d1^32d2^222 + (2 + 4a + 1a^2)d1^33d2^222 + (1 + 4a + 0a^2)d1^34d2^222 + (0 + 3a + 2a^2)d1^35d2^222 + (4 + 0a + 0a^2)d1^36d2^222 + (3 + 4a + 4a^2)d1^37d2^222 + (4 + 3a + 4a^2)d1^38d2^222 + (2 + 3a + 0a^2)d1^39d2^222 + (1 + 4a + 3a^2)d1^40d2^222 + (2 + 0a + 0a^2)d1^41d2^222 + (2 + 4a + 4a^2)d1^42d2^222 + (1 + 1a + 0a^2)d1^43d2^222 + (0 + 3a + 2a^2)d1^44d2^222 + (4 + 1a + 0a^2)d1^45d2^222 + (1 + 1a + 4a^2)d1^46d2^222 + (4 + 0a + 0a^2)d1^47d2^222 + (1 + 4a + 2a^2)d1^48d2^222 + (1 + 0a + 2a^2)d1^50d2^222 + (2 + 0a + 0a^2)d1^51d2^222 + (0 + 1a + 1a^2)d1^52d2^222 + (3 + 4a + 3a^2)d1^53d2^222 + (4 + 2a + 0a^2)d1^54d2^222 + (0 + 2a + 0a^2)d1^55d2^222 + (0 + 4a + 1a^2)d1^56d2^222 + (3 + 2a + 0a^2)d1^57d2^222 + (0 + 2a + 3a^2)d1^58d2^222 + (4 + 3a + 1a^2)d1^59d2^222 + (0 + 2a + 2a^2)d1^60d2^222 + (0 + 0a + 4a^2)d1^61d2^222 + (2 + 1a + 2a^2)d1^62d2^222 + (4 + 0a + 0a^2)d1^63d2^222 + (1 + 4a + 2a^2)d1^64d2^222 + (0 + 2a + 3a^2)d1^65d2^222 + (4 + 0a + 1a^2)d1^66d2^222 + (3 + 2a + 2a^2)d1^67d2^222 + (0 + 3a + 2a^2)d1^68d2^222 + (3 + 3a + 2a^2)d1^69d2^222 + (0 + 0a + 2a^2)d1^70d2^222 + (1 + 4a + 1a^2)d1^71d2^222 + (3 + 0a + 4a^2)d1^72d2^222 + (2 + 3a + 4a^2)d1^73d2^222 + (2 + 1a + 4a^2)d1^74d2^222 + (4 + 1a + 1a^2)d1^75d2^222 + (3 + 4a + 4a^2)d1^76d2^222 + (3 + 3a + 3a^2)d1^77d2^222 + (0 + 0a + 2a^2)d1^78d2^222 + (1 + 4a + 0a^2)d1^79d2^222 + (1 + 4a + 4a^2)d1^80d2^222 + (0 + 0a + 2a^2)d1^81d2^222 + (3 + 3a + 3a^2)d1^82d2^222 + (1 + 0a + 3a^2)d1^83d2^222 + (1 + 0a + 4a^2)d1^84d2^222 + (3 + 3a + 0a^2)d1^85d2^222 + (2 + 4a + 4a^2)d1^86d2^222 + (3 + 4a + 3a^2)d1^87d2^222 + (2 + 1a + 1a^2)d1^88d2^222 + (1 + 0a + 0a^2)d1^89d2^222 + (3 + 1a + 0a^2)d1^90d2^222 + (0 + 1a + 4a^2)d1^91d2^222 + (2 + 3a + 1a^2)d1^92d2^222 + (1 + 1a + 3a^2)d1^93d2^222 + (1 + 4a + 4a^2)d1^94d2^222 + (1 + 3a + 0a^2)d1^95d2^222 + (0 + 0a + 2a^2)d1^96d2^222 + (3 + 0a + 3a^2)d1^97d2^222 + (0 + 4a + 4a^2)d1^98d2^222 + (2 + 1a + 4a^2)d1^99d2^222 + (2 + 0a + 4a^2)d1^100d2^222 + (0 + 0a + 2a^2)d1^101d2^222 + (0 + 3a + 1a^2)d1^102d2^222 + (0 + 2a + 1a^2)d1^103d2^222 + (0 + 0a + 3a^2)d1^104d2^222 + (1 + 3a + 2a^2)d1^105d2^222 + (3 + 4a + 0a^2)d1^106d2^222 + (3 + 3a + 0a^2)d1^107d2^222 + (3 + 0a + 3a^2)d1^108d2^222 + (0 + 1a + 0a^2)d1^109d2^222 + (0 + 0a + 1a^2)d1^110d2^222 + (0 + 2a + 0a^2)d1^111d2^222 + (1 + 4a + 0a^2)d1^112d2^222 + (0 + 1a + 2a^2)d1^113d2^222 + (4 + 0a + 1a^2)d1^114d2^222 + (0 + 2a + 2a^2)d1^115d2^222 + (2 + 2a + 0a^2)d1^116d2^222 + (1 + 2a + 2a^2)d1^117d2^222 + (1 + 4a + 1a^2)d1^118d2^222 + (2 + 2a + 0a^2)d1^119d2^222 + (0 + 3a + 2a^2)d1^120d2^222 + (1 + 0a + 3a^2)d1^121d2^222 + (1 + 1a + 1a^2)d1^122d2^222 + (3 + 4a + 2a^2)d1^123d2^222 + (1 + 3a + 4a^2)d1^124d2^222 + (3 + 0a + 1a^2)d1^125d2^222 + (4 + 3a + 3a^2)d1^126d2^222 + (3 + 1a + 0a^2)d1^127d2^222 + (3 + 4a + 2a^2)d1^128d2^222 + (2 + 2a + 2a^2)d1^129d2^222 + (2 + 3a + 3a^2)d1^130d2^222 + (3 + 2a + 4a^2)d1^131d2^222 + (0 + 4a + 0a^2)d1^133d2^222 + (3 + 2a + 2a^2)d1^134d2^222 + (4 + 0a + 2a^2)d1^135d2^222 + (1 + 1a + 0a^2)d1^136d2^222 + (4 + 1a + 1a^2)d1^137d2^222 + (4 + 1a + 4a^2)d1^138d2^222 + (3 + 4a + 1a^2)d1^139d2^222 + (0 + 1a + 3a^2)d1^140d2^222 + (3 + 0a + 3a^2)d1^141d2^222 + (2 + 1a + 3a^2)d1^142d2^222 + (4 + 4a + 4a^2)d1^143d2^222 + (1 + 4a + 1a^2)d1^144d2^222 + (3 + 1a + 1a^2)d1^145d2^222 + (2 + 0a + 2a^2)d1^146d2^222 + (3 + 0a + 0a^2)d1^147d2^222 + (1 + 4a + 3a^2)d1^148d2^222 + (2 + 2a + 3a^2)d1^149d2^222 + (3 + 4a + 3a^2)d1^150d2^222 + (2 + 2a + 4a^2)d1^151d2^222 + (1 + 4a + 4a^2)d1^152d2^222 + (1 + 0a + 0a^2)d1^153d2^222 + (4 + 4a + 0a^2)d1^154d2^222 + (2 + 2a + 0a^2)d1^155d2^222 + (3 + 2a + 3a^2)d1^156d2^222 + (1 + 1a + 1a^2)d1^157d2^222 + (4 + 3a + 1a^2)d1^158d2^222 + (2 + 2a + 2a^2)d1^159d2^222 + (0 + 3a + 1a^2)d1^160d2^222 + (2 + 3a + 1a^2)d1^161d2^222 + (2 + 1a + 4a^2)d1^162d2^222 + (2 + 3a + 0a^2)d1^163d2^222 + (2 + 1a + 2a^2)d1^164d2^222 + (4 + 0a + 4a^2)d1^165d2^222 + (2 + 2a + 2a^2)d1^166d2^222 + (1 + 0a + 2a^2)d1^167d2^222 + (4 + 1a + 1a^2)d1^168d2^222 + (1 + 2a + 3a^2)d1^169d2^222 + (4 + 4a + 1a^2)d1^170d2^222 + (1 + 3a + 2a^2)d1^171d2^222 + (4 + 4a + 3a^2)d1^172d2^222 + (4 + 4a + 1a^2)d1^173d2^222 + (1 + 4a + 0a^2)d1^174d2^222 + (3 + 0a + 0a^2)d1^175d2^222 + (4 + 2a + 3a^2)d1^176d2^222 + (0 + 0a + 2a^2)d1^177d2^222 + (2 + 0a + 3a^2)d1^178d2^222 + (0 + 1a + 2a^2)d1^179d2^222 + (2 + 2a + 2a^2)d1^180d2^222 + (1 + 3a + 2a^2)d1^181d2^222 + (2 + 4a + 2a^2)d1^182d2^222 + (0 + 1a + 2a^2)d1^183d2^222 + (0 + 1a + 1a^2)d1^184d2^222 + (3 + 0a + 2a^2)d1^185d2^222 + (0 + 2a + 2a^2)d1^186d2^222 + (0 + 1a + 1a^2)d1^187d2^222 + (2 + 2a + 0a^2)d1^188d2^222 + (0 + 0a + 4a^2)d1^189d2^222 + (2 + 1a + 1a^2)d1^190d2^222 + (0 + 1a + 4a^2)d1^191d2^222 + (3 + 4a + 1a^2)d1^192d2^222 + (3 + 2a + 1a^2)d1^193d2^222 + (0 + 0a + 4a^2)d1^194d2^222 + (4 + 4a + 2a^2)d1^195d2^222 + (1 + 2a + 1a^2)d1^196d2^222 + (4 + 2a + 2a^2)d1^197d2^222 + (0 + 0a + 3a^2)d1^198d2^222 + (2 + 4a + 2a^2)d1^199d2^222 + (0 + 1a + 4a^2)d1^200d2^222 + (4 + 4a + 3a^2)d1^201d2^222 + (1 + 3a + 1a^2)d1^202d2^222 + (1 + 3a + 4a^2)d1^203d2^222 + (4 + 4a + 3a^2)d1^204d2^222 + (4 + 3a + 4a^2)d1^205d2^222 + (4 + 4a + 0a^2)d1^206d2^222 + (0 + 0a + 3a^2)d1^207d2^222 + (0 + 0a + 4a^2)d1^208d2^222 + (2 + 2a + 4a^2)d1^209d2^222 + (2 + 2a + 0a^2)d1^210d2^222 + (2 + 1a + 0a^2)d1^211d2^222 + (4 + 1a + 4a^2)d1^212d2^222 + (3 + 3a + 2a^2)d1^213d2^222 + (2 + 4a + 2a^2)d1^214d2^222 + (3 + 0a + 0a^2)d1^215d2^222 + (3 + 4a + 2a^2)d1^216d2^222 + (4 + 4a + 0a^2)d1^217d2^222 + (4 + 3a + 0a^2)d1^218d2^222 + (3 + 4a + 4a^2)d1^219d2^222 + (2 + 0a + 3a^2)d1^220d2^222 + (0 + 2a + 3a^2)d1^221d2^222 + (1 + 1a + 0a^2)d1^222d2^222 + (4 + 1a + 3a^2)d1^223d2^222 + (2 + 3a + 2a^2)d1^224d2^222 + (0 + 1a + 1a^2)d1^225d2^222 + (2 + 3a + 1a^2)d1^226d2^222 + (4 + 3a + 1a^2)d1^227d2^222 + (1 + 0a + 4a^2)d1^228d2^222 + (2 + 1a + 3a^2)d1^229d2^222 + (4 + 0a + 3a^2)d1^230d2^222 + (1 + 3a + 1a^2)d1^231d2^222 + (4 + 3a + 3a^2)d1^232d2^222 + (1 + 0a + 3a^2)d1^233d2^222 + (1 + 2a + 4a^2)d1^234d2^222 + (2 + 2a + 0a^2)d1^235d2^222 + (2 + 3a + 2a^2)d1^236d2^222 + (0 + 0a + 2a^2)d1^237d2^222 + (1 + 4a + 1a^2)d1^238d2^222 + (2 + 1a + 2a^2)d1^239d2^222 + (0 + 4a + 4a^2)d1^240d2^222 + (4 + 4a + 4a^2)d1^241d2^222 + (4 + 2a + 1a^2)d1^242d2^222 + (0 + 4a + 2a^2)d1^243d2^222 + (0 + 3a + 4a^2)d1^244d2^222 + (0 + 2a + 2a^2)d1^245d2^222 + (1 + 1a + 0a^2)d1^246d2^222 + (4 + 4a + 2a^2)d1^247d2^222 + (3 + 4a + 2a^2)d1^248d2^222 + (2 + 3a + 3a^2)d1^249d2^222 + (4 + 0a + 0a^2)d1^250d2^222 + (4 + 0a + 2a^2)d1^251d2^222 + (4 + 1a + 3a^2)d1^252d2^222 + (4 + 1a + 3a^2)d1^253d2^222 + (2 + 0a + 4a^2)d1^254d2^222 + (0 + 1a + 0a^2)d1^255d2^222 + (0 + 2a + 4a^2)d1^256d2^222 + (3 + 4a + 3a^2)d1^257d2^222 + (4 + 3a + 0a^2)d1^258d2^222 + (4 + 4a + 3a^2)d1^259d2^222 + (3 + 0a + 2a^2)d1^260d2^222 + (4 + 0a + 1a^2)d1^261d2^222 + (0 + 2a + 0a^2)d1^262d2^222 + (2 + 4a + 2a^2)d1^263d2^222 + (4 + 2a + 2a^2)d1^264d2^222 + (3 + 0a + 2a^2)d1^265d2^222 + (0 + 2a + 0a^2)d1^266d2^222 + (1 + 1a + 3a^2)d1^267d2^222 + (3 + 3a + 0a^2)d1^268d2^222 + (0 + 2a + 0a^2)d1^269d2^222 + (3 + 0a + 1a^2)d1^270d2^222 + (4 + 3a + 0a^2)d1^271d2^222 + (3 + 0a + 4a^2)d1^272d2^222 + (0 + 0a + 4a^2)d1^273d2^222 + (0 + 3a + 3a^2)d1^274d2^222 + (3 + 1a + 3a^2)d1^275d2^222 + (4 + 0a + 3a^2)d1^276d2^222 + (3 + 4a + 2a^2)d1^277d2^222 + (2 + 1a + 4a^2)d1^278d2^222 + (4 + 3a + 0a^2)d1^279d2^222 + (0 + 3a + 1a^2)d1^280d2^222 + (4 + 0a + 0a^2)d1^281d2^222 + (1 + 3a + 3a^2)d1^282d2^222 + (3 + 4a + 2a^2)d1^283d2^222 + (4 + 2a + 4a^2)d1^284d2^222 + (3 + 1a + 2a^2)d1^285d2^222 + (2 + 1a + 2a^2)d1^286d2^222 + (3 + 3a + 3a^2)d1^287d2^222 + (0 + 2a + 1a^2)d1^288d2^222 + (1 + 0a + 3a^2)d1^289d2^222 + (1 + 0a + 4a^2)d1^290d2^222 + (1 + 3a + 4a^2)d1^291d2^222 + (4 + 3a + 3a^2)d1^292d2^222 + (3 + 3a + 0a^2)d1^293d2^222 + (3 + 1a + 1a^2)d2^223 + (3 + 0a + 3a^2)d1^1d2^223 + (3 + 1a + 0a^2)d1^2d2^223 + (0 + 2a + 2a^2)d1^3d2^223 + (4 + 2a + 0a^2)d1^4d2^223 + (1 + 1a + 2a^2)d1^5d2^223 + (3 + 3a + 4a^2)d1^6d2^223 + (2 + 4a + 2a^2)d1^7d2^223 + (1 + 4a + 0a^2)d1^8d2^223 + (2 + 2a + 0a^2)d1^9d2^223 + (1 + 3a + 1a^2)d1^10d2^223 + (2 + 0a + 0a^2)d1^11d2^223 + (4 + 0a + 4a^2)d1^12d2^223 + (1 + 4a + 2a^2)d1^13d2^223 + (1 + 2a + 4a^2)d1^14d2^223 + (1 + 4a + 1a^2)d1^15d2^223 + (3 + 2a + 2a^2)d1^16d2^223 + (3 + 4a + 3a^2)d1^17d2^223 + (1 + 4a + 0a^2)d1^18d2^223 + (1 + 2a + 3a^2)d1^19d2^223 + (0 + 1a + 1a^2)d1^20d2^223 + (2 + 3a + 1a^2)d1^21d2^223 + (4 + 0a + 4a^2)d1^22d2^223 + (3 + 4a + 1a^2)d1^23d2^223 + (4 + 1a + 3a^2)d1^24d2^223 + (4 + 3a + 3a^2)d1^25d2^223 + (4 + 3a + 3a^2)d1^26d2^223 + (1 + 3a + 3a^2)d1^27d2^223 + (0 + 3a + 1a^2)d1^28d2^223 + (0 + 4a + 0a^2)d1^29d2^223 + (1 + 2a + 4a^2)d1^30d2^223 + (4 + 4a + 0a^2)d1^31d2^223 + (2 + 1a + 0a^2)d1^32d2^223 + (1 + 4a + 2a^2)d1^33d2^223 + (4 + 1a + 0a^2)d1^34d2^223 + (4 + 0a + 4a^2)d1^35d2^223 + (2 + 4a + 4a^2)d1^36d2^223 + (4 + 2a + 1a^2)d1^37d2^223 + (3 + 3a + 0a^2)d1^38d2^223 + (2 + 4a + 0a^2)d1^39d2^223 + (3 + 3a + 0a^2)d1^40d2^223 + (3 + 1a + 2a^2)d1^41d2^223 + (2 + 2a + 1a^2)d1^42d2^223 + (2 + 0a + 4a^2)d1^43d2^223 + (4 + 1a + 0a^2)d1^44d2^223 + (0 + 4a + 0a^2)d1^45d2^223 + (4 + 1a + 0a^2)d1^46d2^223 + (2 + 3a + 2a^2)d1^47d2^223 + (4 + 2a + 2a^2)d1^48d2^223 + (1 + 4a + 1a^2)d1^49d2^223 + (3 + 0a + 1a^2)d1^50d2^223 + (1 + 4a + 3a^2)d1^51d2^223 + (4 + 3a + 0a^2)d1^52d2^223 + (4 + 3a + 4a^2)d1^53d2^223 + (0 + 0a + 2a^2)d1^54d2^223 + (2 + 2a + 0a^2)d1^55d2^223 + (4 + 2a + 4a^2)d1^56d2^223 + (3 + 0a + 4a^2)d1^57d2^223 + (1 + 2a + 3a^2)d1^58d2^223 + (1 + 0a + 0a^2)d1^59d2^223 + (1 + 4a + 0a^2)d1^60d2^223 + (2 + 3a + 2a^2)d1^61d2^223 + (1 + 1a + 2a^2)d1^62d2^223 + (0 + 3a + 2a^2)d1^63d2^223 + (4 + 0a + 3a^2)d1^64d2^223 + (1 + 3a + 0a^2)d1^65d2^223 + (2 + 1a + 3a^2)d1^66d2^223 + (0 + 4a + 4a^2)d1^67d2^223 + (4 + 4a + 0a^2)d1^68d2^223 + (1 + 2a + 1a^2)d1^69d2^223 + (4 + 1a + 4a^2)d1^70d2^223 + (3 + 4a + 0a^2)d1^71d2^223 + (4 + 1a + 2a^2)d1^72d2^223 + (3 + 0a + 0a^2)d1^73d2^223 + (3 + 0a + 2a^2)d1^74d2^223 + (1 + 2a + 3a^2)d1^75d2^223 + (1 + 3a + 2a^2)d1^76d2^223 + (2 + 2a + 3a^2)d1^77d2^223 + (2 + 3a + 1a^2)d1^78d2^223 + (3 + 0a + 4a^2)d1^79d2^223 + (3 + 0a + 4a^2)d1^80d2^223 + (1 + 4a + 1a^2)d1^81d2^223 + (3 + 0a + 2a^2)d1^82d2^223 + (3 + 2a + 3a^2)d1^83d2^223 + (0 + 0a + 3a^2)d1^84d2^223 + (0 + 0a + 1a^2)d1^85d2^223 + (3 + 2a + 2a^2)d1^86d2^223 + (4 + 4a + 1a^2)d1^87d2^223 + (1 + 4a + 1a^2)d1^88d2^223 + (3 + 1a + 0a^2)d1^89d2^223 + (4 + 0a + 1a^2)d1^90d2^223 + (4 + 0a + 4a^2)d1^91d2^223 + (2 + 2a + 1a^2)d1^92d2^223 + (3 + 1a + 2a^2)d1^93d2^223 + (1 + 1a + 2a^2)d1^95d2^223 + (1 + 3a + 0a^2)d1^96d2^223 + (1 + 4a + 0a^2)d1^97d2^223 + (1 + 1a + 4a^2)d1^98d2^223 + (2 + 1a + 4a^2)d1^99d2^223 + (2 + 1a + 4a^2)d1^100d2^223 + (4 + 4a + 4a^2)d1^101d2^223 + (1 + 0a + 0a^2)d1^102d2^223 + (1 + 3a + 4a^2)d1^103d2^223 + (2 + 2a + 2a^2)d1^104d2^223 + (2 + 2a + 1a^2)d1^105d2^223 + (3 + 3a + 2a^2)d1^106d2^223 + (4 + 1a + 2a^2)d1^107d2^223 + (1 + 4a + 4a^2)d1^108d2^223 + (0 + 2a + 2a^2)d1^109d2^223 + (0 + 1a + 2a^2)d1^110d2^223 + (0 + 4a + 1a^2)d1^111d2^223 + (1 + 1a + 2a^2)d1^112d2^223 + (0 + 1a + 3a^2)d1^113d2^223 + (0 + 3a + 4a^2)d1^114d2^223 + (2 + 3a + 1a^2)d1^115d2^223 + (1 + 3a + 0a^2)d1^116d2^223 + (2 + 2a + 1a^2)d1^117d2^223 + (4 + 3a + 4a^2)d1^118d2^223 + (2 + 1a + 1a^2)d1^119d2^223 + (4 + 4a + 1a^2)d1^120d2^223 + (4 + 3a + 3a^2)d1^121d2^223 + (2 + 0a + 2a^2)d1^122d2^223 + (4 + 3a + 2a^2)d1^123d2^223 + (2 + 1a + 2a^2)d1^124d2^223 + (4 + 3a + 4a^2)d1^125d2^223 + (2 + 4a + 1a^2)d1^126d2^223 + (2 + 4a + 4a^2)d1^127d2^223 + (4 + 2a + 1a^2)d1^128d2^223 + (1 + 3a + 0a^2)d1^129d2^223 + (2 + 2a + 4a^2)d1^130d2^223 + (2 + 4a + 4a^2)d1^131d2^223 + (1 + 4a + 2a^2)d1^132d2^223 + (0 + 4a + 3a^2)d1^133d2^223 + (4 + 2a + 2a^2)d1^134d2^223 + (0 + 4a + 3a^2)d1^135d2^223 + (2 + 0a + 3a^2)d1^136d2^223 + (2 + 1a + 3a^2)d1^137d2^223 + (0 + 4a + 4a^2)d1^138d2^223 + (4 + 4a + 0a^2)d1^139d2^223 + (1 + 0a + 4a^2)d1^140d2^223 + (0 + 4a + 0a^2)d1^141d2^223 + (1 + 4a + 3a^2)d1^142d2^223 + (1 + 3a + 0a^2)d1^143d2^223 + (3 + 4a + 2a^2)d1^144d2^223 + (3 + 2a + 3a^2)d1^145d2^223 + (3 + 1a + 2a^2)d1^146d2^223 + (1 + 4a + 0a^2)d1^147d2^223 + (0 + 1a + 4a^2)d1^148d2^223 + (2 + 0a + 4a^2)d1^149d2^223 + (0 + 3a + 0a^2)d1^150d2^223 + (3 + 0a + 1a^2)d1^151d2^223 + (1 + 0a + 3a^2)d1^152d2^223 + (0 + 1a + 3a^2)d1^153d2^223 + (4 + 2a + 2a^2)d1^154d2^223 + (3 + 4a + 4a^2)d1^155d2^223 + (0 + 2a + 1a^2)d1^156d2^223 + (1 + 0a + 4a^2)d1^157d2^223 + (1 + 2a + 0a^2)d1^158d2^223 + (3 + 1a + 3a^2)d1^159d2^223 + (0 + 0a + 3a^2)d1^160d2^223 + (0 + 4a + 2a^2)d1^161d2^223 + (3 + 3a + 3a^2)d1^162d2^223 + (1 + 3a + 1a^2)d1^163d2^223 + (3 + 4a + 0a^2)d1^164d2^223 + (2 + 4a + 2a^2)d1^165d2^223 + (1 + 3a + 2a^2)d1^166d2^223 + (3 + 1a + 0a^2)d1^167d2^223 + (3 + 1a + 4a^2)d1^168d2^223 + (1 + 4a + 2a^2)d1^169d2^223 + (0 + 4a + 2a^2)d1^170d2^223 + (3 + 4a + 1a^2)d1^171d2^223 + (0 + 4a + 4a^2)d1^172d2^223 + (4 + 1a + 4a^2)d1^173d2^223 + (4 + 4a + 0a^2)d1^174d2^223 + (4 + 1a + 2a^2)d1^175d2^223 + (2 + 0a + 3a^2)d1^176d2^223 + (4 + 2a + 0a^2)d1^177d2^223 + (2 + 4a + 3a^2)d1^178d2^223 + (2 + 2a + 0a^2)d1^179d2^223 + (2 + 1a + 3a^2)d1^180d2^223 + (1 + 0a + 2a^2)d1^181d2^223 + (2 + 0a + 1a^2)d1^182d2^223 + (3 + 4a + 0a^2)d1^183d2^223 + (3 + 3a + 1a^2)d1^184d2^223 + (1 + 3a + 2a^2)d1^185d2^223 + (1 + 3a + 3a^2)d1^186d2^223 + (0 + 1a + 3a^2)d1^187d2^223 + (2 + 1a + 3a^2)d1^188d2^223 + (0 + 1a + 2a^2)d1^189d2^223 + (2 + 1a + 2a^2)d1^190d2^223 + (0 + 2a + 2a^2)d1^191d2^223 + (3 + 2a + 4a^2)d1^192d2^223 + (1 + 3a + 0a^2)d1^193d2^223 + (4 + 1a + 1a^2)d1^194d2^223 + (2 + 2a + 1a^2)d1^195d2^223 + (3 + 2a + 0a^2)d1^196d2^223 + (4 + 1a + 2a^2)d1^197d2^223 + (3 + 4a + 1a^2)d1^198d2^223 + (3 + 2a + 2a^2)d1^199d2^223 + (1 + 0a + 4a^2)d1^200d2^223 + (3 + 2a + 0a^2)d1^201d2^223 + (0 + 3a + 0a^2)d1^202d2^223 + (1 + 3a + 2a^2)d1^203d2^223 + (4 + 1a + 1a^2)d1^204d2^223 + (2 + 2a + 1a^2)d1^205d2^223 + (0 + 4a + 3a^2)d1^206d2^223 + (1 + 4a + 4a^2)d1^207d2^223 + (0 + 2a + 2a^2)d1^208d2^223 + (3 + 1a + 0a^2)d1^209d2^223 + (2 + 4a + 3a^2)d1^210d2^223 + (4 + 2a + 3a^2)d1^211d2^223 + (4 + 0a + 4a^2)d1^212d2^223 + (1 + 2a + 3a^2)d1^213d2^223 + (3 + 3a + 1a^2)d1^214d2^223 + (2 + 4a + 0a^2)d1^215d2^223 + (1 + 4a + 2a^2)d1^216d2^223 + (2 + 3a + 4a^2)d1^217d2^223 + (1 + 1a + 3a^2)d1^218d2^223 + (3 + 4a + 2a^2)d1^219d2^223 + (3 + 3a + 1a^2)d1^220d2^223 + (4 + 4a + 0a^2)d1^221d2^223 + (4 + 2a + 4a^2)d1^222d2^223 + (3 + 0a + 3a^2)d1^223d2^223 + (2 + 0a + 2a^2)d1^224d2^223 + (3 + 1a + 2a^2)d1^225d2^223 + (2 + 3a + 2a^2)d1^226d2^223 + (2 + 3a + 4a^2)d1^227d2^223 + (4 + 4a + 4a^2)d1^228d2^223 + (3 + 3a + 0a^2)d1^229d2^223 + (4 + 4a + 4a^2)d1^230d2^223 + (3 + 1a + 2a^2)d1^231d2^223 + (2 + 0a + 2a^2)d1^232d2^223 + (0 + 0a + 4a^2)d1^233d2^223 + (4 + 3a + 0a^2)d1^234d2^223 + (4 + 3a + 1a^2)d1^235d2^223 + (1 + 2a + 2a^2)d1^236d2^223 + (0 + 4a + 1a^2)d1^237d2^223 + (2 + 3a + 1a^2)d1^238d2^223 + (4 + 4a + 0a^2)d1^239d2^223 + (3 + 2a + 1a^2)d1^240d2^223 + (4 + 2a + 2a^2)d1^241d2^223 + (2 + 3a + 1a^2)d1^242d2^223 + (3 + 2a + 2a^2)d1^243d2^223 + (4 + 2a + 0a^2)d1^244d2^223 + (3 + 1a + 0a^2)d1^245d2^223 + (4 + 2a + 0a^2)d1^246d2^223 + (0 + 0a + 1a^2)d1^247d2^223 + (4 + 0a + 0a^2)d1^248d2^223 + (3 + 3a + 4a^2)d1^249d2^223 + (1 + 1a + 4a^2)d1^250d2^223 + (2 + 0a + 0a^2)d1^251d2^223 + (2 + 3a + 4a^2)d1^252d2^223 + (0 + 4a + 4a^2)d1^253d2^223 + (3 + 4a + 4a^2)d1^254d2^223 + (3 + 4a + 1a^2)d1^255d2^223 + (4 + 4a + 1a^2)d1^256d2^223 + (4 + 0a + 1a^2)d1^257d2^223 + (4 + 2a + 4a^2)d1^258d2^223 + (3 + 1a + 1a^2)d1^259d2^223 + (4 + 1a + 4a^2)d1^260d2^223 + (0 + 2a + 4a^2)d1^261d2^223 + (2 + 4a + 3a^2)d1^262d2^223 + (1 + 4a + 2a^2)d1^263d2^223 + (1 + 1a + 0a^2)d1^264d2^223 + (0 + 1a + 1a^2)d1^265d2^223 + (0 + 2a + 4a^2)d1^266d2^223 + (3 + 0a + 0a^2)d1^267d2^223 + (4 + 1a + 0a^2)d1^268d2^223 + (2 + 4a + 0a^2)d1^269d2^223 + (4 + 3a + 0a^2)d1^270d2^223 + (1 + 2a + 3a^2)d1^271d2^223 + (4 + 1a + 1a^2)d1^272d2^223 + (0 + 3a + 0a^2)d1^273d2^223 + (0 + 3a + 1a^2)d1^274d2^223 + (1 + 0a + 4a^2)d1^276d2^223 + (1 + 2a + 4a^2)d1^277d2^223 + (0 + 1a + 2a^2)d1^278d2^223 + (4 + 4a + 3a^2)d1^279d2^223 + (1 + 1a + 2a^2)d1^280d2^223 + (1 + 2a + 0a^2)d1^281d2^223 + (4 + 4a + 4a^2)d1^282d2^223 + (2 + 3a + 4a^2)d1^283d2^223 + (2 + 0a + 3a^2)d1^284d2^223 + (3 + 0a + 1a^2)d1^285d2^223 + (0 + 3a + 3a^2)d1^286d2^223 + (2 + 3a + 2a^2)d1^287d2^223 + (4 + 4a + 2a^2)d1^288d2^223 + (3 + 1a + 2a^2)d1^289d2^223 + (3 + 1a + 2a^2)d1^290d2^223 + (3 + 0a + 2a^2)d1^291d2^223 + (1 + 0a + 3a^2)d1^292d2^223 + (4 + 0a + 4a^2)d1^293d2^223 + (0 + 2a + 1a^2)d2^224 + (0 + 1a + 0a^2)d1^1d2^224 + (3 + 1a + 0a^2)d1^2d2^224 + (3 + 0a + 1a^2)d1^3d2^224 + (0 + 3a + 2a^2)d1^4d2^224 + (1 + 2a + 4a^2)d1^5d2^224 + (1 + 1a + 3a^2)d1^6d2^224 + (0 + 4a + 1a^2)d1^7d2^224 + (3 + 4a + 2a^2)d1^8d2^224 + (0 + 0a + 4a^2)d1^9d2^224 + (1 + 3a + 2a^2)d1^10d2^224 + (3 + 1a + 4a^2)d1^11d2^224 + (1 + 2a + 2a^2)d1^12d2^224 + (3 + 2a + 4a^2)d1^13d2^224 + (0 + 3a + 4a^2)d1^14d2^224 + (2 + 1a + 4a^2)d1^15d2^224 + (4 + 4a + 1a^2)d1^16d2^224 + (4 + 3a + 1a^2)d1^17d2^224 + (2 + 0a + 3a^2)d1^18d2^224 + (4 + 1a + 4a^2)d1^19d2^224 + (1 + 4a + 2a^2)d1^20d2^224 + (0 + 0a + 3a^2)d1^21d2^224 + (1 + 3a + 1a^2)d1^22d2^224 + (0 + 1a + 2a^2)d1^23d2^224 + (3 + 4a + 4a^2)d1^24d2^224 + (0 + 0a + 1a^2)d1^25d2^224 + (3 + 0a + 1a^2)d1^26d2^224 + (1 + 4a + 4a^2)d1^27d2^224 + (3 + 3a + 3a^2)d1^28d2^224 + (1 + 2a + 1a^2)d1^29d2^224 + (0 + 3a + 1a^2)d1^30d2^224 + (2 + 0a + 0a^2)d1^31d2^224 + (4 + 2a + 1a^2)d1^32d2^224 + (4 + 4a + 0a^2)d1^33d2^224 + (1 + 2a + 4a^2)d1^34d2^224 + (0 + 0a + 2a^2)d1^35d2^224 + (3 + 2a + 2a^2)d1^36d2^224 + (1 + 0a + 0a^2)d1^37d2^224 + (2 + 3a + 3a^2)d1^38d2^224 + (1 + 0a + 0a^2)d1^39d2^224 + (1 + 0a + 2a^2)d1^40d2^224 + (3 + 1a + 1a^2)d1^41d2^224 + (4 + 1a + 3a^2)d1^42d2^224 + (2 + 4a + 0a^2)d1^43d2^224 + (2 + 0a + 3a^2)d1^44d2^224 + (0 + 1a + 3a^2)d1^45d2^224 + (3 + 4a + 4a^2)d1^46d2^224 + (4 + 3a + 2a^2)d1^47d2^224 + (3 + 4a + 2a^2)d1^48d2^224 + (0 + 4a + 3a^2)d1^49d2^224 + (3 + 4a + 3a^2)d1^50d2^224 + (2 + 1a + 2a^2)d1^51d2^224 + (1 + 2a + 1a^2)d1^52d2^224 + (0 + 4a + 4a^2)d1^53d2^224 + (0 + 0a + 1a^2)d1^54d2^224 + (4 + 1a + 0a^2)d1^55d2^224 + (4 + 4a + 4a^2)d1^56d2^224 + (4 + 2a + 0a^2)d1^57d2^224 + (2 + 1a + 4a^2)d1^58d2^224 + (4 + 2a + 0a^2)d1^59d2^224 + (4 + 2a + 4a^2)d1^60d2^224 + (4 + 0a + 3a^2)d1^61d2^224 + (0 + 2a + 1a^2)d1^62d2^224 + (2 + 2a + 1a^2)d1^63d2^224 + (3 + 4a + 3a^2)d1^64d2^224 + (0 + 0a + 2a^2)d1^65d2^224 + (0 + 2a + 4a^2)d1^66d2^224 + (2 + 2a + 1a^2)d1^67d2^224 + (3 + 2a + 4a^2)d1^68d2^224 + (4 + 2a + 3a^2)d1^69d2^224 + (2 + 4a + 1a^2)d1^70d2^224 + (2 + 1a + 1a^2)d1^71d2^224 + (0 + 4a + 1a^2)d1^72d2^224 + (3 + 3a + 0a^2)d1^73d2^224 + (0 + 2a + 3a^2)d1^74d2^224 + (4 + 3a + 0a^2)d1^75d2^224 + (1 + 0a + 2a^2)d1^76d2^224 + (0 + 3a + 2a^2)d1^77d2^224 + (2 + 0a + 2a^2)d1^78d2^224 + (3 + 2a + 1a^2)d1^79d2^224 + (0 + 0a + 3a^2)d1^80d2^224 + (0 + 3a + 0a^2)d1^81d2^224 + (4 + 4a + 3a^2)d1^82d2^224 + (4 + 0a + 1a^2)d1^83d2^224 + (4 + 2a + 1a^2)d1^84d2^224 + (1 + 0a + 0a^2)d1^85d2^224 + (2 + 3a + 1a^2)d1^86d2^224 + (0 + 3a + 0a^2)d1^87d2^224 + (4 + 4a + 2a^2)d1^88d2^224 + (3 + 0a + 3a^2)d1^89d2^224 + (3 + 0a + 4a^2)d1^90d2^224 + (3 + 2a + 1a^2)d1^91d2^224 + (0 + 3a + 0a^2)d1^92d2^224 + (1 + 4a + 2a^2)d1^93d2^224 + (2 + 2a + 4a^2)d1^94d2^224 + (2 + 4a + 0a^2)d1^95d2^224 + (1 + 0a + 3a^2)d1^96d2^224 + (0 + 2a + 0a^2)d1^97d2^224 + (0 + 3a + 4a^2)d1^98d2^224 + (2 + 0a + 4a^2)d1^99d2^224 + (2 + 0a + 3a^2)d1^100d2^224 + (2 + 4a + 1a^2)d1^101d2^224 + (4 + 1a + 0a^2)d1^102d2^224 + (0 + 3a + 2a^2)d1^103d2^224 + (2 + 0a + 1a^2)d1^104d2^224 + (4 + 2a + 1a^2)d1^105d2^224 + (4 + 2a + 4a^2)d1^106d2^224 + (2 + 0a + 4a^2)d1^107d2^224 + (3 + 3a + 0a^2)d1^108d2^224 + (2 + 2a + 4a^2)d1^109d2^224 + (3 + 4a + 2a^2)d1^110d2^224 + (4 + 3a + 4a^2)d1^111d2^224 + (3 + 1a + 2a^2)d1^112d2^224 + (0 + 1a + 4a^2)d1^113d2^224 + (3 + 1a + 4a^2)d1^114d2^224 + (2 + 1a + 3a^2)d1^115d2^224 + (0 + 4a + 0a^2)d1^116d2^224 + (0 + 4a + 1a^2)d1^117d2^224 + (4 + 1a + 1a^2)d1^118d2^224 + (4 + 4a + 4a^2)d1^119d2^224 + (0 + 3a + 1a^2)d1^120d2^224 + (1 + 4a + 0a^2)d1^121d2^224 + (3 + 1a + 4a^2)d1^122d2^224 + (3 + 3a + 1a^2)d1^123d2^224 + (0 + 3a + 2a^2)d1^124d2^224 + (2 + 0a + 0a^2)d1^125d2^224 + (3 + 4a + 0a^2)d1^126d2^224 + (3 + 3a + 2a^2)d1^127d2^224 + (2 + 4a + 3a^2)d1^128d2^224 + (0 + 2a + 0a^2)d1^129d2^224 + (3 + 1a + 4a^2)d1^130d2^224 + (0 + 2a + 3a^2)d1^131d2^224 + (0 + 0a + 4a^2)d1^132d2^224 + (0 + 1a + 0a^2)d1^133d2^224 + (0 + 2a + 0a^2)d1^134d2^224 + (0 + 3a + 3a^2)d1^135d2^224 + (4 + 4a + 4a^2)d1^136d2^224 + (2 + 3a + 4a^2)d1^137d2^224 + (4 + 3a + 0a^2)d1^138d2^224 + (4 + 4a + 2a^2)d1^139d2^224 + (2 + 1a + 4a^2)d1^140d2^224 + (0 + 2a + 3a^2)d1^141d2^224 + (4 + 3a + 4a^2)d1^142d2^224 + (3 + 2a + 3a^2)d1^143d2^224 + (0 + 2a + 4a^2)d1^144d2^224 + (4 + 3a + 4a^2)d1^145d2^224 + (2 + 2a + 3a^2)d1^146d2^224 + (4 + 1a + 3a^2)d1^147d2^224 + (1 + 3a + 4a^2)d1^148d2^224 + (0 + 3a + 2a^2)d1^149d2^224 + (4 + 4a + 4a^2)d1^150d2^224 + (0 + 1a + 4a^2)d1^151d2^224 + (3 + 1a + 3a^2)d1^152d2^224 + (2 + 4a + 1a^2)d1^153d2^224 + (0 + 1a + 4a^2)d1^154d2^224 + (3 + 3a + 2a^2)d1^155d2^224 + (0 + 1a + 1a^2)d1^156d2^224 + (2 + 0a + 2a^2)d1^157d2^224 + (1 + 4a + 4a^2)d1^158d2^224 + (2 + 2a + 1a^2)d1^159d2^224 + (4 + 4a + 4a^2)d1^160d2^224 + (4 + 3a + 2a^2)d1^161d2^224 + (0 + 4a + 3a^2)d1^162d2^224 + (4 + 4a + 0a^2)d1^163d2^224 + (1 + 4a + 2a^2)d1^164d2^224 + (0 + 4a + 1a^2)d1^165d2^224 + (2 + 3a + 2a^2)d1^166d2^224 + (4 + 1a + 3a^2)d1^167d2^224 + (2 + 4a + 4a^2)d1^168d2^224 + (2 + 1a + 1a^2)d1^169d2^224 + (2 + 2a + 0a^2)d1^170d2^224 + (1 + 4a + 0a^2)d1^171d2^224 + (3 + 2a + 4a^2)d1^172d2^224 + (4 + 3a + 3a^2)d1^173d2^224 + (0 + 2a + 1a^2)d1^174d2^224 + (0 + 2a + 3a^2)d1^175d2^224 + (2 + 3a + 4a^2)d1^176d2^224 + (1 + 0a + 1a^2)d1^177d2^224 + (4 + 0a + 3a^2)d1^178d2^224 + (3 + 4a + 4a^2)d1^179d2^224 + (1 + 1a + 1a^2)d1^180d2^224 + (3 + 4a + 3a^2)d1^181d2^224 + (0 + 2a + 3a^2)d1^182d2^224 + (3 + 2a + 4a^2)d1^183d2^224 + (3 + 3a + 4a^2)d1^184d2^224 + (4 + 1a + 2a^2)d1^185d2^224 + (1 + 3a + 1a^2)d1^186d2^224 + (1 + 4a + 4a^2)d1^187d2^224 + (2 + 3a + 1a^2)d1^188d2^224 + (2 + 0a + 3a^2)d1^189d2^224 + (2 + 2a + 0a^2)d1^190d2^224 + (0 + 3a + 1a^2)d1^191d2^224 + (0 + 1a + 3a^2)d1^192d2^224 + (0 + 2a + 2a^2)d1^193d2^224 + (3 + 2a + 4a^2)d1^194d2^224 + (3 + 2a + 2a^2)d1^195d2^224 + (2 + 4a + 3a^2)d1^196d2^224 + (2 + 1a + 4a^2)d1^197d2^224 + (1 + 3a + 0a^2)d1^198d2^224 + (2 + 3a + 1a^2)d1^199d2^224 + (1 + 2a + 4a^2)d1^200d2^224 + (3 + 0a + 3a^2)d1^201d2^224 + (2 + 0a + 3a^2)d1^202d2^224 + (3 + 2a + 1a^2)d1^203d2^224 + (1 + 0a + 0a^2)d1^204d2^224 + (4 + 2a + 4a^2)d1^205d2^224 + (0 + 3a + 2a^2)d1^206d2^224 + (2 + 1a + 2a^2)d1^207d2^224 + (4 + 4a + 2a^2)d1^209d2^224 + (0 + 4a + 3a^2)d1^210d2^224 + (4 + 3a + 2a^2)d1^211d2^224 + (4 + 4a + 1a^2)d1^212d2^224 + (1 + 0a + 0a^2)d1^213d2^224 + (1 + 1a + 1a^2)d1^214d2^224 + (0 + 3a + 2a^2)d1^215d2^224 + (4 + 0a + 3a^2)d1^216d2^224 + (0 + 3a + 2a^2)d1^217d2^224 + (2 + 2a + 2a^2)d1^218d2^224 + (1 + 0a + 3a^2)d1^219d2^224 + (3 + 1a + 1a^2)d1^220d2^224 + (0 + 3a + 1a^2)d1^221d2^224 + (4 + 3a + 3a^2)d1^222d2^224 + (1 + 3a + 1a^2)d1^223d2^224 + (0 + 3a + 0a^2)d1^224d2^224 + (3 + 4a + 2a^2)d1^225d2^224 + (1 + 3a + 0a^2)d1^226d2^224 + (2 + 4a + 3a^2)d1^227d2^224 + (2 + 0a + 0a^2)d1^228d2^224 + (3 + 0a + 3a^2)d1^229d2^224 + (0 + 4a + 2a^2)d1^230d2^224 + (3 + 0a + 2a^2)d1^231d2^224 + (3 + 0a + 2a^2)d1^232d2^224 + (4 + 4a + 2a^2)d1^233d2^224 + (0 + 0a + 2a^2)d1^234d2^224 + (3 + 4a + 1a^2)d1^235d2^224 + (4 + 3a + 1a^2)d1^236d2^224 + (2 + 0a + 0a^2)d1^237d2^224 + (2 + 0a + 3a^2)d1^238d2^224 + (3 + 3a + 1a^2)d1^239d2^224 + (3 + 1a + 2a^2)d1^240d2^224 + (4 + 1a + 4a^2)d1^241d2^224 + (1 + 2a + 2a^2)d1^243d2^224 + (3 + 4a + 3a^2)d1^244d2^224 + (4 + 1a + 2a^2)d1^245d2^224 + (2 + 4a + 3a^2)d1^246d2^224 + (4 + 3a + 4a^2)d1^247d2^224 + (0 + 2a + 4a^2)d1^248d2^224 + (4 + 4a + 3a^2)d1^249d2^224 + (3 + 3a + 4a^2)d1^250d2^224 + (4 + 2a + 2a^2)d1^251d2^224 + (4 + 4a + 1a^2)d1^252d2^224 + (1 + 4a + 4a^2)d1^253d2^224 + (2 + 2a + 4a^2)d1^254d2^224 + (0 + 3a + 2a^2)d1^255d2^224 + (4 + 0a + 0a^2)d1^256d2^224 + (2 + 4a + 4a^2)d1^257d2^224 + (3 + 3a + 4a^2)d1^258d2^224 + (1 + 4a + 2a^2)d1^259d2^224 + (2 + 2a + 0a^2)d1^260d2^224 + (4 + 1a + 4a^2)d1^261d2^224 + (3 + 2a + 2a^2)d1^262d2^224 + (4 + 2a + 0a^2)d1^263d2^224 + (0 + 1a + 4a^2)d1^264d2^224 + (2 + 0a + 1a^2)d1^265d2^224 + (1 + 2a + 4a^2)d1^266d2^224 + (1 + 1a + 1a^2)d1^267d2^224 + (0 + 4a + 2a^2)d1^268d2^224 + (0 + 4a + 2a^2)d1^269d2^224 + (0 + 1a + 1a^2)d1^270d2^224 + (2 + 3a + 0a^2)d1^271d2^224 + (2 + 0a + 0a^2)d1^272d2^224 + (0 + 0a + 4a^2)d1^273d2^224 + (2 + 4a + 3a^2)d1^274d2^224 + (0 + 3a + 2a^2)d1^275d2^224 + (3 + 4a + 4a^2)d1^276d2^224 + (1 + 4a + 4a^2)d1^277d2^224 + (2 + 4a + 0a^2)d1^278d2^224 + (2 + 2a + 3a^2)d1^279d2^224 + (2 + 0a + 4a^2)d1^280d2^224 + (4 + 2a + 1a^2)d1^281d2^224 + (1 + 4a + 1a^2)d1^282d2^224 + (0 + 0a + 4a^2)d1^283d2^224 + (1 + 3a + 4a^2)d1^284d2^224 + (3 + 3a + 4a^2)d1^285d2^224 + (1 + 0a + 1a^2)d1^286d2^224 + (1 + 1a + 0a^2)d1^287d2^224 + (4 + 4a + 1a^2)d1^288d2^224 + (4 + 4a + 4a^2)d1^289d2^224 + (2 + 1a + 4a^2)d1^290d2^224 + (3 + 1a + 2a^2)d1^291d2^224 + (0 + 3a + 2a^2)d1^292d2^224 + (2 + 0a + 4a^2)d1^293d2^224 + (2 + 2a + 3a^2)d2^225 + (3 + 4a + 0a^2)d1^1d2^225 + (0 + 4a + 3a^2)d1^2d2^225 + (1 + 2a + 0a^2)d1^3d2^225 + (2 + 1a + 3a^2)d1^4d2^225 + (0 + 1a + 2a^2)d1^5d2^225 + (1 + 4a + 3a^2)d1^6d2^225 + (2 + 1a + 1a^2)d1^7d2^225 + (0 + 4a + 3a^2)d1^8d2^225 + (1 + 4a + 2a^2)d1^9d2^225 + (4 + 4a + 2a^2)d1^10d2^225 + (3 + 4a + 3a^2)d1^11d2^225 + (0 + 3a + 2a^2)d1^12d2^225 + (2 + 2a + 2a^2)d1^13d2^225 + (4 + 1a + 0a^2)d1^14d2^225 + (1 + 2a + 4a^2)d1^15d2^225 + (3 + 3a + 4a^2)d1^16d2^225 + (3 + 2a + 1a^2)d1^17d2^225 + (3 + 0a + 4a^2)d1^18d2^225 + (1 + 4a + 2a^2)d1^19d2^225 + (2 + 1a + 0a^2)d1^20d2^225 + (2 + 2a + 4a^2)d1^21d2^225 + (2 + 1a + 2a^2)d1^22d2^225 + (3 + 3a + 2a^2)d1^23d2^225 + (2 + 4a + 3a^2)d1^24d2^225 + (1 + 0a + 0a^2)d1^25d2^225 + (0 + 0a + 3a^2)d1^26d2^225 + (2 + 4a + 1a^2)d1^27d2^225 + (3 + 0a + 1a^2)d1^28d2^225 + (4 + 2a + 3a^2)d1^29d2^225 + (1 + 3a + 3a^2)d1^30d2^225 + (4 + 3a + 1a^2)d1^31d2^225 + (3 + 1a + 1a^2)d1^32d2^225 + (2 + 3a + 2a^2)d1^33d2^225 + (0 + 3a + 4a^2)d1^34d2^225 + (1 + 0a + 1a^2)d1^35d2^225 + (0 + 0a + 3a^2)d1^36d2^225 + (2 + 0a + 0a^2)d1^37d2^225 + (1 + 4a + 1a^2)d1^39d2^225 + (0 + 4a + 2a^2)d1^40d2^225 + (0 + 4a + 0a^2)d1^41d2^225 + (1 + 2a + 0a^2)d1^42d2^225 + (2 + 4a + 0a^2)d1^43d2^225 + (2 + 2a + 1a^2)d1^44d2^225 + (1 + 0a + 4a^2)d1^45d2^225 + (1 + 2a + 2a^2)d1^46d2^225 + (4 + 1a + 3a^2)d1^47d2^225 + (4 + 3a + 3a^2)d1^48d2^225 + (0 + 3a + 4a^2)d1^49d2^225 + (3 + 1a + 0a^2)d1^50d2^225 + (1 + 3a + 4a^2)d1^51d2^225 + (0 + 3a + 2a^2)d1^52d2^225 + (1 + 4a + 0a^2)d1^53d2^225 + (3 + 4a + 3a^2)d1^54d2^225 + (4 + 0a + 2a^2)d1^55d2^225 + (4 + 0a + 3a^2)d1^56d2^225 + (3 + 0a + 1a^2)d1^57d2^225 + (0 + 0a + 3a^2)d1^58d2^225 + (2 + 2a + 1a^2)d1^59d2^225 + (1 + 3a + 4a^2)d1^60d2^225 + (3 + 0a + 4a^2)d1^61d2^225 + (0 + 4a + 4a^2)d1^62d2^225 + (0 + 1a + 2a^2)d1^63d2^225 + (3 + 4a + 0a^2)d1^64d2^225 + (2 + 1a + 4a^2)d1^65d2^225 + (2 + 4a + 3a^2)d1^66d2^225 + (2 + 1a + 3a^2)d1^67d2^225 + (4 + 2a + 1a^2)d1^68d2^225 + (2 + 1a + 2a^2)d1^69d2^225 + (0 + 1a + 4a^2)d1^70d2^225 + (2 + 2a + 2a^2)d1^71d2^225 + (0 + 1a + 1a^2)d1^72d2^225 + (3 + 2a + 1a^2)d1^73d2^225 + (1 + 4a + 2a^2)d1^74d2^225 + (0 + 1a + 1a^2)d1^75d2^225 + (0 + 0a + 2a^2)d1^76d2^225 + (4 + 3a + 1a^2)d1^77d2^225 + (0 + 1a + 2a^2)d1^78d2^225 + (0 + 3a + 1a^2)d1^79d2^225 + (0 + 1a + 2a^2)d1^80d2^225 + (3 + 2a + 0a^2)d1^81d2^225 + (1 + 0a + 1a^2)d1^82d2^225 + (3 + 1a + 2a^2)d1^83d2^225 + (4 + 1a + 2a^2)d1^84d2^225 + (3 + 2a + 3a^2)d1^85d2^225 + (2 + 1a + 2a^2)d1^86d2^225 + (2 + 1a + 4a^2)d1^87d2^225 + (1 + 2a + 3a^2)d1^88d2^225 + (0 + 4a + 4a^2)d1^89d2^225 + (4 + 2a + 1a^2)d1^90d2^225 + (2 + 0a + 1a^2)d1^91d2^225 + (2 + 0a + 1a^2)d1^92d2^225 + (2 + 3a + 3a^2)d1^93d2^225 + (1 + 3a + 1a^2)d1^94d2^225 + (3 + 2a + 1a^2)d1^95d2^225 + (4 + 0a + 3a^2)d1^96d2^225 + (0 + 1a + 0a^2)d1^97d2^225 + (0 + 2a + 1a^2)d1^98d2^225 + (2 + 2a + 0a^2)d1^99d2^225 + (0 + 0a + 4a^2)d1^100d2^225 + (0 + 4a + 4a^2)d1^101d2^225 + (3 + 0a + 4a^2)d1^102d2^225 + (0 + 2a + 0a^2)d1^103d2^225 + (1 + 1a + 2a^2)d1^104d2^225 + (3 + 1a + 1a^2)d1^105d2^225 + (4 + 2a + 0a^2)d1^106d2^225 + (4 + 1a + 0a^2)d1^107d2^225 + (0 + 4a + 1a^2)d1^108d2^225 + (4 + 3a + 2a^2)d1^109d2^225 + (0 + 1a + 1a^2)d1^110d2^225 + (1 + 4a + 4a^2)d1^111d2^225 + (4 + 4a + 2a^2)d1^112d2^225 + (4 + 3a + 1a^2)d1^113d2^225 + (4 + 4a + 2a^2)d1^114d2^225 + (2 + 3a + 3a^2)d1^115d2^225 + (0 + 1a + 0a^2)d1^116d2^225 + (1 + 1a + 0a^2)d1^117d2^225 + (4 + 2a + 1a^2)d1^118d2^225 + (3 + 3a + 0a^2)d1^119d2^225 + (3 + 0a + 0a^2)d1^120d2^225 + (1 + 0a + 1a^2)d1^121d2^225 + (0 + 3a + 1a^2)d1^122d2^225 + (4 + 1a + 2a^2)d1^123d2^225 + (1 + 3a + 1a^2)d1^124d2^225 + (2 + 1a + 4a^2)d1^125d2^225 + (4 + 0a + 2a^2)d1^126d2^225 + (2 + 1a + 1a^2)d1^127d2^225 + (4 + 1a + 3a^2)d1^128d2^225 + (0 + 1a + 1a^2)d1^129d2^225 + (1 + 0a + 2a^2)d1^130d2^225 + (3 + 0a + 3a^2)d1^131d2^225 + (3 + 2a + 1a^2)d1^132d2^225 + (3 + 0a + 1a^2)d1^133d2^225 + (2 + 1a + 0a^2)d1^134d2^225 + (3 + 4a + 3a^2)d1^135d2^225 + (0 + 1a + 2a^2)d1^136d2^225 + (1 + 2a + 4a^2)d1^137d2^225 + (1 + 1a + 3a^2)d1^138d2^225 + (1 + 0a + 0a^2)d1^139d2^225 + (0 + 2a + 4a^2)d1^140d2^225 + (4 + 0a + 3a^2)d1^141d2^225 + (2 + 0a + 4a^2)d1^142d2^225 + (2 + 3a + 2a^2)d1^143d2^225 + (1 + 4a + 4a^2)d1^144d2^225 + (4 + 4a + 4a^2)d1^145d2^225 + (1 + 2a + 0a^2)d1^146d2^225 + (4 + 4a + 0a^2)d1^147d2^225 + (4 + 4a + 1a^2)d1^148d2^225 + (1 + 0a + 3a^2)d1^149d2^225 + (1 + 2a + 0a^2)d1^150d2^225 + (2 + 0a + 3a^2)d1^151d2^225 + (4 + 1a + 1a^2)d1^152d2^225 + (0 + 1a + 4a^2)d1^153d2^225 + (3 + 0a + 1a^2)d1^154d2^225 + (1 + 3a + 2a^2)d1^155d2^225 + (0 + 4a + 3a^2)d1^156d2^225 + (4 + 2a + 2a^2)d1^157d2^225 + (2 + 2a + 2a^2)d1^158d2^225 + (0 + 4a + 0a^2)d1^159d2^225 + (2 + 3a + 4a^2)d1^160d2^225 + (0 + 3a + 4a^2)d1^161d2^225 + (1 + 2a + 1a^2)d1^163d2^225 + (1 + 0a + 4a^2)d1^164d2^225 + (2 + 3a + 0a^2)d1^165d2^225 + (2 + 1a + 0a^2)d1^166d2^225 + (2 + 4a + 4a^2)d1^167d2^225 + (0 + 4a + 4a^2)d1^168d2^225 + (3 + 4a + 0a^2)d1^169d2^225 + (3 + 0a + 0a^2)d1^170d2^225 + (2 + 0a + 2a^2)d1^171d2^225 + (1 + 3a + 4a^2)d1^172d2^225 + (1 + 2a + 2a^2)d1^173d2^225 + (3 + 4a + 0a^2)d1^174d2^225 + (4 + 4a + 1a^2)d1^175d2^225 + (0 + 4a + 0a^2)d1^176d2^225 + (0 + 2a + 4a^2)d1^177d2^225 + (1 + 0a + 4a^2)d1^178d2^225 + (1 + 4a + 0a^2)d1^179d2^225 + (3 + 0a + 4a^2)d1^180d2^225 + (1 + 0a + 4a^2)d1^181d2^225 + (2 + 4a + 2a^2)d1^182d2^225 + (1 + 2a + 1a^2)d1^183d2^225 + (0 + 2a + 2a^2)d1^184d2^225 + (1 + 3a + 2a^2)d1^185d2^225 + (2 + 2a + 4a^2)d1^186d2^225 + (0 + 3a + 3a^2)d1^187d2^225 + (0 + 4a + 0a^2)d1^188d2^225 + (3 + 0a + 1a^2)d1^189d2^225 + (0 + 0a + 1a^2)d1^190d2^225 + (1 + 2a + 2a^2)d1^191d2^225 + (2 + 2a + 0a^2)d1^192d2^225 + (1 + 0a + 2a^2)d1^193d2^225 + (1 + 4a + 3a^2)d1^194d2^225 + (4 + 1a + 2a^2)d1^195d2^225 + (3 + 3a + 1a^2)d1^196d2^225 + (0 + 3a + 1a^2)d1^197d2^225 + (0 + 2a + 4a^2)d1^198d2^225 + (2 + 3a + 1a^2)d1^199d2^225 + (3 + 0a + 0a^2)d1^200d2^225 + (1 + 3a + 0a^2)d1^201d2^225 + (3 + 1a + 1a^2)d1^202d2^225 + (2 + 2a + 1a^2)d1^203d2^225 + (3 + 3a + 2a^2)d1^204d2^225 + (4 + 2a + 2a^2)d1^205d2^225 + (2 + 1a + 4a^2)d1^206d2^225 + (1 + 4a + 0a^2)d1^207d2^225 + (4 + 3a + 0a^2)d1^208d2^225 + (4 + 3a + 2a^2)d1^209d2^225 + (4 + 4a + 0a^2)d1^210d2^225 + (0 + 0a + 1a^2)d1^211d2^225 + (2 + 4a + 4a^2)d1^212d2^225 + (0 + 0a + 3a^2)d1^213d2^225 + (4 + 3a + 4a^2)d1^214d2^225 + (4 + 1a + 4a^2)d1^215d2^225 + (2 + 0a + 3a^2)d1^216d2^225 + (4 + 0a + 1a^2)d1^217d2^225 + (3 + 4a + 1a^2)d1^218d2^225 + (4 + 3a + 0a^2)d1^219d2^225 + (0 + 0a + 1a^2)d1^220d2^225 + (1 + 3a + 0a^2)d1^221d2^225 + (2 + 3a + 3a^2)d1^222d2^225 + (4 + 4a + 2a^2)d1^223d2^225 + (1 + 4a + 4a^2)d1^224d2^225 + (3 + 1a + 2a^2)d1^225d2^225 + (3 + 4a + 2a^2)d1^226d2^225 + (3 + 2a + 4a^2)d1^227d2^225 + (1 + 0a + 3a^2)d1^228d2^225 + (2 + 0a + 0a^2)d1^229d2^225 + (2 + 4a + 2a^2)d1^230d2^225 + (4 + 1a + 4a^2)d1^231d2^225 + (3 + 4a + 4a^2)d1^232d2^225 + (3 + 3a + 4a^2)d1^233d2^225 + (2 + 1a + 3a^2)d1^234d2^225 + (1 + 2a + 3a^2)d1^235d2^225 + (4 + 4a + 0a^2)d1^236d2^225 + (1 + 3a + 1a^2)d1^237d2^225 + (1 + 2a + 4a^2)d1^238d2^225 + (4 + 2a + 2a^2)d1^239d2^225 + (3 + 1a + 0a^2)d1^240d2^225 + (2 + 1a + 2a^2)d1^241d2^225 + (1 + 2a + 3a^2)d1^242d2^225 + (0 + 2a + 1a^2)d1^243d2^225 + (1 + 3a + 0a^2)d1^244d2^225 + (0 + 0a + 2a^2)d1^245d2^225 + (2 + 3a + 0a^2)d1^246d2^225 + (4 + 2a + 2a^2)d1^247d2^225 + (1 + 2a + 2a^2)d1^248d2^225 + (2 + 2a + 2a^2)d1^249d2^225 + (0 + 4a + 0a^2)d1^250d2^225 + (2 + 3a + 1a^2)d1^251d2^225 + (4 + 2a + 2a^2)d1^252d2^225 + (2 + 2a + 2a^2)d1^253d2^225 + (4 + 3a + 3a^2)d1^254d2^225 + (0 + 1a + 2a^2)d1^255d2^225 + (1 + 3a + 3a^2)d1^256d2^225 + (2 + 1a + 1a^2)d1^257d2^225 + (4 + 4a + 3a^2)d1^258d2^225 + (0 + 0a + 1a^2)d1^259d2^225 + (1 + 2a + 1a^2)d1^260d2^225 + (4 + 3a + 0a^2)d1^261d2^225 + (3 + 3a + 4a^2)d1^262d2^225 + (0 + 1a + 0a^2)d1^263d2^225 + (3 + 2a + 1a^2)d1^264d2^225 + (0 + 3a + 3a^2)d1^265d2^225 + (1 + 2a + 0a^2)d1^266d2^225 + (3 + 2a + 3a^2)d1^267d2^225 + (3 + 4a + 2a^2)d1^268d2^225 + (4 + 4a + 2a^2)d1^269d2^225 + (3 + 2a + 0a^2)d1^270d2^225 + (1 + 1a + 3a^2)d1^271d2^225 + (4 + 4a + 0a^2)d1^272d2^225 + (3 + 4a + 2a^2)d1^273d2^225 + (3 + 4a + 3a^2)d1^274d2^225 + (2 + 0a + 3a^2)d1^275d2^225 + (0 + 4a + 0a^2)d1^276d2^225 + (2 + 2a + 1a^2)d1^277d2^225 + (1 + 1a + 2a^2)d1^278d2^225 + (1 + 2a + 2a^2)d1^279d2^225 + (3 + 3a + 2a^2)d1^280d2^225 + (0 + 0a + 1a^2)d1^281d2^225 + (0 + 2a + 2a^2)d1^282d2^225 + (1 + 2a + 3a^2)d1^283d2^225 + (0 + 4a + 1a^2)d1^284d2^225 + (0 + 3a + 0a^2)d1^285d2^225 + (4 + 4a + 3a^2)d1^286d2^225 + (2 + 3a + 4a^2)d1^287d2^225 + (0 + 1a + 1a^2)d1^288d2^225 + (4 + 3a + 0a^2)d1^289d2^225 + (2 + 3a + 4a^2)d1^290d2^225 + (1 + 3a + 3a^2)d1^291d2^225 + (4 + 0a + 3a^2)d1^292d2^225 + (1 + 1a + 4a^2)d1^293d2^225 + (0 + 4a + 4a^2)d2^226 + (3 + 0a + 1a^2)d1^1d2^226 + (3 + 4a + 0a^2)d1^2d2^226 + (4 + 2a + 0a^2)d1^3d2^226 + (0 + 0a + 3a^2)d1^4d2^226 + (1 + 3a + 1a^2)d1^5d2^226 + (0 + 4a + 3a^2)d1^6d2^226 + (4 + 2a + 0a^2)d1^7d2^226 + (2 + 0a + 4a^2)d1^8d2^226 + (1 + 1a + 1a^2)d1^9d2^226 + (2 + 0a + 2a^2)d1^10d2^226 + (3 + 3a + 4a^2)d1^11d2^226 + (1 + 1a + 3a^2)d1^12d2^226 + (0 + 0a + 2a^2)d1^13d2^226 + (1 + 2a + 1a^2)d1^14d2^226 + (0 + 3a + 4a^2)d1^15d2^226 + (3 + 3a + 2a^2)d1^16d2^226 + (0 + 1a + 1a^2)d1^17d2^226 + (3 + 2a + 3a^2)d1^18d2^226 + (3 + 1a + 2a^2)d1^19d2^226 + (3 + 0a + 3a^2)d1^20d2^226 + (0 + 2a + 2a^2)d1^21d2^226 + (1 + 4a + 2a^2)d1^22d2^226 + (1 + 0a + 2a^2)d1^23d2^226 + (4 + 3a + 1a^2)d1^24d2^226 + (4 + 4a + 4a^2)d1^25d2^226 + (0 + 1a + 1a^2)d1^26d2^226 + (1 + 4a + 1a^2)d1^27d2^226 + (3 + 1a + 2a^2)d1^28d2^226 + (2 + 4a + 4a^2)d1^29d2^226 + (4 + 2a + 4a^2)d1^30d2^226 + (1 + 3a + 3a^2)d1^31d2^226 + (2 + 4a + 4a^2)d1^32d2^226 + (0 + 4a + 0a^2)d1^33d2^226 + (1 + 2a + 4a^2)d1^34d2^226 + (2 + 2a + 1a^2)d1^35d2^226 + (1 + 1a + 2a^2)d1^36d2^226 + (4 + 2a + 4a^2)d1^37d2^226 + (0 + 2a + 4a^2)d1^38d2^226 + (2 + 2a + 2a^2)d1^39d2^226 + (1 + 0a + 2a^2)d1^40d2^226 + (3 + 3a + 1a^2)d1^41d2^226 + (1 + 0a + 4a^2)d1^42d2^226 + (0 + 0a + 1a^2)d1^43d2^226 + (0 + 0a + 3a^2)d1^44d2^226 + (1 + 2a + 3a^2)d1^45d2^226 + (0 + 2a + 1a^2)d1^46d2^226 + (0 + 4a + 4a^2)d1^47d2^226 + (4 + 0a + 4a^2)d1^48d2^226 + (2 + 0a + 3a^2)d1^49d2^226 + (3 + 4a + 4a^2)d1^50d2^226 + (1 + 0a + 0a^2)d1^51d2^226 + (2 + 4a + 3a^2)d1^52d2^226 + (4 + 0a + 3a^2)d1^53d2^226 + (1 + 4a + 2a^2)d1^54d2^226 + (0 + 0a + 3a^2)d1^55d2^226 + (4 + 3a + 1a^2)d1^56d2^226 + (3 + 3a + 2a^2)d1^57d2^226 + (3 + 2a + 2a^2)d1^58d2^226 + (0 + 4a + 1a^2)d1^59d2^226 + (4 + 2a + 4a^2)d1^60d2^226 + (0 + 2a + 1a^2)d1^61d2^226 + (4 + 0a + 1a^2)d1^62d2^226 + (1 + 1a + 1a^2)d1^63d2^226 + (3 + 2a + 4a^2)d1^64d2^226 + (2 + 1a + 1a^2)d1^66d2^226 + (0 + 2a + 4a^2)d1^67d2^226 + (1 + 0a + 2a^2)d1^68d2^226 + (1 + 0a + 4a^2)d1^69d2^226 + (3 + 3a + 4a^2)d1^70d2^226 + (3 + 4a + 1a^2)d1^71d2^226 + (1 + 4a + 0a^2)d1^72d2^226 + (1 + 3a + 4a^2)d1^73d2^226 + (3 + 4a + 2a^2)d1^74d2^226 + (4 + 2a + 4a^2)d1^75d2^226 + (1 + 2a + 0a^2)d1^76d2^226 + (0 + 4a + 0a^2)d1^77d2^226 + (1 + 1a + 4a^2)d1^78d2^226 + (1 + 3a + 1a^2)d1^79d2^226 + (3 + 0a + 3a^2)d1^80d2^226 + (2 + 4a + 0a^2)d1^81d2^226 + (2 + 2a + 2a^2)d1^82d2^226 + (1 + 1a + 2a^2)d1^83d2^226 + (1 + 4a + 2a^2)d1^84d2^226 + (1 + 3a + 2a^2)d1^85d2^226 + (1 + 0a + 2a^2)d1^86d2^226 + (3 + 0a + 2a^2)d1^87d2^226 + (1 + 3a + 2a^2)d1^88d2^226 + (1 + 2a + 2a^2)d1^89d2^226 + (2 + 0a + 2a^2)d1^90d2^226 + (2 + 3a + 1a^2)d1^91d2^226 + (3 + 4a + 1a^2)d1^92d2^226 + (0 + 1a + 3a^2)d1^93d2^226 + (2 + 2a + 3a^2)d1^94d2^226 + (2 + 3a + 0a^2)d1^95d2^226 + (0 + 2a + 3a^2)d1^96d2^226 + (2 + 3a + 3a^2)d1^97d2^226 + (4 + 3a + 2a^2)d1^98d2^226 + (3 + 4a + 0a^2)d1^99d2^226 + (4 + 2a + 0a^2)d1^100d2^226 + (3 + 0a + 0a^2)d1^101d2^226 + (0 + 3a + 1a^2)d1^102d2^226 + (4 + 0a + 4a^2)d1^103d2^226 + (3 + 3a + 3a^2)d1^104d2^226 + (3 + 3a + 1a^2)d1^105d2^226 + (3 + 3a + 2a^2)d1^106d2^226 + (3 + 2a + 1a^2)d1^107d2^226 + (2 + 2a + 2a^2)d1^108d2^226 + (1 + 1a + 4a^2)d1^109d2^226 + (3 + 0a + 1a^2)d1^110d2^226 + (3 + 4a + 3a^2)d1^111d2^226 + (3 + 0a + 3a^2)d1^112d2^226 + (0 + 1a + 3a^2)d1^113d2^226 + (2 + 3a + 3a^2)d1^114d2^226 + (0 + 4a + 2a^2)d1^115d2^226 + (1 + 3a + 1a^2)d1^116d2^226 + (2 + 0a + 3a^2)d1^117d2^226 + (4 + 2a + 1a^2)d1^118d2^226 + (4 + 3a + 1a^2)d1^119d2^226 + (0 + 0a + 4a^2)d1^120d2^226 + (4 + 4a + 0a^2)d1^121d2^226 + (4 + 3a + 2a^2)d1^122d2^226 + (0 + 2a + 0a^2)d1^123d2^226 + (3 + 0a + 2a^2)d1^124d2^226 + (0 + 0a + 2a^2)d1^125d2^226 + (3 + 3a + 0a^2)d1^126d2^226 + (4 + 3a + 0a^2)d1^127d2^226 + (4 + 2a + 4a^2)d1^128d2^226 + (0 + 4a + 1a^2)d1^129d2^226 + (3 + 0a + 3a^2)d1^130d2^226 + (2 + 1a + 1a^2)d1^131d2^226 + (1 + 0a + 3a^2)d1^132d2^226 + (4 + 3a + 3a^2)d1^133d2^226 + (4 + 3a + 0a^2)d1^134d2^226 + (3 + 0a + 1a^2)d1^135d2^226 + (4 + 4a + 4a^2)d1^136d2^226 + (3 + 2a + 2a^2)d1^137d2^226 + (0 + 1a + 4a^2)d1^138d2^226 + (4 + 4a + 2a^2)d1^139d2^226 + (1 + 1a + 0a^2)d1^140d2^226 + (4 + 3a + 1a^2)d1^141d2^226 + (2 + 3a + 4a^2)d1^142d2^226 + (0 + 2a + 3a^2)d1^143d2^226 + (4 + 1a + 2a^2)d1^144d2^226 + (3 + 4a + 4a^2)d1^145d2^226 + (0 + 4a + 0a^2)d1^146d2^226 + (4 + 3a + 1a^2)d1^147d2^226 + (2 + 0a + 3a^2)d1^148d2^226 + (3 + 0a + 4a^2)d1^149d2^226 + (0 + 2a + 3a^2)d1^150d2^226 + (0 + 1a + 4a^2)d1^151d2^226 + (3 + 1a + 0a^2)d1^152d2^226 + (1 + 4a + 2a^2)d1^153d2^226 + (3 + 4a + 0a^2)d1^154d2^226 + (2 + 0a + 3a^2)d1^155d2^226 + (3 + 3a + 2a^2)d1^156d2^226 + (1 + 4a + 0a^2)d1^157d2^226 + (0 + 0a + 4a^2)d1^158d2^226 + (3 + 3a + 2a^2)d1^159d2^226 + (2 + 3a + 3a^2)d1^160d2^226 + (4 + 0a + 1a^2)d1^161d2^226 + (2 + 0a + 2a^2)d1^162d2^226 + (0 + 3a + 0a^2)d1^163d2^226 + (4 + 3a + 0a^2)d1^164d2^226 + (2 + 4a + 3a^2)d1^165d2^226 + (1 + 2a + 3a^2)d1^166d2^226 + (0 + 2a + 4a^2)d1^167d2^226 + (2 + 3a + 2a^2)d1^168d2^226 + (3 + 4a + 3a^2)d1^169d2^226 + (3 + 1a + 2a^2)d1^170d2^226 + (3 + 3a + 1a^2)d1^171d2^226 + (0 + 1a + 3a^2)d1^172d2^226 + (1 + 4a + 0a^2)d1^173d2^226 + (4 + 0a + 0a^2)d1^174d2^226 + (1 + 0a + 4a^2)d1^175d2^226 + (3 + 0a + 1a^2)d1^176d2^226 + (2 + 2a + 3a^2)d1^177d2^226 + (0 + 2a + 2a^2)d1^178d2^226 + (4 + 0a + 2a^2)d1^179d2^226 + (3 + 2a + 3a^2)d1^180d2^226 + (3 + 4a + 1a^2)d1^181d2^226 + (1 + 2a + 1a^2)d1^182d2^226 + (2 + 4a + 0a^2)d1^183d2^226 + (1 + 2a + 0a^2)d1^184d2^226 + (4 + 0a + 0a^2)d1^185d2^226 + (2 + 2a + 0a^2)d1^186d2^226 + (1 + 2a + 4a^2)d1^187d2^226 + (1 + 3a + 0a^2)d1^188d2^226 + (0 + 1a + 0a^2)d1^189d2^226 + (2 + 1a + 1a^2)d1^190d2^226 + (4 + 0a + 0a^2)d1^191d2^226 + (4 + 1a + 4a^2)d1^192d2^226 + (1 + 3a + 2a^2)d1^193d2^226 + (2 + 1a + 1a^2)d1^194d2^226 + (1 + 1a + 4a^2)d1^195d2^226 + (2 + 3a + 2a^2)d1^196d2^226 + (3 + 2a + 1a^2)d1^197d2^226 + (2 + 0a + 0a^2)d1^198d2^226 + (0 + 1a + 1a^2)d1^199d2^226 + (3 + 4a + 1a^2)d1^200d2^226 + (3 + 2a + 0a^2)d1^201d2^226 + (2 + 1a + 0a^2)d1^202d2^226 + (3 + 1a + 3a^2)d1^203d2^226 + (4 + 2a + 4a^2)d1^204d2^226 + (0 + 2a + 1a^2)d1^205d2^226 + (4 + 4a + 4a^2)d1^206d2^226 + (0 + 2a + 2a^2)d1^207d2^226 + (1 + 4a + 3a^2)d1^208d2^226 + (2 + 3a + 2a^2)d1^209d2^226 + (1 + 0a + 0a^2)d1^210d2^226 + (1 + 4a + 0a^2)d1^211d2^226 + (1 + 3a + 1a^2)d1^212d2^226 + (2 + 2a + 4a^2)d1^213d2^226 + (2 + 1a + 4a^2)d1^214d2^226 + (2 + 3a + 1a^2)d1^215d2^226 + (3 + 1a + 0a^2)d1^216d2^226 + (2 + 2a + 4a^2)d1^217d2^226 + (0 + 0a + 3a^2)d1^218d2^226 + (3 + 4a + 1a^2)d1^219d2^226 + (4 + 4a + 1a^2)d1^220d2^226 + (4 + 2a + 0a^2)d1^221d2^226 + (1 + 4a + 1a^2)d1^222d2^226 + (0 + 3a + 0a^2)d1^223d2^226 + (4 + 2a + 0a^2)d1^224d2^226 + (2 + 3a + 3a^2)d1^225d2^226 + (4 + 3a + 4a^2)d1^227d2^226 + (0 + 4a + 1a^2)d1^228d2^226 + (1 + 3a + 3a^2)d1^229d2^226 + (2 + 4a + 4a^2)d1^230d2^226 + (1 + 0a + 1a^2)d1^231d2^226 + (1 + 3a + 0a^2)d1^232d2^226 + (0 + 2a + 1a^2)d1^233d2^226 + (0 + 0a + 2a^2)d1^234d2^226 + (1 + 4a + 1a^2)d1^235d2^226 + (1 + 0a + 1a^2)d1^236d2^226 + (0 + 2a + 2a^2)d1^237d2^226 + (2 + 3a + 2a^2)d1^238d2^226 + (4 + 3a + 4a^2)d1^239d2^226 + (4 + 4a + 2a^2)d1^240d2^226 + (2 + 4a + 1a^2)d1^241d2^226 + (2 + 1a + 4a^2)d1^242d2^226 + (2 + 0a + 4a^2)d1^243d2^226 + (1 + 4a + 0a^2)d1^244d2^226 + (4 + 0a + 1a^2)d1^245d2^226 + (2 + 0a + 4a^2)d1^246d2^226 + (4 + 1a + 4a^2)d1^247d2^226 + (2 + 3a + 0a^2)d1^248d2^226 + (2 + 1a + 1a^2)d1^249d2^226 + (3 + 2a + 0a^2)d1^250d2^226 + (2 + 2a + 2a^2)d1^251d2^226 + (2 + 1a + 4a^2)d1^252d2^226 + (2 + 1a + 4a^2)d1^253d2^226 + (4 + 3a + 3a^2)d1^254d2^226 + (4 + 1a + 2a^2)d1^255d2^226 + (4 + 1a + 4a^2)d1^256d2^226 + (2 + 4a + 0a^2)d1^257d2^226 + (0 + 4a + 2a^2)d1^258d2^226 + (3 + 1a + 4a^2)d1^259d2^226 + (4 + 2a + 1a^2)d1^260d2^226 + (3 + 2a + 4a^2)d1^261d2^226 + (2 + 3a + 3a^2)d1^262d2^226 + (2 + 4a + 0a^2)d1^263d2^226 + (2 + 3a + 4a^2)d1^264d2^226 + (3 + 2a + 2a^2)d1^265d2^226 + (1 + 3a + 0a^2)d1^266d2^226 + (2 + 3a + 3a^2)d1^267d2^226 + (2 + 2a + 0a^2)d1^268d2^226 + (0 + 1a + 0a^2)d1^269d2^226 + (1 + 1a + 0a^2)d1^270d2^226 + (4 + 2a + 2a^2)d1^271d2^226 + (4 + 0a + 2a^2)d1^272d2^226 + (0 + 0a + 1a^2)d1^273d2^226 + (4 + 2a + 2a^2)d1^274d2^226 + (1 + 1a + 1a^2)d1^275d2^226 + (1 + 4a + 1a^2)d1^276d2^226 + (3 + 1a + 0a^2)d1^277d2^226 + (3 + 4a + 3a^2)d1^278d2^226 + (3 + 1a + 1a^2)d1^279d2^226 + (0 + 1a + 3a^2)d1^280d2^226 + (4 + 3a + 0a^2)d1^281d2^226 + (0 + 4a + 3a^2)d1^282d2^226 + (2 + 0a + 0a^2)d1^283d2^226 + (4 + 4a + 1a^2)d1^284d2^226 + (1 + 4a + 0a^2)d1^285d2^226 + (4 + 1a + 1a^2)d1^286d2^226 + (2 + 0a + 4a^2)d1^287d2^226 + (4 + 2a + 0a^2)d1^288d2^226 + (0 + 4a + 3a^2)d1^289d2^226 + (3 + 3a + 1a^2)d1^290d2^226 + (1 + 2a + 4a^2)d1^291d2^226 + (2 + 0a + 1a^2)d1^292d2^226 + (1 + 4a + 0a^2)d1^293d2^226 + (4 + 4a + 0a^2)d2^227 + (1 + 0a + 2a^2)d1^1d2^227 + (1 + 3a + 0a^2)d1^2d2^227 + (1 + 1a + 3a^2)d1^3d2^227 + (0 + 2a + 3a^2)d1^4d2^227 + (3 + 0a + 4a^2)d1^5d2^227 + (3 + 1a + 4a^2)d1^6d2^227 + (1 + 3a + 2a^2)d1^7d2^227 + (0 + 0a + 1a^2)d1^8d2^227 + (4 + 1a + 0a^2)d1^9d2^227 + (3 + 3a + 1a^2)d1^10d2^227 + (4 + 3a + 0a^2)d1^11d2^227 + (3 + 0a + 1a^2)d1^12d2^227 + (4 + 4a + 1a^2)d1^13d2^227 + (2 + 4a + 4a^2)d1^14d2^227 + (4 + 1a + 3a^2)d1^15d2^227 + (0 + 1a + 4a^2)d1^16d2^227 + (4 + 1a + 0a^2)d1^17d2^227 + (1 + 1a + 2a^2)d1^18d2^227 + (0 + 0a + 1a^2)d1^19d2^227 + (0 + 2a + 2a^2)d1^20d2^227 + (2 + 4a + 4a^2)d1^21d2^227 + (4 + 4a + 2a^2)d1^22d2^227 + (0 + 1a + 0a^2)d1^23d2^227 + (3 + 4a + 2a^2)d1^24d2^227 + (3 + 0a + 2a^2)d1^25d2^227 + (2 + 3a + 3a^2)d1^26d2^227 + (4 + 3a + 3a^2)d1^27d2^227 + (4 + 4a + 0a^2)d1^28d2^227 + (1 + 3a + 0a^2)d1^29d2^227 + (4 + 2a + 2a^2)d1^30d2^227 + (1 + 1a + 2a^2)d1^31d2^227 + (0 + 1a + 4a^2)d1^32d2^227 + (2 + 4a + 2a^2)d1^33d2^227 + (3 + 3a + 3a^2)d1^34d2^227 + (2 + 3a + 2a^2)d1^35d2^227 + (0 + 1a + 4a^2)d1^36d2^227 + (3 + 3a + 2a^2)d1^37d2^227 + (3 + 3a + 3a^2)d1^38d2^227 + (0 + 2a + 3a^2)d1^39d2^227 + (3 + 4a + 1a^2)d1^40d2^227 + (1 + 2a + 2a^2)d1^41d2^227 + (3 + 0a + 2a^2)d1^42d2^227 + (0 + 3a + 1a^2)d1^43d2^227 + (4 + 0a + 3a^2)d1^44d2^227 + (4 + 0a + 1a^2)d1^45d2^227 + (3 + 4a + 2a^2)d1^46d2^227 + (0 + 1a + 4a^2)d1^47d2^227 + (0 + 3a + 1a^2)d1^48d2^227 + (3 + 4a + 2a^2)d1^49d2^227 + (0 + 0a + 2a^2)d1^50d2^227 + (3 + 3a + 1a^2)d1^51d2^227 + (1 + 2a + 1a^2)d1^52d2^227 + (4 + 4a + 4a^2)d1^53d2^227 + (4 + 2a + 4a^2)d1^54d2^227 + (1 + 2a + 3a^2)d1^55d2^227 + (1 + 4a + 1a^2)d1^56d2^227 + (4 + 4a + 4a^2)d1^57d2^227 + (0 + 2a + 3a^2)d1^58d2^227 + (3 + 2a + 2a^2)d1^59d2^227 + (4 + 1a + 0a^2)d1^60d2^227 + (1 + 4a + 3a^2)d1^61d2^227 + (1 + 0a + 4a^2)d1^62d2^227 + (3 + 3a + 1a^2)d1^63d2^227 + (2 + 4a + 0a^2)d1^64d2^227 + (2 + 1a + 2a^2)d1^65d2^227 + (0 + 2a + 4a^2)d1^66d2^227 + (2 + 4a + 4a^2)d1^67d2^227 + (1 + 0a + 0a^2)d1^68d2^227 + (2 + 1a + 0a^2)d1^69d2^227 + (3 + 2a + 3a^2)d1^70d2^227 + (3 + 4a + 0a^2)d1^71d2^227 + (0 + 2a + 2a^2)d1^72d2^227 + (4 + 3a + 1a^2)d1^73d2^227 + (2 + 0a + 1a^2)d1^74d2^227 + (4 + 0a + 1a^2)d1^75d2^227 + (4 + 3a + 0a^2)d1^76d2^227 + (3 + 4a + 2a^2)d1^77d2^227 + (2 + 4a + 4a^2)d1^78d2^227 + (3 + 0a + 2a^2)d1^79d2^227 + (1 + 0a + 2a^2)d1^80d2^227 + (0 + 4a + 0a^2)d1^81d2^227 + (1 + 2a + 2a^2)d1^82d2^227 + (4 + 1a + 2a^2)d1^83d2^227 + (2 + 2a + 4a^2)d1^84d2^227 + (0 + 4a + 4a^2)d1^85d2^227 + (0 + 1a + 0a^2)d1^86d2^227 + (0 + 4a + 0a^2)d1^87d2^227 + (0 + 0a + 2a^2)d1^88d2^227 + (2 + 2a + 1a^2)d1^89d2^227 + (1 + 1a + 0a^2)d1^90d2^227 + (2 + 1a + 0a^2)d1^91d2^227 + (2 + 1a + 1a^2)d1^92d2^227 + (2 + 3a + 1a^2)d1^93d2^227 + (1 + 0a + 2a^2)d1^94d2^227 + (2 + 4a + 1a^2)d1^95d2^227 + (2 + 2a + 3a^2)d1^96d2^227 + (1 + 2a + 1a^2)d1^97d2^227 + (1 + 0a + 1a^2)d1^98d2^227 + (1 + 2a + 4a^2)d1^99d2^227 + (4 + 3a + 2a^2)d1^100d2^227 + (2 + 0a + 1a^2)d1^101d2^227 + (1 + 0a + 4a^2)d1^102d2^227 + (1 + 4a + 0a^2)d1^103d2^227 + (2 + 2a + 0a^2)d1^104d2^227 + (4 + 4a + 2a^2)d1^105d2^227 + (3 + 2a + 1a^2)d1^106d2^227 + (0 + 2a + 3a^2)d1^107d2^227 + (0 + 3a + 2a^2)d1^108d2^227 + (1 + 2a + 2a^2)d1^109d2^227 + (3 + 2a + 0a^2)d1^110d2^227 + (2 + 0a + 3a^2)d1^111d2^227 + (1 + 4a + 0a^2)d1^112d2^227 + (4 + 0a + 1a^2)d1^113d2^227 + (3 + 0a + 0a^2)d1^114d2^227 + (0 + 4a + 1a^2)d1^115d2^227 + (0 + 0a + 4a^2)d1^116d2^227 + (0 + 4a + 4a^2)d1^117d2^227 + (4 + 3a + 0a^2)d1^118d2^227 + (0 + 0a + 1a^2)d1^119d2^227 + (2 + 1a + 2a^2)d1^120d2^227 + (0 + 2a + 0a^2)d1^121d2^227 + (4 + 4a + 3a^2)d1^122d2^227 + (0 + 3a + 1a^2)d1^123d2^227 + (1 + 1a + 1a^2)d1^124d2^227 + (0 + 4a + 3a^2)d1^125d2^227 + (2 + 0a + 4a^2)d1^126d2^227 + (4 + 2a + 0a^2)d1^127d2^227 + (3 + 0a + 2a^2)d1^128d2^227 + (0 + 2a + 1a^2)d1^129d2^227 + (1 + 4a + 4a^2)d1^130d2^227 + (0 + 1a + 3a^2)d1^131d2^227 + (2 + 3a + 4a^2)d1^132d2^227 + (4 + 4a + 2a^2)d1^133d2^227 + (3 + 0a + 0a^2)d1^134d2^227 + (3 + 1a + 2a^2)d1^135d2^227 + (3 + 3a + 4a^2)d1^136d2^227 + (1 + 2a + 3a^2)d1^137d2^227 + (1 + 0a + 3a^2)d1^138d2^227 + (2 + 1a + 4a^2)d1^139d2^227 + (1 + 0a + 3a^2)d1^140d2^227 + (1 + 2a + 2a^2)d1^141d2^227 + (3 + 3a + 0a^2)d1^142d2^227 + (1 + 2a + 4a^2)d1^143d2^227 + (1 + 0a + 1a^2)d1^144d2^227 + (1 + 3a + 4a^2)d1^145d2^227 + (0 + 3a + 1a^2)d1^146d2^227 + (4 + 3a + 2a^2)d1^147d2^227 + (0 + 3a + 0a^2)d1^148d2^227 + (0 + 2a + 2a^2)d1^149d2^227 + (0 + 4a + 4a^2)d1^150d2^227 + (3 + 3a + 3a^2)d1^151d2^227 + (4 + 1a + 4a^2)d1^152d2^227 + (3 + 1a + 4a^2)d1^153d2^227 + (4 + 2a + 0a^2)d1^154d2^227 + (0 + 0a + 4a^2)d1^155d2^227 + (0 + 1a + 0a^2)d1^156d2^227 + (2 + 4a + 1a^2)d1^157d2^227 + (0 + 4a + 3a^2)d1^158d2^227 + (0 + 1a + 3a^2)d1^159d2^227 + (4 + 1a + 2a^2)d1^160d2^227 + (4 + 0a + 0a^2)d1^161d2^227 + (2 + 4a + 2a^2)d1^162d2^227 + (0 + 2a + 3a^2)d1^163d2^227 + (1 + 0a + 2a^2)d1^164d2^227 + (2 + 0a + 0a^2)d1^165d2^227 + (0 + 4a + 3a^2)d1^166d2^227 + (2 + 4a + 3a^2)d1^167d2^227 + (3 + 2a + 1a^2)d1^168d2^227 + (0 + 4a + 2a^2)d1^169d2^227 + (3 + 0a + 0a^2)d1^170d2^227 + (2 + 3a + 0a^2)d1^171d2^227 + (3 + 2a + 4a^2)d1^172d2^227 + (1 + 3a + 1a^2)d1^173d2^227 + (2 + 1a + 2a^2)d1^174d2^227 + (3 + 2a + 0a^2)d1^175d2^227 + (1 + 1a + 2a^2)d1^176d2^227 + (3 + 2a + 4a^2)d1^177d2^227 + (1 + 2a + 0a^2)d1^178d2^227 + (3 + 0a + 0a^2)d1^179d2^227 + (1 + 3a + 2a^2)d1^180d2^227 + (1 + 0a + 1a^2)d1^181d2^227 + (2 + 1a + 1a^2)d1^183d2^227 + (0 + 2a + 1a^2)d1^184d2^227 + (2 + 3a + 4a^2)d1^185d2^227 + (4 + 3a + 2a^2)d1^186d2^227 + (0 + 4a + 3a^2)d1^187d2^227 + (4 + 1a + 2a^2)d1^188d2^227 + (2 + 4a + 4a^2)d1^189d2^227 + (3 + 2a + 3a^2)d1^190d2^227 + (1 + 3a + 3a^2)d1^191d2^227 + (0 + 2a + 2a^2)d1^192d2^227 + (2 + 2a + 4a^2)d1^193d2^227 + (4 + 2a + 1a^2)d1^194d2^227 + (4 + 2a + 3a^2)d1^195d2^227 + (3 + 0a + 2a^2)d1^196d2^227 + (3 + 3a + 3a^2)d1^197d2^227 + (1 + 0a + 4a^2)d1^198d2^227 + (2 + 1a + 4a^2)d1^199d2^227 + (1 + 3a + 3a^2)d1^200d2^227 + (1 + 2a + 4a^2)d1^201d2^227 + (1 + 4a + 0a^2)d1^202d2^227 + (2 + 4a + 4a^2)d1^203d2^227 + (4 + 4a + 3a^2)d1^204d2^227 + (3 + 1a + 1a^2)d1^205d2^227 + (2 + 4a + 3a^2)d1^206d2^227 + (2 + 0a + 4a^2)d1^207d2^227 + (2 + 1a + 0a^2)d1^208d2^227 + (0 + 3a + 0a^2)d1^210d2^227 + (3 + 0a + 3a^2)d1^211d2^227 + (3 + 2a + 4a^2)d1^212d2^227 + (0 + 0a + 3a^2)d1^213d2^227 + (2 + 2a + 3a^2)d1^214d2^227 + (1 + 2a + 1a^2)d1^215d2^227 + (3 + 0a + 2a^2)d1^216d2^227 + (1 + 2a + 2a^2)d1^217d2^227 + (0 + 4a + 4a^2)d1^218d2^227 + (3 + 1a + 1a^2)d1^219d2^227 + (0 + 3a + 1a^2)d1^220d2^227 + (4 + 3a + 4a^2)d1^221d2^227 + (4 + 0a + 1a^2)d1^222d2^227 + (0 + 4a + 1a^2)d1^223d2^227 + (1 + 3a + 3a^2)d1^224d2^227 + (3 + 3a + 3a^2)d1^225d2^227 + (1 + 0a + 0a^2)d1^226d2^227 + (2 + 3a + 1a^2)d1^227d2^227 + (2 + 3a + 2a^2)d1^228d2^227 + (4 + 2a + 0a^2)d1^229d2^227 + (1 + 3a + 2a^2)d1^230d2^227 + (2 + 0a + 3a^2)d1^231d2^227 + (2 + 3a + 0a^2)d1^232d2^227 + (2 + 0a + 2a^2)d1^233d2^227 + (4 + 4a + 4a^2)d1^234d2^227 + (2 + 0a + 3a^2)d1^235d2^227 + (3 + 3a + 3a^2)d1^236d2^227 + (2 + 4a + 4a^2)d1^237d2^227 + (3 + 0a + 1a^2)d1^238d2^227 + (2 + 4a + 3a^2)d1^239d2^227 + (3 + 4a + 2a^2)d1^240d2^227 + (1 + 4a + 4a^2)d1^241d2^227 + (3 + 0a + 3a^2)d1^242d2^227 + (4 + 0a + 0a^2)d1^243d2^227 + (2 + 4a + 4a^2)d1^244d2^227 + (3 + 4a + 0a^2)d1^245d2^227 + (3 + 2a + 3a^2)d1^246d2^227 + (2 + 2a + 1a^2)d1^247d2^227 + (4 + 1a + 4a^2)d1^248d2^227 + (1 + 2a + 0a^2)d1^249d2^227 + (4 + 4a + 3a^2)d1^250d2^227 + (3 + 3a + 3a^2)d1^251d2^227 + (4 + 1a + 0a^2)d1^252d2^227 + (3 + 1a + 3a^2)d1^253d2^227 + (2 + 0a + 3a^2)d1^254d2^227 + (1 + 2a + 2a^2)d1^255d2^227 + (0 + 3a + 0a^2)d1^256d2^227 + (3 + 0a + 1a^2)d1^257d2^227 + (1 + 3a + 0a^2)d1^258d2^227 + (4 + 3a + 3a^2)d1^259d2^227 + (1 + 1a + 2a^2)d1^260d2^227 + (3 + 1a + 4a^2)d1^261d2^227 + (3 + 1a + 3a^2)d1^262d2^227 + (1 + 0a + 3a^2)d1^263d2^227 + (1 + 0a + 1a^2)d1^264d2^227 + (3 + 2a + 1a^2)d1^265d2^227 + (0 + 1a + 4a^2)d1^266d2^227 + (2 + 0a + 2a^2)d1^267d2^227 + (0 + 3a + 2a^2)d1^268d2^227 + (2 + 1a + 2a^2)d1^269d2^227 + (2 + 4a + 0a^2)d1^270d2^227 + (1 + 1a + 3a^2)d1^271d2^227 + (1 + 1a + 1a^2)d1^272d2^227 + (1 + 4a + 0a^2)d1^273d2^227 + (1 + 0a + 4a^2)d1^274d2^227 + (3 + 3a + 0a^2)d1^275d2^227 + (1 + 1a + 0a^2)d1^276d2^227 + (0 + 2a + 0a^2)d1^277d2^227 + (3 + 3a + 1a^2)d1^278d2^227 + (4 + 1a + 4a^2)d1^279d2^227 + (3 + 2a + 2a^2)d1^280d2^227 + (0 + 1a + 0a^2)d1^281d2^227 + (0 + 3a + 4a^2)d1^282d2^227 + (1 + 4a + 0a^2)d1^283d2^227 + (4 + 4a + 0a^2)d1^284d2^227 + (4 + 2a + 0a^2)d1^285d2^227 + (2 + 2a + 3a^2)d1^286d2^227 + (4 + 4a + 0a^2)d1^287d2^227 + (3 + 0a + 2a^2)d1^288d2^227 + (0 + 0a + 1a^2)d1^289d2^227 + (2 + 4a + 0a^2)d1^290d2^227 + (1 + 0a + 3a^2)d1^291d2^227 + (4 + 0a + 1a^2)d1^292d2^227 + (3 + 0a + 3a^2)d1^293d2^227 + (0 + 2a + 2a^2)d2^228 + (2 + 4a + 1a^2)d1^1d2^228 + (3 + 1a + 1a^2)d1^2d2^228 + (4 + 1a + 4a^2)d1^3d2^228 + (0 + 4a + 3a^2)d1^4d2^228 + (4 + 1a + 1a^2)d1^5d2^228 + (2 + 3a + 3a^2)d1^6d2^228 + (0 + 4a + 3a^2)d1^7d2^228 + (2 + 4a + 2a^2)d1^8d2^228 + (1 + 2a + 1a^2)d1^9d2^228 + (3 + 0a + 0a^2)d1^10d2^228 + (2 + 0a + 0a^2)d1^11d2^228 + (4 + 0a + 0a^2)d1^12d2^228 + (0 + 4a + 1a^2)d1^13d2^228 + (4 + 0a + 4a^2)d1^14d2^228 + (1 + 2a + 2a^2)d1^15d2^228 + (2 + 1a + 3a^2)d1^16d2^228 + (3 + 0a + 2a^2)d1^17d2^228 + (4 + 2a + 4a^2)d1^18d2^228 + (0 + 4a + 4a^2)d1^19d2^228 + (0 + 2a + 0a^2)d1^20d2^228 + (2 + 4a + 2a^2)d1^21d2^228 + (0 + 3a + 1a^2)d1^22d2^228 + (4 + 2a + 1a^2)d1^23d2^228 + (2 + 2a + 1a^2)d1^24d2^228 + (0 + 4a + 4a^2)d1^25d2^228 + (0 + 2a + 4a^2)d1^26d2^228 + (3 + 2a + 4a^2)d1^27d2^228 + (3 + 1a + 2a^2)d1^28d2^228 + (4 + 1a + 2a^2)d1^29d2^228 + (1 + 2a + 0a^2)d1^30d2^228 + (3 + 2a + 0a^2)d1^31d2^228 + (0 + 1a + 0a^2)d1^32d2^228 + (3 + 0a + 4a^2)d1^33d2^228 + (4 + 2a + 1a^2)d1^34d2^228 + (4 + 4a + 0a^2)d1^35d2^228 + (1 + 3a + 0a^2)d1^36d2^228 + (1 + 3a + 0a^2)d1^37d2^228 + (2 + 3a + 2a^2)d1^38d2^228 + (2 + 0a + 0a^2)d1^39d2^228 + (1 + 1a + 2a^2)d1^40d2^228 + (0 + 0a + 4a^2)d1^41d2^228 + (3 + 4a + 1a^2)d1^42d2^228 + (3 + 2a + 1a^2)d1^43d2^228 + (3 + 3a + 4a^2)d1^44d2^228 + (0 + 2a + 0a^2)d1^45d2^228 + (0 + 4a + 3a^2)d1^46d2^228 + (2 + 2a + 1a^2)d1^47d2^228 + (2 + 2a + 3a^2)d1^48d2^228 + (3 + 2a + 3a^2)d1^49d2^228 + (2 + 1a + 1a^2)d1^50d2^228 + (0 + 4a + 3a^2)d1^51d2^228 + (4 + 3a + 4a^2)d1^52d2^228 + (2 + 0a + 1a^2)d1^54d2^228 + (3 + 3a + 4a^2)d1^55d2^228 + (4 + 0a + 3a^2)d1^56d2^228 + (1 + 0a + 1a^2)d1^57d2^228 + (1 + 3a + 0a^2)d1^58d2^228 + (3 + 4a + 2a^2)d1^59d2^228 + (1 + 2a + 4a^2)d1^60d2^228 + (1 + 2a + 0a^2)d1^61d2^228 + (3 + 2a + 3a^2)d1^62d2^228 + (3 + 2a + 4a^2)d1^63d2^228 + (1 + 2a + 4a^2)d1^64d2^228 + (4 + 1a + 0a^2)d1^65d2^228 + (0 + 4a + 0a^2)d1^66d2^228 + (1 + 4a + 2a^2)d1^67d2^228 + (1 + 4a + 3a^2)d1^68d2^228 + (0 + 0a + 2a^2)d1^69d2^228 + (3 + 2a + 3a^2)d1^70d2^228 + (0 + 1a + 3a^2)d1^71d2^228 + (2 + 0a + 1a^2)d1^72d2^228 + (4 + 0a + 0a^2)d1^73d2^228 + (4 + 2a + 4a^2)d1^74d2^228 + (2 + 1a + 1a^2)d1^75d2^228 + (0 + 4a + 3a^2)d1^76d2^228 + (4 + 0a + 3a^2)d1^77d2^228 + (3 + 3a + 1a^2)d1^78d2^228 + (4 + 2a + 2a^2)d1^79d2^228 + (3 + 1a + 0a^2)d1^81d2^228 + (4 + 3a + 4a^2)d1^82d2^228 + (4 + 0a + 4a^2)d1^83d2^228 + (4 + 1a + 2a^2)d1^84d2^228 + (1 + 2a + 3a^2)d1^86d2^228 + (2 + 3a + 0a^2)d1^87d2^228 + (4 + 0a + 2a^2)d1^88d2^228 + (0 + 1a + 1a^2)d1^89d2^228 + (3 + 3a + 4a^2)d1^90d2^228 + (1 + 1a + 4a^2)d1^91d2^228 + (1 + 4a + 4a^2)d1^92d2^228 + (1 + 4a + 1a^2)d1^93d2^228 + (1 + 3a + 2a^2)d1^94d2^228 + (3 + 2a + 2a^2)d1^95d2^228 + (0 + 1a + 1a^2)d1^96d2^228 + (1 + 4a + 2a^2)d1^97d2^228 + (1 + 4a + 3a^2)d1^98d2^228 + (1 + 4a + 4a^2)d1^99d2^228 + (1 + 4a + 4a^2)d1^100d2^228 + (0 + 0a + 4a^2)d1^101d2^228 + (1 + 3a + 2a^2)d1^102d2^228 + (2 + 0a + 2a^2)d1^103d2^228 + (0 + 0a + 2a^2)d1^104d2^228 + (4 + 3a + 2a^2)d1^105d2^228 + (3 + 2a + 0a^2)d1^106d2^228 + (1 + 0a + 0a^2)d1^107d2^228 + (3 + 4a + 3a^2)d1^108d2^228 + (4 + 2a + 4a^2)d1^109d2^228 + (1 + 0a + 1a^2)d1^110d2^228 + (2 + 1a + 2a^2)d1^111d2^228 + (2 + 0a + 4a^2)d1^112d2^228 + (4 + 4a + 3a^2)d1^113d2^228 + (4 + 1a + 1a^2)d1^114d2^228 + (0 + 0a + 4a^2)d1^115d2^228 + (1 + 2a + 0a^2)d1^116d2^228 + (3 + 3a + 4a^2)d1^117d2^228 + (3 + 4a + 1a^2)d1^118d2^228 + (1 + 2a + 0a^2)d1^119d2^228 + (2 + 3a + 2a^2)d1^120d2^228 + (0 + 4a + 4a^2)d1^121d2^228 + (4 + 4a + 2a^2)d1^122d2^228 + (2 + 3a + 4a^2)d1^123d2^228 + (1 + 4a + 0a^2)d1^124d2^228 + (1 + 3a + 1a^2)d1^125d2^228 + (4 + 4a + 4a^2)d1^126d2^228 + (3 + 0a + 1a^2)d1^127d2^228 + (0 + 0a + 3a^2)d1^128d2^228 + (3 + 4a + 0a^2)d1^129d2^228 + (3 + 3a + 4a^2)d1^130d2^228 + (4 + 0a + 2a^2)d1^131d2^228 + (2 + 2a + 0a^2)d1^132d2^228 + (1 + 4a + 3a^2)d1^133d2^228 + (1 + 0a + 0a^2)d1^134d2^228 + (0 + 3a + 4a^2)d1^135d2^228 + (3 + 4a + 3a^2)d1^136d2^228 + (3 + 2a + 3a^2)d1^137d2^228 + (4 + 4a + 3a^2)d1^138d2^228 + (2 + 2a + 3a^2)d1^139d2^228 + (0 + 3a + 4a^2)d1^140d2^228 + (4 + 3a + 2a^2)d1^141d2^228 + (0 + 3a + 0a^2)d1^142d2^228 + (0 + 2a + 0a^2)d1^143d2^228 + (0 + 2a + 1a^2)d1^144d2^228 + (1 + 2a + 2a^2)d1^145d2^228 + (3 + 1a + 3a^2)d1^146d2^228 + (2 + 1a + 4a^2)d1^147d2^228 + (1 + 0a + 1a^2)d1^148d2^228 + (2 + 3a + 0a^2)d1^149d2^228 + (0 + 3a + 4a^2)d1^150d2^228 + (2 + 1a + 2a^2)d1^151d2^228 + (3 + 3a + 2a^2)d1^152d2^228 + (0 + 1a + 0a^2)d1^153d2^228 + (1 + 0a + 1a^2)d1^154d2^228 + (4 + 1a + 3a^2)d1^155d2^228 + (3 + 2a + 1a^2)d1^156d2^228 + (4 + 2a + 2a^2)d1^157d2^228 + (1 + 2a + 3a^2)d1^158d2^228 + (3 + 4a + 2a^2)d1^159d2^228 + (3 + 0a + 2a^2)d1^160d2^228 + (4 + 4a + 4a^2)d1^161d2^228 + (2 + 3a + 3a^2)d1^162d2^228 + (0 + 2a + 0a^2)d1^163d2^228 + (1 + 2a + 0a^2)d1^164d2^228 + (4 + 0a + 0a^2)d1^165d2^228 + (3 + 0a + 3a^2)d1^166d2^228 + (2 + 2a + 4a^2)d1^167d2^228 + (2 + 3a + 4a^2)d1^168d2^228 + (4 + 1a + 1a^2)d1^169d2^228 + (0 + 3a + 0a^2)d1^170d2^228 + (2 + 4a + 3a^2)d1^171d2^228 + (2 + 4a + 0a^2)d1^172d2^228 + (1 + 2a + 0a^2)d1^173d2^228 + (0 + 1a + 4a^2)d1^174d2^228 + (0 + 2a + 3a^2)d1^175d2^228 + (3 + 2a + 2a^2)d1^176d2^228 + (3 + 3a + 2a^2)d1^177d2^228 + (3 + 3a + 4a^2)d1^178d2^228 + (3 + 1a + 3a^2)d1^179d2^228 + (3 + 3a + 3a^2)d1^180d2^228 + (3 + 1a + 2a^2)d1^181d2^228 + (4 + 1a + 0a^2)d1^182d2^228 + (0 + 3a + 3a^2)d1^183d2^228 + (1 + 1a + 3a^2)d1^184d2^228 + (4 + 4a + 0a^2)d1^185d2^228 + (1 + 3a + 4a^2)d1^186d2^228 + (4 + 4a + 4a^2)d1^187d2^228 + (0 + 3a + 1a^2)d1^188d2^228 + (4 + 1a + 2a^2)d1^189d2^228 + (4 + 2a + 1a^2)d1^190d2^228 + (0 + 2a + 4a^2)d1^191d2^228 + (4 + 4a + 4a^2)d1^192d2^228 + (4 + 4a + 3a^2)d1^193d2^228 + (1 + 4a + 4a^2)d1^194d2^228 + (4 + 4a + 1a^2)d1^195d2^228 + (4 + 0a + 2a^2)d1^196d2^228 + (0 + 3a + 2a^2)d1^197d2^228 + (3 + 1a + 1a^2)d1^198d2^228 + (0 + 0a + 1a^2)d1^199d2^228 + (3 + 3a + 0a^2)d1^200d2^228 + (4 + 0a + 3a^2)d1^201d2^228 + (0 + 0a + 4a^2)d1^202d2^228 + (4 + 1a + 3a^2)d1^203d2^228 + (3 + 0a + 0a^2)d1^204d2^228 + (0 + 0a + 3a^2)d1^205d2^228 + (1 + 3a + 2a^2)d1^206d2^228 + (2 + 4a + 0a^2)d1^207d2^228 + (0 + 1a + 0a^2)d1^208d2^228 + (0 + 3a + 1a^2)d1^209d2^228 + (0 + 3a + 0a^2)d1^210d2^228 + (3 + 1a + 2a^2)d1^211d2^228 + (2 + 2a + 1a^2)d1^212d2^228 + (2 + 4a + 3a^2)d1^213d2^228 + (4 + 3a + 3a^2)d1^214d2^228 + (4 + 3a + 0a^2)d1^215d2^228 + (4 + 2a + 0a^2)d1^216d2^228 + (2 + 3a + 1a^2)d1^217d2^228 + (3 + 1a + 2a^2)d1^218d2^228 + (0 + 1a + 3a^2)d1^219d2^228 + (0 + 3a + 0a^2)d1^220d2^228 + (3 + 2a + 2a^2)d1^221d2^228 + (1 + 2a + 0a^2)d1^222d2^228 + (2 + 4a + 1a^2)d1^223d2^228 + (4 + 3a + 3a^2)d1^224d2^228 + (2 + 4a + 0a^2)d1^225d2^228 + (4 + 3a + 0a^2)d1^226d2^228 + (2 + 2a + 4a^2)d1^227d2^228 + (0 + 1a + 3a^2)d1^228d2^228 + (4 + 3a + 4a^2)d1^229d2^228 + (4 + 0a + 4a^2)d1^230d2^228 + (2 + 0a + 2a^2)d1^231d2^228 + (0 + 3a + 3a^2)d1^232d2^228 + (3 + 3a + 1a^2)d1^233d2^228 + (4 + 4a + 1a^2)d1^234d2^228 + (0 + 1a + 2a^2)d1^235d2^228 + (0 + 2a + 2a^2)d1^236d2^228 + (4 + 1a + 2a^2)d1^237d2^228 + (3 + 2a + 3a^2)d1^238d2^228 + (0 + 1a + 2a^2)d1^239d2^228 + (1 + 2a + 3a^2)d1^240d2^228 + (3 + 0a + 0a^2)d1^241d2^228 + (1 + 1a + 0a^2)d1^242d2^228 + (3 + 1a + 1a^2)d1^243d2^228 + (2 + 1a + 1a^2)d1^244d2^228 + (1 + 2a + 2a^2)d1^245d2^228 + (0 + 1a + 0a^2)d1^246d2^228 + (0 + 4a + 4a^2)d1^247d2^228 + (4 + 4a + 4a^2)d1^248d2^228 + (2 + 2a + 3a^2)d1^249d2^228 + (3 + 1a + 3a^2)d1^250d2^228 + (2 + 1a + 4a^2)d1^251d2^228 + (1 + 0a + 0a^2)d1^252d2^228 + (0 + 4a + 4a^2)d1^253d2^228 + (0 + 0a + 1a^2)d1^254d2^228 + (2 + 3a + 0a^2)d1^255d2^228 + (1 + 1a + 3a^2)d1^256d2^228 + (2 + 0a + 3a^2)d1^257d2^228 + (1 + 4a + 1a^2)d1^258d2^228 + (1 + 3a + 1a^2)d1^259d2^228 + (3 + 2a + 4a^2)d1^260d2^228 + (3 + 3a + 2a^2)d1^261d2^228 + (2 + 2a + 4a^2)d1^262d2^228 + (2 + 0a + 1a^2)d1^263d2^228 + (3 + 2a + 3a^2)d1^264d2^228 + (0 + 2a + 3a^2)d1^265d2^228 + (0 + 3a + 4a^2)d1^266d2^228 + (2 + 4a + 4a^2)d1^267d2^228 + (0 + 0a + 3a^2)d1^268d2^228 + (1 + 1a + 1a^2)d1^269d2^228 + (1 + 0a + 2a^2)d1^270d2^228 + (3 + 4a + 0a^2)d1^271d2^228 + (4 + 1a + 0a^2)d1^272d2^228 + (0 + 4a + 1a^2)d1^273d2^228 + (0 + 1a + 1a^2)d1^274d2^228 + (4 + 2a + 3a^2)d1^275d2^228 + (0 + 1a + 1a^2)d1^276d2^228 + (3 + 3a + 4a^2)d1^277d2^228 + (0 + 4a + 2a^2)d1^278d2^228 + (3 + 0a + 3a^2)d1^279d2^228 + (1 + 4a + 1a^2)d1^280d2^228 + (4 + 4a + 3a^2)d1^281d2^228 + (4 + 4a + 2a^2)d1^282d2^228 + (2 + 2a + 3a^2)d1^283d2^228 + (4 + 2a + 0a^2)d1^284d2^228 + (1 + 3a + 4a^2)d1^285d2^228 + (3 + 2a + 1a^2)d1^286d2^228 + (0 + 3a + 0a^2)d1^287d2^228 + (0 + 0a + 3a^2)d1^288d2^228 + (1 + 4a + 1a^2)d1^289d2^228 + (3 + 2a + 1a^2)d1^290d2^228 + (1 + 2a + 1a^2)d1^291d2^228 + (4 + 0a + 1a^2)d1^292d2^228 + (2 + 2a + 4a^2)d1^293d2^228 + (1 + 0a + 2a^2)d2^229 + (2 + 2a + 3a^2)d1^1d2^229 + (3 + 2a + 4a^2)d1^2d2^229 + (0 + 1a + 0a^2)d1^3d2^229 + (3 + 2a + 1a^2)d1^4d2^229 + (3 + 1a + 3a^2)d1^5d2^229 + (1 + 3a + 4a^2)d1^6d2^229 + (4 + 1a + 2a^2)d1^7d2^229 + (2 + 1a + 1a^2)d1^8d2^229 + (1 + 2a + 3a^2)d1^9d2^229 + (1 + 0a + 4a^2)d1^10d2^229 + (2 + 0a + 0a^2)d1^11d2^229 + (3 + 0a + 4a^2)d1^12d2^229 + (2 + 4a + 0a^2)d1^13d2^229 + (1 + 3a + 2a^2)d1^14d2^229 + (2 + 2a + 0a^2)d1^15d2^229 + (4 + 1a + 4a^2)d1^16d2^229 + (3 + 0a + 3a^2)d1^17d2^229 + (2 + 2a + 0a^2)d1^18d2^229 + (1 + 4a + 2a^2)d1^19d2^229 + (4 + 4a + 1a^2)d1^20d2^229 + (1 + 0a + 2a^2)d1^21d2^229 + (2 + 4a + 4a^2)d1^22d2^229 + (4 + 1a + 3a^2)d1^23d2^229 + (3 + 2a + 3a^2)d1^24d2^229 + (1 + 4a + 3a^2)d1^25d2^229 + (1 + 4a + 2a^2)d1^26d2^229 + (4 + 4a + 0a^2)d1^27d2^229 + (1 + 1a + 2a^2)d1^28d2^229 + (1 + 0a + 4a^2)d1^29d2^229 + (2 + 3a + 2a^2)d1^30d2^229 + (1 + 0a + 3a^2)d1^31d2^229 + (1 + 2a + 0a^2)d1^32d2^229 + (3 + 0a + 3a^2)d1^33d2^229 + (0 + 0a + 3a^2)d1^34d2^229 + (2 + 2a + 3a^2)d1^35d2^229 + (2 + 3a + 3a^2)d1^36d2^229 + (1 + 2a + 2a^2)d1^37d2^229 + (2 + 4a + 4a^2)d1^38d2^229 + (0 + 3a + 0a^2)d1^39d2^229 + (1 + 4a + 4a^2)d1^40d2^229 + (3 + 0a + 3a^2)d1^41d2^229 + (2 + 4a + 3a^2)d1^42d2^229 + (1 + 0a + 1a^2)d1^43d2^229 + (0 + 3a + 3a^2)d1^44d2^229 + (0 + 2a + 3a^2)d1^45d2^229 + (1 + 3a + 0a^2)d1^46d2^229 + (2 + 3a + 3a^2)d1^48d2^229 + (0 + 0a + 2a^2)d1^49d2^229 + (2 + 0a + 2a^2)d1^50d2^229 + (4 + 3a + 0a^2)d1^51d2^229 + (3 + 3a + 3a^2)d1^52d2^229 + (3 + 0a + 3a^2)d1^53d2^229 + (3 + 4a + 3a^2)d1^54d2^229 + (2 + 4a + 1a^2)d1^55d2^229 + (3 + 2a + 4a^2)d1^56d2^229 + (4 + 0a + 1a^2)d1^57d2^229 + (4 + 4a + 3a^2)d1^58d2^229 + (1 + 1a + 2a^2)d1^59d2^229 + (3 + 1a + 3a^2)d1^60d2^229 + (1 + 1a + 0a^2)d1^61d2^229 + (2 + 0a + 1a^2)d1^62d2^229 + (3 + 0a + 2a^2)d1^63d2^229 + (4 + 0a + 0a^2)d1^64d2^229 + (2 + 0a + 0a^2)d1^65d2^229 + (2 + 1a + 0a^2)d1^66d2^229 + (1 + 0a + 2a^2)d1^67d2^229 + (3 + 0a + 3a^2)d1^68d2^229 + (2 + 3a + 3a^2)d1^69d2^229 + (1 + 4a + 3a^2)d1^70d2^229 + (4 + 1a + 1a^2)d1^71d2^229 + (1 + 1a + 4a^2)d1^72d2^229 + (3 + 4a + 0a^2)d1^73d2^229 + (1 + 3a + 0a^2)d1^74d2^229 + (0 + 1a + 4a^2)d1^75d2^229 + (0 + 3a + 4a^2)d1^76d2^229 + (3 + 0a + 1a^2)d1^77d2^229 + (1 + 3a + 2a^2)d1^78d2^229 + (3 + 0a + 0a^2)d1^79d2^229 + (1 + 1a + 4a^2)d1^80d2^229 + (2 + 4a + 0a^2)d1^81d2^229 + (2 + 0a + 0a^2)d1^82d2^229 + (0 + 3a + 3a^2)d1^83d2^229 + (0 + 1a + 3a^2)d1^84d2^229 + (4 + 0a + 3a^2)d1^85d2^229 + (1 + 4a + 3a^2)d1^86d2^229 + (0 + 4a + 0a^2)d1^87d2^229 + (1 + 2a + 4a^2)d1^88d2^229 + (4 + 0a + 0a^2)d1^89d2^229 + (1 + 4a + 1a^2)d1^90d2^229 + (2 + 3a + 4a^2)d1^91d2^229 + (4 + 4a + 2a^2)d1^92d2^229 + (4 + 1a + 3a^2)d1^93d2^229 + (4 + 3a + 2a^2)d1^94d2^229 + (4 + 3a + 2a^2)d1^95d2^229 + (3 + 0a + 1a^2)d1^96d2^229 + (4 + 1a + 1a^2)d1^97d2^229 + (4 + 1a + 3a^2)d1^98d2^229 + (3 + 4a + 2a^2)d1^99d2^229 + (4 + 4a + 3a^2)d1^100d2^229 + (0 + 2a + 4a^2)d1^101d2^229 + (0 + 1a + 0a^2)d1^102d2^229 + (3 + 2a + 3a^2)d1^103d2^229 + (3 + 1a + 3a^2)d1^104d2^229 + (2 + 3a + 4a^2)d1^105d2^229 + (0 + 3a + 2a^2)d1^106d2^229 + (0 + 3a + 2a^2)d1^107d2^229 + (4 + 4a + 2a^2)d1^108d2^229 + (2 + 4a + 3a^2)d1^109d2^229 + (3 + 0a + 2a^2)d1^110d2^229 + (3 + 2a + 2a^2)d1^111d2^229 + (2 + 3a + 4a^2)d1^112d2^229 + (3 + 2a + 2a^2)d1^113d2^229 + (2 + 2a + 2a^2)d1^114d2^229 + (4 + 4a + 1a^2)d1^115d2^229 + (0 + 2a + 4a^2)d1^116d2^229 + (0 + 2a + 3a^2)d1^117d2^229 + (0 + 4a + 4a^2)d1^118d2^229 + (1 + 3a + 3a^2)d1^119d2^229 + (4 + 1a + 3a^2)d1^120d2^229 + (2 + 1a + 4a^2)d1^121d2^229 + (4 + 1a + 3a^2)d1^122d2^229 + (3 + 3a + 0a^2)d1^123d2^229 + (2 + 1a + 2a^2)d1^124d2^229 + (1 + 4a + 1a^2)d1^125d2^229 + (2 + 3a + 3a^2)d1^126d2^229 + (1 + 3a + 3a^2)d1^127d2^229 + (3 + 3a + 0a^2)d1^128d2^229 + (0 + 4a + 4a^2)d1^129d2^229 + (4 + 2a + 1a^2)d1^130d2^229 + (4 + 0a + 4a^2)d1^131d2^229 + (0 + 1a + 2a^2)d1^132d2^229 + (3 + 3a + 3a^2)d1^133d2^229 + (0 + 2a + 4a^2)d1^134d2^229 + (3 + 3a + 0a^2)d1^135d2^229 + (1 + 3a + 1a^2)d1^136d2^229 + (3 + 0a + 1a^2)d1^137d2^229 + (1 + 1a + 0a^2)d1^138d2^229 + (3 + 0a + 3a^2)d1^139d2^229 + (4 + 2a + 0a^2)d1^140d2^229 + (4 + 4a + 0a^2)d1^141d2^229 + (4 + 4a + 0a^2)d1^142d2^229 + (3 + 3a + 0a^2)d1^143d2^229 + (3 + 0a + 3a^2)d1^144d2^229 + (1 + 0a + 1a^2)d1^145d2^229 + (1 + 1a + 3a^2)d1^146d2^229 + (0 + 4a + 4a^2)d1^147d2^229 + (3 + 4a + 3a^2)d1^148d2^229 + (0 + 0a + 1a^2)d1^149d2^229 + (4 + 2a + 0a^2)d1^150d2^229 + (2 + 3a + 3a^2)d1^151d2^229 + (4 + 2a + 2a^2)d1^152d2^229 + (2 + 2a + 0a^2)d1^153d2^229 + (0 + 0a + 1a^2)d1^154d2^229 + (3 + 4a + 3a^2)d1^155d2^229 + (3 + 2a + 0a^2)d1^156d2^229 + (3 + 4a + 1a^2)d1^157d2^229 + (2 + 2a + 0a^2)d1^158d2^229 + (1 + 2a + 2a^2)d1^159d2^229 + (0 + 4a + 3a^2)d1^160d2^229 + (1 + 1a + 4a^2)d1^161d2^229 + (2 + 3a + 2a^2)d1^162d2^229 + (4 + 1a + 4a^2)d1^163d2^229 + (1 + 3a + 0a^2)d1^164d2^229 + (2 + 0a + 4a^2)d1^165d2^229 + (4 + 3a + 1a^2)d1^166d2^229 + (4 + 4a + 3a^2)d1^167d2^229 + (3 + 3a + 3a^2)d1^168d2^229 + (1 + 3a + 1a^2)d1^169d2^229 + (3 + 4a + 2a^2)d1^170d2^229 + (4 + 1a + 4a^2)d1^171d2^229 + (1 + 3a + 1a^2)d1^172d2^229 + (2 + 1a + 0a^2)d1^173d2^229 + (1 + 3a + 1a^2)d1^174d2^229 + (0 + 0a + 2a^2)d1^175d2^229 + (3 + 1a + 1a^2)d1^176d2^229 + (2 + 1a + 4a^2)d1^177d2^229 + (3 + 2a + 3a^2)d1^178d2^229 + (4 + 4a + 0a^2)d1^179d2^229 + (4 + 3a + 3a^2)d1^180d2^229 + (0 + 2a + 3a^2)d1^181d2^229 + (0 + 0a + 3a^2)d1^182d2^229 + (4 + 2a + 4a^2)d1^183d2^229 + (3 + 2a + 2a^2)d1^184d2^229 + (2 + 0a + 3a^2)d1^185d2^229 + (0 + 4a + 3a^2)d1^186d2^229 + (0 + 4a + 0a^2)d1^187d2^229 + (4 + 0a + 1a^2)d1^188d2^229 + (2 + 1a + 2a^2)d1^189d2^229 + (2 + 0a + 0a^2)d1^190d2^229 + (4 + 0a + 2a^2)d1^191d2^229 + (1 + 3a + 2a^2)d1^192d2^229 + (3 + 3a + 4a^2)d1^193d2^229 + (4 + 2a + 2a^2)d1^194d2^229 + (2 + 2a + 3a^2)d1^195d2^229 + (1 + 2a + 0a^2)d1^196d2^229 + (2 + 4a + 4a^2)d1^197d2^229 + (2 + 3a + 3a^2)d1^198d2^229 + (4 + 2a + 3a^2)d1^199d2^229 + (2 + 4a + 1a^2)d1^200d2^229 + (4 + 2a + 4a^2)d1^201d2^229 + (3 + 0a + 3a^2)d1^202d2^229 + (2 + 0a + 3a^2)d1^203d2^229 + (0 + 2a + 4a^2)d1^204d2^229 + (4 + 0a + 3a^2)d1^205d2^229 + (4 + 2a + 1a^2)d1^206d2^229 + (0 + 1a + 3a^2)d1^207d2^229 + (3 + 2a + 1a^2)d1^208d2^229 + (0 + 0a + 4a^2)d1^209d2^229 + (3 + 4a + 3a^2)d1^210d2^229 + (0 + 2a + 0a^2)d1^211d2^229 + (4 + 0a + 4a^2)d1^212d2^229 + (0 + 2a + 1a^2)d1^213d2^229 + (4 + 1a + 4a^2)d1^214d2^229 + (4 + 4a + 1a^2)d1^215d2^229 + (3 + 3a + 1a^2)d1^216d2^229 + (1 + 3a + 3a^2)d1^217d2^229 + (3 + 3a + 0a^2)d1^218d2^229 + (4 + 0a + 0a^2)d1^219d2^229 + (4 + 4a + 4a^2)d1^220d2^229 + (3 + 1a + 2a^2)d1^221d2^229 + (0 + 2a + 1a^2)d1^222d2^229 + (3 + 1a + 4a^2)d1^223d2^229 + (0 + 2a + 2a^2)d1^224d2^229 + (1 + 2a + 0a^2)d1^225d2^229 + (2 + 0a + 2a^2)d1^226d2^229 + (2 + 2a + 1a^2)d1^227d2^229 + (4 + 1a + 1a^2)d1^228d2^229 + (1 + 0a + 1a^2)d1^229d2^229 + (1 + 1a + 4a^2)d1^230d2^229 + (3 + 3a + 4a^2)d1^231d2^229 + (1 + 4a + 1a^2)d1^232d2^229 + (4 + 1a + 1a^2)d1^233d2^229 + (0 + 1a + 4a^2)d1^234d2^229 + (2 + 1a + 3a^2)d1^235d2^229 + (4 + 0a + 1a^2)d1^236d2^229 + (4 + 1a + 4a^2)d1^237d2^229 + (2 + 2a + 2a^2)d1^238d2^229 + (2 + 4a + 3a^2)d1^239d2^229 + (0 + 4a + 2a^2)d1^240d2^229 + (1 + 3a + 0a^2)d1^241d2^229 + (4 + 3a + 4a^2)d1^242d2^229 + (2 + 3a + 0a^2)d1^243d2^229 + (1 + 1a + 0a^2)d1^244d2^229 + (2 + 0a + 3a^2)d1^245d2^229 + (2 + 3a + 3a^2)d1^246d2^229 + (0 + 0a + 2a^2)d1^248d2^229 + (0 + 3a + 4a^2)d1^249d2^229 + (0 + 2a + 1a^2)d1^250d2^229 + (1 + 3a + 0a^2)d1^251d2^229 + (1 + 4a + 0a^2)d1^252d2^229 + (2 + 4a + 1a^2)d1^253d2^229 + (1 + 2a + 0a^2)d1^254d2^229 + (3 + 1a + 0a^2)d1^255d2^229 + (3 + 2a + 0a^2)d1^256d2^229 + (3 + 1a + 3a^2)d1^257d2^229 + (1 + 0a + 4a^2)d1^258d2^229 + (0 + 2a + 3a^2)d1^259d2^229 + (1 + 3a + 0a^2)d1^260d2^229 + (3 + 2a + 2a^2)d1^261d2^229 + (2 + 4a + 1a^2)d1^262d2^229 + (0 + 2a + 2a^2)d1^263d2^229 + (3 + 0a + 3a^2)d1^264d2^229 + (0 + 4a + 2a^2)d1^265d2^229 + (1 + 4a + 2a^2)d1^266d2^229 + (3 + 3a + 2a^2)d1^267d2^229 + (0 + 1a + 2a^2)d1^268d2^229 + (4 + 4a + 4a^2)d1^269d2^229 + (4 + 2a + 4a^2)d1^270d2^229 + (3 + 0a + 4a^2)d1^271d2^229 + (4 + 1a + 4a^2)d1^272d2^229 + (2 + 3a + 0a^2)d1^273d2^229 + (0 + 1a + 3a^2)d1^274d2^229 + (2 + 1a + 3a^2)d1^275d2^229 + (4 + 1a + 2a^2)d1^276d2^229 + (0 + 4a + 3a^2)d1^277d2^229 + (1 + 4a + 4a^2)d1^278d2^229 + (2 + 1a + 3a^2)d1^279d2^229 + (4 + 3a + 0a^2)d1^280d2^229 + (0 + 0a + 4a^2)d1^281d2^229 + (3 + 4a + 3a^2)d1^282d2^229 + (1 + 1a + 3a^2)d1^283d2^229 + (1 + 3a + 1a^2)d1^284d2^229 + (3 + 2a + 3a^2)d1^285d2^229 + (3 + 0a + 2a^2)d1^286d2^229 + (1 + 0a + 0a^2)d1^287d2^229 + (3 + 2a + 1a^2)d1^288d2^229 + (1 + 2a + 3a^2)d1^289d2^229 + (1 + 4a + 3a^2)d1^290d2^229 + (4 + 1a + 0a^2)d1^291d2^229 + (1 + 3a + 4a^2)d1^292d2^229 + (4 + 1a + 0a^2)d1^293d2^229 + (3 + 3a + 3a^2)d2^230 + (1 + 1a + 3a^2)d1^1d2^230 + (2 + 0a + 3a^2)d1^2d2^230 + (3 + 2a + 0a^2)d1^3d2^230 + (3 + 4a + 2a^2)d1^4d2^230 + (0 + 4a + 2a^2)d1^5d2^230 + (0 + 0a + 1a^2)d1^6d2^230 + (3 + 4a + 3a^2)d1^7d2^230 + (1 + 4a + 0a^2)d1^8d2^230 + (4 + 1a + 0a^2)d1^9d2^230 + (3 + 3a + 2a^2)d1^10d2^230 + (0 + 3a + 1a^2)d1^11d2^230 + (2 + 2a + 0a^2)d1^12d2^230 + (3 + 2a + 4a^2)d1^13d2^230 + (0 + 0a + 4a^2)d1^15d2^230 + (0 + 4a + 4a^2)d1^16d2^230 + (3 + 1a + 4a^2)d1^17d2^230 + (4 + 0a + 2a^2)d1^18d2^230 + (0 + 3a + 1a^2)d1^19d2^230 + (2 + 1a + 4a^2)d1^20d2^230 + (2 + 4a + 2a^2)d1^21d2^230 + (4 + 0a + 2a^2)d1^22d2^230 + (2 + 0a + 1a^2)d1^23d2^230 + (2 + 3a + 3a^2)d1^24d2^230 + (3 + 4a + 1a^2)d1^25d2^230 + (3 + 0a + 4a^2)d1^26d2^230 + (2 + 3a + 1a^2)d1^27d2^230 + (1 + 4a + 2a^2)d1^28d2^230 + (4 + 2a + 3a^2)d1^29d2^230 + (1 + 1a + 2a^2)d1^30d2^230 + (3 + 0a + 1a^2)d1^31d2^230 + (3 + 3a + 0a^2)d1^32d2^230 + (2 + 2a + 3a^2)d1^33d2^230 + (3 + 1a + 2a^2)d1^34d2^230 + (0 + 4a + 1a^2)d1^35d2^230 + (0 + 4a + 2a^2)d1^36d2^230 + (4 + 1a + 2a^2)d1^37d2^230 + (4 + 1a + 0a^2)d1^38d2^230 + (0 + 0a + 1a^2)d1^39d2^230 + (1 + 4a + 2a^2)d1^40d2^230 + (4 + 2a + 4a^2)d1^41d2^230 + (4 + 0a + 3a^2)d1^42d2^230 + (3 + 1a + 4a^2)d1^43d2^230 + (0 + 0a + 3a^2)d1^44d2^230 + (2 + 1a + 0a^2)d1^45d2^230 + (3 + 0a + 4a^2)d1^46d2^230 + (1 + 0a + 0a^2)d1^47d2^230 + (3 + 3a + 1a^2)d1^48d2^230 + (3 + 2a + 3a^2)d1^49d2^230 + (3 + 3a + 4a^2)d1^50d2^230 + (2 + 0a + 1a^2)d1^51d2^230 + (1 + 3a + 4a^2)d1^52d2^230 + (3 + 1a + 1a^2)d1^53d2^230 + (1 + 0a + 0a^2)d1^54d2^230 + (0 + 3a + 4a^2)d1^55d2^230 + (0 + 4a + 2a^2)d1^56d2^230 + (4 + 3a + 2a^2)d1^57d2^230 + (1 + 4a + 0a^2)d1^58d2^230 + (1 + 2a + 4a^2)d1^59d2^230 + (3 + 3a + 3a^2)d1^60d2^230 + (4 + 0a + 3a^2)d1^61d2^230 + (3 + 3a + 0a^2)d1^62d2^230 + (0 + 3a + 3a^2)d1^63d2^230 + (2 + 3a + 1a^2)d1^64d2^230 + (0 + 4a + 4a^2)d1^65d2^230 + (3 + 4a + 3a^2)d1^66d2^230 + (4 + 2a + 0a^2)d1^67d2^230 + (1 + 3a + 3a^2)d1^68d2^230 + (0 + 3a + 4a^2)d1^69d2^230 + (4 + 3a + 1a^2)d1^70d2^230 + (2 + 1a + 3a^2)d1^71d2^230 + (1 + 1a + 3a^2)d1^72d2^230 + (0 + 1a + 0a^2)d1^73d2^230 + (1 + 1a + 1a^2)d1^74d2^230 + (4 + 1a + 4a^2)d1^75d2^230 + (0 + 4a + 1a^2)d1^76d2^230 + (2 + 3a + 0a^2)d1^77d2^230 + (1 + 3a + 0a^2)d1^78d2^230 + (3 + 1a + 4a^2)d1^79d2^230 + (4 + 4a + 3a^2)d1^80d2^230 + (2 + 2a + 1a^2)d1^81d2^230 + (2 + 0a + 4a^2)d1^82d2^230 + (4 + 0a + 3a^2)d1^83d2^230 + (0 + 2a + 3a^2)d1^84d2^230 + (2 + 1a + 2a^2)d1^85d2^230 + (2 + 4a + 1a^2)d1^86d2^230 + (4 + 1a + 0a^2)d1^87d2^230 + (2 + 3a + 3a^2)d1^88d2^230 + (4 + 4a + 3a^2)d1^89d2^230 + (2 + 0a + 1a^2)d1^90d2^230 + (0 + 0a + 1a^2)d1^91d2^230 + (2 + 2a + 2a^2)d1^92d2^230 + (0 + 3a + 3a^2)d1^93d2^230 + (2 + 1a + 2a^2)d1^94d2^230 + (3 + 3a + 1a^2)d1^95d2^230 + (2 + 3a + 4a^2)d1^96d2^230 + (3 + 2a + 2a^2)d1^97d2^230 + (4 + 0a + 3a^2)d1^98d2^230 + (4 + 1a + 0a^2)d1^99d2^230 + (4 + 1a + 0a^2)d1^100d2^230 + (1 + 4a + 4a^2)d1^101d2^230 + (1 + 0a + 1a^2)d1^102d2^230 + (4 + 1a + 1a^2)d1^103d2^230 + (4 + 4a + 4a^2)d1^104d2^230 + (4 + 0a + 1a^2)d1^105d2^230 + (2 + 2a + 0a^2)d1^106d2^230 + (1 + 4a + 4a^2)d1^107d2^230 + (1 + 4a + 0a^2)d1^108d2^230 + (0 + 3a + 4a^2)d1^109d2^230 + (0 + 1a + 2a^2)d1^110d2^230 + (0 + 4a + 2a^2)d1^111d2^230 + (3 + 3a + 0a^2)d1^112d2^230 + (0 + 1a + 4a^2)d1^113d2^230 + (3 + 3a + 3a^2)d1^114d2^230 + (3 + 3a + 3a^2)d1^115d2^230 + (2 + 0a + 1a^2)d1^116d2^230 + (0 + 0a + 3a^2)d1^117d2^230 + (4 + 4a + 1a^2)d1^118d2^230 + (3 + 1a + 3a^2)d1^119d2^230 + (4 + 3a + 3a^2)d1^120d2^230 + (1 + 2a + 3a^2)d1^121d2^230 + (3 + 2a + 0a^2)d1^122d2^230 + (4 + 2a + 1a^2)d1^123d2^230 + (2 + 4a + 0a^2)d1^124d2^230 + (1 + 4a + 2a^2)d1^125d2^230 + (4 + 4a + 3a^2)d1^126d2^230 + (4 + 4a + 4a^2)d1^127d2^230 + (1 + 2a + 0a^2)d1^128d2^230 + (2 + 3a + 4a^2)d1^129d2^230 + (2 + 0a + 4a^2)d1^130d2^230 + (4 + 0a + 0a^2)d1^131d2^230 + (2 + 2a + 3a^2)d1^132d2^230 + (1 + 2a + 0a^2)d1^133d2^230 + (3 + 2a + 1a^2)d1^134d2^230 + (1 + 4a + 0a^2)d1^135d2^230 + (3 + 3a + 0a^2)d1^136d2^230 + (2 + 0a + 2a^2)d1^137d2^230 + (1 + 2a + 0a^2)d1^138d2^230 + (1 + 1a + 3a^2)d1^139d2^230 + (4 + 2a + 0a^2)d1^140d2^230 + (3 + 0a + 1a^2)d1^141d2^230 + (3 + 1a + 3a^2)d1^142d2^230 + (4 + 1a + 4a^2)d1^143d2^230 + (0 + 4a + 2a^2)d1^144d2^230 + (0 + 1a + 3a^2)d1^145d2^230 + (0 + 0a + 2a^2)d1^147d2^230 + (3 + 1a + 0a^2)d1^148d2^230 + (3 + 4a + 0a^2)d1^149d2^230 + (0 + 2a + 4a^2)d1^150d2^230 + (3 + 1a + 2a^2)d1^151d2^230 + (2 + 2a + 1a^2)d1^152d2^230 + (3 + 2a + 1a^2)d1^153d2^230 + (1 + 3a + 0a^2)d1^154d2^230 + (3 + 2a + 0a^2)d1^155d2^230 + (4 + 3a + 1a^2)d1^156d2^230 + (1 + 4a + 2a^2)d1^157d2^230 + (0 + 3a + 2a^2)d1^158d2^230 + (0 + 2a + 2a^2)d1^159d2^230 + (4 + 4a + 0a^2)d1^160d2^230 + (0 + 3a + 0a^2)d1^161d2^230 + (1 + 1a + 4a^2)d1^162d2^230 + (0 + 2a + 3a^2)d1^163d2^230 + (2 + 4a + 3a^2)d1^164d2^230 + (3 + 0a + 3a^2)d1^165d2^230 + (3 + 0a + 4a^2)d1^166d2^230 + (1 + 0a + 2a^2)d1^167d2^230 + (0 + 3a + 0a^2)d1^168d2^230 + (3 + 0a + 0a^2)d1^169d2^230 + (0 + 1a + 4a^2)d1^170d2^230 + (1 + 4a + 3a^2)d1^171d2^230 + (3 + 4a + 0a^2)d1^172d2^230 + (4 + 0a + 1a^2)d1^173d2^230 + (3 + 2a + 0a^2)d1^174d2^230 + (0 + 4a + 0a^2)d1^175d2^230 + (0 + 1a + 3a^2)d1^176d2^230 + (2 + 2a + 3a^2)d1^177d2^230 + (4 + 1a + 1a^2)d1^178d2^230 + (2 + 1a + 0a^2)d1^179d2^230 + (0 + 1a + 0a^2)d1^180d2^230 + (2 + 2a + 3a^2)d1^181d2^230 + (3 + 0a + 1a^2)d1^182d2^230 + (3 + 3a + 1a^2)d1^183d2^230 + (4 + 2a + 2a^2)d1^184d2^230 + (3 + 2a + 1a^2)d1^185d2^230 + (2 + 2a + 0a^2)d1^186d2^230 + (3 + 1a + 1a^2)d1^187d2^230 + (3 + 1a + 2a^2)d1^188d2^230 + (1 + 2a + 1a^2)d1^190d2^230 + (2 + 3a + 2a^2)d1^191d2^230 + (0 + 3a + 2a^2)d1^192d2^230 + (2 + 2a + 3a^2)d1^193d2^230 + (2 + 0a + 2a^2)d1^194d2^230 + (3 + 1a + 1a^2)d1^195d2^230 + (0 + 3a + 3a^2)d1^196d2^230 + (2 + 4a + 1a^2)d1^197d2^230 + (1 + 2a + 3a^2)d1^198d2^230 + (1 + 1a + 0a^2)d1^199d2^230 + (1 + 3a + 1a^2)d1^200d2^230 + (2 + 4a + 3a^2)d1^201d2^230 + (1 + 4a + 1a^2)d1^202d2^230 + (4 + 3a + 3a^2)d1^203d2^230 + (1 + 0a + 3a^2)d1^204d2^230 + (4 + 4a + 1a^2)d1^205d2^230 + (2 + 2a + 4a^2)d1^206d2^230 + (0 + 0a + 4a^2)d1^207d2^230 + (3 + 3a + 2a^2)d1^208d2^230 + (2 + 4a + 3a^2)d1^209d2^230 + (1 + 1a + 3a^2)d1^210d2^230 + (3 + 2a + 3a^2)d1^211d2^230 + (3 + 3a + 2a^2)d1^212d2^230 + (0 + 3a + 1a^2)d1^213d2^230 + (3 + 1a + 2a^2)d1^214d2^230 + (2 + 3a + 2a^2)d1^215d2^230 + (3 + 2a + 3a^2)d1^216d2^230 + (0 + 4a + 4a^2)d1^217d2^230 + (0 + 3a + 1a^2)d1^218d2^230 + (0 + 2a + 2a^2)d1^219d2^230 + (2 + 0a + 4a^2)d1^220d2^230 + (1 + 1a + 3a^2)d1^221d2^230 + (4 + 3a + 3a^2)d1^222d2^230 + (0 + 0a + 2a^2)d1^223d2^230 + (3 + 1a + 2a^2)d1^224d2^230 + (2 + 0a + 1a^2)d1^225d2^230 + (3 + 1a + 0a^2)d1^226d2^230 + (3 + 0a + 1a^2)d1^227d2^230 + (0 + 1a + 0a^2)d1^228d2^230 + (2 + 3a + 3a^2)d1^229d2^230 + (3 + 3a + 3a^2)d1^230d2^230 + (3 + 3a + 0a^2)d1^231d2^230 + (0 + 4a + 1a^2)d1^232d2^230 + (0 + 2a + 2a^2)d1^233d2^230 + (4 + 3a + 4a^2)d1^234d2^230 + (1 + 1a + 2a^2)d1^235d2^230 + (3 + 1a + 4a^2)d1^236d2^230 + (3 + 1a + 2a^2)d1^237d2^230 + (4 + 3a + 3a^2)d1^238d2^230 + (3 + 0a + 0a^2)d1^239d2^230 + (4 + 0a + 2a^2)d1^240d2^230 + (4 + 4a + 4a^2)d1^241d2^230 + (3 + 2a + 0a^2)d1^242d2^230 + (4 + 1a + 3a^2)d1^243d2^230 + (1 + 0a + 0a^2)d1^244d2^230 + (4 + 4a + 2a^2)d1^245d2^230 + (2 + 0a + 3a^2)d1^246d2^230 + (0 + 1a + 3a^2)d1^247d2^230 + (4 + 4a + 2a^2)d1^248d2^230 + (2 + 2a + 2a^2)d1^250d2^230 + (3 + 4a + 0a^2)d1^252d2^230 + (0 + 1a + 3a^2)d1^253d2^230 + (1 + 0a + 1a^2)d1^254d2^230 + (3 + 0a + 0a^2)d1^255d2^230 + (3 + 0a + 3a^2)d1^256d2^230 + (4 + 2a + 1a^2)d1^257d2^230 + (4 + 3a + 4a^2)d1^258d2^230 + (4 + 3a + 3a^2)d1^259d2^230 + (1 + 3a + 3a^2)d1^260d2^230 + (3 + 4a + 3a^2)d1^261d2^230 + (3 + 1a + 3a^2)d1^262d2^230 + (3 + 3a + 4a^2)d1^263d2^230 + (2 + 2a + 3a^2)d1^264d2^230 + (3 + 2a + 3a^2)d1^265d2^230 + (0 + 0a + 2a^2)d1^266d2^230 + (1 + 2a + 4a^2)d1^267d2^230 + (0 + 2a + 0a^2)d1^268d2^230 + (3 + 3a + 4a^2)d1^269d2^230 + (4 + 3a + 1a^2)d1^270d2^230 + (3 + 2a + 1a^2)d1^271d2^230 + (3 + 0a + 3a^2)d1^272d2^230 + (3 + 2a + 4a^2)d1^273d2^230 + (4 + 1a + 1a^2)d1^274d2^230 + (0 + 3a + 0a^2)d1^275d2^230 + (3 + 0a + 4a^2)d1^276d2^230 + (1 + 3a + 2a^2)d1^277d2^230 + (4 + 0a + 4a^2)d1^278d2^230 + (2 + 1a + 0a^2)d1^279d2^230 + (0 + 4a + 2a^2)d1^280d2^230 + (3 + 2a + 4a^2)d1^281d2^230 + (2 + 1a + 1a^2)d1^282d2^230 + (3 + 3a + 1a^2)d1^283d2^230 + (1 + 1a + 3a^2)d1^284d2^230 + (1 + 0a + 3a^2)d1^285d2^230 + (3 + 2a + 2a^2)d1^286d2^230 + (1 + 2a + 2a^2)d1^287d2^230 + (1 + 3a + 4a^2)d1^288d2^230 + (4 + 2a + 1a^2)d1^289d2^230 + (1 + 4a + 2a^2)d1^290d2^230 + (1 + 2a + 3a^2)d1^292d2^230 + (2 + 3a + 4a^2)d1^293d2^230 + (4 + 4a + 4a^2)d2^231 + (4 + 3a + 0a^2)d1^1d2^231 + (3 + 4a + 3a^2)d1^2d2^231 + (2 + 0a + 4a^2)d1^3d2^231 + (3 + 4a + 1a^2)d1^4d2^231 + (1 + 3a + 3a^2)d1^5d2^231 + (1 + 1a + 4a^2)d1^6d2^231 + (4 + 4a + 0a^2)d1^7d2^231 + (0 + 4a + 2a^2)d1^8d2^231 + (1 + 3a + 2a^2)d1^9d2^231 + (2 + 2a + 1a^2)d1^10d2^231 + (0 + 4a + 2a^2)d1^11d2^231 + (0 + 2a + 4a^2)d1^12d2^231 + (1 + 2a + 3a^2)d1^13d2^231 + (3 + 0a + 0a^2)d1^14d2^231 + (4 + 1a + 4a^2)d1^15d2^231 + (0 + 0a + 4a^2)d1^16d2^231 + (2 + 0a + 4a^2)d1^17d2^231 + (0 + 3a + 3a^2)d1^18d2^231 + (3 + 3a + 2a^2)d1^19d2^231 + (4 + 3a + 0a^2)d1^20d2^231 + (3 + 0a + 2a^2)d1^21d2^231 + (2 + 2a + 3a^2)d1^22d2^231 + (2 + 2a + 2a^2)d1^23d2^231 + (1 + 2a + 1a^2)d1^24d2^231 + (0 + 3a + 0a^2)d1^25d2^231 + (3 + 0a + 4a^2)d1^26d2^231 + (4 + 1a + 0a^2)d1^27d2^231 + (0 + 2a + 0a^2)d1^28d2^231 + (0 + 2a + 3a^2)d1^29d2^231 + (1 + 4a + 4a^2)d1^30d2^231 + (4 + 4a + 2a^2)d1^31d2^231 + (3 + 1a + 1a^2)d1^32d2^231 + (4 + 2a + 4a^2)d1^33d2^231 + (1 + 0a + 3a^2)d1^34d2^231 + (2 + 1a + 0a^2)d1^35d2^231 + (1 + 0a + 1a^2)d1^36d2^231 + (0 + 2a + 3a^2)d1^37d2^231 + (4 + 2a + 2a^2)d1^38d2^231 + (4 + 2a + 0a^2)d1^39d2^231 + (0 + 2a + 3a^2)d1^40d2^231 + (3 + 2a + 4a^2)d1^41d2^231 + (4 + 0a + 3a^2)d1^42d2^231 + (4 + 0a + 0a^2)d1^43d2^231 + (4 + 2a + 2a^2)d1^44d2^231 + (2 + 2a + 4a^2)d1^45d2^231 + (3 + 0a + 4a^2)d1^46d2^231 + (1 + 4a + 2a^2)d1^47d2^231 + (1 + 0a + 2a^2)d1^48d2^231 + (3 + 0a + 4a^2)d1^49d2^231 + (3 + 4a + 1a^2)d1^50d2^231 + (1 + 2a + 0a^2)d1^51d2^231 + (4 + 2a + 1a^2)d1^52d2^231 + (4 + 1a + 1a^2)d1^53d2^231 + (2 + 1a + 4a^2)d1^54d2^231 + (0 + 4a + 1a^2)d1^55d2^231 + (1 + 4a + 0a^2)d1^56d2^231 + (2 + 0a + 3a^2)d1^57d2^231 + (0 + 4a + 1a^2)d1^58d2^231 + (2 + 4a + 4a^2)d1^59d2^231 + (3 + 3a + 4a^2)d1^60d2^231 + (0 + 3a + 2a^2)d1^61d2^231 + (2 + 4a + 2a^2)d1^62d2^231 + (4 + 1a + 2a^2)d1^63d2^231 + (3 + 4a + 0a^2)d1^64d2^231 + (2 + 3a + 4a^2)d1^65d2^231 + (4 + 4a + 3a^2)d1^66d2^231 + (1 + 4a + 4a^2)d1^67d2^231 + (4 + 1a + 2a^2)d1^68d2^231 + (1 + 4a + 3a^2)d1^69d2^231 + (0 + 2a + 1a^2)d1^70d2^231 + (4 + 2a + 2a^2)d1^71d2^231 + (2 + 3a + 4a^2)d1^72d2^231 + (4 + 3a + 4a^2)d1^73d2^231 + (2 + 4a + 2a^2)d1^74d2^231 + (4 + 1a + 2a^2)d1^76d2^231 + (4 + 0a + 4a^2)d1^77d2^231 + (2 + 3a + 2a^2)d1^78d2^231 + (1 + 0a + 0a^2)d1^79d2^231 + (3 + 0a + 0a^2)d1^80d2^231 + (2 + 1a + 2a^2)d1^81d2^231 + (3 + 0a + 1a^2)d1^82d2^231 + (1 + 4a + 1a^2)d1^83d2^231 + (1 + 4a + 4a^2)d1^84d2^231 + (0 + 3a + 3a^2)d1^85d2^231 + (3 + 4a + 2a^2)d1^86d2^231 + (0 + 4a + 3a^2)d1^87d2^231 + (0 + 3a + 1a^2)d1^88d2^231 + (2 + 3a + 1a^2)d1^89d2^231 + (4 + 0a + 0a^2)d1^90d2^231 + (2 + 2a + 2a^2)d1^91d2^231 + (2 + 1a + 1a^2)d1^92d2^231 + (3 + 4a + 3a^2)d1^93d2^231 + (2 + 1a + 1a^2)d1^94d2^231 + (3 + 0a + 1a^2)d1^95d2^231 + (0 + 0a + 2a^2)d1^96d2^231 + (4 + 2a + 1a^2)d1^97d2^231 + (3 + 2a + 4a^2)d1^98d2^231 + (2 + 3a + 0a^2)d1^99d2^231 + (0 + 0a + 1a^2)d1^100d2^231 + (0 + 0a + 4a^2)d1^101d2^231 + (2 + 3a + 4a^2)d1^102d2^231 + (4 + 4a + 3a^2)d1^103d2^231 + (1 + 4a + 2a^2)d1^104d2^231 + (1 + 4a + 2a^2)d1^105d2^231 + (4 + 2a + 3a^2)d1^106d2^231 + (1 + 4a + 3a^2)d1^107d2^231 + (0 + 2a + 3a^2)d1^108d2^231 + (1 + 0a + 0a^2)d1^109d2^231 + (2 + 2a + 2a^2)d1^110d2^231 + (4 + 0a + 3a^2)d1^111d2^231 + (2 + 4a + 1a^2)d1^112d2^231 + (4 + 4a + 4a^2)d1^113d2^231 + (0 + 4a + 1a^2)d1^114d2^231 + (3 + 4a + 2a^2)d1^116d2^231 + (1 + 3a + 0a^2)d1^117d2^231 + (1 + 2a + 2a^2)d1^118d2^231 + (3 + 2a + 4a^2)d1^119d2^231 + (4 + 4a + 2a^2)d1^120d2^231 + (3 + 2a + 4a^2)d1^121d2^231 + (3 + 3a + 1a^2)d1^122d2^231 + (3 + 4a + 3a^2)d1^123d2^231 + (4 + 2a + 2a^2)d1^124d2^231 + (3 + 4a + 0a^2)d1^125d2^231 + (4 + 1a + 4a^2)d1^126d2^231 + (4 + 0a + 4a^2)d1^127d2^231 + (1 + 2a + 1a^2)d1^128d2^231 + (0 + 1a + 1a^2)d1^129d2^231 + (1 + 1a + 3a^2)d1^130d2^231 + (1 + 0a + 3a^2)d1^131d2^231 + (4 + 3a + 0a^2)d1^132d2^231 + (4 + 3a + 0a^2)d1^133d2^231 + (0 + 1a + 1a^2)d1^134d2^231 + (4 + 2a + 1a^2)d1^135d2^231 + (3 + 4a + 2a^2)d1^136d2^231 + (1 + 4a + 3a^2)d1^137d2^231 + (4 + 1a + 3a^2)d1^138d2^231 + (3 + 4a + 3a^2)d1^139d2^231 + (1 + 1a + 2a^2)d1^140d2^231 + (2 + 0a + 2a^2)d1^141d2^231 + (2 + 4a + 3a^2)d1^142d2^231 + (3 + 0a + 0a^2)d1^143d2^231 + (1 + 1a + 2a^2)d1^144d2^231 + (0 + 3a + 0a^2)d1^145d2^231 + (0 + 1a + 4a^2)d1^146d2^231 + (3 + 0a + 4a^2)d1^147d2^231 + (1 + 0a + 0a^2)d1^148d2^231 + (3 + 2a + 3a^2)d1^149d2^231 + (0 + 0a + 2a^2)d1^150d2^231 + (4 + 4a + 4a^2)d1^151d2^231 + (1 + 0a + 2a^2)d1^152d2^231 + (2 + 0a + 2a^2)d1^153d2^231 + (0 + 1a + 2a^2)d1^154d2^231 + (3 + 3a + 3a^2)d1^155d2^231 + (1 + 0a + 3a^2)d1^156d2^231 + (0 + 1a + 2a^2)d1^157d2^231 + (4 + 3a + 4a^2)d1^158d2^231 + (3 + 2a + 2a^2)d1^159d2^231 + (1 + 3a + 3a^2)d1^160d2^231 + (2 + 3a + 2a^2)d1^161d2^231 + (3 + 2a + 1a^2)d1^162d2^231 + (1 + 0a + 1a^2)d1^163d2^231 + (4 + 1a + 2a^2)d1^164d2^231 + (0 + 1a + 2a^2)d1^165d2^231 + (4 + 1a + 4a^2)d1^166d2^231 + (3 + 0a + 0a^2)d1^167d2^231 + (2 + 1a + 2a^2)d1^168d2^231 + (2 + 2a + 2a^2)d1^169d2^231 + (1 + 1a + 2a^2)d1^170d2^231 + (1 + 2a + 2a^2)d1^171d2^231 + (2 + 1a + 2a^2)d1^172d2^231 + (3 + 3a + 1a^2)d1^173d2^231 + (4 + 2a + 0a^2)d1^174d2^231 + (4 + 4a + 0a^2)d1^175d2^231 + (3 + 0a + 2a^2)d1^176d2^231 + (1 + 1a + 1a^2)d1^177d2^231 + (4 + 0a + 4a^2)d1^178d2^231 + (4 + 1a + 2a^2)d1^179d2^231 + (4 + 1a + 4a^2)d1^180d2^231 + (3 + 4a + 3a^2)d1^181d2^231 + (2 + 1a + 0a^2)d1^182d2^231 + (0 + 1a + 0a^2)d1^183d2^231 + (1 + 3a + 4a^2)d1^184d2^231 + (2 + 2a + 0a^2)d1^185d2^231 + (3 + 3a + 2a^2)d1^186d2^231 + (3 + 2a + 2a^2)d1^187d2^231 + (2 + 1a + 2a^2)d1^188d2^231 + (2 + 1a + 2a^2)d1^189d2^231 + (4 + 3a + 1a^2)d1^190d2^231 + (1 + 3a + 3a^2)d1^191d2^231 + (4 + 3a + 0a^2)d1^192d2^231 + (1 + 0a + 2a^2)d1^193d2^231 + (3 + 1a + 3a^2)d1^194d2^231 + (4 + 4a + 4a^2)d1^195d2^231 + (1 + 4a + 0a^2)d1^196d2^231 + (0 + 1a + 0a^2)d1^197d2^231 + (3 + 4a + 0a^2)d1^198d2^231 + (2 + 0a + 2a^2)d1^199d2^231 + (1 + 1a + 2a^2)d1^200d2^231 + (0 + 1a + 4a^2)d1^201d2^231 + (3 + 1a + 1a^2)d1^202d2^231 + (1 + 4a + 0a^2)d1^203d2^231 + (3 + 4a + 0a^2)d1^204d2^231 + (1 + 2a + 2a^2)d1^205d2^231 + (4 + 0a + 4a^2)d1^206d2^231 + (4 + 2a + 3a^2)d1^207d2^231 + (2 + 2a + 2a^2)d1^208d2^231 + (4 + 2a + 3a^2)d1^209d2^231 + (3 + 4a + 3a^2)d1^210d2^231 + (4 + 0a + 4a^2)d1^211d2^231 + (1 + 2a + 4a^2)d1^212d2^231 + (4 + 1a + 4a^2)d1^213d2^231 + (3 + 2a + 3a^2)d1^214d2^231 + (3 + 2a + 1a^2)d1^215d2^231 + (0 + 3a + 3a^2)d1^216d2^231 + (4 + 3a + 4a^2)d1^217d2^231 + (3 + 0a + 1a^2)d1^218d2^231 + (0 + 0a + 1a^2)d1^219d2^231 + (3 + 2a + 3a^2)d1^220d2^231 + (2 + 1a + 4a^2)d1^221d2^231 + (4 + 2a + 1a^2)d1^222d2^231 + (2 + 4a + 1a^2)d1^223d2^231 + (2 + 3a + 3a^2)d1^224d2^231 + (3 + 2a + 2a^2)d1^225d2^231 + (4 + 3a + 2a^2)d1^226d2^231 + (0 + 0a + 3a^2)d1^227d2^231 + (4 + 0a + 1a^2)d1^228d2^231 + (2 + 1a + 2a^2)d1^229d2^231 + (0 + 1a + 4a^2)d1^230d2^231 + (1 + 1a + 3a^2)d1^231d2^231 + (2 + 0a + 4a^2)d1^232d2^231 + (4 + 2a + 1a^2)d1^233d2^231 + (0 + 0a + 2a^2)d1^234d2^231 + (4 + 1a + 3a^2)d1^235d2^231 + (0 + 2a + 0a^2)d1^236d2^231 + (3 + 1a + 4a^2)d1^237d2^231 + (1 + 3a + 0a^2)d1^238d2^231 + (3 + 0a + 3a^2)d1^239d2^231 + (3 + 2a + 0a^2)d1^240d2^231 + (3 + 2a + 4a^2)d1^241d2^231 + (2 + 2a + 1a^2)d1^242d2^231 + (3 + 2a + 0a^2)d1^243d2^231 + (0 + 4a + 1a^2)d1^244d2^231 + (3 + 2a + 1a^2)d1^245d2^231 + (1 + 3a + 1a^2)d1^246d2^231 + (3 + 4a + 3a^2)d1^247d2^231 + (1 + 3a + 3a^2)d1^248d2^231 + (4 + 3a + 1a^2)d1^249d2^231 + (4 + 2a + 1a^2)d1^250d2^231 + (2 + 4a + 2a^2)d1^251d2^231 + (4 + 1a + 2a^2)d1^252d2^231 + (2 + 1a + 3a^2)d1^253d2^231 + (3 + 1a + 3a^2)d1^254d2^231 + (1 + 3a + 3a^2)d1^255d2^231 + (4 + 1a + 2a^2)d1^256d2^231 + (4 + 3a + 4a^2)d1^257d2^231 + (3 + 4a + 3a^2)d1^258d2^231 + (2 + 2a + 0a^2)d1^259d2^231 + (2 + 0a + 3a^2)d1^260d2^231 + (2 + 4a + 3a^2)d1^261d2^231 + (2 + 4a + 1a^2)d1^262d2^231 + (0 + 4a + 0a^2)d1^263d2^231 + (4 + 2a + 1a^2)d1^264d2^231 + (2 + 3a + 1a^2)d1^265d2^231 + (4 + 1a + 3a^2)d1^266d2^231 + (3 + 3a + 3a^2)d1^267d2^231 + (4 + 4a + 4a^2)d1^268d2^231 + (3 + 0a + 3a^2)d1^269d2^231 + (3 + 1a + 1a^2)d1^270d2^231 + (2 + 3a + 0a^2)d1^271d2^231 + (2 + 3a + 0a^2)d1^272d2^231 + (1 + 4a + 4a^2)d1^273d2^231 + (4 + 4a + 3a^2)d1^274d2^231 + (4 + 3a + 0a^2)d1^275d2^231 + (3 + 3a + 1a^2)d1^276d2^231 + (4 + 0a + 3a^2)d1^277d2^231 + (3 + 4a + 3a^2)d1^278d2^231 + (4 + 2a + 2a^2)d1^279d2^231 + (4 + 3a + 2a^2)d1^280d2^231 + (2 + 3a + 4a^2)d1^281d2^231 + (3 + 4a + 3a^2)d1^282d2^231 + (1 + 4a + 1a^2)d1^283d2^231 + (3 + 3a + 1a^2)d1^284d2^231 + (2 + 2a + 4a^2)d1^285d2^231 + (0 + 3a + 1a^2)d1^286d2^231 + (4 + 4a + 3a^2)d1^287d2^231 + (1 + 3a + 4a^2)d1^288d2^231 + (0 + 0a + 3a^2)d1^289d2^231 + (1 + 2a + 1a^2)d1^290d2^231 + (4 + 1a + 1a^2)d1^291d2^231 + (3 + 0a + 1a^2)d1^292d2^231 + (2 + 4a + 0a^2)d1^293d2^231 + (1 + 1a + 1a^2)d2^232 + (0 + 4a + 0a^2)d1^1d2^232 + (2 + 2a + 1a^2)d1^2d2^232 + (3 + 0a + 0a^2)d1^3d2^232 + (4 + 3a + 4a^2)d1^4d2^232 + (3 + 0a + 1a^2)d1^5d2^232 + (3 + 0a + 3a^2)d1^6d2^232 + (3 + 1a + 4a^2)d1^7d2^232 + (3 + 4a + 1a^2)d1^8d2^232 + (3 + 1a + 1a^2)d1^9d2^232 + (0 + 4a + 1a^2)d1^10d2^232 + (2 + 4a + 0a^2)d1^11d2^232 + (4 + 0a + 2a^2)d1^12d2^232 + (0 + 2a + 3a^2)d1^13d2^232 + (4 + 2a + 3a^2)d1^14d2^232 + (3 + 0a + 4a^2)d1^15d2^232 + (2 + 0a + 3a^2)d1^16d2^232 + (0 + 4a + 3a^2)d1^17d2^232 + (3 + 2a + 0a^2)d1^18d2^232 + (4 + 2a + 4a^2)d1^19d2^232 + (0 + 3a + 3a^2)d1^20d2^232 + (0 + 3a + 4a^2)d1^21d2^232 + (2 + 0a + 0a^2)d1^22d2^232 + (4 + 1a + 0a^2)d1^23d2^232 + (4 + 2a + 3a^2)d1^24d2^232 + (2 + 1a + 0a^2)d1^25d2^232 + (1 + 0a + 1a^2)d1^26d2^232 + (1 + 0a + 3a^2)d1^27d2^232 + (1 + 2a + 3a^2)d1^28d2^232 + (2 + 3a + 3a^2)d1^29d2^232 + (0 + 2a + 4a^2)d1^30d2^232 + (0 + 1a + 2a^2)d1^31d2^232 + (0 + 3a + 0a^2)d1^32d2^232 + (3 + 4a + 0a^2)d1^33d2^232 + (4 + 2a + 2a^2)d1^34d2^232 + (3 + 0a + 0a^2)d1^35d2^232 + (1 + 1a + 2a^2)d1^36d2^232 + (2 + 4a + 1a^2)d1^37d2^232 + (3 + 0a + 2a^2)d1^38d2^232 + (1 + 1a + 0a^2)d1^39d2^232 + (1 + 1a + 3a^2)d1^40d2^232 + (2 + 3a + 1a^2)d1^41d2^232 + (4 + 2a + 0a^2)d1^42d2^232 + (3 + 4a + 2a^2)d1^43d2^232 + (4 + 0a + 0a^2)d1^44d2^232 + (2 + 4a + 4a^2)d1^45d2^232 + (4 + 4a + 2a^2)d1^46d2^232 + (1 + 4a + 1a^2)d1^47d2^232 + (0 + 1a + 4a^2)d1^48d2^232 + (0 + 4a + 4a^2)d1^49d2^232 + (3 + 1a + 2a^2)d1^50d2^232 + (3 + 2a + 3a^2)d1^51d2^232 + (1 + 1a + 2a^2)d1^52d2^232 + (1 + 3a + 3a^2)d1^53d2^232 + (4 + 2a + 0a^2)d1^54d2^232 + (4 + 2a + 2a^2)d1^55d2^232 + (0 + 2a + 3a^2)d1^56d2^232 + (0 + 1a + 1a^2)d1^57d2^232 + (1 + 0a + 1a^2)d1^58d2^232 + (4 + 3a + 3a^2)d1^59d2^232 + (2 + 2a + 3a^2)d1^60d2^232 + (3 + 2a + 2a^2)d1^61d2^232 + (2 + 4a + 0a^2)d1^62d2^232 + (2 + 3a + 2a^2)d1^63d2^232 + (4 + 2a + 4a^2)d1^64d2^232 + (2 + 1a + 2a^2)d1^65d2^232 + (3 + 4a + 3a^2)d1^66d2^232 + (1 + 3a + 2a^2)d1^67d2^232 + (3 + 3a + 2a^2)d1^68d2^232 + (4 + 1a + 3a^2)d1^69d2^232 + (2 + 1a + 3a^2)d1^70d2^232 + (1 + 1a + 3a^2)d1^71d2^232 + (1 + 4a + 2a^2)d1^72d2^232 + (1 + 4a + 1a^2)d1^73d2^232 + (4 + 4a + 1a^2)d1^74d2^232 + (0 + 3a + 1a^2)d1^75d2^232 + (3 + 2a + 1a^2)d1^76d2^232 + (4 + 0a + 4a^2)d1^77d2^232 + (4 + 0a + 3a^2)d1^78d2^232 + (4 + 0a + 4a^2)d1^79d2^232 + (3 + 1a + 4a^2)d1^80d2^232 + (3 + 1a + 2a^2)d1^81d2^232 + (3 + 2a + 1a^2)d1^82d2^232 + (4 + 4a + 3a^2)d1^83d2^232 + (0 + 1a + 1a^2)d1^84d2^232 + (2 + 1a + 3a^2)d1^85d2^232 + (2 + 1a + 4a^2)d1^86d2^232 + (2 + 3a + 4a^2)d1^87d2^232 + (1 + 2a + 4a^2)d1^88d2^232 + (4 + 3a + 1a^2)d1^89d2^232 + (0 + 1a + 3a^2)d1^90d2^232 + (2 + 1a + 2a^2)d1^91d2^232 + (2 + 3a + 1a^2)d1^92d2^232 + (0 + 2a + 1a^2)d1^93d2^232 + (4 + 3a + 3a^2)d1^94d2^232 + (4 + 3a + 1a^2)d1^95d2^232 + (0 + 2a + 4a^2)d1^96d2^232 + (3 + 4a + 0a^2)d1^97d2^232 + (1 + 1a + 4a^2)d1^98d2^232 + (2 + 2a + 2a^2)d1^99d2^232 + (1 + 3a + 3a^2)d1^100d2^232 + (4 + 1a + 4a^2)d1^101d2^232 + (0 + 4a + 4a^2)d1^102d2^232 + (1 + 2a + 0a^2)d1^103d2^232 + (4 + 1a + 1a^2)d1^104d2^232 + (0 + 4a + 4a^2)d1^105d2^232 + (2 + 4a + 1a^2)d1^106d2^232 + (1 + 3a + 0a^2)d1^107d2^232 + (0 + 3a + 1a^2)d1^108d2^232 + (0 + 3a + 3a^2)d1^109d2^232 + (0 + 3a + 2a^2)d1^110d2^232 + (2 + 2a + 1a^2)d1^111d2^232 + (2 + 0a + 4a^2)d1^113d2^232 + (2 + 4a + 1a^2)d1^114d2^232 + (4 + 2a + 3a^2)d1^115d2^232 + (3 + 2a + 1a^2)d1^116d2^232 + (0 + 4a + 1a^2)d1^117d2^232 + (3 + 2a + 3a^2)d1^118d2^232 + (0 + 1a + 1a^2)d1^119d2^232 + (3 + 3a + 0a^2)d1^120d2^232 + (2 + 0a + 1a^2)d1^121d2^232 + (2 + 1a + 0a^2)d1^122d2^232 + (2 + 3a + 0a^2)d1^123d2^232 + (3 + 2a + 1a^2)d1^124d2^232 + (3 + 2a + 0a^2)d1^125d2^232 + (4 + 2a + 4a^2)d1^126d2^232 + (0 + 1a + 1a^2)d1^127d2^232 + (1 + 0a + 0a^2)d1^128d2^232 + (4 + 3a + 3a^2)d1^129d2^232 + (1 + 4a + 2a^2)d1^130d2^232 + (0 + 3a + 0a^2)d1^132d2^232 + (0 + 2a + 3a^2)d1^133d2^232 + (4 + 3a + 0a^2)d1^134d2^232 + (0 + 1a + 0a^2)d1^135d2^232 + (3 + 3a + 1a^2)d1^136d2^232 + (3 + 0a + 0a^2)d1^137d2^232 + (2 + 4a + 1a^2)d1^138d2^232 + (1 + 1a + 1a^2)d1^139d2^232 + (0 + 3a + 2a^2)d1^140d2^232 + (3 + 0a + 4a^2)d1^141d2^232 + (0 + 3a + 1a^2)d1^142d2^232 + (1 + 1a + 2a^2)d1^143d2^232 + (1 + 4a + 2a^2)d1^144d2^232 + (0 + 1a + 1a^2)d1^145d2^232 + (2 + 4a + 0a^2)d1^146d2^232 + (2 + 3a + 1a^2)d1^147d2^232 + (0 + 0a + 2a^2)d1^148d2^232 + (3 + 3a + 0a^2)d1^149d2^232 + (0 + 4a + 2a^2)d1^150d2^232 + (1 + 2a + 4a^2)d1^151d2^232 + (4 + 4a + 0a^2)d1^152d2^232 + (2 + 1a + 2a^2)d1^153d2^232 + (0 + 4a + 3a^2)d1^154d2^232 + (3 + 2a + 1a^2)d1^155d2^232 + (4 + 4a + 1a^2)d1^156d2^232 + (4 + 2a + 1a^2)d1^157d2^232 + (1 + 4a + 3a^2)d1^158d2^232 + (2 + 2a + 0a^2)d1^159d2^232 + (4 + 3a + 4a^2)d1^160d2^232 + (0 + 4a + 1a^2)d1^161d2^232 + (2 + 4a + 1a^2)d1^162d2^232 + (0 + 3a + 3a^2)d1^163d2^232 + (4 + 0a + 4a^2)d1^164d2^232 + (3 + 4a + 2a^2)d1^165d2^232 + (0 + 1a + 4a^2)d1^166d2^232 + (1 + 0a + 2a^2)d1^167d2^232 + (3 + 0a + 1a^2)d1^168d2^232 + (1 + 4a + 0a^2)d1^169d2^232 + (3 + 2a + 1a^2)d1^170d2^232 + (2 + 2a + 3a^2)d1^171d2^232 + (0 + 4a + 1a^2)d1^172d2^232 + (0 + 2a + 2a^2)d1^173d2^232 + (3 + 3a + 4a^2)d1^174d2^232 + (0 + 3a + 0a^2)d1^175d2^232 + (1 + 2a + 3a^2)d1^176d2^232 + (0 + 2a + 1a^2)d1^177d2^232 + (4 + 3a + 2a^2)d1^178d2^232 + (4 + 3a + 0a^2)d1^179d2^232 + (0 + 4a + 3a^2)d1^180d2^232 + (3 + 4a + 4a^2)d1^181d2^232 + (4 + 0a + 3a^2)d1^182d2^232 + (1 + 0a + 4a^2)d1^183d2^232 + (2 + 4a + 0a^2)d1^184d2^232 + (3 + 3a + 3a^2)d1^185d2^232 + (2 + 4a + 4a^2)d1^186d2^232 + (0 + 1a + 4a^2)d1^187d2^232 + (1 + 1a + 2a^2)d1^188d2^232 + (2 + 3a + 2a^2)d1^189d2^232 + (3 + 3a + 3a^2)d1^190d2^232 + (4 + 2a + 2a^2)d1^191d2^232 + (4 + 3a + 2a^2)d1^192d2^232 + (3 + 1a + 3a^2)d1^193d2^232 + (4 + 4a + 1a^2)d1^194d2^232 + (1 + 4a + 1a^2)d1^195d2^232 + (2 + 0a + 1a^2)d1^196d2^232 + (1 + 1a + 3a^2)d1^197d2^232 + (2 + 0a + 4a^2)d1^198d2^232 + (1 + 3a + 3a^2)d1^200d2^232 + (3 + 0a + 0a^2)d1^201d2^232 + (1 + 0a + 2a^2)d1^202d2^232 + (2 + 3a + 2a^2)d1^203d2^232 + (1 + 2a + 2a^2)d1^204d2^232 + (4 + 0a + 1a^2)d1^205d2^232 + (2 + 0a + 3a^2)d1^206d2^232 + (0 + 3a + 1a^2)d1^207d2^232 + (0 + 2a + 1a^2)d1^208d2^232 + (0 + 0a + 4a^2)d1^209d2^232 + (3 + 0a + 2a^2)d1^210d2^232 + (4 + 1a + 1a^2)d1^211d2^232 + (4 + 2a + 3a^2)d1^212d2^232 + (1 + 4a + 3a^2)d1^213d2^232 + (1 + 4a + 4a^2)d1^214d2^232 + (1 + 1a + 4a^2)d1^215d2^232 + (1 + 4a + 0a^2)d1^216d2^232 + (2 + 0a + 3a^2)d1^217d2^232 + (3 + 1a + 2a^2)d1^218d2^232 + (0 + 3a + 2a^2)d1^219d2^232 + (1 + 0a + 2a^2)d1^220d2^232 + (2 + 4a + 3a^2)d1^221d2^232 + (3 + 1a + 2a^2)d1^222d2^232 + (2 + 1a + 1a^2)d1^223d2^232 + (1 + 1a + 4a^2)d1^224d2^232 + (1 + 3a + 0a^2)d1^225d2^232 + (1 + 2a + 1a^2)d1^226d2^232 + (0 + 3a + 4a^2)d1^227d2^232 + (2 + 1a + 0a^2)d1^228d2^232 + (2 + 4a + 0a^2)d1^229d2^232 + (2 + 1a + 0a^2)d1^230d2^232 + (2 + 0a + 4a^2)d1^231d2^232 + (0 + 1a + 0a^2)d1^232d2^232 + (4 + 2a + 0a^2)d1^233d2^232 + (2 + 2a + 4a^2)d1^234d2^232 + (1 + 1a + 2a^2)d1^235d2^232 + (3 + 3a + 4a^2)d1^236d2^232 + (3 + 2a + 3a^2)d1^237d2^232 + (2 + 2a + 2a^2)d1^238d2^232 + (1 + 2a + 4a^2)d1^239d2^232 + (2 + 4a + 0a^2)d1^240d2^232 + (4 + 1a + 1a^2)d1^241d2^232 + (4 + 4a + 2a^2)d1^242d2^232 + (3 + 3a + 0a^2)d1^243d2^232 + (2 + 0a + 4a^2)d1^244d2^232 + (2 + 4a + 3a^2)d1^245d2^232 + (3 + 3a + 0a^2)d1^246d2^232 + (2 + 1a + 0a^2)d1^247d2^232 + (3 + 3a + 4a^2)d1^248d2^232 + (3 + 0a + 2a^2)d1^249d2^232 + (2 + 4a + 0a^2)d1^250d2^232 + (2 + 0a + 0a^2)d1^251d2^232 + (4 + 4a + 2a^2)d1^252d2^232 + (4 + 2a + 0a^2)d1^253d2^232 + (3 + 3a + 4a^2)d1^254d2^232 + (4 + 2a + 0a^2)d1^255d2^232 + (3 + 0a + 0a^2)d1^256d2^232 + (2 + 0a + 3a^2)d1^257d2^232 + (0 + 0a + 4a^2)d1^258d2^232 + (2 + 4a + 1a^2)d1^259d2^232 + (4 + 1a + 2a^2)d1^260d2^232 + (1 + 1a + 2a^2)d1^261d2^232 + (0 + 1a + 1a^2)d1^262d2^232 + (0 + 3a + 4a^2)d1^263d2^232 + (3 + 0a + 2a^2)d1^264d2^232 + (4 + 2a + 3a^2)d1^265d2^232 + (2 + 1a + 0a^2)d1^266d2^232 + (4 + 3a + 0a^2)d1^267d2^232 + (2 + 4a + 4a^2)d1^268d2^232 + (3 + 2a + 2a^2)d1^269d2^232 + (3 + 2a + 4a^2)d1^270d2^232 + (1 + 4a + 1a^2)d1^271d2^232 + (1 + 1a + 4a^2)d1^272d2^232 + (1 + 1a + 0a^2)d1^273d2^232 + (2 + 2a + 4a^2)d1^274d2^232 + (2 + 1a + 0a^2)d1^276d2^232 + (3 + 0a + 3a^2)d1^277d2^232 + (4 + 3a + 3a^2)d1^278d2^232 + (2 + 0a + 4a^2)d1^279d2^232 + (2 + 0a + 0a^2)d1^280d2^232 + (0 + 3a + 4a^2)d1^281d2^232 + (3 + 1a + 0a^2)d1^282d2^232 + (0 + 4a + 4a^2)d1^283d2^232 + (4 + 0a + 0a^2)d1^284d2^232 + (1 + 1a + 3a^2)d1^285d2^232 + (3 + 1a + 3a^2)d1^286d2^232 + (0 + 0a + 4a^2)d1^287d2^232 + (4 + 2a + 1a^2)d1^288d2^232 + (0 + 2a + 0a^2)d1^289d2^232 + (4 + 3a + 1a^2)d1^290d2^232 + (1 + 1a + 2a^2)d1^291d2^232 + (3 + 1a + 2a^2)d1^292d2^232 + (1 + 1a + 3a^2)d1^293d2^232 + (3 + 2a + 0a^2)d2^233 + (0 + 4a + 2a^2)d1^1d2^233 + (3 + 4a + 3a^2)d1^2d2^233 + (0 + 0a + 3a^2)d1^3d2^233 + (1 + 4a + 1a^2)d1^4d2^233 + (4 + 4a + 0a^2)d1^5d2^233 + (4 + 3a + 4a^2)d1^6d2^233 + (0 + 1a + 4a^2)d1^7d2^233 + (0 + 1a + 2a^2)d1^8d2^233 + (1 + 2a + 2a^2)d1^9d2^233 + (0 + 0a + 3a^2)d1^10d2^233 + (2 + 4a + 3a^2)d1^11d2^233 + (4 + 3a + 2a^2)d1^12d2^233 + (4 + 1a + 0a^2)d1^13d2^233 + (2 + 2a + 4a^2)d1^14d2^233 + (1 + 1a + 3a^2)d1^15d2^233 + (4 + 1a + 0a^2)d1^16d2^233 + (2 + 2a + 2a^2)d1^17d2^233 + (2 + 1a + 2a^2)d1^18d2^233 + (1 + 2a + 4a^2)d1^19d2^233 + (2 + 2a + 4a^2)d1^20d2^233 + (1 + 2a + 1a^2)d1^21d2^233 + (1 + 4a + 2a^2)d1^22d2^233 + (1 + 1a + 1a^2)d1^23d2^233 + (3 + 0a + 4a^2)d1^24d2^233 + (1 + 4a + 0a^2)d1^25d2^233 + (3 + 0a + 1a^2)d1^26d2^233 + (3 + 0a + 1a^2)d1^27d2^233 + (0 + 4a + 3a^2)d1^28d2^233 + (1 + 2a + 0a^2)d1^29d2^233 + (2 + 0a + 0a^2)d1^30d2^233 + (1 + 4a + 0a^2)d1^31d2^233 + (2 + 2a + 2a^2)d1^32d2^233 + (4 + 0a + 1a^2)d1^33d2^233 + (2 + 3a + 0a^2)d1^34d2^233 + (4 + 1a + 4a^2)d1^35d2^233 + (3 + 2a + 4a^2)d1^36d2^233 + (4 + 3a + 4a^2)d1^37d2^233 + (4 + 2a + 3a^2)d1^38d2^233 + (0 + 1a + 4a^2)d1^39d2^233 + (2 + 2a + 2a^2)d1^41d2^233 + (2 + 3a + 1a^2)d1^42d2^233 + (4 + 3a + 0a^2)d1^43d2^233 + (0 + 3a + 3a^2)d1^44d2^233 + (4 + 3a + 3a^2)d1^45d2^233 + (3 + 4a + 2a^2)d1^46d2^233 + (0 + 3a + 2a^2)d1^47d2^233 + (3 + 0a + 0a^2)d1^48d2^233 + (3 + 4a + 0a^2)d1^49d2^233 + (2 + 4a + 3a^2)d1^50d2^233 + (0 + 4a + 2a^2)d1^51d2^233 + (4 + 2a + 2a^2)d1^52d2^233 + (3 + 4a + 0a^2)d1^53d2^233 + (2 + 0a + 0a^2)d1^54d2^233 + (3 + 2a + 2a^2)d1^55d2^233 + (2 + 0a + 2a^2)d1^56d2^233 + (4 + 3a + 1a^2)d1^57d2^233 + (0 + 0a + 4a^2)d1^58d2^233 + (4 + 4a + 4a^2)d1^59d2^233 + (2 + 4a + 2a^2)d1^60d2^233 + (0 + 2a + 2a^2)d1^61d2^233 + (2 + 3a + 1a^2)d1^62d2^233 + (1 + 0a + 1a^2)d1^63d2^233 + (1 + 0a + 1a^2)d1^64d2^233 + (1 + 4a + 3a^2)d1^65d2^233 + (2 + 4a + 3a^2)d1^66d2^233 + (0 + 4a + 0a^2)d1^67d2^233 + (0 + 4a + 4a^2)d1^68d2^233 + (1 + 4a + 2a^2)d1^69d2^233 + (3 + 3a + 4a^2)d1^70d2^233 + (1 + 4a + 3a^2)d1^71d2^233 + (1 + 2a + 0a^2)d1^72d2^233 + (1 + 2a + 1a^2)d1^73d2^233 + (3 + 3a + 2a^2)d1^74d2^233 + (4 + 4a + 2a^2)d1^75d2^233 + (3 + 1a + 1a^2)d1^76d2^233 + (4 + 3a + 3a^2)d1^77d2^233 + (2 + 4a + 3a^2)d1^78d2^233 + (3 + 3a + 2a^2)d1^79d2^233 + (2 + 0a + 2a^2)d1^80d2^233 + (3 + 4a + 0a^2)d1^81d2^233 + (2 + 4a + 4a^2)d1^82d2^233 + (2 + 3a + 4a^2)d1^83d2^233 + (0 + 3a + 3a^2)d1^84d2^233 + (0 + 0a + 3a^2)d1^86d2^233 + (2 + 2a + 4a^2)d1^87d2^233 + (0 + 0a + 2a^2)d1^88d2^233 + (1 + 3a + 0a^2)d1^89d2^233 + (1 + 1a + 0a^2)d1^90d2^233 + (2 + 3a + 2a^2)d1^91d2^233 + (1 + 1a + 0a^2)d1^92d2^233 + (2 + 4a + 2a^2)d1^93d2^233 + (2 + 0a + 2a^2)d1^94d2^233 + (3 + 2a + 1a^2)d1^95d2^233 + (4 + 0a + 4a^2)d1^96d2^233 + (1 + 2a + 3a^2)d1^97d2^233 + (1 + 1a + 1a^2)d1^98d2^233 + (0 + 3a + 2a^2)d1^100d2^233 + (2 + 4a + 2a^2)d1^101d2^233 + (2 + 1a + 1a^2)d1^102d2^233 + (2 + 0a + 1a^2)d1^103d2^233 + (3 + 2a + 2a^2)d1^104d2^233 + (3 + 3a + 2a^2)d1^105d2^233 + (1 + 4a + 2a^2)d1^106d2^233 + (4 + 4a + 3a^2)d1^107d2^233 + (3 + 1a + 2a^2)d1^108d2^233 + (4 + 4a + 2a^2)d1^109d2^233 + (3 + 3a + 4a^2)d1^110d2^233 + (2 + 3a + 0a^2)d1^111d2^233 + (1 + 4a + 4a^2)d1^112d2^233 + (2 + 4a + 2a^2)d1^113d2^233 + (2 + 4a + 0a^2)d1^114d2^233 + (2 + 2a + 1a^2)d1^115d2^233 + (2 + 0a + 2a^2)d1^116d2^233 + (0 + 4a + 3a^2)d1^117d2^233 + (0 + 1a + 4a^2)d1^118d2^233 + (4 + 1a + 1a^2)d1^119d2^233 + (3 + 0a + 3a^2)d1^120d2^233 + (1 + 0a + 2a^2)d1^121d2^233 + (4 + 4a + 2a^2)d1^122d2^233 + (2 + 3a + 0a^2)d1^123d2^233 + (2 + 0a + 3a^2)d1^124d2^233 + (4 + 4a + 3a^2)d1^125d2^233 + (1 + 2a + 0a^2)d1^126d2^233 + (1 + 4a + 2a^2)d1^127d2^233 + (3 + 2a + 4a^2)d1^128d2^233 + (2 + 3a + 4a^2)d1^129d2^233 + (2 + 2a + 2a^2)d1^130d2^233 + (1 + 3a + 4a^2)d1^131d2^233 + (1 + 0a + 0a^2)d1^132d2^233 + (2 + 4a + 0a^2)d1^133d2^233 + (0 + 2a + 2a^2)d1^134d2^233 + (4 + 3a + 3a^2)d1^135d2^233 + (0 + 0a + 4a^2)d1^136d2^233 + (0 + 1a + 2a^2)d1^137d2^233 + (0 + 1a + 2a^2)d1^138d2^233 + (2 + 1a + 0a^2)d1^139d2^233 + (0 + 3a + 3a^2)d1^140d2^233 + (0 + 0a + 1a^2)d1^141d2^233 + (0 + 1a + 1a^2)d1^142d2^233 + (1 + 2a + 0a^2)d1^143d2^233 + (4 + 1a + 1a^2)d1^144d2^233 + (3 + 1a + 2a^2)d1^145d2^233 + (1 + 3a + 3a^2)d1^146d2^233 + (4 + 0a + 1a^2)d1^147d2^233 + (3 + 0a + 4a^2)d1^148d2^233 + (2 + 0a + 4a^2)d1^149d2^233 + (4 + 3a + 1a^2)d1^150d2^233 + (2 + 1a + 0a^2)d1^151d2^233 + (3 + 1a + 1a^2)d1^152d2^233 + (3 + 4a + 0a^2)d1^153d2^233 + (0 + 4a + 2a^2)d1^154d2^233 + (3 + 3a + 4a^2)d1^155d2^233 + (1 + 3a + 2a^2)d1^156d2^233 + (0 + 4a + 2a^2)d1^157d2^233 + (0 + 0a + 3a^2)d1^158d2^233 + (4 + 2a + 3a^2)d1^159d2^233 + (1 + 4a + 4a^2)d1^160d2^233 + (0 + 1a + 2a^2)d1^161d2^233 + (0 + 4a + 3a^2)d1^162d2^233 + (0 + 1a + 0a^2)d1^163d2^233 + (1 + 0a + 4a^2)d1^164d2^233 + (3 + 2a + 2a^2)d1^165d2^233 + (3 + 0a + 2a^2)d1^166d2^233 + (2 + 0a + 3a^2)d1^167d2^233 + (0 + 3a + 0a^2)d1^168d2^233 + (2 + 1a + 2a^2)d1^169d2^233 + (3 + 0a + 3a^2)d1^170d2^233 + (3 + 3a + 4a^2)d1^171d2^233 + (4 + 0a + 1a^2)d1^172d2^233 + (2 + 2a + 0a^2)d1^173d2^233 + (2 + 0a + 0a^2)d1^174d2^233 + (1 + 1a + 3a^2)d1^175d2^233 + (3 + 2a + 3a^2)d1^176d2^233 + (2 + 2a + 2a^2)d1^177d2^233 + (4 + 2a + 2a^2)d1^178d2^233 + (2 + 0a + 3a^2)d1^179d2^233 + (1 + 2a + 2a^2)d1^180d2^233 + (3 + 1a + 3a^2)d1^181d2^233 + (1 + 2a + 3a^2)d1^182d2^233 + (1 + 0a + 1a^2)d1^183d2^233 + (2 + 1a + 2a^2)d1^184d2^233 + (3 + 1a + 4a^2)d1^185d2^233 + (0 + 1a + 4a^2)d1^186d2^233 + (0 + 2a + 4a^2)d1^187d2^233 + (0 + 0a + 1a^2)d1^188d2^233 + (1 + 2a + 4a^2)d1^189d2^233 + (3 + 3a + 2a^2)d1^190d2^233 + (0 + 3a + 0a^2)d1^191d2^233 + (3 + 4a + 0a^2)d1^192d2^233 + (3 + 4a + 1a^2)d1^193d2^233 + (3 + 2a + 3a^2)d1^194d2^233 + (1 + 2a + 4a^2)d1^195d2^233 + (3 + 0a + 3a^2)d1^196d2^233 + (2 + 1a + 3a^2)d1^197d2^233 + (4 + 0a + 3a^2)d1^198d2^233 + (3 + 1a + 2a^2)d1^199d2^233 + (3 + 4a + 2a^2)d1^200d2^233 + (4 + 4a + 0a^2)d1^201d2^233 + (3 + 4a + 0a^2)d1^202d2^233 + (0 + 2a + 1a^2)d1^203d2^233 + (1 + 0a + 0a^2)d1^204d2^233 + (3 + 0a + 4a^2)d1^205d2^233 + (2 + 3a + 1a^2)d1^206d2^233 + (4 + 2a + 0a^2)d1^207d2^233 + (4 + 2a + 2a^2)d1^208d2^233 + (0 + 2a + 3a^2)d1^209d2^233 + (4 + 3a + 4a^2)d1^210d2^233 + (2 + 2a + 4a^2)d1^211d2^233 + (2 + 3a + 2a^2)d1^212d2^233 + (4 + 3a + 3a^2)d1^213d2^233 + (2 + 1a + 2a^2)d1^214d2^233 + (2 + 0a + 3a^2)d1^215d2^233 + (2 + 4a + 1a^2)d1^216d2^233 + (2 + 4a + 1a^2)d1^217d2^233 + (2 + 1a + 4a^2)d1^218d2^233 + (4 + 2a + 0a^2)d1^219d2^233 + (1 + 1a + 3a^2)d1^220d2^233 + (2 + 0a + 4a^2)d1^221d2^233 + (3 + 4a + 3a^2)d1^222d2^233 + (4 + 0a + 1a^2)d1^223d2^233 + (3 + 4a + 0a^2)d1^224d2^233 + (3 + 4a + 4a^2)d1^225d2^233 + (4 + 2a + 1a^2)d1^226d2^233 + (3 + 1a + 2a^2)d1^227d2^233 + (3 + 2a + 4a^2)d1^228d2^233 + (2 + 4a + 2a^2)d1^229d2^233 + (2 + 0a + 3a^2)d1^230d2^233 + (2 + 1a + 4a^2)d1^231d2^233 + (4 + 3a + 4a^2)d1^232d2^233 + (0 + 0a + 2a^2)d1^233d2^233 + (2 + 1a + 4a^2)d1^234d2^233 + (3 + 0a + 0a^2)d1^235d2^233 + (1 + 2a + 2a^2)d1^236d2^233 + (4 + 1a + 3a^2)d1^237d2^233 + (0 + 3a + 1a^2)d1^238d2^233 + (2 + 4a + 4a^2)d1^239d2^233 + (1 + 3a + 0a^2)d1^240d2^233 + (2 + 3a + 4a^2)d1^241d2^233 + (4 + 2a + 3a^2)d1^242d2^233 + (1 + 1a + 2a^2)d1^243d2^233 + (0 + 4a + 1a^2)d1^244d2^233 + (0 + 1a + 0a^2)d1^245d2^233 + (0 + 1a + 2a^2)d1^246d2^233 + (3 + 1a + 4a^2)d1^247d2^233 + (2 + 0a + 1a^2)d1^248d2^233 + (1 + 1a + 4a^2)d1^249d2^233 + (4 + 0a + 1a^2)d1^250d2^233 + (4 + 2a + 3a^2)d1^251d2^233 + (4 + 3a + 2a^2)d1^252d2^233 + (1 + 0a + 2a^2)d1^253d2^233 + (3 + 4a + 4a^2)d1^254d2^233 + (2 + 2a + 1a^2)d1^255d2^233 + (0 + 2a + 3a^2)d1^256d2^233 + (4 + 1a + 0a^2)d1^257d2^233 + (4 + 1a + 4a^2)d1^258d2^233 + (4 + 1a + 0a^2)d1^259d2^233 + (0 + 2a + 4a^2)d1^260d2^233 + (1 + 1a + 3a^2)d1^261d2^233 + (4 + 1a + 3a^2)d1^262d2^233 + (4 + 4a + 2a^2)d1^263d2^233 + (3 + 1a + 2a^2)d1^264d2^233 + (1 + 4a + 0a^2)d1^265d2^233 + (2 + 3a + 1a^2)d1^266d2^233 + (4 + 3a + 2a^2)d1^267d2^233 + (4 + 4a + 3a^2)d1^268d2^233 + (3 + 4a + 4a^2)d1^269d2^233 + (2 + 2a + 4a^2)d1^270d2^233 + (1 + 3a + 4a^2)d1^271d2^233 + (3 + 1a + 4a^2)d1^272d2^233 + (4 + 3a + 2a^2)d1^273d2^233 + (3 + 2a + 0a^2)d1^274d2^233 + (4 + 0a + 0a^2)d1^275d2^233 + (4 + 3a + 0a^2)d1^276d2^233 + (0 + 3a + 0a^2)d1^277d2^233 + (4 + 1a + 2a^2)d1^278d2^233 + (1 + 1a + 1a^2)d1^279d2^233 + (0 + 1a + 3a^2)d1^280d2^233 + (4 + 4a + 0a^2)d1^281d2^233 + (3 + 2a + 0a^2)d1^282d2^233 + (4 + 3a + 2a^2)d1^283d2^233 + (2 + 4a + 0a^2)d1^284d2^233 + (1 + 2a + 4a^2)d1^285d2^233 + (4 + 1a + 4a^2)d1^286d2^233 + (3 + 2a + 2a^2)d1^287d2^233 + (2 + 0a + 1a^2)d1^288d2^233 + (0 + 4a + 4a^2)d1^289d2^233 + (4 + 0a + 0a^2)d1^290d2^233 + (1 + 2a + 4a^2)d1^291d2^233 + (0 + 1a + 0a^2)d1^292d2^233 + (0 + 4a + 3a^2)d1^293d2^233 + (1 + 4a + 1a^2)d2^234 + (3 + 0a + 2a^2)d1^1d2^234 + (0 + 3a + 1a^2)d1^2d2^234 + (4 + 0a + 4a^2)d1^3d2^234 + (0 + 4a + 3a^2)d1^4d2^234 + (2 + 0a + 2a^2)d1^5d2^234 + (4 + 4a + 3a^2)d1^6d2^234 + (3 + 1a + 4a^2)d1^7d2^234 + (4 + 3a + 0a^2)d1^8d2^234 + (4 + 4a + 2a^2)d1^9d2^234 + (3 + 0a + 4a^2)d1^10d2^234 + (4 + 4a + 1a^2)d1^11d2^234 + (3 + 1a + 3a^2)d1^12d2^234 + (0 + 0a + 4a^2)d1^13d2^234 + (0 + 0a + 2a^2)d1^14d2^234 + (1 + 1a + 2a^2)d1^15d2^234 + (2 + 4a + 4a^2)d1^16d2^234 + (2 + 2a + 0a^2)d1^17d2^234 + (3 + 2a + 1a^2)d1^18d2^234 + (4 + 4a + 0a^2)d1^19d2^234 + (0 + 0a + 3a^2)d1^20d2^234 + (1 + 2a + 0a^2)d1^21d2^234 + (1 + 3a + 4a^2)d1^22d2^234 + (1 + 0a + 1a^2)d1^23d2^234 + (4 + 0a + 1a^2)d1^24d2^234 + (1 + 1a + 3a^2)d1^25d2^234 + (1 + 4a + 2a^2)d1^26d2^234 + (0 + 2a + 1a^2)d1^27d2^234 + (3 + 4a + 2a^2)d1^28d2^234 + (3 + 4a + 2a^2)d1^29d2^234 + (3 + 0a + 0a^2)d1^30d2^234 + (2 + 3a + 3a^2)d1^31d2^234 + (2 + 1a + 1a^2)d1^32d2^234 + (0 + 2a + 2a^2)d1^33d2^234 + (4 + 2a + 2a^2)d1^34d2^234 + (0 + 1a + 3a^2)d1^35d2^234 + (4 + 0a + 1a^2)d1^36d2^234 + (0 + 4a + 2a^2)d1^37d2^234 + (0 + 0a + 3a^2)d1^38d2^234 + (2 + 2a + 0a^2)d1^39d2^234 + (0 + 3a + 2a^2)d1^40d2^234 + (0 + 4a + 2a^2)d1^41d2^234 + (3 + 4a + 2a^2)d1^42d2^234 + (2 + 0a + 3a^2)d1^43d2^234 + (4 + 1a + 1a^2)d1^44d2^234 + (3 + 2a + 2a^2)d1^45d2^234 + (4 + 1a + 3a^2)d1^46d2^234 + (4 + 0a + 2a^2)d1^47d2^234 + (0 + 2a + 2a^2)d1^48d2^234 + (4 + 2a + 4a^2)d1^49d2^234 + (1 + 1a + 3a^2)d1^50d2^234 + (0 + 1a + 2a^2)d1^51d2^234 + (4 + 2a + 0a^2)d1^52d2^234 + (3 + 2a + 2a^2)d1^53d2^234 + (4 + 2a + 0a^2)d1^54d2^234 + (4 + 0a + 3a^2)d1^55d2^234 + (4 + 0a + 2a^2)d1^56d2^234 + (3 + 2a + 1a^2)d1^57d2^234 + (1 + 3a + 1a^2)d1^58d2^234 + (2 + 3a + 2a^2)d1^59d2^234 + (3 + 0a + 1a^2)d1^60d2^234 + (3 + 1a + 4a^2)d1^61d2^234 + (0 + 0a + 2a^2)d1^62d2^234 + (4 + 0a + 0a^2)d1^63d2^234 + (0 + 3a + 4a^2)d1^64d2^234 + (0 + 4a + 4a^2)d1^65d2^234 + (0 + 1a + 0a^2)d1^66d2^234 + (1 + 4a + 0a^2)d1^67d2^234 + (2 + 3a + 4a^2)d1^68d2^234 + (4 + 3a + 0a^2)d1^69d2^234 + (2 + 1a + 3a^2)d1^70d2^234 + (1 + 2a + 4a^2)d1^71d2^234 + (4 + 1a + 3a^2)d1^72d2^234 + (2 + 2a + 1a^2)d1^73d2^234 + (1 + 3a + 2a^2)d1^74d2^234 + (3 + 3a + 1a^2)d1^75d2^234 + (0 + 3a + 1a^2)d1^76d2^234 + (3 + 3a + 2a^2)d1^77d2^234 + (1 + 1a + 2a^2)d1^78d2^234 + (3 + 0a + 1a^2)d1^79d2^234 + (4 + 4a + 0a^2)d1^80d2^234 + (1 + 4a + 0a^2)d1^81d2^234 + (4 + 0a + 0a^2)d1^82d2^234 + (0 + 2a + 1a^2)d1^83d2^234 + (0 + 2a + 0a^2)d1^84d2^234 + (2 + 1a + 1a^2)d1^85d2^234 + (3 + 4a + 2a^2)d1^86d2^234 + (3 + 1a + 4a^2)d1^87d2^234 + (3 + 0a + 2a^2)d1^88d2^234 + (0 + 3a + 2a^2)d1^89d2^234 + (4 + 3a + 2a^2)d1^90d2^234 + (0 + 4a + 0a^2)d1^91d2^234 + (0 + 3a + 2a^2)d1^92d2^234 + (1 + 4a + 2a^2)d1^93d2^234 + (3 + 0a + 0a^2)d1^94d2^234 + (1 + 2a + 3a^2)d1^95d2^234 + (2 + 4a + 4a^2)d1^96d2^234 + (1 + 0a + 3a^2)d1^97d2^234 + (4 + 2a + 4a^2)d1^98d2^234 + (4 + 1a + 3a^2)d1^99d2^234 + (4 + 2a + 1a^2)d1^100d2^234 + (2 + 1a + 0a^2)d1^101d2^234 + (3 + 0a + 4a^2)d1^102d2^234 + (3 + 3a + 4a^2)d1^103d2^234 + (2 + 4a + 4a^2)d1^104d2^234 + (0 + 3a + 1a^2)d1^105d2^234 + (4 + 3a + 1a^2)d1^106d2^234 + (4 + 2a + 2a^2)d1^107d2^234 + (0 + 1a + 4a^2)d1^108d2^234 + (1 + 0a + 2a^2)d1^109d2^234 + (1 + 3a + 3a^2)d1^110d2^234 + (0 + 2a + 1a^2)d1^111d2^234 + (0 + 2a + 4a^2)d1^112d2^234 + (4 + 0a + 1a^2)d1^113d2^234 + (2 + 2a + 0a^2)d1^114d2^234 + (3 + 1a + 3a^2)d1^115d2^234 + (2 + 0a + 1a^2)d1^116d2^234 + (3 + 2a + 0a^2)d1^117d2^234 + (2 + 2a + 2a^2)d1^118d2^234 + (2 + 4a + 1a^2)d1^119d2^234 + (1 + 2a + 3a^2)d1^120d2^234 + (4 + 0a + 4a^2)d1^121d2^234 + (0 + 4a + 1a^2)d1^122d2^234 + (2 + 1a + 0a^2)d1^123d2^234 + (3 + 1a + 4a^2)d1^124d2^234 + (3 + 0a + 3a^2)d1^125d2^234 + (2 + 3a + 0a^2)d1^126d2^234 + (0 + 4a + 4a^2)d1^127d2^234 + (0 + 3a + 1a^2)d1^128d2^234 + (2 + 2a + 3a^2)d1^129d2^234 + (1 + 3a + 1a^2)d1^130d2^234 + (4 + 2a + 1a^2)d1^131d2^234 + (4 + 2a + 3a^2)d1^132d2^234 + (3 + 0a + 2a^2)d1^133d2^234 + (0 + 2a + 2a^2)d1^134d2^234 + (1 + 1a + 1a^2)d1^135d2^234 + (0 + 4a + 2a^2)d1^136d2^234 + (4 + 4a + 4a^2)d1^137d2^234 + (1 + 2a + 2a^2)d1^138d2^234 + (2 + 3a + 0a^2)d1^139d2^234 + (1 + 0a + 3a^2)d1^140d2^234 + (4 + 2a + 0a^2)d1^141d2^234 + (2 + 0a + 4a^2)d1^142d2^234 + (1 + 2a + 1a^2)d1^143d2^234 + (4 + 1a + 3a^2)d1^144d2^234 + (1 + 0a + 2a^2)d1^145d2^234 + (1 + 3a + 4a^2)d1^146d2^234 + (3 + 0a + 4a^2)d1^147d2^234 + (4 + 1a + 1a^2)d1^148d2^234 + (0 + 3a + 2a^2)d1^149d2^234 + (2 + 1a + 1a^2)d1^150d2^234 + (0 + 1a + 2a^2)d1^151d2^234 + (4 + 4a + 2a^2)d1^152d2^234 + (3 + 4a + 2a^2)d1^153d2^234 + (4 + 4a + 0a^2)d1^154d2^234 + (1 + 4a + 1a^2)d1^155d2^234 + (4 + 0a + 4a^2)d1^156d2^234 + (0 + 0a + 2a^2)d1^157d2^234 + (4 + 3a + 1a^2)d1^158d2^234 + (0 + 1a + 2a^2)d1^159d2^234 + (0 + 0a + 4a^2)d1^160d2^234 + (3 + 1a + 0a^2)d1^161d2^234 + (3 + 4a + 2a^2)d1^162d2^234 + (1 + 1a + 1a^2)d1^163d2^234 + (0 + 4a + 1a^2)d1^164d2^234 + (3 + 4a + 1a^2)d1^165d2^234 + (2 + 2a + 2a^2)d1^166d2^234 + (2 + 1a + 4a^2)d1^167d2^234 + (2 + 1a + 0a^2)d1^168d2^234 + (0 + 3a + 1a^2)d1^169d2^234 + (4 + 4a + 2a^2)d1^170d2^234 + (2 + 2a + 3a^2)d1^171d2^234 + (0 + 3a + 2a^2)d1^172d2^234 + (3 + 4a + 0a^2)d1^173d2^234 + (0 + 0a + 3a^2)d1^174d2^234 + (4 + 0a + 2a^2)d1^175d2^234 + (4 + 2a + 4a^2)d1^176d2^234 + (0 + 2a + 0a^2)d1^177d2^234 + (2 + 0a + 0a^2)d1^178d2^234 + (2 + 4a + 3a^2)d1^179d2^234 + (0 + 3a + 1a^2)d1^180d2^234 + (4 + 2a + 3a^2)d1^181d2^234 + (4 + 2a + 1a^2)d1^182d2^234 + (3 + 1a + 2a^2)d1^183d2^234 + (2 + 3a + 1a^2)d1^184d2^234 + (3 + 0a + 1a^2)d1^185d2^234 + (2 + 0a + 4a^2)d1^186d2^234 + (4 + 1a + 0a^2)d1^187d2^234 + (3 + 3a + 2a^2)d1^188d2^234 + (3 + 4a + 4a^2)d1^189d2^234 + (0 + 0a + 2a^2)d1^190d2^234 + (2 + 2a + 0a^2)d1^191d2^234 + (2 + 0a + 4a^2)d1^192d2^234 + (4 + 1a + 0a^2)d1^193d2^234 + (1 + 4a + 1a^2)d1^194d2^234 + (4 + 1a + 4a^2)d1^195d2^234 + (1 + 1a + 0a^2)d1^196d2^234 + (4 + 2a + 4a^2)d1^197d2^234 + (0 + 1a + 2a^2)d1^198d2^234 + (2 + 1a + 2a^2)d1^199d2^234 + (1 + 2a + 2a^2)d1^200d2^234 + (3 + 4a + 2a^2)d1^201d2^234 + (2 + 1a + 4a^2)d1^202d2^234 + (4 + 3a + 0a^2)d1^203d2^234 + (1 + 0a + 3a^2)d1^204d2^234 + (1 + 3a + 3a^2)d1^205d2^234 + (1 + 0a + 4a^2)d1^206d2^234 + (0 + 4a + 2a^2)d1^207d2^234 + (2 + 2a + 1a^2)d1^208d2^234 + (3 + 3a + 3a^2)d1^209d2^234 + (1 + 2a + 0a^2)d1^210d2^234 + (4 + 0a + 3a^2)d1^211d2^234 + (2 + 3a + 2a^2)d1^212d2^234 + (2 + 2a + 3a^2)d1^213d2^234 + (0 + 4a + 1a^2)d1^214d2^234 + (1 + 0a + 3a^2)d1^215d2^234 + (2 + 1a + 0a^2)d1^216d2^234 + (1 + 1a + 2a^2)d1^217d2^234 + (4 + 3a + 4a^2)d1^218d2^234 + (2 + 1a + 1a^2)d1^219d2^234 + (3 + 3a + 4a^2)d1^220d2^234 + (0 + 3a + 3a^2)d1^221d2^234 + (2 + 2a + 4a^2)d1^222d2^234 + (1 + 4a + 4a^2)d1^223d2^234 + (3 + 1a + 3a^2)d1^224d2^234 + (4 + 2a + 3a^2)d1^225d2^234 + (4 + 1a + 0a^2)d1^226d2^234 + (0 + 3a + 0a^2)d1^227d2^234 + (3 + 3a + 1a^2)d1^228d2^234 + (4 + 2a + 2a^2)d1^229d2^234 + (1 + 1a + 0a^2)d1^230d2^234 + (3 + 2a + 2a^2)d1^231d2^234 + (0 + 2a + 3a^2)d1^232d2^234 + (4 + 4a + 3a^2)d1^233d2^234 + (2 + 2a + 0a^2)d1^234d2^234 + (2 + 0a + 1a^2)d1^235d2^234 + (0 + 2a + 0a^2)d1^236d2^234 + (4 + 1a + 4a^2)d1^237d2^234 + (0 + 3a + 0a^2)d1^238d2^234 + (1 + 2a + 1a^2)d1^240d2^234 + (2 + 3a + 0a^2)d1^241d2^234 + (0 + 3a + 1a^2)d1^242d2^234 + (2 + 2a + 3a^2)d1^243d2^234 + (1 + 2a + 0a^2)d1^244d2^234 + (3 + 2a + 3a^2)d1^245d2^234 + (3 + 2a + 0a^2)d1^246d2^234 + (3 + 2a + 1a^2)d1^247d2^234 + (0 + 1a + 4a^2)d1^248d2^234 + (4 + 0a + 4a^2)d1^249d2^234 + (0 + 3a + 1a^2)d1^250d2^234 + (2 + 1a + 2a^2)d1^251d2^234 + (2 + 2a + 2a^2)d1^252d2^234 + (2 + 3a + 2a^2)d1^253d2^234 + (0 + 1a + 0a^2)d1^254d2^234 + (2 + 0a + 1a^2)d1^255d2^234 + (1 + 1a + 1a^2)d1^256d2^234 + (2 + 2a + 1a^2)d1^257d2^234 + (1 + 0a + 3a^2)d1^258d2^234 + (2 + 2a + 1a^2)d1^259d2^234 + (3 + 2a + 3a^2)d1^260d2^234 + (0 + 1a + 3a^2)d1^261d2^234 + (4 + 0a + 0a^2)d1^262d2^234 + (1 + 2a + 4a^2)d1^263d2^234 + (4 + 2a + 4a^2)d1^264d2^234 + (3 + 1a + 1a^2)d1^265d2^234 + (2 + 1a + 2a^2)d1^266d2^234 + (3 + 0a + 4a^2)d1^267d2^234 + (4 + 1a + 3a^2)d1^268d2^234 + (0 + 2a + 0a^2)d1^269d2^234 + (3 + 4a + 2a^2)d1^270d2^234 + (2 + 0a + 3a^2)d1^271d2^234 + (0 + 1a + 4a^2)d1^272d2^234 + (1 + 0a + 3a^2)d1^273d2^234 + (4 + 2a + 1a^2)d1^274d2^234 + (4 + 3a + 2a^2)d1^275d2^234 + (1 + 1a + 0a^2)d1^276d2^234 + (2 + 1a + 3a^2)d1^277d2^234 + (2 + 0a + 2a^2)d1^278d2^234 + (3 + 1a + 1a^2)d1^279d2^234 + (2 + 0a + 1a^2)d1^280d2^234 + (3 + 3a + 2a^2)d1^281d2^234 + (4 + 4a + 1a^2)d1^282d2^234 + (2 + 3a + 4a^2)d1^283d2^234 + (0 + 0a + 4a^2)d1^284d2^234 + (3 + 3a + 0a^2)d1^285d2^234 + (4 + 4a + 1a^2)d1^286d2^234 + (3 + 2a + 3a^2)d1^287d2^234 + (3 + 4a + 1a^2)d1^288d2^234 + (0 + 2a + 0a^2)d1^289d2^234 + (4 + 0a + 2a^2)d1^290d2^234 + (4 + 1a + 2a^2)d1^291d2^234 + (2 + 3a + 0a^2)d1^292d2^234 + (4 + 3a + 2a^2)d1^293d2^234 + (1 + 4a + 3a^2)d2^235 + (2 + 3a + 2a^2)d1^1d2^235 + (1 + 2a + 4a^2)d1^3d2^235 + (2 + 3a + 1a^2)d1^4d2^235 + (1 + 3a + 3a^2)d1^5d2^235 + (3 + 2a + 4a^2)d1^6d2^235 + (3 + 2a + 0a^2)d1^7d2^235 + (4 + 1a + 4a^2)d1^8d2^235 + (0 + 3a + 3a^2)d1^9d2^235 + (0 + 3a + 0a^2)d1^10d2^235 + (1 + 3a + 0a^2)d1^11d2^235 + (4 + 0a + 2a^2)d1^12d2^235 + (0 + 3a + 0a^2)d1^13d2^235 + (4 + 3a + 2a^2)d1^14d2^235 + (2 + 4a + 1a^2)d1^15d2^235 + (0 + 2a + 1a^2)d1^16d2^235 + (1 + 1a + 0a^2)d1^17d2^235 + (2 + 1a + 0a^2)d1^18d2^235 + (2 + 1a + 4a^2)d1^19d2^235 + (3 + 3a + 1a^2)d1^20d2^235 + (0 + 3a + 1a^2)d1^21d2^235 + (4 + 4a + 1a^2)d1^22d2^235 + (1 + 0a + 2a^2)d1^23d2^235 + (0 + 3a + 1a^2)d1^24d2^235 + (2 + 1a + 4a^2)d1^25d2^235 + (1 + 0a + 2a^2)d1^26d2^235 + (1 + 3a + 2a^2)d1^27d2^235 + (2 + 3a + 4a^2)d1^28d2^235 + (4 + 3a + 4a^2)d1^29d2^235 + (4 + 3a + 1a^2)d1^30d2^235 + (0 + 3a + 3a^2)d1^31d2^235 + (1 + 4a + 0a^2)d1^33d2^235 + (2 + 2a + 2a^2)d1^34d2^235 + (1 + 2a + 0a^2)d1^35d2^235 + (3 + 4a + 0a^2)d1^36d2^235 + (0 + 2a + 2a^2)d1^37d2^235 + (2 + 3a + 3a^2)d1^38d2^235 + (1 + 1a + 4a^2)d1^39d2^235 + (0 + 2a + 3a^2)d1^40d2^235 + (2 + 1a + 2a^2)d1^41d2^235 + (1 + 1a + 4a^2)d1^42d2^235 + (4 + 2a + 4a^2)d1^43d2^235 + (2 + 0a + 1a^2)d1^44d2^235 + (1 + 1a + 3a^2)d1^45d2^235 + (2 + 1a + 1a^2)d1^46d2^235 + (4 + 3a + 4a^2)d1^47d2^235 + (0 + 4a + 2a^2)d1^48d2^235 + (1 + 2a + 0a^2)d1^49d2^235 + (3 + 1a + 0a^2)d1^50d2^235 + (0 + 3a + 1a^2)d1^51d2^235 + (2 + 1a + 0a^2)d1^52d2^235 + (2 + 3a + 4a^2)d1^53d2^235 + (2 + 1a + 4a^2)d1^54d2^235 + (1 + 2a + 0a^2)d1^55d2^235 + (2 + 4a + 3a^2)d1^56d2^235 + (4 + 4a + 3a^2)d1^57d2^235 + (3 + 1a + 0a^2)d1^58d2^235 + (1 + 1a + 0a^2)d1^59d2^235 + (0 + 1a + 3a^2)d1^60d2^235 + (3 + 2a + 0a^2)d1^61d2^235 + (4 + 2a + 3a^2)d1^62d2^235 + (3 + 1a + 3a^2)d1^63d2^235 + (0 + 2a + 2a^2)d1^64d2^235 + (4 + 4a + 1a^2)d1^65d2^235 + (4 + 3a + 4a^2)d1^66d2^235 + (2 + 3a + 0a^2)d1^67d2^235 + (2 + 4a + 2a^2)d1^68d2^235 + (3 + 0a + 2a^2)d1^69d2^235 + (3 + 4a + 0a^2)d1^70d2^235 + (3 + 0a + 1a^2)d1^71d2^235 + (4 + 0a + 2a^2)d1^72d2^235 + (2 + 0a + 1a^2)d1^73d2^235 + (2 + 0a + 3a^2)d1^74d2^235 + (1 + 0a + 3a^2)d1^75d2^235 + (2 + 0a + 1a^2)d1^76d2^235 + (4 + 4a + 1a^2)d1^77d2^235 + (2 + 3a + 2a^2)d1^78d2^235 + (3 + 0a + 0a^2)d1^79d2^235 + (2 + 3a + 0a^2)d1^80d2^235 + (4 + 3a + 2a^2)d1^81d2^235 + (4 + 0a + 2a^2)d1^82d2^235 + (2 + 4a + 4a^2)d1^83d2^235 + (3 + 4a + 2a^2)d1^84d2^235 + (0 + 1a + 0a^2)d1^85d2^235 + (4 + 3a + 4a^2)d1^86d2^235 + (2 + 3a + 0a^2)d1^87d2^235 + (2 + 1a + 2a^2)d1^88d2^235 + (2 + 4a + 4a^2)d1^89d2^235 + (1 + 3a + 2a^2)d1^90d2^235 + (3 + 4a + 4a^2)d1^91d2^235 + (0 + 4a + 1a^2)d1^92d2^235 + (4 + 0a + 2a^2)d1^93d2^235 + (1 + 0a + 3a^2)d1^94d2^235 + (4 + 4a + 0a^2)d1^95d2^235 + (2 + 3a + 3a^2)d1^96d2^235 + (4 + 1a + 1a^2)d1^97d2^235 + (1 + 4a + 1a^2)d1^98d2^235 + (3 + 1a + 0a^2)d1^99d2^235 + (2 + 3a + 1a^2)d1^100d2^235 + (4 + 4a + 1a^2)d1^101d2^235 + (1 + 0a + 1a^2)d1^102d2^235 + (3 + 3a + 1a^2)d1^103d2^235 + (2 + 3a + 2a^2)d1^104d2^235 + (0 + 3a + 1a^2)d1^105d2^235 + (2 + 2a + 0a^2)d1^106d2^235 + (0 + 3a + 0a^2)d1^107d2^235 + (2 + 3a + 0a^2)d1^108d2^235 + (3 + 1a + 3a^2)d1^109d2^235 + (2 + 1a + 0a^2)d1^110d2^235 + (1 + 0a + 3a^2)d1^111d2^235 + (4 + 4a + 1a^2)d1^112d2^235 + (3 + 3a + 0a^2)d1^114d2^235 + (0 + 4a + 1a^2)d1^115d2^235 + (2 + 4a + 0a^2)d1^116d2^235 + (3 + 0a + 2a^2)d1^117d2^235 + (0 + 3a + 0a^2)d1^118d2^235 + (4 + 3a + 3a^2)d1^119d2^235 + (0 + 3a + 2a^2)d1^120d2^235 + (4 + 0a + 4a^2)d1^121d2^235 + (1 + 2a + 2a^2)d1^122d2^235 + (3 + 1a + 0a^2)d1^123d2^235 + (0 + 1a + 3a^2)d1^124d2^235 + (1 + 4a + 1a^2)d1^125d2^235 + (0 + 4a + 3a^2)d1^126d2^235 + (3 + 0a + 4a^2)d1^127d2^235 + (3 + 4a + 0a^2)d1^128d2^235 + (4 + 0a + 3a^2)d1^129d2^235 + (0 + 2a + 2a^2)d1^130d2^235 + (4 + 1a + 2a^2)d1^131d2^235 + (2 + 1a + 3a^2)d1^132d2^235 + (3 + 0a + 0a^2)d1^133d2^235 + (2 + 0a + 3a^2)d1^134d2^235 + (4 + 4a + 4a^2)d1^135d2^235 + (2 + 2a + 3a^2)d1^136d2^235 + (4 + 3a + 1a^2)d1^137d2^235 + (4 + 0a + 0a^2)d1^138d2^235 + (0 + 4a + 3a^2)d1^139d2^235 + (3 + 0a + 1a^2)d1^140d2^235 + (2 + 4a + 0a^2)d1^141d2^235 + (4 + 3a + 1a^2)d1^142d2^235 + (4 + 2a + 1a^2)d1^143d2^235 + (3 + 4a + 4a^2)d1^144d2^235 + (4 + 4a + 3a^2)d1^145d2^235 + (2 + 0a + 4a^2)d1^146d2^235 + (3 + 1a + 1a^2)d1^147d2^235 + (1 + 4a + 3a^2)d1^148d2^235 + (1 + 0a + 0a^2)d1^149d2^235 + (3 + 4a + 3a^2)d1^150d2^235 + (1 + 4a + 4a^2)d1^151d2^235 + (4 + 4a + 4a^2)d1^152d2^235 + (1 + 1a + 1a^2)d1^153d2^235 + (4 + 0a + 2a^2)d1^154d2^235 + (1 + 3a + 2a^2)d1^155d2^235 + (3 + 2a + 2a^2)d1^156d2^235 + (0 + 4a + 2a^2)d1^157d2^235 + (3 + 3a + 4a^2)d1^158d2^235 + (2 + 2a + 4a^2)d1^159d2^235 + (0 + 2a + 2a^2)d1^160d2^235 + (0 + 3a + 2a^2)d1^161d2^235 + (3 + 0a + 3a^2)d1^162d2^235 + (3 + 2a + 1a^2)d1^163d2^235 + (3 + 4a + 4a^2)d1^164d2^235 + (4 + 0a + 3a^2)d1^165d2^235 + (1 + 2a + 2a^2)d1^166d2^235 + (4 + 2a + 1a^2)d1^167d2^235 + (3 + 0a + 3a^2)d1^168d2^235 + (3 + 2a + 0a^2)d1^169d2^235 + (3 + 4a + 3a^2)d1^170d2^235 + (3 + 0a + 1a^2)d1^171d2^235 + (2 + 2a + 1a^2)d1^172d2^235 + (3 + 3a + 2a^2)d1^173d2^235 + (3 + 3a + 2a^2)d1^174d2^235 + (0 + 3a + 0a^2)d1^175d2^235 + (3 + 1a + 1a^2)d1^176d2^235 + (4 + 3a + 2a^2)d1^177d2^235 + (1 + 0a + 3a^2)d1^178d2^235 + (3 + 2a + 3a^2)d1^179d2^235 + (3 + 1a + 4a^2)d1^180d2^235 + (3 + 0a + 2a^2)d1^181d2^235 + (1 + 3a + 4a^2)d1^182d2^235 + (4 + 4a + 2a^2)d1^183d2^235 + (4 + 3a + 1a^2)d1^184d2^235 + (4 + 3a + 1a^2)d1^185d2^235 + (0 + 1a + 3a^2)d1^186d2^235 + (2 + 0a + 4a^2)d1^187d2^235 + (1 + 1a + 4a^2)d1^188d2^235 + (2 + 0a + 2a^2)d1^189d2^235 + (3 + 1a + 2a^2)d1^190d2^235 + (0 + 2a + 3a^2)d1^191d2^235 + (1 + 2a + 1a^2)d1^192d2^235 + (2 + 1a + 1a^2)d1^193d2^235 + (1 + 1a + 1a^2)d1^194d2^235 + (3 + 2a + 1a^2)d1^195d2^235 + (2 + 2a + 1a^2)d1^196d2^235 + (0 + 1a + 1a^2)d1^197d2^235 + (0 + 4a + 0a^2)d1^198d2^235 + (1 + 2a + 3a^2)d1^199d2^235 + (2 + 4a + 2a^2)d1^200d2^235 + (2 + 0a + 0a^2)d1^201d2^235 + (2 + 2a + 3a^2)d1^202d2^235 + (0 + 3a + 2a^2)d1^203d2^235 + (1 + 4a + 0a^2)d1^204d2^235 + (3 + 4a + 3a^2)d1^205d2^235 + (0 + 1a + 2a^2)d1^206d2^235 + (4 + 0a + 2a^2)d1^207d2^235 + (2 + 3a + 4a^2)d1^208d2^235 + (4 + 1a + 0a^2)d1^209d2^235 + (1 + 0a + 3a^2)d1^210d2^235 + (3 + 4a + 2a^2)d1^211d2^235 + (3 + 0a + 3a^2)d1^212d2^235 + (2 + 3a + 2a^2)d1^213d2^235 + (4 + 3a + 0a^2)d1^214d2^235 + (2 + 2a + 4a^2)d1^215d2^235 + (0 + 0a + 2a^2)d1^216d2^235 + (1 + 1a + 1a^2)d1^217d2^235 + (0 + 1a + 1a^2)d1^218d2^235 + (1 + 3a + 1a^2)d1^219d2^235 + (2 + 0a + 2a^2)d1^220d2^235 + (3 + 4a + 1a^2)d1^221d2^235 + (0 + 1a + 0a^2)d1^222d2^235 + (0 + 1a + 0a^2)d1^223d2^235 + (1 + 4a + 4a^2)d1^224d2^235 + (1 + 1a + 0a^2)d1^225d2^235 + (0 + 1a + 0a^2)d1^226d2^235 + (3 + 3a + 4a^2)d1^227d2^235 + (3 + 2a + 3a^2)d1^228d2^235 + (3 + 4a + 0a^2)d1^229d2^235 + (1 + 1a + 3a^2)d1^230d2^235 + (3 + 2a + 4a^2)d1^231d2^235 + (2 + 2a + 2a^2)d1^232d2^235 + (0 + 3a + 3a^2)d1^233d2^235 + (3 + 0a + 3a^2)d1^234d2^235 + (3 + 3a + 3a^2)d1^235d2^235 + (1 + 4a + 1a^2)d1^236d2^235 + (2 + 1a + 0a^2)d1^237d2^235 + (4 + 0a + 3a^2)d1^238d2^235 + (3 + 1a + 1a^2)d1^239d2^235 + (2 + 4a + 0a^2)d1^240d2^235 + (4 + 2a + 1a^2)d1^241d2^235 + (0 + 0a + 4a^2)d1^242d2^235 + (3 + 0a + 2a^2)d1^243d2^235 + (4 + 1a + 3a^2)d1^244d2^235 + (0 + 2a + 1a^2)d1^245d2^235 + (4 + 1a + 4a^2)d1^246d2^235 + (1 + 3a + 2a^2)d1^247d2^235 + (0 + 4a + 0a^2)d1^248d2^235 + (0 + 4a + 1a^2)d1^249d2^235 + (0 + 1a + 2a^2)d1^250d2^235 + (3 + 3a + 3a^2)d1^251d2^235 + (2 + 3a + 3a^2)d1^252d2^235 + (1 + 4a + 2a^2)d1^253d2^235 + (3 + 2a + 4a^2)d1^254d2^235 + (2 + 4a + 3a^2)d1^255d2^235 + (1 + 1a + 4a^2)d1^256d2^235 + (4 + 0a + 2a^2)d1^257d2^235 + (1 + 3a + 0a^2)d1^258d2^235 + (4 + 4a + 0a^2)d1^259d2^235 + (1 + 3a + 3a^2)d1^260d2^235 + (4 + 3a + 3a^2)d1^261d2^235 + (1 + 0a + 1a^2)d1^262d2^235 + (3 + 2a + 4a^2)d1^263d2^235 + (3 + 2a + 2a^2)d1^264d2^235 + (1 + 1a + 2a^2)d1^265d2^235 + (1 + 2a + 4a^2)d1^266d2^235 + (4 + 3a + 3a^2)d1^267d2^235 + (0 + 3a + 1a^2)d1^268d2^235 + (2 + 0a + 4a^2)d1^269d2^235 + (4 + 0a + 1a^2)d1^270d2^235 + (3 + 3a + 2a^2)d1^271d2^235 + (4 + 3a + 3a^2)d1^272d2^235 + (1 + 2a + 1a^2)d1^273d2^235 + (0 + 2a + 1a^2)d1^274d2^235 + (3 + 4a + 4a^2)d1^275d2^235 + (1 + 1a + 1a^2)d1^276d2^235 + (2 + 0a + 3a^2)d1^277d2^235 + (3 + 1a + 4a^2)d1^278d2^235 + (4 + 2a + 0a^2)d1^279d2^235 + (0 + 2a + 4a^2)d1^280d2^235 + (1 + 3a + 2a^2)d1^281d2^235 + (1 + 3a + 2a^2)d1^282d2^235 + (4 + 4a + 1a^2)d1^283d2^235 + (1 + 2a + 0a^2)d1^284d2^235 + (1 + 1a + 4a^2)d1^285d2^235 + (4 + 1a + 2a^2)d1^286d2^235 + (2 + 0a + 2a^2)d1^287d2^235 + (2 + 1a + 4a^2)d1^288d2^235 + (1 + 1a + 1a^2)d1^289d2^235 + (2 + 3a + 3a^2)d1^290d2^235 + (4 + 1a + 2a^2)d1^291d2^235 + (3 + 1a + 0a^2)d1^292d2^235 + (3 + 3a + 2a^2)d1^293d2^235 + (0 + 2a + 2a^2)d2^236 + (4 + 2a + 1a^2)d1^1d2^236 + (1 + 0a + 0a^2)d1^2d2^236 + (4 + 3a + 2a^2)d1^3d2^236 + (4 + 1a + 4a^2)d1^4d2^236 + (2 + 0a + 0a^2)d1^5d2^236 + (3 + 3a + 3a^2)d1^6d2^236 + (2 + 1a + 0a^2)d1^7d2^236 + (0 + 2a + 1a^2)d1^8d2^236 + (1 + 2a + 0a^2)d1^9d2^236 + (3 + 0a + 4a^2)d1^10d2^236 + (2 + 1a + 2a^2)d1^11d2^236 + (0 + 1a + 3a^2)d1^12d2^236 + (2 + 0a + 2a^2)d1^13d2^236 + (2 + 4a + 2a^2)d1^14d2^236 + (4 + 3a + 0a^2)d1^15d2^236 + (3 + 1a + 0a^2)d1^16d2^236 + (1 + 4a + 3a^2)d1^17d2^236 + (0 + 4a + 1a^2)d1^18d2^236 + (1 + 1a + 3a^2)d1^19d2^236 + (0 + 3a + 2a^2)d1^20d2^236 + (3 + 3a + 1a^2)d1^21d2^236 + (2 + 4a + 3a^2)d1^22d2^236 + (4 + 4a + 2a^2)d1^23d2^236 + (2 + 1a + 4a^2)d1^24d2^236 + (3 + 4a + 2a^2)d1^25d2^236 + (2 + 0a + 0a^2)d1^26d2^236 + (1 + 3a + 4a^2)d1^27d2^236 + (2 + 4a + 1a^2)d1^28d2^236 + (0 + 2a + 1a^2)d1^29d2^236 + (1 + 1a + 3a^2)d1^30d2^236 + (3 + 3a + 1a^2)d1^31d2^236 + (0 + 3a + 1a^2)d1^32d2^236 + (0 + 3a + 3a^2)d1^33d2^236 + (0 + 0a + 1a^2)d1^34d2^236 + (0 + 4a + 1a^2)d1^35d2^236 + (2 + 1a + 0a^2)d1^36d2^236 + (0 + 0a + 2a^2)d1^37d2^236 + (1 + 3a + 1a^2)d1^38d2^236 + (2 + 1a + 3a^2)d1^39d2^236 + (4 + 4a + 0a^2)d1^40d2^236 + (2 + 1a + 1a^2)d1^41d2^236 + (0 + 1a + 0a^2)d1^42d2^236 + (4 + 2a + 0a^2)d1^43d2^236 + (0 + 3a + 2a^2)d1^44d2^236 + (3 + 4a + 0a^2)d1^45d2^236 + (2 + 3a + 2a^2)d1^46d2^236 + (4 + 1a + 3a^2)d1^47d2^236 + (1 + 1a + 4a^2)d1^48d2^236 + (3 + 2a + 3a^2)d1^49d2^236 + (4 + 1a + 3a^2)d1^50d2^236 + (1 + 2a + 4a^2)d1^51d2^236 + (1 + 2a + 1a^2)d1^52d2^236 + (4 + 2a + 3a^2)d1^53d2^236 + (3 + 1a + 4a^2)d1^54d2^236 + (0 + 4a + 3a^2)d1^55d2^236 + (3 + 0a + 4a^2)d1^56d2^236 + (2 + 4a + 3a^2)d1^57d2^236 + (3 + 2a + 0a^2)d1^58d2^236 + (0 + 4a + 1a^2)d1^59d2^236 + (4 + 3a + 4a^2)d1^60d2^236 + (4 + 2a + 2a^2)d1^61d2^236 + (3 + 4a + 1a^2)d1^62d2^236 + (0 + 3a + 1a^2)d1^63d2^236 + (0 + 1a + 2a^2)d1^64d2^236 + (1 + 3a + 0a^2)d1^65d2^236 + (1 + 4a + 2a^2)d1^66d2^236 + (3 + 1a + 2a^2)d1^67d2^236 + (4 + 4a + 3a^2)d1^68d2^236 + (2 + 0a + 2a^2)d1^69d2^236 + (4 + 2a + 2a^2)d1^70d2^236 + (0 + 3a + 1a^2)d1^71d2^236 + (2 + 0a + 0a^2)d1^72d2^236 + (3 + 2a + 4a^2)d1^73d2^236 + (2 + 1a + 2a^2)d1^74d2^236 + (3 + 4a + 4a^2)d1^75d2^236 + (0 + 4a + 1a^2)d1^76d2^236 + (1 + 3a + 2a^2)d1^77d2^236 + (4 + 4a + 2a^2)d1^78d2^236 + (2 + 2a + 0a^2)d1^79d2^236 + (0 + 2a + 3a^2)d1^80d2^236 + (3 + 3a + 4a^2)d1^81d2^236 + (1 + 3a + 2a^2)d1^82d2^236 + (1 + 0a + 0a^2)d1^83d2^236 + (2 + 1a + 2a^2)d1^84d2^236 + (2 + 4a + 2a^2)d1^85d2^236 + (0 + 1a + 4a^2)d1^86d2^236 + (2 + 1a + 3a^2)d1^87d2^236 + (0 + 1a + 2a^2)d1^88d2^236 + (0 + 2a + 0a^2)d1^89d2^236 + (2 + 2a + 1a^2)d1^90d2^236 + (2 + 1a + 3a^2)d1^91d2^236 + (2 + 2a + 4a^2)d1^92d2^236 + (3 + 0a + 2a^2)d1^93d2^236 + (2 + 3a + 3a^2)d1^94d2^236 + (3 + 2a + 0a^2)d1^95d2^236 + (0 + 1a + 2a^2)d1^96d2^236 + (1 + 1a + 3a^2)d1^97d2^236 + (0 + 3a + 1a^2)d1^98d2^236 + (3 + 3a + 1a^2)d1^99d2^236 + (1 + 2a + 3a^2)d1^100d2^236 + (1 + 4a + 3a^2)d1^101d2^236 + (1 + 4a + 3a^2)d1^102d2^236 + (4 + 3a + 0a^2)d1^103d2^236 + (3 + 4a + 0a^2)d1^104d2^236 + (2 + 0a + 4a^2)d1^105d2^236 + (4 + 2a + 2a^2)d1^106d2^236 + (2 + 4a + 4a^2)d1^107d2^236 + (4 + 4a + 1a^2)d1^108d2^236 + (4 + 3a + 0a^2)d1^109d2^236 + (1 + 0a + 0a^2)d1^110d2^236 + (3 + 2a + 2a^2)d1^111d2^236 + (0 + 4a + 3a^2)d1^112d2^236 + (1 + 2a + 1a^2)d1^113d2^236 + (2 + 2a + 0a^2)d1^114d2^236 + (3 + 3a + 4a^2)d1^115d2^236 + (4 + 1a + 2a^2)d1^116d2^236 + (4 + 3a + 0a^2)d1^117d2^236 + (1 + 0a + 0a^2)d1^118d2^236 + (0 + 3a + 0a^2)d1^119d2^236 + (0 + 4a + 1a^2)d1^120d2^236 + (3 + 4a + 1a^2)d1^121d2^236 + (4 + 4a + 3a^2)d1^122d2^236 + (4 + 4a + 3a^2)d1^123d2^236 + (4 + 1a + 0a^2)d1^124d2^236 + (0 + 4a + 2a^2)d1^125d2^236 + (3 + 4a + 2a^2)d1^126d2^236 + (0 + 3a + 4a^2)d1^127d2^236 + (4 + 3a + 2a^2)d1^128d2^236 + (1 + 1a + 3a^2)d1^129d2^236 + (3 + 2a + 4a^2)d1^130d2^236 + (1 + 4a + 4a^2)d1^131d2^236 + (4 + 3a + 0a^2)d1^132d2^236 + (4 + 1a + 2a^2)d1^133d2^236 + (2 + 1a + 3a^2)d1^134d2^236 + (0 + 2a + 4a^2)d1^135d2^236 + (3 + 1a + 0a^2)d1^136d2^236 + (2 + 2a + 3a^2)d1^137d2^236 + (0 + 2a + 0a^2)d1^138d2^236 + (3 + 3a + 2a^2)d1^139d2^236 + (3 + 0a + 0a^2)d1^140d2^236 + (2 + 4a + 0a^2)d1^141d2^236 + (4 + 4a + 4a^2)d1^142d2^236 + (2 + 0a + 2a^2)d1^143d2^236 + (2 + 2a + 1a^2)d1^144d2^236 + (1 + 4a + 2a^2)d1^145d2^236 + (0 + 1a + 2a^2)d1^146d2^236 + (2 + 3a + 4a^2)d1^147d2^236 + (1 + 2a + 2a^2)d1^148d2^236 + (3 + 1a + 3a^2)d1^149d2^236 + (3 + 0a + 4a^2)d1^150d2^236 + (0 + 0a + 3a^2)d1^151d2^236 + (2 + 1a + 3a^2)d1^152d2^236 + (3 + 1a + 4a^2)d1^153d2^236 + (2 + 1a + 4a^2)d1^154d2^236 + (3 + 4a + 4a^2)d1^155d2^236 + (4 + 4a + 3a^2)d1^156d2^236 + (4 + 1a + 2a^2)d1^157d2^236 + (4 + 4a + 0a^2)d1^158d2^236 + (1 + 3a + 2a^2)d1^159d2^236 + (2 + 3a + 2a^2)d1^160d2^236 + (3 + 2a + 3a^2)d1^161d2^236 + (4 + 4a + 3a^2)d1^162d2^236 + (0 + 1a + 1a^2)d1^163d2^236 + (2 + 1a + 3a^2)d1^164d2^236 + (1 + 4a + 3a^2)d1^165d2^236 + (4 + 2a + 3a^2)d1^166d2^236 + (3 + 4a + 4a^2)d1^167d2^236 + (1 + 2a + 1a^2)d1^168d2^236 + (1 + 2a + 0a^2)d1^169d2^236 + (2 + 2a + 2a^2)d1^170d2^236 + (1 + 4a + 1a^2)d1^171d2^236 + (2 + 3a + 2a^2)d1^172d2^236 + (1 + 0a + 1a^2)d1^173d2^236 + (4 + 3a + 0a^2)d1^174d2^236 + (3 + 1a + 3a^2)d1^175d2^236 + (4 + 3a + 0a^2)d1^176d2^236 + (4 + 0a + 3a^2)d1^177d2^236 + (1 + 3a + 4a^2)d1^178d2^236 + (0 + 1a + 0a^2)d1^179d2^236 + (3 + 0a + 3a^2)d1^180d2^236 + (0 + 3a + 4a^2)d1^181d2^236 + (0 + 1a + 0a^2)d1^182d2^236 + (1 + 0a + 3a^2)d1^183d2^236 + (0 + 4a + 0a^2)d1^184d2^236 + (0 + 3a + 0a^2)d1^185d2^236 + (2 + 4a + 3a^2)d1^186d2^236 + (2 + 1a + 1a^2)d1^187d2^236 + (4 + 2a + 4a^2)d1^188d2^236 + (2 + 4a + 3a^2)d1^189d2^236 + (4 + 4a + 3a^2)d1^190d2^236 + (4 + 1a + 1a^2)d1^191d2^236 + (3 + 4a + 1a^2)d1^192d2^236 + (1 + 3a + 3a^2)d1^193d2^236 + (1 + 1a + 4a^2)d1^194d2^236 + (0 + 1a + 3a^2)d1^195d2^236 + (4 + 1a + 3a^2)d1^196d2^236 + (1 + 1a + 0a^2)d1^197d2^236 + (1 + 0a + 0a^2)d1^198d2^236 + (0 + 2a + 0a^2)d1^199d2^236 + (4 + 4a + 1a^2)d1^200d2^236 + (0 + 3a + 1a^2)d1^201d2^236 + (0 + 2a + 2a^2)d1^202d2^236 + (3 + 0a + 4a^2)d1^203d2^236 + (1 + 0a + 4a^2)d1^204d2^236 + (0 + 4a + 0a^2)d1^205d2^236 + (3 + 1a + 4a^2)d1^206d2^236 + (4 + 4a + 0a^2)d1^207d2^236 + (3 + 3a + 4a^2)d1^208d2^236 + (0 + 2a + 3a^2)d1^209d2^236 + (4 + 0a + 3a^2)d1^210d2^236 + (3 + 0a + 3a^2)d1^211d2^236 + (0 + 1a + 0a^2)d1^212d2^236 + (3 + 3a + 0a^2)d1^213d2^236 + (0 + 2a + 0a^2)d1^214d2^236 + (3 + 2a + 2a^2)d1^215d2^236 + (3 + 2a + 1a^2)d1^216d2^236 + (1 + 2a + 1a^2)d1^217d2^236 + (3 + 3a + 4a^2)d1^218d2^236 + (2 + 0a + 0a^2)d1^219d2^236 + (0 + 1a + 2a^2)d1^220d2^236 + (3 + 2a + 4a^2)d1^221d2^236 + (0 + 1a + 2a^2)d1^222d2^236 + (0 + 3a + 0a^2)d1^223d2^236 + (4 + 0a + 0a^2)d1^224d2^236 + (4 + 0a + 2a^2)d1^225d2^236 + (1 + 3a + 1a^2)d1^226d2^236 + (0 + 1a + 0a^2)d1^227d2^236 + (4 + 0a + 0a^2)d1^228d2^236 + (2 + 4a + 3a^2)d1^229d2^236 + (3 + 4a + 1a^2)d1^230d2^236 + (1 + 0a + 1a^2)d1^231d2^236 + (0 + 2a + 1a^2)d1^232d2^236 + (2 + 4a + 3a^2)d1^233d2^236 + (1 + 3a + 1a^2)d1^234d2^236 + (4 + 1a + 4a^2)d1^235d2^236 + (2 + 2a + 2a^2)d1^236d2^236 + (0 + 2a + 4a^2)d1^237d2^236 + (3 + 1a + 4a^2)d1^238d2^236 + (0 + 3a + 0a^2)d1^239d2^236 + (2 + 2a + 0a^2)d1^240d2^236 + (4 + 0a + 4a^2)d1^241d2^236 + (0 + 3a + 3a^2)d1^242d2^236 + (1 + 1a + 1a^2)d1^243d2^236 + (3 + 1a + 2a^2)d1^244d2^236 + (1 + 4a + 1a^2)d1^245d2^236 + (0 + 4a + 4a^2)d1^246d2^236 + (3 + 2a + 0a^2)d1^247d2^236 + (2 + 3a + 3a^2)d1^248d2^236 + (2 + 3a + 3a^2)d1^249d2^236 + (4 + 3a + 3a^2)d1^250d2^236 + (2 + 1a + 4a^2)d1^251d2^236 + (3 + 1a + 2a^2)d1^252d2^236 + (4 + 4a + 3a^2)d1^253d2^236 + (0 + 4a + 2a^2)d1^254d2^236 + (1 + 1a + 1a^2)d1^255d2^236 + (4 + 2a + 1a^2)d1^256d2^236 + (3 + 4a + 3a^2)d1^257d2^236 + (4 + 2a + 2a^2)d1^258d2^236 + (0 + 3a + 4a^2)d1^259d2^236 + (2 + 2a + 0a^2)d1^260d2^236 + (4 + 4a + 2a^2)d1^261d2^236 + (1 + 1a + 4a^2)d1^262d2^236 + (1 + 1a + 0a^2)d1^263d2^236 + (2 + 1a + 4a^2)d1^264d2^236 + (2 + 3a + 0a^2)d1^265d2^236 + (0 + 1a + 1a^2)d1^266d2^236 + (1 + 4a + 2a^2)d1^267d2^236 + (4 + 3a + 0a^2)d1^268d2^236 + (3 + 3a + 4a^2)d1^269d2^236 + (3 + 0a + 2a^2)d1^270d2^236 + (1 + 4a + 2a^2)d1^271d2^236 + (2 + 2a + 4a^2)d1^272d2^236 + (4 + 2a + 0a^2)d1^273d2^236 + (0 + 2a + 1a^2)d1^274d2^236 + (0 + 2a + 3a^2)d1^275d2^236 + (2 + 2a + 3a^2)d1^276d2^236 + (0 + 0a + 2a^2)d1^277d2^236 + (2 + 3a + 1a^2)d1^278d2^236 + (2 + 1a + 1a^2)d1^279d2^236 + (0 + 0a + 1a^2)d1^280d2^236 + (0 + 3a + 4a^2)d1^281d2^236 + (1 + 3a + 1a^2)d1^282d2^236 + (3 + 3a + 4a^2)d1^283d2^236 + (4 + 0a + 3a^2)d1^284d2^236 + (2 + 3a + 3a^2)d1^285d2^236 + (0 + 2a + 4a^2)d1^286d2^236 + (4 + 3a + 4a^2)d1^287d2^236 + (1 + 1a + 3a^2)d1^288d2^236 + (3 + 4a + 1a^2)d1^289d2^236 + (2 + 0a + 4a^2)d1^290d2^236 + (4 + 0a + 4a^2)d1^291d2^236 + (2 + 4a + 3a^2)d1^292d2^236 + (3 + 3a + 1a^2)d1^293d2^236 + (1 + 0a + 4a^2)d2^237 + (3 + 2a + 4a^2)d1^1d2^237 + (2 + 1a + 3a^2)d1^2d2^237 + (1 + 4a + 4a^2)d1^3d2^237 + (1 + 1a + 0a^2)d1^4d2^237 + (3 + 1a + 1a^2)d1^5d2^237 + (3 + 4a + 1a^2)d1^6d2^237 + (3 + 3a + 3a^2)d1^7d2^237 + (2 + 3a + 2a^2)d1^8d2^237 + (0 + 1a + 4a^2)d1^9d2^237 + (1 + 0a + 0a^2)d1^10d2^237 + (3 + 1a + 2a^2)d1^11d2^237 + (0 + 4a + 4a^2)d1^12d2^237 + (3 + 3a + 4a^2)d1^13d2^237 + (1 + 2a + 2a^2)d1^14d2^237 + (3 + 4a + 2a^2)d1^15d2^237 + (4 + 2a + 3a^2)d1^16d2^237 + (4 + 1a + 3a^2)d1^17d2^237 + (2 + 3a + 4a^2)d1^18d2^237 + (0 + 0a + 3a^2)d1^19d2^237 + (2 + 0a + 3a^2)d1^20d2^237 + (0 + 1a + 3a^2)d1^21d2^237 + (0 + 3a + 2a^2)d1^22d2^237 + (3 + 3a + 2a^2)d1^23d2^237 + (1 + 3a + 0a^2)d1^24d2^237 + (2 + 4a + 2a^2)d1^25d2^237 + (1 + 4a + 3a^2)d1^26d2^237 + (0 + 2a + 1a^2)d1^27d2^237 + (1 + 1a + 4a^2)d1^28d2^237 + (0 + 3a + 2a^2)d1^29d2^237 + (4 + 1a + 2a^2)d1^30d2^237 + (3 + 3a + 3a^2)d1^31d2^237 + (2 + 2a + 4a^2)d1^32d2^237 + (1 + 2a + 0a^2)d1^33d2^237 + (0 + 3a + 0a^2)d1^34d2^237 + (1 + 0a + 3a^2)d1^35d2^237 + (2 + 3a + 2a^2)d1^36d2^237 + (4 + 1a + 3a^2)d1^37d2^237 + (2 + 2a + 4a^2)d1^38d2^237 + (4 + 1a + 1a^2)d1^39d2^237 + (1 + 1a + 0a^2)d1^40d2^237 + (2 + 4a + 4a^2)d1^41d2^237 + (4 + 0a + 2a^2)d1^42d2^237 + (1 + 4a + 2a^2)d1^43d2^237 + (2 + 2a + 1a^2)d1^44d2^237 + (4 + 4a + 4a^2)d1^45d2^237 + (0 + 4a + 3a^2)d1^46d2^237 + (4 + 2a + 3a^2)d1^47d2^237 + (4 + 2a + 4a^2)d1^48d2^237 + (1 + 3a + 1a^2)d1^49d2^237 + (0 + 2a + 4a^2)d1^50d2^237 + (1 + 3a + 1a^2)d1^51d2^237 + (2 + 3a + 1a^2)d1^52d2^237 + (4 + 3a + 4a^2)d1^53d2^237 + (4 + 0a + 0a^2)d1^54d2^237 + (2 + 1a + 0a^2)d1^55d2^237 + (4 + 0a + 0a^2)d1^56d2^237 + (1 + 2a + 3a^2)d1^57d2^237 + (4 + 2a + 3a^2)d1^58d2^237 + (0 + 3a + 4a^2)d1^59d2^237 + (3 + 1a + 2a^2)d1^60d2^237 + (4 + 0a + 3a^2)d1^61d2^237 + (2 + 0a + 2a^2)d1^62d2^237 + (2 + 1a + 2a^2)d1^63d2^237 + (4 + 1a + 0a^2)d1^64d2^237 + (0 + 3a + 4a^2)d1^65d2^237 + (2 + 1a + 2a^2)d1^66d2^237 + (4 + 3a + 0a^2)d1^67d2^237 + (0 + 2a + 2a^2)d1^68d2^237 + (4 + 1a + 4a^2)d1^69d2^237 + (1 + 1a + 1a^2)d1^70d2^237 + (0 + 0a + 1a^2)d1^71d2^237 + (3 + 2a + 3a^2)d1^72d2^237 + (3 + 1a + 0a^2)d1^73d2^237 + (0 + 1a + 1a^2)d1^74d2^237 + (0 + 1a + 3a^2)d1^75d2^237 + (4 + 0a + 1a^2)d1^76d2^237 + (3 + 3a + 1a^2)d1^77d2^237 + (1 + 0a + 0a^2)d1^78d2^237 + (4 + 3a + 0a^2)d1^79d2^237 + (3 + 2a + 2a^2)d1^80d2^237 + (2 + 1a + 3a^2)d1^81d2^237 + (1 + 0a + 2a^2)d1^82d2^237 + (4 + 1a + 0a^2)d1^83d2^237 + (2 + 1a + 1a^2)d1^84d2^237 + (2 + 0a + 3a^2)d1^85d2^237 + (1 + 4a + 2a^2)d1^86d2^237 + (0 + 1a + 2a^2)d1^87d2^237 + (4 + 0a + 1a^2)d1^88d2^237 + (1 + 3a + 0a^2)d1^89d2^237 + (2 + 4a + 0a^2)d1^90d2^237 + (0 + 2a + 3a^2)d1^91d2^237 + (3 + 1a + 0a^2)d1^92d2^237 + (3 + 2a + 3a^2)d1^93d2^237 + (3 + 0a + 3a^2)d1^94d2^237 + (3 + 3a + 2a^2)d1^95d2^237 + (1 + 3a + 4a^2)d1^96d2^237 + (3 + 3a + 2a^2)d1^97d2^237 + (4 + 1a + 4a^2)d1^98d2^237 + (3 + 0a + 0a^2)d1^99d2^237 + (2 + 4a + 3a^2)d1^100d2^237 + (4 + 0a + 3a^2)d1^101d2^237 + (0 + 0a + 3a^2)d1^102d2^237 + (4 + 0a + 1a^2)d1^103d2^237 + (1 + 3a + 4a^2)d1^104d2^237 + (1 + 3a + 4a^2)d1^105d2^237 + (4 + 4a + 0a^2)d1^106d2^237 + (2 + 1a + 0a^2)d1^107d2^237 + (2 + 3a + 3a^2)d1^108d2^237 + (3 + 4a + 3a^2)d1^109d2^237 + (2 + 4a + 0a^2)d1^110d2^237 + (3 + 1a + 2a^2)d1^111d2^237 + (3 + 1a + 3a^2)d1^112d2^237 + (2 + 2a + 2a^2)d1^113d2^237 + (0 + 0a + 4a^2)d1^114d2^237 + (4 + 0a + 4a^2)d1^115d2^237 + (3 + 2a + 2a^2)d1^116d2^237 + (4 + 1a + 3a^2)d1^117d2^237 + (1 + 1a + 2a^2)d1^118d2^237 + (1 + 3a + 2a^2)d1^119d2^237 + (4 + 0a + 0a^2)d1^120d2^237 + (3 + 3a + 1a^2)d1^121d2^237 + (0 + 4a + 4a^2)d1^122d2^237 + (1 + 4a + 3a^2)d1^123d2^237 + (1 + 0a + 0a^2)d1^124d2^237 + (2 + 1a + 4a^2)d1^125d2^237 + (4 + 2a + 3a^2)d1^126d2^237 + (0 + 0a + 4a^2)d1^127d2^237 + (4 + 2a + 2a^2)d1^128d2^237 + (3 + 0a + 3a^2)d1^129d2^237 + (2 + 1a + 0a^2)d1^130d2^237 + (4 + 0a + 1a^2)d1^131d2^237 + (0 + 4a + 3a^2)d1^132d2^237 + (2 + 1a + 0a^2)d1^133d2^237 + (0 + 4a + 4a^2)d1^134d2^237 + (0 + 3a + 4a^2)d1^135d2^237 + (1 + 1a + 2a^2)d1^136d2^237 + (1 + 2a + 3a^2)d1^137d2^237 + (1 + 3a + 1a^2)d1^138d2^237 + (1 + 4a + 4a^2)d1^139d2^237 + (2 + 3a + 4a^2)d1^140d2^237 + (3 + 2a + 1a^2)d1^141d2^237 + (3 + 3a + 0a^2)d1^142d2^237 + (2 + 2a + 4a^2)d1^143d2^237 + (2 + 0a + 4a^2)d1^144d2^237 + (1 + 4a + 3a^2)d1^145d2^237 + (0 + 2a + 1a^2)d1^146d2^237 + (1 + 4a + 0a^2)d1^147d2^237 + (3 + 4a + 2a^2)d1^148d2^237 + (4 + 3a + 2a^2)d1^149d2^237 + (0 + 1a + 2a^2)d1^150d2^237 + (2 + 3a + 1a^2)d1^151d2^237 + (3 + 3a + 4a^2)d1^152d2^237 + (2 + 0a + 1a^2)d1^153d2^237 + (4 + 4a + 2a^2)d1^154d2^237 + (1 + 3a + 1a^2)d1^155d2^237 + (0 + 4a + 3a^2)d1^156d2^237 + (1 + 0a + 1a^2)d1^157d2^237 + (4 + 1a + 1a^2)d1^158d2^237 + (4 + 4a + 4a^2)d1^159d2^237 + (3 + 3a + 3a^2)d1^160d2^237 + (2 + 1a + 3a^2)d1^161d2^237 + (0 + 4a + 3a^2)d1^162d2^237 + (2 + 4a + 3a^2)d1^163d2^237 + (1 + 3a + 1a^2)d1^164d2^237 + (3 + 0a + 4a^2)d1^165d2^237 + (2 + 0a + 1a^2)d1^166d2^237 + (2 + 2a + 2a^2)d1^167d2^237 + (1 + 2a + 2a^2)d1^168d2^237 + (3 + 4a + 4a^2)d1^169d2^237 + (3 + 4a + 2a^2)d1^170d2^237 + (4 + 2a + 1a^2)d1^171d2^237 + (3 + 3a + 0a^2)d1^172d2^237 + (2 + 0a + 1a^2)d1^173d2^237 + (1 + 1a + 1a^2)d1^174d2^237 + (3 + 4a + 4a^2)d1^175d2^237 + (3 + 4a + 1a^2)d1^176d2^237 + (1 + 3a + 2a^2)d1^177d2^237 + (4 + 1a + 3a^2)d1^178d2^237 + (1 + 2a + 1a^2)d1^179d2^237 + (2 + 4a + 1a^2)d1^180d2^237 + (1 + 3a + 3a^2)d1^181d2^237 + (4 + 3a + 4a^2)d1^182d2^237 + (2 + 1a + 0a^2)d1^183d2^237 + (4 + 3a + 0a^2)d1^184d2^237 + (0 + 2a + 0a^2)d1^185d2^237 + (2 + 0a + 4a^2)d1^186d2^237 + (3 + 0a + 2a^2)d1^187d2^237 + (0 + 2a + 0a^2)d1^188d2^237 + (2 + 4a + 2a^2)d1^189d2^237 + (4 + 4a + 0a^2)d1^190d2^237 + (2 + 3a + 3a^2)d1^191d2^237 + (4 + 0a + 3a^2)d1^192d2^237 + (3 + 4a + 0a^2)d1^193d2^237 + (1 + 0a + 4a^2)d1^194d2^237 + (0 + 3a + 2a^2)d1^195d2^237 + (4 + 2a + 3a^2)d1^196d2^237 + (2 + 3a + 4a^2)d1^197d2^237 + (3 + 4a + 0a^2)d1^198d2^237 + (1 + 3a + 0a^2)d1^199d2^237 + (3 + 4a + 2a^2)d1^200d2^237 + (4 + 4a + 4a^2)d1^201d2^237 + (1 + 3a + 0a^2)d1^202d2^237 + (0 + 3a + 3a^2)d1^203d2^237 + (1 + 2a + 1a^2)d1^204d2^237 + (4 + 0a + 3a^2)d1^205d2^237 + (2 + 2a + 3a^2)d1^206d2^237 + (2 + 2a + 2a^2)d1^207d2^237 + (4 + 3a + 0a^2)d1^208d2^237 + (3 + 0a + 1a^2)d1^209d2^237 + (2 + 4a + 4a^2)d1^210d2^237 + (4 + 3a + 0a^2)d1^211d2^237 + (1 + 3a + 4a^2)d1^212d2^237 + (1 + 2a + 1a^2)d1^213d2^237 + (4 + 2a + 3a^2)d1^214d2^237 + (0 + 1a + 1a^2)d1^215d2^237 + (2 + 0a + 2a^2)d1^216d2^237 + (4 + 4a + 0a^2)d1^217d2^237 + (3 + 0a + 1a^2)d1^218d2^237 + (4 + 2a + 0a^2)d1^219d2^237 + (1 + 0a + 1a^2)d1^220d2^237 + (1 + 4a + 0a^2)d1^221d2^237 + (0 + 3a + 2a^2)d1^222d2^237 + (2 + 3a + 3a^2)d1^223d2^237 + (4 + 1a + 2a^2)d1^224d2^237 + (0 + 3a + 4a^2)d1^225d2^237 + (3 + 2a + 4a^2)d1^226d2^237 + (2 + 2a + 1a^2)d1^227d2^237 + (0 + 1a + 3a^2)d1^228d2^237 + (3 + 3a + 0a^2)d1^229d2^237 + (2 + 4a + 2a^2)d1^230d2^237 + (1 + 2a + 0a^2)d1^231d2^237 + (4 + 4a + 4a^2)d1^232d2^237 + (1 + 4a + 0a^2)d1^233d2^237 + (1 + 4a + 1a^2)d1^234d2^237 + (3 + 3a + 2a^2)d1^235d2^237 + (3 + 0a + 2a^2)d1^236d2^237 + (1 + 1a + 1a^2)d1^237d2^237 + (3 + 1a + 4a^2)d1^238d2^237 + (3 + 2a + 0a^2)d1^239d2^237 + (1 + 0a + 1a^2)d1^240d2^237 + (0 + 3a + 1a^2)d1^241d2^237 + (4 + 2a + 2a^2)d1^242d2^237 + (3 + 3a + 1a^2)d1^243d2^237 + (3 + 2a + 3a^2)d1^244d2^237 + (3 + 2a + 2a^2)d1^245d2^237 + (0 + 2a + 0a^2)d1^246d2^237 + (4 + 0a + 1a^2)d1^247d2^237 + (1 + 3a + 3a^2)d1^248d2^237 + (3 + 2a + 1a^2)d1^249d2^237 + (3 + 3a + 0a^2)d1^250d2^237 + (0 + 4a + 4a^2)d1^251d2^237 + (3 + 3a + 3a^2)d1^252d2^237 + (3 + 3a + 4a^2)d1^253d2^237 + (0 + 3a + 3a^2)d1^254d2^237 + (2 + 1a + 0a^2)d1^255d2^237 + (1 + 0a + 2a^2)d1^256d2^237 + (4 + 3a + 0a^2)d1^257d2^237 + (3 + 4a + 1a^2)d1^258d2^237 + (4 + 2a + 3a^2)d1^259d2^237 + (0 + 0a + 1a^2)d1^261d2^237 + (2 + 0a + 3a^2)d1^262d2^237 + (2 + 1a + 0a^2)d1^263d2^237 + (0 + 3a + 4a^2)d1^264d2^237 + (4 + 0a + 2a^2)d1^265d2^237 + (4 + 3a + 1a^2)d1^266d2^237 + (3 + 1a + 1a^2)d1^267d2^237 + (4 + 0a + 4a^2)d1^268d2^237 + (2 + 1a + 0a^2)d1^269d2^237 + (3 + 3a + 4a^2)d1^270d2^237 + (0 + 4a + 4a^2)d1^271d2^237 + (1 + 4a + 4a^2)d1^272d2^237 + (1 + 1a + 4a^2)d1^273d2^237 + (0 + 1a + 3a^2)d1^274d2^237 + (4 + 3a + 1a^2)d1^275d2^237 + (4 + 4a + 2a^2)d1^276d2^237 + (1 + 0a + 4a^2)d1^277d2^237 + (4 + 3a + 4a^2)d1^278d2^237 + (3 + 3a + 1a^2)d1^279d2^237 + (4 + 4a + 0a^2)d1^280d2^237 + (1 + 0a + 1a^2)d1^281d2^237 + (0 + 0a + 3a^2)d1^282d2^237 + (2 + 1a + 2a^2)d1^283d2^237 + (0 + 1a + 3a^2)d1^285d2^237 + (0 + 3a + 1a^2)d1^286d2^237 + (0 + 3a + 3a^2)d1^287d2^237 + (0 + 3a + 4a^2)d1^288d2^237 + (1 + 3a + 4a^2)d1^289d2^237 + (3 + 0a + 2a^2)d1^290d2^237 + (1 + 3a + 4a^2)d1^291d2^237 + (4 + 3a + 1a^2)d1^292d2^237 + (0 + 2a + 2a^2)d1^293d2^237 + (1 + 2a + 3a^2)d2^238 + (2 + 2a + 2a^2)d1^1d2^238 + (2 + 0a + 2a^2)d1^2d2^238 + (4 + 3a + 3a^2)d1^3d2^238 + (3 + 2a + 0a^2)d1^4d2^238 + (4 + 2a + 3a^2)d1^5d2^238 + (0 + 1a + 4a^2)d1^6d2^238 + (0 + 4a + 4a^2)d1^7d2^238 + (3 + 4a + 3a^2)d1^8d2^238 + (4 + 3a + 0a^2)d1^9d2^238 + (4 + 0a + 1a^2)d1^10d2^238 + (1 + 3a + 0a^2)d1^11d2^238 + (1 + 1a + 4a^2)d1^12d2^238 + (4 + 4a + 0a^2)d1^13d2^238 + (0 + 3a + 3a^2)d1^14d2^238 + (4 + 2a + 4a^2)d1^15d2^238 + (1 + 3a + 2a^2)d1^16d2^238 + (0 + 4a + 3a^2)d1^17d2^238 + (2 + 2a + 3a^2)d1^18d2^238 + (1 + 0a + 2a^2)d1^19d2^238 + (4 + 0a + 2a^2)d1^20d2^238 + (4 + 2a + 0a^2)d1^21d2^238 + (3 + 3a + 0a^2)d1^22d2^238 + (3 + 1a + 4a^2)d1^23d2^238 + (4 + 2a + 1a^2)d1^24d2^238 + (2 + 1a + 4a^2)d1^25d2^238 + (2 + 0a + 2a^2)d1^26d2^238 + (0 + 4a + 0a^2)d1^27d2^238 + (3 + 1a + 1a^2)d1^28d2^238 + (1 + 2a + 1a^2)d1^29d2^238 + (4 + 1a + 2a^2)d1^30d2^238 + (0 + 4a + 3a^2)d1^31d2^238 + (2 + 1a + 1a^2)d1^32d2^238 + (0 + 0a + 4a^2)d1^33d2^238 + (0 + 3a + 4a^2)d1^34d2^238 + (4 + 4a + 4a^2)d1^35d2^238 + (4 + 0a + 4a^2)d1^36d2^238 + (2 + 1a + 4a^2)d1^37d2^238 + (0 + 4a + 0a^2)d1^38d2^238 + (4 + 1a + 0a^2)d1^39d2^238 + (4 + 1a + 0a^2)d1^40d2^238 + (1 + 1a + 1a^2)d1^41d2^238 + (3 + 1a + 3a^2)d1^42d2^238 + (0 + 1a + 0a^2)d1^43d2^238 + (4 + 1a + 4a^2)d1^44d2^238 + (4 + 3a + 4a^2)d1^45d2^238 + (3 + 0a + 2a^2)d1^46d2^238 + (2 + 0a + 4a^2)d1^47d2^238 + (3 + 2a + 0a^2)d1^48d2^238 + (3 + 2a + 4a^2)d1^49d2^238 + (4 + 0a + 2a^2)d1^50d2^238 + (0 + 2a + 1a^2)d1^51d2^238 + (3 + 2a + 4a^2)d1^52d2^238 + (1 + 1a + 1a^2)d1^53d2^238 + (2 + 2a + 1a^2)d1^54d2^238 + (0 + 1a + 3a^2)d1^55d2^238 + (4 + 4a + 1a^2)d1^56d2^238 + (2 + 1a + 2a^2)d1^57d2^238 + (2 + 0a + 4a^2)d1^58d2^238 + (2 + 0a + 4a^2)d1^59d2^238 + (3 + 1a + 2a^2)d1^60d2^238 + (1 + 0a + 1a^2)d1^61d2^238 + (3 + 4a + 1a^2)d1^62d2^238 + (3 + 1a + 3a^2)d1^63d2^238 + (1 + 1a + 1a^2)d1^64d2^238 + (2 + 4a + 1a^2)d1^65d2^238 + (4 + 4a + 3a^2)d1^66d2^238 + (1 + 4a + 0a^2)d1^67d2^238 + (4 + 0a + 3a^2)d1^68d2^238 + (4 + 3a + 3a^2)d1^69d2^238 + (4 + 0a + 4a^2)d1^70d2^238 + (2 + 1a + 1a^2)d1^71d2^238 + (1 + 4a + 4a^2)d1^72d2^238 + (4 + 2a + 0a^2)d1^73d2^238 + (1 + 3a + 2a^2)d1^74d2^238 + (3 + 3a + 3a^2)d1^75d2^238 + (0 + 1a + 3a^2)d1^76d2^238 + (3 + 2a + 0a^2)d1^77d2^238 + (3 + 2a + 4a^2)d1^78d2^238 + (4 + 1a + 4a^2)d1^79d2^238 + (2 + 0a + 0a^2)d1^80d2^238 + (1 + 1a + 2a^2)d1^81d2^238 + (1 + 2a + 4a^2)d1^82d2^238 + (1 + 2a + 2a^2)d1^83d2^238 + (2 + 0a + 4a^2)d1^84d2^238 + (0 + 3a + 3a^2)d1^85d2^238 + (4 + 0a + 3a^2)d1^86d2^238 + (4 + 1a + 1a^2)d1^87d2^238 + (0 + 2a + 4a^2)d1^88d2^238 + (0 + 3a + 4a^2)d1^89d2^238 + (4 + 3a + 3a^2)d1^90d2^238 + (2 + 1a + 4a^2)d1^91d2^238 + (0 + 2a + 4a^2)d1^92d2^238 + (0 + 4a + 1a^2)d1^93d2^238 + (0 + 2a + 1a^2)d1^94d2^238 + (0 + 0a + 2a^2)d1^95d2^238 + (0 + 2a + 0a^2)d1^96d2^238 + (3 + 2a + 3a^2)d1^97d2^238 + (0 + 4a + 4a^2)d1^98d2^238 + (0 + 2a + 1a^2)d1^99d2^238 + (2 + 0a + 0a^2)d1^100d2^238 + (4 + 4a + 4a^2)d1^101d2^238 + (4 + 3a + 4a^2)d1^102d2^238 + (1 + 4a + 3a^2)d1^103d2^238 + (4 + 2a + 3a^2)d1^104d2^238 + (2 + 0a + 0a^2)d1^105d2^238 + (4 + 2a + 3a^2)d1^106d2^238 + (4 + 1a + 2a^2)d1^107d2^238 + (4 + 0a + 3a^2)d1^108d2^238 + (3 + 0a + 2a^2)d1^109d2^238 + (2 + 1a + 4a^2)d1^110d2^238 + (4 + 0a + 3a^2)d1^111d2^238 + (3 + 0a + 1a^2)d1^112d2^238 + (4 + 4a + 0a^2)d1^113d2^238 + (1 + 1a + 3a^2)d1^114d2^238 + (3 + 0a + 0a^2)d1^115d2^238 + (4 + 0a + 3a^2)d1^116d2^238 + (1 + 0a + 1a^2)d1^117d2^238 + (3 + 4a + 0a^2)d1^118d2^238 + (4 + 3a + 2a^2)d1^119d2^238 + (2 + 3a + 2a^2)d1^120d2^238 + (4 + 1a + 2a^2)d1^121d2^238 + (4 + 4a + 1a^2)d1^122d2^238 + (4 + 4a + 3a^2)d1^123d2^238 + (2 + 3a + 2a^2)d1^124d2^238 + (0 + 0a + 3a^2)d1^125d2^238 + (0 + 4a + 2a^2)d1^126d2^238 + (4 + 2a + 1a^2)d1^127d2^238 + (3 + 4a + 1a^2)d1^128d2^238 + (4 + 0a + 1a^2)d1^129d2^238 + (0 + 2a + 2a^2)d1^130d2^238 + (1 + 3a + 3a^2)d1^131d2^238 + (3 + 0a + 0a^2)d1^132d2^238 + (0 + 4a + 4a^2)d1^133d2^238 + (0 + 3a + 1a^2)d1^134d2^238 + (1 + 0a + 0a^2)d1^135d2^238 + (2 + 4a + 1a^2)d1^136d2^238 + (4 + 2a + 1a^2)d1^137d2^238 + (3 + 3a + 4a^2)d1^138d2^238 + (2 + 0a + 4a^2)d1^139d2^238 + (4 + 4a + 3a^2)d1^140d2^238 + (4 + 4a + 0a^2)d1^141d2^238 + (2 + 0a + 4a^2)d1^142d2^238 + (0 + 1a + 1a^2)d1^143d2^238 + (1 + 2a + 4a^2)d1^144d2^238 + (4 + 3a + 2a^2)d1^145d2^238 + (0 + 3a + 0a^2)d1^146d2^238 + (2 + 0a + 3a^2)d1^147d2^238 + (0 + 2a + 2a^2)d1^148d2^238 + (3 + 0a + 1a^2)d1^149d2^238 + (3 + 3a + 2a^2)d1^150d2^238 + (4 + 1a + 1a^2)d1^151d2^238 + (3 + 3a + 0a^2)d1^152d2^238 + (4 + 3a + 1a^2)d1^153d2^238 + (4 + 4a + 2a^2)d1^154d2^238 + (4 + 1a + 3a^2)d1^155d2^238 + (4 + 4a + 0a^2)d1^156d2^238 + (3 + 2a + 1a^2)d1^157d2^238 + (1 + 4a + 0a^2)d1^158d2^238 + (3 + 4a + 1a^2)d1^159d2^238 + (3 + 0a + 1a^2)d1^160d2^238 + (2 + 4a + 0a^2)d1^161d2^238 + (4 + 2a + 4a^2)d1^162d2^238 + (0 + 1a + 0a^2)d1^163d2^238 + (3 + 2a + 2a^2)d1^164d2^238 + (1 + 1a + 3a^2)d1^165d2^238 + (0 + 1a + 2a^2)d1^166d2^238 + (2 + 2a + 0a^2)d1^167d2^238 + (1 + 1a + 3a^2)d1^168d2^238 + (2 + 0a + 3a^2)d1^169d2^238 + (3 + 1a + 2a^2)d1^170d2^238 + (1 + 2a + 3a^2)d1^171d2^238 + (3 + 3a + 3a^2)d1^172d2^238 + (3 + 1a + 0a^2)d1^173d2^238 + (4 + 3a + 1a^2)d1^174d2^238 + (2 + 0a + 0a^2)d1^175d2^238 + (3 + 1a + 2a^2)d1^176d2^238 + (2 + 0a + 0a^2)d1^177d2^238 + (3 + 3a + 1a^2)d1^178d2^238 + (4 + 2a + 2a^2)d1^179d2^238 + (1 + 0a + 1a^2)d1^180d2^238 + (0 + 0a + 1a^2)d1^181d2^238 + (4 + 3a + 0a^2)d1^182d2^238 + (4 + 3a + 2a^2)d1^183d2^238 + (2 + 4a + 3a^2)d1^184d2^238 + (2 + 3a + 0a^2)d1^185d2^238 + (1 + 3a + 3a^2)d1^186d2^238 + (0 + 3a + 1a^2)d1^187d2^238 + (0 + 2a + 0a^2)d1^188d2^238 + (2 + 1a + 2a^2)d1^189d2^238 + (3 + 3a + 3a^2)d1^190d2^238 + (3 + 1a + 0a^2)d1^191d2^238 + (2 + 2a + 1a^2)d1^192d2^238 + (2 + 3a + 3a^2)d1^193d2^238 + (2 + 0a + 1a^2)d1^194d2^238 + (2 + 4a + 4a^2)d1^195d2^238 + (2 + 3a + 0a^2)d1^196d2^238 + (3 + 2a + 0a^2)d1^197d2^238 + (1 + 1a + 1a^2)d1^198d2^238 + (2 + 0a + 2a^2)d1^199d2^238 + (0 + 0a + 4a^2)d1^200d2^238 + (0 + 3a + 1a^2)d1^201d2^238 + (1 + 3a + 4a^2)d1^202d2^238 + (2 + 0a + 0a^2)d1^203d2^238 + (2 + 3a + 3a^2)d1^204d2^238 + (4 + 0a + 1a^2)d1^205d2^238 + (3 + 3a + 0a^2)d1^206d2^238 + (1 + 1a + 0a^2)d1^207d2^238 + (1 + 3a + 3a^2)d1^208d2^238 + (1 + 1a + 0a^2)d1^209d2^238 + (0 + 0a + 2a^2)d1^210d2^238 + (2 + 0a + 4a^2)d1^211d2^238 + (1 + 2a + 1a^2)d1^212d2^238 + (0 + 3a + 0a^2)d1^213d2^238 + (1 + 2a + 1a^2)d1^214d2^238 + (3 + 3a + 4a^2)d1^215d2^238 + (1 + 4a + 3a^2)d1^216d2^238 + (3 + 3a + 0a^2)d1^217d2^238 + (2 + 4a + 0a^2)d1^218d2^238 + (0 + 2a + 2a^2)d1^219d2^238 + (4 + 1a + 1a^2)d1^220d2^238 + (3 + 3a + 4a^2)d1^221d2^238 + (0 + 1a + 2a^2)d1^222d2^238 + (0 + 4a + 0a^2)d1^223d2^238 + (4 + 4a + 2a^2)d1^224d2^238 + (0 + 3a + 1a^2)d1^225d2^238 + (3 + 1a + 0a^2)d1^226d2^238 + (0 + 3a + 4a^2)d1^227d2^238 + (1 + 0a + 1a^2)d1^228d2^238 + (3 + 4a + 4a^2)d1^229d2^238 + (2 + 0a + 4a^2)d1^230d2^238 + (0 + 2a + 4a^2)d1^231d2^238 + (0 + 2a + 1a^2)d1^232d2^238 + (2 + 0a + 2a^2)d1^233d2^238 + (2 + 0a + 2a^2)d1^234d2^238 + (4 + 4a + 0a^2)d1^235d2^238 + (3 + 2a + 0a^2)d1^236d2^238 + (4 + 1a + 3a^2)d1^237d2^238 + (2 + 2a + 3a^2)d1^238d2^238 + (3 + 0a + 3a^2)d1^239d2^238 + (3 + 4a + 2a^2)d1^240d2^238 + (1 + 3a + 1a^2)d1^241d2^238 + (1 + 3a + 2a^2)d1^242d2^238 + (2 + 0a + 4a^2)d1^243d2^238 + (1 + 1a + 1a^2)d1^244d2^238 + (1 + 0a + 4a^2)d1^245d2^238 + (3 + 1a + 2a^2)d1^246d2^238 + (3 + 1a + 0a^2)d1^247d2^238 + (1 + 1a + 3a^2)d1^248d2^238 + (3 + 3a + 1a^2)d1^249d2^238 + (4 + 3a + 4a^2)d1^250d2^238 + (4 + 4a + 0a^2)d1^251d2^238 + (2 + 0a + 2a^2)d1^252d2^238 + (2 + 1a + 4a^2)d1^253d2^238 + (0 + 3a + 0a^2)d1^254d2^238 + (3 + 4a + 0a^2)d1^255d2^238 + (3 + 0a + 2a^2)d1^256d2^238 + (1 + 1a + 2a^2)d1^257d2^238 + (2 + 0a + 4a^2)d1^258d2^238 + (1 + 0a + 2a^2)d1^259d2^238 + (0 + 0a + 4a^2)d1^260d2^238 + (2 + 4a + 2a^2)d1^261d2^238 + (1 + 3a + 2a^2)d1^262d2^238 + (0 + 1a + 2a^2)d1^263d2^238 + (1 + 2a + 2a^2)d1^264d2^238 + (2 + 2a + 4a^2)d1^265d2^238 + (1 + 4a + 0a^2)d1^266d2^238 + (1 + 2a + 1a^2)d1^267d2^238 + (4 + 4a + 1a^2)d1^268d2^238 + (3 + 3a + 4a^2)d1^269d2^238 + (3 + 2a + 4a^2)d1^270d2^238 + (2 + 0a + 2a^2)d1^271d2^238 + (4 + 1a + 3a^2)d1^272d2^238 + (4 + 4a + 3a^2)d1^273d2^238 + (1 + 1a + 0a^2)d1^274d2^238 + (0 + 3a + 1a^2)d1^275d2^238 + (2 + 1a + 2a^2)d1^277d2^238 + (0 + 2a + 3a^2)d1^279d2^238 + (1 + 1a + 1a^2)d1^280d2^238 + (2 + 4a + 1a^2)d1^281d2^238 + (3 + 0a + 1a^2)d1^282d2^238 + (1 + 3a + 3a^2)d1^283d2^238 + (0 + 1a + 1a^2)d1^284d2^238 + (0 + 0a + 1a^2)d1^285d2^238 + (1 + 3a + 0a^2)d1^286d2^238 + (2 + 2a + 3a^2)d1^287d2^238 + (3 + 1a + 2a^2)d1^288d2^238 + (0 + 4a + 2a^2)d1^289d2^238 + (2 + 2a + 2a^2)d1^290d2^238 + (3 + 2a + 2a^2)d1^291d2^238 + (2 + 2a + 4a^2)d1^292d2^238 + (2 + 4a + 2a^2)d1^293d2^238 + (2 + 1a + 0a^2)d2^239 + (4 + 2a + 0a^2)d1^1d2^239 + (3 + 1a + 4a^2)d1^2d2^239 + (4 + 1a + 2a^2)d1^3d2^239 + (0 + 2a + 2a^2)d1^4d2^239 + (3 + 3a + 0a^2)d1^5d2^239 + (2 + 0a + 1a^2)d1^6d2^239 + (4 + 3a + 1a^2)d1^7d2^239 + (0 + 4a + 3a^2)d1^8d2^239 + (3 + 4a + 1a^2)d1^9d2^239 + (2 + 4a + 2a^2)d1^10d2^239 + (2 + 0a + 1a^2)d1^11d2^239 + (1 + 1a + 2a^2)d1^12d2^239 + (4 + 2a + 0a^2)d1^13d2^239 + (0 + 4a + 0a^2)d1^14d2^239 + (1 + 0a + 3a^2)d1^15d2^239 + (0 + 2a + 1a^2)d1^16d2^239 + (4 + 2a + 3a^2)d1^17d2^239 + (3 + 1a + 1a^2)d1^18d2^239 + (4 + 0a + 4a^2)d1^19d2^239 + (0 + 2a + 0a^2)d1^20d2^239 + (2 + 0a + 1a^2)d1^21d2^239 + (3 + 0a + 2a^2)d1^22d2^239 + (0 + 1a + 4a^2)d1^23d2^239 + (2 + 2a + 0a^2)d1^24d2^239 + (0 + 1a + 2a^2)d1^25d2^239 + (3 + 1a + 3a^2)d1^26d2^239 + (1 + 3a + 4a^2)d1^27d2^239 + (2 + 0a + 1a^2)d1^28d2^239 + (1 + 0a + 4a^2)d1^29d2^239 + (4 + 2a + 3a^2)d1^30d2^239 + (3 + 4a + 4a^2)d1^31d2^239 + (0 + 0a + 1a^2)d1^32d2^239 + (4 + 0a + 3a^2)d1^33d2^239 + (0 + 0a + 2a^2)d1^34d2^239 + (3 + 1a + 0a^2)d1^35d2^239 + (3 + 1a + 4a^2)d1^36d2^239 + (4 + 0a + 0a^2)d1^37d2^239 + (0 + 1a + 4a^2)d1^38d2^239 + (4 + 1a + 0a^2)d1^39d2^239 + (1 + 3a + 1a^2)d1^40d2^239 + (3 + 1a + 2a^2)d1^41d2^239 + (0 + 3a + 1a^2)d1^42d2^239 + (0 + 2a + 0a^2)d1^43d2^239 + (3 + 0a + 4a^2)d1^44d2^239 + (0 + 2a + 2a^2)d1^45d2^239 + (1 + 2a + 2a^2)d1^46d2^239 + (0 + 4a + 3a^2)d1^47d2^239 + (4 + 1a + 3a^2)d1^48d2^239 + (2 + 1a + 0a^2)d1^49d2^239 + (3 + 2a + 2a^2)d1^50d2^239 + (2 + 0a + 3a^2)d1^51d2^239 + (4 + 4a + 3a^2)d1^52d2^239 + (1 + 3a + 4a^2)d1^53d2^239 + (3 + 0a + 3a^2)d1^54d2^239 + (1 + 1a + 0a^2)d1^55d2^239 + (4 + 4a + 0a^2)d1^56d2^239 + (4 + 1a + 0a^2)d1^57d2^239 + (2 + 4a + 3a^2)d1^58d2^239 + (2 + 4a + 0a^2)d1^59d2^239 + (1 + 0a + 2a^2)d1^60d2^239 + (3 + 2a + 3a^2)d1^61d2^239 + (4 + 0a + 1a^2)d1^62d2^239 + (0 + 4a + 2a^2)d1^63d2^239 + (1 + 3a + 4a^2)d1^64d2^239 + (2 + 4a + 1a^2)d1^65d2^239 + (2 + 4a + 1a^2)d1^66d2^239 + (3 + 2a + 1a^2)d1^67d2^239 + (3 + 4a + 2a^2)d1^68d2^239 + (4 + 3a + 0a^2)d1^69d2^239 + (4 + 0a + 1a^2)d1^70d2^239 + (2 + 1a + 4a^2)d1^71d2^239 + (1 + 0a + 2a^2)d1^72d2^239 + (4 + 4a + 1a^2)d1^73d2^239 + (2 + 2a + 4a^2)d1^74d2^239 + (2 + 3a + 1a^2)d1^75d2^239 + (2 + 0a + 3a^2)d1^76d2^239 + (2 + 0a + 0a^2)d1^77d2^239 + (3 + 4a + 3a^2)d1^78d2^239 + (4 + 2a + 4a^2)d1^79d2^239 + (2 + 4a + 1a^2)d1^80d2^239 + (4 + 1a + 0a^2)d1^81d2^239 + (3 + 1a + 2a^2)d1^82d2^239 + (1 + 3a + 3a^2)d1^83d2^239 + (3 + 0a + 3a^2)d1^84d2^239 + (1 + 0a + 1a^2)d1^85d2^239 + (1 + 4a + 1a^2)d1^86d2^239 + (2 + 1a + 4a^2)d1^87d2^239 + (1 + 3a + 0a^2)d1^88d2^239 + (2 + 0a + 3a^2)d1^89d2^239 + (0 + 0a + 4a^2)d1^90d2^239 + (2 + 0a + 0a^2)d1^91d2^239 + (1 + 4a + 0a^2)d1^92d2^239 + (0 + 3a + 4a^2)d1^93d2^239 + (3 + 3a + 4a^2)d1^94d2^239 + (4 + 1a + 4a^2)d1^95d2^239 + (2 + 0a + 4a^2)d1^96d2^239 + (4 + 1a + 3a^2)d1^97d2^239 + (2 + 1a + 0a^2)d1^98d2^239 + (3 + 1a + 4a^2)d1^99d2^239 + (0 + 0a + 2a^2)d1^100d2^239 + (0 + 3a + 3a^2)d1^101d2^239 + (4 + 4a + 4a^2)d1^102d2^239 + (2 + 0a + 1a^2)d1^103d2^239 + (4 + 0a + 4a^2)d1^104d2^239 + (1 + 4a + 2a^2)d1^105d2^239 + (3 + 0a + 4a^2)d1^106d2^239 + (0 + 4a + 0a^2)d1^107d2^239 + (0 + 0a + 4a^2)d1^108d2^239 + (3 + 1a + 4a^2)d1^109d2^239 + (0 + 4a + 1a^2)d1^110d2^239 + (0 + 4a + 4a^2)d1^111d2^239 + (0 + 1a + 0a^2)d1^112d2^239 + (2 + 3a + 4a^2)d1^113d2^239 + (4 + 0a + 1a^2)d1^114d2^239 + (2 + 0a + 4a^2)d1^115d2^239 + (2 + 3a + 4a^2)d1^116d2^239 + (1 + 2a + 0a^2)d1^117d2^239 + (0 + 1a + 1a^2)d1^118d2^239 + (3 + 1a + 1a^2)d1^119d2^239 + (2 + 3a + 4a^2)d1^120d2^239 + (1 + 4a + 3a^2)d1^121d2^239 + (4 + 2a + 2a^2)d1^122d2^239 + (4 + 1a + 0a^2)d1^123d2^239 + (1 + 2a + 0a^2)d1^124d2^239 + (3 + 4a + 1a^2)d1^125d2^239 + (0 + 0a + 2a^2)d1^126d2^239 + (4 + 3a + 4a^2)d1^127d2^239 + (3 + 3a + 2a^2)d1^128d2^239 + (4 + 2a + 3a^2)d1^129d2^239 + (0 + 1a + 2a^2)d1^130d2^239 + (4 + 1a + 3a^2)d1^131d2^239 + (1 + 1a + 2a^2)d1^132d2^239 + (0 + 3a + 4a^2)d1^133d2^239 + (2 + 3a + 3a^2)d1^134d2^239 + (1 + 2a + 1a^2)d1^135d2^239 + (1 + 1a + 0a^2)d1^136d2^239 + (1 + 2a + 1a^2)d1^137d2^239 + (1 + 0a + 3a^2)d1^138d2^239 + (2 + 1a + 4a^2)d1^139d2^239 + (4 + 4a + 0a^2)d1^140d2^239 + (3 + 1a + 3a^2)d1^141d2^239 + (3 + 0a + 1a^2)d1^142d2^239 + (2 + 1a + 0a^2)d1^143d2^239 + (3 + 3a + 2a^2)d1^144d2^239 + (1 + 1a + 2a^2)d1^145d2^239 + (4 + 1a + 2a^2)d1^146d2^239 + (2 + 0a + 4a^2)d1^147d2^239 + (4 + 2a + 1a^2)d1^148d2^239 + (1 + 3a + 2a^2)d1^149d2^239 + (3 + 1a + 2a^2)d1^150d2^239 + (0 + 2a + 4a^2)d1^151d2^239 + (1 + 4a + 2a^2)d1^152d2^239 + (1 + 4a + 0a^2)d1^153d2^239 + (3 + 3a + 4a^2)d1^154d2^239 + (3 + 3a + 4a^2)d1^155d2^239 + (1 + 1a + 0a^2)d1^156d2^239 + (3 + 0a + 1a^2)d1^157d2^239 + (3 + 2a + 4a^2)d1^158d2^239 + (2 + 4a + 0a^2)d1^159d2^239 + (0 + 3a + 0a^2)d1^160d2^239 + (3 + 2a + 4a^2)d1^161d2^239 + (0 + 1a + 4a^2)d1^162d2^239 + (4 + 4a + 1a^2)d1^163d2^239 + (1 + 3a + 3a^2)d1^164d2^239 + (1 + 1a + 0a^2)d1^165d2^239 + (0 + 0a + 1a^2)d1^166d2^239 + (4 + 4a + 4a^2)d1^167d2^239 + (1 + 3a + 2a^2)d1^168d2^239 + (2 + 4a + 3a^2)d1^169d2^239 + (0 + 0a + 3a^2)d1^170d2^239 + (3 + 4a + 2a^2)d1^171d2^239 + (0 + 0a + 3a^2)d1^172d2^239 + (4 + 0a + 3a^2)d1^173d2^239 + (2 + 2a + 1a^2)d1^174d2^239 + (2 + 1a + 2a^2)d1^175d2^239 + (0 + 3a + 3a^2)d1^176d2^239 + (2 + 3a + 4a^2)d1^177d2^239 + (3 + 1a + 0a^2)d1^178d2^239 + (4 + 3a + 0a^2)d1^179d2^239 + (2 + 3a + 1a^2)d1^180d2^239 + (3 + 1a + 1a^2)d1^181d2^239 + (1 + 3a + 1a^2)d1^182d2^239 + (1 + 2a + 1a^2)d1^183d2^239 + (3 + 4a + 1a^2)d1^184d2^239 + (4 + 1a + 3a^2)d1^186d2^239 + (4 + 2a + 4a^2)d1^187d2^239 + (2 + 2a + 4a^2)d1^188d2^239 + (0 + 0a + 3a^2)d1^189d2^239 + (4 + 0a + 3a^2)d1^190d2^239 + (4 + 4a + 4a^2)d1^191d2^239 + (0 + 3a + 0a^2)d1^192d2^239 + (0 + 2a + 1a^2)d1^193d2^239 + (2 + 4a + 0a^2)d1^194d2^239 + (0 + 2a + 4a^2)d1^195d2^239 + (3 + 1a + 2a^2)d1^196d2^239 + (0 + 4a + 3a^2)d1^197d2^239 + (4 + 4a + 3a^2)d1^198d2^239 + (1 + 2a + 3a^2)d1^199d2^239 + (4 + 1a + 3a^2)d1^200d2^239 + (1 + 0a + 1a^2)d1^201d2^239 + (1 + 4a + 2a^2)d1^202d2^239 + (3 + 0a + 2a^2)d1^203d2^239 + (4 + 4a + 3a^2)d1^204d2^239 + (3 + 4a + 0a^2)d1^205d2^239 + (0 + 3a + 0a^2)d1^206d2^239 + (2 + 0a + 0a^2)d1^207d2^239 + (3 + 4a + 4a^2)d1^208d2^239 + (2 + 1a + 2a^2)d1^209d2^239 + (3 + 3a + 2a^2)d1^210d2^239 + (2 + 1a + 1a^2)d1^211d2^239 + (3 + 3a + 4a^2)d1^212d2^239 + (4 + 3a + 2a^2)d1^213d2^239 + (2 + 0a + 2a^2)d1^214d2^239 + (0 + 1a + 2a^2)d1^215d2^239 + (3 + 4a + 4a^2)d1^216d2^239 + (2 + 1a + 0a^2)d1^217d2^239 + (0 + 0a + 1a^2)d1^218d2^239 + (4 + 3a + 3a^2)d1^219d2^239 + (0 + 4a + 4a^2)d1^220d2^239 + (2 + 3a + 3a^2)d1^221d2^239 + (2 + 4a + 4a^2)d1^222d2^239 + (2 + 4a + 3a^2)d1^223d2^239 + (3 + 0a + 0a^2)d1^224d2^239 + (1 + 1a + 3a^2)d1^225d2^239 + (3 + 2a + 3a^2)d1^226d2^239 + (1 + 1a + 2a^2)d1^227d2^239 + (3 + 1a + 0a^2)d1^228d2^239 + (2 + 4a + 3a^2)d1^229d2^239 + (3 + 0a + 0a^2)d1^230d2^239 + (3 + 3a + 0a^2)d1^231d2^239 + (1 + 2a + 4a^2)d1^232d2^239 + (1 + 1a + 3a^2)d1^233d2^239 + (2 + 0a + 3a^2)d1^234d2^239 + (0 + 1a + 2a^2)d1^235d2^239 + (2 + 1a + 4a^2)d1^236d2^239 + (4 + 1a + 1a^2)d1^237d2^239 + (2 + 0a + 2a^2)d1^238d2^239 + (3 + 3a + 4a^2)d1^239d2^239 + (0 + 2a + 4a^2)d1^240d2^239 + (2 + 3a + 1a^2)d1^241d2^239 + (0 + 4a + 4a^2)d1^242d2^239 + (1 + 3a + 3a^2)d1^243d2^239 + (2 + 2a + 4a^2)d1^244d2^239 + (0 + 2a + 3a^2)d1^245d2^239 + (0 + 1a + 2a^2)d1^246d2^239 + (1 + 2a + 2a^2)d1^247d2^239 + (1 + 2a + 3a^2)d1^248d2^239 + (2 + 1a + 4a^2)d1^249d2^239 + (1 + 1a + 1a^2)d1^250d2^239 + (1 + 0a + 0a^2)d1^251d2^239 + (4 + 3a + 3a^2)d1^252d2^239 + (1 + 1a + 2a^2)d1^253d2^239 + (2 + 1a + 0a^2)d1^254d2^239 + (2 + 3a + 2a^2)d1^255d2^239 + (1 + 3a + 4a^2)d1^256d2^239 + (3 + 2a + 4a^2)d1^257d2^239 + (0 + 1a + 2a^2)d1^258d2^239 + (2 + 2a + 1a^2)d1^259d2^239 + (3 + 2a + 0a^2)d1^260d2^239 + (2 + 2a + 2a^2)d1^261d2^239 + (0 + 0a + 4a^2)d1^262d2^239 + (0 + 1a + 0a^2)d1^263d2^239 + (4 + 2a + 1a^2)d1^264d2^239 + (0 + 3a + 1a^2)d1^265d2^239 + (4 + 1a + 3a^2)d1^266d2^239 + (3 + 1a + 0a^2)d1^267d2^239 + (3 + 2a + 3a^2)d1^268d2^239 + (3 + 2a + 0a^2)d1^269d2^239 + (3 + 3a + 3a^2)d1^270d2^239 + (4 + 2a + 3a^2)d1^271d2^239 + (2 + 4a + 3a^2)d1^272d2^239 + (0 + 4a + 2a^2)d1^273d2^239 + (4 + 1a + 1a^2)d1^274d2^239 + (0 + 0a + 1a^2)d1^275d2^239 + (1 + 3a + 0a^2)d1^276d2^239 + (3 + 4a + 4a^2)d1^277d2^239 + (2 + 2a + 0a^2)d1^278d2^239 + (1 + 2a + 2a^2)d1^279d2^239 + (3 + 0a + 0a^2)d1^280d2^239 + (4 + 2a + 3a^2)d1^281d2^239 + (1 + 4a + 1a^2)d1^282d2^239 + (2 + 2a + 2a^2)d1^283d2^239 + (3 + 4a + 2a^2)d1^284d2^239 + (4 + 4a + 3a^2)d1^285d2^239 + (4 + 1a + 2a^2)d1^286d2^239 + (1 + 4a + 4a^2)d1^287d2^239 + (2 + 1a + 4a^2)d1^288d2^239 + (4 + 0a + 4a^2)d1^289d2^239 + (1 + 2a + 4a^2)d1^290d2^239 + (4 + 4a + 4a^2)d1^291d2^239 + (1 + 2a + 1a^2)d1^292d2^239 + (4 + 2a + 1a^2)d1^293d2^239 + (3 + 2a + 3a^2)d2^240 + (4 + 1a + 0a^2)d1^1d2^240 + (2 + 0a + 1a^2)d1^2d2^240 + (1 + 3a + 0a^2)d1^3d2^240 + (2 + 0a + 3a^2)d1^4d2^240 + (4 + 2a + 4a^2)d1^5d2^240 + (4 + 4a + 3a^2)d1^6d2^240 + (0 + 3a + 2a^2)d1^7d2^240 + (0 + 0a + 4a^2)d1^8d2^240 + (3 + 0a + 0a^2)d1^9d2^240 + (3 + 0a + 1a^2)d1^10d2^240 + (0 + 0a + 4a^2)d1^11d2^240 + (3 + 2a + 0a^2)d1^12d2^240 + (3 + 3a + 4a^2)d1^13d2^240 + (4 + 1a + 0a^2)d1^14d2^240 + (2 + 0a + 4a^2)d1^15d2^240 + (0 + 3a + 4a^2)d1^16d2^240 + (0 + 4a + 2a^2)d1^17d2^240 + (3 + 3a + 2a^2)d1^18d2^240 + (2 + 0a + 1a^2)d1^19d2^240 + (4 + 1a + 0a^2)d1^20d2^240 + (3 + 3a + 2a^2)d1^21d2^240 + (3 + 0a + 4a^2)d1^22d2^240 + (0 + 4a + 0a^2)d1^23d2^240 + (2 + 1a + 1a^2)d1^24d2^240 + (0 + 2a + 3a^2)d1^25d2^240 + (1 + 0a + 4a^2)d1^26d2^240 + (3 + 3a + 1a^2)d1^27d2^240 + (4 + 3a + 0a^2)d1^28d2^240 + (0 + 4a + 3a^2)d1^29d2^240 + (2 + 2a + 0a^2)d1^30d2^240 + (4 + 0a + 1a^2)d1^31d2^240 + (0 + 1a + 4a^2)d1^32d2^240 + (0 + 1a + 1a^2)d1^33d2^240 + (3 + 4a + 2a^2)d1^34d2^240 + (4 + 0a + 1a^2)d1^35d2^240 + (4 + 1a + 4a^2)d1^36d2^240 + (2 + 2a + 2a^2)d1^37d2^240 + (2 + 4a + 0a^2)d1^38d2^240 + (2 + 3a + 1a^2)d1^39d2^240 + (3 + 2a + 2a^2)d1^40d2^240 + (3 + 0a + 4a^2)d1^41d2^240 + (4 + 0a + 4a^2)d1^42d2^240 + (0 + 4a + 2a^2)d1^43d2^240 + (0 + 3a + 4a^2)d1^44d2^240 + (2 + 4a + 0a^2)d1^45d2^240 + (1 + 3a + 2a^2)d1^46d2^240 + (2 + 3a + 1a^2)d1^47d2^240 + (1 + 2a + 2a^2)d1^48d2^240 + (3 + 4a + 3a^2)d1^49d2^240 + (1 + 1a + 4a^2)d1^50d2^240 + (3 + 0a + 2a^2)d1^51d2^240 + (3 + 4a + 2a^2)d1^52d2^240 + (4 + 3a + 1a^2)d1^53d2^240 + (2 + 0a + 3a^2)d1^54d2^240 + (3 + 2a + 0a^2)d1^55d2^240 + (2 + 1a + 3a^2)d1^56d2^240 + (4 + 1a + 2a^2)d1^57d2^240 + (2 + 1a + 4a^2)d1^58d2^240 + (4 + 2a + 4a^2)d1^59d2^240 + (2 + 4a + 3a^2)d1^60d2^240 + (3 + 2a + 0a^2)d1^61d2^240 + (0 + 2a + 0a^2)d1^62d2^240 + (3 + 0a + 0a^2)d1^63d2^240 + (4 + 3a + 1a^2)d1^64d2^240 + (4 + 4a + 1a^2)d1^65d2^240 + (2 + 1a + 3a^2)d1^66d2^240 + (1 + 3a + 2a^2)d1^67d2^240 + (2 + 4a + 4a^2)d1^68d2^240 + (4 + 0a + 4a^2)d1^69d2^240 + (2 + 1a + 0a^2)d1^70d2^240 + (4 + 3a + 0a^2)d1^71d2^240 + (2 + 2a + 0a^2)d1^72d2^240 + (0 + 0a + 2a^2)d1^73d2^240 + (3 + 3a + 4a^2)d1^74d2^240 + (4 + 1a + 4a^2)d1^76d2^240 + (0 + 1a + 4a^2)d1^77d2^240 + (3 + 1a + 3a^2)d1^78d2^240 + (4 + 2a + 0a^2)d1^79d2^240 + (3 + 1a + 2a^2)d1^80d2^240 + (3 + 0a + 1a^2)d1^81d2^240 + (1 + 2a + 4a^2)d1^82d2^240 + (1 + 0a + 3a^2)d1^83d2^240 + (3 + 1a + 4a^2)d1^84d2^240 + (0 + 3a + 4a^2)d1^85d2^240 + (4 + 3a + 4a^2)d1^86d2^240 + (0 + 3a + 1a^2)d1^87d2^240 + (2 + 1a + 1a^2)d1^88d2^240 + (2 + 1a + 2a^2)d1^89d2^240 + (2 + 1a + 0a^2)d1^90d2^240 + (4 + 3a + 4a^2)d1^91d2^240 + (0 + 1a + 1a^2)d1^92d2^240 + (0 + 4a + 1a^2)d1^93d2^240 + (3 + 3a + 3a^2)d1^94d2^240 + (0 + 2a + 1a^2)d1^95d2^240 + (0 + 4a + 0a^2)d1^96d2^240 + (0 + 4a + 2a^2)d1^97d2^240 + (2 + 4a + 3a^2)d1^98d2^240 + (4 + 4a + 4a^2)d1^99d2^240 + (1 + 3a + 4a^2)d1^100d2^240 + (4 + 1a + 3a^2)d1^101d2^240 + (1 + 4a + 1a^2)d1^102d2^240 + (2 + 3a + 4a^2)d1^103d2^240 + (0 + 3a + 4a^2)d1^104d2^240 + (2 + 4a + 0a^2)d1^105d2^240 + (3 + 4a + 3a^2)d1^106d2^240 + (4 + 3a + 2a^2)d1^107d2^240 + (1 + 3a + 2a^2)d1^108d2^240 + (3 + 4a + 3a^2)d1^109d2^240 + (2 + 4a + 3a^2)d1^110d2^240 + (3 + 1a + 4a^2)d1^111d2^240 + (4 + 3a + 4a^2)d1^112d2^240 + (2 + 4a + 2a^2)d1^113d2^240 + (1 + 2a + 2a^2)d1^114d2^240 + (4 + 2a + 2a^2)d1^115d2^240 + (0 + 1a + 0a^2)d1^116d2^240 + (4 + 0a + 4a^2)d1^117d2^240 + (2 + 0a + 4a^2)d1^118d2^240 + (2 + 0a + 1a^2)d1^119d2^240 + (3 + 1a + 4a^2)d1^120d2^240 + (3 + 4a + 3a^2)d1^121d2^240 + (1 + 0a + 0a^2)d1^122d2^240 + (3 + 2a + 1a^2)d1^123d2^240 + (0 + 3a + 4a^2)d1^124d2^240 + (0 + 1a + 3a^2)d1^125d2^240 + (1 + 4a + 0a^2)d1^126d2^240 + (0 + 2a + 3a^2)d1^127d2^240 + (2 + 0a + 3a^2)d1^128d2^240 + (2 + 0a + 3a^2)d1^129d2^240 + (2 + 2a + 3a^2)d1^130d2^240 + (1 + 4a + 3a^2)d1^131d2^240 + (1 + 3a + 1a^2)d1^132d2^240 + (4 + 4a + 2a^2)d1^133d2^240 + (2 + 1a + 2a^2)d1^134d2^240 + (4 + 3a + 4a^2)d1^135d2^240 + (4 + 1a + 4a^2)d1^136d2^240 + (4 + 1a + 1a^2)d1^137d2^240 + (2 + 2a + 3a^2)d1^138d2^240 + (4 + 1a + 0a^2)d1^139d2^240 + (3 + 0a + 1a^2)d1^140d2^240 + (3 + 0a + 4a^2)d1^141d2^240 + (3 + 4a + 2a^2)d1^142d2^240 + (2 + 0a + 3a^2)d1^143d2^240 + (0 + 1a + 4a^2)d1^144d2^240 + (0 + 2a + 2a^2)d1^145d2^240 + (4 + 4a + 4a^2)d1^146d2^240 + (1 + 4a + 1a^2)d1^147d2^240 + (4 + 3a + 1a^2)d1^148d2^240 + (3 + 0a + 1a^2)d1^149d2^240 + (2 + 0a + 4a^2)d1^150d2^240 + (1 + 4a + 1a^2)d1^151d2^240 + (0 + 3a + 4a^2)d1^152d2^240 + (4 + 1a + 3a^2)d1^153d2^240 + (2 + 3a + 0a^2)d1^154d2^240 + (3 + 0a + 3a^2)d1^155d2^240 + (1 + 0a + 3a^2)d1^156d2^240 + (2 + 1a + 4a^2)d1^157d2^240 + (0 + 1a + 4a^2)d1^158d2^240 + (1 + 2a + 0a^2)d1^159d2^240 + (3 + 1a + 3a^2)d1^160d2^240 + (0 + 4a + 0a^2)d1^161d2^240 + (1 + 3a + 3a^2)d1^162d2^240 + (4 + 4a + 3a^2)d1^163d2^240 + (2 + 4a + 3a^2)d1^164d2^240 + (1 + 1a + 2a^2)d1^165d2^240 + (2 + 2a + 2a^2)d1^166d2^240 + (1 + 4a + 1a^2)d1^167d2^240 + (4 + 2a + 1a^2)d1^168d2^240 + (1 + 4a + 3a^2)d1^169d2^240 + (4 + 0a + 4a^2)d1^170d2^240 + (1 + 1a + 2a^2)d1^171d2^240 + (3 + 4a + 2a^2)d1^172d2^240 + (4 + 4a + 3a^2)d1^173d2^240 + (0 + 2a + 3a^2)d1^174d2^240 + (0 + 2a + 0a^2)d1^175d2^240 + (1 + 3a + 1a^2)d1^176d2^240 + (3 + 3a + 1a^2)d1^177d2^240 + (4 + 0a + 3a^2)d1^178d2^240 + (2 + 1a + 2a^2)d1^179d2^240 + (1 + 3a + 1a^2)d1^180d2^240 + (2 + 3a + 1a^2)d1^181d2^240 + (2 + 3a + 0a^2)d1^182d2^240 + (3 + 1a + 2a^2)d1^183d2^240 + (1 + 4a + 0a^2)d1^184d2^240 + (2 + 4a + 3a^2)d1^185d2^240 + (2 + 2a + 0a^2)d1^186d2^240 + (1 + 0a + 0a^2)d1^187d2^240 + (2 + 2a + 4a^2)d1^188d2^240 + (1 + 3a + 3a^2)d1^189d2^240 + (1 + 4a + 2a^2)d1^190d2^240 + (2 + 2a + 1a^2)d1^191d2^240 + (0 + 4a + 1a^2)d1^192d2^240 + (3 + 4a + 3a^2)d1^193d2^240 + (3 + 3a + 0a^2)d1^194d2^240 + (1 + 4a + 3a^2)d1^195d2^240 + (2 + 3a + 3a^2)d1^196d2^240 + (4 + 1a + 0a^2)d1^197d2^240 + (2 + 2a + 3a^2)d1^198d2^240 + (1 + 3a + 2a^2)d1^199d2^240 + (1 + 2a + 4a^2)d1^200d2^240 + (1 + 3a + 1a^2)d1^201d2^240 + (2 + 2a + 0a^2)d1^202d2^240 + (2 + 2a + 4a^2)d1^203d2^240 + (3 + 0a + 3a^2)d1^204d2^240 + (1 + 3a + 1a^2)d1^205d2^240 + (1 + 0a + 4a^2)d1^206d2^240 + (0 + 2a + 3a^2)d1^207d2^240 + (2 + 1a + 3a^2)d1^208d2^240 + (1 + 3a + 4a^2)d1^209d2^240 + (1 + 4a + 2a^2)d1^210d2^240 + (3 + 0a + 3a^2)d1^211d2^240 + (2 + 3a + 3a^2)d1^212d2^240 + (1 + 4a + 4a^2)d1^213d2^240 + (4 + 4a + 1a^2)d1^214d2^240 + (1 + 3a + 0a^2)d1^215d2^240 + (0 + 3a + 1a^2)d1^216d2^240 + (0 + 1a + 4a^2)d1^217d2^240 + (3 + 2a + 4a^2)d1^218d2^240 + (4 + 4a + 0a^2)d1^219d2^240 + (2 + 0a + 4a^2)d1^220d2^240 + (2 + 0a + 0a^2)d1^221d2^240 + (0 + 3a + 0a^2)d1^222d2^240 + (3 + 3a + 2a^2)d1^223d2^240 + (2 + 2a + 3a^2)d1^224d2^240 + (4 + 1a + 0a^2)d1^225d2^240 + (4 + 2a + 3a^2)d1^226d2^240 + (1 + 3a + 1a^2)d1^227d2^240 + (1 + 1a + 0a^2)d1^228d2^240 + (1 + 4a + 0a^2)d1^229d2^240 + (3 + 2a + 1a^2)d1^230d2^240 + (0 + 3a + 4a^2)d1^231d2^240 + (3 + 1a + 0a^2)d1^232d2^240 + (2 + 2a + 4a^2)d1^233d2^240 + (0 + 4a + 3a^2)d1^234d2^240 + (1 + 3a + 2a^2)d1^235d2^240 + (1 + 2a + 1a^2)d1^236d2^240 + (1 + 1a + 0a^2)d1^237d2^240 + (2 + 4a + 3a^2)d1^238d2^240 + (0 + 3a + 0a^2)d1^239d2^240 + (2 + 3a + 0a^2)d1^240d2^240 + (3 + 4a + 3a^2)d1^241d2^240 + (4 + 3a + 4a^2)d1^242d2^240 + (0 + 4a + 0a^2)d1^243d2^240 + (3 + 3a + 1a^2)d1^244d2^240 + (0 + 0a + 2a^2)d1^245d2^240 + (3 + 0a + 0a^2)d1^246d2^240 + (1 + 2a + 0a^2)d1^247d2^240 + (0 + 2a + 4a^2)d1^248d2^240 + (4 + 2a + 4a^2)d1^249d2^240 + (4 + 3a + 0a^2)d1^250d2^240 + (3 + 2a + 4a^2)d1^251d2^240 + (0 + 3a + 2a^2)d1^252d2^240 + (1 + 2a + 3a^2)d1^253d2^240 + (2 + 1a + 3a^2)d1^254d2^240 + (2 + 0a + 0a^2)d1^255d2^240 + (1 + 1a + 0a^2)d1^256d2^240 + (1 + 1a + 4a^2)d1^257d2^240 + (4 + 1a + 1a^2)d1^258d2^240 + (3 + 4a + 1a^2)d1^259d2^240 + (4 + 4a + 4a^2)d1^260d2^240 + (2 + 3a + 3a^2)d1^261d2^240 + (1 + 1a + 3a^2)d1^262d2^240 + (4 + 4a + 3a^2)d1^263d2^240 + (1 + 0a + 3a^2)d1^264d2^240 + (0 + 2a + 1a^2)d1^265d2^240 + (3 + 2a + 3a^2)d1^266d2^240 + (3 + 1a + 1a^2)d1^267d2^240 + (2 + 0a + 3a^2)d1^268d2^240 + (3 + 0a + 1a^2)d1^269d2^240 + (4 + 1a + 3a^2)d1^270d2^240 + (4 + 4a + 4a^2)d1^271d2^240 + (4 + 1a + 0a^2)d1^272d2^240 + (1 + 1a + 3a^2)d1^273d2^240 + (1 + 3a + 2a^2)d1^274d2^240 + (1 + 3a + 3a^2)d1^275d2^240 + (2 + 0a + 2a^2)d1^276d2^240 + (1 + 0a + 0a^2)d1^277d2^240 + (4 + 3a + 0a^2)d1^278d2^240 + (2 + 2a + 0a^2)d1^279d2^240 + (3 + 4a + 0a^2)d1^280d2^240 + (3 + 2a + 3a^2)d1^281d2^240 + (1 + 2a + 0a^2)d1^282d2^240 + (2 + 3a + 1a^2)d1^283d2^240 + (4 + 2a + 1a^2)d1^284d2^240 + (4 + 0a + 3a^2)d1^285d2^240 + (3 + 4a + 1a^2)d1^286d2^240 + (4 + 2a + 1a^2)d1^287d2^240 + (4 + 4a + 0a^2)d1^288d2^240 + (0 + 3a + 0a^2)d1^289d2^240 + (1 + 2a + 2a^2)d1^290d2^240 + (0 + 2a + 3a^2)d1^291d2^240 + (4 + 1a + 3a^2)d1^292d2^240 + (2 + 2a + 1a^2)d1^293d2^240 + (1 + 2a + 2a^2)d2^241 + (1 + 0a + 4a^2)d1^1d2^241 + (1 + 2a + 1a^2)d1^2d2^241 + (0 + 1a + 3a^2)d1^3d2^241 + (0 + 0a + 4a^2)d1^4d2^241 + (2 + 3a + 4a^2)d1^5d2^241 + (1 + 1a + 0a^2)d1^6d2^241 + (4 + 0a + 4a^2)d1^7d2^241 + (1 + 3a + 1a^2)d1^8d2^241 + (3 + 2a + 4a^2)d1^9d2^241 + (4 + 0a + 2a^2)d1^10d2^241 + (4 + 0a + 3a^2)d1^11d2^241 + (2 + 2a + 0a^2)d1^12d2^241 + (4 + 2a + 4a^2)d1^13d2^241 + (1 + 1a + 1a^2)d1^14d2^241 + (4 + 0a + 0a^2)d1^15d2^241 + (2 + 0a + 3a^2)d1^16d2^241 + (4 + 3a + 1a^2)d1^17d2^241 + (1 + 0a + 0a^2)d1^18d2^241 + (2 + 1a + 3a^2)d1^19d2^241 + (4 + 1a + 2a^2)d1^20d2^241 + (4 + 1a + 2a^2)d1^21d2^241 + (1 + 1a + 0a^2)d1^22d2^241 + (4 + 3a + 0a^2)d1^23d2^241 + (4 + 2a + 3a^2)d1^24d2^241 + (2 + 4a + 1a^2)d1^25d2^241 + (3 + 2a + 3a^2)d1^26d2^241 + (2 + 1a + 2a^2)d1^27d2^241 + (3 + 2a + 4a^2)d1^28d2^241 + (3 + 3a + 2a^2)d1^29d2^241 + (2 + 3a + 3a^2)d1^30d2^241 + (3 + 3a + 3a^2)d1^31d2^241 + (2 + 4a + 0a^2)d1^32d2^241 + (0 + 4a + 4a^2)d1^33d2^241 + (2 + 0a + 2a^2)d1^34d2^241 + (1 + 2a + 1a^2)d1^35d2^241 + (0 + 4a + 2a^2)d1^36d2^241 + (2 + 1a + 0a^2)d1^37d2^241 + (1 + 0a + 4a^2)d1^38d2^241 + (1 + 0a + 4a^2)d1^39d2^241 + (3 + 0a + 2a^2)d1^40d2^241 + (3 + 0a + 1a^2)d1^41d2^241 + (0 + 0a + 4a^2)d1^42d2^241 + (1 + 0a + 4a^2)d1^43d2^241 + (1 + 1a + 4a^2)d1^44d2^241 + (3 + 0a + 3a^2)d1^45d2^241 + (3 + 4a + 3a^2)d1^46d2^241 + (2 + 3a + 4a^2)d1^47d2^241 + (2 + 1a + 3a^2)d1^48d2^241 + (2 + 4a + 4a^2)d1^49d2^241 + (3 + 1a + 4a^2)d1^50d2^241 + (4 + 4a + 1a^2)d1^51d2^241 + (3 + 0a + 1a^2)d1^52d2^241 + (2 + 4a + 3a^2)d1^53d2^241 + (3 + 3a + 2a^2)d1^54d2^241 + (0 + 2a + 2a^2)d1^55d2^241 + (4 + 4a + 4a^2)d1^56d2^241 + (0 + 2a + 2a^2)d1^57d2^241 + (4 + 0a + 4a^2)d1^58d2^241 + (4 + 1a + 2a^2)d1^59d2^241 + (4 + 3a + 3a^2)d1^60d2^241 + (2 + 3a + 0a^2)d1^61d2^241 + (1 + 1a + 1a^2)d1^62d2^241 + (1 + 1a + 2a^2)d1^63d2^241 + (4 + 1a + 3a^2)d1^64d2^241 + (2 + 2a + 1a^2)d1^65d2^241 + (2 + 0a + 2a^2)d1^66d2^241 + (3 + 0a + 4a^2)d1^67d2^241 + (2 + 0a + 4a^2)d1^68d2^241 + (4 + 0a + 4a^2)d1^69d2^241 + (2 + 2a + 3a^2)d1^70d2^241 + (2 + 3a + 4a^2)d1^71d2^241 + (0 + 2a + 0a^2)d1^72d2^241 + (4 + 4a + 4a^2)d1^73d2^241 + (2 + 3a + 1a^2)d1^74d2^241 + (4 + 0a + 4a^2)d1^75d2^241 + (2 + 0a + 4a^2)d1^76d2^241 + (0 + 0a + 3a^2)d1^77d2^241 + (0 + 2a + 0a^2)d1^78d2^241 + (2 + 3a + 4a^2)d1^79d2^241 + (2 + 0a + 4a^2)d1^80d2^241 + (0 + 4a + 2a^2)d1^81d2^241 + (3 + 1a + 2a^2)d1^82d2^241 + (1 + 4a + 3a^2)d1^83d2^241 + (3 + 0a + 3a^2)d1^84d2^241 + (2 + 3a + 3a^2)d1^85d2^241 + (4 + 2a + 3a^2)d1^86d2^241 + (3 + 3a + 2a^2)d1^87d2^241 + (4 + 1a + 4a^2)d1^88d2^241 + (4 + 0a + 0a^2)d1^89d2^241 + (1 + 1a + 3a^2)d1^90d2^241 + (1 + 1a + 3a^2)d1^91d2^241 + (4 + 0a + 0a^2)d1^92d2^241 + (1 + 1a + 4a^2)d1^93d2^241 + (3 + 3a + 1a^2)d1^94d2^241 + (3 + 3a + 1a^2)d1^95d2^241 + (4 + 4a + 0a^2)d1^96d2^241 + (0 + 0a + 4a^2)d1^97d2^241 + (4 + 4a + 2a^2)d1^98d2^241 + (1 + 0a + 3a^2)d1^99d2^241 + (1 + 0a + 2a^2)d1^100d2^241 + (1 + 1a + 3a^2)d1^102d2^241 + (4 + 3a + 2a^2)d1^103d2^241 + (1 + 1a + 3a^2)d1^104d2^241 + (3 + 3a + 0a^2)d1^105d2^241 + (2 + 3a + 3a^2)d1^106d2^241 + (1 + 1a + 1a^2)d1^107d2^241 + (0 + 4a + 3a^2)d1^108d2^241 + (2 + 1a + 4a^2)d1^109d2^241 + (3 + 4a + 4a^2)d1^110d2^241 + (3 + 0a + 0a^2)d1^111d2^241 + (4 + 1a + 4a^2)d1^112d2^241 + (4 + 2a + 4a^2)d1^113d2^241 + (4 + 1a + 3a^2)d1^114d2^241 + (1 + 3a + 4a^2)d1^115d2^241 + (4 + 1a + 2a^2)d1^116d2^241 + (1 + 0a + 0a^2)d1^117d2^241 + (2 + 3a + 1a^2)d1^118d2^241 + (4 + 3a + 1a^2)d1^119d2^241 + (3 + 2a + 3a^2)d1^120d2^241 + (4 + 4a + 1a^2)d1^121d2^241 + (0 + 2a + 2a^2)d1^122d2^241 + (3 + 2a + 0a^2)d1^123d2^241 + (4 + 0a + 1a^2)d1^124d2^241 + (0 + 4a + 4a^2)d1^125d2^241 + (1 + 3a + 1a^2)d1^126d2^241 + (0 + 3a + 3a^2)d1^127d2^241 + (2 + 4a + 1a^2)d1^128d2^241 + (2 + 4a + 2a^2)d1^129d2^241 + (1 + 4a + 1a^2)d1^130d2^241 + (3 + 4a + 2a^2)d1^131d2^241 + (2 + 3a + 1a^2)d1^132d2^241 + (2 + 0a + 1a^2)d1^133d2^241 + (3 + 0a + 1a^2)d1^134d2^241 + (0 + 2a + 3a^2)d1^135d2^241 + (0 + 1a + 4a^2)d1^136d2^241 + (1 + 2a + 0a^2)d1^137d2^241 + (4 + 0a + 4a^2)d1^138d2^241 + (3 + 2a + 1a^2)d1^139d2^241 + (3 + 1a + 2a^2)d1^140d2^241 + (2 + 1a + 4a^2)d1^141d2^241 + (0 + 3a + 1a^2)d1^142d2^241 + (2 + 2a + 0a^2)d1^143d2^241 + (4 + 0a + 4a^2)d1^144d2^241 + (4 + 4a + 1a^2)d1^145d2^241 + (3 + 2a + 3a^2)d1^146d2^241 + (2 + 0a + 2a^2)d1^147d2^241 + (4 + 0a + 0a^2)d1^148d2^241 + (4 + 1a + 0a^2)d1^149d2^241 + (1 + 3a + 4a^2)d1^150d2^241 + (1 + 0a + 3a^2)d1^151d2^241 + (1 + 0a + 3a^2)d1^152d2^241 + (0 + 2a + 0a^2)d1^153d2^241 + (1 + 3a + 2a^2)d1^154d2^241 + (2 + 3a + 1a^2)d1^155d2^241 + (4 + 3a + 1a^2)d1^156d2^241 + (2 + 3a + 2a^2)d1^157d2^241 + (0 + 2a + 0a^2)d1^158d2^241 + (4 + 0a + 0a^2)d1^159d2^241 + (0 + 2a + 1a^2)d1^160d2^241 + (0 + 2a + 1a^2)d1^161d2^241 + (4 + 3a + 3a^2)d1^162d2^241 + (0 + 2a + 0a^2)d1^163d2^241 + (0 + 4a + 0a^2)d1^164d2^241 + (2 + 1a + 4a^2)d1^165d2^241 + (4 + 3a + 1a^2)d1^166d2^241 + (2 + 3a + 2a^2)d1^167d2^241 + (0 + 4a + 1a^2)d1^168d2^241 + (0 + 4a + 1a^2)d1^169d2^241 + (2 + 0a + 2a^2)d1^170d2^241 + (1 + 0a + 4a^2)d1^171d2^241 + (2 + 0a + 4a^2)d1^172d2^241 + (1 + 2a + 0a^2)d1^173d2^241 + (3 + 4a + 1a^2)d1^174d2^241 + (4 + 0a + 1a^2)d1^175d2^241 + (1 + 4a + 2a^2)d1^176d2^241 + (2 + 4a + 3a^2)d1^177d2^241 + (0 + 3a + 3a^2)d1^178d2^241 + (1 + 2a + 4a^2)d1^179d2^241 + (1 + 2a + 4a^2)d1^180d2^241 + (2 + 3a + 0a^2)d1^181d2^241 + (4 + 0a + 0a^2)d1^182d2^241 + (2 + 0a + 2a^2)d1^183d2^241 + (2 + 1a + 1a^2)d1^184d2^241 + (3 + 1a + 3a^2)d1^185d2^241 + (3 + 0a + 1a^2)d1^186d2^241 + (4 + 1a + 4a^2)d1^187d2^241 + (1 + 1a + 2a^2)d1^188d2^241 + (3 + 4a + 1a^2)d1^189d2^241 + (3 + 4a + 3a^2)d1^190d2^241 + (0 + 0a + 2a^2)d1^191d2^241 + (3 + 0a + 0a^2)d1^192d2^241 + (3 + 3a + 0a^2)d1^193d2^241 + (0 + 1a + 1a^2)d1^194d2^241 + (3 + 4a + 1a^2)d1^195d2^241 + (3 + 4a + 1a^2)d1^196d2^241 + (1 + 0a + 2a^2)d1^197d2^241 + (3 + 1a + 1a^2)d1^198d2^241 + (2 + 3a + 2a^2)d1^199d2^241 + (2 + 4a + 3a^2)d1^200d2^241 + (3 + 0a + 1a^2)d1^201d2^241 + (1 + 2a + 3a^2)d1^202d2^241 + (1 + 4a + 1a^2)d1^203d2^241 + (1 + 0a + 1a^2)d1^204d2^241 + (3 + 3a + 0a^2)d1^205d2^241 + (3 + 1a + 3a^2)d1^206d2^241 + (0 + 3a + 4a^2)d1^207d2^241 + (4 + 1a + 2a^2)d1^208d2^241 + (4 + 0a + 1a^2)d1^209d2^241 + (3 + 4a + 0a^2)d1^210d2^241 + (2 + 4a + 0a^2)d1^211d2^241 + (4 + 2a + 0a^2)d1^212d2^241 + (3 + 4a + 3a^2)d1^213d2^241 + (0 + 3a + 2a^2)d1^214d2^241 + (0 + 3a + 0a^2)d1^215d2^241 + (1 + 3a + 3a^2)d1^216d2^241 + (4 + 3a + 1a^2)d1^217d2^241 + (1 + 3a + 3a^2)d1^218d2^241 + (3 + 1a + 1a^2)d1^219d2^241 + (4 + 1a + 1a^2)d1^220d2^241 + (2 + 3a + 0a^2)d1^221d2^241 + (3 + 1a + 3a^2)d1^222d2^241 + (1 + 1a + 1a^2)d1^223d2^241 + (1 + 0a + 0a^2)d1^224d2^241 + (1 + 3a + 0a^2)d1^225d2^241 + (2 + 2a + 0a^2)d1^226d2^241 + (0 + 4a + 3a^2)d1^227d2^241 + (4 + 2a + 1a^2)d1^228d2^241 + (3 + 1a + 2a^2)d1^229d2^241 + (0 + 3a + 3a^2)d1^230d2^241 + (4 + 4a + 4a^2)d1^231d2^241 + (3 + 2a + 0a^2)d1^232d2^241 + (1 + 1a + 2a^2)d1^233d2^241 + (0 + 1a + 4a^2)d1^234d2^241 + (0 + 1a + 1a^2)d1^235d2^241 + (1 + 0a + 0a^2)d1^236d2^241 + (4 + 1a + 0a^2)d1^237d2^241 + (0 + 4a + 4a^2)d1^238d2^241 + (4 + 3a + 3a^2)d1^239d2^241 + (2 + 0a + 2a^2)d1^240d2^241 + (2 + 4a + 2a^2)d1^241d2^241 + (0 + 4a + 3a^2)d1^242d2^241 + (2 + 3a + 0a^2)d1^243d2^241 + (0 + 2a + 1a^2)d1^244d2^241 + (4 + 1a + 1a^2)d1^245d2^241 + (0 + 2a + 3a^2)d1^246d2^241 + (3 + 2a + 1a^2)d1^247d2^241 + (3 + 3a + 4a^2)d1^248d2^241 + (1 + 3a + 0a^2)d1^249d2^241 + (0 + 4a + 2a^2)d1^250d2^241 + (4 + 2a + 2a^2)d1^251d2^241 + (2 + 2a + 0a^2)d1^252d2^241 + (4 + 4a + 1a^2)d1^253d2^241 + (4 + 1a + 2a^2)d1^254d2^241 + (1 + 3a + 4a^2)d1^255d2^241 + (3 + 4a + 3a^2)d1^256d2^241 + (0 + 1a + 1a^2)d1^257d2^241 + (1 + 1a + 0a^2)d1^258d2^241 + (0 + 0a + 4a^2)d1^259d2^241 + (2 + 0a + 3a^2)d1^260d2^241 + (4 + 0a + 2a^2)d1^261d2^241 + (4 + 0a + 0a^2)d1^262d2^241 + (4 + 4a + 2a^2)d1^264d2^241 + (1 + 4a + 4a^2)d1^265d2^241 + (2 + 4a + 2a^2)d1^266d2^241 + (1 + 0a + 4a^2)d1^267d2^241 + (3 + 0a + 4a^2)d1^268d2^241 + (3 + 4a + 1a^2)d1^269d2^241 + (2 + 3a + 1a^2)d1^270d2^241 + (1 + 1a + 4a^2)d1^271d2^241 + (1 + 3a + 3a^2)d1^272d2^241 + (0 + 0a + 1a^2)d1^273d2^241 + (2 + 2a + 3a^2)d1^274d2^241 + (1 + 0a + 3a^2)d1^275d2^241 + (3 + 0a + 0a^2)d1^276d2^241 + (1 + 1a + 0a^2)d1^277d2^241 + (0 + 4a + 4a^2)d1^278d2^241 + (2 + 4a + 4a^2)d1^279d2^241 + (2 + 0a + 2a^2)d1^280d2^241 + (4 + 4a + 3a^2)d1^281d2^241 + (2 + 3a + 4a^2)d1^282d2^241 + (0 + 4a + 2a^2)d1^283d2^241 + (2 + 3a + 2a^2)d1^284d2^241 + (2 + 0a + 0a^2)d1^285d2^241 + (2 + 0a + 0a^2)d1^286d2^241 + (4 + 2a + 2a^2)d1^287d2^241 + (4 + 2a + 2a^2)d1^288d2^241 + (3 + 4a + 0a^2)d1^289d2^241 + (1 + 2a + 0a^2)d1^290d2^241 + (4 + 1a + 1a^2)d1^291d2^241 + (1 + 0a + 1a^2)d1^292d2^241 + (3 + 4a + 1a^2)d1^293d2^241 + (4 + 1a + 0a^2)d2^242 + (3 + 1a + 0a^2)d1^1d2^242 + (3 + 4a + 4a^2)d1^2d2^242 + (3 + 1a + 2a^2)d1^3d2^242 + (0 + 4a + 0a^2)d1^4d2^242 + (4 + 2a + 4a^2)d1^5d2^242 + (0 + 4a + 2a^2)d1^6d2^242 + (1 + 1a + 3a^2)d1^7d2^242 + (0 + 2a + 1a^2)d1^8d2^242 + (1 + 2a + 3a^2)d1^9d2^242 + (4 + 2a + 4a^2)d1^10d2^242 + (2 + 2a + 4a^2)d1^11d2^242 + (1 + 4a + 3a^2)d1^12d2^242 + (0 + 2a + 1a^2)d1^13d2^242 + (2 + 4a + 1a^2)d1^14d2^242 + (1 + 1a + 0a^2)d1^15d2^242 + (0 + 2a + 4a^2)d1^16d2^242 + (0 + 1a + 2a^2)d1^17d2^242 + (2 + 0a + 1a^2)d1^18d2^242 + (4 + 4a + 4a^2)d1^19d2^242 + (2 + 4a + 1a^2)d1^20d2^242 + (4 + 0a + 3a^2)d1^21d2^242 + (2 + 3a + 2a^2)d1^22d2^242 + (4 + 0a + 4a^2)d1^23d2^242 + (1 + 0a + 4a^2)d1^24d2^242 + (1 + 2a + 2a^2)d1^25d2^242 + (4 + 3a + 2a^2)d1^26d2^242 + (1 + 0a + 3a^2)d1^27d2^242 + (0 + 2a + 3a^2)d1^28d2^242 + (2 + 3a + 2a^2)d1^29d2^242 + (3 + 0a + 2a^2)d1^30d2^242 + (4 + 3a + 4a^2)d1^31d2^242 + (0 + 4a + 4a^2)d1^32d2^242 + (3 + 3a + 0a^2)d1^33d2^242 + (2 + 3a + 4a^2)d1^34d2^242 + (0 + 3a + 4a^2)d1^35d2^242 + (2 + 2a + 0a^2)d1^36d2^242 + (1 + 1a + 0a^2)d1^37d2^242 + (1 + 4a + 3a^2)d1^38d2^242 + (2 + 1a + 2a^2)d1^39d2^242 + (1 + 0a + 4a^2)d1^40d2^242 + (3 + 1a + 2a^2)d1^41d2^242 + (2 + 4a + 3a^2)d1^42d2^242 + (3 + 2a + 4a^2)d1^43d2^242 + (2 + 2a + 0a^2)d1^44d2^242 + (1 + 4a + 3a^2)d1^45d2^242 + (0 + 0a + 1a^2)d1^46d2^242 + (4 + 2a + 4a^2)d1^47d2^242 + (0 + 1a + 2a^2)d1^48d2^242 + (0 + 1a + 1a^2)d1^49d2^242 + (3 + 1a + 3a^2)d1^50d2^242 + (3 + 3a + 0a^2)d1^51d2^242 + (3 + 1a + 1a^2)d1^52d2^242 + (3 + 0a + 0a^2)d1^53d2^242 + (1 + 3a + 4a^2)d1^54d2^242 + (4 + 0a + 3a^2)d1^55d2^242 + (3 + 2a + 1a^2)d1^56d2^242 + (3 + 2a + 0a^2)d1^57d2^242 + (2 + 3a + 0a^2)d1^58d2^242 + (4 + 4a + 0a^2)d1^59d2^242 + (0 + 4a + 2a^2)d1^60d2^242 + (1 + 3a + 4a^2)d1^61d2^242 + (4 + 4a + 3a^2)d1^62d2^242 + (3 + 0a + 1a^2)d1^63d2^242 + (1 + 1a + 0a^2)d1^64d2^242 + (4 + 2a + 1a^2)d1^65d2^242 + (2 + 3a + 1a^2)d1^66d2^242 + (4 + 1a + 2a^2)d1^67d2^242 + (3 + 3a + 4a^2)d1^68d2^242 + (3 + 4a + 4a^2)d1^69d2^242 + (1 + 4a + 1a^2)d1^70d2^242 + (3 + 2a + 0a^2)d1^71d2^242 + (3 + 4a + 3a^2)d1^72d2^242 + (1 + 2a + 3a^2)d1^73d2^242 + (2 + 3a + 0a^2)d1^74d2^242 + (2 + 1a + 1a^2)d1^75d2^242 + (3 + 0a + 4a^2)d1^76d2^242 + (4 + 1a + 3a^2)d1^77d2^242 + (1 + 0a + 1a^2)d1^78d2^242 + (1 + 3a + 2a^2)d1^79d2^242 + (0 + 4a + 0a^2)d1^80d2^242 + (4 + 3a + 1a^2)d1^81d2^242 + (4 + 0a + 4a^2)d1^82d2^242 + (4 + 4a + 0a^2)d1^83d2^242 + (3 + 3a + 0a^2)d1^84d2^242 + (4 + 1a + 0a^2)d1^85d2^242 + (3 + 0a + 4a^2)d1^86d2^242 + (1 + 0a + 3a^2)d1^87d2^242 + (0 + 4a + 4a^2)d1^88d2^242 + (1 + 3a + 1a^2)d1^89d2^242 + (3 + 1a + 0a^2)d1^90d2^242 + (1 + 2a + 1a^2)d1^91d2^242 + (4 + 2a + 4a^2)d1^92d2^242 + (1 + 1a + 2a^2)d1^93d2^242 + (2 + 0a + 0a^2)d1^94d2^242 + (2 + 3a + 3a^2)d1^95d2^242 + (1 + 1a + 1a^2)d1^96d2^242 + (3 + 1a + 4a^2)d1^97d2^242 + (4 + 3a + 4a^2)d1^98d2^242 + (4 + 3a + 0a^2)d1^99d2^242 + (1 + 0a + 4a^2)d1^100d2^242 + (3 + 3a + 1a^2)d1^101d2^242 + (4 + 4a + 4a^2)d1^102d2^242 + (3 + 3a + 1a^2)d1^103d2^242 + (3 + 1a + 2a^2)d1^104d2^242 + (4 + 2a + 0a^2)d1^105d2^242 + (4 + 0a + 2a^2)d1^106d2^242 + (4 + 2a + 3a^2)d1^107d2^242 + (2 + 1a + 1a^2)d1^108d2^242 + (3 + 3a + 0a^2)d1^109d2^242 + (0 + 2a + 2a^2)d1^110d2^242 + (1 + 4a + 2a^2)d1^111d2^242 + (1 + 2a + 1a^2)d1^112d2^242 + (1 + 4a + 2a^2)d1^113d2^242 + (4 + 0a + 2a^2)d1^114d2^242 + (1 + 3a + 4a^2)d1^115d2^242 + (0 + 1a + 0a^2)d1^116d2^242 + (3 + 1a + 4a^2)d1^117d2^242 + (3 + 0a + 0a^2)d1^118d2^242 + (3 + 2a + 2a^2)d1^119d2^242 + (1 + 2a + 2a^2)d1^120d2^242 + (2 + 3a + 4a^2)d1^121d2^242 + (4 + 1a + 1a^2)d1^122d2^242 + (3 + 2a + 2a^2)d1^123d2^242 + (3 + 0a + 4a^2)d1^124d2^242 + (1 + 1a + 2a^2)d1^125d2^242 + (0 + 1a + 4a^2)d1^126d2^242 + (2 + 2a + 4a^2)d1^127d2^242 + (3 + 3a + 0a^2)d1^128d2^242 + (4 + 0a + 3a^2)d1^129d2^242 + (1 + 2a + 2a^2)d1^130d2^242 + (4 + 0a + 4a^2)d1^131d2^242 + (1 + 2a + 0a^2)d1^132d2^242 + (0 + 0a + 3a^2)d1^133d2^242 + (3 + 4a + 0a^2)d1^134d2^242 + (1 + 2a + 2a^2)d1^135d2^242 + (4 + 2a + 3a^2)d1^136d2^242 + (0 + 0a + 1a^2)d1^137d2^242 + (2 + 1a + 2a^2)d1^138d2^242 + (1 + 3a + 0a^2)d1^139d2^242 + (1 + 1a + 0a^2)d1^140d2^242 + (1 + 0a + 3a^2)d1^141d2^242 + (1 + 0a + 1a^2)d1^142d2^242 + (2 + 1a + 0a^2)d1^143d2^242 + (3 + 2a + 3a^2)d1^144d2^242 + (3 + 0a + 0a^2)d1^145d2^242 + (0 + 3a + 4a^2)d1^146d2^242 + (4 + 3a + 0a^2)d1^147d2^242 + (4 + 0a + 1a^2)d1^148d2^242 + (1 + 4a + 3a^2)d1^149d2^242 + (4 + 3a + 1a^2)d1^150d2^242 + (1 + 2a + 2a^2)d1^151d2^242 + (1 + 4a + 0a^2)d1^152d2^242 + (3 + 3a + 1a^2)d1^153d2^242 + (0 + 3a + 3a^2)d1^154d2^242 + (2 + 3a + 0a^2)d1^155d2^242 + (4 + 0a + 4a^2)d1^156d2^242 + (3 + 4a + 2a^2)d1^157d2^242 + (0 + 3a + 0a^2)d1^158d2^242 + (3 + 1a + 3a^2)d1^159d2^242 + (0 + 2a + 4a^2)d1^160d2^242 + (0 + 2a + 3a^2)d1^161d2^242 + (1 + 4a + 1a^2)d1^162d2^242 + (3 + 0a + 3a^2)d1^163d2^242 + (2 + 3a + 3a^2)d1^164d2^242 + (2 + 4a + 0a^2)d1^165d2^242 + (3 + 4a + 1a^2)d1^166d2^242 + (0 + 0a + 1a^2)d1^167d2^242 + (2 + 0a + 3a^2)d1^168d2^242 + (3 + 0a + 3a^2)d1^169d2^242 + (2 + 4a + 2a^2)d1^170d2^242 + (0 + 4a + 4a^2)d1^171d2^242 + (4 + 2a + 0a^2)d1^172d2^242 + (1 + 0a + 0a^2)d1^173d2^242 + (4 + 3a + 3a^2)d1^174d2^242 + (0 + 4a + 2a^2)d1^175d2^242 + (3 + 1a + 1a^2)d1^176d2^242 + (1 + 0a + 3a^2)d1^177d2^242 + (1 + 3a + 2a^2)d1^178d2^242 + (1 + 0a + 3a^2)d1^179d2^242 + (2 + 2a + 0a^2)d1^180d2^242 + (1 + 0a + 2a^2)d1^181d2^242 + (4 + 0a + 0a^2)d1^182d2^242 + (1 + 0a + 1a^2)d1^183d2^242 + (2 + 0a + 1a^2)d1^184d2^242 + (3 + 3a + 3a^2)d1^185d2^242 + (4 + 4a + 3a^2)d1^187d2^242 + (3 + 0a + 4a^2)d1^188d2^242 + (2 + 4a + 4a^2)d1^189d2^242 + (2 + 2a + 1a^2)d1^190d2^242 + (2 + 3a + 2a^2)d1^191d2^242 + (2 + 4a + 0a^2)d1^192d2^242 + (0 + 3a + 3a^2)d1^193d2^242 + (2 + 2a + 3a^2)d1^194d2^242 + (3 + 4a + 0a^2)d1^195d2^242 + (3 + 0a + 0a^2)d1^196d2^242 + (1 + 3a + 0a^2)d1^197d2^242 + (0 + 1a + 3a^2)d1^198d2^242 + (0 + 0a + 3a^2)d1^199d2^242 + (2 + 2a + 4a^2)d1^200d2^242 + (1 + 4a + 4a^2)d1^201d2^242 + (3 + 2a + 4a^2)d1^202d2^242 + (0 + 4a + 0a^2)d1^203d2^242 + (2 + 3a + 4a^2)d1^204d2^242 + (3 + 3a + 4a^2)d1^205d2^242 + (4 + 4a + 2a^2)d1^206d2^242 + (3 + 3a + 1a^2)d1^207d2^242 + (4 + 3a + 2a^2)d1^208d2^242 + (3 + 4a + 3a^2)d1^209d2^242 + (3 + 3a + 3a^2)d1^210d2^242 + (4 + 2a + 3a^2)d1^211d2^242 + (1 + 3a + 0a^2)d1^212d2^242 + (1 + 2a + 1a^2)d1^213d2^242 + (3 + 1a + 0a^2)d1^214d2^242 + (2 + 4a + 2a^2)d1^215d2^242 + (4 + 1a + 1a^2)d1^216d2^242 + (1 + 2a + 0a^2)d1^217d2^242 + (3 + 3a + 0a^2)d1^218d2^242 + (1 + 4a + 2a^2)d1^219d2^242 + (3 + 0a + 3a^2)d1^220d2^242 + (1 + 0a + 1a^2)d1^221d2^242 + (2 + 1a + 1a^2)d1^222d2^242 + (2 + 3a + 3a^2)d1^223d2^242 + (3 + 1a + 4a^2)d1^224d2^242 + (0 + 2a + 0a^2)d1^225d2^242 + (2 + 3a + 1a^2)d1^226d2^242 + (1 + 3a + 0a^2)d1^227d2^242 + (2 + 2a + 4a^2)d1^228d2^242 + (1 + 4a + 4a^2)d1^229d2^242 + (1 + 4a + 4a^2)d1^230d2^242 + (2 + 2a + 2a^2)d1^231d2^242 + (3 + 0a + 0a^2)d1^232d2^242 + (1 + 4a + 2a^2)d1^233d2^242 + (4 + 2a + 0a^2)d1^234d2^242 + (2 + 0a + 0a^2)d1^235d2^242 + (1 + 3a + 1a^2)d1^236d2^242 + (0 + 3a + 4a^2)d1^237d2^242 + (3 + 3a + 4a^2)d1^238d2^242 + (4 + 4a + 3a^2)d1^239d2^242 + (3 + 3a + 0a^2)d1^240d2^242 + (1 + 2a + 3a^2)d1^241d2^242 + (1 + 1a + 1a^2)d1^242d2^242 + (3 + 3a + 2a^2)d1^243d2^242 + (4 + 1a + 1a^2)d1^244d2^242 + (4 + 4a + 2a^2)d1^245d2^242 + (3 + 0a + 3a^2)d1^246d2^242 + (0 + 4a + 3a^2)d1^247d2^242 + (3 + 1a + 4a^2)d1^248d2^242 + (3 + 1a + 1a^2)d1^249d2^242 + (0 + 2a + 1a^2)d1^250d2^242 + (3 + 2a + 2a^2)d1^251d2^242 + (2 + 2a + 0a^2)d1^252d2^242 + (1 + 3a + 3a^2)d1^253d2^242 + (0 + 0a + 3a^2)d1^254d2^242 + (1 + 3a + 3a^2)d1^255d2^242 + (3 + 1a + 1a^2)d1^256d2^242 + (2 + 2a + 4a^2)d1^257d2^242 + (0 + 4a + 3a^2)d1^258d2^242 + (0 + 4a + 1a^2)d1^259d2^242 + (2 + 2a + 0a^2)d1^260d2^242 + (2 + 4a + 2a^2)d1^261d2^242 + (2 + 1a + 4a^2)d1^262d2^242 + (3 + 1a + 1a^2)d1^263d2^242 + (4 + 1a + 1a^2)d1^264d2^242 + (3 + 0a + 2a^2)d1^265d2^242 + (0 + 2a + 3a^2)d1^266d2^242 + (1 + 3a + 1a^2)d1^267d2^242 + (0 + 2a + 0a^2)d1^268d2^242 + (2 + 3a + 2a^2)d1^269d2^242 + (0 + 2a + 1a^2)d1^270d2^242 + (3 + 2a + 3a^2)d1^271d2^242 + (1 + 2a + 4a^2)d1^272d2^242 + (1 + 1a + 0a^2)d1^273d2^242 + (4 + 3a + 4a^2)d1^274d2^242 + (3 + 4a + 0a^2)d1^275d2^242 + (1 + 3a + 1a^2)d1^276d2^242 + (3 + 1a + 1a^2)d1^277d2^242 + (1 + 4a + 1a^2)d1^278d2^242 + (4 + 0a + 0a^2)d1^279d2^242 + (3 + 2a + 4a^2)d1^280d2^242 + (4 + 3a + 2a^2)d1^281d2^242 + (1 + 0a + 1a^2)d1^282d2^242 + (3 + 1a + 2a^2)d1^283d2^242 + (4 + 3a + 0a^2)d1^284d2^242 + (4 + 0a + 1a^2)d1^285d2^242 + (1 + 4a + 3a^2)d1^286d2^242 + (0 + 1a + 0a^2)d1^287d2^242 + (0 + 2a + 2a^2)d1^288d2^242 + (4 + 1a + 4a^2)d1^289d2^242 + (0 + 1a + 0a^2)d1^290d2^242 + (0 + 1a + 4a^2)d1^291d2^242 + (2 + 4a + 4a^2)d1^292d2^242 + (1 + 2a + 3a^2)d1^293d2^242 + (2 + 4a + 3a^2)d2^243 + (4 + 0a + 3a^2)d1^1d2^243 + (2 + 3a + 2a^2)d1^2d2^243 + (1 + 2a + 1a^2)d1^3d2^243 + (0 + 4a + 1a^2)d1^4d2^243 + (0 + 3a + 4a^2)d1^5d2^243 + (4 + 4a + 0a^2)d1^6d2^243 + (3 + 2a + 0a^2)d1^7d2^243 + (3 + 1a + 3a^2)d1^8d2^243 + (1 + 0a + 2a^2)d1^9d2^243 + (1 + 3a + 2a^2)d1^10d2^243 + (4 + 2a + 1a^2)d1^11d2^243 + (4 + 0a + 1a^2)d1^12d2^243 + (1 + 2a + 2a^2)d1^13d2^243 + (2 + 0a + 0a^2)d1^14d2^243 + (0 + 3a + 1a^2)d1^15d2^243 + (1 + 4a + 2a^2)d1^16d2^243 + (4 + 3a + 4a^2)d1^17d2^243 + (0 + 2a + 0a^2)d1^18d2^243 + (4 + 3a + 2a^2)d1^19d2^243 + (3 + 3a + 0a^2)d1^20d2^243 + (2 + 2a + 3a^2)d1^21d2^243 + (3 + 2a + 3a^2)d1^22d2^243 + (0 + 1a + 2a^2)d1^23d2^243 + (4 + 2a + 0a^2)d1^24d2^243 + (3 + 1a + 3a^2)d1^25d2^243 + (4 + 2a + 3a^2)d1^26d2^243 + (3 + 1a + 1a^2)d1^27d2^243 + (2 + 0a + 2a^2)d1^28d2^243 + (3 + 4a + 1a^2)d1^29d2^243 + (0 + 1a + 2a^2)d1^30d2^243 + (1 + 2a + 3a^2)d1^31d2^243 + (4 + 3a + 1a^2)d1^32d2^243 + (3 + 2a + 0a^2)d1^33d2^243 + (2 + 1a + 3a^2)d1^34d2^243 + (2 + 2a + 0a^2)d1^35d2^243 + (0 + 3a + 3a^2)d1^36d2^243 + (0 + 0a + 1a^2)d1^37d2^243 + (1 + 2a + 3a^2)d1^38d2^243 + (2 + 2a + 0a^2)d1^39d2^243 + (1 + 0a + 1a^2)d1^40d2^243 + (4 + 0a + 1a^2)d1^41d2^243 + (3 + 4a + 3a^2)d1^42d2^243 + (4 + 0a + 1a^2)d1^43d2^243 + (1 + 0a + 1a^2)d1^44d2^243 + (1 + 4a + 3a^2)d1^45d2^243 + (3 + 4a + 4a^2)d1^46d2^243 + (4 + 4a + 2a^2)d1^47d2^243 + (2 + 0a + 3a^2)d1^48d2^243 + (1 + 4a + 3a^2)d1^49d2^243 + (4 + 3a + 2a^2)d1^50d2^243 + (4 + 3a + 2a^2)d1^51d2^243 + (4 + 4a + 4a^2)d1^52d2^243 + (2 + 2a + 0a^2)d1^53d2^243 + (1 + 1a + 4a^2)d1^54d2^243 + (0 + 2a + 2a^2)d1^55d2^243 + (1 + 1a + 4a^2)d1^56d2^243 + (3 + 1a + 1a^2)d1^57d2^243 + (0 + 4a + 2a^2)d1^58d2^243 + (4 + 3a + 2a^2)d1^59d2^243 + (4 + 4a + 3a^2)d1^60d2^243 + (1 + 2a + 3a^2)d1^61d2^243 + (3 + 1a + 2a^2)d1^62d2^243 + (0 + 4a + 1a^2)d1^63d2^243 + (4 + 4a + 3a^2)d1^64d2^243 + (0 + 4a + 2a^2)d1^65d2^243 + (2 + 1a + 2a^2)d1^66d2^243 + (1 + 3a + 2a^2)d1^67d2^243 + (4 + 4a + 1a^2)d1^68d2^243 + (2 + 2a + 4a^2)d1^69d2^243 + (4 + 2a + 1a^2)d1^70d2^243 + (4 + 1a + 2a^2)d1^71d2^243 + (2 + 0a + 4a^2)d1^72d2^243 + (3 + 0a + 3a^2)d1^73d2^243 + (4 + 2a + 2a^2)d1^74d2^243 + (2 + 3a + 4a^2)d1^75d2^243 + (4 + 2a + 4a^2)d1^76d2^243 + (2 + 3a + 1a^2)d1^77d2^243 + (0 + 4a + 2a^2)d1^78d2^243 + (0 + 0a + 1a^2)d1^79d2^243 + (2 + 0a + 1a^2)d1^80d2^243 + (3 + 4a + 4a^2)d1^81d2^243 + (2 + 4a + 2a^2)d1^82d2^243 + (4 + 0a + 2a^2)d1^83d2^243 + (0 + 0a + 3a^2)d1^84d2^243 + (0 + 1a + 2a^2)d1^85d2^243 + (0 + 1a + 1a^2)d1^86d2^243 + (4 + 4a + 3a^2)d1^87d2^243 + (0 + 2a + 0a^2)d1^88d2^243 + (3 + 0a + 0a^2)d1^89d2^243 + (3 + 2a + 2a^2)d1^90d2^243 + (2 + 4a + 4a^2)d1^91d2^243 + (4 + 0a + 1a^2)d1^92d2^243 + (4 + 3a + 0a^2)d1^93d2^243 + (0 + 0a + 4a^2)d1^94d2^243 + (3 + 0a + 1a^2)d1^95d2^243 + (3 + 0a + 4a^2)d1^96d2^243 + (2 + 2a + 0a^2)d1^97d2^243 + (4 + 3a + 0a^2)d1^98d2^243 + (0 + 0a + 2a^2)d1^99d2^243 + (1 + 1a + 0a^2)d1^100d2^243 + (0 + 0a + 1a^2)d1^101d2^243 + (4 + 2a + 2a^2)d1^102d2^243 + (3 + 2a + 4a^2)d1^103d2^243 + (2 + 0a + 1a^2)d1^104d2^243 + (1 + 0a + 0a^2)d1^105d2^243 + (1 + 1a + 1a^2)d1^106d2^243 + (1 + 0a + 3a^2)d1^107d2^243 + (0 + 4a + 1a^2)d1^108d2^243 + (2 + 1a + 0a^2)d1^109d2^243 + (0 + 2a + 2a^2)d1^110d2^243 + (3 + 4a + 1a^2)d1^111d2^243 + (0 + 1a + 4a^2)d1^112d2^243 + (3 + 1a + 4a^2)d1^113d2^243 + (3 + 3a + 2a^2)d1^114d2^243 + (3 + 2a + 4a^2)d1^115d2^243 + (1 + 2a + 1a^2)d1^116d2^243 + (1 + 2a + 2a^2)d1^117d2^243 + (4 + 2a + 2a^2)d1^118d2^243 + (3 + 0a + 1a^2)d1^119d2^243 + (2 + 1a + 4a^2)d1^120d2^243 + (1 + 3a + 1a^2)d1^121d2^243 + (2 + 4a + 4a^2)d1^122d2^243 + (2 + 0a + 2a^2)d1^123d2^243 + (2 + 2a + 2a^2)d1^124d2^243 + (3 + 4a + 3a^2)d1^125d2^243 + (4 + 1a + 2a^2)d1^126d2^243 + (0 + 4a + 3a^2)d1^127d2^243 + (4 + 3a + 0a^2)d1^128d2^243 + (3 + 0a + 0a^2)d1^129d2^243 + (2 + 3a + 2a^2)d1^130d2^243 + (3 + 3a + 3a^2)d1^131d2^243 + (2 + 2a + 1a^2)d1^132d2^243 + (0 + 4a + 0a^2)d1^133d2^243 + (0 + 1a + 2a^2)d1^134d2^243 + (4 + 3a + 2a^2)d1^135d2^243 + (4 + 0a + 3a^2)d1^136d2^243 + (2 + 1a + 2a^2)d1^137d2^243 + (4 + 3a + 0a^2)d1^138d2^243 + (4 + 3a + 0a^2)d1^139d2^243 + (1 + 1a + 2a^2)d1^140d2^243 + (4 + 4a + 2a^2)d1^141d2^243 + (4 + 1a + 1a^2)d1^142d2^243 + (3 + 1a + 4a^2)d1^143d2^243 + (1 + 0a + 1a^2)d1^144d2^243 + (1 + 2a + 3a^2)d1^145d2^243 + (4 + 3a + 2a^2)d1^146d2^243 + (2 + 2a + 3a^2)d1^147d2^243 + (2 + 0a + 2a^2)d1^148d2^243 + (3 + 3a + 0a^2)d1^149d2^243 + (3 + 4a + 0a^2)d1^150d2^243 + (0 + 0a + 2a^2)d1^151d2^243 + (0 + 0a + 2a^2)d1^152d2^243 + (0 + 2a + 0a^2)d1^154d2^243 + (3 + 4a + 4a^2)d1^155d2^243 + (2 + 1a + 0a^2)d1^156d2^243 + (4 + 2a + 2a^2)d1^157d2^243 + (1 + 4a + 2a^2)d1^158d2^243 + (3 + 2a + 2a^2)d1^159d2^243 + (3 + 0a + 4a^2)d1^160d2^243 + (4 + 2a + 4a^2)d1^161d2^243 + (0 + 3a + 1a^2)d1^162d2^243 + (4 + 1a + 0a^2)d1^163d2^243 + (4 + 3a + 3a^2)d1^164d2^243 + (3 + 3a + 2a^2)d1^165d2^243 + (2 + 1a + 4a^2)d1^166d2^243 + (2 + 4a + 2a^2)d1^167d2^243 + (3 + 1a + 1a^2)d1^168d2^243 + (0 + 4a + 4a^2)d1^169d2^243 + (4 + 3a + 0a^2)d1^170d2^243 + (2 + 2a + 3a^2)d1^171d2^243 + (4 + 1a + 1a^2)d1^172d2^243 + (0 + 3a + 4a^2)d1^173d2^243 + (4 + 0a + 3a^2)d1^174d2^243 + (2 + 1a + 1a^2)d1^175d2^243 + (1 + 3a + 0a^2)d1^176d2^243 + (2 + 4a + 4a^2)d1^177d2^243 + (4 + 2a + 3a^2)d1^178d2^243 + (2 + 4a + 0a^2)d1^179d2^243 + (2 + 0a + 2a^2)d1^180d2^243 + (3 + 0a + 0a^2)d1^181d2^243 + (0 + 3a + 0a^2)d1^182d2^243 + (1 + 2a + 3a^2)d1^183d2^243 + (2 + 3a + 1a^2)d1^184d2^243 + (4 + 3a + 0a^2)d1^185d2^243 + (4 + 0a + 0a^2)d1^186d2^243 + (2 + 1a + 0a^2)d1^187d2^243 + (0 + 3a + 1a^2)d1^188d2^243 + (1 + 0a + 3a^2)d1^189d2^243 + (1 + 4a + 0a^2)d1^190d2^243 + (0 + 0a + 3a^2)d1^191d2^243 + (2 + 1a + 1a^2)d1^192d2^243 + (1 + 3a + 0a^2)d1^193d2^243 + (1 + 3a + 1a^2)d1^194d2^243 + (3 + 2a + 2a^2)d1^195d2^243 + (3 + 1a + 1a^2)d1^196d2^243 + (2 + 2a + 4a^2)d1^197d2^243 + (1 + 4a + 3a^2)d1^198d2^243 + (2 + 4a + 4a^2)d1^199d2^243 + (1 + 3a + 0a^2)d1^200d2^243 + (0 + 2a + 4a^2)d1^202d2^243 + (3 + 1a + 4a^2)d1^203d2^243 + (4 + 4a + 0a^2)d1^204d2^243 + (1 + 4a + 3a^2)d1^205d2^243 + (2 + 2a + 2a^2)d1^206d2^243 + (2 + 3a + 3a^2)d1^207d2^243 + (2 + 1a + 0a^2)d1^208d2^243 + (3 + 3a + 0a^2)d1^209d2^243 + (4 + 1a + 4a^2)d1^210d2^243 + (4 + 3a + 2a^2)d1^211d2^243 + (0 + 1a + 0a^2)d1^212d2^243 + (3 + 4a + 4a^2)d1^213d2^243 + (4 + 1a + 1a^2)d1^214d2^243 + (1 + 4a + 4a^2)d1^215d2^243 + (4 + 1a + 1a^2)d1^216d2^243 + (3 + 2a + 1a^2)d1^217d2^243 + (1 + 2a + 3a^2)d1^218d2^243 + (3 + 3a + 4a^2)d1^219d2^243 + (4 + 4a + 3a^2)d1^220d2^243 + (2 + 1a + 3a^2)d1^221d2^243 + (2 + 4a + 2a^2)d1^222d2^243 + (1 + 4a + 1a^2)d1^223d2^243 + (2 + 1a + 3a^2)d1^225d2^243 + (1 + 2a + 2a^2)d1^226d2^243 + (3 + 2a + 3a^2)d1^227d2^243 + (2 + 1a + 4a^2)d1^228d2^243 + (0 + 4a + 2a^2)d1^229d2^243 + (1 + 3a + 4a^2)d1^230d2^243 + (3 + 0a + 1a^2)d1^231d2^243 + (3 + 0a + 2a^2)d1^232d2^243 + (2 + 4a + 1a^2)d1^233d2^243 + (0 + 2a + 0a^2)d1^234d2^243 + (2 + 1a + 2a^2)d1^235d2^243 + (1 + 4a + 3a^2)d1^236d2^243 + (4 + 4a + 2a^2)d1^237d2^243 + (1 + 2a + 1a^2)d1^238d2^243 + (2 + 0a + 0a^2)d1^239d2^243 + (0 + 1a + 3a^2)d1^240d2^243 + (0 + 1a + 1a^2)d1^241d2^243 + (1 + 0a + 1a^2)d1^242d2^243 + (0 + 0a + 2a^2)d1^243d2^243 + (1 + 3a + 1a^2)d1^244d2^243 + (3 + 1a + 3a^2)d1^245d2^243 + (0 + 4a + 1a^2)d1^246d2^243 + (0 + 2a + 3a^2)d1^247d2^243 + (1 + 4a + 0a^2)d1^248d2^243 + (4 + 0a + 4a^2)d1^249d2^243 + (3 + 2a + 0a^2)d1^250d2^243 + (2 + 2a + 1a^2)d1^251d2^243 + (2 + 3a + 1a^2)d1^252d2^243 + (2 + 1a + 4a^2)d1^253d2^243 + (0 + 2a + 4a^2)d1^254d2^243 + (2 + 1a + 4a^2)d1^255d2^243 + (4 + 0a + 2a^2)d1^256d2^243 + (4 + 2a + 3a^2)d1^257d2^243 + (0 + 2a + 4a^2)d1^258d2^243 + (0 + 0a + 3a^2)d1^259d2^243 + (0 + 4a + 2a^2)d1^260d2^243 + (3 + 3a + 3a^2)d1^261d2^243 + (2 + 4a + 3a^2)d1^262d2^243 + (4 + 0a + 2a^2)d1^263d2^243 + (2 + 1a + 3a^2)d1^264d2^243 + (3 + 2a + 0a^2)d1^265d2^243 + (2 + 2a + 2a^2)d1^266d2^243 + (4 + 1a + 3a^2)d1^267d2^243 + (3 + 4a + 1a^2)d1^268d2^243 + (1 + 1a + 2a^2)d1^269d2^243 + (0 + 0a + 4a^2)d1^270d2^243 + (2 + 4a + 2a^2)d1^271d2^243 + (2 + 2a + 0a^2)d1^272d2^243 + (0 + 4a + 3a^2)d1^273d2^243 + (0 + 4a + 1a^2)d1^274d2^243 + (4 + 4a + 3a^2)d1^275d2^243 + (4 + 0a + 0a^2)d1^276d2^243 + (2 + 4a + 4a^2)d1^277d2^243 + (4 + 2a + 0a^2)d1^278d2^243 + (0 + 2a + 1a^2)d1^279d2^243 + (0 + 1a + 3a^2)d1^280d2^243 + (0 + 1a + 1a^2)d1^281d2^243 + (3 + 0a + 0a^2)d1^282d2^243 + (1 + 3a + 0a^2)d1^283d2^243 + (1 + 0a + 4a^2)d1^284d2^243 + (3 + 3a + 0a^2)d1^285d2^243 + (0 + 2a + 3a^2)d1^286d2^243 + (0 + 1a + 2a^2)d1^287d2^243 + (2 + 2a + 0a^2)d1^288d2^243 + (2 + 3a + 0a^2)d1^289d2^243 + (0 + 4a + 3a^2)d1^290d2^243 + (3 + 1a + 1a^2)d1^291d2^243 + (0 + 1a + 1a^2)d1^292d2^243 + (0 + 2a + 4a^2)d1^293d2^243 + (0 + 3a + 4a^2)d2^244 + (4 + 2a + 1a^2)d1^1d2^244 + (1 + 3a + 3a^2)d1^2d2^244 + (4 + 2a + 1a^2)d1^3d2^244 + (0 + 4a + 4a^2)d1^4d2^244 + (4 + 4a + 1a^2)d1^5d2^244 + (1 + 3a + 4a^2)d1^6d2^244 + (2 + 4a + 4a^2)d1^7d2^244 + (4 + 0a + 2a^2)d1^8d2^244 + (4 + 3a + 4a^2)d1^9d2^244 + (2 + 3a + 4a^2)d1^10d2^244 + (2 + 0a + 2a^2)d1^11d2^244 + (1 + 4a + 1a^2)d1^12d2^244 + (2 + 1a + 4a^2)d1^13d2^244 + (0 + 0a + 2a^2)d1^14d2^244 + (2 + 4a + 0a^2)d1^15d2^244 + (4 + 4a + 1a^2)d1^16d2^244 + (1 + 4a + 0a^2)d1^17d2^244 + (3 + 3a + 1a^2)d1^18d2^244 + (2 + 3a + 1a^2)d1^19d2^244 + (2 + 4a + 3a^2)d1^20d2^244 + (1 + 0a + 0a^2)d1^21d2^244 + (3 + 2a + 1a^2)d1^22d2^244 + (3 + 3a + 2a^2)d1^23d2^244 + (2 + 2a + 2a^2)d1^24d2^244 + (1 + 4a + 4a^2)d1^25d2^244 + (3 + 1a + 2a^2)d1^26d2^244 + (2 + 4a + 4a^2)d1^27d2^244 + (3 + 2a + 0a^2)d1^28d2^244 + (2 + 1a + 0a^2)d1^29d2^244 + (0 + 2a + 3a^2)d1^30d2^244 + (4 + 2a + 1a^2)d1^31d2^244 + (1 + 1a + 4a^2)d1^32d2^244 + (2 + 2a + 4a^2)d1^33d2^244 + (1 + 2a + 4a^2)d1^34d2^244 + (3 + 1a + 4a^2)d1^35d2^244 + (2 + 3a + 3a^2)d1^36d2^244 + (4 + 1a + 3a^2)d1^37d2^244 + (3 + 0a + 1a^2)d1^38d2^244 + (3 + 3a + 1a^2)d1^39d2^244 + (2 + 1a + 0a^2)d1^40d2^244 + (3 + 2a + 4a^2)d1^41d2^244 + (4 + 4a + 0a^2)d1^42d2^244 + (3 + 4a + 2a^2)d1^43d2^244 + (4 + 4a + 2a^2)d1^45d2^244 + (1 + 0a + 2a^2)d1^46d2^244 + (3 + 2a + 2a^2)d1^47d2^244 + (0 + 1a + 0a^2)d1^48d2^244 + (4 + 0a + 4a^2)d1^49d2^244 + (1 + 4a + 2a^2)d1^50d2^244 + (1 + 0a + 4a^2)d1^51d2^244 + (1 + 2a + 3a^2)d1^52d2^244 + (3 + 4a + 3a^2)d1^53d2^244 + (1 + 0a + 1a^2)d1^54d2^244 + (4 + 4a + 2a^2)d1^55d2^244 + (2 + 1a + 2a^2)d1^56d2^244 + (4 + 0a + 2a^2)d1^57d2^244 + (0 + 1a + 1a^2)d1^58d2^244 + (0 + 1a + 1a^2)d1^59d2^244 + (0 + 3a + 1a^2)d1^60d2^244 + (1 + 3a + 1a^2)d1^61d2^244 + (4 + 2a + 0a^2)d1^62d2^244 + (3 + 0a + 2a^2)d1^63d2^244 + (4 + 2a + 2a^2)d1^64d2^244 + (1 + 3a + 4a^2)d1^65d2^244 + (2 + 1a + 0a^2)d1^66d2^244 + (0 + 1a + 3a^2)d1^67d2^244 + (3 + 1a + 0a^2)d1^68d2^244 + (3 + 3a + 3a^2)d1^69d2^244 + (0 + 1a + 2a^2)d1^70d2^244 + (4 + 2a + 1a^2)d1^71d2^244 + (2 + 0a + 0a^2)d1^72d2^244 + (1 + 2a + 3a^2)d1^73d2^244 + (1 + 3a + 2a^2)d1^74d2^244 + (3 + 0a + 0a^2)d1^75d2^244 + (0 + 0a + 4a^2)d1^76d2^244 + (3 + 4a + 0a^2)d1^77d2^244 + (4 + 4a + 4a^2)d1^78d2^244 + (4 + 4a + 2a^2)d1^79d2^244 + (2 + 3a + 2a^2)d1^80d2^244 + (3 + 3a + 4a^2)d1^81d2^244 + (2 + 4a + 1a^2)d1^82d2^244 + (2 + 0a + 3a^2)d1^83d2^244 + (0 + 2a + 0a^2)d1^84d2^244 + (3 + 2a + 3a^2)d1^85d2^244 + (2 + 2a + 4a^2)d1^86d2^244 + (4 + 3a + 3a^2)d1^87d2^244 + (3 + 2a + 4a^2)d1^88d2^244 + (1 + 2a + 1a^2)d1^89d2^244 + (3 + 1a + 3a^2)d1^90d2^244 + (0 + 1a + 0a^2)d1^91d2^244 + (3 + 0a + 1a^2)d1^92d2^244 + (3 + 1a + 2a^2)d1^93d2^244 + (3 + 4a + 4a^2)d1^94d2^244 + (2 + 0a + 0a^2)d1^95d2^244 + (2 + 2a + 2a^2)d1^96d2^244 + (0 + 0a + 1a^2)d1^97d2^244 + (1 + 4a + 1a^2)d1^98d2^244 + (0 + 2a + 2a^2)d1^99d2^244 + (4 + 0a + 3a^2)d1^100d2^244 + (1 + 2a + 1a^2)d1^101d2^244 + (1 + 4a + 3a^2)d1^102d2^244 + (3 + 4a + 0a^2)d1^103d2^244 + (3 + 2a + 0a^2)d1^104d2^244 + (1 + 2a + 1a^2)d1^105d2^244 + (4 + 0a + 4a^2)d1^106d2^244 + (2 + 0a + 3a^2)d1^107d2^244 + (4 + 3a + 2a^2)d1^108d2^244 + (4 + 0a + 2a^2)d1^110d2^244 + (3 + 3a + 3a^2)d1^111d2^244 + (3 + 4a + 4a^2)d1^112d2^244 + (1 + 4a + 1a^2)d1^113d2^244 + (3 + 3a + 2a^2)d1^114d2^244 + (4 + 1a + 0a^2)d1^115d2^244 + (4 + 3a + 4a^2)d1^116d2^244 + (0 + 1a + 1a^2)d1^117d2^244 + (4 + 1a + 2a^2)d1^118d2^244 + (0 + 2a + 2a^2)d1^119d2^244 + (0 + 0a + 4a^2)d1^120d2^244 + (2 + 1a + 1a^2)d1^121d2^244 + (3 + 4a + 2a^2)d1^122d2^244 + (4 + 3a + 3a^2)d1^123d2^244 + (2 + 1a + 4a^2)d1^124d2^244 + (1 + 2a + 1a^2)d1^125d2^244 + (1 + 4a + 1a^2)d1^126d2^244 + (3 + 3a + 3a^2)d1^127d2^244 + (4 + 2a + 1a^2)d1^128d2^244 + (3 + 0a + 1a^2)d1^129d2^244 + (1 + 2a + 3a^2)d1^130d2^244 + (0 + 4a + 4a^2)d1^131d2^244 + (3 + 4a + 0a^2)d1^132d2^244 + (3 + 3a + 1a^2)d1^133d2^244 + (0 + 0a + 1a^2)d1^134d2^244 + (2 + 0a + 1a^2)d1^136d2^244 + (4 + 2a + 2a^2)d1^137d2^244 + (3 + 3a + 1a^2)d1^138d2^244 + (3 + 4a + 2a^2)d1^139d2^244 + (3 + 1a + 3a^2)d1^140d2^244 + (3 + 0a + 1a^2)d1^141d2^244 + (0 + 0a + 2a^2)d1^142d2^244 + (3 + 0a + 3a^2)d1^143d2^244 + (4 + 2a + 1a^2)d1^144d2^244 + (3 + 4a + 4a^2)d1^145d2^244 + (4 + 0a + 4a^2)d1^146d2^244 + (4 + 2a + 4a^2)d1^147d2^244 + (1 + 3a + 1a^2)d1^148d2^244 + (3 + 0a + 2a^2)d1^149d2^244 + (4 + 2a + 4a^2)d1^150d2^244 + (0 + 0a + 1a^2)d1^151d2^244 + (2 + 2a + 4a^2)d1^152d2^244 + (0 + 2a + 4a^2)d1^153d2^244 + (4 + 0a + 2a^2)d1^154d2^244 + (1 + 0a + 0a^2)d1^155d2^244 + (4 + 3a + 3a^2)d1^156d2^244 + (1 + 2a + 3a^2)d1^157d2^244 + (3 + 1a + 2a^2)d1^158d2^244 + (3 + 3a + 3a^2)d1^159d2^244 + (3 + 1a + 2a^2)d1^160d2^244 + (4 + 2a + 4a^2)d1^161d2^244 + (3 + 2a + 3a^2)d1^162d2^244 + (0 + 2a + 1a^2)d1^163d2^244 + (2 + 4a + 0a^2)d1^164d2^244 + (3 + 0a + 1a^2)d1^165d2^244 + (3 + 1a + 2a^2)d1^166d2^244 + (1 + 3a + 3a^2)d1^167d2^244 + (1 + 3a + 4a^2)d1^168d2^244 + (4 + 2a + 4a^2)d1^169d2^244 + (0 + 1a + 2a^2)d1^170d2^244 + (4 + 4a + 4a^2)d1^171d2^244 + (1 + 2a + 1a^2)d1^172d2^244 + (3 + 3a + 1a^2)d1^173d2^244 + (4 + 1a + 2a^2)d1^174d2^244 + (4 + 1a + 2a^2)d1^175d2^244 + (2 + 1a + 0a^2)d1^176d2^244 + (0 + 3a + 0a^2)d1^177d2^244 + (4 + 0a + 4a^2)d1^178d2^244 + (3 + 3a + 0a^2)d1^179d2^244 + (2 + 0a + 2a^2)d1^180d2^244 + (2 + 4a + 3a^2)d1^181d2^244 + (1 + 0a + 0a^2)d1^182d2^244 + (3 + 3a + 2a^2)d1^183d2^244 + (2 + 0a + 2a^2)d1^184d2^244 + (1 + 1a + 4a^2)d1^185d2^244 + (1 + 4a + 1a^2)d1^186d2^244 + (4 + 1a + 3a^2)d1^187d2^244 + (3 + 2a + 4a^2)d1^188d2^244 + (0 + 2a + 1a^2)d1^189d2^244 + (1 + 3a + 4a^2)d1^190d2^244 + (1 + 4a + 0a^2)d1^191d2^244 + (3 + 1a + 1a^2)d1^192d2^244 + (1 + 2a + 0a^2)d1^193d2^244 + (4 + 3a + 4a^2)d1^194d2^244 + (1 + 1a + 4a^2)d1^195d2^244 + (1 + 4a + 4a^2)d1^196d2^244 + (3 + 2a + 4a^2)d1^197d2^244 + (1 + 2a + 4a^2)d1^198d2^244 + (4 + 4a + 1a^2)d1^199d2^244 + (4 + 4a + 2a^2)d1^200d2^244 + (4 + 1a + 3a^2)d1^201d2^244 + (2 + 4a + 0a^2)d1^202d2^244 + (4 + 0a + 3a^2)d1^203d2^244 + (0 + 2a + 4a^2)d1^204d2^244 + (1 + 0a + 0a^2)d1^205d2^244 + (3 + 3a + 4a^2)d1^206d2^244 + (0 + 3a + 2a^2)d1^207d2^244 + (0 + 2a + 2a^2)d1^208d2^244 + (2 + 1a + 2a^2)d1^209d2^244 + (1 + 3a + 4a^2)d1^210d2^244 + (0 + 3a + 3a^2)d1^211d2^244 + (1 + 0a + 3a^2)d1^212d2^244 + (2 + 2a + 3a^2)d1^213d2^244 + (3 + 3a + 4a^2)d1^214d2^244 + (4 + 4a + 1a^2)d1^215d2^244 + (4 + 0a + 4a^2)d1^216d2^244 + (0 + 4a + 2a^2)d1^217d2^244 + (1 + 4a + 2a^2)d1^218d2^244 + (3 + 0a + 1a^2)d1^219d2^244 + (4 + 1a + 3a^2)d1^220d2^244 + (0 + 4a + 2a^2)d1^221d2^244 + (0 + 3a + 2a^2)d1^222d2^244 + (2 + 2a + 0a^2)d1^223d2^244 + (1 + 1a + 2a^2)d1^224d2^244 + (4 + 3a + 3a^2)d1^225d2^244 + (4 + 4a + 4a^2)d1^226d2^244 + (4 + 3a + 2a^2)d1^227d2^244 + (2 + 2a + 1a^2)d1^228d2^244 + (3 + 2a + 2a^2)d1^229d2^244 + (0 + 3a + 3a^2)d1^230d2^244 + (1 + 0a + 3a^2)d1^231d2^244 + (4 + 1a + 0a^2)d1^232d2^244 + (2 + 4a + 4a^2)d1^233d2^244 + (3 + 3a + 4a^2)d1^234d2^244 + (4 + 4a + 4a^2)d1^235d2^244 + (1 + 1a + 4a^2)d1^236d2^244 + (0 + 3a + 2a^2)d1^237d2^244 + (3 + 3a + 4a^2)d1^238d2^244 + (3 + 1a + 4a^2)d1^239d2^244 + (4 + 2a + 2a^2)d1^240d2^244 + (3 + 0a + 2a^2)d1^241d2^244 + (0 + 1a + 2a^2)d1^242d2^244 + (4 + 4a + 4a^2)d1^243d2^244 + (3 + 4a + 0a^2)d1^244d2^244 + (2 + 2a + 3a^2)d1^245d2^244 + (0 + 4a + 4a^2)d1^246d2^244 + (4 + 3a + 3a^2)d1^247d2^244 + (0 + 4a + 3a^2)d1^248d2^244 + (3 + 3a + 3a^2)d1^249d2^244 + (2 + 4a + 3a^2)d1^250d2^244 + (0 + 0a + 3a^2)d1^251d2^244 + (4 + 1a + 0a^2)d1^252d2^244 + (3 + 3a + 4a^2)d1^253d2^244 + (3 + 3a + 2a^2)d1^254d2^244 + (3 + 1a + 2a^2)d1^255d2^244 + (4 + 0a + 3a^2)d1^256d2^244 + (4 + 0a + 0a^2)d1^257d2^244 + (4 + 3a + 0a^2)d1^258d2^244 + (0 + 2a + 2a^2)d1^259d2^244 + (4 + 2a + 1a^2)d1^260d2^244 + (3 + 2a + 0a^2)d1^261d2^244 + (3 + 2a + 1a^2)d1^262d2^244 + (4 + 3a + 0a^2)d1^263d2^244 + (4 + 3a + 3a^2)d1^264d2^244 + (1 + 0a + 4a^2)d1^265d2^244 + (0 + 4a + 3a^2)d1^266d2^244 + (4 + 4a + 2a^2)d1^267d2^244 + (0 + 1a + 3a^2)d1^268d2^244 + (2 + 4a + 2a^2)d1^269d2^244 + (1 + 0a + 1a^2)d1^270d2^244 + (2 + 1a + 4a^2)d1^271d2^244 + (0 + 2a + 4a^2)d1^272d2^244 + (2 + 0a + 1a^2)d1^273d2^244 + (1 + 4a + 4a^2)d1^274d2^244 + (3 + 4a + 1a^2)d1^275d2^244 + (1 + 0a + 2a^2)d1^276d2^244 + (4 + 3a + 0a^2)d1^277d2^244 + (3 + 2a + 0a^2)d1^278d2^244 + (3 + 4a + 4a^2)d1^279d2^244 + (4 + 2a + 1a^2)d1^280d2^244 + (2 + 3a + 1a^2)d1^281d2^244 + (2 + 1a + 4a^2)d1^282d2^244 + (2 + 4a + 3a^2)d1^283d2^244 + (0 + 2a + 3a^2)d1^284d2^244 + (1 + 0a + 2a^2)d1^285d2^244 + (0 + 2a + 0a^2)d1^286d2^244 + (0 + 3a + 1a^2)d1^287d2^244 + (3 + 3a + 1a^2)d1^288d2^244 + (0 + 3a + 1a^2)d1^289d2^244 + (2 + 2a + 3a^2)d1^290d2^244 + (0 + 0a + 3a^2)d1^291d2^244 + (4 + 2a + 0a^2)d1^292d2^244 + (0 + 2a + 1a^2)d1^293d2^244 + (1 + 4a + 4a^2)d2^245 + (3 + 0a + 0a^2)d1^1d2^245 + (3 + 0a + 2a^2)d1^2d2^245 + (2 + 1a + 1a^2)d1^3d2^245 + (2 + 0a + 3a^2)d1^4d2^245 + (1 + 1a + 3a^2)d1^5d2^245 + (0 + 1a + 2a^2)d1^6d2^245 + (0 + 4a + 3a^2)d1^7d2^245 + (2 + 0a + 1a^2)d1^8d2^245 + (4 + 0a + 4a^2)d1^9d2^245 + (4 + 2a + 3a^2)d1^10d2^245 + (0 + 3a + 2a^2)d1^11d2^245 + (3 + 0a + 2a^2)d1^12d2^245 + (2 + 1a + 3a^2)d1^13d2^245 + (2 + 2a + 4a^2)d1^14d2^245 + (4 + 1a + 4a^2)d1^15d2^245 + (4 + 2a + 4a^2)d1^16d2^245 + (4 + 4a + 3a^2)d1^17d2^245 + (1 + 3a + 3a^2)d1^18d2^245 + (0 + 4a + 1a^2)d1^19d2^245 + (0 + 2a + 3a^2)d1^20d2^245 + (4 + 1a + 3a^2)d1^21d2^245 + (2 + 0a + 2a^2)d1^22d2^245 + (2 + 4a + 0a^2)d1^23d2^245 + (1 + 1a + 3a^2)d1^24d2^245 + (4 + 1a + 4a^2)d1^25d2^245 + (4 + 1a + 1a^2)d1^26d2^245 + (2 + 4a + 2a^2)d1^27d2^245 + (1 + 1a + 2a^2)d1^28d2^245 + (4 + 1a + 1a^2)d1^29d2^245 + (0 + 4a + 4a^2)d1^30d2^245 + (3 + 0a + 4a^2)d1^31d2^245 + (1 + 1a + 2a^2)d1^32d2^245 + (4 + 3a + 2a^2)d1^33d2^245 + (2 + 0a + 2a^2)d1^34d2^245 + (0 + 3a + 2a^2)d1^35d2^245 + (1 + 0a + 4a^2)d1^36d2^245 + (3 + 3a + 2a^2)d1^37d2^245 + (4 + 1a + 4a^2)d1^38d2^245 + (0 + 1a + 2a^2)d1^39d2^245 + (3 + 0a + 2a^2)d1^40d2^245 + (0 + 0a + 1a^2)d1^41d2^245 + (0 + 0a + 1a^2)d1^42d2^245 + (1 + 3a + 1a^2)d1^43d2^245 + (1 + 0a + 0a^2)d1^44d2^245 + (4 + 4a + 0a^2)d1^45d2^245 + (4 + 1a + 3a^2)d1^46d2^245 + (2 + 0a + 4a^2)d1^47d2^245 + (4 + 0a + 2a^2)d1^48d2^245 + (0 + 4a + 0a^2)d1^49d2^245 + (0 + 3a + 1a^2)d1^50d2^245 + (0 + 2a + 3a^2)d1^51d2^245 + (4 + 3a + 4a^2)d1^52d2^245 + (0 + 4a + 0a^2)d1^53d2^245 + (2 + 2a + 4a^2)d1^54d2^245 + (0 + 1a + 3a^2)d1^55d2^245 + (3 + 1a + 3a^2)d1^56d2^245 + (4 + 0a + 3a^2)d1^57d2^245 + (0 + 0a + 4a^2)d1^58d2^245 + (4 + 0a + 3a^2)d1^59d2^245 + (4 + 3a + 1a^2)d1^60d2^245 + (4 + 1a + 1a^2)d1^61d2^245 + (1 + 1a + 2a^2)d1^62d2^245 + (0 + 3a + 2a^2)d1^63d2^245 + (3 + 2a + 2a^2)d1^64d2^245 + (4 + 0a + 0a^2)d1^65d2^245 + (1 + 3a + 1a^2)d1^66d2^245 + (0 + 3a + 4a^2)d1^67d2^245 + (1 + 2a + 1a^2)d1^68d2^245 + (4 + 4a + 3a^2)d1^69d2^245 + (2 + 0a + 0a^2)d1^70d2^245 + (1 + 4a + 0a^2)d1^71d2^245 + (2 + 2a + 0a^2)d1^72d2^245 + (1 + 4a + 1a^2)d1^73d2^245 + (0 + 1a + 3a^2)d1^74d2^245 + (3 + 0a + 4a^2)d1^75d2^245 + (1 + 3a + 2a^2)d1^76d2^245 + (0 + 0a + 2a^2)d1^77d2^245 + (1 + 4a + 4a^2)d1^78d2^245 + (3 + 0a + 0a^2)d1^79d2^245 + (1 + 1a + 4a^2)d1^80d2^245 + (0 + 3a + 1a^2)d1^81d2^245 + (1 + 3a + 2a^2)d1^82d2^245 + (0 + 0a + 1a^2)d1^83d2^245 + (3 + 0a + 1a^2)d1^84d2^245 + (4 + 3a + 3a^2)d1^85d2^245 + (4 + 3a + 1a^2)d1^86d2^245 + (1 + 2a + 3a^2)d1^87d2^245 + (0 + 2a + 1a^2)d1^88d2^245 + (3 + 2a + 0a^2)d1^89d2^245 + (3 + 1a + 2a^2)d1^90d2^245 + (4 + 3a + 1a^2)d1^91d2^245 + (0 + 0a + 4a^2)d1^92d2^245 + (2 + 2a + 0a^2)d1^93d2^245 + (3 + 4a + 0a^2)d1^94d2^245 + (0 + 3a + 0a^2)d1^95d2^245 + (0 + 3a + 3a^2)d1^96d2^245 + (0 + 3a + 3a^2)d1^97d2^245 + (2 + 0a + 3a^2)d1^98d2^245 + (1 + 1a + 4a^2)d1^99d2^245 + (2 + 1a + 4a^2)d1^100d2^245 + (3 + 2a + 0a^2)d1^101d2^245 + (4 + 1a + 1a^2)d1^102d2^245 + (4 + 4a + 0a^2)d1^103d2^245 + (0 + 1a + 1a^2)d1^104d2^245 + (3 + 1a + 0a^2)d1^105d2^245 + (2 + 3a + 2a^2)d1^106d2^245 + (4 + 0a + 2a^2)d1^107d2^245 + (2 + 1a + 4a^2)d1^108d2^245 + (4 + 3a + 1a^2)d1^109d2^245 + (2 + 2a + 3a^2)d1^110d2^245 + (4 + 1a + 1a^2)d1^111d2^245 + (0 + 2a + 2a^2)d1^112d2^245 + (4 + 0a + 2a^2)d1^113d2^245 + (3 + 2a + 2a^2)d1^114d2^245 + (1 + 0a + 0a^2)d1^115d2^245 + (0 + 4a + 4a^2)d1^116d2^245 + (0 + 2a + 3a^2)d1^117d2^245 + (0 + 0a + 4a^2)d1^118d2^245 + (3 + 4a + 2a^2)d1^119d2^245 + (2 + 4a + 2a^2)d1^120d2^245 + (2 + 0a + 1a^2)d1^121d2^245 + (1 + 4a + 0a^2)d1^122d2^245 + (3 + 3a + 4a^2)d1^123d2^245 + (1 + 2a + 0a^2)d1^124d2^245 + (2 + 3a + 2a^2)d1^125d2^245 + (1 + 2a + 1a^2)d1^126d2^245 + (2 + 3a + 4a^2)d1^127d2^245 + (3 + 1a + 2a^2)d1^128d2^245 + (0 + 1a + 3a^2)d1^129d2^245 + (3 + 4a + 2a^2)d1^130d2^245 + (2 + 3a + 4a^2)d1^131d2^245 + (3 + 4a + 3a^2)d1^132d2^245 + (1 + 4a + 1a^2)d1^133d2^245 + (2 + 0a + 4a^2)d1^134d2^245 + (0 + 4a + 1a^2)d1^135d2^245 + (2 + 4a + 0a^2)d1^136d2^245 + (0 + 1a + 2a^2)d1^137d2^245 + (3 + 0a + 3a^2)d1^138d2^245 + (4 + 1a + 2a^2)d1^139d2^245 + (4 + 3a + 3a^2)d1^140d2^245 + (4 + 3a + 2a^2)d1^141d2^245 + (1 + 4a + 3a^2)d1^142d2^245 + (0 + 4a + 1a^2)d1^143d2^245 + (4 + 0a + 4a^2)d1^144d2^245 + (3 + 1a + 4a^2)d1^145d2^245 + (0 + 0a + 3a^2)d1^146d2^245 + (3 + 3a + 0a^2)d1^147d2^245 + (1 + 3a + 4a^2)d1^148d2^245 + (3 + 2a + 2a^2)d1^149d2^245 + (4 + 1a + 3a^2)d1^150d2^245 + (3 + 3a + 4a^2)d1^151d2^245 + (2 + 1a + 4a^2)d1^152d2^245 + (0 + 1a + 2a^2)d1^153d2^245 + (3 + 2a + 3a^2)d1^154d2^245 + (2 + 4a + 2a^2)d1^155d2^245 + (1 + 3a + 2a^2)d1^156d2^245 + (2 + 4a + 4a^2)d1^157d2^245 + (2 + 4a + 2a^2)d1^158d2^245 + (4 + 1a + 3a^2)d1^159d2^245 + (2 + 4a + 4a^2)d1^160d2^245 + (1 + 2a + 3a^2)d1^161d2^245 + (3 + 2a + 3a^2)d1^162d2^245 + (1 + 1a + 2a^2)d1^163d2^245 + (4 + 2a + 2a^2)d1^164d2^245 + (2 + 2a + 2a^2)d1^165d2^245 + (0 + 2a + 4a^2)d1^166d2^245 + (2 + 0a + 2a^2)d1^167d2^245 + (1 + 0a + 1a^2)d1^168d2^245 + (2 + 2a + 2a^2)d1^169d2^245 + (0 + 3a + 0a^2)d1^170d2^245 + (3 + 4a + 1a^2)d1^171d2^245 + (1 + 3a + 4a^2)d1^172d2^245 + (2 + 4a + 1a^2)d1^173d2^245 + (2 + 0a + 0a^2)d1^174d2^245 + (3 + 1a + 2a^2)d1^175d2^245 + (2 + 4a + 1a^2)d1^176d2^245 + (4 + 3a + 3a^2)d1^177d2^245 + (0 + 1a + 2a^2)d1^178d2^245 + (1 + 4a + 2a^2)d1^179d2^245 + (0 + 2a + 3a^2)d1^180d2^245 + (3 + 4a + 0a^2)d1^181d2^245 + (1 + 2a + 2a^2)d1^182d2^245 + (2 + 2a + 0a^2)d1^183d2^245 + (0 + 4a + 0a^2)d1^184d2^245 + (2 + 0a + 0a^2)d1^185d2^245 + (3 + 4a + 4a^2)d1^186d2^245 + (2 + 2a + 3a^2)d1^187d2^245 + (1 + 4a + 4a^2)d1^188d2^245 + (3 + 0a + 4a^2)d1^189d2^245 + (3 + 2a + 4a^2)d1^190d2^245 + (4 + 3a + 1a^2)d1^191d2^245 + (2 + 2a + 4a^2)d1^192d2^245 + (0 + 1a + 1a^2)d1^193d2^245 + (2 + 3a + 4a^2)d1^194d2^245 + (2 + 1a + 4a^2)d1^195d2^245 + (1 + 2a + 3a^2)d1^196d2^245 + (3 + 2a + 0a^2)d1^197d2^245 + (2 + 3a + 0a^2)d1^198d2^245 + (4 + 3a + 4a^2)d1^199d2^245 + (4 + 0a + 1a^2)d1^200d2^245 + (2 + 1a + 1a^2)d1^201d2^245 + (2 + 4a + 0a^2)d1^202d2^245 + (3 + 3a + 0a^2)d1^203d2^245 + (4 + 0a + 4a^2)d1^204d2^245 + (4 + 1a + 0a^2)d1^205d2^245 + (0 + 3a + 4a^2)d1^206d2^245 + (3 + 2a + 0a^2)d1^207d2^245 + (1 + 4a + 0a^2)d1^208d2^245 + (4 + 3a + 2a^2)d1^209d2^245 + (3 + 3a + 0a^2)d1^210d2^245 + (4 + 1a + 3a^2)d1^211d2^245 + (1 + 3a + 3a^2)d1^212d2^245 + (2 + 4a + 1a^2)d1^213d2^245 + (3 + 3a + 1a^2)d1^214d2^245 + (2 + 1a + 2a^2)d1^215d2^245 + (3 + 3a + 0a^2)d1^216d2^245 + (3 + 3a + 1a^2)d1^217d2^245 + (4 + 4a + 4a^2)d1^218d2^245 + (3 + 3a + 2a^2)d1^219d2^245 + (1 + 3a + 2a^2)d1^220d2^245 + (4 + 3a + 1a^2)d1^221d2^245 + (4 + 0a + 2a^2)d1^222d2^245 + (3 + 2a + 0a^2)d1^223d2^245 + (4 + 4a + 2a^2)d1^224d2^245 + (1 + 1a + 3a^2)d1^225d2^245 + (2 + 3a + 1a^2)d1^226d2^245 + (1 + 2a + 0a^2)d1^227d2^245 + (3 + 2a + 2a^2)d1^228d2^245 + (4 + 1a + 0a^2)d1^229d2^245 + (1 + 3a + 1a^2)d1^230d2^245 + (1 + 1a + 1a^2)d1^231d2^245 + (2 + 2a + 2a^2)d1^232d2^245 + (4 + 0a + 2a^2)d1^233d2^245 + (1 + 1a + 1a^2)d1^234d2^245 + (1 + 2a + 0a^2)d1^235d2^245 + (0 + 3a + 4a^2)d1^236d2^245 + (4 + 2a + 2a^2)d1^237d2^245 + (1 + 4a + 1a^2)d1^238d2^245 + (2 + 1a + 0a^2)d1^239d2^245 + (2 + 4a + 3a^2)d1^240d2^245 + (0 + 2a + 2a^2)d1^241d2^245 + (4 + 2a + 2a^2)d1^242d2^245 + (2 + 4a + 4a^2)d1^243d2^245 + (2 + 4a + 0a^2)d1^244d2^245 + (0 + 2a + 2a^2)d1^245d2^245 + (4 + 3a + 1a^2)d1^246d2^245 + (0 + 2a + 4a^2)d1^247d2^245 + (1 + 3a + 2a^2)d1^248d2^245 + (2 + 1a + 1a^2)d1^249d2^245 + (3 + 2a + 3a^2)d1^250d2^245 + (2 + 0a + 4a^2)d1^251d2^245 + (4 + 4a + 4a^2)d1^252d2^245 + (4 + 0a + 4a^2)d1^253d2^245 + (1 + 0a + 1a^2)d1^254d2^245 + (0 + 2a + 1a^2)d1^255d2^245 + (3 + 2a + 1a^2)d1^256d2^245 + (3 + 1a + 3a^2)d1^257d2^245 + (2 + 0a + 2a^2)d1^258d2^245 + (3 + 4a + 0a^2)d1^259d2^245 + (2 + 2a + 0a^2)d1^260d2^245 + (0 + 2a + 3a^2)d1^261d2^245 + (1 + 0a + 0a^2)d1^262d2^245 + (1 + 1a + 2a^2)d1^263d2^245 + (4 + 2a + 1a^2)d1^264d2^245 + (2 + 1a + 1a^2)d1^265d2^245 + (4 + 0a + 4a^2)d1^266d2^245 + (3 + 1a + 2a^2)d1^267d2^245 + (0 + 1a + 4a^2)d1^268d2^245 + (2 + 2a + 1a^2)d1^269d2^245 + (2 + 2a + 3a^2)d1^270d2^245 + (0 + 4a + 3a^2)d1^271d2^245 + (4 + 2a + 1a^2)d1^272d2^245 + (0 + 4a + 0a^2)d1^273d2^245 + (3 + 4a + 4a^2)d1^274d2^245 + (4 + 2a + 4a^2)d1^275d2^245 + (2 + 0a + 0a^2)d1^276d2^245 + (4 + 1a + 0a^2)d1^277d2^245 + (3 + 0a + 3a^2)d1^278d2^245 + (3 + 4a + 2a^2)d1^279d2^245 + (1 + 2a + 1a^2)d1^280d2^245 + (1 + 4a + 3a^2)d1^281d2^245 + (1 + 1a + 0a^2)d1^282d2^245 + (0 + 4a + 0a^2)d1^283d2^245 + (2 + 2a + 4a^2)d1^284d2^245 + (2 + 0a + 3a^2)d1^285d2^245 + (3 + 2a + 4a^2)d1^286d2^245 + (3 + 1a + 3a^2)d1^287d2^245 + (0 + 3a + 0a^2)d1^288d2^245 + (0 + 0a + 1a^2)d1^289d2^245 + (0 + 2a + 1a^2)d1^290d2^245 + (3 + 1a + 1a^2)d1^291d2^245 + (2 + 2a + 3a^2)d1^292d2^245 + (0 + 0a + 3a^2)d1^293d2^245 + (1 + 2a + 0a^2)d2^246 + (1 + 1a + 3a^2)d1^1d2^246 + (4 + 0a + 1a^2)d1^2d2^246 + (1 + 1a + 0a^2)d1^3d2^246 + (1 + 1a + 4a^2)d1^4d2^246 + (2 + 1a + 3a^2)d1^5d2^246 + (2 + 2a + 3a^2)d1^6d2^246 + (0 + 4a + 3a^2)d1^7d2^246 + (4 + 1a + 4a^2)d1^8d2^246 + (2 + 4a + 3a^2)d1^9d2^246 + (4 + 0a + 1a^2)d1^10d2^246 + (1 + 2a + 2a^2)d1^11d2^246 + (3 + 2a + 2a^2)d1^12d2^246 + (0 + 4a + 0a^2)d1^13d2^246 + (1 + 3a + 4a^2)d1^14d2^246 + (0 + 3a + 0a^2)d1^15d2^246 + (2 + 3a + 1a^2)d1^16d2^246 + (4 + 2a + 0a^2)d1^17d2^246 + (0 + 1a + 4a^2)d1^18d2^246 + (4 + 1a + 4a^2)d1^19d2^246 + (4 + 2a + 0a^2)d1^20d2^246 + (3 + 1a + 0a^2)d1^21d2^246 + (3 + 2a + 0a^2)d1^22d2^246 + (0 + 4a + 4a^2)d1^23d2^246 + (4 + 2a + 0a^2)d1^24d2^246 + (1 + 1a + 2a^2)d1^25d2^246 + (1 + 3a + 2a^2)d1^26d2^246 + (1 + 3a + 3a^2)d1^27d2^246 + (4 + 0a + 1a^2)d1^29d2^246 + (1 + 4a + 2a^2)d1^30d2^246 + (3 + 2a + 2a^2)d1^31d2^246 + (0 + 3a + 3a^2)d1^32d2^246 + (0 + 1a + 1a^2)d1^33d2^246 + (4 + 3a + 0a^2)d1^34d2^246 + (0 + 4a + 4a^2)d1^35d2^246 + (1 + 4a + 2a^2)d1^36d2^246 + (3 + 0a + 3a^2)d1^37d2^246 + (1 + 2a + 1a^2)d1^38d2^246 + (0 + 3a + 0a^2)d1^39d2^246 + (0 + 3a + 0a^2)d1^40d2^246 + (4 + 1a + 2a^2)d1^41d2^246 + (4 + 2a + 0a^2)d1^42d2^246 + (3 + 2a + 1a^2)d1^43d2^246 + (4 + 3a + 2a^2)d1^44d2^246 + (1 + 3a + 0a^2)d1^45d2^246 + (3 + 1a + 3a^2)d1^46d2^246 + (0 + 3a + 3a^2)d1^47d2^246 + (3 + 1a + 4a^2)d1^48d2^246 + (3 + 3a + 3a^2)d1^49d2^246 + (4 + 2a + 1a^2)d1^50d2^246 + (4 + 4a + 1a^2)d1^51d2^246 + (3 + 0a + 1a^2)d1^52d2^246 + (3 + 0a + 4a^2)d1^53d2^246 + (2 + 3a + 1a^2)d1^54d2^246 + (1 + 3a + 4a^2)d1^55d2^246 + (1 + 0a + 4a^2)d1^56d2^246 + (2 + 0a + 0a^2)d1^57d2^246 + (3 + 2a + 4a^2)d1^58d2^246 + (1 + 4a + 0a^2)d1^59d2^246 + (1 + 3a + 0a^2)d1^60d2^246 + (1 + 0a + 1a^2)d1^61d2^246 + (4 + 0a + 2a^2)d1^62d2^246 + (3 + 4a + 4a^2)d1^63d2^246 + (1 + 4a + 3a^2)d1^64d2^246 + (1 + 0a + 1a^2)d1^65d2^246 + (3 + 2a + 1a^2)d1^66d2^246 + (1 + 0a + 4a^2)d1^67d2^246 + (2 + 4a + 2a^2)d1^68d2^246 + (4 + 2a + 4a^2)d1^69d2^246 + (4 + 1a + 1a^2)d1^70d2^246 + (4 + 3a + 0a^2)d1^71d2^246 + (1 + 1a + 2a^2)d1^72d2^246 + (2 + 1a + 2a^2)d1^73d2^246 + (0 + 3a + 3a^2)d1^74d2^246 + (4 + 4a + 1a^2)d1^75d2^246 + (1 + 1a + 0a^2)d1^76d2^246 + (2 + 2a + 2a^2)d1^77d2^246 + (4 + 1a + 2a^2)d1^78d2^246 + (2 + 2a + 3a^2)d1^79d2^246 + (4 + 3a + 4a^2)d1^80d2^246 + (1 + 3a + 0a^2)d1^81d2^246 + (2 + 1a + 1a^2)d1^82d2^246 + (0 + 1a + 0a^2)d1^83d2^246 + (4 + 2a + 0a^2)d1^84d2^246 + (4 + 1a + 3a^2)d1^85d2^246 + (3 + 2a + 2a^2)d1^86d2^246 + (2 + 1a + 4a^2)d1^87d2^246 + (1 + 4a + 3a^2)d1^88d2^246 + (4 + 1a + 2a^2)d1^89d2^246 + (4 + 4a + 1a^2)d1^90d2^246 + (3 + 4a + 1a^2)d1^91d2^246 + (1 + 3a + 1a^2)d1^92d2^246 + (2 + 3a + 0a^2)d1^93d2^246 + (4 + 1a + 0a^2)d1^94d2^246 + (2 + 2a + 0a^2)d1^95d2^246 + (1 + 4a + 2a^2)d1^96d2^246 + (2 + 0a + 0a^2)d1^97d2^246 + (2 + 4a + 4a^2)d1^98d2^246 + (1 + 2a + 4a^2)d1^99d2^246 + (2 + 4a + 2a^2)d1^100d2^246 + (3 + 1a + 1a^2)d1^101d2^246 + (3 + 1a + 3a^2)d1^102d2^246 + (2 + 0a + 0a^2)d1^103d2^246 + (4 + 3a + 0a^2)d1^104d2^246 + (2 + 0a + 2a^2)d1^105d2^246 + (3 + 4a + 3a^2)d1^106d2^246 + (3 + 2a + 0a^2)d1^107d2^246 + (2 + 3a + 1a^2)d1^108d2^246 + (3 + 4a + 2a^2)d1^109d2^246 + (4 + 2a + 0a^2)d1^110d2^246 + (0 + 0a + 1a^2)d1^111d2^246 + (4 + 2a + 2a^2)d1^112d2^246 + (1 + 1a + 2a^2)d1^113d2^246 + (4 + 0a + 0a^2)d1^114d2^246 + (1 + 0a + 0a^2)d1^115d2^246 + (2 + 0a + 0a^2)d1^116d2^246 + (2 + 1a + 1a^2)d1^117d2^246 + (1 + 3a + 2a^2)d1^118d2^246 + (3 + 4a + 1a^2)d1^119d2^246 + (3 + 4a + 3a^2)d1^120d2^246 + (3 + 4a + 4a^2)d1^121d2^246 + (1 + 4a + 0a^2)d1^122d2^246 + (1 + 1a + 0a^2)d1^123d2^246 + (3 + 1a + 3a^2)d1^124d2^246 + (2 + 4a + 3a^2)d1^125d2^246 + (0 + 4a + 0a^2)d1^126d2^246 + (4 + 4a + 0a^2)d1^127d2^246 + (4 + 3a + 1a^2)d1^128d2^246 + (3 + 2a + 4a^2)d1^129d2^246 + (2 + 1a + 0a^2)d1^130d2^246 + (2 + 3a + 1a^2)d1^131d2^246 + (2 + 3a + 2a^2)d1^132d2^246 + (3 + 3a + 4a^2)d1^133d2^246 + (3 + 0a + 3a^2)d1^134d2^246 + (1 + 4a + 0a^2)d1^135d2^246 + (3 + 1a + 1a^2)d1^136d2^246 + (0 + 0a + 3a^2)d1^137d2^246 + (1 + 2a + 2a^2)d1^138d2^246 + (0 + 1a + 2a^2)d1^139d2^246 + (0 + 3a + 2a^2)d1^140d2^246 + (4 + 1a + 1a^2)d1^141d2^246 + (3 + 1a + 0a^2)d1^142d2^246 + (1 + 3a + 4a^2)d1^143d2^246 + (0 + 3a + 0a^2)d1^144d2^246 + (4 + 2a + 4a^2)d1^145d2^246 + (4 + 3a + 0a^2)d1^146d2^246 + (3 + 1a + 3a^2)d1^147d2^246 + (4 + 1a + 2a^2)d1^148d2^246 + (4 + 1a + 3a^2)d1^149d2^246 + (2 + 3a + 1a^2)d1^150d2^246 + (0 + 3a + 3a^2)d1^151d2^246 + (0 + 0a + 1a^2)d1^152d2^246 + (1 + 0a + 4a^2)d1^153d2^246 + (0 + 4a + 2a^2)d1^154d2^246 + (4 + 2a + 1a^2)d1^155d2^246 + (3 + 3a + 3a^2)d1^156d2^246 + (4 + 2a + 4a^2)d1^157d2^246 + (1 + 2a + 2a^2)d1^158d2^246 + (4 + 2a + 3a^2)d1^159d2^246 + (3 + 2a + 2a^2)d1^160d2^246 + (4 + 0a + 2a^2)d1^161d2^246 + (1 + 0a + 3a^2)d1^162d2^246 + (0 + 3a + 0a^2)d1^163d2^246 + (2 + 3a + 2a^2)d1^164d2^246 + (3 + 2a + 3a^2)d1^165d2^246 + (3 + 2a + 3a^2)d1^166d2^246 + (0 + 1a + 1a^2)d1^167d2^246 + (4 + 0a + 1a^2)d1^168d2^246 + (3 + 0a + 1a^2)d1^169d2^246 + (4 + 2a + 0a^2)d1^170d2^246 + (2 + 3a + 3a^2)d1^171d2^246 + (3 + 0a + 2a^2)d1^172d2^246 + (3 + 1a + 0a^2)d1^173d2^246 + (2 + 2a + 3a^2)d1^174d2^246 + (1 + 4a + 4a^2)d1^175d2^246 + (1 + 2a + 0a^2)d1^176d2^246 + (4 + 2a + 0a^2)d1^177d2^246 + (3 + 2a + 2a^2)d1^178d2^246 + (2 + 0a + 0a^2)d1^179d2^246 + (0 + 0a + 3a^2)d1^180d2^246 + (0 + 0a + 1a^2)d1^181d2^246 + (3 + 2a + 1a^2)d1^182d2^246 + (1 + 0a + 1a^2)d1^183d2^246 + (2 + 0a + 1a^2)d1^184d2^246 + (0 + 3a + 0a^2)d1^185d2^246 + (0 + 3a + 2a^2)d1^186d2^246 + (0 + 4a + 3a^2)d1^187d2^246 + (3 + 0a + 3a^2)d1^188d2^246 + (0 + 0a + 1a^2)d1^189d2^246 + (4 + 4a + 2a^2)d1^190d2^246 + (4 + 0a + 2a^2)d1^191d2^246 + (1 + 2a + 4a^2)d1^192d2^246 + (2 + 4a + 0a^2)d1^193d2^246 + (1 + 4a + 1a^2)d1^194d2^246 + (4 + 0a + 1a^2)d1^195d2^246 + (4 + 3a + 3a^2)d1^196d2^246 + (2 + 4a + 2a^2)d1^197d2^246 + (2 + 0a + 3a^2)d1^198d2^246 + (4 + 3a + 4a^2)d1^199d2^246 + (2 + 3a + 0a^2)d1^200d2^246 + (3 + 4a + 2a^2)d1^201d2^246 + (4 + 4a + 4a^2)d1^202d2^246 + (2 + 1a + 0a^2)d1^203d2^246 + (4 + 0a + 3a^2)d1^204d2^246 + (4 + 4a + 3a^2)d1^205d2^246 + (1 + 4a + 3a^2)d1^206d2^246 + (3 + 1a + 2a^2)d1^207d2^246 + (4 + 3a + 2a^2)d1^208d2^246 + (3 + 2a + 0a^2)d1^209d2^246 + (1 + 2a + 4a^2)d1^210d2^246 + (4 + 2a + 3a^2)d1^211d2^246 + (1 + 0a + 1a^2)d1^212d2^246 + (1 + 3a + 3a^2)d1^213d2^246 + (0 + 3a + 3a^2)d1^214d2^246 + (1 + 1a + 4a^2)d1^215d2^246 + (3 + 3a + 2a^2)d1^216d2^246 + (2 + 1a + 2a^2)d1^217d2^246 + (1 + 2a + 0a^2)d1^218d2^246 + (1 + 4a + 0a^2)d1^219d2^246 + (0 + 0a + 2a^2)d1^220d2^246 + (2 + 2a + 1a^2)d1^221d2^246 + (0 + 0a + 1a^2)d1^222d2^246 + (0 + 1a + 3a^2)d1^223d2^246 + (3 + 1a + 0a^2)d1^224d2^246 + (2 + 0a + 4a^2)d1^225d2^246 + (2 + 0a + 3a^2)d1^226d2^246 + (3 + 4a + 2a^2)d1^227d2^246 + (4 + 0a + 2a^2)d1^228d2^246 + (3 + 4a + 0a^2)d1^229d2^246 + (3 + 1a + 1a^2)d1^230d2^246 + (1 + 2a + 1a^2)d1^231d2^246 + (0 + 3a + 0a^2)d1^232d2^246 + (4 + 2a + 1a^2)d1^233d2^246 + (3 + 1a + 3a^2)d1^234d2^246 + (1 + 0a + 1a^2)d1^235d2^246 + (2 + 4a + 1a^2)d1^236d2^246 + (2 + 3a + 3a^2)d1^237d2^246 + (2 + 2a + 4a^2)d1^238d2^246 + (4 + 4a + 0a^2)d1^239d2^246 + (3 + 3a + 4a^2)d1^240d2^246 + (0 + 2a + 2a^2)d1^241d2^246 + (2 + 1a + 1a^2)d1^242d2^246 + (4 + 2a + 1a^2)d1^243d2^246 + (0 + 1a + 4a^2)d1^244d2^246 + (0 + 1a + 3a^2)d1^245d2^246 + (3 + 4a + 0a^2)d1^246d2^246 + (0 + 2a + 2a^2)d1^247d2^246 + (3 + 3a + 3a^2)d1^248d2^246 + (3 + 4a + 0a^2)d1^249d2^246 + (0 + 3a + 4a^2)d1^250d2^246 + (1 + 3a + 4a^2)d1^251d2^246 + (3 + 0a + 0a^2)d1^252d2^246 + (2 + 1a + 4a^2)d1^253d2^246 + (0 + 4a + 0a^2)d1^254d2^246 + (3 + 1a + 0a^2)d1^255d2^246 + (4 + 1a + 2a^2)d1^256d2^246 + (4 + 4a + 2a^2)d1^257d2^246 + (4 + 1a + 2a^2)d1^258d2^246 + (1 + 2a + 3a^2)d1^259d2^246 + (1 + 4a + 4a^2)d1^260d2^246 + (4 + 0a + 4a^2)d1^261d2^246 + (1 + 1a + 3a^2)d1^262d2^246 + (4 + 3a + 3a^2)d1^263d2^246 + (1 + 4a + 3a^2)d1^264d2^246 + (1 + 0a + 3a^2)d1^265d2^246 + (4 + 1a + 3a^2)d1^266d2^246 + (2 + 2a + 0a^2)d1^267d2^246 + (4 + 3a + 0a^2)d1^268d2^246 + (1 + 2a + 0a^2)d1^269d2^246 + (4 + 2a + 1a^2)d1^270d2^246 + (3 + 3a + 2a^2)d1^271d2^246 + (4 + 4a + 0a^2)d1^272d2^246 + (4 + 2a + 1a^2)d1^273d2^246 + (1 + 2a + 1a^2)d1^274d2^246 + (1 + 0a + 3a^2)d1^275d2^246 + (2 + 4a + 2a^2)d1^276d2^246 + (3 + 3a + 2a^2)d1^277d2^246 + (3 + 3a + 3a^2)d1^278d2^246 + (1 + 1a + 2a^2)d1^279d2^246 + (3 + 2a + 3a^2)d1^280d2^246 + (4 + 2a + 3a^2)d1^281d2^246 + (3 + 3a + 4a^2)d1^282d2^246 + (4 + 3a + 2a^2)d1^283d2^246 + (4 + 1a + 0a^2)d1^284d2^246 + (0 + 0a + 4a^2)d1^285d2^246 + (3 + 2a + 2a^2)d1^286d2^246 + (0 + 0a + 4a^2)d1^287d2^246 + (0 + 0a + 2a^2)d1^288d2^246 + (3 + 1a + 2a^2)d1^289d2^246 + (0 + 3a + 4a^2)d1^290d2^246 + (1 + 2a + 2a^2)d1^291d2^246 + (2 + 4a + 1a^2)d1^292d2^246 + (2 + 1a + 0a^2)d1^293d2^246 + (3 + 2a + 2a^2)d2^247 + (0 + 2a + 1a^2)d1^1d2^247 + (2 + 0a + 0a^2)d1^2d2^247 + (0 + 3a + 0a^2)d1^3d2^247 + (1 + 4a + 1a^2)d1^4d2^247 + (2 + 0a + 2a^2)d1^5d2^247 + (3 + 1a + 4a^2)d1^6d2^247 + (0 + 2a + 4a^2)d1^7d2^247 + (1 + 3a + 2a^2)d1^8d2^247 + (2 + 2a + 4a^2)d1^9d2^247 + (4 + 2a + 0a^2)d1^10d2^247 + (3 + 4a + 0a^2)d1^11d2^247 + (4 + 0a + 4a^2)d1^12d2^247 + (2 + 2a + 3a^2)d1^13d2^247 + (4 + 2a + 4a^2)d1^14d2^247 + (4 + 1a + 0a^2)d1^15d2^247 + (2 + 1a + 3a^2)d1^16d2^247 + (0 + 4a + 4a^2)d1^17d2^247 + (4 + 0a + 4a^2)d1^18d2^247 + (1 + 4a + 1a^2)d1^19d2^247 + (3 + 0a + 1a^2)d1^20d2^247 + (1 + 0a + 3a^2)d1^21d2^247 + (2 + 0a + 3a^2)d1^22d2^247 + (3 + 3a + 3a^2)d1^23d2^247 + (4 + 0a + 4a^2)d1^24d2^247 + (2 + 4a + 2a^2)d1^25d2^247 + (0 + 1a + 1a^2)d1^26d2^247 + (0 + 3a + 3a^2)d1^27d2^247 + (2 + 1a + 3a^2)d1^28d2^247 + (4 + 3a + 0a^2)d1^29d2^247 + (4 + 3a + 2a^2)d1^30d2^247 + (4 + 1a + 4a^2)d1^31d2^247 + (4 + 1a + 1a^2)d1^32d2^247 + (2 + 0a + 2a^2)d1^33d2^247 + (3 + 2a + 4a^2)d1^34d2^247 + (2 + 3a + 2a^2)d1^35d2^247 + (1 + 0a + 0a^2)d1^36d2^247 + (1 + 0a + 2a^2)d1^37d2^247 + (2 + 3a + 4a^2)d1^38d2^247 + (2 + 2a + 3a^2)d1^39d2^247 + (4 + 2a + 1a^2)d1^40d2^247 + (4 + 0a + 3a^2)d1^41d2^247 + (1 + 1a + 3a^2)d1^42d2^247 + (1 + 2a + 0a^2)d1^43d2^247 + (4 + 4a + 3a^2)d1^44d2^247 + (3 + 4a + 2a^2)d1^46d2^247 + (3 + 2a + 3a^2)d1^47d2^247 + (4 + 3a + 0a^2)d1^48d2^247 + (4 + 4a + 4a^2)d1^49d2^247 + (4 + 2a + 2a^2)d1^50d2^247 + (2 + 4a + 4a^2)d1^51d2^247 + (0 + 4a + 3a^2)d1^52d2^247 + (0 + 4a + 1a^2)d1^53d2^247 + (1 + 1a + 3a^2)d1^54d2^247 + (2 + 3a + 3a^2)d1^55d2^247 + (4 + 1a + 0a^2)d1^56d2^247 + (2 + 0a + 1a^2)d1^57d2^247 + (2 + 4a + 0a^2)d1^58d2^247 + (0 + 2a + 4a^2)d1^59d2^247 + (4 + 0a + 4a^2)d1^60d2^247 + (0 + 0a + 1a^2)d1^61d2^247 + (3 + 0a + 4a^2)d1^62d2^247 + (4 + 1a + 4a^2)d1^63d2^247 + (2 + 3a + 1a^2)d1^64d2^247 + (0 + 4a + 0a^2)d1^65d2^247 + (4 + 2a + 4a^2)d1^66d2^247 + (0 + 4a + 0a^2)d1^67d2^247 + (4 + 0a + 1a^2)d1^68d2^247 + (0 + 2a + 4a^2)d1^69d2^247 + (1 + 4a + 3a^2)d1^70d2^247 + (2 + 2a + 1a^2)d1^71d2^247 + (1 + 0a + 2a^2)d1^72d2^247 + (2 + 4a + 3a^2)d1^73d2^247 + (3 + 2a + 4a^2)d1^74d2^247 + (2 + 2a + 0a^2)d1^75d2^247 + (2 + 3a + 3a^2)d1^76d2^247 + (1 + 1a + 3a^2)d1^77d2^247 + (2 + 2a + 3a^2)d1^78d2^247 + (3 + 4a + 3a^2)d1^79d2^247 + (1 + 2a + 3a^2)d1^80d2^247 + (4 + 1a + 2a^2)d1^81d2^247 + (3 + 4a + 4a^2)d1^82d2^247 + (3 + 3a + 4a^2)d1^83d2^247 + (1 + 3a + 0a^2)d1^84d2^247 + (2 + 1a + 2a^2)d1^85d2^247 + (0 + 4a + 2a^2)d1^86d2^247 + (1 + 3a + 1a^2)d1^87d2^247 + (0 + 4a + 0a^2)d1^88d2^247 + (0 + 0a + 2a^2)d1^89d2^247 + (3 + 0a + 4a^2)d1^90d2^247 + (2 + 1a + 3a^2)d1^91d2^247 + (1 + 0a + 1a^2)d1^92d2^247 + (2 + 1a + 4a^2)d1^93d2^247 + (3 + 0a + 2a^2)d1^94d2^247 + (1 + 3a + 2a^2)d1^95d2^247 + (2 + 3a + 3a^2)d1^96d2^247 + (0 + 1a + 0a^2)d1^97d2^247 + (2 + 1a + 3a^2)d1^98d2^247 + (4 + 0a + 2a^2)d1^99d2^247 + (1 + 1a + 4a^2)d1^100d2^247 + (2 + 0a + 2a^2)d1^101d2^247 + (2 + 1a + 4a^2)d1^102d2^247 + (4 + 4a + 0a^2)d1^103d2^247 + (1 + 1a + 2a^2)d1^104d2^247 + (4 + 0a + 0a^2)d1^105d2^247 + (1 + 2a + 0a^2)d1^106d2^247 + (0 + 3a + 4a^2)d1^107d2^247 + (1 + 3a + 3a^2)d1^108d2^247 + (3 + 1a + 1a^2)d1^109d2^247 + (1 + 2a + 1a^2)d1^110d2^247 + (3 + 0a + 3a^2)d1^111d2^247 + (1 + 4a + 4a^2)d1^112d2^247 + (0 + 2a + 4a^2)d1^113d2^247 + (3 + 1a + 2a^2)d1^114d2^247 + (0 + 1a + 3a^2)d1^115d2^247 + (3 + 0a + 0a^2)d1^116d2^247 + (3 + 0a + 3a^2)d1^117d2^247 + (0 + 0a + 1a^2)d1^118d2^247 + (0 + 0a + 3a^2)d1^119d2^247 + (4 + 4a + 0a^2)d1^120d2^247 + (0 + 4a + 4a^2)d1^121d2^247 + (2 + 4a + 1a^2)d1^122d2^247 + (3 + 1a + 1a^2)d1^123d2^247 + (2 + 1a + 2a^2)d1^124d2^247 + (2 + 1a + 2a^2)d1^125d2^247 + (3 + 1a + 3a^2)d1^126d2^247 + (2 + 0a + 2a^2)d1^127d2^247 + (2 + 4a + 0a^2)d1^128d2^247 + (0 + 0a + 4a^2)d1^129d2^247 + (3 + 4a + 0a^2)d1^130d2^247 + (1 + 2a + 4a^2)d1^131d2^247 + (2 + 4a + 4a^2)d1^132d2^247 + (2 + 0a + 0a^2)d1^133d2^247 + (1 + 2a + 2a^2)d1^134d2^247 + (0 + 2a + 4a^2)d1^135d2^247 + (0 + 3a + 0a^2)d1^136d2^247 + (1 + 4a + 3a^2)d1^137d2^247 + (3 + 0a + 2a^2)d1^138d2^247 + (4 + 4a + 3a^2)d1^139d2^247 + (0 + 0a + 1a^2)d1^140d2^247 + (4 + 0a + 3a^2)d1^141d2^247 + (2 + 1a + 1a^2)d1^142d2^247 + (0 + 1a + 3a^2)d1^143d2^247 + (1 + 3a + 1a^2)d1^144d2^247 + (2 + 1a + 3a^2)d1^145d2^247 + (4 + 4a + 1a^2)d1^146d2^247 + (2 + 1a + 3a^2)d1^147d2^247 + (0 + 0a + 4a^2)d1^148d2^247 + (4 + 0a + 4a^2)d1^149d2^247 + (4 + 2a + 2a^2)d1^150d2^247 + (0 + 1a + 3a^2)d1^151d2^247 + (4 + 1a + 4a^2)d1^152d2^247 + (3 + 0a + 4a^2)d1^153d2^247 + (2 + 1a + 0a^2)d1^154d2^247 + (3 + 3a + 1a^2)d1^155d2^247 + (3 + 3a + 0a^2)d1^156d2^247 + (0 + 4a + 4a^2)d1^157d2^247 + (4 + 1a + 4a^2)d1^158d2^247 + (1 + 2a + 2a^2)d1^159d2^247 + (3 + 2a + 3a^2)d1^160d2^247 + (3 + 3a + 4a^2)d1^161d2^247 + (2 + 0a + 0a^2)d1^162d2^247 + (2 + 4a + 4a^2)d1^163d2^247 + (4 + 0a + 0a^2)d1^164d2^247 + (3 + 0a + 3a^2)d1^165d2^247 + (0 + 2a + 2a^2)d1^166d2^247 + (0 + 3a + 1a^2)d1^167d2^247 + (4 + 2a + 0a^2)d1^168d2^247 + (3 + 1a + 3a^2)d1^169d2^247 + (0 + 3a + 1a^2)d1^170d2^247 + (2 + 0a + 4a^2)d1^171d2^247 + (2 + 2a + 3a^2)d1^172d2^247 + (2 + 4a + 2a^2)d1^173d2^247 + (0 + 1a + 2a^2)d1^174d2^247 + (4 + 0a + 3a^2)d1^175d2^247 + (3 + 1a + 1a^2)d1^176d2^247 + (3 + 2a + 1a^2)d1^177d2^247 + (3 + 0a + 3a^2)d1^178d2^247 + (0 + 3a + 1a^2)d1^179d2^247 + (4 + 2a + 1a^2)d1^180d2^247 + (0 + 4a + 1a^2)d1^181d2^247 + (3 + 1a + 0a^2)d1^182d2^247 + (2 + 0a + 4a^2)d1^183d2^247 + (0 + 4a + 0a^2)d1^184d2^247 + (0 + 0a + 1a^2)d1^185d2^247 + (0 + 4a + 4a^2)d1^186d2^247 + (1 + 1a + 2a^2)d1^187d2^247 + (1 + 3a + 2a^2)d1^188d2^247 + (3 + 1a + 0a^2)d1^189d2^247 + (2 + 1a + 2a^2)d1^190d2^247 + (0 + 3a + 3a^2)d1^191d2^247 + (0 + 0a + 2a^2)d1^192d2^247 + (3 + 2a + 4a^2)d1^193d2^247 + (0 + 4a + 4a^2)d1^194d2^247 + (1 + 2a + 1a^2)d1^195d2^247 + (0 + 3a + 0a^2)d1^196d2^247 + (1 + 2a + 4a^2)d1^197d2^247 + (2 + 4a + 0a^2)d1^198d2^247 + (3 + 4a + 0a^2)d1^199d2^247 + (1 + 3a + 2a^2)d1^200d2^247 + (0 + 2a + 4a^2)d1^201d2^247 + (4 + 1a + 2a^2)d1^202d2^247 + (2 + 4a + 0a^2)d1^203d2^247 + (4 + 0a + 1a^2)d1^204d2^247 + (4 + 0a + 2a^2)d1^205d2^247 + (1 + 0a + 3a^2)d1^206d2^247 + (3 + 0a + 4a^2)d1^207d2^247 + (0 + 4a + 0a^2)d1^208d2^247 + (4 + 4a + 2a^2)d1^209d2^247 + (2 + 3a + 4a^2)d1^210d2^247 + (2 + 4a + 4a^2)d1^211d2^247 + (4 + 1a + 0a^2)d1^212d2^247 + (1 + 0a + 2a^2)d1^213d2^247 + (3 + 0a + 2a^2)d1^214d2^247 + (2 + 0a + 3a^2)d1^215d2^247 + (0 + 3a + 4a^2)d1^216d2^247 + (2 + 1a + 2a^2)d1^217d2^247 + (2 + 0a + 4a^2)d1^218d2^247 + (1 + 1a + 0a^2)d1^219d2^247 + (4 + 3a + 4a^2)d1^220d2^247 + (0 + 3a + 3a^2)d1^221d2^247 + (4 + 0a + 3a^2)d1^222d2^247 + (1 + 4a + 2a^2)d1^223d2^247 + (0 + 0a + 1a^2)d1^224d2^247 + (2 + 2a + 3a^2)d1^225d2^247 + (0 + 0a + 2a^2)d1^226d2^247 + (2 + 1a + 3a^2)d1^227d2^247 + (4 + 2a + 3a^2)d1^228d2^247 + (1 + 4a + 1a^2)d1^229d2^247 + (4 + 3a + 1a^2)d1^230d2^247 + (0 + 2a + 1a^2)d1^231d2^247 + (2 + 4a + 4a^2)d1^232d2^247 + (3 + 1a + 3a^2)d1^233d2^247 + (4 + 4a + 3a^2)d1^234d2^247 + (1 + 1a + 2a^2)d1^235d2^247 + (1 + 0a + 3a^2)d1^236d2^247 + (0 + 2a + 2a^2)d1^237d2^247 + (3 + 1a + 0a^2)d1^238d2^247 + (3 + 1a + 1a^2)d1^239d2^247 + (2 + 3a + 4a^2)d1^240d2^247 + (1 + 1a + 3a^2)d1^241d2^247 + (2 + 0a + 1a^2)d1^242d2^247 + (1 + 2a + 0a^2)d1^243d2^247 + (3 + 4a + 4a^2)d1^244d2^247 + (2 + 0a + 4a^2)d1^245d2^247 + (0 + 1a + 0a^2)d1^246d2^247 + (2 + 1a + 1a^2)d1^247d2^247 + (2 + 2a + 4a^2)d1^248d2^247 + (2 + 1a + 3a^2)d1^249d2^247 + (0 + 4a + 1a^2)d1^250d2^247 + (3 + 3a + 2a^2)d1^252d2^247 + (2 + 2a + 1a^2)d1^253d2^247 + (3 + 3a + 4a^2)d1^254d2^247 + (1 + 1a + 2a^2)d1^255d2^247 + (0 + 3a + 2a^2)d1^257d2^247 + (2 + 0a + 1a^2)d1^258d2^247 + (4 + 0a + 4a^2)d1^259d2^247 + (0 + 2a + 1a^2)d1^260d2^247 + (0 + 2a + 0a^2)d1^261d2^247 + (2 + 2a + 1a^2)d1^263d2^247 + (3 + 0a + 0a^2)d1^264d2^247 + (3 + 4a + 2a^2)d1^265d2^247 + (4 + 1a + 3a^2)d1^266d2^247 + (0 + 3a + 4a^2)d1^267d2^247 + (1 + 2a + 1a^2)d1^268d2^247 + (0 + 3a + 0a^2)d1^269d2^247 + (2 + 0a + 0a^2)d1^270d2^247 + (2 + 3a + 0a^2)d1^271d2^247 + (3 + 1a + 4a^2)d1^272d2^247 + (2 + 0a + 0a^2)d1^273d2^247 + (2 + 0a + 3a^2)d1^274d2^247 + (1 + 1a + 2a^2)d1^275d2^247 + (4 + 0a + 0a^2)d1^276d2^247 + (4 + 0a + 4a^2)d1^277d2^247 + (4 + 3a + 4a^2)d1^278d2^247 + (3 + 4a + 3a^2)d1^279d2^247 + (4 + 2a + 3a^2)d1^280d2^247 + (1 + 4a + 0a^2)d1^281d2^247 + (1 + 3a + 1a^2)d1^282d2^247 + (4 + 3a + 3a^2)d1^283d2^247 + (2 + 2a + 2a^2)d1^284d2^247 + (3 + 2a + 2a^2)d1^285d2^247 + (1 + 1a + 1a^2)d1^286d2^247 + (0 + 4a + 4a^2)d1^287d2^247 + (4 + 2a + 4a^2)d1^288d2^247 + (2 + 0a + 1a^2)d1^289d2^247 + (3 + 4a + 0a^2)d1^290d2^247 + (1 + 0a + 4a^2)d1^291d2^247 + (1 + 4a + 3a^2)d1^292d2^247 + (0 + 4a + 3a^2)d1^293d2^247 + (0 + 1a + 2a^2)d2^248 + (2 + 1a + 2a^2)d1^1d2^248 + (1 + 3a + 0a^2)d1^2d2^248 + (4 + 4a + 4a^2)d1^3d2^248 + (1 + 2a + 2a^2)d1^4d2^248 + (1 + 0a + 1a^2)d1^5d2^248 + (4 + 3a + 0a^2)d1^6d2^248 + (0 + 4a + 3a^2)d1^7d2^248 + (4 + 2a + 4a^2)d1^8d2^248 + (2 + 0a + 2a^2)d1^9d2^248 + (2 + 1a + 3a^2)d1^10d2^248 + (1 + 3a + 4a^2)d1^11d2^248 + (0 + 3a + 3a^2)d1^12d2^248 + (0 + 4a + 1a^2)d1^13d2^248 + (2 + 4a + 2a^2)d1^14d2^248 + (1 + 4a + 0a^2)d1^15d2^248 + (1 + 4a + 3a^2)d1^16d2^248 + (1 + 4a + 2a^2)d1^17d2^248 + (3 + 0a + 4a^2)d1^18d2^248 + (2 + 3a + 0a^2)d1^19d2^248 + (3 + 4a + 0a^2)d1^20d2^248 + (4 + 4a + 2a^2)d1^21d2^248 + (0 + 3a + 3a^2)d1^22d2^248 + (0 + 3a + 3a^2)d1^23d2^248 + (0 + 0a + 4a^2)d1^24d2^248 + (3 + 1a + 3a^2)d1^25d2^248 + (4 + 1a + 4a^2)d1^26d2^248 + (3 + 2a + 2a^2)d1^27d2^248 + (0 + 2a + 2a^2)d1^28d2^248 + (4 + 3a + 1a^2)d1^29d2^248 + (0 + 1a + 4a^2)d1^30d2^248 + (2 + 0a + 4a^2)d1^31d2^248 + (2 + 3a + 0a^2)d1^32d2^248 + (0 + 3a + 1a^2)d1^33d2^248 + (2 + 2a + 2a^2)d1^34d2^248 + (2 + 2a + 2a^2)d1^35d2^248 + (2 + 4a + 2a^2)d1^36d2^248 + (3 + 3a + 2a^2)d1^37d2^248 + (3 + 0a + 1a^2)d1^38d2^248 + (4 + 2a + 3a^2)d1^39d2^248 + (3 + 2a + 4a^2)d1^40d2^248 + (0 + 1a + 1a^2)d1^41d2^248 + (0 + 4a + 2a^2)d1^42d2^248 + (1 + 0a + 1a^2)d1^43d2^248 + (0 + 4a + 1a^2)d1^44d2^248 + (1 + 2a + 2a^2)d1^45d2^248 + (1 + 1a + 2a^2)d1^46d2^248 + (4 + 1a + 4a^2)d1^47d2^248 + (0 + 4a + 1a^2)d1^48d2^248 + (4 + 1a + 4a^2)d1^49d2^248 + (0 + 4a + 1a^2)d1^50d2^248 + (1 + 2a + 1a^2)d1^51d2^248 + (0 + 0a + 3a^2)d1^52d2^248 + (1 + 0a + 0a^2)d1^53d2^248 + (2 + 1a + 2a^2)d1^54d2^248 + (0 + 3a + 1a^2)d1^55d2^248 + (3 + 3a + 2a^2)d1^56d2^248 + (1 + 1a + 2a^2)d1^57d2^248 + (1 + 0a + 0a^2)d1^58d2^248 + (4 + 3a + 0a^2)d1^59d2^248 + (3 + 0a + 0a^2)d1^60d2^248 + (2 + 4a + 0a^2)d1^61d2^248 + (3 + 0a + 4a^2)d1^62d2^248 + (4 + 1a + 3a^2)d1^63d2^248 + (1 + 3a + 0a^2)d1^64d2^248 + (2 + 3a + 3a^2)d1^65d2^248 + (0 + 3a + 4a^2)d1^66d2^248 + (4 + 1a + 4a^2)d1^67d2^248 + (3 + 1a + 4a^2)d1^68d2^248 + (0 + 4a + 4a^2)d1^69d2^248 + (0 + 2a + 3a^2)d1^70d2^248 + (3 + 1a + 3a^2)d1^71d2^248 + (1 + 4a + 0a^2)d1^72d2^248 + (3 + 1a + 1a^2)d1^73d2^248 + (4 + 3a + 4a^2)d1^74d2^248 + (2 + 0a + 1a^2)d1^75d2^248 + (4 + 0a + 1a^2)d1^76d2^248 + (4 + 1a + 0a^2)d1^77d2^248 + (0 + 1a + 1a^2)d1^78d2^248 + (2 + 3a + 0a^2)d1^79d2^248 + (1 + 3a + 2a^2)d1^80d2^248 + (1 + 0a + 1a^2)d1^81d2^248 + (3 + 0a + 0a^2)d1^82d2^248 + (1 + 2a + 4a^2)d1^83d2^248 + (4 + 4a + 0a^2)d1^84d2^248 + (1 + 0a + 4a^2)d1^85d2^248 + (2 + 3a + 3a^2)d1^86d2^248 + (1 + 4a + 1a^2)d1^87d2^248 + (2 + 4a + 0a^2)d1^88d2^248 + (1 + 3a + 0a^2)d1^89d2^248 + (4 + 0a + 2a^2)d1^90d2^248 + (0 + 4a + 4a^2)d1^91d2^248 + (3 + 0a + 4a^2)d1^92d2^248 + (4 + 2a + 4a^2)d1^93d2^248 + (1 + 0a + 2a^2)d1^94d2^248 + (0 + 3a + 4a^2)d1^95d2^248 + (3 + 4a + 3a^2)d1^96d2^248 + (0 + 0a + 2a^2)d1^97d2^248 + (0 + 3a + 3a^2)d1^98d2^248 + (1 + 2a + 1a^2)d1^99d2^248 + (2 + 2a + 3a^2)d1^100d2^248 + (4 + 2a + 1a^2)d1^101d2^248 + (2 + 2a + 3a^2)d1^102d2^248 + (3 + 2a + 3a^2)d1^103d2^248 + (1 + 2a + 4a^2)d1^104d2^248 + (1 + 4a + 1a^2)d1^105d2^248 + (0 + 1a + 3a^2)d1^106d2^248 + (2 + 2a + 0a^2)d1^107d2^248 + (4 + 2a + 3a^2)d1^108d2^248 + (0 + 2a + 1a^2)d1^109d2^248 + (0 + 2a + 3a^2)d1^110d2^248 + (4 + 3a + 0a^2)d1^111d2^248 + (2 + 3a + 2a^2)d1^112d2^248 + (3 + 0a + 1a^2)d1^113d2^248 + (2 + 2a + 3a^2)d1^114d2^248 + (3 + 3a + 1a^2)d1^115d2^248 + (1 + 3a + 0a^2)d1^116d2^248 + (1 + 3a + 0a^2)d1^117d2^248 + (4 + 3a + 0a^2)d1^118d2^248 + (1 + 2a + 4a^2)d1^119d2^248 + (4 + 1a + 1a^2)d1^120d2^248 + (4 + 2a + 2a^2)d1^121d2^248 + (0 + 1a + 0a^2)d1^122d2^248 + (3 + 4a + 0a^2)d1^123d2^248 + (0 + 4a + 3a^2)d1^124d2^248 + (0 + 3a + 1a^2)d1^125d2^248 + (2 + 4a + 1a^2)d1^126d2^248 + (3 + 1a + 0a^2)d1^127d2^248 + (1 + 0a + 3a^2)d1^128d2^248 + (3 + 2a + 2a^2)d1^129d2^248 + (4 + 1a + 1a^2)d1^130d2^248 + (2 + 1a + 0a^2)d1^131d2^248 + (4 + 0a + 4a^2)d1^132d2^248 + (2 + 0a + 2a^2)d1^133d2^248 + (0 + 3a + 3a^2)d1^134d2^248 + (0 + 3a + 4a^2)d1^135d2^248 + (2 + 4a + 2a^2)d1^136d2^248 + (3 + 4a + 2a^2)d1^137d2^248 + (2 + 0a + 1a^2)d1^138d2^248 + (0 + 3a + 4a^2)d1^139d2^248 + (0 + 2a + 4a^2)d1^140d2^248 + (4 + 2a + 4a^2)d1^141d2^248 + (1 + 2a + 3a^2)d1^142d2^248 + (3 + 2a + 4a^2)d1^143d2^248 + (1 + 4a + 3a^2)d1^144d2^248 + (1 + 1a + 0a^2)d1^145d2^248 + (1 + 1a + 1a^2)d1^146d2^248 + (0 + 2a + 2a^2)d1^147d2^248 + (0 + 0a + 4a^2)d1^148d2^248 + (4 + 4a + 4a^2)d1^149d2^248 + (4 + 0a + 0a^2)d1^150d2^248 + (0 + 0a + 2a^2)d1^151d2^248 + (2 + 3a + 3a^2)d1^152d2^248 + (3 + 0a + 1a^2)d1^153d2^248 + (0 + 0a + 4a^2)d1^154d2^248 + (0 + 0a + 1a^2)d1^155d2^248 + (3 + 1a + 0a^2)d1^156d2^248 + (4 + 2a + 1a^2)d1^157d2^248 + (4 + 1a + 4a^2)d1^158d2^248 + (4 + 0a + 3a^2)d1^159d2^248 + (2 + 4a + 3a^2)d1^160d2^248 + (3 + 4a + 2a^2)d1^161d2^248 + (2 + 0a + 4a^2)d1^162d2^248 + (2 + 4a + 2a^2)d1^163d2^248 + (3 + 4a + 1a^2)d1^164d2^248 + (3 + 2a + 0a^2)d1^165d2^248 + (1 + 4a + 3a^2)d1^166d2^248 + (0 + 2a + 3a^2)d1^167d2^248 + (1 + 2a + 3a^2)d1^168d2^248 + (4 + 0a + 4a^2)d1^169d2^248 + (4 + 0a + 1a^2)d1^170d2^248 + (0 + 0a + 4a^2)d1^171d2^248 + (0 + 1a + 0a^2)d1^172d2^248 + (3 + 3a + 2a^2)d1^173d2^248 + (2 + 0a + 3a^2)d1^174d2^248 + (4 + 0a + 2a^2)d1^175d2^248 + (4 + 1a + 4a^2)d1^176d2^248 + (3 + 1a + 1a^2)d1^177d2^248 + (4 + 1a + 4a^2)d1^178d2^248 + (2 + 4a + 1a^2)d1^179d2^248 + (3 + 2a + 4a^2)d1^180d2^248 + (1 + 1a + 1a^2)d1^181d2^248 + (0 + 3a + 1a^2)d1^182d2^248 + (0 + 1a + 4a^2)d1^183d2^248 + (0 + 2a + 4a^2)d1^184d2^248 + (4 + 2a + 0a^2)d1^185d2^248 + (0 + 0a + 3a^2)d1^186d2^248 + (0 + 1a + 2a^2)d1^187d2^248 + (2 + 2a + 4a^2)d1^188d2^248 + (4 + 4a + 0a^2)d1^189d2^248 + (0 + 0a + 4a^2)d1^190d2^248 + (1 + 4a + 4a^2)d1^191d2^248 + (4 + 3a + 0a^2)d1^192d2^248 + (1 + 4a + 4a^2)d1^193d2^248 + (4 + 4a + 3a^2)d1^194d2^248 + (0 + 2a + 1a^2)d1^195d2^248 + (2 + 3a + 2a^2)d1^196d2^248 + (1 + 0a + 3a^2)d1^197d2^248 + (4 + 2a + 4a^2)d1^198d2^248 + (3 + 2a + 2a^2)d1^199d2^248 + (2 + 1a + 3a^2)d1^200d2^248 + (3 + 1a + 1a^2)d1^201d2^248 + (2 + 2a + 0a^2)d1^202d2^248 + (2 + 0a + 1a^2)d1^203d2^248 + (3 + 2a + 3a^2)d1^204d2^248 + (0 + 1a + 3a^2)d1^205d2^248 + (0 + 4a + 0a^2)d1^206d2^248 + (4 + 1a + 1a^2)d1^207d2^248 + (3 + 2a + 1a^2)d1^208d2^248 + (4 + 4a + 3a^2)d1^209d2^248 + (3 + 1a + 3a^2)d1^210d2^248 + (0 + 4a + 2a^2)d1^211d2^248 + (0 + 0a + 3a^2)d1^212d2^248 + (4 + 3a + 0a^2)d1^213d2^248 + (0 + 4a + 2a^2)d1^214d2^248 + (2 + 1a + 2a^2)d1^215d2^248 + (0 + 2a + 1a^2)d1^216d2^248 + (0 + 0a + 2a^2)d1^217d2^248 + (3 + 1a + 0a^2)d1^218d2^248 + (1 + 4a + 1a^2)d1^219d2^248 + (3 + 4a + 3a^2)d1^220d2^248 + (1 + 4a + 0a^2)d1^221d2^248 + (0 + 4a + 2a^2)d1^222d2^248 + (2 + 1a + 4a^2)d1^223d2^248 + (2 + 1a + 4a^2)d1^224d2^248 + (4 + 2a + 4a^2)d1^225d2^248 + (4 + 4a + 1a^2)d1^226d2^248 + (0 + 1a + 1a^2)d1^227d2^248 + (2 + 3a + 2a^2)d1^228d2^248 + (4 + 4a + 1a^2)d1^229d2^248 + (2 + 4a + 1a^2)d1^230d2^248 + (4 + 4a + 1a^2)d1^231d2^248 + (1 + 1a + 4a^2)d1^232d2^248 + (4 + 2a + 4a^2)d1^233d2^248 + (3 + 2a + 2a^2)d1^234d2^248 + (2 + 3a + 1a^2)d1^235d2^248 + (4 + 0a + 4a^2)d1^236d2^248 + (1 + 4a + 1a^2)d1^237d2^248 + (1 + 2a + 1a^2)d1^238d2^248 + (2 + 4a + 4a^2)d1^239d2^248 + (0 + 0a + 3a^2)d1^240d2^248 + (3 + 1a + 3a^2)d1^241d2^248 + (2 + 2a + 1a^2)d1^242d2^248 + (3 + 1a + 0a^2)d1^243d2^248 + (2 + 4a + 1a^2)d1^244d2^248 + (3 + 3a + 3a^2)d1^245d2^248 + (4 + 2a + 1a^2)d1^246d2^248 + (2 + 4a + 3a^2)d1^247d2^248 + (2 + 3a + 4a^2)d1^248d2^248 + (4 + 4a + 3a^2)d1^249d2^248 + (1 + 3a + 0a^2)d1^250d2^248 + (3 + 0a + 4a^2)d1^251d2^248 + (4 + 4a + 3a^2)d1^252d2^248 + (1 + 0a + 4a^2)d1^253d2^248 + (2 + 2a + 3a^2)d1^254d2^248 + (1 + 2a + 0a^2)d1^255d2^248 + (1 + 3a + 0a^2)d1^256d2^248 + (3 + 4a + 4a^2)d1^257d2^248 + (1 + 0a + 2a^2)d1^258d2^248 + (2 + 4a + 3a^2)d1^259d2^248 + (0 + 2a + 1a^2)d1^260d2^248 + (4 + 0a + 3a^2)d1^261d2^248 + (3 + 3a + 3a^2)d1^262d2^248 + (4 + 4a + 1a^2)d1^263d2^248 + (4 + 2a + 0a^2)d1^264d2^248 + (3 + 2a + 0a^2)d1^265d2^248 + (0 + 2a + 0a^2)d1^266d2^248 + (4 + 2a + 0a^2)d1^267d2^248 + (1 + 1a + 2a^2)d1^268d2^248 + (3 + 0a + 4a^2)d1^270d2^248 + (2 + 4a + 3a^2)d1^271d2^248 + (0 + 3a + 2a^2)d1^272d2^248 + (0 + 4a + 0a^2)d1^273d2^248 + (3 + 1a + 2a^2)d1^274d2^248 + (2 + 0a + 2a^2)d1^275d2^248 + (3 + 3a + 1a^2)d1^276d2^248 + (0 + 4a + 1a^2)d1^277d2^248 + (0 + 4a + 0a^2)d1^278d2^248 + (0 + 3a + 4a^2)d1^279d2^248 + (4 + 3a + 0a^2)d1^280d2^248 + (1 + 2a + 2a^2)d1^281d2^248 + (4 + 0a + 3a^2)d1^282d2^248 + (1 + 1a + 1a^2)d1^283d2^248 + (3 + 4a + 0a^2)d1^284d2^248 + (1 + 1a + 1a^2)d1^285d2^248 + (4 + 3a + 2a^2)d1^286d2^248 + (1 + 1a + 3a^2)d1^287d2^248 + (0 + 1a + 4a^2)d1^288d2^248 + (0 + 2a + 4a^2)d1^289d2^248 + (4 + 4a + 4a^2)d1^290d2^248 + (3 + 1a + 4a^2)d1^291d2^248 + (3 + 1a + 4a^2)d1^292d2^248 + (1 + 2a + 0a^2)d1^293d2^248 + (1 + 1a + 4a^2)d2^249 + (2 + 2a + 1a^2)d1^1d2^249 + (3 + 2a + 0a^2)d1^2d2^249 + (1 + 1a + 3a^2)d1^3d2^249 + (0 + 4a + 4a^2)d1^4d2^249 + (0 + 3a + 1a^2)d1^5d2^249 + (3 + 4a + 4a^2)d1^6d2^249 + (0 + 0a + 1a^2)d1^7d2^249 + (0 + 4a + 4a^2)d1^8d2^249 + (1 + 3a + 1a^2)d1^9d2^249 + (2 + 2a + 1a^2)d1^10d2^249 + (3 + 4a + 2a^2)d1^11d2^249 + (0 + 2a + 3a^2)d1^12d2^249 + (4 + 2a + 0a^2)d1^13d2^249 + (0 + 1a + 0a^2)d1^14d2^249 + (4 + 1a + 1a^2)d1^15d2^249 + (3 + 4a + 4a^2)d1^16d2^249 + (1 + 3a + 4a^2)d1^17d2^249 + (4 + 1a + 1a^2)d1^18d2^249 + (3 + 3a + 1a^2)d1^19d2^249 + (1 + 2a + 4a^2)d1^20d2^249 + (4 + 4a + 4a^2)d1^21d2^249 + (2 + 0a + 2a^2)d1^22d2^249 + (3 + 2a + 2a^2)d1^23d2^249 + (0 + 2a + 2a^2)d1^24d2^249 + (0 + 1a + 1a^2)d1^25d2^249 + (3 + 1a + 3a^2)d1^26d2^249 + (2 + 1a + 3a^2)d1^27d2^249 + (3 + 3a + 1a^2)d1^28d2^249 + (3 + 2a + 0a^2)d1^29d2^249 + (1 + 4a + 0a^2)d1^30d2^249 + (4 + 3a + 4a^2)d1^31d2^249 + (4 + 1a + 1a^2)d1^32d2^249 + (0 + 0a + 2a^2)d1^33d2^249 + (1 + 0a + 0a^2)d1^34d2^249 + (1 + 4a + 0a^2)d1^35d2^249 + (0 + 2a + 3a^2)d1^36d2^249 + (4 + 2a + 2a^2)d1^37d2^249 + (0 + 1a + 1a^2)d1^38d2^249 + (0 + 1a + 0a^2)d1^39d2^249 + (0 + 2a + 4a^2)d1^40d2^249 + (4 + 1a + 2a^2)d1^41d2^249 + (3 + 2a + 2a^2)d1^42d2^249 + (1 + 3a + 1a^2)d1^43d2^249 + (4 + 2a + 0a^2)d1^44d2^249 + (4 + 1a + 4a^2)d1^45d2^249 + (0 + 0a + 4a^2)d1^46d2^249 + (4 + 3a + 4a^2)d1^47d2^249 + (2 + 0a + 1a^2)d1^48d2^249 + (3 + 4a + 3a^2)d1^49d2^249 + (4 + 3a + 2a^2)d1^50d2^249 + (3 + 3a + 3a^2)d1^51d2^249 + (4 + 2a + 3a^2)d1^52d2^249 + (3 + 4a + 2a^2)d1^53d2^249 + (3 + 0a + 0a^2)d1^54d2^249 + (2 + 3a + 4a^2)d1^55d2^249 + (3 + 2a + 1a^2)d1^56d2^249 + (2 + 0a + 1a^2)d1^57d2^249 + (2 + 0a + 3a^2)d1^58d2^249 + (1 + 2a + 1a^2)d1^59d2^249 + (1 + 4a + 0a^2)d1^60d2^249 + (4 + 4a + 0a^2)d1^61d2^249 + (3 + 3a + 0a^2)d1^62d2^249 + (2 + 1a + 3a^2)d1^63d2^249 + (2 + 3a + 2a^2)d1^64d2^249 + (0 + 4a + 3a^2)d1^65d2^249 + (1 + 3a + 4a^2)d1^66d2^249 + (0 + 2a + 0a^2)d1^67d2^249 + (4 + 4a + 0a^2)d1^68d2^249 + (2 + 3a + 1a^2)d1^69d2^249 + (4 + 1a + 3a^2)d1^70d2^249 + (0 + 0a + 4a^2)d1^71d2^249 + (3 + 2a + 2a^2)d1^72d2^249 + (3 + 4a + 2a^2)d1^73d2^249 + (2 + 0a + 1a^2)d1^74d2^249 + (0 + 3a + 2a^2)d1^75d2^249 + (4 + 4a + 3a^2)d1^76d2^249 + (3 + 3a + 4a^2)d1^77d2^249 + (0 + 3a + 1a^2)d1^78d2^249 + (2 + 0a + 0a^2)d1^79d2^249 + (2 + 1a + 0a^2)d1^80d2^249 + (1 + 1a + 0a^2)d1^81d2^249 + (0 + 2a + 3a^2)d1^82d2^249 + (0 + 2a + 2a^2)d1^83d2^249 + (0 + 4a + 2a^2)d1^84d2^249 + (3 + 1a + 2a^2)d1^85d2^249 + (4 + 3a + 2a^2)d1^86d2^249 + (3 + 0a + 0a^2)d1^87d2^249 + (4 + 3a + 1a^2)d1^88d2^249 + (2 + 4a + 0a^2)d1^89d2^249 + (0 + 0a + 4a^2)d1^90d2^249 + (3 + 2a + 0a^2)d1^91d2^249 + (4 + 1a + 2a^2)d1^92d2^249 + (0 + 1a + 0a^2)d1^93d2^249 + (4 + 0a + 1a^2)d1^94d2^249 + (3 + 2a + 0a^2)d1^95d2^249 + (2 + 4a + 4a^2)d1^96d2^249 + (2 + 2a + 2a^2)d1^97d2^249 + (4 + 0a + 3a^2)d1^98d2^249 + (2 + 1a + 3a^2)d1^99d2^249 + (3 + 1a + 3a^2)d1^100d2^249 + (2 + 3a + 0a^2)d1^101d2^249 + (3 + 0a + 1a^2)d1^102d2^249 + (1 + 1a + 2a^2)d1^103d2^249 + (2 + 1a + 3a^2)d1^104d2^249 + (0 + 0a + 3a^2)d1^105d2^249 + (4 + 0a + 0a^2)d1^106d2^249 + (1 + 1a + 2a^2)d1^107d2^249 + (2 + 4a + 2a^2)d1^108d2^249 + (4 + 0a + 0a^2)d1^109d2^249 + (4 + 3a + 4a^2)d1^110d2^249 + (0 + 1a + 4a^2)d1^111d2^249 + (1 + 1a + 2a^2)d1^112d2^249 + (2 + 4a + 3a^2)d1^113d2^249 + (3 + 3a + 2a^2)d1^114d2^249 + (4 + 1a + 1a^2)d1^115d2^249 + (1 + 1a + 1a^2)d1^116d2^249 + (4 + 4a + 2a^2)d1^117d2^249 + (4 + 3a + 1a^2)d1^118d2^249 + (0 + 2a + 4a^2)d1^119d2^249 + (4 + 0a + 0a^2)d1^120d2^249 + (4 + 2a + 1a^2)d1^121d2^249 + (4 + 2a + 4a^2)d1^122d2^249 + (0 + 4a + 3a^2)d1^123d2^249 + (2 + 2a + 2a^2)d1^124d2^249 + (4 + 3a + 4a^2)d1^125d2^249 + (2 + 3a + 1a^2)d1^126d2^249 + (4 + 1a + 1a^2)d1^127d2^249 + (3 + 1a + 4a^2)d1^128d2^249 + (2 + 2a + 1a^2)d1^129d2^249 + (0 + 2a + 1a^2)d1^130d2^249 + (3 + 1a + 1a^2)d1^131d2^249 + (1 + 2a + 3a^2)d1^132d2^249 + (2 + 1a + 3a^2)d1^133d2^249 + (2 + 1a + 2a^2)d1^134d2^249 + (0 + 3a + 1a^2)d1^135d2^249 + (3 + 2a + 2a^2)d1^136d2^249 + (1 + 0a + 3a^2)d1^137d2^249 + (2 + 1a + 4a^2)d1^138d2^249 + (0 + 2a + 0a^2)d1^139d2^249 + (0 + 4a + 1a^2)d1^140d2^249 + (3 + 1a + 0a^2)d1^141d2^249 + (0 + 2a + 0a^2)d1^142d2^249 + (3 + 3a + 3a^2)d1^143d2^249 + (2 + 2a + 0a^2)d1^144d2^249 + (4 + 4a + 4a^2)d1^145d2^249 + (4 + 3a + 4a^2)d1^146d2^249 + (0 + 4a + 1a^2)d1^147d2^249 + (4 + 1a + 1a^2)d1^148d2^249 + (4 + 4a + 1a^2)d1^149d2^249 + (1 + 0a + 2a^2)d1^150d2^249 + (0 + 1a + 0a^2)d1^151d2^249 + (0 + 1a + 2a^2)d1^152d2^249 + (4 + 1a + 0a^2)d1^153d2^249 + (4 + 2a + 3a^2)d1^154d2^249 + (0 + 0a + 3a^2)d1^155d2^249 + (3 + 2a + 1a^2)d1^156d2^249 + (1 + 3a + 2a^2)d1^157d2^249 + (0 + 4a + 2a^2)d1^158d2^249 + (0 + 3a + 3a^2)d1^159d2^249 + (1 + 1a + 2a^2)d1^160d2^249 + (0 + 0a + 3a^2)d1^161d2^249 + (2 + 1a + 0a^2)d1^162d2^249 + (2 + 1a + 4a^2)d1^163d2^249 + (3 + 2a + 1a^2)d1^164d2^249 + (2 + 2a + 0a^2)d1^165d2^249 + (2 + 4a + 2a^2)d1^166d2^249 + (0 + 1a + 2a^2)d1^167d2^249 + (4 + 1a + 2a^2)d1^168d2^249 + (1 + 2a + 1a^2)d1^169d2^249 + (4 + 0a + 1a^2)d1^170d2^249 + (0 + 1a + 0a^2)d1^171d2^249 + (1 + 1a + 4a^2)d1^172d2^249 + (2 + 3a + 3a^2)d1^173d2^249 + (4 + 0a + 3a^2)d1^174d2^249 + (1 + 1a + 3a^2)d1^175d2^249 + (4 + 4a + 1a^2)d1^176d2^249 + (3 + 2a + 4a^2)d1^177d2^249 + (3 + 1a + 3a^2)d1^178d2^249 + (4 + 3a + 1a^2)d1^179d2^249 + (4 + 3a + 3a^2)d1^180d2^249 + (1 + 4a + 1a^2)d1^181d2^249 + (3 + 4a + 2a^2)d1^182d2^249 + (4 + 3a + 3a^2)d1^183d2^249 + (4 + 0a + 3a^2)d1^184d2^249 + (4 + 1a + 3a^2)d1^185d2^249 + (2 + 1a + 2a^2)d1^186d2^249 + (3 + 2a + 4a^2)d1^187d2^249 + (0 + 4a + 4a^2)d1^188d2^249 + (3 + 3a + 1a^2)d1^189d2^249 + (3 + 1a + 0a^2)d1^190d2^249 + (0 + 4a + 0a^2)d1^191d2^249 + (4 + 3a + 0a^2)d1^192d2^249 + (0 + 0a + 4a^2)d1^193d2^249 + (4 + 3a + 0a^2)d1^194d2^249 + (3 + 4a + 3a^2)d1^195d2^249 + (1 + 1a + 0a^2)d1^196d2^249 + (1 + 1a + 3a^2)d1^197d2^249 + (1 + 1a + 0a^2)d1^198d2^249 + (3 + 3a + 0a^2)d1^199d2^249 + (0 + 2a + 3a^2)d1^200d2^249 + (1 + 3a + 3a^2)d1^201d2^249 + (3 + 4a + 0a^2)d1^202d2^249 + (3 + 4a + 2a^2)d1^203d2^249 + (2 + 0a + 0a^2)d1^204d2^249 + (3 + 2a + 2a^2)d1^205d2^249 + (3 + 2a + 2a^2)d1^206d2^249 + (4 + 0a + 2a^2)d1^207d2^249 + (2 + 4a + 0a^2)d1^208d2^249 + (4 + 0a + 1a^2)d1^209d2^249 + (1 + 1a + 0a^2)d1^210d2^249 + (3 + 3a + 1a^2)d1^211d2^249 + (1 + 1a + 2a^2)d1^212d2^249 + (0 + 4a + 0a^2)d1^213d2^249 + (0 + 3a + 1a^2)d1^214d2^249 + (2 + 4a + 3a^2)d1^215d2^249 + (0 + 1a + 1a^2)d1^216d2^249 + (4 + 3a + 3a^2)d1^217d2^249 + (1 + 1a + 4a^2)d1^218d2^249 + (4 + 1a + 0a^2)d1^219d2^249 + (2 + 3a + 2a^2)d1^220d2^249 + (4 + 1a + 1a^2)d1^221d2^249 + (3 + 2a + 4a^2)d1^222d2^249 + (3 + 2a + 0a^2)d1^223d2^249 + (3 + 1a + 2a^2)d1^224d2^249 + (1 + 2a + 0a^2)d1^225d2^249 + (2 + 2a + 3a^2)d1^226d2^249 + (0 + 4a + 0a^2)d1^227d2^249 + (0 + 0a + 1a^2)d1^228d2^249 + (4 + 4a + 0a^2)d1^229d2^249 + (3 + 0a + 0a^2)d1^230d2^249 + (0 + 3a + 1a^2)d1^231d2^249 + (3 + 0a + 1a^2)d1^232d2^249 + (0 + 2a + 1a^2)d1^233d2^249 + (2 + 0a + 3a^2)d1^234d2^249 + (4 + 2a + 1a^2)d1^235d2^249 + (2 + 2a + 1a^2)d1^236d2^249 + (4 + 3a + 0a^2)d1^237d2^249 + (0 + 2a + 2a^2)d1^238d2^249 + (0 + 3a + 0a^2)d1^239d2^249 + (3 + 2a + 0a^2)d1^240d2^249 + (4 + 3a + 2a^2)d1^241d2^249 + (2 + 0a + 4a^2)d1^242d2^249 + (3 + 2a + 2a^2)d1^243d2^249 + (1 + 3a + 2a^2)d1^244d2^249 + (4 + 1a + 3a^2)d1^245d2^249 + (4 + 1a + 3a^2)d1^246d2^249 + (3 + 1a + 4a^2)d1^247d2^249 + (2 + 2a + 1a^2)d1^248d2^249 + (4 + 4a + 3a^2)d1^249d2^249 + (2 + 0a + 0a^2)d1^250d2^249 + (0 + 1a + 0a^2)d1^251d2^249 + (4 + 4a + 3a^2)d1^252d2^249 + (1 + 0a + 3a^2)d1^253d2^249 + (3 + 2a + 3a^2)d1^254d2^249 + (4 + 0a + 4a^2)d1^255d2^249 + (2 + 3a + 4a^2)d1^256d2^249 + (3 + 3a + 1a^2)d1^257d2^249 + (2 + 1a + 4a^2)d1^258d2^249 + (3 + 1a + 0a^2)d1^259d2^249 + (2 + 1a + 1a^2)d1^260d2^249 + (3 + 4a + 0a^2)d1^261d2^249 + (1 + 3a + 3a^2)d1^262d2^249 + (2 + 0a + 1a^2)d1^263d2^249 + (1 + 4a + 1a^2)d1^264d2^249 + (1 + 1a + 3a^2)d1^265d2^249 + (2 + 3a + 2a^2)d1^266d2^249 + (2 + 0a + 2a^2)d1^267d2^249 + (4 + 3a + 1a^2)d1^268d2^249 + (3 + 3a + 4a^2)d1^269d2^249 + (3 + 3a + 4a^2)d1^270d2^249 + (0 + 0a + 1a^2)d1^271d2^249 + (3 + 2a + 0a^2)d1^272d2^249 + (4 + 3a + 3a^2)d1^273d2^249 + (0 + 2a + 2a^2)d1^274d2^249 + (0 + 1a + 3a^2)d1^275d2^249 + (1 + 4a + 4a^2)d1^276d2^249 + (0 + 3a + 4a^2)d1^277d2^249 + (2 + 0a + 0a^2)d1^278d2^249 + (0 + 2a + 3a^2)d1^279d2^249 + (0 + 4a + 4a^2)d1^280d2^249 + (1 + 3a + 1a^2)d1^281d2^249 + (0 + 3a + 1a^2)d1^282d2^249 + (4 + 1a + 4a^2)d1^283d2^249 + (4 + 4a + 2a^2)d1^284d2^249 + (2 + 0a + 1a^2)d1^285d2^249 + (0 + 1a + 4a^2)d1^286d2^249 + (3 + 2a + 0a^2)d1^287d2^249 + (3 + 1a + 2a^2)d1^288d2^249 + (2 + 1a + 3a^2)d1^289d2^249 + (1 + 0a + 4a^2)d1^290d2^249 + (0 + 4a + 0a^2)d1^291d2^249 + (1 + 3a + 1a^2)d1^292d2^249 + (1 + 0a + 3a^2)d1^293d2^249 + (1 + 2a + 3a^2)d2^250 + (4 + 2a + 3a^2)d1^1d2^250 + (0 + 2a + 0a^2)d1^2d2^250 + (1 + 4a + 3a^2)d1^3d2^250 + (4 + 2a + 3a^2)d1^4d2^250 + (0 + 2a + 3a^2)d1^5d2^250 + (2 + 4a + 3a^2)d1^6d2^250 + (3 + 1a + 2a^2)d1^7d2^250 + (3 + 0a + 0a^2)d1^8d2^250 + (4 + 2a + 0a^2)d1^9d2^250 + (1 + 4a + 1a^2)d1^10d2^250 + (4 + 1a + 0a^2)d1^11d2^250 + (2 + 3a + 3a^2)d1^12d2^250 + (1 + 1a + 0a^2)d1^13d2^250 + (4 + 3a + 2a^2)d1^14d2^250 + (0 + 0a + 2a^2)d1^15d2^250 + (0 + 3a + 0a^2)d1^16d2^250 + (4 + 3a + 4a^2)d1^17d2^250 + (2 + 1a + 4a^2)d1^18d2^250 + (3 + 3a + 2a^2)d1^19d2^250 + (3 + 1a + 2a^2)d1^20d2^250 + (0 + 3a + 4a^2)d1^21d2^250 + (1 + 3a + 1a^2)d1^22d2^250 + (4 + 1a + 3a^2)d1^23d2^250 + (4 + 3a + 1a^2)d1^24d2^250 + (3 + 1a + 3a^2)d1^25d2^250 + (2 + 0a + 2a^2)d1^26d2^250 + (1 + 3a + 1a^2)d1^27d2^250 + (4 + 2a + 4a^2)d1^28d2^250 + (3 + 2a + 2a^2)d1^29d2^250 + (2 + 2a + 0a^2)d1^30d2^250 + (4 + 1a + 2a^2)d1^31d2^250 + (4 + 3a + 2a^2)d1^32d2^250 + (0 + 3a + 3a^2)d1^33d2^250 + (0 + 0a + 2a^2)d1^34d2^250 + (3 + 3a + 1a^2)d1^35d2^250 + (0 + 3a + 2a^2)d1^36d2^250 + (2 + 3a + 2a^2)d1^37d2^250 + (1 + 4a + 0a^2)d1^38d2^250 + (3 + 4a + 2a^2)d1^39d2^250 + (0 + 3a + 4a^2)d1^40d2^250 + (2 + 4a + 1a^2)d1^41d2^250 + (2 + 0a + 0a^2)d1^42d2^250 + (4 + 2a + 1a^2)d1^43d2^250 + (3 + 0a + 3a^2)d1^44d2^250 + (0 + 0a + 2a^2)d1^45d2^250 + (4 + 1a + 1a^2)d1^46d2^250 + (3 + 2a + 0a^2)d1^47d2^250 + (4 + 2a + 1a^2)d1^48d2^250 + (3 + 3a + 3a^2)d1^49d2^250 + (3 + 1a + 0a^2)d1^50d2^250 + (0 + 3a + 0a^2)d1^51d2^250 + (4 + 0a + 1a^2)d1^52d2^250 + (0 + 1a + 3a^2)d1^53d2^250 + (1 + 0a + 3a^2)d1^54d2^250 + (4 + 2a + 4a^2)d1^55d2^250 + (2 + 0a + 1a^2)d1^56d2^250 + (2 + 2a + 1a^2)d1^57d2^250 + (2 + 3a + 3a^2)d1^58d2^250 + (4 + 1a + 0a^2)d1^59d2^250 + (0 + 1a + 1a^2)d1^60d2^250 + (1 + 4a + 1a^2)d1^61d2^250 + (1 + 3a + 2a^2)d1^62d2^250 + (3 + 2a + 1a^2)d1^63d2^250 + (2 + 0a + 1a^2)d1^64d2^250 + (0 + 0a + 3a^2)d1^65d2^250 + (3 + 2a + 4a^2)d1^66d2^250 + (3 + 3a + 1a^2)d1^67d2^250 + (4 + 3a + 3a^2)d1^68d2^250 + (2 + 3a + 1a^2)d1^69d2^250 + (0 + 1a + 3a^2)d1^70d2^250 + (2 + 2a + 2a^2)d1^71d2^250 + (4 + 2a + 4a^2)d1^72d2^250 + (0 + 3a + 3a^2)d1^73d2^250 + (0 + 1a + 2a^2)d1^74d2^250 + (3 + 1a + 1a^2)d1^75d2^250 + (2 + 4a + 0a^2)d1^76d2^250 + (2 + 0a + 4a^2)d1^77d2^250 + (4 + 1a + 1a^2)d1^78d2^250 + (0 + 4a + 1a^2)d1^79d2^250 + (0 + 4a + 3a^2)d1^80d2^250 + (3 + 3a + 3a^2)d1^81d2^250 + (4 + 2a + 0a^2)d1^82d2^250 + (1 + 3a + 0a^2)d1^83d2^250 + (2 + 3a + 1a^2)d1^84d2^250 + (1 + 1a + 3a^2)d1^85d2^250 + (3 + 0a + 2a^2)d1^86d2^250 + (2 + 2a + 3a^2)d1^87d2^250 + (0 + 4a + 3a^2)d1^88d2^250 + (2 + 1a + 0a^2)d1^89d2^250 + (2 + 1a + 3a^2)d1^90d2^250 + (1 + 0a + 1a^2)d1^91d2^250 + (1 + 0a + 4a^2)d1^92d2^250 + (1 + 0a + 3a^2)d1^93d2^250 + (3 + 3a + 2a^2)d1^94d2^250 + (1 + 0a + 2a^2)d1^95d2^250 + (1 + 1a + 3a^2)d1^96d2^250 + (3 + 3a + 4a^2)d1^97d2^250 + (4 + 1a + 4a^2)d1^98d2^250 + (1 + 1a + 4a^2)d1^99d2^250 + (4 + 2a + 1a^2)d1^100d2^250 + (0 + 4a + 3a^2)d1^101d2^250 + (4 + 1a + 1a^2)d1^102d2^250 + (1 + 3a + 2a^2)d1^103d2^250 + (0 + 4a + 0a^2)d1^104d2^250 + (4 + 1a + 3a^2)d1^105d2^250 + (3 + 1a + 3a^2)d1^106d2^250 + (3 + 4a + 3a^2)d1^107d2^250 + (1 + 2a + 3a^2)d1^108d2^250 + (0 + 2a + 3a^2)d1^109d2^250 + (3 + 3a + 3a^2)d1^110d2^250 + (2 + 1a + 4a^2)d1^112d2^250 + (1 + 2a + 1a^2)d1^113d2^250 + (3 + 1a + 0a^2)d1^114d2^250 + (3 + 0a + 1a^2)d1^115d2^250 + (3 + 4a + 3a^2)d1^116d2^250 + (0 + 4a + 0a^2)d1^117d2^250 + (0 + 1a + 2a^2)d1^118d2^250 + (3 + 4a + 3a^2)d1^119d2^250 + (1 + 1a + 4a^2)d1^120d2^250 + (0 + 3a + 3a^2)d1^121d2^250 + (1 + 0a + 3a^2)d1^122d2^250 + (2 + 1a + 2a^2)d1^123d2^250 + (0 + 1a + 1a^2)d1^124d2^250 + (0 + 4a + 2a^2)d1^125d2^250 + (0 + 1a + 2a^2)d1^126d2^250 + (1 + 0a + 1a^2)d1^127d2^250 + (3 + 3a + 3a^2)d1^128d2^250 + (1 + 2a + 1a^2)d1^129d2^250 + (0 + 4a + 2a^2)d1^130d2^250 + (3 + 3a + 4a^2)d1^131d2^250 + (2 + 0a + 3a^2)d1^132d2^250 + (2 + 1a + 4a^2)d1^133d2^250 + (2 + 1a + 3a^2)d1^134d2^250 + (0 + 1a + 2a^2)d1^135d2^250 + (2 + 4a + 4a^2)d1^136d2^250 + (2 + 1a + 0a^2)d1^137d2^250 + (4 + 4a + 2a^2)d1^138d2^250 + (4 + 1a + 1a^2)d1^139d2^250 + (1 + 2a + 2a^2)d1^140d2^250 + (4 + 2a + 3a^2)d1^141d2^250 + (1 + 1a + 2a^2)d1^142d2^250 + (0 + 3a + 0a^2)d1^143d2^250 + (0 + 0a + 2a^2)d1^144d2^250 + (2 + 2a + 4a^2)d1^145d2^250 + (0 + 3a + 4a^2)d1^146d2^250 + (4 + 1a + 3a^2)d1^147d2^250 + (2 + 3a + 2a^2)d1^148d2^250 + (0 + 0a + 2a^2)d1^149d2^250 + (3 + 0a + 3a^2)d1^150d2^250 + (3 + 4a + 2a^2)d1^151d2^250 + (0 + 1a + 3a^2)d1^152d2^250 + (0 + 4a + 1a^2)d1^153d2^250 + (4 + 3a + 2a^2)d1^154d2^250 + (4 + 4a + 4a^2)d1^155d2^250 + (2 + 1a + 4a^2)d1^156d2^250 + (1 + 1a + 0a^2)d1^157d2^250 + (3 + 0a + 4a^2)d1^158d2^250 + (2 + 0a + 1a^2)d1^159d2^250 + (1 + 4a + 4a^2)d1^160d2^250 + (0 + 4a + 1a^2)d1^161d2^250 + (3 + 2a + 1a^2)d1^162d2^250 + (4 + 3a + 2a^2)d1^163d2^250 + (3 + 2a + 4a^2)d1^164d2^250 + (0 + 1a + 3a^2)d1^165d2^250 + (1 + 0a + 3a^2)d1^166d2^250 + (0 + 3a + 0a^2)d1^167d2^250 + (4 + 2a + 2a^2)d1^168d2^250 + (3 + 4a + 0a^2)d1^169d2^250 + (4 + 4a + 1a^2)d1^170d2^250 + (3 + 0a + 2a^2)d1^171d2^250 + (2 + 2a + 0a^2)d1^172d2^250 + (3 + 2a + 4a^2)d1^173d2^250 + (4 + 4a + 2a^2)d1^174d2^250 + (2 + 1a + 1a^2)d1^175d2^250 + (0 + 1a + 4a^2)d1^176d2^250 + (1 + 2a + 4a^2)d1^177d2^250 + (1 + 0a + 2a^2)d1^178d2^250 + (3 + 3a + 4a^2)d1^179d2^250 + (0 + 2a + 3a^2)d1^180d2^250 + (2 + 0a + 3a^2)d1^181d2^250 + (1 + 0a + 0a^2)d1^182d2^250 + (1 + 1a + 2a^2)d1^183d2^250 + (4 + 2a + 2a^2)d1^184d2^250 + (1 + 1a + 4a^2)d1^185d2^250 + (2 + 1a + 0a^2)d1^186d2^250 + (2 + 2a + 1a^2)d1^187d2^250 + (4 + 0a + 0a^2)d1^188d2^250 + (0 + 3a + 4a^2)d1^189d2^250 + (4 + 4a + 3a^2)d1^190d2^250 + (3 + 1a + 0a^2)d1^191d2^250 + (3 + 1a + 3a^2)d1^192d2^250 + (0 + 0a + 3a^2)d1^193d2^250 + (0 + 1a + 1a^2)d1^194d2^250 + (4 + 0a + 3a^2)d1^195d2^250 + (2 + 3a + 3a^2)d1^196d2^250 + (3 + 0a + 4a^2)d1^197d2^250 + (3 + 1a + 4a^2)d1^198d2^250 + (3 + 4a + 4a^2)d1^199d2^250 + (0 + 4a + 0a^2)d1^200d2^250 + (1 + 0a + 0a^2)d1^201d2^250 + (0 + 0a + 3a^2)d1^202d2^250 + (2 + 2a + 2a^2)d1^203d2^250 + (0 + 4a + 3a^2)d1^204d2^250 + (3 + 0a + 0a^2)d1^205d2^250 + (0 + 3a + 4a^2)d1^206d2^250 + (0 + 0a + 4a^2)d1^207d2^250 + (1 + 1a + 1a^2)d1^208d2^250 + (2 + 1a + 0a^2)d1^209d2^250 + (3 + 3a + 2a^2)d1^210d2^250 + (0 + 4a + 1a^2)d1^211d2^250 + (2 + 3a + 3a^2)d1^212d2^250 + (0 + 0a + 1a^2)d1^213d2^250 + (2 + 1a + 4a^2)d1^214d2^250 + (2 + 4a + 0a^2)d1^215d2^250 + (1 + 2a + 0a^2)d1^216d2^250 + (4 + 1a + 2a^2)d1^217d2^250 + (3 + 3a + 4a^2)d1^218d2^250 + (1 + 1a + 4a^2)d1^219d2^250 + (1 + 1a + 0a^2)d1^220d2^250 + (2 + 2a + 2a^2)d1^221d2^250 + (2 + 2a + 4a^2)d1^222d2^250 + (1 + 4a + 2a^2)d1^223d2^250 + (2 + 2a + 3a^2)d1^224d2^250 + (2 + 0a + 3a^2)d1^225d2^250 + (2 + 4a + 3a^2)d1^226d2^250 + (0 + 3a + 3a^2)d1^227d2^250 + (4 + 4a + 2a^2)d1^228d2^250 + (1 + 0a + 4a^2)d1^229d2^250 + (2 + 4a + 4a^2)d1^230d2^250 + (0 + 4a + 0a^2)d1^231d2^250 + (0 + 0a + 2a^2)d1^232d2^250 + (1 + 0a + 2a^2)d1^233d2^250 + (1 + 1a + 0a^2)d1^234d2^250 + (0 + 2a + 1a^2)d1^235d2^250 + (0 + 3a + 2a^2)d1^236d2^250 + (4 + 3a + 0a^2)d1^237d2^250 + (1 + 1a + 0a^2)d1^238d2^250 + (1 + 4a + 2a^2)d1^239d2^250 + (2 + 2a + 0a^2)d1^240d2^250 + (1 + 3a + 1a^2)d1^241d2^250 + (4 + 0a + 3a^2)d1^242d2^250 + (0 + 2a + 2a^2)d1^243d2^250 + (2 + 3a + 4a^2)d1^244d2^250 + (0 + 0a + 4a^2)d1^245d2^250 + (0 + 2a + 3a^2)d1^246d2^250 + (1 + 1a + 3a^2)d1^247d2^250 + (2 + 4a + 0a^2)d1^248d2^250 + (2 + 2a + 3a^2)d1^249d2^250 + (3 + 0a + 1a^2)d1^250d2^250 + (4 + 1a + 4a^2)d1^251d2^250 + (0 + 1a + 4a^2)d1^252d2^250 + (4 + 3a + 3a^2)d1^253d2^250 + (0 + 0a + 4a^2)d1^254d2^250 + (1 + 3a + 2a^2)d1^255d2^250 + (1 + 2a + 3a^2)d1^256d2^250 + (2 + 1a + 0a^2)d1^257d2^250 + (1 + 2a + 1a^2)d1^258d2^250 + (3 + 3a + 4a^2)d1^259d2^250 + (1 + 2a + 3a^2)d1^260d2^250 + (1 + 0a + 4a^2)d1^261d2^250 + (4 + 4a + 4a^2)d1^262d2^250 + (4 + 1a + 4a^2)d1^263d2^250 + (4 + 2a + 0a^2)d1^264d2^250 + (4 + 3a + 1a^2)d1^265d2^250 + (3 + 0a + 0a^2)d1^266d2^250 + (4 + 2a + 3a^2)d1^267d2^250 + (2 + 2a + 3a^2)d1^268d2^250 + (4 + 0a + 1a^2)d1^269d2^250 + (2 + 3a + 4a^2)d1^270d2^250 + (2 + 2a + 3a^2)d1^271d2^250 + (0 + 3a + 3a^2)d1^272d2^250 + (3 + 4a + 0a^2)d1^273d2^250 + (2 + 2a + 0a^2)d1^275d2^250 + (0 + 4a + 3a^2)d1^276d2^250 + (2 + 4a + 3a^2)d1^277d2^250 + (2 + 3a + 2a^2)d1^278d2^250 + (3 + 0a + 4a^2)d1^279d2^250 + (4 + 2a + 0a^2)d1^280d2^250 + (1 + 4a + 1a^2)d1^281d2^250 + (3 + 1a + 2a^2)d1^282d2^250 + (0 + 1a + 1a^2)d1^283d2^250 + (1 + 4a + 2a^2)d1^284d2^250 + (0 + 4a + 0a^2)d1^285d2^250 + (0 + 0a + 1a^2)d1^286d2^250 + (1 + 1a + 1a^2)d1^287d2^250 + (0 + 3a + 3a^2)d1^288d2^250 + (2 + 0a + 3a^2)d1^289d2^250 + (3 + 0a + 0a^2)d1^290d2^250 + (0 + 4a + 2a^2)d1^291d2^250 + (3 + 0a + 2a^2)d1^292d2^250 + (2 + 1a + 3a^2)d1^293d2^250 + (2 + 2a + 0a^2)d2^251 + (4 + 1a + 2a^2)d1^1d2^251 + (0 + 3a + 2a^2)d1^2d2^251 + (1 + 1a + 0a^2)d1^3d2^251 + (1 + 3a + 1a^2)d1^4d2^251 + (3 + 1a + 0a^2)d1^5d2^251 + (1 + 3a + 3a^2)d1^6d2^251 + (1 + 1a + 3a^2)d1^7d2^251 + (4 + 4a + 3a^2)d1^8d2^251 + (3 + 3a + 0a^2)d1^9d2^251 + (3 + 0a + 1a^2)d1^10d2^251 + (3 + 3a + 1a^2)d1^11d2^251 + (2 + 3a + 4a^2)d1^12d2^251 + (2 + 1a + 0a^2)d1^13d2^251 + (3 + 0a + 0a^2)d1^14d2^251 + (4 + 3a + 1a^2)d1^15d2^251 + (1 + 1a + 2a^2)d1^16d2^251 + (1 + 4a + 4a^2)d1^17d2^251 + (2 + 4a + 3a^2)d1^18d2^251 + (2 + 1a + 3a^2)d1^19d2^251 + (0 + 0a + 2a^2)d1^20d2^251 + (4 + 4a + 2a^2)d1^21d2^251 + (3 + 0a + 4a^2)d1^22d2^251 + (2 + 2a + 1a^2)d1^23d2^251 + (1 + 3a + 3a^2)d1^24d2^251 + (2 + 3a + 4a^2)d1^25d2^251 + (3 + 0a + 4a^2)d1^26d2^251 + (1 + 4a + 4a^2)d1^27d2^251 + (1 + 0a + 3a^2)d1^28d2^251 + (3 + 0a + 1a^2)d1^29d2^251 + (3 + 4a + 1a^2)d1^30d2^251 + (0 + 1a + 4a^2)d1^31d2^251 + (2 + 3a + 2a^2)d1^32d2^251 + (4 + 1a + 3a^2)d1^33d2^251 + (4 + 1a + 0a^2)d1^34d2^251 + (0 + 2a + 3a^2)d1^35d2^251 + (2 + 4a + 1a^2)d1^36d2^251 + (2 + 2a + 1a^2)d1^37d2^251 + (2 + 1a + 2a^2)d1^38d2^251 + (3 + 2a + 1a^2)d1^39d2^251 + (1 + 4a + 2a^2)d1^40d2^251 + (3 + 1a + 1a^2)d1^41d2^251 + (3 + 1a + 1a^2)d1^42d2^251 + (3 + 4a + 0a^2)d1^43d2^251 + (1 + 2a + 1a^2)d1^44d2^251 + (4 + 1a + 0a^2)d1^45d2^251 + (2 + 3a + 3a^2)d1^46d2^251 + (4 + 0a + 0a^2)d1^47d2^251 + (1 + 4a + 2a^2)d1^48d2^251 + (4 + 3a + 0a^2)d1^49d2^251 + (1 + 3a + 2a^2)d1^50d2^251 + (3 + 1a + 0a^2)d1^51d2^251 + (1 + 3a + 3a^2)d1^52d2^251 + (2 + 4a + 1a^2)d1^53d2^251 + (1 + 3a + 4a^2)d1^54d2^251 + (2 + 3a + 1a^2)d1^55d2^251 + (1 + 3a + 2a^2)d1^56d2^251 + (3 + 3a + 0a^2)d1^57d2^251 + (3 + 0a + 4a^2)d1^58d2^251 + (2 + 4a + 2a^2)d1^60d2^251 + (4 + 4a + 4a^2)d1^61d2^251 + (2 + 1a + 1a^2)d1^62d2^251 + (0 + 1a + 3a^2)d1^63d2^251 + (4 + 1a + 4a^2)d1^64d2^251 + (3 + 4a + 1a^2)d1^65d2^251 + (3 + 1a + 2a^2)d1^66d2^251 + (1 + 1a + 0a^2)d1^67d2^251 + (0 + 4a + 0a^2)d1^68d2^251 + (3 + 3a + 4a^2)d1^69d2^251 + (4 + 1a + 4a^2)d1^70d2^251 + (2 + 0a + 4a^2)d1^71d2^251 + (3 + 1a + 0a^2)d1^72d2^251 + (1 + 0a + 0a^2)d1^73d2^251 + (0 + 4a + 1a^2)d1^74d2^251 + (3 + 4a + 0a^2)d1^75d2^251 + (0 + 3a + 4a^2)d1^76d2^251 + (1 + 4a + 1a^2)d1^77d2^251 + (0 + 2a + 4a^2)d1^78d2^251 + (2 + 1a + 2a^2)d1^79d2^251 + (3 + 2a + 1a^2)d1^80d2^251 + (2 + 2a + 1a^2)d1^81d2^251 + (3 + 0a + 4a^2)d1^82d2^251 + (0 + 3a + 1a^2)d1^83d2^251 + (2 + 4a + 2a^2)d1^84d2^251 + (4 + 1a + 0a^2)d1^85d2^251 + (2 + 0a + 1a^2)d1^86d2^251 + (1 + 1a + 1a^2)d1^87d2^251 + (3 + 0a + 1a^2)d1^88d2^251 + (0 + 1a + 1a^2)d1^89d2^251 + (3 + 2a + 4a^2)d1^90d2^251 + (1 + 1a + 1a^2)d1^91d2^251 + (1 + 3a + 2a^2)d1^92d2^251 + (0 + 4a + 2a^2)d1^93d2^251 + (4 + 1a + 0a^2)d1^94d2^251 + (0 + 1a + 4a^2)d1^95d2^251 + (4 + 3a + 3a^2)d1^96d2^251 + (0 + 1a + 1a^2)d1^97d2^251 + (2 + 4a + 4a^2)d1^98d2^251 + (0 + 2a + 1a^2)d1^99d2^251 + (3 + 2a + 0a^2)d1^100d2^251 + (2 + 4a + 4a^2)d1^101d2^251 + (0 + 1a + 1a^2)d1^102d2^251 + (2 + 0a + 1a^2)d1^103d2^251 + (3 + 0a + 4a^2)d1^104d2^251 + (0 + 3a + 0a^2)d1^105d2^251 + (4 + 2a + 2a^2)d1^106d2^251 + (2 + 0a + 0a^2)d1^107d2^251 + (0 + 3a + 4a^2)d1^108d2^251 + (0 + 1a + 3a^2)d1^109d2^251 + (1 + 3a + 2a^2)d1^110d2^251 + (1 + 2a + 2a^2)d1^111d2^251 + (4 + 3a + 4a^2)d1^112d2^251 + (1 + 0a + 2a^2)d1^113d2^251 + (4 + 3a + 3a^2)d1^114d2^251 + (2 + 4a + 4a^2)d1^115d2^251 + (4 + 1a + 2a^2)d1^116d2^251 + (2 + 4a + 1a^2)d1^117d2^251 + (4 + 0a + 1a^2)d1^118d2^251 + (1 + 2a + 1a^2)d1^119d2^251 + (0 + 0a + 2a^2)d1^120d2^251 + (4 + 2a + 4a^2)d1^121d2^251 + (2 + 4a + 2a^2)d1^122d2^251 + (0 + 0a + 2a^2)d1^123d2^251 + (0 + 1a + 3a^2)d1^124d2^251 + (2 + 0a + 4a^2)d1^125d2^251 + (2 + 0a + 4a^2)d1^126d2^251 + (3 + 2a + 3a^2)d1^127d2^251 + (3 + 0a + 0a^2)d1^128d2^251 + (2 + 3a + 3a^2)d1^129d2^251 + (4 + 1a + 3a^2)d1^130d2^251 + (1 + 1a + 0a^2)d1^131d2^251 + (3 + 1a + 3a^2)d1^132d2^251 + (0 + 0a + 2a^2)d1^133d2^251 + (2 + 3a + 3a^2)d1^134d2^251 + (3 + 3a + 1a^2)d1^135d2^251 + (3 + 4a + 0a^2)d1^136d2^251 + (4 + 2a + 4a^2)d1^137d2^251 + (3 + 1a + 3a^2)d1^138d2^251 + (1 + 4a + 0a^2)d1^139d2^251 + (2 + 0a + 2a^2)d1^140d2^251 + (4 + 4a + 1a^2)d1^141d2^251 + (3 + 3a + 4a^2)d1^142d2^251 + (3 + 2a + 2a^2)d1^143d2^251 + (4 + 1a + 3a^2)d1^144d2^251 + (1 + 0a + 1a^2)d1^145d2^251 + (4 + 0a + 1a^2)d1^146d2^251 + (2 + 1a + 1a^2)d1^147d2^251 + (0 + 3a + 1a^2)d1^148d2^251 + (0 + 1a + 4a^2)d1^149d2^251 + (0 + 2a + 3a^2)d1^150d2^251 + (3 + 1a + 0a^2)d1^151d2^251 + (0 + 2a + 4a^2)d1^152d2^251 + (1 + 2a + 0a^2)d1^153d2^251 + (2 + 2a + 2a^2)d1^154d2^251 + (4 + 4a + 4a^2)d1^155d2^251 + (4 + 0a + 1a^2)d1^156d2^251 + (0 + 3a + 4a^2)d1^157d2^251 + (2 + 2a + 4a^2)d1^158d2^251 + (3 + 0a + 0a^2)d1^159d2^251 + (3 + 0a + 2a^2)d1^160d2^251 + (1 + 2a + 4a^2)d1^161d2^251 + (0 + 1a + 1a^2)d1^162d2^251 + (1 + 2a + 4a^2)d1^163d2^251 + (1 + 1a + 2a^2)d1^164d2^251 + (3 + 2a + 4a^2)d1^165d2^251 + (3 + 2a + 1a^2)d1^166d2^251 + (0 + 1a + 1a^2)d1^167d2^251 + (0 + 4a + 0a^2)d1^168d2^251 + (4 + 0a + 0a^2)d1^169d2^251 + (2 + 1a + 3a^2)d1^170d2^251 + (2 + 4a + 3a^2)d1^171d2^251 + (4 + 3a + 0a^2)d1^172d2^251 + (3 + 2a + 0a^2)d1^173d2^251 + (0 + 4a + 1a^2)d1^174d2^251 + (3 + 2a + 0a^2)d1^175d2^251 + (0 + 3a + 3a^2)d1^176d2^251 + (1 + 0a + 1a^2)d1^177d2^251 + (4 + 3a + 3a^2)d1^178d2^251 + (0 + 3a + 3a^2)d1^179d2^251 + (1 + 0a + 2a^2)d1^180d2^251 + (1 + 0a + 2a^2)d1^181d2^251 + (0 + 2a + 2a^2)d1^182d2^251 + (1 + 1a + 4a^2)d1^183d2^251 + (2 + 0a + 3a^2)d1^185d2^251 + (4 + 3a + 4a^2)d1^186d2^251 + (0 + 4a + 3a^2)d1^187d2^251 + (1 + 0a + 4a^2)d1^188d2^251 + (1 + 2a + 1a^2)d1^189d2^251 + (1 + 0a + 3a^2)d1^190d2^251 + (0 + 3a + 2a^2)d1^191d2^251 + (0 + 0a + 4a^2)d1^192d2^251 + (0 + 1a + 3a^2)d1^193d2^251 + (1 + 1a + 0a^2)d1^194d2^251 + (0 + 0a + 1a^2)d1^195d2^251 + (4 + 1a + 4a^2)d1^196d2^251 + (4 + 2a + 1a^2)d1^197d2^251 + (2 + 0a + 1a^2)d1^198d2^251 + (0 + 4a + 3a^2)d1^199d2^251 + (4 + 1a + 0a^2)d1^200d2^251 + (2 + 1a + 3a^2)d1^201d2^251 + (0 + 1a + 3a^2)d1^202d2^251 + (2 + 1a + 3a^2)d1^203d2^251 + (3 + 2a + 3a^2)d1^204d2^251 + (0 + 2a + 2a^2)d1^206d2^251 + (4 + 2a + 4a^2)d1^207d2^251 + (3 + 4a + 4a^2)d1^208d2^251 + (1 + 3a + 0a^2)d1^209d2^251 + (3 + 3a + 4a^2)d1^210d2^251 + (1 + 3a + 1a^2)d1^211d2^251 + (1 + 4a + 1a^2)d1^212d2^251 + (1 + 4a + 4a^2)d1^213d2^251 + (4 + 0a + 2a^2)d1^214d2^251 + (0 + 3a + 3a^2)d1^215d2^251 + (0 + 4a + 2a^2)d1^216d2^251 + (1 + 3a + 2a^2)d1^217d2^251 + (3 + 4a + 4a^2)d1^218d2^251 + (0 + 4a + 1a^2)d1^219d2^251 + (1 + 2a + 4a^2)d1^220d2^251 + (0 + 4a + 1a^2)d1^221d2^251 + (3 + 1a + 0a^2)d1^222d2^251 + (1 + 2a + 1a^2)d1^223d2^251 + (4 + 4a + 1a^2)d1^224d2^251 + (1 + 4a + 4a^2)d1^225d2^251 + (3 + 3a + 3a^2)d1^226d2^251 + (0 + 2a + 3a^2)d1^227d2^251 + (3 + 2a + 2a^2)d1^228d2^251 + (4 + 2a + 3a^2)d1^229d2^251 + (0 + 3a + 1a^2)d1^230d2^251 + (3 + 0a + 2a^2)d1^231d2^251 + (0 + 1a + 1a^2)d1^232d2^251 + (2 + 0a + 4a^2)d1^233d2^251 + (2 + 0a + 1a^2)d1^234d2^251 + (0 + 4a + 3a^2)d1^235d2^251 + (0 + 1a + 2a^2)d1^236d2^251 + (2 + 4a + 0a^2)d1^237d2^251 + (2 + 1a + 1a^2)d1^238d2^251 + (2 + 4a + 3a^2)d1^239d2^251 + (1 + 3a + 1a^2)d1^240d2^251 + (2 + 0a + 4a^2)d1^241d2^251 + (0 + 0a + 4a^2)d1^242d2^251 + (1 + 0a + 0a^2)d1^243d2^251 + (3 + 2a + 1a^2)d1^244d2^251 + (4 + 0a + 2a^2)d1^245d2^251 + (4 + 2a + 0a^2)d1^246d2^251 + (1 + 1a + 2a^2)d1^247d2^251 + (2 + 4a + 2a^2)d1^248d2^251 + (2 + 3a + 4a^2)d1^249d2^251 + (0 + 3a + 2a^2)d1^250d2^251 + (3 + 4a + 4a^2)d1^251d2^251 + (3 + 1a + 2a^2)d1^252d2^251 + (0 + 4a + 1a^2)d1^253d2^251 + (2 + 2a + 3a^2)d1^254d2^251 + (4 + 2a + 0a^2)d1^255d2^251 + (2 + 4a + 1a^2)d1^256d2^251 + (1 + 4a + 1a^2)d1^257d2^251 + (0 + 3a + 4a^2)d1^258d2^251 + (1 + 2a + 2a^2)d1^259d2^251 + (3 + 0a + 1a^2)d1^260d2^251 + (2 + 4a + 0a^2)d1^261d2^251 + (0 + 4a + 2a^2)d1^262d2^251 + (1 + 3a + 2a^2)d1^263d2^251 + (0 + 0a + 1a^2)d1^264d2^251 + (1 + 0a + 4a^2)d1^265d2^251 + (0 + 0a + 2a^2)d1^266d2^251 + (4 + 2a + 0a^2)d1^267d2^251 + (0 + 2a + 3a^2)d1^268d2^251 + (0 + 2a + 3a^2)d1^269d2^251 + (1 + 3a + 3a^2)d1^270d2^251 + (0 + 4a + 2a^2)d1^271d2^251 + (1 + 2a + 3a^2)d1^272d2^251 + (0 + 3a + 2a^2)d1^273d2^251 + (2 + 0a + 3a^2)d1^274d2^251 + (3 + 1a + 4a^2)d1^275d2^251 + (1 + 0a + 4a^2)d1^276d2^251 + (2 + 1a + 0a^2)d1^277d2^251 + (4 + 0a + 4a^2)d1^278d2^251 + (0 + 4a + 0a^2)d1^279d2^251 + (1 + 3a + 1a^2)d1^280d2^251 + (3 + 2a + 0a^2)d1^281d2^251 + (4 + 2a + 0a^2)d1^282d2^251 + (4 + 1a + 2a^2)d1^283d2^251 + (1 + 4a + 1a^2)d1^284d2^251 + (0 + 4a + 1a^2)d1^285d2^251 + (1 + 1a + 2a^2)d1^286d2^251 + (3 + 4a + 2a^2)d1^287d2^251 + (2 + 0a + 3a^2)d1^288d2^251 + (0 + 3a + 3a^2)d1^289d2^251 + (0 + 3a + 3a^2)d1^290d2^251 + (0 + 0a + 1a^2)d1^291d2^251 + (1 + 4a + 0a^2)d1^292d2^251 + (3 + 2a + 3a^2)d1^293d2^251 + (2 + 1a + 1a^2)d2^252 + (0 + 2a + 0a^2)d1^1d2^252 + (4 + 3a + 4a^2)d1^2d2^252 + (4 + 1a + 1a^2)d1^3d2^252 + (3 + 1a + 2a^2)d1^4d2^252 + (0 + 3a + 0a^2)d1^5d2^252 + (0 + 4a + 3a^2)d1^6d2^252 + (3 + 2a + 3a^2)d1^7d2^252 + (2 + 0a + 1a^2)d1^8d2^252 + (3 + 0a + 3a^2)d1^9d2^252 + (0 + 2a + 1a^2)d1^10d2^252 + (0 + 4a + 0a^2)d1^11d2^252 + (1 + 3a + 4a^2)d1^12d2^252 + (1 + 3a + 0a^2)d1^13d2^252 + (0 + 3a + 1a^2)d1^14d2^252 + (4 + 3a + 3a^2)d1^15d2^252 + (4 + 0a + 4a^2)d1^16d2^252 + (3 + 1a + 3a^2)d1^17d2^252 + (0 + 0a + 1a^2)d1^18d2^252 + (1 + 3a + 0a^2)d1^19d2^252 + (1 + 3a + 2a^2)d1^20d2^252 + (3 + 0a + 1a^2)d1^21d2^252 + (2 + 0a + 2a^2)d1^22d2^252 + (4 + 2a + 4a^2)d1^23d2^252 + (4 + 2a + 3a^2)d1^24d2^252 + (4 + 2a + 1a^2)d1^25d2^252 + (4 + 3a + 4a^2)d1^26d2^252 + (3 + 4a + 0a^2)d1^27d2^252 + (1 + 4a + 3a^2)d1^28d2^252 + (3 + 0a + 2a^2)d1^29d2^252 + (1 + 2a + 0a^2)d1^30d2^252 + (0 + 2a + 3a^2)d1^31d2^252 + (0 + 2a + 3a^2)d1^32d2^252 + (2 + 0a + 2a^2)d1^33d2^252 + (0 + 3a + 2a^2)d1^34d2^252 + (1 + 4a + 0a^2)d1^35d2^252 + (3 + 4a + 0a^2)d1^36d2^252 + (2 + 3a + 3a^2)d1^37d2^252 + (0 + 4a + 1a^2)d1^38d2^252 + (4 + 3a + 0a^2)d1^39d2^252 + (1 + 3a + 0a^2)d1^40d2^252 + (0 + 4a + 2a^2)d1^41d2^252 + (0 + 0a + 1a^2)d1^42d2^252 + (3 + 2a + 4a^2)d1^43d2^252 + (2 + 0a + 3a^2)d1^44d2^252 + (0 + 3a + 2a^2)d1^45d2^252 + (4 + 0a + 0a^2)d1^46d2^252 + (4 + 1a + 4a^2)d1^47d2^252 + (0 + 3a + 2a^2)d1^48d2^252 + (4 + 1a + 2a^2)d1^49d2^252 + (2 + 3a + 2a^2)d1^50d2^252 + (4 + 0a + 1a^2)d1^51d2^252 + (0 + 3a + 0a^2)d1^52d2^252 + (3 + 4a + 1a^2)d1^53d2^252 + (2 + 4a + 4a^2)d1^54d2^252 + (0 + 0a + 1a^2)d1^55d2^252 + (0 + 1a + 0a^2)d1^56d2^252 + (1 + 4a + 1a^2)d1^57d2^252 + (3 + 1a + 1a^2)d1^58d2^252 + (2 + 0a + 3a^2)d1^59d2^252 + (0 + 0a + 1a^2)d1^60d2^252 + (4 + 1a + 1a^2)d1^61d2^252 + (3 + 0a + 1a^2)d1^62d2^252 + (0 + 3a + 3a^2)d1^63d2^252 + (2 + 1a + 2a^2)d1^64d2^252 + (1 + 1a + 2a^2)d1^65d2^252 + (2 + 2a + 2a^2)d1^66d2^252 + (4 + 3a + 2a^2)d1^67d2^252 + (1 + 1a + 0a^2)d1^68d2^252 + (0 + 3a + 3a^2)d1^69d2^252 + (4 + 0a + 3a^2)d1^70d2^252 + (4 + 1a + 2a^2)d1^71d2^252 + (2 + 2a + 3a^2)d1^72d2^252 + (1 + 1a + 3a^2)d1^73d2^252 + (1 + 0a + 1a^2)d1^75d2^252 + (3 + 3a + 2a^2)d1^76d2^252 + (1 + 0a + 0a^2)d1^77d2^252 + (1 + 0a + 1a^2)d1^78d2^252 + (4 + 0a + 3a^2)d1^79d2^252 + (0 + 1a + 0a^2)d1^80d2^252 + (1 + 0a + 0a^2)d1^81d2^252 + (3 + 1a + 1a^2)d1^82d2^252 + (0 + 1a + 0a^2)d1^83d2^252 + (0 + 1a + 1a^2)d1^84d2^252 + (1 + 2a + 0a^2)d1^85d2^252 + (1 + 1a + 3a^2)d1^86d2^252 + (0 + 1a + 1a^2)d1^87d2^252 + (3 + 0a + 1a^2)d1^88d2^252 + (0 + 4a + 1a^2)d1^89d2^252 + (3 + 4a + 0a^2)d1^90d2^252 + (1 + 0a + 3a^2)d1^91d2^252 + (1 + 3a + 2a^2)d1^92d2^252 + (2 + 4a + 2a^2)d1^93d2^252 + (4 + 3a + 0a^2)d1^94d2^252 + (4 + 3a + 2a^2)d1^95d2^252 + (2 + 3a + 4a^2)d1^96d2^252 + (4 + 3a + 0a^2)d1^97d2^252 + (3 + 4a + 3a^2)d1^98d2^252 + (1 + 2a + 4a^2)d1^99d2^252 + (1 + 3a + 3a^2)d1^100d2^252 + (1 + 1a + 0a^2)d1^101d2^252 + (2 + 3a + 4a^2)d1^102d2^252 + (1 + 3a + 0a^2)d1^103d2^252 + (1 + 2a + 4a^2)d1^104d2^252 + (3 + 3a + 4a^2)d1^105d2^252 + (3 + 3a + 2a^2)d1^106d2^252 + (2 + 1a + 1a^2)d1^107d2^252 + (1 + 3a + 1a^2)d1^108d2^252 + (0 + 2a + 1a^2)d1^109d2^252 + (0 + 3a + 0a^2)d1^110d2^252 + (1 + 3a + 3a^2)d1^111d2^252 + (1 + 1a + 3a^2)d1^112d2^252 + (3 + 3a + 2a^2)d1^113d2^252 + (3 + 2a + 1a^2)d1^114d2^252 + (3 + 1a + 2a^2)d1^115d2^252 + (0 + 2a + 1a^2)d1^116d2^252 + (0 + 3a + 4a^2)d1^117d2^252 + (4 + 4a + 1a^2)d1^118d2^252 + (1 + 1a + 3a^2)d1^119d2^252 + (0 + 2a + 2a^2)d1^120d2^252 + (4 + 2a + 0a^2)d1^121d2^252 + (4 + 1a + 0a^2)d1^122d2^252 + (4 + 2a + 3a^2)d1^123d2^252 + (1 + 2a + 4a^2)d1^124d2^252 + (2 + 1a + 4a^2)d1^125d2^252 + (2 + 1a + 4a^2)d1^126d2^252 + (1 + 1a + 2a^2)d1^127d2^252 + (1 + 0a + 1a^2)d1^128d2^252 + (0 + 4a + 4a^2)d1^129d2^252 + (0 + 0a + 4a^2)d1^130d2^252 + (3 + 0a + 3a^2)d1^131d2^252 + (0 + 1a + 3a^2)d1^132d2^252 + (0 + 4a + 4a^2)d1^133d2^252 + (4 + 3a + 4a^2)d1^134d2^252 + (2 + 3a + 0a^2)d1^135d2^252 + (4 + 0a + 4a^2)d1^136d2^252 + (3 + 3a + 1a^2)d1^137d2^252 + (1 + 2a + 1a^2)d1^138d2^252 + (3 + 0a + 3a^2)d1^139d2^252 + (4 + 2a + 0a^2)d1^140d2^252 + (2 + 1a + 0a^2)d1^141d2^252 + (0 + 1a + 2a^2)d1^142d2^252 + (4 + 2a + 0a^2)d1^143d2^252 + (0 + 2a + 0a^2)d1^144d2^252 + (1 + 1a + 0a^2)d1^145d2^252 + (4 + 1a + 4a^2)d1^146d2^252 + (1 + 4a + 0a^2)d1^147d2^252 + (1 + 3a + 4a^2)d1^148d2^252 + (2 + 1a + 0a^2)d1^149d2^252 + (0 + 2a + 0a^2)d1^150d2^252 + (3 + 3a + 3a^2)d1^151d2^252 + (3 + 0a + 2a^2)d1^152d2^252 + (4 + 4a + 4a^2)d1^153d2^252 + (0 + 4a + 0a^2)d1^154d2^252 + (3 + 2a + 1a^2)d1^155d2^252 + (4 + 1a + 3a^2)d1^156d2^252 + (1 + 1a + 2a^2)d1^157d2^252 + (1 + 0a + 0a^2)d1^158d2^252 + (2 + 4a + 0a^2)d1^159d2^252 + (4 + 4a + 3a^2)d1^160d2^252 + (1 + 0a + 2a^2)d1^162d2^252 + (0 + 1a + 1a^2)d1^163d2^252 + (4 + 4a + 1a^2)d1^164d2^252 + (2 + 0a + 2a^2)d1^165d2^252 + (1 + 2a + 4a^2)d1^166d2^252 + (2 + 2a + 0a^2)d1^167d2^252 + (3 + 4a + 3a^2)d1^168d2^252 + (3 + 3a + 0a^2)d1^169d2^252 + (3 + 1a + 3a^2)d1^170d2^252 + (0 + 0a + 2a^2)d1^171d2^252 + (1 + 3a + 4a^2)d1^172d2^252 + (4 + 0a + 0a^2)d1^173d2^252 + (0 + 0a + 4a^2)d1^174d2^252 + (4 + 3a + 2a^2)d1^175d2^252 + (1 + 1a + 1a^2)d1^176d2^252 + (3 + 2a + 4a^2)d1^177d2^252 + (2 + 3a + 3a^2)d1^178d2^252 + (2 + 4a + 1a^2)d1^179d2^252 + (1 + 3a + 3a^2)d1^180d2^252 + (2 + 2a + 1a^2)d1^181d2^252 + (1 + 3a + 1a^2)d1^182d2^252 + (4 + 1a + 1a^2)d1^183d2^252 + (0 + 1a + 1a^2)d1^184d2^252 + (4 + 0a + 4a^2)d1^185d2^252 + (3 + 0a + 2a^2)d1^186d2^252 + (4 + 0a + 1a^2)d1^187d2^252 + (1 + 4a + 2a^2)d1^188d2^252 + (4 + 3a + 3a^2)d1^189d2^252 + (3 + 3a + 3a^2)d1^190d2^252 + (0 + 4a + 3a^2)d1^191d2^252 + (4 + 3a + 1a^2)d1^192d2^252 + (1 + 4a + 0a^2)d1^193d2^252 + (2 + 4a + 1a^2)d1^194d2^252 + (1 + 4a + 0a^2)d1^195d2^252 + (0 + 3a + 3a^2)d1^196d2^252 + (4 + 2a + 2a^2)d1^197d2^252 + (2 + 0a + 3a^2)d1^198d2^252 + (0 + 4a + 1a^2)d1^199d2^252 + (1 + 2a + 2a^2)d1^200d2^252 + (2 + 0a + 4a^2)d1^201d2^252 + (1 + 4a + 1a^2)d1^202d2^252 + (1 + 1a + 0a^2)d1^203d2^252 + (0 + 4a + 1a^2)d1^204d2^252 + (2 + 2a + 2a^2)d1^205d2^252 + (3 + 0a + 2a^2)d1^206d2^252 + (1 + 2a + 3a^2)d1^207d2^252 + (0 + 3a + 4a^2)d1^208d2^252 + (2 + 0a + 2a^2)d1^209d2^252 + (1 + 0a + 1a^2)d1^210d2^252 + (1 + 2a + 0a^2)d1^211d2^252 + (0 + 0a + 3a^2)d1^212d2^252 + (0 + 0a + 2a^2)d1^213d2^252 + (2 + 4a + 4a^2)d1^214d2^252 + (2 + 3a + 0a^2)d1^215d2^252 + (4 + 3a + 0a^2)d1^216d2^252 + (1 + 4a + 3a^2)d1^217d2^252 + (0 + 1a + 3a^2)d1^218d2^252 + (0 + 4a + 1a^2)d1^219d2^252 + (1 + 3a + 0a^2)d1^220d2^252 + (1 + 1a + 1a^2)d1^221d2^252 + (3 + 1a + 3a^2)d1^222d2^252 + (2 + 1a + 4a^2)d1^223d2^252 + (2 + 1a + 4a^2)d1^224d2^252 + (4 + 2a + 1a^2)d1^225d2^252 + (0 + 1a + 4a^2)d1^226d2^252 + (2 + 2a + 4a^2)d1^227d2^252 + (1 + 0a + 4a^2)d1^228d2^252 + (3 + 3a + 1a^2)d1^229d2^252 + (0 + 2a + 4a^2)d1^230d2^252 + (2 + 4a + 4a^2)d1^231d2^252 + (4 + 4a + 3a^2)d1^232d2^252 + (4 + 2a + 0a^2)d1^233d2^252 + (3 + 3a + 1a^2)d1^234d2^252 + (1 + 2a + 0a^2)d1^235d2^252 + (4 + 1a + 4a^2)d1^236d2^252 + (1 + 4a + 3a^2)d1^237d2^252 + (0 + 2a + 4a^2)d1^238d2^252 + (2 + 0a + 0a^2)d1^239d2^252 + (1 + 0a + 4a^2)d1^240d2^252 + (0 + 0a + 4a^2)d1^241d2^252 + (0 + 4a + 0a^2)d1^242d2^252 + (1 + 4a + 0a^2)d1^243d2^252 + (2 + 0a + 3a^2)d1^244d2^252 + (0 + 2a + 4a^2)d1^245d2^252 + (1 + 0a + 0a^2)d1^246d2^252 + (3 + 3a + 1a^2)d1^247d2^252 + (2 + 3a + 2a^2)d1^248d2^252 + (2 + 0a + 3a^2)d1^249d2^252 + (2 + 2a + 0a^2)d1^250d2^252 + (2 + 0a + 2a^2)d1^251d2^252 + (2 + 0a + 3a^2)d1^252d2^252 + (1 + 4a + 1a^2)d1^253d2^252 + (0 + 3a + 2a^2)d1^254d2^252 + (2 + 4a + 0a^2)d1^255d2^252 + (4 + 2a + 3a^2)d1^256d2^252 + (1 + 1a + 3a^2)d1^257d2^252 + (2 + 1a + 4a^2)d1^258d2^252 + (4 + 2a + 0a^2)d1^259d2^252 + (2 + 3a + 2a^2)d1^260d2^252 + (1 + 4a + 2a^2)d1^261d2^252 + (3 + 1a + 2a^2)d1^262d2^252 + (2 + 2a + 3a^2)d1^263d2^252 + (4 + 2a + 4a^2)d1^264d2^252 + (0 + 3a + 0a^2)d1^265d2^252 + (1 + 2a + 0a^2)d1^266d2^252 + (0 + 3a + 4a^2)d1^267d2^252 + (4 + 0a + 3a^2)d1^268d2^252 + (0 + 1a + 0a^2)d1^269d2^252 + (0 + 1a + 1a^2)d1^270d2^252 + (3 + 4a + 3a^2)d1^271d2^252 + (0 + 4a + 4a^2)d1^272d2^252 + (4 + 3a + 3a^2)d1^273d2^252 + (3 + 0a + 0a^2)d1^274d2^252 + (1 + 0a + 1a^2)d1^275d2^252 + (3 + 3a + 4a^2)d1^277d2^252 + (1 + 3a + 3a^2)d1^278d2^252 + (3 + 1a + 0a^2)d1^279d2^252 + (1 + 3a + 0a^2)d1^280d2^252 + (2 + 2a + 2a^2)d1^281d2^252 + (1 + 1a + 1a^2)d1^282d2^252 + (3 + 1a + 0a^2)d1^284d2^252 + (3 + 4a + 3a^2)d1^285d2^252 + (0 + 4a + 3a^2)d1^286d2^252 + (1 + 3a + 3a^2)d1^287d2^252 + (4 + 0a + 1a^2)d1^288d2^252 + (1 + 1a + 2a^2)d1^289d2^252 + (4 + 3a + 0a^2)d1^290d2^252 + (2 + 1a + 0a^2)d1^291d2^252 + (3 + 2a + 3a^2)d1^292d2^252 + (1 + 2a + 4a^2)d1^293d2^252 + (2 + 1a + 4a^2)d2^253 + (1 + 1a + 1a^2)d1^1d2^253 + (1 + 3a + 4a^2)d1^2d2^253 + (2 + 2a + 1a^2)d1^3d2^253 + (2 + 4a + 3a^2)d1^4d2^253 + (3 + 0a + 1a^2)d1^5d2^253 + (0 + 1a + 4a^2)d1^6d2^253 + (0 + 4a + 1a^2)d1^7d2^253 + (1 + 2a + 3a^2)d1^8d2^253 + (0 + 1a + 0a^2)d1^9d2^253 + (2 + 0a + 2a^2)d1^10d2^253 + (1 + 1a + 3a^2)d1^11d2^253 + (1 + 4a + 4a^2)d1^12d2^253 + (1 + 0a + 1a^2)d1^13d2^253 + (2 + 4a + 0a^2)d1^14d2^253 + (4 + 4a + 1a^2)d1^15d2^253 + (3 + 4a + 1a^2)d1^16d2^253 + (2 + 1a + 1a^2)d1^17d2^253 + (3 + 0a + 3a^2)d1^18d2^253 + (3 + 4a + 3a^2)d1^19d2^253 + (4 + 3a + 2a^2)d1^20d2^253 + (1 + 1a + 0a^2)d1^21d2^253 + (3 + 2a + 0a^2)d1^22d2^253 + (0 + 0a + 3a^2)d1^23d2^253 + (4 + 0a + 3a^2)d1^24d2^253 + (1 + 2a + 0a^2)d1^25d2^253 + (0 + 0a + 4a^2)d1^26d2^253 + (3 + 4a + 4a^2)d1^27d2^253 + (2 + 1a + 2a^2)d1^28d2^253 + (3 + 2a + 1a^2)d1^29d2^253 + (2 + 0a + 4a^2)d1^30d2^253 + (1 + 2a + 4a^2)d1^31d2^253 + (1 + 0a + 2a^2)d1^32d2^253 + (0 + 4a + 2a^2)d1^33d2^253 + (4 + 0a + 0a^2)d1^34d2^253 + (0 + 0a + 4a^2)d1^35d2^253 + (1 + 3a + 2a^2)d1^36d2^253 + (0 + 3a + 0a^2)d1^37d2^253 + (0 + 1a + 1a^2)d1^38d2^253 + (4 + 1a + 3a^2)d1^39d2^253 + (2 + 2a + 2a^2)d1^40d2^253 + (1 + 2a + 3a^2)d1^41d2^253 + (2 + 1a + 0a^2)d1^42d2^253 + (0 + 3a + 2a^2)d1^43d2^253 + (1 + 4a + 4a^2)d1^44d2^253 + (2 + 2a + 4a^2)d1^45d2^253 + (3 + 4a + 4a^2)d1^46d2^253 + (4 + 0a + 2a^2)d1^47d2^253 + (0 + 3a + 3a^2)d1^48d2^253 + (2 + 3a + 0a^2)d1^49d2^253 + (3 + 4a + 2a^2)d1^50d2^253 + (0 + 0a + 1a^2)d1^51d2^253 + (1 + 0a + 0a^2)d1^52d2^253 + (1 + 1a + 0a^2)d1^53d2^253 + (1 + 0a + 2a^2)d1^54d2^253 + (1 + 2a + 3a^2)d1^55d2^253 + (4 + 0a + 1a^2)d1^56d2^253 + (1 + 3a + 3a^2)d1^57d2^253 + (4 + 4a + 2a^2)d1^58d2^253 + (1 + 0a + 3a^2)d1^59d2^253 + (1 + 4a + 0a^2)d1^60d2^253 + (4 + 3a + 2a^2)d1^61d2^253 + (4 + 1a + 0a^2)d1^62d2^253 + (1 + 0a + 2a^2)d1^63d2^253 + (3 + 1a + 2a^2)d1^64d2^253 + (2 + 2a + 2a^2)d1^65d2^253 + (3 + 4a + 4a^2)d1^66d2^253 + (0 + 1a + 4a^2)d1^67d2^253 + (3 + 0a + 2a^2)d1^68d2^253 + (4 + 0a + 3a^2)d1^69d2^253 + (3 + 1a + 1a^2)d1^70d2^253 + (0 + 3a + 2a^2)d1^71d2^253 + (4 + 3a + 3a^2)d1^72d2^253 + (2 + 1a + 4a^2)d1^73d2^253 + (2 + 0a + 0a^2)d1^75d2^253 + (4 + 1a + 2a^2)d1^76d2^253 + (3 + 4a + 4a^2)d1^77d2^253 + (1 + 3a + 2a^2)d1^78d2^253 + (0 + 3a + 2a^2)d1^79d2^253 + (1 + 4a + 2a^2)d1^80d2^253 + (2 + 3a + 1a^2)d1^81d2^253 + (0 + 2a + 1a^2)d1^82d2^253 + (0 + 0a + 2a^2)d1^83d2^253 + (1 + 1a + 0a^2)d1^84d2^253 + (2 + 2a + 3a^2)d1^85d2^253 + (4 + 0a + 1a^2)d1^86d2^253 + (3 + 2a + 4a^2)d1^87d2^253 + (0 + 3a + 2a^2)d1^88d2^253 + (2 + 4a + 3a^2)d1^89d2^253 + (2 + 1a + 1a^2)d1^90d2^253 + (2 + 4a + 0a^2)d1^91d2^253 + (2 + 1a + 3a^2)d1^92d2^253 + (0 + 3a + 2a^2)d1^93d2^253 + (2 + 4a + 1a^2)d1^94d2^253 + (1 + 1a + 1a^2)d1^95d2^253 + (2 + 1a + 1a^2)d1^96d2^253 + (4 + 3a + 0a^2)d1^97d2^253 + (3 + 4a + 3a^2)d1^98d2^253 + (3 + 4a + 1a^2)d1^99d2^253 + (4 + 3a + 3a^2)d1^100d2^253 + (1 + 0a + 1a^2)d1^101d2^253 + (2 + 3a + 4a^2)d1^102d2^253 + (2 + 4a + 1a^2)d1^103d2^253 + (2 + 4a + 2a^2)d1^104d2^253 + (4 + 2a + 3a^2)d1^105d2^253 + (4 + 4a + 2a^2)d1^106d2^253 + (2 + 4a + 0a^2)d1^107d2^253 + (3 + 1a + 4a^2)d1^108d2^253 + (4 + 0a + 0a^2)d1^109d2^253 + (1 + 3a + 1a^2)d1^110d2^253 + (4 + 0a + 1a^2)d1^111d2^253 + (0 + 3a + 0a^2)d1^112d2^253 + (1 + 0a + 2a^2)d1^113d2^253 + (0 + 4a + 1a^2)d1^114d2^253 + (2 + 4a + 0a^2)d1^115d2^253 + (1 + 3a + 4a^2)d1^116d2^253 + (0 + 3a + 0a^2)d1^117d2^253 + (0 + 4a + 1a^2)d1^118d2^253 + (3 + 1a + 0a^2)d1^119d2^253 + (4 + 1a + 4a^2)d1^120d2^253 + (1 + 4a + 2a^2)d1^121d2^253 + (2 + 3a + 0a^2)d1^122d2^253 + (1 + 3a + 2a^2)d1^123d2^253 + (3 + 2a + 3a^2)d1^124d2^253 + (1 + 0a + 4a^2)d1^125d2^253 + (2 + 0a + 1a^2)d1^126d2^253 + (4 + 3a + 4a^2)d1^127d2^253 + (3 + 2a + 1a^2)d1^128d2^253 + (0 + 0a + 2a^2)d1^129d2^253 + (0 + 3a + 2a^2)d1^130d2^253 + (4 + 1a + 1a^2)d1^131d2^253 + (4 + 2a + 4a^2)d1^132d2^253 + (0 + 3a + 3a^2)d1^133d2^253 + (4 + 3a + 1a^2)d1^134d2^253 + (3 + 0a + 2a^2)d1^135d2^253 + (0 + 2a + 4a^2)d1^136d2^253 + (0 + 1a + 4a^2)d1^137d2^253 + (2 + 1a + 1a^2)d1^138d2^253 + (2 + 3a + 1a^2)d1^139d2^253 + (1 + 1a + 4a^2)d1^140d2^253 + (1 + 4a + 0a^2)d1^141d2^253 + (1 + 4a + 4a^2)d1^142d2^253 + (0 + 4a + 1a^2)d1^143d2^253 + (0 + 4a + 0a^2)d1^144d2^253 + (2 + 4a + 1a^2)d1^145d2^253 + (3 + 3a + 0a^2)d1^146d2^253 + (1 + 4a + 2a^2)d1^147d2^253 + (2 + 3a + 0a^2)d1^148d2^253 + (1 + 3a + 2a^2)d1^149d2^253 + (2 + 0a + 4a^2)d1^150d2^253 + (4 + 0a + 0a^2)d1^151d2^253 + (2 + 2a + 3a^2)d1^152d2^253 + (1 + 4a + 1a^2)d1^153d2^253 + (4 + 2a + 4a^2)d1^154d2^253 + (4 + 1a + 2a^2)d1^155d2^253 + (4 + 2a + 3a^2)d1^156d2^253 + (2 + 3a + 4a^2)d1^157d2^253 + (0 + 3a + 0a^2)d1^158d2^253 + (0 + 0a + 2a^2)d1^159d2^253 + (0 + 2a + 1a^2)d1^160d2^253 + (4 + 1a + 1a^2)d1^161d2^253 + (0 + 3a + 1a^2)d1^162d2^253 + (2 + 0a + 2a^2)d1^163d2^253 + (1 + 3a + 1a^2)d1^164d2^253 + (4 + 0a + 0a^2)d1^165d2^253 + (0 + 1a + 3a^2)d1^166d2^253 + (3 + 2a + 3a^2)d1^167d2^253 + (3 + 4a + 4a^2)d1^168d2^253 + (1 + 2a + 1a^2)d1^169d2^253 + (1 + 2a + 1a^2)d1^170d2^253 + (3 + 1a + 2a^2)d1^171d2^253 + (0 + 1a + 3a^2)d1^172d2^253 + (4 + 3a + 2a^2)d1^173d2^253 + (1 + 3a + 3a^2)d1^174d2^253 + (1 + 2a + 0a^2)d1^175d2^253 + (2 + 2a + 1a^2)d1^176d2^253 + (4 + 1a + 2a^2)d1^177d2^253 + (0 + 0a + 3a^2)d1^178d2^253 + (1 + 1a + 0a^2)d1^179d2^253 + (2 + 1a + 1a^2)d1^180d2^253 + (2 + 0a + 0a^2)d1^181d2^253 + (3 + 1a + 4a^2)d1^182d2^253 + (0 + 3a + 0a^2)d1^183d2^253 + (3 + 1a + 3a^2)d1^184d2^253 + (1 + 1a + 4a^2)d1^185d2^253 + (0 + 2a + 4a^2)d1^186d2^253 + (3 + 1a + 2a^2)d1^187d2^253 + (2 + 2a + 0a^2)d1^188d2^253 + (2 + 0a + 3a^2)d1^189d2^253 + (4 + 4a + 1a^2)d1^190d2^253 + (4 + 4a + 0a^2)d1^191d2^253 + (0 + 3a + 1a^2)d1^192d2^253 + (2 + 1a + 4a^2)d1^193d2^253 + (2 + 1a + 0a^2)d1^194d2^253 + (0 + 1a + 2a^2)d1^195d2^253 + (2 + 3a + 1a^2)d1^196d2^253 + (3 + 4a + 2a^2)d1^197d2^253 + (4 + 1a + 1a^2)d1^198d2^253 + (2 + 0a + 2a^2)d1^199d2^253 + (1 + 1a + 1a^2)d1^200d2^253 + (0 + 1a + 0a^2)d1^201d2^253 + (3 + 0a + 3a^2)d1^202d2^253 + (3 + 4a + 4a^2)d1^203d2^253 + (3 + 1a + 3a^2)d1^204d2^253 + (3 + 2a + 2a^2)d1^205d2^253 + (0 + 1a + 3a^2)d1^206d2^253 + (2 + 3a + 1a^2)d1^207d2^253 + (3 + 1a + 2a^2)d1^208d2^253 + (4 + 4a + 2a^2)d1^209d2^253 + (1 + 4a + 2a^2)d1^210d2^253 + (4 + 3a + 3a^2)d1^211d2^253 + (0 + 3a + 3a^2)d1^212d2^253 + (0 + 4a + 2a^2)d1^213d2^253 + (3 + 1a + 3a^2)d1^214d2^253 + (0 + 0a + 2a^2)d1^215d2^253 + (2 + 2a + 1a^2)d1^216d2^253 + (2 + 2a + 3a^2)d1^217d2^253 + (1 + 4a + 4a^2)d1^218d2^253 + (4 + 4a + 2a^2)d1^219d2^253 + (4 + 2a + 1a^2)d1^220d2^253 + (4 + 3a + 2a^2)d1^221d2^253 + (1 + 1a + 2a^2)d1^222d2^253 + (3 + 4a + 0a^2)d1^223d2^253 + (1 + 0a + 3a^2)d1^224d2^253 + (1 + 2a + 2a^2)d1^225d2^253 + (1 + 1a + 1a^2)d1^226d2^253 + (1 + 1a + 1a^2)d1^227d2^253 + (4 + 4a + 4a^2)d1^228d2^253 + (2 + 0a + 1a^2)d1^229d2^253 + (0 + 2a + 4a^2)d1^230d2^253 + (1 + 0a + 2a^2)d1^231d2^253 + (0 + 3a + 2a^2)d1^232d2^253 + (4 + 1a + 0a^2)d1^233d2^253 + (3 + 0a + 1a^2)d1^234d2^253 + (3 + 3a + 2a^2)d1^235d2^253 + (2 + 2a + 0a^2)d1^236d2^253 + (0 + 2a + 2a^2)d1^237d2^253 + (3 + 3a + 3a^2)d1^238d2^253 + (3 + 1a + 4a^2)d1^239d2^253 + (0 + 1a + 1a^2)d1^240d2^253 + (2 + 1a + 3a^2)d1^241d2^253 + (4 + 2a + 0a^2)d1^242d2^253 + (2 + 0a + 0a^2)d1^243d2^253 + (3 + 3a + 0a^2)d1^244d2^253 + (3 + 3a + 4a^2)d1^245d2^253 + (1 + 0a + 2a^2)d1^246d2^253 + (3 + 1a + 4a^2)d1^247d2^253 + (2 + 4a + 3a^2)d1^248d2^253 + (3 + 4a + 2a^2)d1^249d2^253 + (3 + 4a + 4a^2)d1^250d2^253 + (0 + 1a + 4a^2)d1^251d2^253 + (1 + 4a + 4a^2)d1^252d2^253 + (1 + 4a + 0a^2)d1^253d2^253 + (4 + 2a + 0a^2)d1^254d2^253 + (0 + 4a + 1a^2)d1^255d2^253 + (2 + 4a + 4a^2)d1^256d2^253 + (1 + 3a + 4a^2)d1^257d2^253 + (4 + 3a + 3a^2)d1^258d2^253 + (3 + 3a + 2a^2)d1^259d2^253 + (0 + 1a + 2a^2)d1^260d2^253 + (4 + 0a + 0a^2)d1^261d2^253 + (0 + 0a + 3a^2)d1^262d2^253 + (4 + 0a + 4a^2)d1^263d2^253 + (1 + 3a + 2a^2)d1^264d2^253 + (1 + 1a + 3a^2)d1^265d2^253 + (2 + 0a + 4a^2)d1^266d2^253 + (4 + 2a + 0a^2)d1^267d2^253 + (1 + 4a + 1a^2)d1^268d2^253 + (4 + 3a + 1a^2)d1^269d2^253 + (2 + 4a + 2a^2)d1^270d2^253 + (4 + 0a + 0a^2)d1^271d2^253 + (3 + 2a + 4a^2)d1^272d2^253 + (3 + 2a + 0a^2)d1^273d2^253 + (0 + 0a + 1a^2)d1^274d2^253 + (1 + 0a + 0a^2)d1^275d2^253 + (0 + 0a + 3a^2)d1^276d2^253 + (1 + 2a + 2a^2)d1^277d2^253 + (1 + 2a + 1a^2)d1^278d2^253 + (0 + 0a + 3a^2)d1^279d2^253 + (3 + 0a + 0a^2)d1^280d2^253 + (2 + 4a + 4a^2)d1^281d2^253 + (1 + 1a + 1a^2)d1^282d2^253 + (3 + 0a + 3a^2)d1^283d2^253 + (4 + 0a + 3a^2)d1^284d2^253 + (2 + 3a + 1a^2)d1^285d2^253 + (3 + 0a + 0a^2)d1^286d2^253 + (3 + 3a + 0a^2)d1^287d2^253 + (4 + 4a + 1a^2)d1^288d2^253 + (4 + 0a + 4a^2)d1^289d2^253 + (3 + 0a + 3a^2)d1^290d2^253 + (3 + 2a + 3a^2)d1^291d2^253 + (2 + 2a + 2a^2)d1^292d2^253 + (2 + 3a + 0a^2)d1^293d2^253 + (1 + 0a + 1a^2)d2^254 + (2 + 4a + 0a^2)d1^1d2^254 + (4 + 1a + 2a^2)d1^2d2^254 + (0 + 3a + 2a^2)d1^3d2^254 + (2 + 3a + 3a^2)d1^4d2^254 + (0 + 0a + 1a^2)d1^5d2^254 + (3 + 1a + 3a^2)d1^6d2^254 + (3 + 0a + 4a^2)d1^7d2^254 + (2 + 1a + 1a^2)d1^8d2^254 + (1 + 1a + 4a^2)d1^9d2^254 + (1 + 3a + 2a^2)d1^10d2^254 + (4 + 3a + 4a^2)d1^11d2^254 + (3 + 2a + 2a^2)d1^12d2^254 + (1 + 4a + 4a^2)d1^13d2^254 + (0 + 2a + 3a^2)d1^14d2^254 + (4 + 0a + 4a^2)d1^15d2^254 + (1 + 4a + 1a^2)d1^16d2^254 + (4 + 3a + 2a^2)d1^17d2^254 + (4 + 4a + 2a^2)d1^18d2^254 + (2 + 1a + 0a^2)d1^19d2^254 + (4 + 3a + 0a^2)d1^20d2^254 + (3 + 1a + 4a^2)d1^21d2^254 + (4 + 4a + 1a^2)d1^22d2^254 + (3 + 1a + 2a^2)d1^23d2^254 + (1 + 3a + 0a^2)d1^24d2^254 + (1 + 2a + 3a^2)d1^25d2^254 + (3 + 4a + 0a^2)d1^26d2^254 + (2 + 4a + 2a^2)d1^27d2^254 + (2 + 3a + 2a^2)d1^28d2^254 + (1 + 1a + 0a^2)d1^29d2^254 + (4 + 4a + 1a^2)d1^30d2^254 + (2 + 1a + 4a^2)d1^31d2^254 + (0 + 0a + 4a^2)d1^32d2^254 + (1 + 2a + 4a^2)d1^33d2^254 + (1 + 2a + 4a^2)d1^34d2^254 + (3 + 0a + 4a^2)d1^35d2^254 + (3 + 2a + 4a^2)d1^36d2^254 + (2 + 4a + 2a^2)d1^37d2^254 + (1 + 2a + 3a^2)d1^38d2^254 + (2 + 2a + 2a^2)d1^39d2^254 + (3 + 1a + 3a^2)d1^40d2^254 + (3 + 2a + 3a^2)d1^41d2^254 + (2 + 2a + 3a^2)d1^42d2^254 + (3 + 4a + 0a^2)d1^43d2^254 + (1 + 3a + 4a^2)d1^44d2^254 + (4 + 1a + 1a^2)d1^45d2^254 + (2 + 4a + 1a^2)d1^46d2^254 + (4 + 4a + 0a^2)d1^47d2^254 + (3 + 4a + 4a^2)d1^48d2^254 + (0 + 1a + 1a^2)d1^49d2^254 + (4 + 4a + 1a^2)d1^50d2^254 + (4 + 4a + 4a^2)d1^51d2^254 + (2 + 1a + 0a^2)d1^52d2^254 + (0 + 4a + 2a^2)d1^53d2^254 + (3 + 0a + 4a^2)d1^54d2^254 + (2 + 2a + 4a^2)d1^55d2^254 + (2 + 3a + 2a^2)d1^56d2^254 + (4 + 0a + 1a^2)d1^57d2^254 + (4 + 1a + 1a^2)d1^58d2^254 + (0 + 2a + 2a^2)d1^59d2^254 + (0 + 4a + 0a^2)d1^60d2^254 + (4 + 1a + 2a^2)d1^61d2^254 + (3 + 1a + 2a^2)d1^62d2^254 + (0 + 4a + 3a^2)d1^63d2^254 + (1 + 1a + 2a^2)d1^64d2^254 + (0 + 1a + 2a^2)d1^65d2^254 + (2 + 1a + 3a^2)d1^66d2^254 + (3 + 1a + 3a^2)d1^67d2^254 + (4 + 4a + 2a^2)d1^68d2^254 + (4 + 0a + 3a^2)d1^69d2^254 + (2 + 4a + 3a^2)d1^70d2^254 + (2 + 0a + 1a^2)d1^71d2^254 + (2 + 2a + 4a^2)d1^72d2^254 + (0 + 2a + 0a^2)d1^74d2^254 + (4 + 2a + 1a^2)d1^75d2^254 + (0 + 2a + 1a^2)d1^76d2^254 + (1 + 4a + 4a^2)d1^77d2^254 + (4 + 4a + 1a^2)d1^78d2^254 + (0 + 3a + 2a^2)d1^79d2^254 + (3 + 2a + 1a^2)d1^80d2^254 + (2 + 2a + 2a^2)d1^81d2^254 + (3 + 3a + 0a^2)d1^82d2^254 + (0 + 2a + 3a^2)d1^84d2^254 + (0 + 2a + 3a^2)d1^85d2^254 + (1 + 4a + 1a^2)d1^86d2^254 + (0 + 3a + 4a^2)d1^87d2^254 + (1 + 4a + 2a^2)d1^88d2^254 + (2 + 2a + 2a^2)d1^89d2^254 + (4 + 0a + 4a^2)d1^90d2^254 + (0 + 1a + 1a^2)d1^91d2^254 + (0 + 0a + 2a^2)d1^92d2^254 + (3 + 1a + 2a^2)d1^93d2^254 + (4 + 1a + 3a^2)d1^94d2^254 + (1 + 1a + 2a^2)d1^95d2^254 + (2 + 4a + 1a^2)d1^96d2^254 + (3 + 3a + 3a^2)d1^97d2^254 + (0 + 4a + 3a^2)d1^98d2^254 + (4 + 3a + 3a^2)d1^99d2^254 + (2 + 1a + 4a^2)d1^100d2^254 + (0 + 0a + 1a^2)d1^101d2^254 + (3 + 2a + 0a^2)d1^102d2^254 + (4 + 2a + 3a^2)d1^103d2^254 + (2 + 0a + 1a^2)d1^104d2^254 + (2 + 1a + 3a^2)d1^105d2^254 + (2 + 3a + 4a^2)d1^106d2^254 + (2 + 2a + 4a^2)d1^107d2^254 + (4 + 2a + 0a^2)d1^108d2^254 + (1 + 1a + 2a^2)d1^109d2^254 + (2 + 3a + 3a^2)d1^110d2^254 + (4 + 4a + 1a^2)d1^111d2^254 + (3 + 4a + 1a^2)d1^112d2^254 + (1 + 2a + 0a^2)d1^113d2^254 + (2 + 4a + 3a^2)d1^114d2^254 + (1 + 4a + 4a^2)d1^115d2^254 + (4 + 4a + 4a^2)d1^116d2^254 + (0 + 2a + 1a^2)d1^117d2^254 + (0 + 4a + 0a^2)d1^118d2^254 + (3 + 2a + 2a^2)d1^119d2^254 + (2 + 2a + 3a^2)d1^120d2^254 + (0 + 4a + 2a^2)d1^121d2^254 + (1 + 4a + 2a^2)d1^122d2^254 + (2 + 3a + 3a^2)d1^123d2^254 + (3 + 4a + 0a^2)d1^124d2^254 + (2 + 2a + 3a^2)d1^125d2^254 + (1 + 4a + 4a^2)d1^126d2^254 + (2 + 3a + 4a^2)d1^127d2^254 + (1 + 4a + 2a^2)d1^128d2^254 + (3 + 3a + 1a^2)d1^129d2^254 + (1 + 1a + 3a^2)d1^130d2^254 + (2 + 3a + 3a^2)d1^131d2^254 + (3 + 3a + 0a^2)d1^132d2^254 + (2 + 4a + 0a^2)d1^133d2^254 + (0 + 1a + 4a^2)d1^134d2^254 + (4 + 2a + 3a^2)d1^135d2^254 + (1 + 2a + 2a^2)d1^136d2^254 + (4 + 3a + 3a^2)d1^137d2^254 + (2 + 2a + 2a^2)d1^138d2^254 + (3 + 0a + 1a^2)d1^139d2^254 + (1 + 2a + 4a^2)d1^140d2^254 + (0 + 0a + 3a^2)d1^141d2^254 + (2 + 0a + 0a^2)d1^142d2^254 + (1 + 4a + 2a^2)d1^143d2^254 + (4 + 3a + 0a^2)d1^144d2^254 + (3 + 4a + 4a^2)d1^145d2^254 + (0 + 0a + 1a^2)d1^146d2^254 + (3 + 0a + 1a^2)d1^147d2^254 + (1 + 2a + 4a^2)d1^148d2^254 + (3 + 3a + 0a^2)d1^149d2^254 + (1 + 1a + 2a^2)d1^150d2^254 + (2 + 4a + 2a^2)d1^151d2^254 + (1 + 4a + 3a^2)d1^152d2^254 + (3 + 2a + 2a^2)d1^153d2^254 + (2 + 1a + 4a^2)d1^154d2^254 + (2 + 2a + 2a^2)d1^155d2^254 + (4 + 1a + 3a^2)d1^156d2^254 + (1 + 4a + 4a^2)d1^157d2^254 + (1 + 2a + 0a^2)d1^158d2^254 + (0 + 1a + 4a^2)d1^159d2^254 + (4 + 3a + 1a^2)d1^160d2^254 + (0 + 1a + 1a^2)d1^161d2^254 + (3 + 4a + 4a^2)d1^162d2^254 + (3 + 2a + 1a^2)d1^163d2^254 + (1 + 2a + 3a^2)d1^164d2^254 + (3 + 4a + 2a^2)d1^165d2^254 + (2 + 4a + 1a^2)d1^166d2^254 + (3 + 2a + 2a^2)d1^167d2^254 + (2 + 3a + 4a^2)d1^168d2^254 + (3 + 3a + 4a^2)d1^169d2^254 + (1 + 0a + 3a^2)d1^170d2^254 + (0 + 1a + 2a^2)d1^171d2^254 + (2 + 3a + 0a^2)d1^172d2^254 + (2 + 1a + 4a^2)d1^173d2^254 + (0 + 4a + 1a^2)d1^174d2^254 + (0 + 3a + 0a^2)d1^175d2^254 + (0 + 2a + 4a^2)d1^176d2^254 + (1 + 1a + 2a^2)d1^177d2^254 + (1 + 2a + 4a^2)d1^178d2^254 + (1 + 1a + 3a^2)d1^179d2^254 + (3 + 4a + 2a^2)d1^180d2^254 + (2 + 0a + 2a^2)d1^181d2^254 + (4 + 1a + 4a^2)d1^182d2^254 + (2 + 3a + 2a^2)d1^183d2^254 + (4 + 1a + 0a^2)d1^184d2^254 + (1 + 1a + 2a^2)d1^185d2^254 + (4 + 2a + 4a^2)d1^186d2^254 + (0 + 2a + 3a^2)d1^187d2^254 + (4 + 0a + 4a^2)d1^188d2^254 + (4 + 2a + 2a^2)d1^189d2^254 + (4 + 1a + 0a^2)d1^190d2^254 + (1 + 2a + 4a^2)d1^191d2^254 + (2 + 0a + 0a^2)d1^192d2^254 + (1 + 3a + 0a^2)d1^193d2^254 + (0 + 0a + 3a^2)d1^194d2^254 + (1 + 0a + 1a^2)d1^195d2^254 + (3 + 0a + 1a^2)d1^196d2^254 + (1 + 2a + 1a^2)d1^197d2^254 + (0 + 3a + 3a^2)d1^198d2^254 + (0 + 0a + 4a^2)d1^199d2^254 + (0 + 1a + 2a^2)d1^200d2^254 + (0 + 3a + 3a^2)d1^201d2^254 + (3 + 0a + 0a^2)d1^202d2^254 + (4 + 2a + 4a^2)d1^203d2^254 + (1 + 1a + 3a^2)d1^204d2^254 + (0 + 2a + 2a^2)d1^205d2^254 + (2 + 3a + 4a^2)d1^206d2^254 + (1 + 1a + 0a^2)d1^207d2^254 + (1 + 0a + 4a^2)d1^208d2^254 + (2 + 3a + 2a^2)d1^209d2^254 + (3 + 1a + 4a^2)d1^210d2^254 + (3 + 4a + 1a^2)d1^211d2^254 + (0 + 2a + 3a^2)d1^212d2^254 + (2 + 4a + 3a^2)d1^213d2^254 + (0 + 3a + 1a^2)d1^214d2^254 + (3 + 0a + 0a^2)d1^215d2^254 + (3 + 2a + 4a^2)d1^216d2^254 + (4 + 3a + 3a^2)d1^217d2^254 + (4 + 3a + 2a^2)d1^218d2^254 + (0 + 0a + 4a^2)d1^219d2^254 + (1 + 4a + 0a^2)d1^220d2^254 + (0 + 1a + 1a^2)d1^221d2^254 + (3 + 0a + 4a^2)d1^222d2^254 + (3 + 2a + 0a^2)d1^223d2^254 + (4 + 3a + 1a^2)d1^224d2^254 + (1 + 4a + 0a^2)d1^225d2^254 + (3 + 2a + 0a^2)d1^226d2^254 + (3 + 0a + 2a^2)d1^227d2^254 + (0 + 1a + 2a^2)d1^228d2^254 + (3 + 4a + 2a^2)d1^229d2^254 + (4 + 1a + 0a^2)d1^230d2^254 + (3 + 4a + 4a^2)d1^231d2^254 + (3 + 2a + 3a^2)d1^232d2^254 + (1 + 1a + 3a^2)d1^233d2^254 + (4 + 0a + 1a^2)d1^234d2^254 + (2 + 3a + 3a^2)d1^235d2^254 + (3 + 4a + 2a^2)d1^236d2^254 + (2 + 4a + 1a^2)d1^237d2^254 + (2 + 0a + 0a^2)d1^238d2^254 + (3 + 3a + 3a^2)d1^239d2^254 + (3 + 0a + 1a^2)d1^240d2^254 + (0 + 0a + 4a^2)d1^241d2^254 + (3 + 2a + 0a^2)d1^242d2^254 + (3 + 0a + 4a^2)d1^243d2^254 + (1 + 4a + 2a^2)d1^244d2^254 + (0 + 1a + 3a^2)d1^245d2^254 + (3 + 4a + 3a^2)d1^246d2^254 + (4 + 2a + 2a^2)d1^247d2^254 + (0 + 2a + 4a^2)d1^248d2^254 + (2 + 2a + 1a^2)d1^249d2^254 + (3 + 1a + 3a^2)d1^250d2^254 + (3 + 4a + 2a^2)d1^251d2^254 + (0 + 3a + 3a^2)d1^252d2^254 + (2 + 4a + 0a^2)d1^253d2^254 + (1 + 1a + 4a^2)d1^254d2^254 + (3 + 4a + 2a^2)d1^255d2^254 + (4 + 3a + 1a^2)d1^256d2^254 + (2 + 2a + 0a^2)d1^257d2^254 + (4 + 3a + 0a^2)d1^258d2^254 + (4 + 3a + 4a^2)d1^259d2^254 + (3 + 4a + 4a^2)d1^260d2^254 + (0 + 1a + 4a^2)d1^261d2^254 + (3 + 1a + 4a^2)d1^262d2^254 + (0 + 3a + 0a^2)d1^263d2^254 + (0 + 1a + 2a^2)d1^264d2^254 + (0 + 2a + 4a^2)d1^265d2^254 + (1 + 3a + 4a^2)d1^266d2^254 + (0 + 3a + 1a^2)d1^267d2^254 + (0 + 4a + 3a^2)d1^268d2^254 + (0 + 0a + 1a^2)d1^269d2^254 + (1 + 0a + 4a^2)d1^270d2^254 + (1 + 0a + 1a^2)d1^271d2^254 + (2 + 1a + 1a^2)d1^272d2^254 + (2 + 2a + 3a^2)d1^273d2^254 + (1 + 3a + 4a^2)d1^274d2^254 + (1 + 0a + 3a^2)d1^275d2^254 + (0 + 4a + 2a^2)d1^276d2^254 + (4 + 2a + 4a^2)d1^277d2^254 + (0 + 1a + 2a^2)d1^278d2^254 + (1 + 3a + 1a^2)d1^279d2^254 + (2 + 4a + 0a^2)d1^280d2^254 + (4 + 0a + 0a^2)d1^281d2^254 + (3 + 4a + 0a^2)d1^282d2^254 + (0 + 3a + 2a^2)d1^283d2^254 + (1 + 4a + 2a^2)d1^284d2^254 + (2 + 2a + 1a^2)d1^285d2^254 + (2 + 3a + 1a^2)d1^286d2^254 + (4 + 3a + 3a^2)d1^287d2^254 + (2 + 3a + 4a^2)d1^288d2^254 + (0 + 4a + 2a^2)d1^289d2^254 + (2 + 4a + 0a^2)d1^290d2^254 + (4 + 2a + 0a^2)d1^291d2^254 + (0 + 4a + 1a^2)d1^292d2^254 + (2 + 3a + 4a^2)d1^293d2^254 + (3 + 2a + 1a^2)d2^255 + (0 + 4a + 3a^2)d1^1d2^255 + (1 + 0a + 2a^2)d1^2d2^255 + (0 + 2a + 3a^2)d1^3d2^255 + (3 + 3a + 1a^2)d1^4d2^255 + (2 + 1a + 3a^2)d1^5d2^255 + (1 + 0a + 3a^2)d1^6d2^255 + (2 + 3a + 0a^2)d1^7d2^255 + (2 + 2a + 4a^2)d1^8d2^255 + (1 + 3a + 2a^2)d1^9d2^255 + (2 + 3a + 1a^2)d1^10d2^255 + (2 + 2a + 0a^2)d1^11d2^255 + (1 + 3a + 1a^2)d1^12d2^255 + (3 + 1a + 2a^2)d1^13d2^255 + (4 + 3a + 0a^2)d1^14d2^255 + (2 + 4a + 3a^2)d1^15d2^255 + (4 + 0a + 4a^2)d1^16d2^255 + (2 + 2a + 4a^2)d1^17d2^255 + (1 + 4a + 2a^2)d1^18d2^255 + (2 + 1a + 2a^2)d1^19d2^255 + (1 + 4a + 0a^2)d1^20d2^255 + (0 + 1a + 2a^2)d1^21d2^255 + (0 + 0a + 3a^2)d1^22d2^255 + (0 + 0a + 4a^2)d1^23d2^255 + (4 + 4a + 0a^2)d1^24d2^255 + (2 + 1a + 4a^2)d1^25d2^255 + (0 + 4a + 4a^2)d1^26d2^255 + (3 + 1a + 0a^2)d1^27d2^255 + (3 + 3a + 3a^2)d1^28d2^255 + (0 + 1a + 1a^2)d1^29d2^255 + (1 + 2a + 2a^2)d1^30d2^255 + (0 + 4a + 0a^2)d1^31d2^255 + (1 + 0a + 3a^2)d1^32d2^255 + (3 + 0a + 2a^2)d1^33d2^255 + (4 + 0a + 0a^2)d1^34d2^255 + (2 + 2a + 2a^2)d1^35d2^255 + (2 + 1a + 2a^2)d1^36d2^255 + (1 + 0a + 0a^2)d1^37d2^255 + (2 + 4a + 1a^2)d1^38d2^255 + (4 + 1a + 1a^2)d1^39d2^255 + (1 + 4a + 0a^2)d1^40d2^255 + (0 + 2a + 4a^2)d1^41d2^255 + (2 + 0a + 4a^2)d1^42d2^255 + (1 + 0a + 4a^2)d1^43d2^255 + (0 + 0a + 1a^2)d1^44d2^255 + (2 + 3a + 2a^2)d1^45d2^255 + (0 + 4a + 4a^2)d1^46d2^255 + (0 + 1a + 0a^2)d1^47d2^255 + (1 + 4a + 3a^2)d1^48d2^255 + (2 + 4a + 3a^2)d1^49d2^255 + (3 + 1a + 3a^2)d1^50d2^255 + (0 + 0a + 3a^2)d1^51d2^255 + (2 + 4a + 4a^2)d1^52d2^255 + (1 + 4a + 2a^2)d1^53d2^255 + (3 + 2a + 0a^2)d1^54d2^255 + (4 + 1a + 1a^2)d1^55d2^255 + (1 + 2a + 0a^2)d1^56d2^255 + (0 + 0a + 4a^2)d1^57d2^255 + (4 + 1a + 4a^2)d1^58d2^255 + (4 + 3a + 2a^2)d1^59d2^255 + (3 + 2a + 3a^2)d1^60d2^255 + (4 + 3a + 0a^2)d1^61d2^255 + (4 + 4a + 0a^2)d1^62d2^255 + (3 + 0a + 0a^2)d1^63d2^255 + (4 + 4a + 4a^2)d1^64d2^255 + (2 + 0a + 4a^2)d1^65d2^255 + (4 + 2a + 4a^2)d1^66d2^255 + (2 + 4a + 1a^2)d1^67d2^255 + (4 + 0a + 1a^2)d1^68d2^255 + (2 + 4a + 1a^2)d1^69d2^255 + (3 + 4a + 1a^2)d1^70d2^255 + (4 + 3a + 1a^2)d1^71d2^255 + (1 + 4a + 1a^2)d1^72d2^255 + (1 + 0a + 0a^2)d1^73d2^255 + (3 + 0a + 3a^2)d1^74d2^255 + (0 + 2a + 2a^2)d1^75d2^255 + (4 + 0a + 2a^2)d1^76d2^255 + (4 + 1a + 1a^2)d1^77d2^255 + (4 + 3a + 0a^2)d1^78d2^255 + (3 + 4a + 3a^2)d1^79d2^255 + (3 + 1a + 2a^2)d1^80d2^255 + (0 + 4a + 4a^2)d1^81d2^255 + (4 + 3a + 2a^2)d1^82d2^255 + (1 + 3a + 0a^2)d1^83d2^255 + (3 + 3a + 2a^2)d1^84d2^255 + (0 + 0a + 2a^2)d1^85d2^255 + (2 + 3a + 2a^2)d1^86d2^255 + (2 + 2a + 1a^2)d1^87d2^255 + (1 + 1a + 0a^2)d1^88d2^255 + (2 + 4a + 1a^2)d1^89d2^255 + (2 + 3a + 4a^2)d1^90d2^255 + (3 + 2a + 2a^2)d1^91d2^255 + (1 + 1a + 3a^2)d1^92d2^255 + (0 + 2a + 4a^2)d1^93d2^255 + (2 + 1a + 1a^2)d1^94d2^255 + (2 + 1a + 3a^2)d1^95d2^255 + (4 + 1a + 1a^2)d1^96d2^255 + (3 + 0a + 3a^2)d1^97d2^255 + (2 + 1a + 0a^2)d1^98d2^255 + (0 + 3a + 4a^2)d1^99d2^255 + (0 + 3a + 1a^2)d1^100d2^255 + (2 + 4a + 2a^2)d1^101d2^255 + (2 + 2a + 0a^2)d1^102d2^255 + (3 + 3a + 4a^2)d1^103d2^255 + (3 + 3a + 0a^2)d1^104d2^255 + (3 + 1a + 0a^2)d1^105d2^255 + (0 + 4a + 3a^2)d1^107d2^255 + (4 + 3a + 4a^2)d1^108d2^255 + (4 + 1a + 1a^2)d1^109d2^255 + (4 + 4a + 1a^2)d1^110d2^255 + (3 + 2a + 2a^2)d1^111d2^255 + (3 + 0a + 4a^2)d1^112d2^255 + (1 + 1a + 0a^2)d1^113d2^255 + (3 + 4a + 1a^2)d1^114d2^255 + (1 + 2a + 4a^2)d1^115d2^255 + (3 + 0a + 3a^2)d1^116d2^255 + (1 + 0a + 3a^2)d1^117d2^255 + (4 + 1a + 3a^2)d1^118d2^255 + (1 + 1a + 1a^2)d1^119d2^255 + (0 + 3a + 1a^2)d1^120d2^255 + (4 + 0a + 4a^2)d1^121d2^255 + (1 + 0a + 0a^2)d1^122d2^255 + (3 + 0a + 1a^2)d1^123d2^255 + (0 + 2a + 4a^2)d1^124d2^255 + (4 + 4a + 0a^2)d1^125d2^255 + (0 + 2a + 2a^2)d1^126d2^255 + (2 + 1a + 4a^2)d1^127d2^255 + (3 + 3a + 3a^2)d1^128d2^255 + (1 + 1a + 3a^2)d1^129d2^255 + (4 + 1a + 3a^2)d1^130d2^255 + (3 + 0a + 0a^2)d1^131d2^255 + (3 + 0a + 1a^2)d1^132d2^255 + (3 + 1a + 0a^2)d1^133d2^255 + (4 + 4a + 0a^2)d1^134d2^255 + (3 + 2a + 1a^2)d1^135d2^255 + (1 + 3a + 3a^2)d1^136d2^255 + (4 + 1a + 3a^2)d1^137d2^255 + (4 + 1a + 0a^2)d1^138d2^255 + (2 + 0a + 3a^2)d1^139d2^255 + (0 + 0a + 3a^2)d1^140d2^255 + (1 + 1a + 1a^2)d1^141d2^255 + (2 + 0a + 0a^2)d1^142d2^255 + (3 + 4a + 3a^2)d1^143d2^255 + (4 + 3a + 1a^2)d1^144d2^255 + (3 + 2a + 1a^2)d1^145d2^255 + (3 + 3a + 2a^2)d1^146d2^255 + (3 + 3a + 0a^2)d1^147d2^255 + (0 + 1a + 1a^2)d1^148d2^255 + (3 + 3a + 4a^2)d1^149d2^255 + (3 + 3a + 3a^2)d1^150d2^255 + (3 + 0a + 1a^2)d1^151d2^255 + (3 + 0a + 1a^2)d1^152d2^255 + (4 + 0a + 3a^2)d1^153d2^255 + (0 + 2a + 2a^2)d1^154d2^255 + (3 + 2a + 3a^2)d1^155d2^255 + (2 + 4a + 4a^2)d1^156d2^255 + (4 + 1a + 3a^2)d1^157d2^255 + (0 + 4a + 0a^2)d1^158d2^255 + (4 + 1a + 3a^2)d1^159d2^255 + (1 + 1a + 4a^2)d1^160d2^255 + (3 + 0a + 3a^2)d1^161d2^255 + (2 + 3a + 2a^2)d1^162d2^255 + (4 + 2a + 4a^2)d1^163d2^255 + (2 + 1a + 1a^2)d1^164d2^255 + (2 + 2a + 1a^2)d1^165d2^255 + (4 + 0a + 1a^2)d1^166d2^255 + (1 + 4a + 0a^2)d1^167d2^255 + (4 + 3a + 4a^2)d1^168d2^255 + (3 + 0a + 2a^2)d1^169d2^255 + (1 + 1a + 2a^2)d1^170d2^255 + (2 + 2a + 4a^2)d1^171d2^255 + (4 + 3a + 1a^2)d1^172d2^255 + (4 + 0a + 0a^2)d1^173d2^255 + (3 + 0a + 0a^2)d1^174d2^255 + (0 + 0a + 3a^2)d1^175d2^255 + (3 + 4a + 0a^2)d1^176d2^255 + (1 + 2a + 0a^2)d1^177d2^255 + (4 + 4a + 4a^2)d1^178d2^255 + (0 + 1a + 0a^2)d1^179d2^255 + (2 + 2a + 4a^2)d1^180d2^255 + (3 + 2a + 3a^2)d1^181d2^255 + (1 + 0a + 1a^2)d1^182d2^255 + (3 + 1a + 1a^2)d1^183d2^255 + (2 + 4a + 0a^2)d1^184d2^255 + (3 + 1a + 0a^2)d1^185d2^255 + (1 + 4a + 3a^2)d1^186d2^255 + (0 + 0a + 1a^2)d1^187d2^255 + (2 + 4a + 4a^2)d1^188d2^255 + (4 + 2a + 0a^2)d1^189d2^255 + (4 + 0a + 0a^2)d1^190d2^255 + (4 + 3a + 2a^2)d1^191d2^255 + (4 + 0a + 2a^2)d1^192d2^255 + (3 + 3a + 3a^2)d1^193d2^255 + (4 + 0a + 3a^2)d1^194d2^255 + (1 + 1a + 0a^2)d1^195d2^255 + (1 + 0a + 2a^2)d1^196d2^255 + (3 + 3a + 3a^2)d1^197d2^255 + (0 + 3a + 1a^2)d1^198d2^255 + (1 + 4a + 4a^2)d1^199d2^255 + (1 + 4a + 3a^2)d1^200d2^255 + (1 + 2a + 3a^2)d1^201d2^255 + (1 + 0a + 2a^2)d1^202d2^255 + (0 + 4a + 2a^2)d1^203d2^255 + (0 + 1a + 2a^2)d1^204d2^255 + (2 + 1a + 2a^2)d1^205d2^255 + (1 + 1a + 2a^2)d1^206d2^255 + (3 + 1a + 1a^2)d1^207d2^255 + (4 + 0a + 3a^2)d1^208d2^255 + (3 + 4a + 2a^2)d1^209d2^255 + (2 + 4a + 4a^2)d1^210d2^255 + (1 + 2a + 4a^2)d1^211d2^255 + (2 + 0a + 1a^2)d1^212d2^255 + (0 + 2a + 4a^2)d1^213d2^255 + (4 + 0a + 3a^2)d1^214d2^255 + (3 + 0a + 3a^2)d1^215d2^255 + (2 + 2a + 2a^2)d1^216d2^255 + (2 + 3a + 1a^2)d1^217d2^255 + (3 + 0a + 1a^2)d1^218d2^255 + (3 + 4a + 1a^2)d1^219d2^255 + (0 + 0a + 3a^2)d1^220d2^255 + (3 + 3a + 0a^2)d1^221d2^255 + (3 + 0a + 3a^2)d1^222d2^255 + (3 + 3a + 0a^2)d1^223d2^255 + (3 + 0a + 4a^2)d1^224d2^255 + (1 + 0a + 1a^2)d1^225d2^255 + (4 + 0a + 3a^2)d1^226d2^255 + (2 + 0a + 4a^2)d1^227d2^255 + (4 + 1a + 4a^2)d1^228d2^255 + (0 + 0a + 1a^2)d1^229d2^255 + (4 + 3a + 3a^2)d1^230d2^255 + (0 + 2a + 0a^2)d1^231d2^255 + (2 + 2a + 1a^2)d1^232d2^255 + (1 + 2a + 3a^2)d1^233d2^255 + (0 + 4a + 2a^2)d1^234d2^255 + (3 + 2a + 4a^2)d1^235d2^255 + (3 + 2a + 1a^2)d1^236d2^255 + (3 + 0a + 1a^2)d1^237d2^255 + (2 + 0a + 2a^2)d1^238d2^255 + (1 + 4a + 1a^2)d1^239d2^255 + (1 + 2a + 2a^2)d1^241d2^255 + (4 + 3a + 4a^2)d1^242d2^255 + (4 + 0a + 1a^2)d1^243d2^255 + (1 + 2a + 1a^2)d1^244d2^255 + (2 + 3a + 2a^2)d1^245d2^255 + (3 + 2a + 2a^2)d1^246d2^255 + (0 + 4a + 2a^2)d1^247d2^255 + (1 + 4a + 1a^2)d1^248d2^255 + (0 + 0a + 2a^2)d1^249d2^255 + (1 + 1a + 4a^2)d1^250d2^255 + (2 + 3a + 2a^2)d1^251d2^255 + (2 + 2a + 4a^2)d1^252d2^255 + (2 + 3a + 3a^2)d1^253d2^255 + (3 + 1a + 4a^2)d1^254d2^255 + (1 + 2a + 2a^2)d1^255d2^255 + (4 + 2a + 4a^2)d1^256d2^255 + (4 + 0a + 2a^2)d1^257d2^255 + (3 + 1a + 2a^2)d1^258d2^255 + (4 + 0a + 2a^2)d1^259d2^255 + (2 + 1a + 2a^2)d1^260d2^255 + (0 + 3a + 2a^2)d1^261d2^255 + (0 + 2a + 4a^2)d1^262d2^255 + (4 + 2a + 3a^2)d1^263d2^255 + (1 + 4a + 0a^2)d1^264d2^255 + (2 + 2a + 4a^2)d1^265d2^255 + (1 + 4a + 4a^2)d1^266d2^255 + (1 + 2a + 3a^2)d1^267d2^255 + (2 + 2a + 1a^2)d1^268d2^255 + (2 + 4a + 4a^2)d1^269d2^255 + (1 + 1a + 0a^2)d1^270d2^255 + (3 + 1a + 4a^2)d1^271d2^255 + (1 + 3a + 0a^2)d1^273d2^255 + (0 + 3a + 4a^2)d1^274d2^255 + (4 + 3a + 4a^2)d1^275d2^255 + (4 + 3a + 4a^2)d1^276d2^255 + (3 + 1a + 4a^2)d1^277d2^255 + (4 + 0a + 3a^2)d1^278d2^255 + (2 + 2a + 0a^2)d1^279d2^255 + (1 + 2a + 1a^2)d1^280d2^255 + (3 + 3a + 4a^2)d1^281d2^255 + (1 + 4a + 2a^2)d1^282d2^255 + (0 + 1a + 3a^2)d1^283d2^255 + (0 + 2a + 2a^2)d1^284d2^255 + (0 + 3a + 0a^2)d1^285d2^255 + (2 + 3a + 0a^2)d1^286d2^255 + (0 + 1a + 1a^2)d1^287d2^255 + (4 + 2a + 1a^2)d1^288d2^255 + (4 + 3a + 4a^2)d1^289d2^255 + (3 + 4a + 0a^2)d1^290d2^255 + (4 + 1a + 1a^2)d1^291d2^255 + (0 + 2a + 0a^2)d1^292d2^255 + (4 + 1a + 1a^2)d1^293d2^255 + (4 + 4a + 0a^2)d2^256 + (4 + 1a + 0a^2)d1^1d2^256 + (0 + 1a + 0a^2)d1^2d2^256 + (0 + 1a + 2a^2)d1^3d2^256 + (2 + 1a + 1a^2)d1^4d2^256 + (3 + 2a + 3a^2)d1^5d2^256 + (1 + 2a + 1a^2)d1^6d2^256 + (3 + 4a + 0a^2)d1^7d2^256 + (0 + 2a + 4a^2)d1^8d2^256 + (2 + 0a + 4a^2)d1^9d2^256 + (1 + 0a + 0a^2)d1^10d2^256 + (2 + 1a + 2a^2)d1^11d2^256 + (1 + 2a + 1a^2)d1^12d2^256 + (1 + 2a + 4a^2)d1^13d2^256 + (2 + 0a + 4a^2)d1^14d2^256 + (4 + 0a + 2a^2)d1^15d2^256 + (2 + 3a + 3a^2)d1^16d2^256 + (2 + 3a + 0a^2)d1^17d2^256 + (1 + 4a + 2a^2)d1^18d2^256 + (0 + 4a + 1a^2)d1^19d2^256 + (0 + 2a + 1a^2)d1^20d2^256 + (2 + 0a + 0a^2)d1^21d2^256 + (0 + 0a + 1a^2)d1^22d2^256 + (0 + 3a + 1a^2)d1^23d2^256 + (1 + 0a + 0a^2)d1^24d2^256 + (0 + 1a + 4a^2)d1^25d2^256 + (0 + 1a + 0a^2)d1^26d2^256 + (4 + 3a + 0a^2)d1^28d2^256 + (1 + 0a + 0a^2)d1^29d2^256 + (4 + 3a + 1a^2)d1^30d2^256 + (0 + 0a + 1a^2)d1^31d2^256 + (1 + 2a + 1a^2)d1^32d2^256 + (4 + 1a + 3a^2)d1^33d2^256 + (1 + 1a + 0a^2)d1^34d2^256 + (0 + 4a + 2a^2)d1^35d2^256 + (2 + 4a + 1a^2)d1^36d2^256 + (4 + 2a + 2a^2)d1^37d2^256 + (0 + 1a + 1a^2)d1^38d2^256 + (2 + 0a + 0a^2)d1^39d2^256 + (4 + 1a + 0a^2)d1^40d2^256 + (0 + 0a + 3a^2)d1^41d2^256 + (0 + 4a + 0a^2)d1^42d2^256 + (2 + 4a + 1a^2)d1^43d2^256 + (0 + 4a + 3a^2)d1^44d2^256 + (4 + 1a + 4a^2)d1^45d2^256 + (3 + 0a + 4a^2)d1^46d2^256 + (3 + 1a + 4a^2)d1^47d2^256 + (4 + 1a + 1a^2)d1^48d2^256 + (1 + 1a + 3a^2)d1^49d2^256 + (0 + 4a + 1a^2)d1^50d2^256 + (1 + 0a + 0a^2)d1^51d2^256 + (4 + 2a + 3a^2)d1^52d2^256 + (4 + 0a + 1a^2)d1^53d2^256 + (4 + 4a + 2a^2)d1^54d2^256 + (1 + 2a + 2a^2)d1^55d2^256 + (0 + 2a + 2a^2)d1^56d2^256 + (0 + 1a + 0a^2)d1^57d2^256 + (1 + 0a + 4a^2)d1^58d2^256 + (3 + 1a + 0a^2)d1^59d2^256 + (2 + 1a + 1a^2)d1^60d2^256 + (3 + 3a + 0a^2)d1^61d2^256 + (2 + 0a + 1a^2)d1^62d2^256 + (1 + 0a + 1a^2)d1^63d2^256 + (0 + 2a + 3a^2)d1^64d2^256 + (1 + 2a + 2a^2)d1^65d2^256 + (0 + 3a + 3a^2)d1^66d2^256 + (3 + 2a + 2a^2)d1^67d2^256 + (2 + 1a + 1a^2)d1^68d2^256 + (1 + 4a + 2a^2)d1^69d2^256 + (4 + 0a + 4a^2)d1^70d2^256 + (0 + 0a + 1a^2)d1^71d2^256 + (0 + 1a + 4a^2)d1^72d2^256 + (2 + 1a + 1a^2)d1^73d2^256 + (2 + 2a + 4a^2)d1^74d2^256 + (0 + 4a + 2a^2)d1^75d2^256 + (4 + 0a + 0a^2)d1^76d2^256 + (2 + 2a + 0a^2)d1^77d2^256 + (4 + 4a + 3a^2)d1^78d2^256 + (0 + 0a + 2a^2)d1^79d2^256 + (4 + 1a + 4a^2)d1^80d2^256 + (4 + 4a + 3a^2)d1^81d2^256 + (1 + 2a + 4a^2)d1^82d2^256 + (3 + 0a + 3a^2)d1^83d2^256 + (1 + 0a + 4a^2)d1^84d2^256 + (1 + 2a + 0a^2)d1^85d2^256 + (2 + 3a + 1a^2)d1^86d2^256 + (1 + 4a + 3a^2)d1^87d2^256 + (0 + 2a + 2a^2)d1^88d2^256 + (3 + 0a + 2a^2)d1^89d2^256 + (4 + 1a + 0a^2)d1^90d2^256 + (1 + 3a + 2a^2)d1^91d2^256 + (3 + 1a + 2a^2)d1^92d2^256 + (4 + 4a + 3a^2)d1^93d2^256 + (1 + 2a + 0a^2)d1^94d2^256 + (1 + 2a + 1a^2)d1^95d2^256 + (4 + 1a + 0a^2)d1^96d2^256 + (3 + 3a + 4a^2)d1^97d2^256 + (2 + 2a + 1a^2)d1^98d2^256 + (0 + 0a + 4a^2)d1^99d2^256 + (1 + 3a + 1a^2)d1^100d2^256 + (0 + 3a + 2a^2)d1^101d2^256 + (2 + 3a + 0a^2)d1^102d2^256 + (4 + 3a + 2a^2)d1^103d2^256 + (1 + 4a + 1a^2)d1^104d2^256 + (4 + 0a + 3a^2)d1^105d2^256 + (1 + 3a + 4a^2)d1^106d2^256 + (4 + 1a + 2a^2)d1^107d2^256 + (0 + 4a + 4a^2)d1^108d2^256 + (1 + 0a + 1a^2)d1^109d2^256 + (0 + 2a + 4a^2)d1^110d2^256 + (2 + 2a + 0a^2)d1^111d2^256 + (1 + 3a + 2a^2)d1^112d2^256 + (3 + 3a + 3a^2)d1^113d2^256 + (4 + 2a + 0a^2)d1^114d2^256 + (1 + 4a + 2a^2)d1^115d2^256 + (3 + 1a + 3a^2)d1^116d2^256 + (3 + 0a + 3a^2)d1^117d2^256 + (4 + 0a + 2a^2)d1^118d2^256 + (0 + 2a + 0a^2)d1^119d2^256 + (4 + 1a + 2a^2)d1^120d2^256 + (1 + 3a + 2a^2)d1^121d2^256 + (4 + 2a + 0a^2)d1^122d2^256 + (1 + 1a + 3a^2)d1^123d2^256 + (3 + 4a + 4a^2)d1^124d2^256 + (2 + 2a + 2a^2)d1^125d2^256 + (3 + 2a + 4a^2)d1^126d2^256 + (2 + 3a + 4a^2)d1^127d2^256 + (2 + 0a + 4a^2)d1^128d2^256 + (2 + 3a + 3a^2)d1^129d2^256 + (0 + 0a + 3a^2)d1^130d2^256 + (3 + 4a + 3a^2)d1^131d2^256 + (1 + 3a + 0a^2)d1^132d2^256 + (1 + 2a + 2a^2)d1^133d2^256 + (3 + 1a + 3a^2)d1^134d2^256 + (3 + 0a + 4a^2)d1^135d2^256 + (0 + 1a + 1a^2)d1^136d2^256 + (1 + 0a + 0a^2)d1^137d2^256 + (1 + 2a + 3a^2)d1^138d2^256 + (4 + 2a + 3a^2)d1^139d2^256 + (2 + 0a + 3a^2)d1^140d2^256 + (3 + 4a + 0a^2)d1^141d2^256 + (1 + 0a + 2a^2)d1^142d2^256 + (0 + 0a + 3a^2)d1^143d2^256 + (4 + 1a + 4a^2)d1^144d2^256 + (2 + 2a + 3a^2)d1^145d2^256 + (1 + 0a + 2a^2)d1^146d2^256 + (4 + 1a + 3a^2)d1^147d2^256 + (4 + 3a + 4a^2)d1^148d2^256 + (0 + 1a + 2a^2)d1^149d2^256 + (1 + 1a + 1a^2)d1^150d2^256 + (2 + 3a + 4a^2)d1^151d2^256 + (3 + 0a + 4a^2)d1^152d2^256 + (2 + 4a + 1a^2)d1^153d2^256 + (4 + 1a + 0a^2)d1^154d2^256 + (3 + 1a + 4a^2)d1^155d2^256 + (3 + 1a + 3a^2)d1^156d2^256 + (2 + 2a + 1a^2)d1^157d2^256 + (3 + 1a + 2a^2)d1^158d2^256 + (2 + 3a + 4a^2)d1^159d2^256 + (2 + 3a + 1a^2)d1^160d2^256 + (3 + 2a + 0a^2)d1^161d2^256 + (3 + 2a + 1a^2)d1^162d2^256 + (0 + 1a + 0a^2)d1^163d2^256 + (4 + 0a + 4a^2)d1^164d2^256 + (0 + 4a + 1a^2)d1^165d2^256 + (0 + 2a + 1a^2)d1^166d2^256 + (2 + 1a + 3a^2)d1^167d2^256 + (1 + 0a + 4a^2)d1^168d2^256 + (0 + 2a + 0a^2)d1^169d2^256 + (1 + 4a + 1a^2)d1^170d2^256 + (2 + 4a + 1a^2)d1^171d2^256 + (3 + 1a + 3a^2)d1^172d2^256 + (1 + 0a + 2a^2)d1^173d2^256 + (4 + 2a + 1a^2)d1^174d2^256 + (4 + 2a + 4a^2)d1^175d2^256 + (3 + 3a + 2a^2)d1^176d2^256 + (3 + 3a + 1a^2)d1^177d2^256 + (4 + 4a + 4a^2)d1^178d2^256 + (2 + 4a + 0a^2)d1^179d2^256 + (3 + 4a + 3a^2)d1^180d2^256 + (4 + 3a + 3a^2)d1^181d2^256 + (4 + 3a + 0a^2)d1^182d2^256 + (4 + 4a + 1a^2)d1^183d2^256 + (0 + 1a + 4a^2)d1^184d2^256 + (1 + 2a + 0a^2)d1^185d2^256 + (4 + 0a + 2a^2)d1^186d2^256 + (2 + 3a + 1a^2)d1^187d2^256 + (3 + 1a + 0a^2)d1^188d2^256 + (2 + 3a + 4a^2)d1^189d2^256 + (0 + 3a + 0a^2)d1^190d2^256 + (4 + 2a + 1a^2)d1^191d2^256 + (3 + 1a + 0a^2)d1^192d2^256 + (4 + 4a + 0a^2)d1^193d2^256 + (0 + 1a + 2a^2)d1^194d2^256 + (0 + 4a + 1a^2)d1^195d2^256 + (2 + 0a + 0a^2)d1^196d2^256 + (1 + 2a + 1a^2)d1^197d2^256 + (4 + 3a + 1a^2)d1^198d2^256 + (0 + 2a + 1a^2)d1^199d2^256 + (2 + 1a + 4a^2)d1^200d2^256 + (4 + 2a + 2a^2)d1^201d2^256 + (4 + 0a + 3a^2)d1^202d2^256 + (1 + 1a + 1a^2)d1^203d2^256 + (0 + 2a + 4a^2)d1^204d2^256 + (1 + 2a + 0a^2)d1^205d2^256 + (1 + 3a + 2a^2)d1^206d2^256 + (3 + 4a + 1a^2)d1^207d2^256 + (3 + 2a + 2a^2)d1^208d2^256 + (2 + 1a + 3a^2)d1^209d2^256 + (0 + 2a + 1a^2)d1^210d2^256 + (3 + 1a + 0a^2)d1^211d2^256 + (1 + 3a + 2a^2)d1^212d2^256 + (4 + 2a + 4a^2)d1^213d2^256 + (0 + 2a + 4a^2)d1^214d2^256 + (0 + 0a + 2a^2)d1^215d2^256 + (0 + 4a + 1a^2)d1^216d2^256 + (0 + 3a + 3a^2)d1^217d2^256 + (2 + 2a + 1a^2)d1^218d2^256 + (4 + 4a + 2a^2)d1^219d2^256 + (3 + 1a + 4a^2)d1^220d2^256 + (2 + 4a + 0a^2)d1^221d2^256 + (0 + 3a + 3a^2)d1^222d2^256 + (0 + 3a + 2a^2)d1^223d2^256 + (3 + 4a + 0a^2)d1^224d2^256 + (2 + 2a + 3a^2)d1^225d2^256 + (3 + 4a + 4a^2)d1^226d2^256 + (3 + 3a + 1a^2)d1^227d2^256 + (0 + 2a + 3a^2)d1^228d2^256 + (1 + 3a + 3a^2)d1^229d2^256 + (3 + 2a + 2a^2)d1^230d2^256 + (1 + 4a + 1a^2)d1^231d2^256 + (4 + 0a + 3a^2)d1^232d2^256 + (3 + 0a + 4a^2)d1^233d2^256 + (0 + 2a + 0a^2)d1^234d2^256 + (1 + 3a + 3a^2)d1^235d2^256 + (3 + 1a + 3a^2)d1^236d2^256 + (2 + 2a + 1a^2)d1^237d2^256 + (1 + 3a + 0a^2)d1^238d2^256 + (2 + 2a + 0a^2)d1^239d2^256 + (4 + 3a + 1a^2)d1^240d2^256 + (4 + 1a + 0a^2)d1^241d2^256 + (4 + 4a + 2a^2)d1^242d2^256 + (0 + 0a + 3a^2)d1^243d2^256 + (0 + 2a + 0a^2)d1^244d2^256 + (2 + 4a + 0a^2)d1^245d2^256 + (3 + 4a + 4a^2)d1^247d2^256 + (4 + 4a + 4a^2)d1^248d2^256 + (0 + 2a + 1a^2)d1^249d2^256 + (0 + 2a + 2a^2)d1^250d2^256 + (0 + 4a + 0a^2)d1^251d2^256 + (3 + 4a + 4a^2)d1^252d2^256 + (2 + 0a + 4a^2)d1^253d2^256 + (3 + 2a + 1a^2)d1^254d2^256 + (3 + 3a + 3a^2)d1^255d2^256 + (2 + 1a + 0a^2)d1^256d2^256 + (0 + 1a + 2a^2)d1^257d2^256 + (1 + 2a + 1a^2)d1^258d2^256 + (2 + 4a + 2a^2)d1^259d2^256 + (4 + 2a + 4a^2)d1^260d2^256 + (1 + 2a + 4a^2)d1^261d2^256 + (0 + 2a + 0a^2)d1^262d2^256 + (4 + 4a + 0a^2)d1^263d2^256 + (1 + 2a + 1a^2)d1^264d2^256 + (0 + 3a + 1a^2)d1^265d2^256 + (2 + 4a + 4a^2)d1^266d2^256 + (0 + 3a + 0a^2)d1^267d2^256 + (3 + 4a + 3a^2)d1^268d2^256 + (1 + 1a + 4a^2)d1^269d2^256 + (1 + 2a + 2a^2)d1^270d2^256 + (0 + 2a + 3a^2)d1^271d2^256 + (3 + 2a + 1a^2)d1^272d2^256 + (2 + 3a + 2a^2)d1^273d2^256 + (3 + 1a + 3a^2)d1^274d2^256 + (1 + 2a + 3a^2)d1^275d2^256 + (3 + 0a + 3a^2)d1^276d2^256 + (1 + 3a + 4a^2)d1^277d2^256 + (1 + 0a + 1a^2)d1^278d2^256 + (4 + 2a + 1a^2)d1^279d2^256 + (2 + 0a + 4a^2)d1^280d2^256 + (2 + 4a + 0a^2)d1^281d2^256 + (2 + 1a + 0a^2)d1^282d2^256 + (1 + 3a + 2a^2)d1^283d2^256 + (4 + 4a + 4a^2)d1^284d2^256 + (2 + 4a + 4a^2)d1^285d2^256 + (4 + 4a + 2a^2)d1^286d2^256 + (0 + 2a + 3a^2)d1^287d2^256 + (0 + 3a + 4a^2)d1^288d2^256 + (4 + 4a + 2a^2)d1^289d2^256 + (4 + 2a + 3a^2)d1^290d2^256 + (1 + 4a + 2a^2)d1^291d2^256 + (0 + 2a + 4a^2)d1^292d2^256 + (2 + 4a + 1a^2)d1^293d2^256 + (2 + 3a + 2a^2)d2^257 + (3 + 2a + 1a^2)d1^1d2^257 + (3 + 1a + 3a^2)d1^2d2^257 + (4 + 4a + 0a^2)d1^3d2^257 + (2 + 4a + 0a^2)d1^4d2^257 + (3 + 4a + 2a^2)d1^5d2^257 + (1 + 0a + 0a^2)d1^6d2^257 + (0 + 4a + 3a^2)d1^7d2^257 + (4 + 1a + 0a^2)d1^8d2^257 + (2 + 3a + 0a^2)d1^9d2^257 + (4 + 4a + 4a^2)d1^10d2^257 + (4 + 2a + 3a^2)d1^11d2^257 + (1 + 4a + 2a^2)d1^12d2^257 + (2 + 1a + 0a^2)d1^13d2^257 + (1 + 1a + 2a^2)d1^14d2^257 + (0 + 3a + 4a^2)d1^15d2^257 + (4 + 3a + 0a^2)d1^16d2^257 + (2 + 3a + 3a^2)d1^17d2^257 + (1 + 4a + 2a^2)d1^18d2^257 + (1 + 2a + 2a^2)d1^19d2^257 + (4 + 0a + 0a^2)d1^20d2^257 + (0 + 4a + 1a^2)d1^21d2^257 + (3 + 0a + 0a^2)d1^22d2^257 + (2 + 4a + 0a^2)d1^23d2^257 + (3 + 2a + 4a^2)d1^24d2^257 + (0 + 4a + 1a^2)d1^25d2^257 + (4 + 0a + 0a^2)d1^26d2^257 + (0 + 0a + 2a^2)d1^27d2^257 + (0 + 1a + 4a^2)d1^28d2^257 + (2 + 2a + 3a^2)d1^29d2^257 + (0 + 2a + 2a^2)d1^30d2^257 + (3 + 4a + 0a^2)d1^31d2^257 + (4 + 0a + 3a^2)d1^32d2^257 + (0 + 3a + 2a^2)d1^33d2^257 + (3 + 3a + 4a^2)d1^34d2^257 + (0 + 2a + 3a^2)d1^35d2^257 + (2 + 3a + 1a^2)d1^36d2^257 + (1 + 1a + 2a^2)d1^37d2^257 + (1 + 4a + 2a^2)d1^38d2^257 + (0 + 2a + 2a^2)d1^39d2^257 + (0 + 2a + 0a^2)d1^40d2^257 + (0 + 3a + 4a^2)d1^41d2^257 + (4 + 3a + 1a^2)d1^42d2^257 + (2 + 4a + 2a^2)d1^43d2^257 + (1 + 4a + 4a^2)d1^44d2^257 + (4 + 0a + 2a^2)d1^45d2^257 + (3 + 3a + 1a^2)d1^46d2^257 + (1 + 1a + 0a^2)d1^47d2^257 + (0 + 3a + 4a^2)d1^48d2^257 + (4 + 3a + 4a^2)d1^49d2^257 + (4 + 4a + 2a^2)d1^50d2^257 + (1 + 0a + 3a^2)d1^51d2^257 + (3 + 0a + 3a^2)d1^52d2^257 + (1 + 3a + 1a^2)d1^53d2^257 + (3 + 0a + 0a^2)d1^54d2^257 + (4 + 2a + 0a^2)d1^55d2^257 + (4 + 4a + 1a^2)d1^56d2^257 + (1 + 3a + 4a^2)d1^57d2^257 + (2 + 2a + 4a^2)d1^58d2^257 + (3 + 0a + 2a^2)d1^59d2^257 + (4 + 1a + 4a^2)d1^60d2^257 + (0 + 1a + 2a^2)d1^61d2^257 + (3 + 0a + 4a^2)d1^62d2^257 + (3 + 0a + 2a^2)d1^63d2^257 + (0 + 4a + 3a^2)d1^64d2^257 + (1 + 4a + 1a^2)d1^65d2^257 + (4 + 1a + 4a^2)d1^66d2^257 + (3 + 2a + 1a^2)d1^67d2^257 + (0 + 2a + 4a^2)d1^69d2^257 + (4 + 2a + 3a^2)d1^70d2^257 + (1 + 0a + 4a^2)d1^71d2^257 + (3 + 4a + 2a^2)d1^72d2^257 + (4 + 2a + 0a^2)d1^73d2^257 + (2 + 0a + 1a^2)d1^74d2^257 + (1 + 3a + 4a^2)d1^75d2^257 + (1 + 2a + 2a^2)d1^76d2^257 + (0 + 2a + 1a^2)d1^77d2^257 + (2 + 1a + 2a^2)d1^78d2^257 + (3 + 2a + 4a^2)d1^79d2^257 + (3 + 3a + 0a^2)d1^80d2^257 + (1 + 3a + 3a^2)d1^81d2^257 + (0 + 0a + 1a^2)d1^82d2^257 + (4 + 3a + 1a^2)d1^83d2^257 + (4 + 0a + 0a^2)d1^84d2^257 + (3 + 3a + 2a^2)d1^85d2^257 + (2 + 2a + 3a^2)d1^86d2^257 + (3 + 3a + 0a^2)d1^87d2^257 + (1 + 1a + 2a^2)d1^88d2^257 + (1 + 2a + 2a^2)d1^89d2^257 + (0 + 4a + 3a^2)d1^90d2^257 + (0 + 2a + 0a^2)d1^91d2^257 + (2 + 4a + 0a^2)d1^92d2^257 + (3 + 0a + 0a^2)d1^93d2^257 + (4 + 0a + 0a^2)d1^94d2^257 + (1 + 1a + 1a^2)d1^95d2^257 + (1 + 3a + 2a^2)d1^96d2^257 + (1 + 1a + 1a^2)d1^97d2^257 + (4 + 3a + 4a^2)d1^98d2^257 + (2 + 4a + 2a^2)d1^99d2^257 + (1 + 2a + 1a^2)d1^100d2^257 + (2 + 2a + 0a^2)d1^101d2^257 + (3 + 2a + 2a^2)d1^102d2^257 + (2 + 3a + 0a^2)d1^103d2^257 + (3 + 1a + 4a^2)d1^104d2^257 + (3 + 2a + 2a^2)d1^105d2^257 + (2 + 2a + 1a^2)d1^106d2^257 + (1 + 3a + 2a^2)d1^107d2^257 + (4 + 1a + 3a^2)d1^108d2^257 + (0 + 3a + 1a^2)d1^109d2^257 + (0 + 3a + 1a^2)d1^110d2^257 + (0 + 0a + 2a^2)d1^111d2^257 + (4 + 3a + 2a^2)d1^112d2^257 + (1 + 0a + 4a^2)d1^113d2^257 + (1 + 0a + 0a^2)d1^114d2^257 + (4 + 2a + 2a^2)d1^115d2^257 + (0 + 0a + 1a^2)d1^116d2^257 + (3 + 4a + 2a^2)d1^117d2^257 + (0 + 3a + 4a^2)d1^118d2^257 + (3 + 3a + 3a^2)d1^119d2^257 + (2 + 0a + 3a^2)d1^120d2^257 + (1 + 4a + 3a^2)d1^121d2^257 + (0 + 0a + 4a^2)d1^122d2^257 + (2 + 3a + 0a^2)d1^123d2^257 + (4 + 3a + 1a^2)d1^124d2^257 + (2 + 2a + 3a^2)d1^125d2^257 + (2 + 3a + 1a^2)d1^126d2^257 + (4 + 1a + 4a^2)d1^127d2^257 + (0 + 3a + 4a^2)d1^128d2^257 + (3 + 0a + 3a^2)d1^129d2^257 + (1 + 4a + 1a^2)d1^130d2^257 + (3 + 1a + 3a^2)d1^131d2^257 + (2 + 2a + 1a^2)d1^132d2^257 + (4 + 1a + 0a^2)d1^133d2^257 + (4 + 1a + 4a^2)d1^134d2^257 + (3 + 2a + 0a^2)d1^135d2^257 + (3 + 4a + 3a^2)d1^136d2^257 + (0 + 1a + 2a^2)d1^137d2^257 + (2 + 1a + 0a^2)d1^138d2^257 + (1 + 2a + 3a^2)d1^139d2^257 + (0 + 2a + 0a^2)d1^140d2^257 + (4 + 4a + 0a^2)d1^141d2^257 + (3 + 1a + 1a^2)d1^142d2^257 + (4 + 4a + 4a^2)d1^143d2^257 + (0 + 2a + 2a^2)d1^144d2^257 + (3 + 2a + 0a^2)d1^145d2^257 + (4 + 0a + 0a^2)d1^146d2^257 + (2 + 3a + 1a^2)d1^147d2^257 + (3 + 0a + 4a^2)d1^148d2^257 + (3 + 2a + 2a^2)d1^149d2^257 + (0 + 1a + 3a^2)d1^150d2^257 + (4 + 1a + 0a^2)d1^151d2^257 + (4 + 1a + 3a^2)d1^152d2^257 + (2 + 2a + 3a^2)d1^153d2^257 + (0 + 0a + 1a^2)d1^154d2^257 + (3 + 1a + 0a^2)d1^155d2^257 + (3 + 3a + 0a^2)d1^156d2^257 + (2 + 3a + 2a^2)d1^157d2^257 + (4 + 1a + 4a^2)d1^158d2^257 + (2 + 0a + 3a^2)d1^159d2^257 + (3 + 0a + 0a^2)d1^160d2^257 + (3 + 4a + 1a^2)d1^161d2^257 + (3 + 3a + 1a^2)d1^162d2^257 + (0 + 3a + 3a^2)d1^163d2^257 + (3 + 3a + 4a^2)d1^164d2^257 + (1 + 2a + 3a^2)d1^165d2^257 + (4 + 3a + 3a^2)d1^166d2^257 + (2 + 4a + 0a^2)d1^167d2^257 + (0 + 0a + 3a^2)d1^168d2^257 + (1 + 1a + 3a^2)d1^169d2^257 + (2 + 0a + 3a^2)d1^170d2^257 + (3 + 0a + 1a^2)d1^171d2^257 + (3 + 3a + 2a^2)d1^172d2^257 + (1 + 0a + 3a^2)d1^173d2^257 + (3 + 0a + 3a^2)d1^174d2^257 + (4 + 2a + 0a^2)d1^175d2^257 + (2 + 0a + 0a^2)d1^176d2^257 + (2 + 0a + 2a^2)d1^177d2^257 + (4 + 4a + 3a^2)d1^178d2^257 + (0 + 0a + 4a^2)d1^179d2^257 + (2 + 0a + 3a^2)d1^180d2^257 + (1 + 0a + 3a^2)d1^181d2^257 + (1 + 0a + 1a^2)d1^182d2^257 + (1 + 0a + 1a^2)d1^183d2^257 + (3 + 4a + 2a^2)d1^184d2^257 + (4 + 2a + 2a^2)d1^185d2^257 + (2 + 3a + 3a^2)d1^186d2^257 + (4 + 2a + 4a^2)d1^187d2^257 + (4 + 1a + 3a^2)d1^188d2^257 + (2 + 4a + 1a^2)d1^189d2^257 + (4 + 1a + 4a^2)d1^190d2^257 + (4 + 1a + 3a^2)d1^191d2^257 + (0 + 4a + 3a^2)d1^192d2^257 + (3 + 4a + 0a^2)d1^193d2^257 + (3 + 3a + 3a^2)d1^194d2^257 + (1 + 0a + 2a^2)d1^195d2^257 + (3 + 0a + 2a^2)d1^196d2^257 + (0 + 3a + 1a^2)d1^197d2^257 + (3 + 0a + 3a^2)d1^198d2^257 + (0 + 1a + 4a^2)d1^199d2^257 + (1 + 0a + 1a^2)d1^200d2^257 + (0 + 4a + 2a^2)d1^201d2^257 + (0 + 1a + 0a^2)d1^202d2^257 + (4 + 0a + 3a^2)d1^203d2^257 + (0 + 0a + 1a^2)d1^204d2^257 + (0 + 4a + 0a^2)d1^205d2^257 + (3 + 4a + 1a^2)d1^206d2^257 + (4 + 0a + 2a^2)d1^207d2^257 + (1 + 2a + 1a^2)d1^208d2^257 + (2 + 1a + 0a^2)d1^209d2^257 + (2 + 4a + 2a^2)d1^210d2^257 + (4 + 1a + 2a^2)d1^211d2^257 + (2 + 3a + 1a^2)d1^212d2^257 + (2 + 0a + 3a^2)d1^213d2^257 + (1 + 2a + 2a^2)d1^214d2^257 + (3 + 3a + 0a^2)d1^215d2^257 + (1 + 4a + 3a^2)d1^216d2^257 + (1 + 0a + 1a^2)d1^217d2^257 + (3 + 0a + 4a^2)d1^218d2^257 + (4 + 3a + 1a^2)d1^219d2^257 + (2 + 4a + 2a^2)d1^220d2^257 + (3 + 1a + 2a^2)d1^221d2^257 + (4 + 1a + 3a^2)d1^222d2^257 + (2 + 0a + 3a^2)d1^223d2^257 + (3 + 4a + 3a^2)d1^224d2^257 + (2 + 1a + 2a^2)d1^225d2^257 + (0 + 2a + 1a^2)d1^226d2^257 + (0 + 3a + 2a^2)d1^227d2^257 + (1 + 1a + 0a^2)d1^228d2^257 + (0 + 4a + 0a^2)d1^229d2^257 + (3 + 4a + 0a^2)d1^230d2^257 + (4 + 4a + 2a^2)d1^231d2^257 + (1 + 0a + 1a^2)d1^232d2^257 + (2 + 4a + 3a^2)d1^233d2^257 + (0 + 0a + 2a^2)d1^234d2^257 + (2 + 3a + 3a^2)d1^235d2^257 + (2 + 1a + 3a^2)d1^236d2^257 + (3 + 0a + 0a^2)d1^237d2^257 + (0 + 4a + 4a^2)d1^238d2^257 + (2 + 2a + 1a^2)d1^239d2^257 + (3 + 3a + 2a^2)d1^240d2^257 + (1 + 0a + 0a^2)d1^241d2^257 + (1 + 0a + 0a^2)d1^242d2^257 + (1 + 0a + 1a^2)d1^243d2^257 + (4 + 4a + 0a^2)d1^244d2^257 + (4 + 1a + 3a^2)d1^245d2^257 + (3 + 3a + 4a^2)d1^246d2^257 + (3 + 3a + 2a^2)d1^247d2^257 + (0 + 2a + 1a^2)d1^248d2^257 + (1 + 0a + 1a^2)d1^249d2^257 + (4 + 4a + 4a^2)d1^250d2^257 + (3 + 0a + 2a^2)d1^251d2^257 + (1 + 1a + 4a^2)d1^252d2^257 + (1 + 0a + 1a^2)d1^253d2^257 + (2 + 0a + 0a^2)d1^254d2^257 + (2 + 3a + 0a^2)d1^255d2^257 + (4 + 3a + 4a^2)d1^256d2^257 + (3 + 2a + 4a^2)d1^257d2^257 + (3 + 2a + 3a^2)d1^258d2^257 + (0 + 2a + 3a^2)d1^259d2^257 + (1 + 0a + 1a^2)d1^260d2^257 + (3 + 4a + 4a^2)d1^261d2^257 + (3 + 2a + 3a^2)d1^262d2^257 + (2 + 1a + 4a^2)d1^263d2^257 + (4 + 1a + 3a^2)d1^264d2^257 + (3 + 2a + 4a^2)d1^265d2^257 + (4 + 0a + 1a^2)d1^266d2^257 + (3 + 3a + 4a^2)d1^267d2^257 + (2 + 1a + 1a^2)d1^268d2^257 + (4 + 4a + 4a^2)d1^269d2^257 + (3 + 1a + 4a^2)d1^270d2^257 + (0 + 2a + 4a^2)d1^271d2^257 + (3 + 1a + 3a^2)d1^272d2^257 + (4 + 0a + 4a^2)d1^273d2^257 + (1 + 0a + 1a^2)d1^274d2^257 + (3 + 2a + 2a^2)d1^275d2^257 + (2 + 0a + 0a^2)d1^276d2^257 + (3 + 4a + 2a^2)d1^277d2^257 + (2 + 3a + 2a^2)d1^278d2^257 + (1 + 2a + 3a^2)d1^279d2^257 + (2 + 1a + 3a^2)d1^280d2^257 + (3 + 2a + 2a^2)d1^281d2^257 + (3 + 2a + 1a^2)d1^282d2^257 + (3 + 3a + 0a^2)d1^283d2^257 + (4 + 2a + 0a^2)d1^284d2^257 + (3 + 1a + 2a^2)d1^285d2^257 + (0 + 0a + 2a^2)d1^286d2^257 + (0 + 3a + 4a^2)d1^287d2^257 + (1 + 4a + 1a^2)d1^288d2^257 + (1 + 1a + 2a^2)d1^289d2^257 + (0 + 2a + 1a^2)d1^290d2^257 + (4 + 4a + 2a^2)d1^291d2^257 + (0 + 3a + 0a^2)d1^292d2^257 + (4 + 0a + 3a^2)d1^293d2^257 + (3 + 1a + 0a^2)d2^258 + (2 + 1a + 3a^2)d1^1d2^258 + (2 + 2a + 0a^2)d1^2d2^258 + (4 + 1a + 1a^2)d1^3d2^258 + (0 + 2a + 1a^2)d1^4d2^258 + (2 + 1a + 3a^2)d1^5d2^258 + (2 + 3a + 2a^2)d1^6d2^258 + (4 + 0a + 0a^2)d1^7d2^258 + (2 + 1a + 0a^2)d1^8d2^258 + (2 + 4a + 4a^2)d1^9d2^258 + (1 + 1a + 1a^2)d1^10d2^258 + (2 + 1a + 0a^2)d1^11d2^258 + (1 + 1a + 4a^2)d1^12d2^258 + (3 + 3a + 1a^2)d1^13d2^258 + (3 + 3a + 1a^2)d1^14d2^258 + (0 + 1a + 1a^2)d1^15d2^258 + (3 + 2a + 4a^2)d1^16d2^258 + (2 + 0a + 3a^2)d1^17d2^258 + (2 + 4a + 1a^2)d1^18d2^258 + (1 + 4a + 3a^2)d1^19d2^258 + (1 + 2a + 1a^2)d1^20d2^258 + (0 + 1a + 4a^2)d1^21d2^258 + (2 + 0a + 4a^2)d1^22d2^258 + (1 + 1a + 1a^2)d1^23d2^258 + (3 + 3a + 1a^2)d1^24d2^258 + (3 + 0a + 3a^2)d1^25d2^258 + (4 + 4a + 1a^2)d1^26d2^258 + (2 + 1a + 4a^2)d1^27d2^258 + (1 + 1a + 3a^2)d1^28d2^258 + (2 + 1a + 1a^2)d1^29d2^258 + (1 + 0a + 0a^2)d1^30d2^258 + (2 + 0a + 2a^2)d1^31d2^258 + (1 + 3a + 1a^2)d1^32d2^258 + (4 + 1a + 0a^2)d1^33d2^258 + (2 + 1a + 2a^2)d1^34d2^258 + (1 + 2a + 2a^2)d1^35d2^258 + (0 + 1a + 4a^2)d1^36d2^258 + (4 + 2a + 3a^2)d1^37d2^258 + (2 + 2a + 3a^2)d1^38d2^258 + (3 + 2a + 0a^2)d1^39d2^258 + (0 + 2a + 1a^2)d1^40d2^258 + (1 + 3a + 4a^2)d1^41d2^258 + (2 + 4a + 3a^2)d1^42d2^258 + (4 + 3a + 4a^2)d1^43d2^258 + (2 + 3a + 2a^2)d1^44d2^258 + (1 + 3a + 3a^2)d1^45d2^258 + (3 + 2a + 4a^2)d1^46d2^258 + (4 + 0a + 3a^2)d1^47d2^258 + (3 + 4a + 0a^2)d1^48d2^258 + (2 + 4a + 2a^2)d1^49d2^258 + (3 + 4a + 3a^2)d1^50d2^258 + (2 + 0a + 1a^2)d1^51d2^258 + (1 + 2a + 3a^2)d1^52d2^258 + (0 + 3a + 3a^2)d1^53d2^258 + (2 + 3a + 3a^2)d1^54d2^258 + (2 + 4a + 1a^2)d1^55d2^258 + (4 + 3a + 1a^2)d1^56d2^258 + (3 + 1a + 1a^2)d1^57d2^258 + (3 + 4a + 1a^2)d1^58d2^258 + (4 + 1a + 1a^2)d1^59d2^258 + (3 + 3a + 3a^2)d1^60d2^258 + (3 + 3a + 4a^2)d1^61d2^258 + (1 + 3a + 0a^2)d1^62d2^258 + (0 + 2a + 1a^2)d1^63d2^258 + (2 + 0a + 3a^2)d1^64d2^258 + (4 + 3a + 2a^2)d1^65d2^258 + (4 + 3a + 0a^2)d1^66d2^258 + (0 + 2a + 2a^2)d1^67d2^258 + (4 + 3a + 4a^2)d1^68d2^258 + (2 + 0a + 3a^2)d1^69d2^258 + (0 + 3a + 0a^2)d1^70d2^258 + (1 + 2a + 4a^2)d1^71d2^258 + (4 + 4a + 2a^2)d1^72d2^258 + (2 + 1a + 2a^2)d1^73d2^258 + (4 + 2a + 2a^2)d1^74d2^258 + (0 + 3a + 4a^2)d1^75d2^258 + (3 + 4a + 3a^2)d1^76d2^258 + (2 + 0a + 4a^2)d1^77d2^258 + (2 + 3a + 1a^2)d1^78d2^258 + (3 + 4a + 0a^2)d1^79d2^258 + (4 + 4a + 2a^2)d1^80d2^258 + (2 + 1a + 3a^2)d1^81d2^258 + (2 + 4a + 3a^2)d1^82d2^258 + (0 + 3a + 0a^2)d1^83d2^258 + (2 + 2a + 2a^2)d1^84d2^258 + (0 + 1a + 2a^2)d1^86d2^258 + (3 + 1a + 1a^2)d1^87d2^258 + (4 + 4a + 1a^2)d1^88d2^258 + (1 + 0a + 1a^2)d1^89d2^258 + (1 + 3a + 2a^2)d1^90d2^258 + (3 + 0a + 2a^2)d1^91d2^258 + (4 + 3a + 4a^2)d1^92d2^258 + (3 + 0a + 0a^2)d1^93d2^258 + (0 + 4a + 1a^2)d1^94d2^258 + (0 + 0a + 2a^2)d1^95d2^258 + (0 + 3a + 0a^2)d1^96d2^258 + (4 + 4a + 1a^2)d1^97d2^258 + (2 + 4a + 3a^2)d1^98d2^258 + (2 + 2a + 0a^2)d1^99d2^258 + (4 + 4a + 3a^2)d1^100d2^258 + (1 + 0a + 1a^2)d1^101d2^258 + (4 + 1a + 3a^2)d1^102d2^258 + (0 + 0a + 1a^2)d1^103d2^258 + (1 + 4a + 2a^2)d1^104d2^258 + (4 + 1a + 2a^2)d1^105d2^258 + (4 + 2a + 4a^2)d1^106d2^258 + (3 + 4a + 3a^2)d1^107d2^258 + (2 + 0a + 1a^2)d1^108d2^258 + (2 + 3a + 2a^2)d1^109d2^258 + (2 + 3a + 4a^2)d1^110d2^258 + (2 + 2a + 1a^2)d1^111d2^258 + (3 + 1a + 3a^2)d1^112d2^258 + (1 + 0a + 0a^2)d1^113d2^258 + (0 + 0a + 2a^2)d1^114d2^258 + (0 + 4a + 1a^2)d1^115d2^258 + (1 + 1a + 3a^2)d1^116d2^258 + (0 + 2a + 4a^2)d1^117d2^258 + (1 + 3a + 2a^2)d1^118d2^258 + (2 + 0a + 3a^2)d1^119d2^258 + (4 + 4a + 4a^2)d1^120d2^258 + (3 + 3a + 0a^2)d1^121d2^258 + (4 + 2a + 3a^2)d1^122d2^258 + (2 + 1a + 0a^2)d1^123d2^258 + (2 + 2a + 3a^2)d1^124d2^258 + (0 + 2a + 4a^2)d1^125d2^258 + (4 + 1a + 1a^2)d1^126d2^258 + (1 + 4a + 2a^2)d1^127d2^258 + (0 + 3a + 1a^2)d1^128d2^258 + (4 + 1a + 2a^2)d1^129d2^258 + (3 + 2a + 3a^2)d1^130d2^258 + (0 + 3a + 3a^2)d1^131d2^258 + (0 + 3a + 0a^2)d1^132d2^258 + (4 + 1a + 4a^2)d1^133d2^258 + (4 + 0a + 4a^2)d1^134d2^258 + (4 + 4a + 2a^2)d1^135d2^258 + (2 + 0a + 4a^2)d1^136d2^258 + (1 + 0a + 3a^2)d1^137d2^258 + (4 + 0a + 2a^2)d1^138d2^258 + (3 + 3a + 1a^2)d1^139d2^258 + (2 + 0a + 0a^2)d1^140d2^258 + (2 + 1a + 1a^2)d1^141d2^258 + (0 + 4a + 0a^2)d1^142d2^258 + (3 + 2a + 4a^2)d1^143d2^258 + (2 + 2a + 3a^2)d1^144d2^258 + (1 + 3a + 0a^2)d1^145d2^258 + (3 + 1a + 2a^2)d1^146d2^258 + (0 + 4a + 1a^2)d1^147d2^258 + (2 + 0a + 1a^2)d1^148d2^258 + (3 + 4a + 2a^2)d1^149d2^258 + (2 + 3a + 4a^2)d1^150d2^258 + (4 + 1a + 0a^2)d1^151d2^258 + (4 + 0a + 0a^2)d1^152d2^258 + (4 + 4a + 1a^2)d1^153d2^258 + (4 + 0a + 1a^2)d1^154d2^258 + (0 + 0a + 1a^2)d1^155d2^258 + (1 + 0a + 3a^2)d1^156d2^258 + (4 + 2a + 4a^2)d1^157d2^258 + (4 + 3a + 2a^2)d1^158d2^258 + (4 + 4a + 3a^2)d1^159d2^258 + (3 + 2a + 4a^2)d1^160d2^258 + (4 + 3a + 3a^2)d1^161d2^258 + (0 + 2a + 2a^2)d1^162d2^258 + (4 + 0a + 3a^2)d1^163d2^258 + (0 + 1a + 0a^2)d1^164d2^258 + (3 + 0a + 2a^2)d1^165d2^258 + (1 + 0a + 4a^2)d1^166d2^258 + (4 + 0a + 2a^2)d1^167d2^258 + (2 + 4a + 1a^2)d1^168d2^258 + (3 + 3a + 4a^2)d1^169d2^258 + (0 + 2a + 3a^2)d1^170d2^258 + (3 + 0a + 4a^2)d1^171d2^258 + (3 + 2a + 1a^2)d1^172d2^258 + (2 + 4a + 1a^2)d1^173d2^258 + (0 + 2a + 4a^2)d1^174d2^258 + (1 + 3a + 3a^2)d1^175d2^258 + (4 + 1a + 3a^2)d1^176d2^258 + (2 + 0a + 3a^2)d1^177d2^258 + (1 + 2a + 1a^2)d1^178d2^258 + (1 + 4a + 1a^2)d1^179d2^258 + (1 + 4a + 0a^2)d1^180d2^258 + (3 + 4a + 4a^2)d1^181d2^258 + (1 + 3a + 3a^2)d1^182d2^258 + (0 + 2a + 4a^2)d1^183d2^258 + (3 + 4a + 3a^2)d1^184d2^258 + (4 + 4a + 0a^2)d1^185d2^258 + (4 + 4a + 3a^2)d1^186d2^258 + (3 + 2a + 0a^2)d1^187d2^258 + (2 + 0a + 2a^2)d1^188d2^258 + (1 + 1a + 2a^2)d1^190d2^258 + (3 + 1a + 2a^2)d1^191d2^258 + (3 + 4a + 0a^2)d1^192d2^258 + (4 + 0a + 2a^2)d1^193d2^258 + (2 + 4a + 2a^2)d1^194d2^258 + (2 + 0a + 3a^2)d1^195d2^258 + (2 + 1a + 2a^2)d1^196d2^258 + (0 + 0a + 1a^2)d1^197d2^258 + (0 + 0a + 4a^2)d1^198d2^258 + (4 + 2a + 4a^2)d1^199d2^258 + (3 + 4a + 3a^2)d1^200d2^258 + (1 + 0a + 0a^2)d1^201d2^258 + (4 + 3a + 2a^2)d1^202d2^258 + (1 + 3a + 2a^2)d1^203d2^258 + (1 + 3a + 0a^2)d1^204d2^258 + (1 + 4a + 4a^2)d1^205d2^258 + (2 + 1a + 0a^2)d1^207d2^258 + (1 + 3a + 0a^2)d1^209d2^258 + (3 + 0a + 0a^2)d1^210d2^258 + (3 + 0a + 0a^2)d1^211d2^258 + (1 + 0a + 4a^2)d1^212d2^258 + (2 + 4a + 2a^2)d1^213d2^258 + (2 + 2a + 4a^2)d1^214d2^258 + (3 + 4a + 1a^2)d1^215d2^258 + (3 + 1a + 4a^2)d1^216d2^258 + (4 + 4a + 1a^2)d1^217d2^258 + (2 + 3a + 3a^2)d1^218d2^258 + (0 + 0a + 1a^2)d1^219d2^258 + (0 + 2a + 3a^2)d1^220d2^258 + (4 + 1a + 3a^2)d1^221d2^258 + (2 + 0a + 0a^2)d1^222d2^258 + (0 + 3a + 1a^2)d1^223d2^258 + (1 + 2a + 4a^2)d1^224d2^258 + (4 + 0a + 1a^2)d1^225d2^258 + (3 + 4a + 0a^2)d1^226d2^258 + (3 + 2a + 3a^2)d1^227d2^258 + (0 + 4a + 2a^2)d1^228d2^258 + (3 + 0a + 2a^2)d1^229d2^258 + (1 + 1a + 2a^2)d1^230d2^258 + (2 + 3a + 0a^2)d1^231d2^258 + (1 + 1a + 1a^2)d1^232d2^258 + (0 + 0a + 1a^2)d1^233d2^258 + (1 + 1a + 4a^2)d1^234d2^258 + (4 + 2a + 2a^2)d1^235d2^258 + (3 + 0a + 2a^2)d1^236d2^258 + (3 + 1a + 1a^2)d1^237d2^258 + (4 + 2a + 2a^2)d1^238d2^258 + (3 + 3a + 1a^2)d1^239d2^258 + (3 + 3a + 3a^2)d1^240d2^258 + (1 + 1a + 0a^2)d1^241d2^258 + (1 + 4a + 3a^2)d1^242d2^258 + (3 + 3a + 0a^2)d1^243d2^258 + (1 + 2a + 1a^2)d1^244d2^258 + (1 + 3a + 4a^2)d1^245d2^258 + (1 + 3a + 3a^2)d1^246d2^258 + (0 + 2a + 1a^2)d1^247d2^258 + (4 + 3a + 0a^2)d1^249d2^258 + (4 + 2a + 3a^2)d1^250d2^258 + (4 + 0a + 3a^2)d1^251d2^258 + (0 + 2a + 3a^2)d1^252d2^258 + (0 + 1a + 1a^2)d1^253d2^258 + (2 + 4a + 2a^2)d1^254d2^258 + (3 + 0a + 4a^2)d1^255d2^258 + (0 + 4a + 1a^2)d1^256d2^258 + (3 + 0a + 1a^2)d1^257d2^258 + (4 + 2a + 3a^2)d1^258d2^258 + (3 + 3a + 0a^2)d1^259d2^258 + (4 + 2a + 3a^2)d1^260d2^258 + (1 + 2a + 1a^2)d1^261d2^258 + (1 + 4a + 1a^2)d1^262d2^258 + (2 + 2a + 0a^2)d1^263d2^258 + (4 + 3a + 2a^2)d1^264d2^258 + (4 + 3a + 0a^2)d1^265d2^258 + (4 + 0a + 0a^2)d1^266d2^258 + (3 + 4a + 2a^2)d1^267d2^258 + (2 + 2a + 0a^2)d1^268d2^258 + (2 + 2a + 4a^2)d1^269d2^258 + (1 + 0a + 4a^2)d1^270d2^258 + (2 + 3a + 0a^2)d1^271d2^258 + (0 + 3a + 0a^2)d1^272d2^258 + (2 + 1a + 4a^2)d1^273d2^258 + (2 + 0a + 3a^2)d1^274d2^258 + (1 + 0a + 4a^2)d1^275d2^258 + (4 + 1a + 4a^2)d1^276d2^258 + (0 + 1a + 4a^2)d1^277d2^258 + (1 + 4a + 0a^2)d1^278d2^258 + (4 + 3a + 3a^2)d1^279d2^258 + (1 + 2a + 2a^2)d1^280d2^258 + (3 + 0a + 1a^2)d1^281d2^258 + (1 + 2a + 2a^2)d1^282d2^258 + (3 + 0a + 3a^2)d1^283d2^258 + (0 + 3a + 4a^2)d1^284d2^258 + (3 + 1a + 1a^2)d1^285d2^258 + (4 + 1a + 4a^2)d1^286d2^258 + (2 + 0a + 2a^2)d1^287d2^258 + (3 + 3a + 4a^2)d1^288d2^258 + (1 + 1a + 2a^2)d1^289d2^258 + (3 + 0a + 3a^2)d1^290d2^258 + (4 + 1a + 3a^2)d1^291d2^258 + (4 + 0a + 2a^2)d1^292d2^258 + (0 + 3a + 2a^2)d1^293d2^258 + (4 + 4a + 2a^2)d2^259 + (3 + 4a + 3a^2)d1^1d2^259 + (2 + 2a + 1a^2)d1^2d2^259 + (2 + 0a + 0a^2)d1^3d2^259 + (1 + 3a + 4a^2)d1^4d2^259 + (1 + 1a + 2a^2)d1^5d2^259 + (4 + 0a + 4a^2)d1^6d2^259 + (3 + 4a + 4a^2)d1^7d2^259 + (0 + 0a + 1a^2)d1^8d2^259 + (1 + 2a + 1a^2)d1^9d2^259 + (3 + 2a + 0a^2)d1^10d2^259 + (1 + 2a + 2a^2)d1^11d2^259 + (2 + 4a + 2a^2)d1^12d2^259 + (4 + 1a + 4a^2)d1^13d2^259 + (0 + 0a + 1a^2)d1^14d2^259 + (1 + 2a + 1a^2)d1^15d2^259 + (0 + 1a + 2a^2)d1^16d2^259 + (0 + 3a + 4a^2)d1^17d2^259 + (3 + 4a + 3a^2)d1^18d2^259 + (3 + 4a + 2a^2)d1^19d2^259 + (3 + 0a + 2a^2)d1^20d2^259 + (4 + 0a + 4a^2)d1^21d2^259 + (1 + 1a + 2a^2)d1^22d2^259 + (4 + 2a + 0a^2)d1^23d2^259 + (2 + 0a + 4a^2)d1^24d2^259 + (0 + 3a + 4a^2)d1^25d2^259 + (3 + 3a + 2a^2)d1^26d2^259 + (3 + 3a + 0a^2)d1^27d2^259 + (3 + 3a + 0a^2)d1^28d2^259 + (1 + 0a + 4a^2)d1^29d2^259 + (0 + 3a + 4a^2)d1^30d2^259 + (1 + 1a + 1a^2)d1^31d2^259 + (3 + 4a + 4a^2)d1^32d2^259 + (0 + 3a + 4a^2)d1^33d2^259 + (3 + 4a + 0a^2)d1^34d2^259 + (2 + 3a + 1a^2)d1^35d2^259 + (0 + 1a + 3a^2)d1^36d2^259 + (3 + 3a + 3a^2)d1^37d2^259 + (0 + 3a + 3a^2)d1^38d2^259 + (0 + 0a + 4a^2)d1^39d2^259 + (0 + 2a + 2a^2)d1^40d2^259 + (3 + 2a + 2a^2)d1^41d2^259 + (2 + 1a + 4a^2)d1^42d2^259 + (3 + 0a + 2a^2)d1^43d2^259 + (2 + 3a + 4a^2)d1^44d2^259 + (4 + 3a + 0a^2)d1^45d2^259 + (3 + 2a + 3a^2)d1^46d2^259 + (4 + 1a + 0a^2)d1^47d2^259 + (2 + 3a + 4a^2)d1^48d2^259 + (4 + 0a + 4a^2)d1^49d2^259 + (2 + 4a + 0a^2)d1^50d2^259 + (0 + 3a + 1a^2)d1^51d2^259 + (4 + 2a + 1a^2)d1^52d2^259 + (4 + 0a + 3a^2)d1^53d2^259 + (1 + 0a + 0a^2)d1^54d2^259 + (0 + 3a + 2a^2)d1^55d2^259 + (0 + 4a + 0a^2)d1^56d2^259 + (3 + 1a + 2a^2)d1^57d2^259 + (4 + 2a + 2a^2)d1^58d2^259 + (3 + 1a + 1a^2)d1^59d2^259 + (3 + 4a + 3a^2)d1^60d2^259 + (3 + 2a + 3a^2)d1^61d2^259 + (0 + 3a + 1a^2)d1^62d2^259 + (0 + 4a + 0a^2)d1^63d2^259 + (4 + 1a + 1a^2)d1^64d2^259 + (4 + 2a + 0a^2)d1^65d2^259 + (2 + 4a + 4a^2)d1^66d2^259 + (4 + 3a + 4a^2)d1^67d2^259 + (3 + 3a + 3a^2)d1^68d2^259 + (4 + 2a + 4a^2)d1^69d2^259 + (2 + 4a + 0a^2)d1^70d2^259 + (2 + 0a + 2a^2)d1^71d2^259 + (1 + 1a + 4a^2)d1^72d2^259 + (0 + 2a + 3a^2)d1^73d2^259 + (4 + 0a + 1a^2)d1^74d2^259 + (0 + 1a + 1a^2)d1^75d2^259 + (4 + 0a + 2a^2)d1^76d2^259 + (1 + 3a + 4a^2)d1^77d2^259 + (4 + 1a + 3a^2)d1^78d2^259 + (2 + 1a + 4a^2)d1^79d2^259 + (4 + 1a + 4a^2)d1^80d2^259 + (3 + 2a + 3a^2)d1^81d2^259 + (3 + 2a + 0a^2)d1^82d2^259 + (2 + 2a + 4a^2)d1^83d2^259 + (3 + 3a + 0a^2)d1^84d2^259 + (2 + 1a + 0a^2)d1^85d2^259 + (2 + 3a + 2a^2)d1^86d2^259 + (3 + 2a + 3a^2)d1^87d2^259 + (3 + 0a + 1a^2)d1^88d2^259 + (0 + 1a + 1a^2)d1^89d2^259 + (1 + 4a + 0a^2)d1^90d2^259 + (4 + 1a + 0a^2)d1^91d2^259 + (4 + 2a + 1a^2)d1^92d2^259 + (4 + 1a + 3a^2)d1^93d2^259 + (2 + 3a + 3a^2)d1^94d2^259 + (1 + 1a + 2a^2)d1^95d2^259 + (2 + 4a + 1a^2)d1^96d2^259 + (0 + 0a + 3a^2)d1^97d2^259 + (4 + 3a + 1a^2)d1^98d2^259 + (2 + 0a + 3a^2)d1^99d2^259 + (1 + 4a + 0a^2)d1^100d2^259 + (3 + 4a + 0a^2)d1^101d2^259 + (3 + 0a + 2a^2)d1^102d2^259 + (0 + 3a + 0a^2)d1^103d2^259 + (1 + 3a + 0a^2)d1^104d2^259 + (0 + 4a + 4a^2)d1^105d2^259 + (2 + 4a + 2a^2)d1^106d2^259 + (2 + 2a + 4a^2)d1^107d2^259 + (3 + 0a + 3a^2)d1^108d2^259 + (0 + 4a + 4a^2)d1^109d2^259 + (4 + 2a + 3a^2)d1^110d2^259 + (2 + 2a + 0a^2)d1^111d2^259 + (4 + 1a + 4a^2)d1^112d2^259 + (2 + 0a + 0a^2)d1^113d2^259 + (1 + 3a + 3a^2)d1^114d2^259 + (3 + 0a + 3a^2)d1^115d2^259 + (0 + 1a + 2a^2)d1^116d2^259 + (0 + 3a + 2a^2)d1^117d2^259 + (3 + 2a + 3a^2)d1^118d2^259 + (4 + 0a + 1a^2)d1^119d2^259 + (4 + 1a + 1a^2)d1^120d2^259 + (2 + 2a + 2a^2)d1^121d2^259 + (4 + 0a + 4a^2)d1^122d2^259 + (0 + 1a + 0a^2)d1^123d2^259 + (3 + 4a + 3a^2)d1^124d2^259 + (4 + 4a + 4a^2)d1^125d2^259 + (2 + 0a + 3a^2)d1^126d2^259 + (1 + 1a + 4a^2)d1^127d2^259 + (4 + 3a + 0a^2)d1^128d2^259 + (2 + 3a + 1a^2)d1^129d2^259 + (2 + 4a + 3a^2)d1^130d2^259 + (0 + 2a + 3a^2)d1^131d2^259 + (2 + 2a + 4a^2)d1^132d2^259 + (4 + 1a + 2a^2)d1^133d2^259 + (2 + 0a + 3a^2)d1^134d2^259 + (1 + 4a + 2a^2)d1^135d2^259 + (3 + 4a + 4a^2)d1^136d2^259 + (0 + 3a + 4a^2)d1^137d2^259 + (3 + 2a + 2a^2)d1^138d2^259 + (0 + 0a + 4a^2)d1^139d2^259 + (3 + 3a + 3a^2)d1^140d2^259 + (0 + 3a + 4a^2)d1^141d2^259 + (4 + 4a + 3a^2)d1^142d2^259 + (3 + 1a + 0a^2)d1^143d2^259 + (1 + 1a + 0a^2)d1^144d2^259 + (2 + 1a + 0a^2)d1^145d2^259 + (0 + 0a + 1a^2)d1^146d2^259 + (1 + 2a + 0a^2)d1^147d2^259 + (1 + 4a + 0a^2)d1^148d2^259 + (2 + 0a + 3a^2)d1^149d2^259 + (2 + 0a + 1a^2)d1^150d2^259 + (0 + 1a + 3a^2)d1^151d2^259 + (4 + 1a + 4a^2)d1^152d2^259 + (2 + 3a + 3a^2)d1^153d2^259 + (3 + 3a + 0a^2)d1^154d2^259 + (0 + 0a + 4a^2)d1^155d2^259 + (1 + 1a + 3a^2)d1^156d2^259 + (2 + 1a + 4a^2)d1^157d2^259 + (4 + 1a + 0a^2)d1^158d2^259 + (3 + 3a + 2a^2)d1^159d2^259 + (1 + 2a + 2a^2)d1^160d2^259 + (4 + 1a + 3a^2)d1^161d2^259 + (1 + 0a + 2a^2)d1^162d2^259 + (0 + 2a + 2a^2)d1^163d2^259 + (4 + 4a + 4a^2)d1^164d2^259 + (2 + 4a + 2a^2)d1^165d2^259 + (0 + 0a + 2a^2)d1^166d2^259 + (1 + 1a + 1a^2)d1^167d2^259 + (4 + 1a + 2a^2)d1^168d2^259 + (4 + 2a + 1a^2)d1^169d2^259 + (2 + 0a + 1a^2)d1^170d2^259 + (4 + 3a + 1a^2)d1^171d2^259 + (0 + 1a + 2a^2)d1^172d2^259 + (1 + 0a + 1a^2)d1^173d2^259 + (4 + 2a + 4a^2)d1^174d2^259 + (0 + 2a + 4a^2)d1^175d2^259 + (0 + 4a + 4a^2)d1^176d2^259 + (0 + 2a + 0a^2)d1^177d2^259 + (3 + 1a + 0a^2)d1^178d2^259 + (4 + 1a + 3a^2)d1^179d2^259 + (0 + 4a + 3a^2)d1^180d2^259 + (4 + 3a + 1a^2)d1^181d2^259 + (2 + 1a + 4a^2)d1^182d2^259 + (4 + 2a + 3a^2)d1^183d2^259 + (3 + 0a + 1a^2)d1^184d2^259 + (3 + 2a + 4a^2)d1^185d2^259 + (1 + 1a + 2a^2)d1^186d2^259 + (1 + 3a + 1a^2)d1^187d2^259 + (4 + 0a + 3a^2)d1^188d2^259 + (2 + 0a + 4a^2)d1^189d2^259 + (1 + 1a + 1a^2)d1^190d2^259 + (4 + 3a + 0a^2)d1^191d2^259 + (4 + 0a + 2a^2)d1^192d2^259 + (1 + 2a + 1a^2)d1^193d2^259 + (0 + 3a + 3a^2)d1^194d2^259 + (3 + 2a + 0a^2)d1^195d2^259 + (4 + 3a + 3a^2)d1^196d2^259 + (0 + 2a + 4a^2)d1^197d2^259 + (4 + 1a + 1a^2)d1^198d2^259 + (0 + 2a + 0a^2)d1^199d2^259 + (0 + 1a + 0a^2)d1^200d2^259 + (3 + 0a + 1a^2)d1^201d2^259 + (4 + 0a + 3a^2)d1^202d2^259 + (3 + 0a + 3a^2)d1^203d2^259 + (1 + 4a + 0a^2)d1^204d2^259 + (0 + 2a + 4a^2)d1^205d2^259 + (2 + 3a + 2a^2)d1^206d2^259 + (2 + 2a + 3a^2)d1^207d2^259 + (0 + 3a + 1a^2)d1^208d2^259 + (2 + 2a + 0a^2)d1^209d2^259 + (4 + 2a + 2a^2)d1^210d2^259 + (1 + 2a + 2a^2)d1^211d2^259 + (1 + 1a + 3a^2)d1^212d2^259 + (0 + 2a + 2a^2)d1^213d2^259 + (2 + 3a + 3a^2)d1^214d2^259 + (0 + 0a + 4a^2)d1^215d2^259 + (0 + 4a + 2a^2)d1^216d2^259 + (0 + 4a + 0a^2)d1^217d2^259 + (4 + 0a + 2a^2)d1^218d2^259 + (1 + 3a + 4a^2)d1^219d2^259 + (2 + 2a + 3a^2)d1^220d2^259 + (2 + 0a + 3a^2)d1^221d2^259 + (2 + 4a + 2a^2)d1^222d2^259 + (3 + 2a + 0a^2)d1^223d2^259 + (4 + 1a + 4a^2)d1^224d2^259 + (4 + 0a + 0a^2)d1^225d2^259 + (4 + 3a + 2a^2)d1^226d2^259 + (1 + 3a + 4a^2)d1^227d2^259 + (2 + 3a + 0a^2)d1^228d2^259 + (1 + 2a + 2a^2)d1^229d2^259 + (0 + 3a + 4a^2)d1^230d2^259 + (2 + 2a + 0a^2)d1^231d2^259 + (2 + 4a + 3a^2)d1^232d2^259 + (1 + 2a + 0a^2)d1^233d2^259 + (4 + 2a + 0a^2)d1^234d2^259 + (2 + 3a + 3a^2)d1^235d2^259 + (0 + 4a + 1a^2)d1^236d2^259 + (1 + 4a + 0a^2)d1^237d2^259 + (4 + 3a + 1a^2)d1^238d2^259 + (3 + 2a + 4a^2)d1^239d2^259 + (3 + 2a + 1a^2)d1^240d2^259 + (0 + 1a + 4a^2)d1^241d2^259 + (3 + 3a + 2a^2)d1^242d2^259 + (1 + 2a + 1a^2)d1^243d2^259 + (3 + 4a + 1a^2)d1^244d2^259 + (3 + 0a + 1a^2)d1^245d2^259 + (0 + 2a + 3a^2)d1^246d2^259 + (0 + 1a + 4a^2)d1^247d2^259 + (0 + 2a + 3a^2)d1^248d2^259 + (2 + 3a + 1a^2)d1^249d2^259 + (1 + 1a + 2a^2)d1^250d2^259 + (2 + 4a + 4a^2)d1^251d2^259 + (2 + 3a + 1a^2)d1^252d2^259 + (3 + 3a + 2a^2)d1^253d2^259 + (4 + 1a + 3a^2)d1^254d2^259 + (3 + 1a + 4a^2)d1^255d2^259 + (3 + 2a + 4a^2)d1^256d2^259 + (1 + 3a + 4a^2)d1^257d2^259 + (4 + 2a + 0a^2)d1^258d2^259 + (2 + 1a + 3a^2)d1^259d2^259 + (1 + 2a + 4a^2)d1^260d2^259 + (2 + 1a + 1a^2)d1^261d2^259 + (4 + 4a + 3a^2)d1^262d2^259 + (1 + 4a + 4a^2)d1^263d2^259 + (0 + 3a + 4a^2)d1^264d2^259 + (4 + 2a + 1a^2)d1^265d2^259 + (4 + 4a + 2a^2)d1^266d2^259 + (0 + 4a + 3a^2)d1^267d2^259 + (1 + 1a + 0a^2)d1^268d2^259 + (2 + 4a + 2a^2)d1^269d2^259 + (2 + 3a + 1a^2)d1^270d2^259 + (1 + 3a + 4a^2)d1^271d2^259 + (3 + 0a + 2a^2)d1^272d2^259 + (4 + 2a + 1a^2)d1^273d2^259 + (4 + 2a + 0a^2)d1^274d2^259 + (3 + 1a + 1a^2)d1^275d2^259 + (0 + 0a + 4a^2)d1^276d2^259 + (4 + 0a + 4a^2)d1^277d2^259 + (3 + 0a + 4a^2)d1^278d2^259 + (0 + 3a + 3a^2)d1^279d2^259 + (0 + 3a + 2a^2)d1^280d2^259 + (2 + 1a + 4a^2)d1^281d2^259 + (0 + 3a + 3a^2)d1^282d2^259 + (3 + 2a + 0a^2)d1^283d2^259 + (0 + 4a + 1a^2)d1^284d2^259 + (3 + 0a + 0a^2)d1^285d2^259 + (1 + 0a + 2a^2)d1^286d2^259 + (4 + 4a + 0a^2)d1^287d2^259 + (2 + 1a + 4a^2)d1^288d2^259 + (1 + 2a + 1a^2)d1^289d2^259 + (4 + 0a + 0a^2)d1^290d2^259 + (3 + 2a + 2a^2)d1^291d2^259 + (3 + 2a + 1a^2)d1^292d2^259 + (1 + 3a + 4a^2)d1^293d2^259 + (1 + 0a + 2a^2)d2^260 + (0 + 4a + 0a^2)d1^1d2^260 + (0 + 4a + 4a^2)d1^2d2^260 + (0 + 2a + 1a^2)d1^3d2^260 + (0 + 4a + 3a^2)d1^4d2^260 + (3 + 1a + 2a^2)d1^5d2^260 + (0 + 2a + 2a^2)d1^6d2^260 + (4 + 0a + 2a^2)d1^7d2^260 + (1 + 3a + 2a^2)d1^8d2^260 + (4 + 3a + 3a^2)d1^9d2^260 + (1 + 1a + 3a^2)d1^10d2^260 + (0 + 1a + 1a^2)d1^11d2^260 + (4 + 4a + 4a^2)d1^12d2^260 + (4 + 2a + 2a^2)d1^13d2^260 + (4 + 4a + 4a^2)d1^14d2^260 + (0 + 1a + 2a^2)d1^15d2^260 + (3 + 3a + 0a^2)d1^16d2^260 + (4 + 1a + 4a^2)d1^17d2^260 + (1 + 4a + 2a^2)d1^18d2^260 + (1 + 4a + 3a^2)d1^19d2^260 + (3 + 3a + 4a^2)d1^20d2^260 + (1 + 0a + 3a^2)d1^21d2^260 + (2 + 4a + 2a^2)d1^22d2^260 + (1 + 2a + 0a^2)d1^23d2^260 + (1 + 1a + 3a^2)d1^24d2^260 + (3 + 2a + 2a^2)d1^25d2^260 + (1 + 2a + 0a^2)d1^26d2^260 + (2 + 4a + 4a^2)d1^27d2^260 + (0 + 1a + 4a^2)d1^28d2^260 + (1 + 0a + 3a^2)d1^29d2^260 + (0 + 1a + 3a^2)d1^30d2^260 + (3 + 0a + 1a^2)d1^31d2^260 + (1 + 4a + 1a^2)d1^32d2^260 + (4 + 0a + 0a^2)d1^33d2^260 + (4 + 3a + 1a^2)d1^34d2^260 + (2 + 4a + 4a^2)d1^35d2^260 + (1 + 3a + 3a^2)d1^36d2^260 + (2 + 3a + 2a^2)d1^37d2^260 + (3 + 2a + 2a^2)d1^38d2^260 + (3 + 2a + 0a^2)d1^39d2^260 + (2 + 0a + 2a^2)d1^40d2^260 + (0 + 2a + 0a^2)d1^41d2^260 + (0 + 1a + 0a^2)d1^42d2^260 + (3 + 4a + 1a^2)d1^43d2^260 + (0 + 4a + 2a^2)d1^44d2^260 + (3 + 0a + 2a^2)d1^45d2^260 + (0 + 0a + 3a^2)d1^46d2^260 + (2 + 3a + 3a^2)d1^47d2^260 + (3 + 4a + 2a^2)d1^48d2^260 + (2 + 0a + 4a^2)d1^49d2^260 + (2 + 4a + 3a^2)d1^50d2^260 + (1 + 4a + 3a^2)d1^52d2^260 + (2 + 3a + 1a^2)d1^53d2^260 + (1 + 0a + 3a^2)d1^54d2^260 + (0 + 3a + 4a^2)d1^55d2^260 + (1 + 1a + 2a^2)d1^56d2^260 + (2 + 0a + 0a^2)d1^57d2^260 + (4 + 3a + 2a^2)d1^58d2^260 + (2 + 0a + 1a^2)d1^59d2^260 + (2 + 2a + 0a^2)d1^60d2^260 + (3 + 4a + 0a^2)d1^61d2^260 + (4 + 1a + 2a^2)d1^62d2^260 + (2 + 4a + 2a^2)d1^63d2^260 + (2 + 4a + 3a^2)d1^64d2^260 + (2 + 0a + 0a^2)d1^65d2^260 + (3 + 1a + 3a^2)d1^66d2^260 + (4 + 4a + 3a^2)d1^67d2^260 + (4 + 2a + 4a^2)d1^68d2^260 + (0 + 2a + 0a^2)d1^69d2^260 + (0 + 0a + 2a^2)d1^70d2^260 + (1 + 4a + 4a^2)d1^71d2^260 + (4 + 0a + 4a^2)d1^72d2^260 + (0 + 1a + 4a^2)d1^73d2^260 + (3 + 2a + 2a^2)d1^74d2^260 + (0 + 2a + 0a^2)d1^75d2^260 + (4 + 0a + 1a^2)d1^76d2^260 + (1 + 1a + 3a^2)d1^77d2^260 + (4 + 3a + 0a^2)d1^78d2^260 + (1 + 2a + 2a^2)d1^79d2^260 + (3 + 0a + 1a^2)d1^80d2^260 + (3 + 4a + 1a^2)d1^81d2^260 + (2 + 4a + 1a^2)d1^82d2^260 + (2 + 3a + 0a^2)d1^83d2^260 + (0 + 3a + 1a^2)d1^84d2^260 + (4 + 2a + 3a^2)d1^85d2^260 + (0 + 4a + 0a^2)d1^86d2^260 + (1 + 1a + 3a^2)d1^87d2^260 + (0 + 0a + 3a^2)d1^88d2^260 + (1 + 4a + 1a^2)d1^89d2^260 + (0 + 2a + 3a^2)d1^90d2^260 + (0 + 4a + 4a^2)d1^91d2^260 + (4 + 0a + 0a^2)d1^92d2^260 + (4 + 0a + 2a^2)d1^93d2^260 + (4 + 2a + 1a^2)d1^94d2^260 + (2 + 2a + 0a^2)d1^95d2^260 + (1 + 1a + 2a^2)d1^96d2^260 + (4 + 1a + 3a^2)d1^97d2^260 + (0 + 2a + 2a^2)d1^98d2^260 + (0 + 4a + 3a^2)d1^99d2^260 + (3 + 4a + 3a^2)d1^100d2^260 + (0 + 3a + 3a^2)d1^101d2^260 + (3 + 4a + 2a^2)d1^102d2^260 + (1 + 3a + 0a^2)d1^103d2^260 + (1 + 2a + 0a^2)d1^104d2^260 + (4 + 0a + 1a^2)d1^105d2^260 + (3 + 0a + 0a^2)d1^106d2^260 + (4 + 3a + 4a^2)d1^107d2^260 + (1 + 1a + 0a^2)d1^108d2^260 + (0 + 1a + 1a^2)d1^109d2^260 + (1 + 3a + 3a^2)d1^110d2^260 + (1 + 1a + 1a^2)d1^111d2^260 + (3 + 0a + 4a^2)d1^112d2^260 + (0 + 3a + 0a^2)d1^113d2^260 + (0 + 1a + 2a^2)d1^114d2^260 + (2 + 4a + 1a^2)d1^115d2^260 + (3 + 1a + 3a^2)d1^116d2^260 + (2 + 4a + 4a^2)d1^117d2^260 + (3 + 3a + 3a^2)d1^118d2^260 + (0 + 2a + 0a^2)d1^119d2^260 + (0 + 3a + 4a^2)d1^120d2^260 + (0 + 1a + 4a^2)d1^121d2^260 + (2 + 3a + 4a^2)d1^122d2^260 + (0 + 1a + 4a^2)d1^123d2^260 + (0 + 3a + 2a^2)d1^124d2^260 + (4 + 3a + 0a^2)d1^125d2^260 + (2 + 3a + 0a^2)d1^126d2^260 + (3 + 3a + 0a^2)d1^127d2^260 + (4 + 0a + 2a^2)d1^128d2^260 + (3 + 2a + 0a^2)d1^129d2^260 + (3 + 0a + 2a^2)d1^130d2^260 + (0 + 1a + 3a^2)d1^131d2^260 + (0 + 3a + 2a^2)d1^132d2^260 + (2 + 4a + 3a^2)d1^133d2^260 + (4 + 4a + 4a^2)d1^134d2^260 + (1 + 0a + 2a^2)d1^135d2^260 + (3 + 1a + 2a^2)d1^136d2^260 + (0 + 3a + 1a^2)d1^137d2^260 + (0 + 0a + 2a^2)d1^138d2^260 + (4 + 1a + 0a^2)d1^139d2^260 + (4 + 3a + 0a^2)d1^140d2^260 + (2 + 0a + 2a^2)d1^141d2^260 + (4 + 0a + 2a^2)d1^142d2^260 + (0 + 0a + 4a^2)d1^143d2^260 + (4 + 2a + 3a^2)d1^144d2^260 + (4 + 2a + 1a^2)d1^145d2^260 + (3 + 4a + 2a^2)d1^146d2^260 + (0 + 3a + 1a^2)d1^147d2^260 + (2 + 4a + 4a^2)d1^148d2^260 + (1 + 4a + 0a^2)d1^149d2^260 + (2 + 0a + 4a^2)d1^150d2^260 + (2 + 1a + 4a^2)d1^151d2^260 + (0 + 2a + 2a^2)d1^152d2^260 + (3 + 3a + 2a^2)d1^153d2^260 + (2 + 1a + 2a^2)d1^154d2^260 + (2 + 0a + 2a^2)d1^155d2^260 + (4 + 3a + 0a^2)d1^156d2^260 + (1 + 2a + 1a^2)d1^157d2^260 + (1 + 3a + 1a^2)d1^158d2^260 + (0 + 3a + 1a^2)d1^159d2^260 + (0 + 3a + 3a^2)d1^160d2^260 + (3 + 3a + 2a^2)d1^161d2^260 + (4 + 1a + 4a^2)d1^162d2^260 + (1 + 2a + 1a^2)d1^163d2^260 + (4 + 4a + 0a^2)d1^164d2^260 + (3 + 0a + 4a^2)d1^165d2^260 + (3 + 2a + 1a^2)d1^166d2^260 + (0 + 1a + 1a^2)d1^167d2^260 + (3 + 1a + 3a^2)d1^168d2^260 + (0 + 2a + 0a^2)d1^169d2^260 + (0 + 3a + 1a^2)d1^170d2^260 + (2 + 1a + 2a^2)d1^171d2^260 + (4 + 2a + 2a^2)d1^172d2^260 + (1 + 4a + 2a^2)d1^173d2^260 + (1 + 2a + 0a^2)d1^174d2^260 + (0 + 0a + 2a^2)d1^175d2^260 + (4 + 2a + 1a^2)d1^176d2^260 + (1 + 1a + 4a^2)d1^177d2^260 + (4 + 2a + 0a^2)d1^178d2^260 + (4 + 2a + 3a^2)d1^179d2^260 + (0 + 3a + 4a^2)d1^180d2^260 + (0 + 0a + 1a^2)d1^181d2^260 + (2 + 2a + 3a^2)d1^182d2^260 + (4 + 3a + 2a^2)d1^183d2^260 + (0 + 1a + 2a^2)d1^184d2^260 + (0 + 0a + 4a^2)d1^185d2^260 + (1 + 3a + 0a^2)d1^186d2^260 + (1 + 3a + 3a^2)d1^187d2^260 + (0 + 2a + 4a^2)d1^188d2^260 + (3 + 0a + 2a^2)d1^189d2^260 + (4 + 4a + 4a^2)d1^190d2^260 + (1 + 3a + 0a^2)d1^191d2^260 + (4 + 3a + 2a^2)d1^192d2^260 + (4 + 2a + 1a^2)d1^193d2^260 + (0 + 1a + 3a^2)d1^194d2^260 + (4 + 1a + 4a^2)d1^195d2^260 + (4 + 3a + 3a^2)d1^196d2^260 + (2 + 0a + 0a^2)d1^197d2^260 + (2 + 0a + 0a^2)d1^198d2^260 + (0 + 1a + 2a^2)d1^199d2^260 + (4 + 1a + 1a^2)d1^200d2^260 + (1 + 0a + 1a^2)d1^201d2^260 + (2 + 3a + 2a^2)d1^202d2^260 + (1 + 4a + 0a^2)d1^203d2^260 + (0 + 2a + 0a^2)d1^204d2^260 + (0 + 0a + 4a^2)d1^205d2^260 + (3 + 2a + 1a^2)d1^206d2^260 + (2 + 0a + 4a^2)d1^207d2^260 + (2 + 0a + 4a^2)d1^208d2^260 + (4 + 1a + 0a^2)d1^209d2^260 + (0 + 2a + 1a^2)d1^210d2^260 + (4 + 1a + 3a^2)d1^211d2^260 + (2 + 2a + 4a^2)d1^212d2^260 + (1 + 3a + 1a^2)d1^213d2^260 + (3 + 3a + 1a^2)d1^214d2^260 + (3 + 1a + 3a^2)d1^215d2^260 + (1 + 3a + 1a^2)d1^216d2^260 + (4 + 0a + 4a^2)d1^217d2^260 + (1 + 3a + 1a^2)d1^218d2^260 + (3 + 3a + 2a^2)d1^219d2^260 + (1 + 4a + 3a^2)d1^220d2^260 + (3 + 3a + 0a^2)d1^221d2^260 + (3 + 0a + 3a^2)d1^222d2^260 + (2 + 0a + 0a^2)d1^223d2^260 + (3 + 4a + 0a^2)d1^224d2^260 + (4 + 0a + 4a^2)d1^225d2^260 + (4 + 3a + 1a^2)d1^226d2^260 + (0 + 0a + 1a^2)d1^227d2^260 + (4 + 1a + 0a^2)d1^228d2^260 + (1 + 1a + 1a^2)d1^229d2^260 + (2 + 3a + 0a^2)d1^230d2^260 + (4 + 3a + 4a^2)d1^231d2^260 + (0 + 4a + 4a^2)d1^232d2^260 + (3 + 3a + 4a^2)d1^233d2^260 + (2 + 4a + 3a^2)d1^234d2^260 + (2 + 3a + 3a^2)d1^235d2^260 + (1 + 2a + 0a^2)d1^236d2^260 + (0 + 4a + 3a^2)d1^237d2^260 + (0 + 2a + 0a^2)d1^238d2^260 + (0 + 1a + 3a^2)d1^239d2^260 + (3 + 0a + 1a^2)d1^240d2^260 + (1 + 3a + 4a^2)d1^241d2^260 + (4 + 3a + 2a^2)d1^242d2^260 + (2 + 2a + 1a^2)d1^243d2^260 + (1 + 0a + 2a^2)d1^244d2^260 + (0 + 0a + 1a^2)d1^245d2^260 + (4 + 0a + 1a^2)d1^246d2^260 + (0 + 0a + 1a^2)d1^247d2^260 + (0 + 3a + 2a^2)d1^248d2^260 + (2 + 0a + 3a^2)d1^249d2^260 + (1 + 4a + 3a^2)d1^250d2^260 + (0 + 1a + 0a^2)d1^251d2^260 + (3 + 2a + 0a^2)d1^252d2^260 + (4 + 1a + 1a^2)d1^253d2^260 + (0 + 3a + 2a^2)d1^254d2^260 + (4 + 1a + 2a^2)d1^255d2^260 + (1 + 0a + 0a^2)d1^256d2^260 + (0 + 1a + 2a^2)d1^257d2^260 + (0 + 3a + 0a^2)d1^258d2^260 + (4 + 1a + 0a^2)d1^259d2^260 + (2 + 0a + 4a^2)d1^260d2^260 + (1 + 1a + 4a^2)d1^261d2^260 + (3 + 0a + 0a^2)d1^262d2^260 + (1 + 4a + 0a^2)d1^263d2^260 + (3 + 2a + 0a^2)d1^264d2^260 + (3 + 3a + 1a^2)d1^265d2^260 + (2 + 1a + 4a^2)d1^266d2^260 + (0 + 2a + 1a^2)d1^267d2^260 + (1 + 0a + 2a^2)d1^268d2^260 + (4 + 3a + 4a^2)d1^269d2^260 + (1 + 2a + 2a^2)d1^270d2^260 + (4 + 3a + 1a^2)d1^271d2^260 + (1 + 4a + 3a^2)d1^272d2^260 + (4 + 3a + 1a^2)d1^273d2^260 + (1 + 0a + 2a^2)d1^274d2^260 + (4 + 1a + 1a^2)d1^275d2^260 + (4 + 3a + 3a^2)d1^276d2^260 + (2 + 2a + 0a^2)d1^277d2^260 + (2 + 2a + 0a^2)d1^278d2^260 + (1 + 1a + 2a^2)d1^279d2^260 + (1 + 3a + 4a^2)d1^280d2^260 + (1 + 4a + 1a^2)d1^281d2^260 + (3 + 4a + 2a^2)d1^282d2^260 + (1 + 1a + 1a^2)d1^283d2^260 + (1 + 0a + 4a^2)d1^284d2^260 + (4 + 4a + 3a^2)d1^285d2^260 + (2 + 3a + 3a^2)d1^286d2^260 + (2 + 4a + 1a^2)d1^287d2^260 + (2 + 1a + 1a^2)d1^288d2^260 + (4 + 1a + 2a^2)d1^289d2^260 + (3 + 3a + 3a^2)d1^290d2^260 + (3 + 4a + 0a^2)d1^291d2^260 + (2 + 3a + 0a^2)d1^292d2^260 + (4 + 1a + 1a^2)d1^293d2^260 + (2 + 1a + 0a^2)d2^261 + (2 + 4a + 0a^2)d1^1d2^261 + (3 + 2a + 2a^2)d1^2d2^261 + (0 + 2a + 4a^2)d1^3d2^261 + (0 + 3a + 0a^2)d1^4d2^261 + (3 + 1a + 0a^2)d1^5d2^261 + (4 + 2a + 3a^2)d1^6d2^261 + (4 + 3a + 4a^2)d1^7d2^261 + (3 + 3a + 4a^2)d1^8d2^261 + (2 + 4a + 4a^2)d1^9d2^261 + (0 + 3a + 2a^2)d1^10d2^261 + (0 + 3a + 0a^2)d1^11d2^261 + (1 + 0a + 3a^2)d1^12d2^261 + (4 + 1a + 1a^2)d1^13d2^261 + (2 + 3a + 1a^2)d1^14d2^261 + (1 + 0a + 4a^2)d1^15d2^261 + (4 + 1a + 2a^2)d1^16d2^261 + (0 + 3a + 4a^2)d1^17d2^261 + (4 + 3a + 3a^2)d1^18d2^261 + (4 + 3a + 2a^2)d1^19d2^261 + (4 + 3a + 1a^2)d1^20d2^261 + (1 + 3a + 1a^2)d1^21d2^261 + (3 + 0a + 3a^2)d1^22d2^261 + (3 + 2a + 2a^2)d1^23d2^261 + (4 + 0a + 4a^2)d1^24d2^261 + (2 + 1a + 0a^2)d1^25d2^261 + (2 + 3a + 2a^2)d1^26d2^261 + (4 + 4a + 1a^2)d1^27d2^261 + (3 + 4a + 4a^2)d1^28d2^261 + (3 + 4a + 2a^2)d1^29d2^261 + (3 + 2a + 2a^2)d1^30d2^261 + (1 + 2a + 1a^2)d1^31d2^261 + (4 + 4a + 0a^2)d1^32d2^261 + (1 + 1a + 0a^2)d1^33d2^261 + (3 + 0a + 4a^2)d1^34d2^261 + (4 + 1a + 1a^2)d1^35d2^261 + (0 + 4a + 2a^2)d1^36d2^261 + (0 + 1a + 0a^2)d1^37d2^261 + (1 + 0a + 2a^2)d1^38d2^261 + (2 + 1a + 2a^2)d1^39d2^261 + (0 + 1a + 4a^2)d1^40d2^261 + (1 + 0a + 3a^2)d1^41d2^261 + (2 + 0a + 1a^2)d1^42d2^261 + (4 + 1a + 1a^2)d1^44d2^261 + (3 + 1a + 2a^2)d1^45d2^261 + (3 + 2a + 3a^2)d1^46d2^261 + (4 + 4a + 3a^2)d1^47d2^261 + (3 + 1a + 3a^2)d1^48d2^261 + (1 + 0a + 0a^2)d1^49d2^261 + (2 + 4a + 0a^2)d1^50d2^261 + (3 + 0a + 2a^2)d1^51d2^261 + (1 + 2a + 0a^2)d1^52d2^261 + (2 + 4a + 3a^2)d1^53d2^261 + (3 + 1a + 1a^2)d1^54d2^261 + (4 + 2a + 3a^2)d1^55d2^261 + (3 + 3a + 4a^2)d1^56d2^261 + (1 + 1a + 0a^2)d1^57d2^261 + (2 + 3a + 2a^2)d1^58d2^261 + (1 + 0a + 1a^2)d1^59d2^261 + (1 + 4a + 3a^2)d1^60d2^261 + (0 + 0a + 4a^2)d1^61d2^261 + (1 + 0a + 3a^2)d1^62d2^261 + (1 + 0a + 1a^2)d1^63d2^261 + (4 + 1a + 2a^2)d1^64d2^261 + (1 + 0a + 0a^2)d1^65d2^261 + (4 + 1a + 0a^2)d1^66d2^261 + (1 + 0a + 3a^2)d1^67d2^261 + (3 + 3a + 4a^2)d1^68d2^261 + (0 + 4a + 2a^2)d1^69d2^261 + (1 + 1a + 1a^2)d1^70d2^261 + (0 + 2a + 3a^2)d1^71d2^261 + (1 + 0a + 1a^2)d1^72d2^261 + (3 + 0a + 4a^2)d1^73d2^261 + (3 + 4a + 0a^2)d1^74d2^261 + (1 + 0a + 4a^2)d1^75d2^261 + (0 + 1a + 4a^2)d1^76d2^261 + (2 + 4a + 2a^2)d1^77d2^261 + (4 + 4a + 0a^2)d1^78d2^261 + (4 + 1a + 4a^2)d1^79d2^261 + (4 + 2a + 0a^2)d1^80d2^261 + (4 + 0a + 0a^2)d1^81d2^261 + (3 + 1a + 4a^2)d1^82d2^261 + (0 + 0a + 1a^2)d1^83d2^261 + (3 + 4a + 2a^2)d1^84d2^261 + (4 + 3a + 1a^2)d1^85d2^261 + (4 + 2a + 0a^2)d1^86d2^261 + (4 + 0a + 2a^2)d1^87d2^261 + (3 + 4a + 3a^2)d1^88d2^261 + (1 + 2a + 1a^2)d1^89d2^261 + (1 + 3a + 4a^2)d1^90d2^261 + (4 + 0a + 2a^2)d1^91d2^261 + (1 + 3a + 4a^2)d1^92d2^261 + (3 + 1a + 2a^2)d1^93d2^261 + (1 + 0a + 1a^2)d1^94d2^261 + (1 + 1a + 0a^2)d1^95d2^261 + (1 + 0a + 0a^2)d1^96d2^261 + (2 + 1a + 3a^2)d1^97d2^261 + (1 + 4a + 4a^2)d1^98d2^261 + (1 + 2a + 4a^2)d1^99d2^261 + (2 + 0a + 2a^2)d1^100d2^261 + (1 + 4a + 2a^2)d1^101d2^261 + (0 + 1a + 4a^2)d1^102d2^261 + (1 + 1a + 4a^2)d1^103d2^261 + (4 + 3a + 4a^2)d1^104d2^261 + (4 + 1a + 4a^2)d1^105d2^261 + (4 + 1a + 2a^2)d1^106d2^261 + (1 + 1a + 1a^2)d1^107d2^261 + (4 + 4a + 1a^2)d1^108d2^261 + (1 + 0a + 4a^2)d1^109d2^261 + (3 + 2a + 2a^2)d1^110d2^261 + (0 + 0a + 4a^2)d1^111d2^261 + (3 + 0a + 3a^2)d1^112d2^261 + (3 + 4a + 0a^2)d1^113d2^261 + (4 + 4a + 0a^2)d1^114d2^261 + (3 + 0a + 2a^2)d1^115d2^261 + (1 + 0a + 1a^2)d1^116d2^261 + (3 + 0a + 2a^2)d1^117d2^261 + (1 + 1a + 0a^2)d1^118d2^261 + (4 + 4a + 1a^2)d1^119d2^261 + (2 + 4a + 4a^2)d1^120d2^261 + (2 + 1a + 3a^2)d1^121d2^261 + (4 + 0a + 4a^2)d1^122d2^261 + (1 + 2a + 3a^2)d1^123d2^261 + (2 + 2a + 3a^2)d1^124d2^261 + (0 + 2a + 4a^2)d1^125d2^261 + (3 + 0a + 0a^2)d1^126d2^261 + (2 + 3a + 1a^2)d1^127d2^261 + (2 + 0a + 2a^2)d1^128d2^261 + (0 + 0a + 4a^2)d1^129d2^261 + (0 + 0a + 4a^2)d1^130d2^261 + (1 + 4a + 1a^2)d1^131d2^261 + (3 + 1a + 4a^2)d1^132d2^261 + (1 + 0a + 3a^2)d1^133d2^261 + (3 + 2a + 2a^2)d1^134d2^261 + (1 + 2a + 1a^2)d1^135d2^261 + (2 + 3a + 0a^2)d1^136d2^261 + (3 + 3a + 3a^2)d1^137d2^261 + (2 + 2a + 3a^2)d1^138d2^261 + (1 + 1a + 1a^2)d1^139d2^261 + (0 + 1a + 1a^2)d1^140d2^261 + (1 + 1a + 4a^2)d1^141d2^261 + (1 + 4a + 3a^2)d1^142d2^261 + (2 + 3a + 1a^2)d1^143d2^261 + (3 + 1a + 0a^2)d1^144d2^261 + (2 + 0a + 0a^2)d1^145d2^261 + (4 + 0a + 2a^2)d1^146d2^261 + (4 + 2a + 0a^2)d1^147d2^261 + (2 + 4a + 3a^2)d1^148d2^261 + (1 + 0a + 0a^2)d1^149d2^261 + (4 + 3a + 2a^2)d1^150d2^261 + (4 + 4a + 3a^2)d1^151d2^261 + (4 + 3a + 3a^2)d1^152d2^261 + (4 + 4a + 1a^2)d1^153d2^261 + (0 + 4a + 1a^2)d1^154d2^261 + (1 + 4a + 3a^2)d1^155d2^261 + (4 + 3a + 2a^2)d1^156d2^261 + (3 + 4a + 1a^2)d1^157d2^261 + (1 + 1a + 1a^2)d1^158d2^261 + (1 + 3a + 1a^2)d1^159d2^261 + (2 + 1a + 3a^2)d1^160d2^261 + (4 + 1a + 3a^2)d1^161d2^261 + (1 + 2a + 1a^2)d1^162d2^261 + (1 + 3a + 0a^2)d1^163d2^261 + (2 + 0a + 2a^2)d1^164d2^261 + (3 + 4a + 3a^2)d1^165d2^261 + (0 + 1a + 1a^2)d1^166d2^261 + (0 + 1a + 3a^2)d1^167d2^261 + (3 + 4a + 0a^2)d1^168d2^261 + (4 + 1a + 4a^2)d1^169d2^261 + (3 + 0a + 2a^2)d1^170d2^261 + (1 + 0a + 1a^2)d1^171d2^261 + (1 + 2a + 3a^2)d1^172d2^261 + (2 + 4a + 1a^2)d1^173d2^261 + (1 + 3a + 4a^2)d1^174d2^261 + (3 + 3a + 3a^2)d1^175d2^261 + (1 + 3a + 4a^2)d1^176d2^261 + (0 + 3a + 3a^2)d1^177d2^261 + (0 + 3a + 3a^2)d1^178d2^261 + (1 + 2a + 0a^2)d1^179d2^261 + (0 + 0a + 2a^2)d1^180d2^261 + (1 + 1a + 0a^2)d1^181d2^261 + (4 + 1a + 4a^2)d1^182d2^261 + (1 + 2a + 0a^2)d1^183d2^261 + (0 + 3a + 0a^2)d1^185d2^261 + (4 + 2a + 3a^2)d1^186d2^261 + (2 + 1a + 3a^2)d1^187d2^261 + (1 + 1a + 1a^2)d1^188d2^261 + (2 + 4a + 1a^2)d1^189d2^261 + (4 + 4a + 1a^2)d1^190d2^261 + (2 + 3a + 1a^2)d1^191d2^261 + (3 + 3a + 0a^2)d1^192d2^261 + (4 + 3a + 0a^2)d1^193d2^261 + (3 + 3a + 2a^2)d1^194d2^261 + (4 + 4a + 4a^2)d1^195d2^261 + (1 + 3a + 2a^2)d1^196d2^261 + (3 + 3a + 0a^2)d1^197d2^261 + (0 + 3a + 0a^2)d1^198d2^261 + (2 + 2a + 3a^2)d1^199d2^261 + (2 + 2a + 4a^2)d1^200d2^261 + (4 + 1a + 2a^2)d1^201d2^261 + (0 + 0a + 3a^2)d1^202d2^261 + (1 + 3a + 3a^2)d1^203d2^261 + (4 + 0a + 0a^2)d1^204d2^261 + (3 + 3a + 0a^2)d1^205d2^261 + (0 + 4a + 1a^2)d1^206d2^261 + (0 + 4a + 0a^2)d1^207d2^261 + (3 + 0a + 3a^2)d1^209d2^261 + (1 + 3a + 0a^2)d1^210d2^261 + (4 + 2a + 4a^2)d1^211d2^261 + (1 + 1a + 0a^2)d1^212d2^261 + (0 + 2a + 3a^2)d1^213d2^261 + (1 + 4a + 0a^2)d1^214d2^261 + (4 + 2a + 0a^2)d1^215d2^261 + (4 + 4a + 3a^2)d1^216d2^261 + (2 + 3a + 3a^2)d1^217d2^261 + (0 + 3a + 3a^2)d1^218d2^261 + (4 + 2a + 4a^2)d1^219d2^261 + (1 + 4a + 3a^2)d1^220d2^261 + (3 + 2a + 2a^2)d1^221d2^261 + (0 + 1a + 2a^2)d1^222d2^261 + (0 + 2a + 3a^2)d1^223d2^261 + (3 + 2a + 0a^2)d1^224d2^261 + (2 + 1a + 2a^2)d1^225d2^261 + (2 + 0a + 2a^2)d1^226d2^261 + (4 + 1a + 2a^2)d1^227d2^261 + (4 + 4a + 3a^2)d1^228d2^261 + (2 + 3a + 0a^2)d1^229d2^261 + (4 + 0a + 0a^2)d1^230d2^261 + (0 + 4a + 0a^2)d1^231d2^261 + (4 + 0a + 3a^2)d1^232d2^261 + (2 + 0a + 4a^2)d1^233d2^261 + (1 + 1a + 0a^2)d1^234d2^261 + (2 + 0a + 4a^2)d1^235d2^261 + (1 + 2a + 3a^2)d1^236d2^261 + (0 + 0a + 1a^2)d1^237d2^261 + (4 + 2a + 3a^2)d1^238d2^261 + (0 + 4a + 1a^2)d1^239d2^261 + (3 + 2a + 2a^2)d1^240d2^261 + (4 + 3a + 2a^2)d1^241d2^261 + (1 + 1a + 0a^2)d1^242d2^261 + (3 + 4a + 4a^2)d1^243d2^261 + (3 + 2a + 0a^2)d1^244d2^261 + (0 + 0a + 3a^2)d1^245d2^261 + (3 + 3a + 2a^2)d1^246d2^261 + (2 + 1a + 3a^2)d1^247d2^261 + (4 + 3a + 3a^2)d1^248d2^261 + (1 + 0a + 1a^2)d1^249d2^261 + (0 + 3a + 3a^2)d1^250d2^261 + (4 + 2a + 3a^2)d1^251d2^261 + (1 + 1a + 3a^2)d1^252d2^261 + (2 + 3a + 0a^2)d1^253d2^261 + (2 + 1a + 1a^2)d1^254d2^261 + (1 + 0a + 4a^2)d1^255d2^261 + (3 + 4a + 0a^2)d1^256d2^261 + (1 + 4a + 3a^2)d1^257d2^261 + (0 + 0a + 1a^2)d1^258d2^261 + (0 + 4a + 1a^2)d1^259d2^261 + (4 + 1a + 1a^2)d1^260d2^261 + (3 + 3a + 3a^2)d1^261d2^261 + (0 + 3a + 3a^2)d1^262d2^261 + (2 + 3a + 4a^2)d1^263d2^261 + (4 + 3a + 0a^2)d1^264d2^261 + (1 + 4a + 2a^2)d1^265d2^261 + (2 + 0a + 4a^2)d1^266d2^261 + (0 + 0a + 1a^2)d1^267d2^261 + (1 + 2a + 4a^2)d1^268d2^261 + (3 + 2a + 0a^2)d1^269d2^261 + (0 + 4a + 3a^2)d1^270d2^261 + (4 + 2a + 0a^2)d1^271d2^261 + (2 + 0a + 4a^2)d1^272d2^261 + (1 + 2a + 4a^2)d1^273d2^261 + (3 + 1a + 3a^2)d1^274d2^261 + (2 + 4a + 2a^2)d1^275d2^261 + (4 + 2a + 0a^2)d1^276d2^261 + (3 + 3a + 0a^2)d1^277d2^261 + (3 + 1a + 3a^2)d1^278d2^261 + (1 + 2a + 0a^2)d1^279d2^261 + (3 + 0a + 4a^2)d1^280d2^261 + (1 + 3a + 3a^2)d1^281d2^261 + (4 + 1a + 2a^2)d1^282d2^261 + (0 + 4a + 1a^2)d1^283d2^261 + (0 + 2a + 0a^2)d1^284d2^261 + (4 + 0a + 2a^2)d1^285d2^261 + (3 + 4a + 3a^2)d1^286d2^261 + (2 + 2a + 0a^2)d1^287d2^261 + (3 + 1a + 4a^2)d1^288d2^261 + (1 + 0a + 0a^2)d1^289d2^261 + (1 + 3a + 4a^2)d1^290d2^261 + (0 + 3a + 2a^2)d1^291d2^261 + (3 + 4a + 4a^2)d1^292d2^261 + (2 + 4a + 2a^2)d1^293d2^261 + (3 + 3a + 3a^2)d2^262 + (1 + 4a + 2a^2)d1^1d2^262 + (3 + 2a + 0a^2)d1^2d2^262 + (4 + 2a + 4a^2)d1^3d2^262 + (3 + 3a + 0a^2)d1^4d2^262 + (3 + 1a + 3a^2)d1^5d2^262 + (4 + 4a + 4a^2)d1^6d2^262 + (4 + 4a + 1a^2)d1^7d2^262 + (4 + 2a + 1a^2)d1^8d2^262 + (0 + 1a + 0a^2)d1^9d2^262 + (4 + 2a + 0a^2)d1^10d2^262 + (0 + 2a + 3a^2)d1^11d2^262 + (1 + 1a + 4a^2)d1^12d2^262 + (1 + 4a + 3a^2)d1^13d2^262 + (0 + 3a + 0a^2)d1^14d2^262 + (2 + 2a + 4a^2)d1^15d2^262 + (2 + 1a + 2a^2)d1^16d2^262 + (2 + 1a + 3a^2)d1^17d2^262 + (4 + 1a + 0a^2)d1^18d2^262 + (2 + 3a + 0a^2)d1^19d2^262 + (0 + 3a + 1a^2)d1^20d2^262 + (2 + 4a + 3a^2)d1^21d2^262 + (0 + 3a + 0a^2)d1^22d2^262 + (0 + 3a + 1a^2)d1^23d2^262 + (4 + 2a + 2a^2)d1^24d2^262 + (1 + 3a + 2a^2)d1^25d2^262 + (3 + 0a + 1a^2)d1^26d2^262 + (3 + 4a + 2a^2)d1^27d2^262 + (1 + 3a + 0a^2)d1^28d2^262 + (4 + 2a + 2a^2)d1^29d2^262 + (1 + 0a + 4a^2)d1^30d2^262 + (4 + 4a + 1a^2)d1^31d2^262 + (4 + 0a + 2a^2)d1^32d2^262 + (0 + 0a + 4a^2)d1^33d2^262 + (1 + 4a + 3a^2)d1^34d2^262 + (2 + 0a + 4a^2)d1^35d2^262 + (0 + 0a + 2a^2)d1^36d2^262 + (1 + 2a + 0a^2)d1^37d2^262 + (2 + 0a + 2a^2)d1^38d2^262 + (0 + 1a + 2a^2)d1^39d2^262 + (4 + 2a + 0a^2)d1^40d2^262 + (4 + 2a + 3a^2)d1^41d2^262 + (1 + 3a + 0a^2)d1^42d2^262 + (1 + 1a + 2a^2)d1^43d2^262 + (2 + 3a + 4a^2)d1^44d2^262 + (0 + 2a + 0a^2)d1^45d2^262 + (2 + 4a + 0a^2)d1^46d2^262 + (2 + 4a + 1a^2)d1^47d2^262 + (3 + 1a + 4a^2)d1^48d2^262 + (1 + 1a + 2a^2)d1^49d2^262 + (1 + 4a + 4a^2)d1^50d2^262 + (4 + 2a + 4a^2)d1^51d2^262 + (4 + 2a + 0a^2)d1^52d2^262 + (4 + 4a + 3a^2)d1^53d2^262 + (2 + 4a + 2a^2)d1^54d2^262 + (0 + 4a + 3a^2)d1^56d2^262 + (3 + 3a + 3a^2)d1^57d2^262 + (2 + 0a + 0a^2)d1^58d2^262 + (4 + 0a + 2a^2)d1^59d2^262 + (1 + 3a + 1a^2)d1^60d2^262 + (3 + 0a + 4a^2)d1^61d2^262 + (1 + 3a + 3a^2)d1^62d2^262 + (0 + 3a + 2a^2)d1^63d2^262 + (0 + 1a + 1a^2)d1^64d2^262 + (3 + 2a + 2a^2)d1^65d2^262 + (1 + 1a + 3a^2)d1^66d2^262 + (0 + 4a + 2a^2)d1^67d2^262 + (3 + 1a + 4a^2)d1^68d2^262 + (4 + 3a + 2a^2)d1^69d2^262 + (4 + 2a + 0a^2)d1^70d2^262 + (3 + 0a + 4a^2)d1^71d2^262 + (2 + 2a + 2a^2)d1^72d2^262 + (3 + 2a + 3a^2)d1^73d2^262 + (0 + 1a + 2a^2)d1^74d2^262 + (3 + 4a + 3a^2)d1^75d2^262 + (4 + 2a + 3a^2)d1^76d2^262 + (3 + 2a + 4a^2)d1^77d2^262 + (1 + 4a + 1a^2)d1^78d2^262 + (0 + 1a + 3a^2)d1^79d2^262 + (1 + 0a + 3a^2)d1^80d2^262 + (2 + 3a + 4a^2)d1^81d2^262 + (1 + 2a + 0a^2)d1^82d2^262 + (2 + 4a + 2a^2)d1^84d2^262 + (3 + 0a + 0a^2)d1^85d2^262 + (2 + 3a + 2a^2)d1^86d2^262 + (3 + 3a + 3a^2)d1^87d2^262 + (2 + 2a + 2a^2)d1^88d2^262 + (0 + 0a + 3a^2)d1^89d2^262 + (0 + 4a + 3a^2)d1^90d2^262 + (0 + 1a + 2a^2)d1^91d2^262 + (1 + 1a + 1a^2)d1^92d2^262 + (3 + 1a + 4a^2)d1^93d2^262 + (4 + 1a + 2a^2)d1^94d2^262 + (3 + 0a + 2a^2)d1^95d2^262 + (2 + 3a + 2a^2)d1^96d2^262 + (1 + 3a + 4a^2)d1^97d2^262 + (3 + 1a + 0a^2)d1^98d2^262 + (0 + 4a + 0a^2)d1^99d2^262 + (1 + 3a + 2a^2)d1^100d2^262 + (2 + 1a + 4a^2)d1^101d2^262 + (0 + 4a + 3a^2)d1^102d2^262 + (3 + 3a + 4a^2)d1^103d2^262 + (1 + 0a + 4a^2)d1^105d2^262 + (2 + 3a + 3a^2)d1^106d2^262 + (0 + 4a + 1a^2)d1^107d2^262 + (2 + 3a + 2a^2)d1^108d2^262 + (1 + 3a + 1a^2)d1^109d2^262 + (1 + 3a + 4a^2)d1^110d2^262 + (1 + 3a + 1a^2)d1^111d2^262 + (2 + 4a + 0a^2)d1^112d2^262 + (3 + 0a + 2a^2)d1^113d2^262 + (4 + 0a + 4a^2)d1^114d2^262 + (4 + 0a + 4a^2)d1^115d2^262 + (2 + 4a + 2a^2)d1^116d2^262 + (2 + 4a + 4a^2)d1^117d2^262 + (0 + 2a + 4a^2)d1^118d2^262 + (2 + 3a + 1a^2)d1^119d2^262 + (4 + 4a + 0a^2)d1^120d2^262 + (2 + 0a + 2a^2)d1^121d2^262 + (0 + 1a + 0a^2)d1^122d2^262 + (3 + 0a + 2a^2)d1^123d2^262 + (0 + 1a + 1a^2)d1^124d2^262 + (0 + 2a + 3a^2)d1^125d2^262 + (4 + 1a + 2a^2)d1^126d2^262 + (4 + 4a + 0a^2)d1^127d2^262 + (4 + 3a + 3a^2)d1^128d2^262 + (2 + 3a + 0a^2)d1^129d2^262 + (3 + 2a + 2a^2)d1^130d2^262 + (2 + 1a + 1a^2)d1^131d2^262 + (2 + 2a + 3a^2)d1^132d2^262 + (0 + 1a + 4a^2)d1^133d2^262 + (1 + 0a + 3a^2)d1^134d2^262 + (1 + 3a + 1a^2)d1^135d2^262 + (2 + 4a + 3a^2)d1^136d2^262 + (1 + 4a + 3a^2)d1^137d2^262 + (3 + 2a + 4a^2)d1^138d2^262 + (1 + 3a + 2a^2)d1^139d2^262 + (4 + 3a + 1a^2)d1^140d2^262 + (0 + 4a + 2a^2)d1^141d2^262 + (2 + 3a + 0a^2)d1^142d2^262 + (4 + 1a + 3a^2)d1^143d2^262 + (3 + 3a + 2a^2)d1^144d2^262 + (0 + 1a + 1a^2)d1^145d2^262 + (1 + 0a + 2a^2)d1^146d2^262 + (0 + 0a + 1a^2)d1^147d2^262 + (3 + 4a + 4a^2)d1^148d2^262 + (0 + 3a + 2a^2)d1^149d2^262 + (3 + 3a + 4a^2)d1^150d2^262 + (3 + 3a + 2a^2)d1^151d2^262 + (4 + 2a + 3a^2)d1^152d2^262 + (1 + 2a + 0a^2)d1^153d2^262 + (1 + 0a + 2a^2)d1^154d2^262 + (3 + 3a + 2a^2)d1^155d2^262 + (2 + 3a + 1a^2)d1^156d2^262 + (0 + 1a + 0a^2)d1^157d2^262 + (2 + 1a + 0a^2)d1^158d2^262 + (3 + 2a + 0a^2)d1^160d2^262 + (1 + 4a + 3a^2)d1^161d2^262 + (4 + 0a + 4a^2)d1^162d2^262 + (4 + 3a + 0a^2)d1^163d2^262 + (2 + 1a + 0a^2)d1^164d2^262 + (1 + 2a + 0a^2)d1^165d2^262 + (2 + 2a + 3a^2)d1^166d2^262 + (3 + 3a + 1a^2)d1^167d2^262 + (0 + 0a + 4a^2)d1^168d2^262 + (4 + 3a + 0a^2)d1^169d2^262 + (4 + 4a + 4a^2)d1^170d2^262 + (2 + 0a + 4a^2)d1^171d2^262 + (2 + 0a + 1a^2)d1^172d2^262 + (4 + 1a + 4a^2)d1^173d2^262 + (3 + 1a + 4a^2)d1^174d2^262 + (0 + 3a + 2a^2)d1^175d2^262 + (0 + 3a + 2a^2)d1^176d2^262 + (2 + 0a + 1a^2)d1^177d2^262 + (4 + 1a + 2a^2)d1^178d2^262 + (0 + 1a + 3a^2)d1^179d2^262 + (0 + 2a + 2a^2)d1^180d2^262 + (4 + 3a + 1a^2)d1^181d2^262 + (3 + 0a + 0a^2)d1^182d2^262 + (0 + 4a + 4a^2)d1^183d2^262 + (4 + 0a + 2a^2)d1^184d2^262 + (4 + 1a + 0a^2)d1^185d2^262 + (4 + 1a + 2a^2)d1^186d2^262 + (1 + 0a + 3a^2)d1^187d2^262 + (3 + 0a + 1a^2)d1^188d2^262 + (0 + 2a + 4a^2)d1^189d2^262 + (2 + 2a + 0a^2)d1^190d2^262 + (2 + 1a + 4a^2)d1^191d2^262 + (1 + 1a + 3a^2)d1^192d2^262 + (1 + 3a + 1a^2)d1^193d2^262 + (1 + 4a + 3a^2)d1^194d2^262 + (0 + 4a + 2a^2)d1^195d2^262 + (1 + 3a + 3a^2)d1^196d2^262 + (4 + 0a + 2a^2)d1^197d2^262 + (4 + 4a + 1a^2)d1^198d2^262 + (4 + 4a + 0a^2)d1^199d2^262 + (2 + 3a + 3a^2)d1^200d2^262 + (3 + 1a + 0a^2)d1^201d2^262 + (0 + 3a + 0a^2)d1^202d2^262 + (2 + 1a + 1a^2)d1^203d2^262 + (2 + 4a + 1a^2)d1^204d2^262 + (1 + 0a + 0a^2)d1^205d2^262 + (0 + 2a + 4a^2)d1^206d2^262 + (3 + 1a + 1a^2)d1^207d2^262 + (3 + 2a + 2a^2)d1^208d2^262 + (1 + 3a + 4a^2)d1^209d2^262 + (3 + 2a + 3a^2)d1^210d2^262 + (3 + 0a + 4a^2)d1^211d2^262 + (3 + 2a + 4a^2)d1^212d2^262 + (0 + 0a + 3a^2)d1^213d2^262 + (3 + 2a + 3a^2)d1^214d2^262 + (3 + 3a + 2a^2)d1^215d2^262 + (2 + 4a + 1a^2)d1^216d2^262 + (3 + 4a + 0a^2)d1^217d2^262 + (4 + 3a + 3a^2)d1^218d2^262 + (4 + 1a + 2a^2)d1^219d2^262 + (2 + 1a + 1a^2)d1^220d2^262 + (1 + 2a + 1a^2)d1^221d2^262 + (2 + 3a + 4a^2)d1^222d2^262 + (4 + 3a + 1a^2)d1^223d2^262 + (2 + 3a + 1a^2)d1^224d2^262 + (4 + 3a + 3a^2)d1^225d2^262 + (1 + 1a + 0a^2)d1^226d2^262 + (0 + 2a + 4a^2)d1^227d2^262 + (0 + 1a + 2a^2)d1^228d2^262 + (3 + 2a + 3a^2)d1^229d2^262 + (2 + 2a + 1a^2)d1^230d2^262 + (2 + 1a + 1a^2)d1^231d2^262 + (1 + 1a + 0a^2)d1^232d2^262 + (2 + 3a + 2a^2)d1^233d2^262 + (4 + 4a + 2a^2)d1^234d2^262 + (3 + 0a + 1a^2)d1^235d2^262 + (0 + 1a + 2a^2)d1^236d2^262 + (3 + 2a + 2a^2)d1^237d2^262 + (2 + 4a + 4a^2)d1^238d2^262 + (2 + 0a + 2a^2)d1^239d2^262 + (2 + 3a + 0a^2)d1^240d2^262 + (1 + 3a + 0a^2)d1^241d2^262 + (1 + 0a + 3a^2)d1^242d2^262 + (4 + 4a + 0a^2)d1^243d2^262 + (2 + 3a + 1a^2)d1^244d2^262 + (3 + 1a + 4a^2)d1^245d2^262 + (1 + 4a + 4a^2)d1^246d2^262 + (0 + 0a + 2a^2)d1^247d2^262 + (1 + 1a + 1a^2)d1^248d2^262 + (4 + 0a + 3a^2)d1^249d2^262 + (0 + 4a + 2a^2)d1^250d2^262 + (0 + 3a + 3a^2)d1^251d2^262 + (1 + 0a + 1a^2)d1^252d2^262 + (2 + 3a + 2a^2)d1^253d2^262 + (1 + 1a + 0a^2)d1^254d2^262 + (4 + 1a + 3a^2)d1^255d2^262 + (4 + 4a + 2a^2)d1^256d2^262 + (4 + 1a + 2a^2)d1^257d2^262 + (0 + 2a + 3a^2)d1^258d2^262 + (3 + 2a + 2a^2)d1^259d2^262 + (2 + 1a + 0a^2)d1^260d2^262 + (0 + 2a + 1a^2)d1^261d2^262 + (4 + 3a + 4a^2)d1^262d2^262 + (2 + 2a + 2a^2)d1^263d2^262 + (3 + 2a + 3a^2)d1^264d2^262 + (4 + 3a + 2a^2)d1^265d2^262 + (1 + 4a + 0a^2)d1^266d2^262 + (3 + 0a + 1a^2)d1^267d2^262 + (3 + 2a + 4a^2)d1^268d2^262 + (3 + 0a + 1a^2)d1^269d2^262 + (0 + 1a + 3a^2)d1^270d2^262 + (2 + 4a + 0a^2)d1^271d2^262 + (4 + 4a + 3a^2)d1^272d2^262 + (2 + 4a + 0a^2)d1^273d2^262 + (3 + 1a + 0a^2)d1^274d2^262 + (4 + 0a + 0a^2)d1^275d2^262 + (4 + 3a + 0a^2)d1^276d2^262 + (0 + 3a + 1a^2)d1^277d2^262 + (2 + 0a + 2a^2)d1^278d2^262 + (0 + 3a + 2a^2)d1^279d2^262 + (4 + 3a + 4a^2)d1^280d2^262 + (1 + 1a + 3a^2)d1^281d2^262 + (3 + 1a + 0a^2)d1^282d2^262 + (4 + 4a + 2a^2)d1^283d2^262 + (0 + 1a + 3a^2)d1^284d2^262 + (3 + 1a + 2a^2)d1^285d2^262 + (3 + 4a + 1a^2)d1^286d2^262 + (3 + 0a + 3a^2)d1^287d2^262 + (4 + 2a + 3a^2)d1^288d2^262 + (4 + 3a + 4a^2)d1^289d2^262 + (3 + 4a + 0a^2)d1^290d2^262 + (1 + 4a + 0a^2)d1^291d2^262 + (1 + 1a + 1a^2)d1^292d2^262 + (0 + 3a + 4a^2)d1^293d2^262 + (0 + 3a + 3a^2)d2^263 + (2 + 2a + 4a^2)d1^1d2^263 + (3 + 0a + 4a^2)d1^2d2^263 + (0 + 4a + 1a^2)d1^3d2^263 + (1 + 3a + 0a^2)d1^5d2^263 + (3 + 2a + 4a^2)d1^6d2^263 + (3 + 1a + 1a^2)d1^7d2^263 + (4 + 0a + 3a^2)d1^8d2^263 + (0 + 3a + 1a^2)d1^9d2^263 + (1 + 4a + 3a^2)d1^10d2^263 + (3 + 0a + 4a^2)d1^11d2^263 + (3 + 2a + 1a^2)d1^12d2^263 + (0 + 2a + 0a^2)d1^13d2^263 + (0 + 3a + 1a^2)d1^14d2^263 + (1 + 1a + 3a^2)d1^15d2^263 + (4 + 2a + 1a^2)d1^16d2^263 + (4 + 0a + 0a^2)d1^17d2^263 + (0 + 0a + 1a^2)d1^18d2^263 + (3 + 0a + 2a^2)d1^19d2^263 + (0 + 4a + 4a^2)d1^20d2^263 + (0 + 4a + 3a^2)d1^21d2^263 + (2 + 4a + 2a^2)d1^22d2^263 + (3 + 3a + 2a^2)d1^23d2^263 + (3 + 0a + 0a^2)d1^24d2^263 + (3 + 0a + 4a^2)d1^25d2^263 + (0 + 3a + 2a^2)d1^26d2^263 + (0 + 4a + 2a^2)d1^27d2^263 + (3 + 3a + 2a^2)d1^28d2^263 + (0 + 2a + 3a^2)d1^29d2^263 + (0 + 3a + 2a^2)d1^30d2^263 + (0 + 4a + 3a^2)d1^31d2^263 + (4 + 4a + 3a^2)d1^32d2^263 + (4 + 1a + 0a^2)d1^33d2^263 + (1 + 4a + 1a^2)d1^34d2^263 + (0 + 2a + 0a^2)d1^35d2^263 + (0 + 0a + 4a^2)d1^36d2^263 + (4 + 0a + 2a^2)d1^37d2^263 + (1 + 1a + 3a^2)d1^38d2^263 + (1 + 1a + 3a^2)d1^39d2^263 + (3 + 2a + 1a^2)d1^40d2^263 + (4 + 0a + 2a^2)d1^41d2^263 + (0 + 0a + 4a^2)d1^42d2^263 + (0 + 4a + 3a^2)d1^43d2^263 + (0 + 2a + 0a^2)d1^44d2^263 + (3 + 2a + 4a^2)d1^45d2^263 + (4 + 0a + 4a^2)d1^46d2^263 + (3 + 3a + 3a^2)d1^47d2^263 + (1 + 1a + 3a^2)d1^48d2^263 + (2 + 3a + 4a^2)d1^49d2^263 + (2 + 3a + 3a^2)d1^50d2^263 + (4 + 0a + 3a^2)d1^51d2^263 + (2 + 0a + 2a^2)d1^52d2^263 + (3 + 3a + 3a^2)d1^53d2^263 + (2 + 1a + 3a^2)d1^54d2^263 + (4 + 0a + 2a^2)d1^55d2^263 + (4 + 4a + 1a^2)d1^56d2^263 + (1 + 1a + 2a^2)d1^57d2^263 + (3 + 2a + 0a^2)d1^58d2^263 + (4 + 1a + 3a^2)d1^59d2^263 + (4 + 4a + 4a^2)d1^60d2^263 + (1 + 3a + 4a^2)d1^61d2^263 + (0 + 0a + 2a^2)d1^62d2^263 + (0 + 2a + 2a^2)d1^63d2^263 + (4 + 3a + 0a^2)d1^64d2^263 + (3 + 0a + 2a^2)d1^65d2^263 + (4 + 2a + 3a^2)d1^66d2^263 + (2 + 3a + 2a^2)d1^67d2^263 + (1 + 0a + 2a^2)d1^68d2^263 + (2 + 4a + 1a^2)d1^69d2^263 + (2 + 2a + 2a^2)d1^70d2^263 + (3 + 3a + 2a^2)d1^71d2^263 + (1 + 2a + 3a^2)d1^72d2^263 + (4 + 4a + 2a^2)d1^73d2^263 + (2 + 2a + 0a^2)d1^74d2^263 + (3 + 2a + 0a^2)d1^75d2^263 + (3 + 2a + 3a^2)d1^76d2^263 + (3 + 4a + 4a^2)d1^77d2^263 + (3 + 4a + 1a^2)d1^78d2^263 + (0 + 2a + 0a^2)d1^79d2^263 + (1 + 0a + 3a^2)d1^80d2^263 + (4 + 0a + 4a^2)d1^81d2^263 + (3 + 3a + 1a^2)d1^82d2^263 + (3 + 0a + 4a^2)d1^83d2^263 + (4 + 3a + 2a^2)d1^84d2^263 + (0 + 4a + 0a^2)d1^85d2^263 + (3 + 3a + 2a^2)d1^86d2^263 + (1 + 0a + 3a^2)d1^87d2^263 + (0 + 3a + 3a^2)d1^88d2^263 + (0 + 0a + 1a^2)d1^89d2^263 + (1 + 2a + 1a^2)d1^90d2^263 + (4 + 1a + 1a^2)d1^91d2^263 + (4 + 2a + 4a^2)d1^92d2^263 + (1 + 2a + 4a^2)d1^93d2^263 + (3 + 1a + 0a^2)d1^94d2^263 + (4 + 1a + 1a^2)d1^95d2^263 + (1 + 3a + 2a^2)d1^96d2^263 + (3 + 0a + 1a^2)d1^97d2^263 + (1 + 4a + 0a^2)d1^98d2^263 + (2 + 1a + 0a^2)d1^99d2^263 + (4 + 4a + 3a^2)d1^100d2^263 + (2 + 0a + 2a^2)d1^101d2^263 + (3 + 3a + 1a^2)d1^102d2^263 + (4 + 0a + 4a^2)d1^103d2^263 + (0 + 2a + 1a^2)d1^104d2^263 + (3 + 3a + 4a^2)d1^105d2^263 + (0 + 0a + 1a^2)d1^106d2^263 + (0 + 2a + 2a^2)d1^107d2^263 + (0 + 1a + 3a^2)d1^108d2^263 + (2 + 2a + 2a^2)d1^109d2^263 + (1 + 2a + 3a^2)d1^110d2^263 + (3 + 2a + 3a^2)d1^111d2^263 + (4 + 1a + 1a^2)d1^112d2^263 + (0 + 1a + 4a^2)d1^113d2^263 + (0 + 2a + 0a^2)d1^114d2^263 + (0 + 2a + 2a^2)d1^115d2^263 + (0 + 3a + 2a^2)d1^116d2^263 + (4 + 2a + 3a^2)d1^117d2^263 + (0 + 3a + 1a^2)d1^118d2^263 + (0 + 4a + 3a^2)d1^119d2^263 + (2 + 4a + 2a^2)d1^120d2^263 + (0 + 1a + 1a^2)d1^121d2^263 + (2 + 0a + 4a^2)d1^122d2^263 + (1 + 3a + 3a^2)d1^123d2^263 + (1 + 3a + 3a^2)d1^124d2^263 + (3 + 3a + 0a^2)d1^125d2^263 + (1 + 0a + 4a^2)d1^126d2^263 + (2 + 1a + 0a^2)d1^127d2^263 + (1 + 1a + 1a^2)d1^128d2^263 + (1 + 1a + 0a^2)d1^129d2^263 + (0 + 3a + 2a^2)d1^130d2^263 + (0 + 4a + 2a^2)d1^131d2^263 + (3 + 2a + 1a^2)d1^132d2^263 + (0 + 3a + 4a^2)d1^133d2^263 + (3 + 1a + 0a^2)d1^134d2^263 + (3 + 2a + 2a^2)d1^135d2^263 + (2 + 0a + 2a^2)d1^136d2^263 + (3 + 1a + 1a^2)d1^137d2^263 + (0 + 4a + 3a^2)d1^139d2^263 + (3 + 3a + 1a^2)d1^140d2^263 + (2 + 3a + 4a^2)d1^141d2^263 + (4 + 4a + 1a^2)d1^142d2^263 + (3 + 2a + 4a^2)d1^143d2^263 + (2 + 2a + 1a^2)d1^144d2^263 + (1 + 4a + 2a^2)d1^145d2^263 + (1 + 4a + 1a^2)d1^146d2^263 + (3 + 3a + 3a^2)d1^147d2^263 + (2 + 1a + 2a^2)d1^148d2^263 + (1 + 4a + 1a^2)d1^149d2^263 + (2 + 4a + 3a^2)d1^150d2^263 + (4 + 3a + 1a^2)d1^151d2^263 + (1 + 0a + 0a^2)d1^152d2^263 + (3 + 4a + 0a^2)d1^153d2^263 + (4 + 2a + 4a^2)d1^154d2^263 + (3 + 4a + 0a^2)d1^155d2^263 + (1 + 0a + 3a^2)d1^156d2^263 + (1 + 4a + 1a^2)d1^157d2^263 + (1 + 1a + 2a^2)d1^158d2^263 + (1 + 1a + 0a^2)d1^159d2^263 + (1 + 1a + 1a^2)d1^160d2^263 + (0 + 4a + 2a^2)d1^161d2^263 + (2 + 3a + 1a^2)d1^162d2^263 + (0 + 3a + 4a^2)d1^163d2^263 + (3 + 0a + 3a^2)d1^164d2^263 + (0 + 3a + 4a^2)d1^165d2^263 + (4 + 1a + 4a^2)d1^166d2^263 + (4 + 0a + 4a^2)d1^167d2^263 + (3 + 2a + 4a^2)d1^168d2^263 + (3 + 4a + 1a^2)d1^169d2^263 + (3 + 1a + 1a^2)d1^170d2^263 + (4 + 4a + 3a^2)d1^171d2^263 + (0 + 2a + 1a^2)d1^172d2^263 + (1 + 0a + 1a^2)d1^173d2^263 + (0 + 1a + 1a^2)d1^174d2^263 + (0 + 4a + 3a^2)d1^175d2^263 + (3 + 4a + 1a^2)d1^176d2^263 + (0 + 2a + 4a^2)d1^177d2^263 + (3 + 1a + 4a^2)d1^178d2^263 + (3 + 3a + 3a^2)d1^179d2^263 + (1 + 2a + 4a^2)d1^180d2^263 + (4 + 3a + 4a^2)d1^181d2^263 + (0 + 1a + 4a^2)d1^182d2^263 + (1 + 3a + 0a^2)d1^183d2^263 + (1 + 4a + 4a^2)d1^184d2^263 + (1 + 0a + 4a^2)d1^185d2^263 + (1 + 2a + 1a^2)d1^186d2^263 + (2 + 0a + 2a^2)d1^187d2^263 + (1 + 3a + 0a^2)d1^188d2^263 + (4 + 2a + 1a^2)d1^189d2^263 + (0 + 1a + 1a^2)d1^190d2^263 + (1 + 0a + 3a^2)d1^191d2^263 + (3 + 0a + 2a^2)d1^192d2^263 + (0 + 0a + 2a^2)d1^193d2^263 + (4 + 2a + 0a^2)d1^194d2^263 + (3 + 3a + 0a^2)d1^195d2^263 + (0 + 3a + 0a^2)d1^196d2^263 + (3 + 0a + 1a^2)d1^197d2^263 + (0 + 2a + 4a^2)d1^198d2^263 + (2 + 0a + 1a^2)d1^199d2^263 + (0 + 4a + 3a^2)d1^200d2^263 + (1 + 4a + 1a^2)d1^201d2^263 + (2 + 0a + 0a^2)d1^202d2^263 + (0 + 0a + 2a^2)d1^204d2^263 + (0 + 0a + 3a^2)d1^205d2^263 + (0 + 4a + 4a^2)d1^206d2^263 + (4 + 3a + 4a^2)d1^207d2^263 + (0 + 2a + 1a^2)d1^208d2^263 + (2 + 0a + 4a^2)d1^209d2^263 + (3 + 3a + 1a^2)d1^210d2^263 + (0 + 3a + 0a^2)d1^211d2^263 + (3 + 3a + 1a^2)d1^212d2^263 + (4 + 1a + 2a^2)d1^213d2^263 + (1 + 1a + 1a^2)d1^214d2^263 + (2 + 2a + 2a^2)d1^215d2^263 + (3 + 2a + 3a^2)d1^216d2^263 + (4 + 0a + 1a^2)d1^217d2^263 + (3 + 4a + 4a^2)d1^218d2^263 + (2 + 4a + 2a^2)d1^219d2^263 + (3 + 1a + 4a^2)d1^220d2^263 + (3 + 2a + 4a^2)d1^221d2^263 + (1 + 1a + 0a^2)d1^222d2^263 + (3 + 0a + 0a^2)d1^223d2^263 + (0 + 2a + 0a^2)d1^224d2^263 + (1 + 2a + 1a^2)d1^225d2^263 + (2 + 2a + 3a^2)d1^226d2^263 + (0 + 3a + 0a^2)d1^227d2^263 + (4 + 0a + 2a^2)d1^228d2^263 + (0 + 0a + 1a^2)d1^229d2^263 + (3 + 2a + 4a^2)d1^230d2^263 + (4 + 0a + 0a^2)d1^231d2^263 + (0 + 2a + 1a^2)d1^232d2^263 + (1 + 0a + 3a^2)d1^233d2^263 + (1 + 1a + 4a^2)d1^234d2^263 + (0 + 4a + 0a^2)d1^235d2^263 + (3 + 4a + 1a^2)d1^236d2^263 + (2 + 4a + 1a^2)d1^237d2^263 + (1 + 1a + 1a^2)d1^238d2^263 + (3 + 3a + 4a^2)d1^239d2^263 + (1 + 4a + 2a^2)d1^240d2^263 + (4 + 0a + 0a^2)d1^241d2^263 + (4 + 0a + 3a^2)d1^242d2^263 + (4 + 4a + 3a^2)d1^243d2^263 + (2 + 3a + 3a^2)d1^244d2^263 + (2 + 3a + 1a^2)d1^245d2^263 + (1 + 1a + 4a^2)d1^246d2^263 + (3 + 2a + 4a^2)d1^247d2^263 + (0 + 1a + 2a^2)d1^248d2^263 + (1 + 2a + 1a^2)d1^249d2^263 + (1 + 1a + 3a^2)d1^250d2^263 + (4 + 3a + 0a^2)d1^251d2^263 + (2 + 3a + 4a^2)d1^252d2^263 + (1 + 4a + 1a^2)d1^253d2^263 + (2 + 2a + 0a^2)d1^254d2^263 + (3 + 0a + 4a^2)d1^255d2^263 + (2 + 0a + 4a^2)d1^256d2^263 + (2 + 3a + 2a^2)d1^257d2^263 + (0 + 4a + 1a^2)d1^258d2^263 + (0 + 1a + 0a^2)d1^259d2^263 + (0 + 4a + 0a^2)d1^260d2^263 + (3 + 2a + 1a^2)d1^261d2^263 + (0 + 2a + 2a^2)d1^262d2^263 + (2 + 1a + 0a^2)d1^263d2^263 + (3 + 4a + 2a^2)d1^264d2^263 + (3 + 1a + 1a^2)d1^265d2^263 + (0 + 0a + 2a^2)d1^266d2^263 + (3 + 1a + 1a^2)d1^267d2^263 + (1 + 1a + 3a^2)d1^268d2^263 + (1 + 0a + 3a^2)d1^269d2^263 + (2 + 4a + 2a^2)d1^270d2^263 + (3 + 2a + 4a^2)d1^271d2^263 + (3 + 4a + 2a^2)d1^272d2^263 + (1 + 3a + 0a^2)d1^273d2^263 + (2 + 2a + 2a^2)d1^274d2^263 + (0 + 4a + 1a^2)d1^275d2^263 + (2 + 1a + 2a^2)d1^276d2^263 + (3 + 0a + 4a^2)d1^277d2^263 + (1 + 3a + 1a^2)d1^278d2^263 + (3 + 0a + 0a^2)d1^279d2^263 + (4 + 2a + 1a^2)d1^280d2^263 + (1 + 0a + 3a^2)d1^281d2^263 + (0 + 4a + 0a^2)d1^282d2^263 + (0 + 1a + 1a^2)d1^283d2^263 + (1 + 3a + 2a^2)d1^284d2^263 + (3 + 3a + 0a^2)d1^285d2^263 + (0 + 1a + 3a^2)d1^286d2^263 + (0 + 0a + 1a^2)d1^287d2^263 + (0 + 1a + 4a^2)d1^288d2^263 + (3 + 2a + 2a^2)d1^289d2^263 + (1 + 0a + 4a^2)d1^290d2^263 + (0 + 3a + 0a^2)d1^291d2^263 + (4 + 1a + 2a^2)d1^292d2^263 + (1 + 1a + 3a^2)d1^293d2^263 + (1 + 2a + 0a^2)d2^264 + (3 + 0a + 0a^2)d1^1d2^264 + (0 + 3a + 1a^2)d1^2d2^264 + (3 + 1a + 2a^2)d1^3d2^264 + (2 + 2a + 1a^2)d1^4d2^264 + (1 + 2a + 4a^2)d1^5d2^264 + (1 + 3a + 2a^2)d1^6d2^264 + (4 + 2a + 1a^2)d1^7d2^264 + (2 + 3a + 1a^2)d1^8d2^264 + (2 + 1a + 2a^2)d1^9d2^264 + (4 + 4a + 1a^2)d1^10d2^264 + (0 + 2a + 2a^2)d1^11d2^264 + (2 + 3a + 3a^2)d1^12d2^264 + (1 + 1a + 2a^2)d1^13d2^264 + (2 + 2a + 3a^2)d1^14d2^264 + (4 + 1a + 4a^2)d1^15d2^264 + (1 + 3a + 4a^2)d1^16d2^264 + (2 + 4a + 1a^2)d1^17d2^264 + (1 + 4a + 0a^2)d1^18d2^264 + (2 + 4a + 4a^2)d1^19d2^264 + (0 + 3a + 3a^2)d1^20d2^264 + (4 + 3a + 3a^2)d1^21d2^264 + (1 + 2a + 0a^2)d1^22d2^264 + (4 + 2a + 0a^2)d1^23d2^264 + (0 + 1a + 1a^2)d1^24d2^264 + (1 + 3a + 3a^2)d1^25d2^264 + (2 + 0a + 2a^2)d1^26d2^264 + (3 + 2a + 4a^2)d1^27d2^264 + (4 + 4a + 3a^2)d1^28d2^264 + (1 + 0a + 0a^2)d1^29d2^264 + (1 + 4a + 4a^2)d1^30d2^264 + (0 + 3a + 3a^2)d1^31d2^264 + (0 + 3a + 1a^2)d1^32d2^264 + (0 + 4a + 1a^2)d1^33d2^264 + (2 + 3a + 0a^2)d1^34d2^264 + (3 + 4a + 3a^2)d1^35d2^264 + (2 + 3a + 4a^2)d1^36d2^264 + (0 + 0a + 2a^2)d1^37d2^264 + (2 + 1a + 1a^2)d1^38d2^264 + (2 + 2a + 4a^2)d1^39d2^264 + (1 + 1a + 1a^2)d1^40d2^264 + (2 + 1a + 1a^2)d1^41d2^264 + (2 + 1a + 0a^2)d1^42d2^264 + (1 + 3a + 0a^2)d1^43d2^264 + (3 + 0a + 3a^2)d1^44d2^264 + (1 + 4a + 3a^2)d1^45d2^264 + (2 + 2a + 1a^2)d1^46d2^264 + (2 + 3a + 0a^2)d1^47d2^264 + (4 + 0a + 0a^2)d1^48d2^264 + (2 + 3a + 0a^2)d1^49d2^264 + (1 + 0a + 0a^2)d1^50d2^264 + (2 + 0a + 3a^2)d1^51d2^264 + (3 + 0a + 4a^2)d1^52d2^264 + (3 + 3a + 2a^2)d1^53d2^264 + (0 + 3a + 3a^2)d1^54d2^264 + (2 + 0a + 1a^2)d1^55d2^264 + (0 + 1a + 1a^2)d1^56d2^264 + (1 + 3a + 4a^2)d1^57d2^264 + (1 + 1a + 4a^2)d1^58d2^264 + (4 + 0a + 4a^2)d1^59d2^264 + (1 + 0a + 2a^2)d1^60d2^264 + (3 + 3a + 0a^2)d1^61d2^264 + (1 + 0a + 4a^2)d1^62d2^264 + (1 + 4a + 0a^2)d1^63d2^264 + (3 + 1a + 2a^2)d1^64d2^264 + (2 + 0a + 2a^2)d1^65d2^264 + (0 + 0a + 2a^2)d1^66d2^264 + (4 + 4a + 4a^2)d1^67d2^264 + (4 + 0a + 2a^2)d1^68d2^264 + (4 + 1a + 4a^2)d1^69d2^264 + (0 + 3a + 3a^2)d1^70d2^264 + (3 + 1a + 2a^2)d1^71d2^264 + (2 + 0a + 4a^2)d1^72d2^264 + (3 + 2a + 1a^2)d1^73d2^264 + (4 + 4a + 0a^2)d1^74d2^264 + (3 + 4a + 1a^2)d1^75d2^264 + (0 + 3a + 0a^2)d1^76d2^264 + (3 + 2a + 0a^2)d1^77d2^264 + (4 + 4a + 1a^2)d1^78d2^264 + (2 + 2a + 3a^2)d1^79d2^264 + (3 + 1a + 1a^2)d1^80d2^264 + (0 + 0a + 3a^2)d1^81d2^264 + (4 + 2a + 4a^2)d1^82d2^264 + (2 + 2a + 0a^2)d1^83d2^264 + (0 + 2a + 0a^2)d1^84d2^264 + (1 + 4a + 2a^2)d1^85d2^264 + (4 + 1a + 1a^2)d1^86d2^264 + (0 + 1a + 0a^2)d1^87d2^264 + (2 + 1a + 4a^2)d1^88d2^264 + (4 + 1a + 1a^2)d1^89d2^264 + (0 + 2a + 1a^2)d1^90d2^264 + (4 + 4a + 1a^2)d1^91d2^264 + (2 + 2a + 4a^2)d1^92d2^264 + (2 + 3a + 4a^2)d1^93d2^264 + (1 + 4a + 4a^2)d1^94d2^264 + (1 + 2a + 1a^2)d1^95d2^264 + (4 + 0a + 0a^2)d1^96d2^264 + (3 + 2a + 4a^2)d1^97d2^264 + (1 + 1a + 4a^2)d1^98d2^264 + (1 + 2a + 2a^2)d1^99d2^264 + (4 + 0a + 0a^2)d1^100d2^264 + (0 + 4a + 4a^2)d1^101d2^264 + (0 + 4a + 1a^2)d1^102d2^264 + (2 + 1a + 1a^2)d1^103d2^264 + (0 + 0a + 3a^2)d1^104d2^264 + (1 + 0a + 4a^2)d1^105d2^264 + (1 + 1a + 0a^2)d1^106d2^264 + (4 + 2a + 2a^2)d1^107d2^264 + (0 + 1a + 3a^2)d1^108d2^264 + (2 + 3a + 2a^2)d1^109d2^264 + (3 + 4a + 3a^2)d1^110d2^264 + (0 + 4a + 2a^2)d1^111d2^264 + (4 + 3a + 0a^2)d1^112d2^264 + (4 + 3a + 4a^2)d1^113d2^264 + (3 + 3a + 4a^2)d1^114d2^264 + (3 + 1a + 3a^2)d1^115d2^264 + (2 + 3a + 4a^2)d1^116d2^264 + (2 + 0a + 2a^2)d1^117d2^264 + (2 + 3a + 2a^2)d1^118d2^264 + (1 + 2a + 1a^2)d1^119d2^264 + (4 + 0a + 1a^2)d1^120d2^264 + (4 + 1a + 4a^2)d1^121d2^264 + (3 + 1a + 0a^2)d1^122d2^264 + (0 + 0a + 3a^2)d1^123d2^264 + (0 + 2a + 1a^2)d1^124d2^264 + (4 + 4a + 1a^2)d1^125d2^264 + (3 + 2a + 0a^2)d1^126d2^264 + (1 + 4a + 4a^2)d1^127d2^264 + (2 + 0a + 4a^2)d1^128d2^264 + (1 + 2a + 1a^2)d1^129d2^264 + (3 + 4a + 3a^2)d1^130d2^264 + (2 + 0a + 4a^2)d1^131d2^264 + (2 + 4a + 3a^2)d1^132d2^264 + (0 + 0a + 3a^2)d1^133d2^264 + (2 + 1a + 0a^2)d1^134d2^264 + (2 + 3a + 0a^2)d1^135d2^264 + (2 + 0a + 3a^2)d1^136d2^264 + (2 + 4a + 2a^2)d1^137d2^264 + (1 + 4a + 0a^2)d1^138d2^264 + (1 + 1a + 2a^2)d1^139d2^264 + (2 + 3a + 0a^2)d1^140d2^264 + (1 + 1a + 3a^2)d1^141d2^264 + (0 + 3a + 0a^2)d1^142d2^264 + (2 + 1a + 0a^2)d1^143d2^264 + (2 + 2a + 0a^2)d1^144d2^264 + (4 + 2a + 3a^2)d1^145d2^264 + (1 + 0a + 1a^2)d1^146d2^264 + (2 + 1a + 4a^2)d1^147d2^264 + (0 + 4a + 3a^2)d1^148d2^264 + (4 + 2a + 0a^2)d1^149d2^264 + (4 + 0a + 4a^2)d1^150d2^264 + (2 + 3a + 2a^2)d1^151d2^264 + (1 + 1a + 2a^2)d1^152d2^264 + (0 + 0a + 4a^2)d1^153d2^264 + (4 + 1a + 1a^2)d1^154d2^264 + (1 + 3a + 0a^2)d1^155d2^264 + (4 + 3a + 3a^2)d1^156d2^264 + (4 + 3a + 2a^2)d1^157d2^264 + (2 + 1a + 1a^2)d1^159d2^264 + (0 + 0a + 4a^2)d1^160d2^264 + (1 + 3a + 2a^2)d1^161d2^264 + (4 + 4a + 2a^2)d1^162d2^264 + (1 + 2a + 0a^2)d1^163d2^264 + (0 + 0a + 4a^2)d1^164d2^264 + (3 + 0a + 1a^2)d1^165d2^264 + (3 + 2a + 1a^2)d1^166d2^264 + (1 + 1a + 3a^2)d1^167d2^264 + (4 + 4a + 4a^2)d1^168d2^264 + (0 + 0a + 3a^2)d1^169d2^264 + (4 + 1a + 1a^2)d1^170d2^264 + (2 + 0a + 3a^2)d1^171d2^264 + (0 + 2a + 0a^2)d1^172d2^264 + (0 + 1a + 3a^2)d1^173d2^264 + (0 + 2a + 4a^2)d1^174d2^264 + (3 + 2a + 2a^2)d1^175d2^264 + (4 + 3a + 0a^2)d1^176d2^264 + (2 + 3a + 2a^2)d1^177d2^264 + (4 + 2a + 3a^2)d1^178d2^264 + (2 + 3a + 0a^2)d1^179d2^264 + (3 + 4a + 4a^2)d1^180d2^264 + (4 + 4a + 3a^2)d1^181d2^264 + (2 + 0a + 0a^2)d1^182d2^264 + (1 + 0a + 1a^2)d1^183d2^264 + (0 + 0a + 2a^2)d1^184d2^264 + (4 + 0a + 3a^2)d1^185d2^264 + (1 + 4a + 3a^2)d1^186d2^264 + (1 + 1a + 1a^2)d1^187d2^264 + (1 + 1a + 0a^2)d1^188d2^264 + (3 + 1a + 0a^2)d1^189d2^264 + (3 + 3a + 1a^2)d1^190d2^264 + (0 + 1a + 3a^2)d1^191d2^264 + (0 + 2a + 3a^2)d1^192d2^264 + (2 + 0a + 4a^2)d1^193d2^264 + (2 + 0a + 1a^2)d1^194d2^264 + (4 + 0a + 1a^2)d1^195d2^264 + (2 + 4a + 3a^2)d1^196d2^264 + (2 + 4a + 4a^2)d1^197d2^264 + (0 + 3a + 4a^2)d1^198d2^264 + (3 + 2a + 3a^2)d1^199d2^264 + (0 + 4a + 4a^2)d1^200d2^264 + (1 + 0a + 0a^2)d1^201d2^264 + (0 + 3a + 3a^2)d1^202d2^264 + (2 + 1a + 2a^2)d1^203d2^264 + (3 + 1a + 2a^2)d1^204d2^264 + (1 + 2a + 4a^2)d1^205d2^264 + (0 + 4a + 1a^2)d1^206d2^264 + (3 + 3a + 4a^2)d1^207d2^264 + (3 + 2a + 2a^2)d1^208d2^264 + (0 + 1a + 3a^2)d1^209d2^264 + (0 + 3a + 3a^2)d1^210d2^264 + (2 + 0a + 0a^2)d1^211d2^264 + (4 + 4a + 2a^2)d1^212d2^264 + (2 + 2a + 4a^2)d1^213d2^264 + (0 + 3a + 1a^2)d1^214d2^264 + (1 + 4a + 4a^2)d1^215d2^264 + (4 + 2a + 0a^2)d1^216d2^264 + (1 + 1a + 3a^2)d1^217d2^264 + (2 + 1a + 3a^2)d1^218d2^264 + (1 + 0a + 1a^2)d1^219d2^264 + (0 + 3a + 1a^2)d1^220d2^264 + (3 + 4a + 0a^2)d1^221d2^264 + (1 + 2a + 1a^2)d1^222d2^264 + (1 + 1a + 3a^2)d1^223d2^264 + (2 + 1a + 3a^2)d1^224d2^264 + (3 + 1a + 1a^2)d1^225d2^264 + (1 + 2a + 4a^2)d1^226d2^264 + (0 + 1a + 1a^2)d1^227d2^264 + (1 + 0a + 3a^2)d1^228d2^264 + (0 + 4a + 4a^2)d1^229d2^264 + (1 + 0a + 3a^2)d1^230d2^264 + (3 + 4a + 4a^2)d1^231d2^264 + (1 + 1a + 4a^2)d1^232d2^264 + (4 + 3a + 4a^2)d1^233d2^264 + (3 + 0a + 0a^2)d1^234d2^264 + (2 + 2a + 0a^2)d1^235d2^264 + (0 + 3a + 1a^2)d1^236d2^264 + (2 + 2a + 1a^2)d1^237d2^264 + (4 + 4a + 1a^2)d1^238d2^264 + (4 + 1a + 0a^2)d1^239d2^264 + (2 + 0a + 2a^2)d1^240d2^264 + (3 + 4a + 1a^2)d1^241d2^264 + (3 + 1a + 1a^2)d1^242d2^264 + (1 + 3a + 4a^2)d1^243d2^264 + (4 + 1a + 4a^2)d1^244d2^264 + (2 + 2a + 3a^2)d1^245d2^264 + (3 + 3a + 2a^2)d1^246d2^264 + (2 + 4a + 0a^2)d1^247d2^264 + (2 + 0a + 2a^2)d1^248d2^264 + (3 + 3a + 1a^2)d1^249d2^264 + (4 + 2a + 2a^2)d1^250d2^264 + (1 + 4a + 0a^2)d1^251d2^264 + (4 + 1a + 1a^2)d1^252d2^264 + (0 + 3a + 1a^2)d1^253d2^264 + (1 + 2a + 2a^2)d1^254d2^264 + (3 + 3a + 4a^2)d1^255d2^264 + (1 + 3a + 4a^2)d1^256d2^264 + (3 + 2a + 4a^2)d1^257d2^264 + (0 + 3a + 3a^2)d1^258d2^264 + (2 + 0a + 1a^2)d1^259d2^264 + (1 + 4a + 4a^2)d1^260d2^264 + (4 + 0a + 4a^2)d1^261d2^264 + (4 + 1a + 2a^2)d1^262d2^264 + (2 + 2a + 4a^2)d1^263d2^264 + (0 + 4a + 4a^2)d1^264d2^264 + (3 + 1a + 4a^2)d1^265d2^264 + (4 + 4a + 4a^2)d1^266d2^264 + (0 + 4a + 1a^2)d1^268d2^264 + (2 + 3a + 3a^2)d1^269d2^264 + (4 + 0a + 0a^2)d1^270d2^264 + (3 + 1a + 4a^2)d1^271d2^264 + (3 + 4a + 1a^2)d1^272d2^264 + (0 + 4a + 0a^2)d1^273d2^264 + (2 + 0a + 2a^2)d1^274d2^264 + (4 + 4a + 4a^2)d1^275d2^264 + (2 + 1a + 4a^2)d1^276d2^264 + (1 + 3a + 4a^2)d1^277d2^264 + (0 + 2a + 4a^2)d1^278d2^264 + (1 + 3a + 3a^2)d1^279d2^264 + (3 + 1a + 1a^2)d1^280d2^264 + (4 + 2a + 0a^2)d1^281d2^264 + (2 + 3a + 3a^2)d1^282d2^264 + (1 + 0a + 0a^2)d1^283d2^264 + (4 + 2a + 0a^2)d1^284d2^264 + (1 + 3a + 0a^2)d1^285d2^264 + (2 + 0a + 3a^2)d1^286d2^264 + (3 + 2a + 3a^2)d1^287d2^264 + (4 + 0a + 4a^2)d1^288d2^264 + (0 + 2a + 4a^2)d1^289d2^264 + (1 + 0a + 1a^2)d1^290d2^264 + (4 + 3a + 3a^2)d1^291d2^264 + (0 + 1a + 0a^2)d1^292d2^264 + (2 + 3a + 2a^2)d1^293d2^264 + (0 + 3a + 2a^2)d2^265 + (2 + 4a + 3a^2)d1^1d2^265 + (0 + 3a + 0a^2)d1^2d2^265 + (0 + 2a + 0a^2)d1^3d2^265 + (3 + 2a + 3a^2)d1^4d2^265 + (0 + 0a + 3a^2)d1^5d2^265 + (1 + 0a + 1a^2)d1^6d2^265 + (0 + 0a + 1a^2)d1^7d2^265 + (3 + 4a + 4a^2)d1^8d2^265 + (2 + 0a + 4a^2)d1^9d2^265 + (2 + 2a + 1a^2)d1^10d2^265 + (4 + 2a + 2a^2)d1^11d2^265 + (0 + 1a + 2a^2)d1^12d2^265 + (4 + 2a + 1a^2)d1^13d2^265 + (3 + 1a + 1a^2)d1^14d2^265 + (1 + 3a + 4a^2)d1^15d2^265 + (1 + 2a + 3a^2)d1^16d2^265 + (0 + 3a + 4a^2)d1^17d2^265 + (3 + 2a + 0a^2)d1^18d2^265 + (2 + 4a + 4a^2)d1^19d2^265 + (4 + 0a + 0a^2)d1^20d2^265 + (3 + 2a + 4a^2)d1^21d2^265 + (0 + 3a + 1a^2)d1^22d2^265 + (1 + 1a + 2a^2)d1^23d2^265 + (3 + 2a + 3a^2)d1^24d2^265 + (1 + 1a + 0a^2)d1^25d2^265 + (4 + 4a + 4a^2)d1^26d2^265 + (1 + 1a + 0a^2)d1^27d2^265 + (4 + 1a + 2a^2)d1^28d2^265 + (0 + 1a + 3a^2)d1^29d2^265 + (0 + 2a + 3a^2)d1^30d2^265 + (4 + 1a + 2a^2)d1^31d2^265 + (3 + 3a + 1a^2)d1^32d2^265 + (3 + 4a + 4a^2)d1^33d2^265 + (4 + 0a + 1a^2)d1^34d2^265 + (0 + 0a + 2a^2)d1^35d2^265 + (1 + 1a + 2a^2)d1^36d2^265 + (4 + 3a + 1a^2)d1^37d2^265 + (3 + 4a + 3a^2)d1^38d2^265 + (4 + 0a + 1a^2)d1^39d2^265 + (0 + 3a + 2a^2)d1^40d2^265 + (3 + 3a + 4a^2)d1^41d2^265 + (4 + 4a + 2a^2)d1^42d2^265 + (3 + 1a + 3a^2)d1^43d2^265 + (2 + 3a + 0a^2)d1^44d2^265 + (4 + 0a + 4a^2)d1^45d2^265 + (0 + 1a + 2a^2)d1^46d2^265 + (1 + 0a + 2a^2)d1^47d2^265 + (1 + 1a + 0a^2)d1^48d2^265 + (1 + 2a + 0a^2)d1^49d2^265 + (2 + 0a + 1a^2)d1^50d2^265 + (0 + 0a + 4a^2)d1^51d2^265 + (4 + 0a + 3a^2)d1^52d2^265 + (1 + 2a + 1a^2)d1^53d2^265 + (4 + 1a + 2a^2)d1^54d2^265 + (2 + 2a + 2a^2)d1^55d2^265 + (4 + 1a + 2a^2)d1^56d2^265 + (4 + 4a + 1a^2)d1^57d2^265 + (4 + 2a + 1a^2)d1^58d2^265 + (2 + 2a + 0a^2)d1^59d2^265 + (4 + 2a + 4a^2)d1^60d2^265 + (3 + 2a + 2a^2)d1^61d2^265 + (0 + 0a + 2a^2)d1^62d2^265 + (4 + 4a + 2a^2)d1^63d2^265 + (2 + 0a + 0a^2)d1^64d2^265 + (0 + 2a + 1a^2)d1^65d2^265 + (1 + 3a + 1a^2)d1^66d2^265 + (1 + 3a + 3a^2)d1^67d2^265 + (2 + 0a + 1a^2)d1^68d2^265 + (1 + 4a + 3a^2)d1^69d2^265 + (3 + 4a + 0a^2)d1^70d2^265 + (0 + 1a + 3a^2)d1^71d2^265 + (2 + 1a + 2a^2)d1^72d2^265 + (3 + 3a + 3a^2)d1^73d2^265 + (1 + 0a + 0a^2)d1^74d2^265 + (1 + 2a + 3a^2)d1^75d2^265 + (1 + 3a + 2a^2)d1^76d2^265 + (3 + 4a + 1a^2)d1^77d2^265 + (1 + 0a + 4a^2)d1^78d2^265 + (4 + 0a + 1a^2)d1^79d2^265 + (1 + 4a + 2a^2)d1^80d2^265 + (4 + 3a + 4a^2)d1^81d2^265 + (2 + 4a + 4a^2)d1^82d2^265 + (2 + 0a + 1a^2)d1^83d2^265 + (0 + 4a + 3a^2)d1^84d2^265 + (3 + 3a + 4a^2)d1^85d2^265 + (3 + 1a + 0a^2)d1^86d2^265 + (3 + 2a + 0a^2)d1^87d2^265 + (1 + 3a + 4a^2)d1^88d2^265 + (4 + 1a + 3a^2)d1^89d2^265 + (0 + 1a + 3a^2)d1^90d2^265 + (3 + 2a + 0a^2)d1^91d2^265 + (0 + 1a + 1a^2)d1^92d2^265 + (0 + 4a + 3a^2)d1^93d2^265 + (1 + 2a + 2a^2)d1^94d2^265 + (1 + 2a + 2a^2)d1^95d2^265 + (4 + 4a + 1a^2)d1^96d2^265 + (2 + 0a + 2a^2)d1^97d2^265 + (1 + 0a + 4a^2)d1^98d2^265 + (4 + 0a + 3a^2)d1^99d2^265 + (2 + 4a + 4a^2)d1^100d2^265 + (3 + 1a + 0a^2)d1^101d2^265 + (0 + 2a + 3a^2)d1^102d2^265 + (1 + 0a + 1a^2)d1^103d2^265 + (1 + 0a + 3a^2)d1^104d2^265 + (0 + 0a + 4a^2)d1^105d2^265 + (1 + 0a + 3a^2)d1^106d2^265 + (3 + 2a + 2a^2)d1^107d2^265 + (3 + 4a + 0a^2)d1^108d2^265 + (0 + 4a + 0a^2)d1^109d2^265 + (4 + 3a + 4a^2)d1^110d2^265 + (4 + 2a + 2a^2)d1^111d2^265 + (1 + 1a + 3a^2)d1^113d2^265 + (0 + 0a + 2a^2)d1^114d2^265 + (0 + 2a + 2a^2)d1^115d2^265 + (2 + 1a + 0a^2)d1^116d2^265 + (1 + 2a + 3a^2)d1^117d2^265 + (4 + 4a + 2a^2)d1^118d2^265 + (2 + 2a + 4a^2)d1^119d2^265 + (4 + 3a + 3a^2)d1^120d2^265 + (2 + 3a + 3a^2)d1^121d2^265 + (2 + 0a + 2a^2)d1^122d2^265 + (2 + 4a + 3a^2)d1^123d2^265 + (4 + 4a + 2a^2)d1^124d2^265 + (4 + 0a + 4a^2)d1^125d2^265 + (4 + 3a + 4a^2)d1^126d2^265 + (2 + 0a + 1a^2)d1^127d2^265 + (3 + 4a + 1a^2)d1^128d2^265 + (2 + 1a + 2a^2)d1^129d2^265 + (2 + 1a + 4a^2)d1^130d2^265 + (2 + 0a + 2a^2)d1^131d2^265 + (0 + 2a + 2a^2)d1^132d2^265 + (4 + 0a + 4a^2)d1^133d2^265 + (3 + 0a + 0a^2)d1^134d2^265 + (1 + 0a + 3a^2)d1^135d2^265 + (4 + 2a + 1a^2)d1^136d2^265 + (2 + 1a + 3a^2)d1^137d2^265 + (3 + 1a + 2a^2)d1^138d2^265 + (2 + 1a + 3a^2)d1^139d2^265 + (1 + 2a + 4a^2)d1^140d2^265 + (4 + 2a + 0a^2)d1^141d2^265 + (3 + 2a + 3a^2)d1^142d2^265 + (3 + 0a + 0a^2)d1^143d2^265 + (1 + 4a + 2a^2)d1^144d2^265 + (2 + 1a + 0a^2)d1^145d2^265 + (0 + 1a + 2a^2)d1^146d2^265 + (1 + 0a + 4a^2)d1^147d2^265 + (3 + 3a + 2a^2)d1^148d2^265 + (2 + 1a + 1a^2)d1^149d2^265 + (2 + 2a + 4a^2)d1^150d2^265 + (0 + 3a + 3a^2)d1^151d2^265 + (4 + 1a + 3a^2)d1^152d2^265 + (2 + 2a + 1a^2)d1^153d2^265 + (3 + 3a + 4a^2)d1^154d2^265 + (2 + 4a + 4a^2)d1^155d2^265 + (4 + 1a + 3a^2)d1^156d2^265 + (1 + 0a + 4a^2)d1^157d2^265 + (4 + 3a + 0a^2)d1^158d2^265 + (4 + 3a + 3a^2)d1^159d2^265 + (3 + 4a + 2a^2)d1^160d2^265 + (2 + 0a + 1a^2)d1^161d2^265 + (2 + 2a + 2a^2)d1^162d2^265 + (1 + 2a + 0a^2)d1^163d2^265 + (1 + 4a + 4a^2)d1^164d2^265 + (1 + 1a + 3a^2)d1^165d2^265 + (1 + 0a + 1a^2)d1^166d2^265 + (0 + 3a + 3a^2)d1^167d2^265 + (0 + 2a + 3a^2)d1^168d2^265 + (3 + 0a + 3a^2)d1^169d2^265 + (2 + 3a + 0a^2)d1^170d2^265 + (2 + 0a + 3a^2)d1^171d2^265 + (0 + 1a + 2a^2)d1^172d2^265 + (0 + 1a + 0a^2)d1^173d2^265 + (4 + 3a + 3a^2)d1^174d2^265 + (2 + 0a + 2a^2)d1^175d2^265 + (3 + 0a + 3a^2)d1^176d2^265 + (1 + 2a + 2a^2)d1^177d2^265 + (2 + 2a + 3a^2)d1^178d2^265 + (2 + 4a + 1a^2)d1^179d2^265 + (4 + 1a + 3a^2)d1^180d2^265 + (1 + 4a + 0a^2)d1^181d2^265 + (2 + 1a + 4a^2)d1^182d2^265 + (1 + 4a + 0a^2)d1^183d2^265 + (0 + 4a + 3a^2)d1^184d2^265 + (1 + 4a + 3a^2)d1^185d2^265 + (0 + 4a + 4a^2)d1^186d2^265 + (4 + 3a + 0a^2)d1^187d2^265 + (3 + 3a + 2a^2)d1^188d2^265 + (1 + 3a + 2a^2)d1^189d2^265 + (3 + 1a + 4a^2)d1^190d2^265 + (0 + 1a + 3a^2)d1^191d2^265 + (0 + 0a + 3a^2)d1^192d2^265 + (4 + 4a + 3a^2)d1^193d2^265 + (3 + 0a + 2a^2)d1^194d2^265 + (1 + 2a + 2a^2)d1^195d2^265 + (4 + 2a + 4a^2)d1^196d2^265 + (3 + 3a + 3a^2)d1^197d2^265 + (0 + 0a + 1a^2)d1^198d2^265 + (0 + 1a + 3a^2)d1^199d2^265 + (3 + 1a + 2a^2)d1^200d2^265 + (4 + 4a + 0a^2)d1^201d2^265 + (0 + 4a + 0a^2)d1^202d2^265 + (2 + 0a + 2a^2)d1^203d2^265 + (3 + 0a + 2a^2)d1^204d2^265 + (3 + 3a + 0a^2)d1^205d2^265 + (3 + 1a + 0a^2)d1^206d2^265 + (2 + 1a + 0a^2)d1^207d2^265 + (0 + 1a + 4a^2)d1^208d2^265 + (4 + 4a + 0a^2)d1^209d2^265 + (4 + 4a + 1a^2)d1^210d2^265 + (1 + 0a + 3a^2)d1^211d2^265 + (1 + 4a + 4a^2)d1^212d2^265 + (3 + 1a + 0a^2)d1^213d2^265 + (2 + 3a + 3a^2)d1^214d2^265 + (0 + 1a + 4a^2)d1^215d2^265 + (1 + 2a + 4a^2)d1^216d2^265 + (1 + 4a + 4a^2)d1^217d2^265 + (0 + 3a + 3a^2)d1^218d2^265 + (0 + 2a + 4a^2)d1^219d2^265 + (2 + 0a + 4a^2)d1^220d2^265 + (3 + 0a + 3a^2)d1^221d2^265 + (1 + 2a + 0a^2)d1^222d2^265 + (0 + 0a + 4a^2)d1^223d2^265 + (2 + 0a + 0a^2)d1^224d2^265 + (1 + 0a + 3a^2)d1^225d2^265 + (4 + 0a + 2a^2)d1^226d2^265 + (4 + 0a + 4a^2)d1^227d2^265 + (3 + 4a + 3a^2)d1^228d2^265 + (0 + 2a + 0a^2)d1^229d2^265 + (3 + 1a + 2a^2)d1^230d2^265 + (3 + 4a + 1a^2)d1^231d2^265 + (4 + 4a + 4a^2)d1^232d2^265 + (3 + 0a + 1a^2)d1^233d2^265 + (1 + 3a + 2a^2)d1^234d2^265 + (3 + 2a + 0a^2)d1^235d2^265 + (3 + 2a + 4a^2)d1^236d2^265 + (1 + 0a + 2a^2)d1^237d2^265 + (1 + 2a + 3a^2)d1^238d2^265 + (1 + 2a + 3a^2)d1^239d2^265 + (2 + 4a + 4a^2)d1^240d2^265 + (2 + 1a + 1a^2)d1^241d2^265 + (0 + 4a + 0a^2)d1^242d2^265 + (4 + 4a + 1a^2)d1^243d2^265 + (0 + 2a + 0a^2)d1^244d2^265 + (2 + 4a + 1a^2)d1^245d2^265 + (4 + 4a + 3a^2)d1^246d2^265 + (0 + 1a + 0a^2)d1^247d2^265 + (1 + 1a + 3a^2)d1^248d2^265 + (2 + 0a + 3a^2)d1^249d2^265 + (2 + 0a + 2a^2)d1^250d2^265 + (3 + 1a + 1a^2)d1^251d2^265 + (4 + 4a + 2a^2)d1^252d2^265 + (1 + 4a + 3a^2)d1^253d2^265 + (1 + 0a + 1a^2)d1^254d2^265 + (1 + 4a + 1a^2)d1^255d2^265 + (0 + 2a + 3a^2)d1^256d2^265 + (2 + 3a + 0a^2)d1^257d2^265 + (4 + 3a + 0a^2)d1^258d2^265 + (4 + 0a + 0a^2)d1^259d2^265 + (3 + 2a + 1a^2)d1^260d2^265 + (2 + 4a + 2a^2)d1^261d2^265 + (4 + 3a + 2a^2)d1^262d2^265 + (0 + 0a + 3a^2)d1^263d2^265 + (0 + 2a + 1a^2)d1^264d2^265 + (1 + 4a + 3a^2)d1^265d2^265 + (4 + 1a + 1a^2)d1^266d2^265 + (3 + 0a + 2a^2)d1^267d2^265 + (1 + 1a + 4a^2)d1^268d2^265 + (3 + 1a + 3a^2)d1^269d2^265 + (4 + 3a + 3a^2)d1^270d2^265 + (4 + 2a + 1a^2)d1^271d2^265 + (3 + 0a + 4a^2)d1^272d2^265 + (1 + 4a + 3a^2)d1^273d2^265 + (4 + 2a + 1a^2)d1^274d2^265 + (0 + 0a + 4a^2)d1^275d2^265 + (1 + 0a + 3a^2)d1^276d2^265 + (4 + 0a + 4a^2)d1^277d2^265 + (3 + 1a + 3a^2)d1^278d2^265 + (0 + 4a + 0a^2)d1^279d2^265 + (4 + 4a + 1a^2)d1^280d2^265 + (0 + 0a + 3a^2)d1^281d2^265 + (0 + 4a + 3a^2)d1^282d2^265 + (3 + 3a + 1a^2)d1^283d2^265 + (0 + 0a + 3a^2)d1^284d2^265 + (0 + 4a + 4a^2)d1^285d2^265 + (1 + 0a + 4a^2)d1^286d2^265 + (1 + 1a + 3a^2)d1^287d2^265 + (3 + 4a + 2a^2)d1^288d2^265 + (2 + 4a + 0a^2)d1^289d2^265 + (0 + 1a + 2a^2)d1^290d2^265 + (2 + 2a + 3a^2)d1^291d2^265 + (3 + 1a + 0a^2)d1^292d2^265 + (4 + 0a + 2a^2)d1^293d2^265 + (2 + 3a + 3a^2)d2^266 + (0 + 2a + 0a^2)d1^1d2^266 + (3 + 3a + 0a^2)d1^2d2^266 + (2 + 0a + 4a^2)d1^3d2^266 + (3 + 3a + 4a^2)d1^4d2^266 + (3 + 0a + 4a^2)d1^5d2^266 + (4 + 2a + 2a^2)d1^6d2^266 + (1 + 4a + 3a^2)d1^7d2^266 + (4 + 4a + 0a^2)d1^8d2^266 + (3 + 1a + 4a^2)d1^9d2^266 + (1 + 0a + 2a^2)d1^10d2^266 + (4 + 3a + 2a^2)d1^11d2^266 + (3 + 3a + 1a^2)d1^12d2^266 + (4 + 3a + 0a^2)d1^13d2^266 + (2 + 2a + 4a^2)d1^14d2^266 + (2 + 0a + 2a^2)d1^15d2^266 + (0 + 4a + 3a^2)d1^16d2^266 + (0 + 3a + 0a^2)d1^17d2^266 + (3 + 0a + 1a^2)d1^18d2^266 + (2 + 4a + 4a^2)d1^19d2^266 + (1 + 0a + 2a^2)d1^20d2^266 + (0 + 1a + 1a^2)d1^21d2^266 + (3 + 2a + 1a^2)d1^22d2^266 + (3 + 4a + 2a^2)d1^23d2^266 + (0 + 0a + 1a^2)d1^24d2^266 + (2 + 0a + 3a^2)d1^25d2^266 + (2 + 3a + 2a^2)d1^26d2^266 + (1 + 3a + 3a^2)d1^27d2^266 + (3 + 2a + 1a^2)d1^28d2^266 + (1 + 0a + 1a^2)d1^29d2^266 + (2 + 2a + 2a^2)d1^30d2^266 + (3 + 0a + 0a^2)d1^31d2^266 + (3 + 0a + 4a^2)d1^32d2^266 + (3 + 0a + 3a^2)d1^33d2^266 + (0 + 1a + 3a^2)d1^34d2^266 + (4 + 1a + 0a^2)d1^35d2^266 + (1 + 1a + 3a^2)d1^36d2^266 + (4 + 3a + 2a^2)d1^37d2^266 + (4 + 0a + 4a^2)d1^38d2^266 + (2 + 4a + 1a^2)d1^39d2^266 + (0 + 2a + 4a^2)d1^40d2^266 + (1 + 2a + 0a^2)d1^41d2^266 + (4 + 1a + 2a^2)d1^42d2^266 + (4 + 2a + 2a^2)d1^43d2^266 + (0 + 2a + 1a^2)d1^44d2^266 + (1 + 2a + 2a^2)d1^45d2^266 + (3 + 3a + 3a^2)d1^46d2^266 + (4 + 3a + 0a^2)d1^47d2^266 + (4 + 3a + 3a^2)d1^48d2^266 + (2 + 3a + 3a^2)d1^49d2^266 + (3 + 1a + 4a^2)d1^50d2^266 + (4 + 0a + 3a^2)d1^51d2^266 + (2 + 1a + 1a^2)d1^52d2^266 + (3 + 4a + 1a^2)d1^53d2^266 + (3 + 3a + 4a^2)d1^54d2^266 + (2 + 4a + 3a^2)d1^55d2^266 + (1 + 1a + 3a^2)d1^56d2^266 + (4 + 0a + 1a^2)d1^57d2^266 + (3 + 0a + 2a^2)d1^58d2^266 + (0 + 1a + 2a^2)d1^59d2^266 + (3 + 1a + 1a^2)d1^60d2^266 + (3 + 1a + 1a^2)d1^61d2^266 + (2 + 4a + 4a^2)d1^62d2^266 + (0 + 3a + 4a^2)d1^63d2^266 + (3 + 0a + 4a^2)d1^64d2^266 + (0 + 4a + 1a^2)d1^65d2^266 + (4 + 0a + 1a^2)d1^66d2^266 + (4 + 3a + 4a^2)d1^67d2^266 + (1 + 0a + 3a^2)d1^68d2^266 + (2 + 1a + 1a^2)d1^69d2^266 + (4 + 1a + 1a^2)d1^70d2^266 + (3 + 2a + 1a^2)d1^71d2^266 + (0 + 2a + 1a^2)d1^72d2^266 + (3 + 3a + 0a^2)d1^73d2^266 + (2 + 4a + 3a^2)d1^74d2^266 + (0 + 4a + 3a^2)d1^75d2^266 + (2 + 2a + 1a^2)d1^76d2^266 + (1 + 1a + 1a^2)d1^77d2^266 + (4 + 0a + 0a^2)d1^78d2^266 + (3 + 2a + 0a^2)d1^79d2^266 + (3 + 0a + 0a^2)d1^80d2^266 + (0 + 4a + 3a^2)d1^81d2^266 + (2 + 1a + 2a^2)d1^82d2^266 + (0 + 4a + 4a^2)d1^83d2^266 + (4 + 4a + 3a^2)d1^84d2^266 + (3 + 4a + 0a^2)d1^85d2^266 + (2 + 4a + 0a^2)d1^86d2^266 + (2 + 2a + 1a^2)d1^87d2^266 + (0 + 1a + 2a^2)d1^88d2^266 + (3 + 0a + 1a^2)d1^89d2^266 + (4 + 3a + 2a^2)d1^90d2^266 + (0 + 2a + 1a^2)d1^91d2^266 + (2 + 0a + 0a^2)d1^92d2^266 + (4 + 4a + 3a^2)d1^93d2^266 + (2 + 3a + 4a^2)d1^94d2^266 + (0 + 0a + 1a^2)d1^95d2^266 + (0 + 4a + 3a^2)d1^96d2^266 + (4 + 4a + 3a^2)d1^97d2^266 + (2 + 3a + 1a^2)d1^98d2^266 + (1 + 3a + 4a^2)d1^99d2^266 + (0 + 4a + 0a^2)d1^100d2^266 + (1 + 3a + 2a^2)d1^101d2^266 + (0 + 3a + 2a^2)d1^102d2^266 + (0 + 3a + 2a^2)d1^103d2^266 + (0 + 2a + 3a^2)d1^104d2^266 + (0 + 1a + 4a^2)d1^105d2^266 + (1 + 3a + 4a^2)d1^106d2^266 + (0 + 1a + 0a^2)d1^107d2^266 + (0 + 3a + 4a^2)d1^108d2^266 + (3 + 2a + 4a^2)d1^109d2^266 + (0 + 1a + 1a^2)d1^110d2^266 + (4 + 2a + 1a^2)d1^111d2^266 + (2 + 2a + 4a^2)d1^112d2^266 + (3 + 2a + 2a^2)d1^113d2^266 + (4 + 1a + 1a^2)d1^114d2^266 + (1 + 3a + 0a^2)d1^115d2^266 + (2 + 4a + 1a^2)d1^116d2^266 + (0 + 4a + 2a^2)d1^117d2^266 + (2 + 4a + 1a^2)d1^118d2^266 + (4 + 3a + 3a^2)d1^119d2^266 + (1 + 3a + 2a^2)d1^120d2^266 + (4 + 3a + 2a^2)d1^121d2^266 + (3 + 0a + 4a^2)d1^122d2^266 + (1 + 4a + 2a^2)d1^123d2^266 + (3 + 1a + 4a^2)d1^124d2^266 + (1 + 0a + 0a^2)d1^125d2^266 + (3 + 4a + 4a^2)d1^126d2^266 + (2 + 1a + 0a^2)d1^127d2^266 + (4 + 4a + 0a^2)d1^128d2^266 + (0 + 4a + 0a^2)d1^129d2^266 + (4 + 0a + 1a^2)d1^130d2^266 + (4 + 2a + 4a^2)d1^131d2^266 + (3 + 2a + 2a^2)d1^132d2^266 + (1 + 3a + 2a^2)d1^133d2^266 + (3 + 4a + 2a^2)d1^134d2^266 + (1 + 0a + 0a^2)d1^135d2^266 + (4 + 2a + 0a^2)d1^136d2^266 + (4 + 2a + 1a^2)d1^137d2^266 + (0 + 4a + 4a^2)d1^138d2^266 + (4 + 2a + 2a^2)d1^139d2^266 + (1 + 4a + 0a^2)d1^140d2^266 + (2 + 1a + 3a^2)d1^141d2^266 + (3 + 1a + 2a^2)d1^142d2^266 + (3 + 4a + 3a^2)d1^143d2^266 + (2 + 1a + 0a^2)d1^144d2^266 + (0 + 0a + 2a^2)d1^145d2^266 + (1 + 4a + 2a^2)d1^146d2^266 + (3 + 4a + 0a^2)d1^147d2^266 + (2 + 4a + 3a^2)d1^148d2^266 + (1 + 1a + 2a^2)d1^149d2^266 + (1 + 3a + 2a^2)d1^150d2^266 + (1 + 4a + 3a^2)d1^151d2^266 + (1 + 0a + 3a^2)d1^152d2^266 + (1 + 3a + 2a^2)d1^153d2^266 + (3 + 3a + 1a^2)d1^154d2^266 + (0 + 1a + 0a^2)d1^155d2^266 + (1 + 2a + 2a^2)d1^156d2^266 + (2 + 3a + 0a^2)d1^157d2^266 + (4 + 3a + 1a^2)d1^158d2^266 + (1 + 2a + 4a^2)d1^159d2^266 + (2 + 2a + 2a^2)d1^160d2^266 + (0 + 3a + 2a^2)d1^161d2^266 + (4 + 0a + 0a^2)d1^162d2^266 + (2 + 4a + 3a^2)d1^163d2^266 + (3 + 0a + 4a^2)d1^164d2^266 + (3 + 1a + 0a^2)d1^165d2^266 + (2 + 1a + 1a^2)d1^166d2^266 + (0 + 2a + 0a^2)d1^167d2^266 + (2 + 4a + 1a^2)d1^168d2^266 + (2 + 1a + 4a^2)d1^169d2^266 + (2 + 1a + 4a^2)d1^170d2^266 + (1 + 0a + 3a^2)d1^171d2^266 + (2 + 4a + 2a^2)d1^172d2^266 + (3 + 3a + 0a^2)d1^173d2^266 + (4 + 0a + 0a^2)d1^174d2^266 + (4 + 3a + 0a^2)d1^175d2^266 + (4 + 3a + 0a^2)d1^176d2^266 + (4 + 1a + 4a^2)d1^177d2^266 + (3 + 3a + 2a^2)d1^178d2^266 + (1 + 4a + 2a^2)d1^179d2^266 + (3 + 1a + 4a^2)d1^180d2^266 + (4 + 1a + 0a^2)d1^181d2^266 + (3 + 3a + 4a^2)d1^182d2^266 + (1 + 3a + 4a^2)d1^183d2^266 + (2 + 2a + 1a^2)d1^184d2^266 + (0 + 1a + 2a^2)d1^185d2^266 + (2 + 1a + 4a^2)d1^186d2^266 + (0 + 1a + 4a^2)d1^187d2^266 + (3 + 4a + 4a^2)d1^188d2^266 + (0 + 2a + 2a^2)d1^189d2^266 + (0 + 0a + 2a^2)d1^190d2^266 + (3 + 4a + 4a^2)d1^191d2^266 + (1 + 0a + 1a^2)d1^192d2^266 + (4 + 2a + 3a^2)d1^193d2^266 + (3 + 4a + 2a^2)d1^194d2^266 + (0 + 3a + 2a^2)d1^195d2^266 + (1 + 4a + 0a^2)d1^196d2^266 + (2 + 2a + 2a^2)d1^197d2^266 + (1 + 1a + 2a^2)d1^198d2^266 + (2 + 4a + 3a^2)d1^199d2^266 + (2 + 4a + 4a^2)d1^200d2^266 + (1 + 1a + 2a^2)d1^201d2^266 + (4 + 3a + 3a^2)d1^202d2^266 + (4 + 1a + 1a^2)d1^203d2^266 + (2 + 0a + 3a^2)d1^204d2^266 + (3 + 4a + 4a^2)d1^205d2^266 + (2 + 4a + 2a^2)d1^206d2^266 + (1 + 2a + 1a^2)d1^207d2^266 + (4 + 4a + 2a^2)d1^208d2^266 + (3 + 4a + 0a^2)d1^209d2^266 + (1 + 0a + 3a^2)d1^210d2^266 + (4 + 0a + 0a^2)d1^211d2^266 + (2 + 3a + 4a^2)d1^212d2^266 + (0 + 1a + 2a^2)d1^213d2^266 + (0 + 1a + 1a^2)d1^214d2^266 + (3 + 1a + 0a^2)d1^215d2^266 + (1 + 3a + 2a^2)d1^216d2^266 + (0 + 4a + 0a^2)d1^217d2^266 + (4 + 4a + 3a^2)d1^218d2^266 + (0 + 2a + 2a^2)d1^219d2^266 + (3 + 1a + 1a^2)d1^220d2^266 + (0 + 1a + 0a^2)d1^221d2^266 + (1 + 3a + 2a^2)d1^222d2^266 + (2 + 4a + 2a^2)d1^223d2^266 + (2 + 1a + 1a^2)d1^224d2^266 + (0 + 3a + 2a^2)d1^225d2^266 + (3 + 0a + 3a^2)d1^226d2^266 + (2 + 1a + 4a^2)d1^227d2^266 + (0 + 0a + 3a^2)d1^228d2^266 + (4 + 1a + 2a^2)d1^229d2^266 + (2 + 3a + 1a^2)d1^230d2^266 + (1 + 3a + 4a^2)d1^231d2^266 + (2 + 4a + 1a^2)d1^232d2^266 + (3 + 3a + 1a^2)d1^233d2^266 + (2 + 1a + 1a^2)d1^234d2^266 + (1 + 2a + 1a^2)d1^235d2^266 + (1 + 0a + 0a^2)d1^236d2^266 + (4 + 2a + 0a^2)d1^237d2^266 + (2 + 3a + 2a^2)d1^238d2^266 + (1 + 4a + 4a^2)d1^239d2^266 + (2 + 1a + 4a^2)d1^240d2^266 + (2 + 0a + 4a^2)d1^241d2^266 + (0 + 4a + 3a^2)d1^242d2^266 + (4 + 3a + 4a^2)d1^243d2^266 + (4 + 4a + 0a^2)d1^244d2^266 + (3 + 0a + 1a^2)d1^245d2^266 + (2 + 3a + 4a^2)d1^246d2^266 + (0 + 4a + 3a^2)d1^247d2^266 + (1 + 3a + 1a^2)d1^248d2^266 + (0 + 2a + 4a^2)d1^249d2^266 + (0 + 1a + 2a^2)d1^250d2^266 + (0 + 1a + 4a^2)d1^251d2^266 + (2 + 1a + 1a^2)d1^252d2^266 + (0 + 0a + 3a^2)d1^253d2^266 + (0 + 4a + 3a^2)d1^254d2^266 + (4 + 3a + 0a^2)d1^255d2^266 + (1 + 3a + 0a^2)d1^256d2^266 + (2 + 3a + 1a^2)d1^257d2^266 + (4 + 0a + 2a^2)d1^258d2^266 + (0 + 3a + 3a^2)d1^259d2^266 + (3 + 1a + 3a^2)d1^260d2^266 + (2 + 2a + 4a^2)d1^261d2^266 + (4 + 2a + 1a^2)d1^262d2^266 + (0 + 3a + 4a^2)d1^263d2^266 + (1 + 2a + 1a^2)d1^264d2^266 + (0 + 3a + 1a^2)d1^265d2^266 + (1 + 4a + 4a^2)d1^266d2^266 + (4 + 4a + 4a^2)d1^267d2^266 + (2 + 1a + 1a^2)d1^268d2^266 + (0 + 2a + 0a^2)d1^269d2^266 + (4 + 2a + 0a^2)d1^270d2^266 + (1 + 0a + 1a^2)d1^271d2^266 + (2 + 1a + 2a^2)d1^272d2^266 + (2 + 4a + 0a^2)d1^273d2^266 + (3 + 2a + 1a^2)d1^274d2^266 + (2 + 4a + 3a^2)d1^275d2^266 + (0 + 4a + 4a^2)d1^276d2^266 + (1 + 0a + 0a^2)d1^277d2^266 + (3 + 4a + 0a^2)d1^278d2^266 + (3 + 1a + 3a^2)d1^279d2^266 + (2 + 3a + 3a^2)d1^280d2^266 + (1 + 2a + 1a^2)d1^281d2^266 + (2 + 3a + 0a^2)d1^282d2^266 + (3 + 0a + 3a^2)d1^283d2^266 + (2 + 2a + 4a^2)d1^284d2^266 + (0 + 0a + 4a^2)d1^285d2^266 + (3 + 0a + 2a^2)d1^286d2^266 + (0 + 0a + 2a^2)d1^287d2^266 + (4 + 1a + 0a^2)d1^288d2^266 + (4 + 0a + 3a^2)d1^289d2^266 + (0 + 3a + 2a^2)d1^290d2^266 + (1 + 1a + 0a^2)d1^291d2^266 + (1 + 4a + 4a^2)d1^292d2^266 + (1 + 1a + 2a^2)d1^293d2^266 + (4 + 3a + 3a^2)d2^267 + (2 + 4a + 1a^2)d1^1d2^267 + (3 + 3a + 4a^2)d1^2d2^267 + (3 + 0a + 4a^2)d1^3d2^267 + (3 + 1a + 4a^2)d1^4d2^267 + (1 + 3a + 2a^2)d1^5d2^267 + (4 + 1a + 1a^2)d1^6d2^267 + (1 + 0a + 2a^2)d1^7d2^267 + (4 + 1a + 4a^2)d1^8d2^267 + (0 + 1a + 2a^2)d1^9d2^267 + (0 + 4a + 2a^2)d1^10d2^267 + (0 + 4a + 2a^2)d1^11d2^267 + (2 + 3a + 2a^2)d1^12d2^267 + (4 + 2a + 3a^2)d1^13d2^267 + (3 + 2a + 3a^2)d1^14d2^267 + (2 + 2a + 0a^2)d1^15d2^267 + (0 + 4a + 4a^2)d1^16d2^267 + (4 + 2a + 0a^2)d1^17d2^267 + (4 + 2a + 0a^2)d1^18d2^267 + (3 + 4a + 2a^2)d1^19d2^267 + (0 + 0a + 3a^2)d1^20d2^267 + (4 + 0a + 4a^2)d1^21d2^267 + (0 + 1a + 1a^2)d1^22d2^267 + (2 + 2a + 2a^2)d1^23d2^267 + (4 + 4a + 3a^2)d1^24d2^267 + (4 + 0a + 0a^2)d1^25d2^267 + (4 + 1a + 1a^2)d1^26d2^267 + (3 + 3a + 4a^2)d1^27d2^267 + (2 + 1a + 0a^2)d1^28d2^267 + (0 + 2a + 1a^2)d1^29d2^267 + (1 + 2a + 0a^2)d1^30d2^267 + (1 + 0a + 4a^2)d1^31d2^267 + (0 + 4a + 3a^2)d1^32d2^267 + (1 + 1a + 4a^2)d1^33d2^267 + (2 + 2a + 1a^2)d1^34d2^267 + (3 + 0a + 2a^2)d1^35d2^267 + (1 + 2a + 4a^2)d1^36d2^267 + (0 + 3a + 2a^2)d1^37d2^267 + (0 + 0a + 2a^2)d1^38d2^267 + (1 + 3a + 0a^2)d1^39d2^267 + (4 + 3a + 3a^2)d1^40d2^267 + (3 + 2a + 2a^2)d1^41d2^267 + (2 + 2a + 4a^2)d1^42d2^267 + (2 + 1a + 1a^2)d1^43d2^267 + (0 + 2a + 2a^2)d1^44d2^267 + (1 + 0a + 4a^2)d1^45d2^267 + (0 + 2a + 3a^2)d1^46d2^267 + (3 + 2a + 0a^2)d1^47d2^267 + (4 + 0a + 3a^2)d1^48d2^267 + (1 + 2a + 4a^2)d1^49d2^267 + (4 + 0a + 0a^2)d1^50d2^267 + (0 + 0a + 1a^2)d1^51d2^267 + (2 + 1a + 4a^2)d1^52d2^267 + (4 + 4a + 3a^2)d1^53d2^267 + (1 + 3a + 4a^2)d1^54d2^267 + (2 + 3a + 3a^2)d1^55d2^267 + (0 + 0a + 2a^2)d1^56d2^267 + (3 + 2a + 3a^2)d1^57d2^267 + (2 + 1a + 4a^2)d1^58d2^267 + (2 + 3a + 4a^2)d1^59d2^267 + (3 + 4a + 2a^2)d1^60d2^267 + (4 + 0a + 2a^2)d1^61d2^267 + (0 + 4a + 3a^2)d1^62d2^267 + (4 + 2a + 4a^2)d1^63d2^267 + (0 + 2a + 3a^2)d1^64d2^267 + (1 + 4a + 4a^2)d1^65d2^267 + (3 + 0a + 2a^2)d1^66d2^267 + (2 + 4a + 4a^2)d1^67d2^267 + (0 + 4a + 4a^2)d1^68d2^267 + (4 + 1a + 0a^2)d1^69d2^267 + (1 + 4a + 0a^2)d1^70d2^267 + (3 + 4a + 1a^2)d1^71d2^267 + (1 + 3a + 2a^2)d1^72d2^267 + (4 + 3a + 3a^2)d1^73d2^267 + (1 + 1a + 2a^2)d1^74d2^267 + (3 + 0a + 1a^2)d1^75d2^267 + (3 + 3a + 3a^2)d1^76d2^267 + (1 + 0a + 4a^2)d1^77d2^267 + (0 + 3a + 0a^2)d1^78d2^267 + (1 + 2a + 4a^2)d1^79d2^267 + (0 + 2a + 1a^2)d1^80d2^267 + (1 + 1a + 3a^2)d1^81d2^267 + (0 + 1a + 2a^2)d1^82d2^267 + (4 + 1a + 4a^2)d1^83d2^267 + (3 + 0a + 4a^2)d1^84d2^267 + (3 + 2a + 0a^2)d1^85d2^267 + (4 + 1a + 3a^2)d1^86d2^267 + (2 + 2a + 3a^2)d1^87d2^267 + (3 + 4a + 4a^2)d1^88d2^267 + (1 + 3a + 4a^2)d1^89d2^267 + (2 + 0a + 3a^2)d1^90d2^267 + (1 + 1a + 3a^2)d1^91d2^267 + (3 + 4a + 3a^2)d1^92d2^267 + (1 + 4a + 0a^2)d1^93d2^267 + (4 + 2a + 1a^2)d1^94d2^267 + (0 + 0a + 4a^2)d1^95d2^267 + (3 + 3a + 0a^2)d1^96d2^267 + (4 + 4a + 0a^2)d1^97d2^267 + (1 + 0a + 0a^2)d1^98d2^267 + (1 + 1a + 0a^2)d1^99d2^267 + (4 + 2a + 2a^2)d1^100d2^267 + (4 + 2a + 1a^2)d1^101d2^267 + (0 + 1a + 3a^2)d1^102d2^267 + (2 + 3a + 0a^2)d1^103d2^267 + (2 + 1a + 1a^2)d1^104d2^267 + (0 + 1a + 4a^2)d1^105d2^267 + (1 + 1a + 2a^2)d1^106d2^267 + (1 + 1a + 2a^2)d1^107d2^267 + (1 + 0a + 2a^2)d1^108d2^267 + (2 + 1a + 0a^2)d1^109d2^267 + (3 + 1a + 1a^2)d1^110d2^267 + (3 + 0a + 3a^2)d1^111d2^267 + (4 + 1a + 2a^2)d1^112d2^267 + (1 + 2a + 1a^2)d1^113d2^267 + (3 + 0a + 0a^2)d1^114d2^267 + (4 + 4a + 3a^2)d1^115d2^267 + (4 + 1a + 0a^2)d1^116d2^267 + (4 + 4a + 0a^2)d1^117d2^267 + (2 + 3a + 1a^2)d1^118d2^267 + (1 + 1a + 2a^2)d1^119d2^267 + (0 + 1a + 3a^2)d1^120d2^267 + (1 + 0a + 1a^2)d1^121d2^267 + (2 + 1a + 0a^2)d1^122d2^267 + (3 + 1a + 0a^2)d1^123d2^267 + (0 + 2a + 4a^2)d1^124d2^267 + (1 + 1a + 4a^2)d1^125d2^267 + (2 + 4a + 1a^2)d1^126d2^267 + (0 + 2a + 3a^2)d1^127d2^267 + (0 + 4a + 1a^2)d1^128d2^267 + (4 + 4a + 1a^2)d1^129d2^267 + (1 + 3a + 1a^2)d1^130d2^267 + (0 + 3a + 4a^2)d1^131d2^267 + (3 + 1a + 1a^2)d1^132d2^267 + (3 + 0a + 0a^2)d1^133d2^267 + (4 + 0a + 3a^2)d1^134d2^267 + (4 + 0a + 0a^2)d1^135d2^267 + (3 + 1a + 0a^2)d1^136d2^267 + (3 + 4a + 1a^2)d1^137d2^267 + (0 + 0a + 3a^2)d1^138d2^267 + (0 + 0a + 2a^2)d1^139d2^267 + (4 + 3a + 4a^2)d1^140d2^267 + (4 + 3a + 1a^2)d1^141d2^267 + (2 + 3a + 0a^2)d1^142d2^267 + (0 + 3a + 4a^2)d1^143d2^267 + (4 + 4a + 2a^2)d1^144d2^267 + (3 + 3a + 2a^2)d1^145d2^267 + (2 + 1a + 2a^2)d1^146d2^267 + (4 + 1a + 0a^2)d1^147d2^267 + (2 + 1a + 1a^2)d1^148d2^267 + (4 + 4a + 3a^2)d1^149d2^267 + (2 + 1a + 3a^2)d1^150d2^267 + (1 + 2a + 3a^2)d1^151d2^267 + (2 + 3a + 4a^2)d1^152d2^267 + (0 + 3a + 1a^2)d1^153d2^267 + (1 + 4a + 1a^2)d1^154d2^267 + (4 + 2a + 1a^2)d1^155d2^267 + (4 + 0a + 1a^2)d1^156d2^267 + (4 + 2a + 0a^2)d1^157d2^267 + (2 + 1a + 2a^2)d1^158d2^267 + (0 + 0a + 1a^2)d1^159d2^267 + (2 + 2a + 1a^2)d1^160d2^267 + (1 + 3a + 4a^2)d1^161d2^267 + (1 + 0a + 1a^2)d1^162d2^267 + (3 + 2a + 2a^2)d1^163d2^267 + (2 + 3a + 2a^2)d1^164d2^267 + (1 + 4a + 4a^2)d1^165d2^267 + (3 + 3a + 2a^2)d1^166d2^267 + (0 + 1a + 1a^2)d1^167d2^267 + (3 + 1a + 2a^2)d1^168d2^267 + (3 + 3a + 2a^2)d1^169d2^267 + (1 + 0a + 2a^2)d1^170d2^267 + (4 + 1a + 1a^2)d1^171d2^267 + (4 + 3a + 3a^2)d1^172d2^267 + (4 + 0a + 3a^2)d1^173d2^267 + (2 + 4a + 0a^2)d1^174d2^267 + (3 + 4a + 2a^2)d1^175d2^267 + (4 + 0a + 2a^2)d1^176d2^267 + (2 + 4a + 2a^2)d1^177d2^267 + (4 + 3a + 1a^2)d1^178d2^267 + (4 + 2a + 0a^2)d1^179d2^267 + (3 + 0a + 0a^2)d1^180d2^267 + (3 + 1a + 4a^2)d1^181d2^267 + (2 + 0a + 3a^2)d1^182d2^267 + (4 + 2a + 4a^2)d1^183d2^267 + (1 + 3a + 0a^2)d1^184d2^267 + (2 + 0a + 0a^2)d1^185d2^267 + (0 + 4a + 1a^2)d1^186d2^267 + (1 + 1a + 2a^2)d1^187d2^267 + (4 + 1a + 0a^2)d1^188d2^267 + (3 + 1a + 2a^2)d1^189d2^267 + (0 + 1a + 0a^2)d1^190d2^267 + (3 + 2a + 0a^2)d1^191d2^267 + (0 + 4a + 0a^2)d1^192d2^267 + (4 + 3a + 0a^2)d1^193d2^267 + (4 + 3a + 0a^2)d1^194d2^267 + (4 + 3a + 3a^2)d1^195d2^267 + (1 + 1a + 4a^2)d1^196d2^267 + (0 + 2a + 4a^2)d1^197d2^267 + (0 + 4a + 2a^2)d1^198d2^267 + (0 + 2a + 3a^2)d1^199d2^267 + (0 + 4a + 3a^2)d1^200d2^267 + (3 + 1a + 1a^2)d1^201d2^267 + (2 + 4a + 1a^2)d1^202d2^267 + (3 + 2a + 3a^2)d1^203d2^267 + (4 + 0a + 1a^2)d1^204d2^267 + (0 + 1a + 1a^2)d1^205d2^267 + (0 + 4a + 4a^2)d1^206d2^267 + (2 + 0a + 0a^2)d1^207d2^267 + (0 + 0a + 4a^2)d1^208d2^267 + (0 + 3a + 3a^2)d1^209d2^267 + (3 + 2a + 0a^2)d1^210d2^267 + (4 + 3a + 1a^2)d1^211d2^267 + (4 + 1a + 0a^2)d1^212d2^267 + (4 + 4a + 3a^2)d1^213d2^267 + (1 + 3a + 3a^2)d1^214d2^267 + (0 + 0a + 1a^2)d1^215d2^267 + (2 + 1a + 1a^2)d1^216d2^267 + (3 + 4a + 3a^2)d1^217d2^267 + (0 + 4a + 1a^2)d1^218d2^267 + (2 + 4a + 3a^2)d1^219d2^267 + (1 + 1a + 0a^2)d1^220d2^267 + (0 + 2a + 4a^2)d1^221d2^267 + (0 + 2a + 0a^2)d1^222d2^267 + (3 + 2a + 0a^2)d1^223d2^267 + (1 + 1a + 4a^2)d1^224d2^267 + (1 + 2a + 3a^2)d1^225d2^267 + (4 + 2a + 4a^2)d1^226d2^267 + (0 + 2a + 2a^2)d1^227d2^267 + (4 + 4a + 0a^2)d1^228d2^267 + (0 + 0a + 3a^2)d1^229d2^267 + (0 + 0a + 1a^2)d1^230d2^267 + (2 + 1a + 2a^2)d1^231d2^267 + (4 + 2a + 2a^2)d1^232d2^267 + (2 + 3a + 4a^2)d1^233d2^267 + (4 + 4a + 1a^2)d1^234d2^267 + (2 + 4a + 3a^2)d1^235d2^267 + (3 + 4a + 4a^2)d1^236d2^267 + (2 + 1a + 2a^2)d1^237d2^267 + (4 + 1a + 0a^2)d1^238d2^267 + (2 + 3a + 3a^2)d1^239d2^267 + (3 + 0a + 2a^2)d1^240d2^267 + (3 + 1a + 0a^2)d1^241d2^267 + (1 + 0a + 2a^2)d1^242d2^267 + (4 + 3a + 1a^2)d1^243d2^267 + (3 + 2a + 1a^2)d1^244d2^267 + (3 + 0a + 3a^2)d1^245d2^267 + (4 + 4a + 2a^2)d1^246d2^267 + (2 + 2a + 1a^2)d1^247d2^267 + (3 + 2a + 1a^2)d1^248d2^267 + (3 + 1a + 1a^2)d1^249d2^267 + (2 + 0a + 0a^2)d1^250d2^267 + (3 + 1a + 0a^2)d1^251d2^267 + (2 + 2a + 2a^2)d1^252d2^267 + (0 + 3a + 2a^2)d1^253d2^267 + (1 + 1a + 2a^2)d1^254d2^267 + (1 + 2a + 1a^2)d1^255d2^267 + (3 + 4a + 3a^2)d1^256d2^267 + (4 + 1a + 4a^2)d1^257d2^267 + (3 + 2a + 2a^2)d1^258d2^267 + (2 + 2a + 3a^2)d1^259d2^267 + (0 + 1a + 2a^2)d1^260d2^267 + (1 + 3a + 4a^2)d1^261d2^267 + (4 + 2a + 3a^2)d1^262d2^267 + (2 + 2a + 2a^2)d1^263d2^267 + (3 + 4a + 1a^2)d1^264d2^267 + (4 + 1a + 3a^2)d1^265d2^267 + (2 + 0a + 1a^2)d1^266d2^267 + (4 + 1a + 1a^2)d1^267d2^267 + (4 + 0a + 4a^2)d1^268d2^267 + (4 + 2a + 2a^2)d1^269d2^267 + (2 + 4a + 4a^2)d1^270d2^267 + (0 + 0a + 1a^2)d1^271d2^267 + (0 + 1a + 3a^2)d1^272d2^267 + (2 + 4a + 2a^2)d1^273d2^267 + (1 + 2a + 3a^2)d1^274d2^267 + (1 + 2a + 1a^2)d1^275d2^267 + (3 + 4a + 0a^2)d1^276d2^267 + (2 + 1a + 1a^2)d1^277d2^267 + (2 + 1a + 4a^2)d1^278d2^267 + (4 + 4a + 3a^2)d1^279d2^267 + (2 + 0a + 0a^2)d1^280d2^267 + (4 + 0a + 4a^2)d1^281d2^267 + (4 + 0a + 1a^2)d1^282d2^267 + (4 + 2a + 2a^2)d1^283d2^267 + (3 + 1a + 4a^2)d1^284d2^267 + (4 + 2a + 0a^2)d1^285d2^267 + (1 + 0a + 2a^2)d1^286d2^267 + (4 + 2a + 4a^2)d1^287d2^267 + (3 + 3a + 1a^2)d1^288d2^267 + (1 + 3a + 3a^2)d1^289d2^267 + (0 + 2a + 0a^2)d1^290d2^267 + (4 + 3a + 0a^2)d1^291d2^267 + (0 + 3a + 2a^2)d1^292d2^267 + (1 + 3a + 1a^2)d1^293d2^267 + (1 + 0a + 1a^2)d2^268 + (2 + 3a + 2a^2)d1^1d2^268 + (0 + 1a + 1a^2)d1^2d2^268 + (4 + 2a + 3a^2)d1^3d2^268 + (1 + 4a + 0a^2)d1^4d2^268 + (2 + 1a + 3a^2)d1^5d2^268 + (0 + 0a + 1a^2)d1^6d2^268 + (1 + 3a + 2a^2)d1^7d2^268 + (1 + 2a + 4a^2)d1^8d2^268 + (3 + 4a + 2a^2)d1^9d2^268 + (3 + 4a + 2a^2)d1^10d2^268 + (3 + 1a + 1a^2)d1^11d2^268 + (2 + 2a + 2a^2)d1^12d2^268 + (0 + 2a + 0a^2)d1^13d2^268 + (4 + 0a + 4a^2)d1^14d2^268 + (3 + 1a + 0a^2)d1^15d2^268 + (4 + 4a + 1a^2)d1^16d2^268 + (0 + 0a + 2a^2)d1^17d2^268 + (3 + 4a + 0a^2)d1^18d2^268 + (0 + 2a + 0a^2)d1^19d2^268 + (0 + 1a + 2a^2)d1^20d2^268 + (1 + 0a + 1a^2)d1^21d2^268 + (2 + 0a + 4a^2)d1^22d2^268 + (4 + 0a + 2a^2)d1^23d2^268 + (1 + 2a + 4a^2)d1^24d2^268 + (3 + 4a + 2a^2)d1^25d2^268 + (2 + 1a + 1a^2)d1^26d2^268 + (0 + 2a + 2a^2)d1^27d2^268 + (0 + 4a + 3a^2)d1^28d2^268 + (1 + 2a + 4a^2)d1^29d2^268 + (3 + 4a + 4a^2)d1^30d2^268 + (1 + 2a + 1a^2)d1^31d2^268 + (2 + 2a + 4a^2)d1^32d2^268 + (2 + 3a + 0a^2)d1^33d2^268 + (0 + 2a + 1a^2)d1^34d2^268 + (0 + 0a + 4a^2)d1^35d2^268 + (1 + 0a + 3a^2)d1^36d2^268 + (0 + 4a + 2a^2)d1^37d2^268 + (0 + 3a + 1a^2)d1^38d2^268 + (2 + 2a + 3a^2)d1^39d2^268 + (3 + 2a + 1a^2)d1^40d2^268 + (2 + 4a + 0a^2)d1^41d2^268 + (3 + 1a + 4a^2)d1^42d2^268 + (4 + 3a + 2a^2)d1^43d2^268 + (0 + 3a + 3a^2)d1^44d2^268 + (0 + 3a + 4a^2)d1^45d2^268 + (3 + 3a + 4a^2)d1^46d2^268 + (2 + 3a + 2a^2)d1^47d2^268 + (0 + 2a + 3a^2)d1^48d2^268 + (1 + 2a + 3a^2)d1^49d2^268 + (4 + 3a + 3a^2)d1^50d2^268 + (2 + 3a + 2a^2)d1^51d2^268 + (4 + 3a + 0a^2)d1^52d2^268 + (1 + 3a + 0a^2)d1^53d2^268 + (2 + 4a + 4a^2)d1^54d2^268 + (2 + 0a + 4a^2)d1^55d2^268 + (2 + 1a + 1a^2)d1^56d2^268 + (4 + 0a + 1a^2)d1^57d2^268 + (3 + 1a + 3a^2)d1^58d2^268 + (4 + 1a + 4a^2)d1^59d2^268 + (2 + 3a + 3a^2)d1^60d2^268 + (1 + 4a + 2a^2)d1^61d2^268 + (3 + 4a + 3a^2)d1^62d2^268 + (2 + 2a + 2a^2)d1^63d2^268 + (0 + 2a + 3a^2)d1^64d2^268 + (1 + 2a + 1a^2)d1^65d2^268 + (1 + 0a + 4a^2)d1^66d2^268 + (1 + 0a + 0a^2)d1^67d2^268 + (3 + 0a + 0a^2)d1^68d2^268 + (2 + 1a + 2a^2)d1^69d2^268 + (2 + 4a + 2a^2)d1^70d2^268 + (0 + 3a + 3a^2)d1^71d2^268 + (2 + 0a + 2a^2)d1^72d2^268 + (0 + 1a + 1a^2)d1^73d2^268 + (0 + 3a + 4a^2)d1^74d2^268 + (1 + 2a + 3a^2)d1^75d2^268 + (3 + 3a + 2a^2)d1^76d2^268 + (1 + 2a + 1a^2)d1^77d2^268 + (4 + 0a + 4a^2)d1^78d2^268 + (3 + 2a + 0a^2)d1^79d2^268 + (4 + 1a + 1a^2)d1^81d2^268 + (2 + 0a + 1a^2)d1^82d2^268 + (1 + 2a + 1a^2)d1^83d2^268 + (4 + 2a + 4a^2)d1^84d2^268 + (0 + 3a + 2a^2)d1^85d2^268 + (0 + 0a + 3a^2)d1^86d2^268 + (2 + 0a + 3a^2)d1^87d2^268 + (1 + 1a + 4a^2)d1^88d2^268 + (4 + 3a + 3a^2)d1^89d2^268 + (4 + 1a + 4a^2)d1^90d2^268 + (2 + 2a + 3a^2)d1^91d2^268 + (1 + 2a + 0a^2)d1^92d2^268 + (1 + 1a + 0a^2)d1^93d2^268 + (2 + 1a + 4a^2)d1^94d2^268 + (4 + 0a + 3a^2)d1^95d2^268 + (3 + 0a + 3a^2)d1^96d2^268 + (4 + 0a + 2a^2)d1^97d2^268 + (4 + 3a + 4a^2)d1^98d2^268 + (4 + 1a + 4a^2)d1^99d2^268 + (3 + 3a + 0a^2)d1^100d2^268 + (0 + 4a + 2a^2)d1^101d2^268 + (4 + 4a + 2a^2)d1^103d2^268 + (4 + 1a + 3a^2)d1^104d2^268 + (2 + 4a + 4a^2)d1^105d2^268 + (4 + 2a + 3a^2)d1^106d2^268 + (1 + 4a + 0a^2)d1^107d2^268 + (0 + 3a + 3a^2)d1^108d2^268 + (0 + 4a + 1a^2)d1^109d2^268 + (1 + 1a + 4a^2)d1^110d2^268 + (0 + 2a + 1a^2)d1^111d2^268 + (2 + 0a + 3a^2)d1^112d2^268 + (3 + 3a + 4a^2)d1^113d2^268 + (1 + 3a + 1a^2)d1^114d2^268 + (2 + 2a + 2a^2)d1^115d2^268 + (0 + 4a + 3a^2)d1^116d2^268 + (3 + 0a + 0a^2)d1^117d2^268 + (3 + 4a + 0a^2)d1^118d2^268 + (0 + 2a + 1a^2)d1^119d2^268 + (4 + 2a + 1a^2)d1^120d2^268 + (2 + 1a + 0a^2)d1^121d2^268 + (3 + 3a + 1a^2)d1^122d2^268 + (1 + 3a + 2a^2)d1^123d2^268 + (2 + 2a + 1a^2)d1^124d2^268 + (2 + 2a + 3a^2)d1^125d2^268 + (2 + 2a + 4a^2)d1^126d2^268 + (1 + 4a + 4a^2)d1^127d2^268 + (3 + 1a + 4a^2)d1^128d2^268 + (1 + 0a + 3a^2)d1^129d2^268 + (3 + 1a + 3a^2)d1^130d2^268 + (2 + 3a + 2a^2)d1^131d2^268 + (1 + 2a + 1a^2)d1^132d2^268 + (0 + 0a + 4a^2)d1^133d2^268 + (1 + 2a + 3a^2)d1^134d2^268 + (3 + 3a + 3a^2)d1^135d2^268 + (3 + 2a + 0a^2)d1^136d2^268 + (3 + 4a + 3a^2)d1^137d2^268 + (0 + 1a + 1a^2)d1^138d2^268 + (0 + 1a + 0a^2)d1^139d2^268 + (4 + 1a + 2a^2)d1^140d2^268 + (4 + 2a + 4a^2)d1^141d2^268 + (0 + 3a + 1a^2)d1^142d2^268 + (4 + 4a + 0a^2)d1^143d2^268 + (2 + 0a + 2a^2)d1^144d2^268 + (3 + 0a + 0a^2)d1^145d2^268 + (2 + 1a + 4a^2)d1^146d2^268 + (1 + 4a + 2a^2)d1^147d2^268 + (0 + 2a + 2a^2)d1^148d2^268 + (4 + 1a + 4a^2)d1^149d2^268 + (3 + 1a + 1a^2)d1^150d2^268 + (3 + 3a + 0a^2)d1^151d2^268 + (3 + 1a + 3a^2)d1^152d2^268 + (1 + 4a + 0a^2)d1^153d2^268 + (2 + 4a + 3a^2)d1^154d2^268 + (1 + 3a + 3a^2)d1^155d2^268 + (2 + 1a + 1a^2)d1^156d2^268 + (2 + 2a + 3a^2)d1^157d2^268 + (1 + 1a + 4a^2)d1^158d2^268 + (4 + 1a + 4a^2)d1^159d2^268 + (1 + 1a + 3a^2)d1^160d2^268 + (1 + 4a + 2a^2)d1^162d2^268 + (3 + 0a + 0a^2)d1^163d2^268 + (0 + 3a + 4a^2)d1^164d2^268 + (0 + 3a + 2a^2)d1^165d2^268 + (4 + 1a + 4a^2)d1^166d2^268 + (1 + 4a + 4a^2)d1^167d2^268 + (1 + 4a + 1a^2)d1^168d2^268 + (3 + 4a + 3a^2)d1^169d2^268 + (2 + 1a + 3a^2)d1^170d2^268 + (1 + 1a + 0a^2)d1^171d2^268 + (1 + 3a + 4a^2)d1^172d2^268 + (0 + 2a + 4a^2)d1^173d2^268 + (2 + 1a + 0a^2)d1^174d2^268 + (0 + 2a + 2a^2)d1^175d2^268 + (4 + 4a + 0a^2)d1^176d2^268 + (3 + 3a + 1a^2)d1^177d2^268 + (2 + 4a + 3a^2)d1^178d2^268 + (3 + 2a + 4a^2)d1^179d2^268 + (2 + 3a + 3a^2)d1^180d2^268 + (1 + 3a + 4a^2)d1^181d2^268 + (1 + 3a + 0a^2)d1^182d2^268 + (3 + 3a + 2a^2)d1^183d2^268 + (3 + 2a + 4a^2)d1^184d2^268 + (0 + 1a + 2a^2)d1^185d2^268 + (1 + 3a + 1a^2)d1^186d2^268 + (1 + 1a + 1a^2)d1^187d2^268 + (3 + 2a + 2a^2)d1^188d2^268 + (3 + 4a + 2a^2)d1^189d2^268 + (2 + 3a + 2a^2)d1^190d2^268 + (3 + 4a + 1a^2)d1^191d2^268 + (0 + 4a + 2a^2)d1^192d2^268 + (3 + 0a + 4a^2)d1^193d2^268 + (0 + 3a + 2a^2)d1^194d2^268 + (1 + 2a + 2a^2)d1^195d2^268 + (0 + 2a + 3a^2)d1^196d2^268 + (1 + 0a + 3a^2)d1^197d2^268 + (4 + 4a + 4a^2)d1^198d2^268 + (2 + 3a + 2a^2)d1^199d2^268 + (4 + 0a + 4a^2)d1^200d2^268 + (1 + 3a + 3a^2)d1^201d2^268 + (3 + 0a + 3a^2)d1^202d2^268 + (0 + 4a + 2a^2)d1^203d2^268 + (3 + 3a + 2a^2)d1^204d2^268 + (3 + 0a + 3a^2)d1^205d2^268 + (3 + 4a + 2a^2)d1^206d2^268 + (1 + 4a + 2a^2)d1^207d2^268 + (0 + 4a + 0a^2)d1^208d2^268 + (1 + 2a + 2a^2)d1^209d2^268 + (3 + 2a + 3a^2)d1^210d2^268 + (1 + 0a + 3a^2)d1^211d2^268 + (4 + 2a + 4a^2)d1^212d2^268 + (2 + 2a + 3a^2)d1^213d2^268 + (1 + 0a + 2a^2)d1^214d2^268 + (0 + 4a + 1a^2)d1^215d2^268 + (3 + 4a + 0a^2)d1^216d2^268 + (0 + 1a + 3a^2)d1^217d2^268 + (2 + 2a + 3a^2)d1^218d2^268 + (1 + 3a + 3a^2)d1^219d2^268 + (3 + 4a + 0a^2)d1^220d2^268 + (2 + 2a + 3a^2)d1^221d2^268 + (2 + 1a + 4a^2)d1^222d2^268 + (4 + 1a + 3a^2)d1^223d2^268 + (4 + 1a + 4a^2)d1^224d2^268 + (1 + 3a + 2a^2)d1^225d2^268 + (1 + 2a + 0a^2)d1^226d2^268 + (2 + 4a + 3a^2)d1^227d2^268 + (2 + 1a + 0a^2)d1^228d2^268 + (3 + 2a + 2a^2)d1^229d2^268 + (1 + 2a + 1a^2)d1^230d2^268 + (2 + 3a + 3a^2)d1^231d2^268 + (2 + 2a + 0a^2)d1^232d2^268 + (2 + 2a + 1a^2)d1^233d2^268 + (0 + 1a + 4a^2)d1^234d2^268 + (4 + 3a + 0a^2)d1^235d2^268 + (1 + 2a + 4a^2)d1^236d2^268 + (3 + 1a + 4a^2)d1^238d2^268 + (2 + 1a + 0a^2)d1^239d2^268 + (3 + 1a + 2a^2)d1^240d2^268 + (1 + 2a + 2a^2)d1^241d2^268 + (1 + 2a + 4a^2)d1^242d2^268 + (4 + 4a + 1a^2)d1^243d2^268 + (3 + 0a + 0a^2)d1^244d2^268 + (2 + 4a + 0a^2)d1^245d2^268 + (3 + 1a + 3a^2)d1^246d2^268 + (0 + 1a + 0a^2)d1^247d2^268 + (2 + 4a + 3a^2)d1^248d2^268 + (2 + 2a + 1a^2)d1^249d2^268 + (0 + 3a + 0a^2)d1^250d2^268 + (2 + 2a + 2a^2)d1^251d2^268 + (3 + 0a + 4a^2)d1^252d2^268 + (3 + 3a + 2a^2)d1^253d2^268 + (4 + 2a + 0a^2)d1^254d2^268 + (2 + 4a + 0a^2)d1^255d2^268 + (3 + 4a + 1a^2)d1^256d2^268 + (2 + 1a + 3a^2)d1^257d2^268 + (3 + 2a + 2a^2)d1^258d2^268 + (1 + 0a + 4a^2)d1^259d2^268 + (1 + 0a + 4a^2)d1^260d2^268 + (1 + 1a + 4a^2)d1^261d2^268 + (2 + 1a + 2a^2)d1^262d2^268 + (4 + 2a + 3a^2)d1^263d2^268 + (2 + 3a + 1a^2)d1^264d2^268 + (2 + 1a + 4a^2)d1^265d2^268 + (4 + 4a + 1a^2)d1^266d2^268 + (4 + 2a + 3a^2)d1^267d2^268 + (4 + 1a + 1a^2)d1^268d2^268 + (0 + 3a + 0a^2)d1^269d2^268 + (2 + 0a + 2a^2)d1^270d2^268 + (2 + 0a + 0a^2)d1^271d2^268 + (3 + 1a + 4a^2)d1^272d2^268 + (4 + 3a + 0a^2)d1^273d2^268 + (1 + 4a + 1a^2)d1^274d2^268 + (3 + 3a + 3a^2)d1^275d2^268 + (4 + 1a + 0a^2)d1^276d2^268 + (2 + 4a + 0a^2)d1^277d2^268 + (2 + 4a + 2a^2)d1^278d2^268 + (3 + 1a + 0a^2)d1^279d2^268 + (4 + 3a + 0a^2)d1^280d2^268 + (1 + 1a + 4a^2)d1^281d2^268 + (4 + 3a + 1a^2)d1^282d2^268 + (0 + 2a + 0a^2)d1^283d2^268 + (3 + 3a + 3a^2)d1^284d2^268 + (3 + 2a + 0a^2)d1^285d2^268 + (1 + 4a + 1a^2)d1^286d2^268 + (0 + 3a + 1a^2)d1^287d2^268 + (2 + 1a + 0a^2)d1^288d2^268 + (0 + 3a + 4a^2)d1^289d2^268 + (3 + 4a + 2a^2)d1^290d2^268 + (2 + 2a + 2a^2)d1^291d2^268 + (0 + 1a + 4a^2)d1^292d2^268 + (4 + 4a + 3a^2)d1^293d2^268 + (2 + 0a + 2a^2)d2^269 + (3 + 4a + 4a^2)d1^1d2^269 + (4 + 1a + 1a^2)d1^2d2^269 + (4 + 4a + 1a^2)d1^3d2^269 + (0 + 2a + 0a^2)d1^4d2^269 + (4 + 1a + 3a^2)d1^5d2^269 + (2 + 1a + 1a^2)d1^6d2^269 + (1 + 2a + 3a^2)d1^7d2^269 + (2 + 3a + 1a^2)d1^8d2^269 + (1 + 4a + 4a^2)d1^9d2^269 + (4 + 4a + 0a^2)d1^10d2^269 + (3 + 4a + 2a^2)d1^11d2^269 + (1 + 1a + 4a^2)d1^12d2^269 + (2 + 3a + 2a^2)d1^13d2^269 + (4 + 3a + 0a^2)d1^14d2^269 + (0 + 0a + 2a^2)d1^15d2^269 + (2 + 1a + 0a^2)d1^16d2^269 + (4 + 2a + 2a^2)d1^17d2^269 + (1 + 1a + 1a^2)d1^18d2^269 + (2 + 2a + 3a^2)d1^19d2^269 + (0 + 4a + 1a^2)d1^20d2^269 + (3 + 4a + 4a^2)d1^21d2^269 + (3 + 0a + 1a^2)d1^22d2^269 + (1 + 3a + 2a^2)d1^23d2^269 + (0 + 0a + 1a^2)d1^24d2^269 + (1 + 3a + 3a^2)d1^25d2^269 + (3 + 4a + 0a^2)d1^26d2^269 + (2 + 3a + 4a^2)d1^27d2^269 + (3 + 2a + 3a^2)d1^28d2^269 + (4 + 1a + 1a^2)d1^29d2^269 + (1 + 3a + 3a^2)d1^30d2^269 + (3 + 2a + 4a^2)d1^31d2^269 + (1 + 2a + 4a^2)d1^32d2^269 + (1 + 2a + 3a^2)d1^33d2^269 + (3 + 4a + 4a^2)d1^34d2^269 + (3 + 0a + 3a^2)d1^35d2^269 + (2 + 3a + 2a^2)d1^36d2^269 + (1 + 0a + 4a^2)d1^37d2^269 + (4 + 4a + 3a^2)d1^38d2^269 + (4 + 4a + 4a^2)d1^39d2^269 + (2 + 4a + 2a^2)d1^40d2^269 + (2 + 0a + 2a^2)d1^41d2^269 + (4 + 0a + 3a^2)d1^42d2^269 + (0 + 0a + 3a^2)d1^43d2^269 + (0 + 2a + 4a^2)d1^44d2^269 + (0 + 2a + 2a^2)d1^45d2^269 + (3 + 4a + 1a^2)d1^46d2^269 + (1 + 0a + 1a^2)d1^47d2^269 + (3 + 1a + 0a^2)d1^48d2^269 + (1 + 1a + 4a^2)d1^49d2^269 + (1 + 2a + 3a^2)d1^50d2^269 + (4 + 4a + 3a^2)d1^51d2^269 + (2 + 0a + 2a^2)d1^52d2^269 + (1 + 2a + 2a^2)d1^53d2^269 + (0 + 4a + 4a^2)d1^54d2^269 + (3 + 4a + 4a^2)d1^55d2^269 + (2 + 1a + 1a^2)d1^56d2^269 + (0 + 0a + 3a^2)d1^57d2^269 + (4 + 4a + 0a^2)d1^58d2^269 + (2 + 0a + 4a^2)d1^59d2^269 + (0 + 2a + 4a^2)d1^60d2^269 + (1 + 2a + 4a^2)d1^61d2^269 + (3 + 4a + 1a^2)d1^62d2^269 + (2 + 3a + 1a^2)d1^63d2^269 + (1 + 1a + 3a^2)d1^64d2^269 + (1 + 4a + 0a^2)d1^65d2^269 + (2 + 0a + 2a^2)d1^66d2^269 + (3 + 2a + 2a^2)d1^67d2^269 + (0 + 3a + 0a^2)d1^68d2^269 + (1 + 3a + 0a^2)d1^69d2^269 + (0 + 1a + 4a^2)d1^70d2^269 + (3 + 0a + 4a^2)d1^71d2^269 + (2 + 4a + 1a^2)d1^72d2^269 + (2 + 4a + 2a^2)d1^73d2^269 + (4 + 3a + 0a^2)d1^74d2^269 + (3 + 4a + 3a^2)d1^75d2^269 + (3 + 3a + 3a^2)d1^76d2^269 + (3 + 2a + 2a^2)d1^77d2^269 + (1 + 3a + 0a^2)d1^78d2^269 + (1 + 2a + 4a^2)d1^79d2^269 + (3 + 0a + 4a^2)d1^80d2^269 + (0 + 0a + 1a^2)d1^81d2^269 + (1 + 4a + 3a^2)d1^83d2^269 + (3 + 1a + 3a^2)d1^84d2^269 + (1 + 0a + 2a^2)d1^85d2^269 + (0 + 4a + 2a^2)d1^86d2^269 + (2 + 2a + 2a^2)d1^87d2^269 + (1 + 1a + 1a^2)d1^88d2^269 + (4 + 1a + 2a^2)d1^89d2^269 + (2 + 1a + 0a^2)d1^90d2^269 + (3 + 1a + 1a^2)d1^91d2^269 + (3 + 4a + 0a^2)d1^92d2^269 + (4 + 3a + 0a^2)d1^93d2^269 + (0 + 2a + 1a^2)d1^94d2^269 + (2 + 3a + 1a^2)d1^95d2^269 + (3 + 4a + 1a^2)d1^96d2^269 + (4 + 2a + 1a^2)d1^97d2^269 + (2 + 2a + 2a^2)d1^98d2^269 + (1 + 4a + 2a^2)d1^99d2^269 + (1 + 1a + 1a^2)d1^100d2^269 + (1 + 4a + 4a^2)d1^101d2^269 + (1 + 0a + 0a^2)d1^102d2^269 + (4 + 3a + 3a^2)d1^103d2^269 + (4 + 1a + 0a^2)d1^104d2^269 + (4 + 1a + 3a^2)d1^105d2^269 + (1 + 0a + 2a^2)d1^106d2^269 + (2 + 2a + 1a^2)d1^107d2^269 + (0 + 0a + 1a^2)d1^108d2^269 + (4 + 1a + 4a^2)d1^109d2^269 + (2 + 2a + 3a^2)d1^110d2^269 + (4 + 0a + 1a^2)d1^111d2^269 + (0 + 2a + 1a^2)d1^112d2^269 + (4 + 1a + 4a^2)d1^113d2^269 + (4 + 3a + 3a^2)d1^114d2^269 + (3 + 4a + 4a^2)d1^115d2^269 + (4 + 2a + 3a^2)d1^116d2^269 + (3 + 3a + 3a^2)d1^117d2^269 + (2 + 3a + 4a^2)d1^118d2^269 + (2 + 2a + 3a^2)d1^119d2^269 + (0 + 2a + 1a^2)d1^120d2^269 + (3 + 2a + 0a^2)d1^121d2^269 + (3 + 4a + 1a^2)d1^122d2^269 + (0 + 4a + 0a^2)d1^123d2^269 + (0 + 1a + 4a^2)d1^124d2^269 + (1 + 4a + 3a^2)d1^125d2^269 + (3 + 2a + 1a^2)d1^126d2^269 + (0 + 3a + 4a^2)d1^127d2^269 + (3 + 4a + 4a^2)d1^128d2^269 + (3 + 1a + 2a^2)d1^129d2^269 + (3 + 0a + 4a^2)d1^130d2^269 + (2 + 1a + 2a^2)d1^131d2^269 + (2 + 2a + 0a^2)d1^132d2^269 + (2 + 0a + 0a^2)d1^133d2^269 + (1 + 0a + 0a^2)d1^134d2^269 + (2 + 2a + 3a^2)d1^135d2^269 + (4 + 4a + 2a^2)d1^136d2^269 + (2 + 3a + 3a^2)d1^137d2^269 + (0 + 2a + 3a^2)d1^138d2^269 + (4 + 2a + 2a^2)d1^139d2^269 + (1 + 1a + 0a^2)d1^140d2^269 + (0 + 4a + 1a^2)d1^141d2^269 + (4 + 4a + 0a^2)d1^142d2^269 + (1 + 1a + 2a^2)d1^143d2^269 + (0 + 4a + 1a^2)d1^144d2^269 + (4 + 3a + 0a^2)d1^145d2^269 + (4 + 4a + 0a^2)d1^146d2^269 + (4 + 2a + 3a^2)d1^147d2^269 + (1 + 3a + 4a^2)d1^148d2^269 + (4 + 4a + 3a^2)d1^149d2^269 + (4 + 4a + 1a^2)d1^150d2^269 + (3 + 3a + 1a^2)d1^151d2^269 + (0 + 2a + 2a^2)d1^152d2^269 + (3 + 0a + 3a^2)d1^153d2^269 + (3 + 0a + 4a^2)d1^154d2^269 + (3 + 4a + 2a^2)d1^155d2^269 + (0 + 2a + 2a^2)d1^156d2^269 + (1 + 0a + 2a^2)d1^157d2^269 + (2 + 1a + 4a^2)d1^158d2^269 + (2 + 0a + 3a^2)d1^159d2^269 + (0 + 1a + 0a^2)d1^160d2^269 + (0 + 0a + 2a^2)d1^161d2^269 + (0 + 0a + 2a^2)d1^162d2^269 + (2 + 2a + 4a^2)d1^163d2^269 + (1 + 4a + 2a^2)d1^164d2^269 + (4 + 1a + 0a^2)d1^165d2^269 + (2 + 2a + 1a^2)d1^166d2^269 + (3 + 2a + 0a^2)d1^167d2^269 + (1 + 0a + 1a^2)d1^168d2^269 + (3 + 1a + 4a^2)d1^169d2^269 + (3 + 2a + 0a^2)d1^170d2^269 + (0 + 0a + 2a^2)d1^171d2^269 + (0 + 1a + 1a^2)d1^172d2^269 + (4 + 0a + 3a^2)d1^173d2^269 + (2 + 1a + 2a^2)d1^174d2^269 + (3 + 2a + 3a^2)d1^175d2^269 + (2 + 0a + 1a^2)d1^176d2^269 + (4 + 0a + 2a^2)d1^177d2^269 + (4 + 4a + 0a^2)d1^178d2^269 + (2 + 1a + 2a^2)d1^179d2^269 + (0 + 0a + 3a^2)d1^180d2^269 + (2 + 2a + 1a^2)d1^181d2^269 + (2 + 0a + 2a^2)d1^182d2^269 + (1 + 1a + 3a^2)d1^183d2^269 + (2 + 2a + 3a^2)d1^184d2^269 + (0 + 1a + 4a^2)d1^185d2^269 + (1 + 3a + 4a^2)d1^186d2^269 + (2 + 0a + 0a^2)d1^187d2^269 + (4 + 4a + 3a^2)d1^188d2^269 + (0 + 4a + 3a^2)d1^189d2^269 + (4 + 3a + 4a^2)d1^190d2^269 + (4 + 1a + 1a^2)d1^191d2^269 + (3 + 1a + 0a^2)d1^192d2^269 + (2 + 3a + 3a^2)d1^193d2^269 + (4 + 1a + 2a^2)d1^194d2^269 + (4 + 3a + 3a^2)d1^195d2^269 + (4 + 2a + 0a^2)d1^196d2^269 + (0 + 4a + 2a^2)d1^197d2^269 + (0 + 4a + 0a^2)d1^198d2^269 + (4 + 2a + 1a^2)d1^199d2^269 + (3 + 4a + 0a^2)d1^200d2^269 + (1 + 1a + 0a^2)d1^201d2^269 + (3 + 3a + 2a^2)d1^202d2^269 + (4 + 2a + 4a^2)d1^203d2^269 + (2 + 1a + 0a^2)d1^204d2^269 + (4 + 2a + 0a^2)d1^205d2^269 + (0 + 1a + 1a^2)d1^206d2^269 + (3 + 1a + 4a^2)d1^207d2^269 + (3 + 4a + 4a^2)d1^208d2^269 + (4 + 3a + 1a^2)d1^209d2^269 + (1 + 3a + 3a^2)d1^210d2^269 + (2 + 0a + 3a^2)d1^211d2^269 + (2 + 3a + 1a^2)d1^212d2^269 + (3 + 2a + 0a^2)d1^213d2^269 + (2 + 2a + 3a^2)d1^214d2^269 + (3 + 3a + 1a^2)d1^215d2^269 + (1 + 4a + 0a^2)d1^216d2^269 + (3 + 1a + 4a^2)d1^217d2^269 + (4 + 3a + 2a^2)d1^218d2^269 + (3 + 2a + 4a^2)d1^219d2^269 + (0 + 1a + 2a^2)d1^220d2^269 + (1 + 2a + 4a^2)d1^221d2^269 + (2 + 3a + 4a^2)d1^222d2^269 + (2 + 2a + 2a^2)d1^223d2^269 + (1 + 3a + 0a^2)d1^224d2^269 + (2 + 1a + 4a^2)d1^225d2^269 + (4 + 1a + 2a^2)d1^226d2^269 + (4 + 0a + 1a^2)d1^227d2^269 + (1 + 2a + 4a^2)d1^228d2^269 + (1 + 1a + 3a^2)d1^229d2^269 + (1 + 0a + 1a^2)d1^230d2^269 + (2 + 4a + 0a^2)d1^231d2^269 + (0 + 4a + 2a^2)d1^232d2^269 + (3 + 2a + 3a^2)d1^233d2^269 + (1 + 0a + 0a^2)d1^234d2^269 + (1 + 2a + 3a^2)d1^235d2^269 + (4 + 2a + 1a^2)d1^236d2^269 + (4 + 2a + 3a^2)d1^237d2^269 + (3 + 3a + 4a^2)d1^238d2^269 + (3 + 3a + 0a^2)d1^239d2^269 + (3 + 1a + 0a^2)d1^240d2^269 + (2 + 2a + 3a^2)d1^241d2^269 + (1 + 0a + 0a^2)d1^242d2^269 + (2 + 1a + 4a^2)d1^243d2^269 + (3 + 2a + 4a^2)d1^244d2^269 + (3 + 4a + 4a^2)d1^245d2^269 + (4 + 4a + 1a^2)d1^246d2^269 + (4 + 4a + 1a^2)d1^247d2^269 + (3 + 0a + 4a^2)d1^248d2^269 + (2 + 0a + 2a^2)d1^249d2^269 + (3 + 2a + 4a^2)d1^250d2^269 + (1 + 3a + 0a^2)d1^251d2^269 + (1 + 2a + 2a^2)d1^252d2^269 + (1 + 0a + 3a^2)d1^253d2^269 + (2 + 3a + 3a^2)d1^254d2^269 + (2 + 4a + 1a^2)d1^255d2^269 + (2 + 4a + 3a^2)d1^256d2^269 + (0 + 4a + 0a^2)d1^257d2^269 + (3 + 2a + 3a^2)d1^258d2^269 + (2 + 3a + 2a^2)d1^259d2^269 + (0 + 3a + 1a^2)d1^260d2^269 + (2 + 3a + 2a^2)d1^261d2^269 + (2 + 4a + 0a^2)d1^262d2^269 + (3 + 3a + 0a^2)d1^263d2^269 + (0 + 0a + 1a^2)d1^264d2^269 + (0 + 3a + 0a^2)d1^265d2^269 + (2 + 0a + 0a^2)d1^266d2^269 + (0 + 0a + 2a^2)d1^267d2^269 + (4 + 1a + 4a^2)d1^268d2^269 + (0 + 4a + 2a^2)d1^269d2^269 + (0 + 1a + 4a^2)d1^270d2^269 + (2 + 0a + 0a^2)d1^271d2^269 + (1 + 2a + 4a^2)d1^272d2^269 + (2 + 1a + 2a^2)d1^273d2^269 + (4 + 4a + 0a^2)d1^274d2^269 + (3 + 3a + 2a^2)d1^275d2^269 + (4 + 1a + 0a^2)d1^276d2^269 + (2 + 3a + 2a^2)d1^277d2^269 + (2 + 3a + 3a^2)d1^278d2^269 + (4 + 3a + 1a^2)d1^279d2^269 + (4 + 0a + 4a^2)d1^280d2^269 + (4 + 0a + 4a^2)d1^281d2^269 + (4 + 4a + 0a^2)d1^282d2^269 + (3 + 0a + 0a^2)d1^283d2^269 + (2 + 4a + 0a^2)d1^284d2^269 + (0 + 2a + 3a^2)d1^285d2^269 + (0 + 1a + 4a^2)d1^286d2^269 + (0 + 0a + 1a^2)d1^287d2^269 + (3 + 1a + 2a^2)d1^288d2^269 + (1 + 0a + 3a^2)d1^289d2^269 + (0 + 0a + 1a^2)d1^290d2^269 + (1 + 3a + 0a^2)d1^291d2^269 + (4 + 2a + 3a^2)d1^292d2^269 + (1 + 1a + 3a^2)d1^293d2^269 + (4 + 3a + 2a^2)d2^270 + (1 + 2a + 2a^2)d1^1d2^270 + (1 + 4a + 3a^2)d1^2d2^270 + (4 + 3a + 3a^2)d1^3d2^270 + (2 + 0a + 4a^2)d1^4d2^270 + (4 + 0a + 3a^2)d1^5d2^270 + (3 + 3a + 2a^2)d1^6d2^270 + (3 + 4a + 0a^2)d1^7d2^270 + (4 + 1a + 2a^2)d1^8d2^270 + (2 + 0a + 0a^2)d1^9d2^270 + (1 + 0a + 2a^2)d1^10d2^270 + (2 + 0a + 1a^2)d1^11d2^270 + (2 + 1a + 4a^2)d1^12d2^270 + (3 + 3a + 3a^2)d1^13d2^270 + (4 + 4a + 0a^2)d1^14d2^270 + (2 + 3a + 1a^2)d1^15d2^270 + (4 + 3a + 0a^2)d1^16d2^270 + (1 + 2a + 4a^2)d1^17d2^270 + (4 + 4a + 1a^2)d1^18d2^270 + (0 + 4a + 4a^2)d1^19d2^270 + (4 + 0a + 4a^2)d1^20d2^270 + (1 + 3a + 1a^2)d1^21d2^270 + (1 + 0a + 4a^2)d1^22d2^270 + (1 + 0a + 1a^2)d1^23d2^270 + (3 + 2a + 1a^2)d1^24d2^270 + (0 + 1a + 3a^2)d1^25d2^270 + (1 + 0a + 0a^2)d1^26d2^270 + (1 + 3a + 0a^2)d1^27d2^270 + (0 + 3a + 2a^2)d1^28d2^270 + (4 + 1a + 4a^2)d1^29d2^270 + (1 + 4a + 1a^2)d1^30d2^270 + (1 + 3a + 2a^2)d1^31d2^270 + (0 + 2a + 0a^2)d1^32d2^270 + (0 + 2a + 2a^2)d1^33d2^270 + (3 + 0a + 2a^2)d1^34d2^270 + (2 + 1a + 0a^2)d1^35d2^270 + (2 + 0a + 1a^2)d1^36d2^270 + (2 + 0a + 2a^2)d1^37d2^270 + (0 + 0a + 2a^2)d1^38d2^270 + (3 + 1a + 4a^2)d1^39d2^270 + (1 + 0a + 0a^2)d1^40d2^270 + (4 + 3a + 1a^2)d1^41d2^270 + (4 + 3a + 4a^2)d1^42d2^270 + (0 + 1a + 4a^2)d1^43d2^270 + (3 + 4a + 3a^2)d1^44d2^270 + (0 + 1a + 0a^2)d1^45d2^270 + (0 + 2a + 2a^2)d1^46d2^270 + (1 + 1a + 1a^2)d1^47d2^270 + (0 + 1a + 3a^2)d1^48d2^270 + (4 + 3a + 0a^2)d1^49d2^270 + (4 + 1a + 3a^2)d1^50d2^270 + (2 + 4a + 2a^2)d1^51d2^270 + (2 + 2a + 0a^2)d1^52d2^270 + (1 + 0a + 4a^2)d1^53d2^270 + (0 + 4a + 3a^2)d1^54d2^270 + (1 + 2a + 2a^2)d1^55d2^270 + (0 + 4a + 3a^2)d1^56d2^270 + (0 + 0a + 2a^2)d1^57d2^270 + (1 + 0a + 3a^2)d1^58d2^270 + (0 + 1a + 2a^2)d1^59d2^270 + (3 + 2a + 4a^2)d1^60d2^270 + (1 + 4a + 1a^2)d1^61d2^270 + (4 + 4a + 3a^2)d1^62d2^270 + (0 + 0a + 1a^2)d1^63d2^270 + (2 + 3a + 2a^2)d1^64d2^270 + (4 + 0a + 0a^2)d1^65d2^270 + (3 + 1a + 4a^2)d1^66d2^270 + (1 + 4a + 0a^2)d1^67d2^270 + (4 + 2a + 4a^2)d1^68d2^270 + (1 + 3a + 1a^2)d1^69d2^270 + (0 + 3a + 1a^2)d1^70d2^270 + (3 + 3a + 4a^2)d1^71d2^270 + (4 + 2a + 3a^2)d1^72d2^270 + (1 + 4a + 0a^2)d1^73d2^270 + (3 + 1a + 4a^2)d1^74d2^270 + (0 + 0a + 3a^2)d1^75d2^270 + (4 + 0a + 1a^2)d1^76d2^270 + (2 + 4a + 4a^2)d1^77d2^270 + (1 + 1a + 3a^2)d1^78d2^270 + (1 + 1a + 1a^2)d1^79d2^270 + (1 + 1a + 4a^2)d1^80d2^270 + (2 + 4a + 4a^2)d1^81d2^270 + (3 + 1a + 0a^2)d1^82d2^270 + (4 + 4a + 2a^2)d1^83d2^270 + (3 + 0a + 2a^2)d1^84d2^270 + (4 + 0a + 4a^2)d1^85d2^270 + (0 + 0a + 1a^2)d1^86d2^270 + (1 + 2a + 3a^2)d1^87d2^270 + (2 + 1a + 2a^2)d1^88d2^270 + (3 + 1a + 1a^2)d1^89d2^270 + (1 + 1a + 2a^2)d1^90d2^270 + (1 + 4a + 2a^2)d1^91d2^270 + (0 + 3a + 3a^2)d1^92d2^270 + (0 + 4a + 1a^2)d1^93d2^270 + (0 + 1a + 2a^2)d1^94d2^270 + (1 + 2a + 2a^2)d1^95d2^270 + (0 + 3a + 3a^2)d1^96d2^270 + (2 + 2a + 3a^2)d1^97d2^270 + (0 + 2a + 3a^2)d1^98d2^270 + (2 + 1a + 0a^2)d1^99d2^270 + (0 + 4a + 2a^2)d1^100d2^270 + (0 + 4a + 0a^2)d1^101d2^270 + (2 + 3a + 1a^2)d1^102d2^270 + (4 + 2a + 1a^2)d1^103d2^270 + (0 + 3a + 0a^2)d1^104d2^270 + (0 + 0a + 4a^2)d1^105d2^270 + (2 + 3a + 0a^2)d1^106d2^270 + (0 + 3a + 3a^2)d1^107d2^270 + (0 + 3a + 1a^2)d1^108d2^270 + (3 + 4a + 0a^2)d1^109d2^270 + (1 + 2a + 0a^2)d1^110d2^270 + (2 + 0a + 0a^2)d1^111d2^270 + (0 + 1a + 1a^2)d1^112d2^270 + (4 + 1a + 3a^2)d1^113d2^270 + (4 + 2a + 3a^2)d1^114d2^270 + (0 + 3a + 3a^2)d1^115d2^270 + (3 + 4a + 1a^2)d1^116d2^270 + (0 + 1a + 0a^2)d1^117d2^270 + (2 + 3a + 4a^2)d1^118d2^270 + (2 + 2a + 0a^2)d1^119d2^270 + (2 + 3a + 1a^2)d1^120d2^270 + (1 + 4a + 3a^2)d1^121d2^270 + (4 + 2a + 4a^2)d1^122d2^270 + (0 + 4a + 2a^2)d1^123d2^270 + (4 + 0a + 0a^2)d1^124d2^270 + (0 + 4a + 0a^2)d1^125d2^270 + (1 + 4a + 1a^2)d1^126d2^270 + (3 + 1a + 0a^2)d1^127d2^270 + (3 + 1a + 1a^2)d1^128d2^270 + (2 + 3a + 4a^2)d1^129d2^270 + (4 + 2a + 0a^2)d1^130d2^270 + (3 + 3a + 2a^2)d1^131d2^270 + (0 + 2a + 1a^2)d1^132d2^270 + (3 + 1a + 1a^2)d1^133d2^270 + (1 + 1a + 2a^2)d1^134d2^270 + (2 + 2a + 1a^2)d1^136d2^270 + (0 + 3a + 2a^2)d1^137d2^270 + (4 + 0a + 0a^2)d1^138d2^270 + (4 + 1a + 1a^2)d1^139d2^270 + (0 + 2a + 0a^2)d1^140d2^270 + (1 + 1a + 0a^2)d1^141d2^270 + (0 + 2a + 4a^2)d1^142d2^270 + (3 + 2a + 3a^2)d1^143d2^270 + (3 + 2a + 2a^2)d1^144d2^270 + (4 + 3a + 1a^2)d1^145d2^270 + (3 + 3a + 4a^2)d1^146d2^270 + (4 + 1a + 4a^2)d1^147d2^270 + (1 + 2a + 1a^2)d1^148d2^270 + (2 + 4a + 0a^2)d1^149d2^270 + (2 + 4a + 4a^2)d1^150d2^270 + (3 + 2a + 3a^2)d1^151d2^270 + (1 + 4a + 0a^2)d1^152d2^270 + (1 + 3a + 1a^2)d1^153d2^270 + (0 + 3a + 3a^2)d1^154d2^270 + (0 + 0a + 1a^2)d1^155d2^270 + (4 + 4a + 3a^2)d1^156d2^270 + (4 + 2a + 4a^2)d1^157d2^270 + (3 + 2a + 2a^2)d1^158d2^270 + (4 + 1a + 2a^2)d1^159d2^270 + (3 + 4a + 1a^2)d1^160d2^270 + (4 + 3a + 3a^2)d1^161d2^270 + (0 + 4a + 1a^2)d1^162d2^270 + (0 + 1a + 1a^2)d1^163d2^270 + (2 + 3a + 4a^2)d1^164d2^270 + (2 + 1a + 3a^2)d1^165d2^270 + (0 + 1a + 4a^2)d1^166d2^270 + (1 + 0a + 1a^2)d1^167d2^270 + (1 + 1a + 3a^2)d1^168d2^270 + (3 + 3a + 2a^2)d1^169d2^270 + (0 + 3a + 3a^2)d1^170d2^270 + (4 + 4a + 4a^2)d1^171d2^270 + (2 + 0a + 3a^2)d1^172d2^270 + (3 + 4a + 0a^2)d1^173d2^270 + (0 + 4a + 3a^2)d1^174d2^270 + (3 + 3a + 1a^2)d1^175d2^270 + (3 + 2a + 4a^2)d1^176d2^270 + (2 + 0a + 2a^2)d1^177d2^270 + (1 + 4a + 1a^2)d1^178d2^270 + (0 + 1a + 1a^2)d1^179d2^270 + (2 + 0a + 3a^2)d1^180d2^270 + (2 + 1a + 2a^2)d1^181d2^270 + (0 + 4a + 1a^2)d1^182d2^270 + (4 + 0a + 1a^2)d1^183d2^270 + (3 + 3a + 1a^2)d1^184d2^270 + (1 + 1a + 3a^2)d1^185d2^270 + (0 + 2a + 2a^2)d1^186d2^270 + (2 + 0a + 4a^2)d1^187d2^270 + (3 + 3a + 3a^2)d1^188d2^270 + (3 + 2a + 1a^2)d1^189d2^270 + (1 + 0a + 1a^2)d1^190d2^270 + (1 + 1a + 4a^2)d1^191d2^270 + (4 + 2a + 1a^2)d1^192d2^270 + (2 + 4a + 2a^2)d1^193d2^270 + (0 + 3a + 4a^2)d1^194d2^270 + (1 + 2a + 1a^2)d1^195d2^270 + (4 + 1a + 3a^2)d1^196d2^270 + (4 + 1a + 3a^2)d1^197d2^270 + (0 + 2a + 3a^2)d1^198d2^270 + (4 + 1a + 0a^2)d1^199d2^270 + (0 + 3a + 1a^2)d1^200d2^270 + (3 + 0a + 0a^2)d1^202d2^270 + (2 + 2a + 0a^2)d1^203d2^270 + (3 + 3a + 0a^2)d1^204d2^270 + (3 + 4a + 2a^2)d1^205d2^270 + (2 + 4a + 1a^2)d1^206d2^270 + (4 + 4a + 3a^2)d1^207d2^270 + (4 + 1a + 3a^2)d1^208d2^270 + (0 + 2a + 0a^2)d1^209d2^270 + (2 + 4a + 4a^2)d1^210d2^270 + (2 + 3a + 4a^2)d1^211d2^270 + (4 + 2a + 4a^2)d1^212d2^270 + (1 + 0a + 4a^2)d1^213d2^270 + (4 + 4a + 0a^2)d1^214d2^270 + (3 + 4a + 1a^2)d1^215d2^270 + (0 + 4a + 4a^2)d1^216d2^270 + (2 + 3a + 2a^2)d1^217d2^270 + (2 + 0a + 0a^2)d1^218d2^270 + (2 + 0a + 0a^2)d1^219d2^270 + (3 + 1a + 4a^2)d1^220d2^270 + (2 + 2a + 1a^2)d1^221d2^270 + (2 + 3a + 1a^2)d1^222d2^270 + (1 + 3a + 0a^2)d1^223d2^270 + (4 + 1a + 2a^2)d1^224d2^270 + (3 + 2a + 2a^2)d1^225d2^270 + (1 + 1a + 3a^2)d1^226d2^270 + (1 + 1a + 4a^2)d1^227d2^270 + (2 + 2a + 1a^2)d1^228d2^270 + (2 + 0a + 0a^2)d1^229d2^270 + (1 + 2a + 3a^2)d1^230d2^270 + (0 + 3a + 3a^2)d1^231d2^270 + (3 + 3a + 0a^2)d1^232d2^270 + (4 + 3a + 2a^2)d1^233d2^270 + (1 + 1a + 4a^2)d1^234d2^270 + (0 + 0a + 4a^2)d1^235d2^270 + (2 + 2a + 0a^2)d1^236d2^270 + (3 + 4a + 0a^2)d1^237d2^270 + (0 + 1a + 1a^2)d1^238d2^270 + (4 + 2a + 2a^2)d1^239d2^270 + (4 + 1a + 2a^2)d1^240d2^270 + (0 + 2a + 1a^2)d1^241d2^270 + (3 + 4a + 4a^2)d1^242d2^270 + (2 + 0a + 0a^2)d1^243d2^270 + (1 + 3a + 0a^2)d1^244d2^270 + (1 + 3a + 1a^2)d1^245d2^270 + (2 + 1a + 1a^2)d1^246d2^270 + (2 + 3a + 0a^2)d1^247d2^270 + (3 + 3a + 0a^2)d1^248d2^270 + (2 + 2a + 1a^2)d1^249d2^270 + (0 + 2a + 1a^2)d1^250d2^270 + (1 + 3a + 0a^2)d1^251d2^270 + (1 + 3a + 0a^2)d1^252d2^270 + (3 + 0a + 2a^2)d1^253d2^270 + (1 + 3a + 4a^2)d1^254d2^270 + (4 + 0a + 3a^2)d1^255d2^270 + (1 + 3a + 4a^2)d1^256d2^270 + (2 + 1a + 0a^2)d1^257d2^270 + (1 + 1a + 4a^2)d1^258d2^270 + (0 + 2a + 2a^2)d1^259d2^270 + (3 + 1a + 2a^2)d1^260d2^270 + (2 + 3a + 4a^2)d1^261d2^270 + (2 + 3a + 3a^2)d1^262d2^270 + (3 + 2a + 0a^2)d1^263d2^270 + (3 + 4a + 3a^2)d1^264d2^270 + (4 + 3a + 0a^2)d1^265d2^270 + (4 + 3a + 2a^2)d1^266d2^270 + (1 + 3a + 4a^2)d1^267d2^270 + (0 + 1a + 0a^2)d1^268d2^270 + (3 + 3a + 1a^2)d1^269d2^270 + (2 + 0a + 4a^2)d1^270d2^270 + (1 + 2a + 0a^2)d1^271d2^270 + (4 + 0a + 0a^2)d1^272d2^270 + (1 + 3a + 1a^2)d1^273d2^270 + (1 + 2a + 0a^2)d1^274d2^270 + (1 + 2a + 0a^2)d1^275d2^270 + (0 + 3a + 0a^2)d1^276d2^270 + (0 + 0a + 1a^2)d1^277d2^270 + (3 + 3a + 3a^2)d1^278d2^270 + (0 + 0a + 2a^2)d1^279d2^270 + (4 + 2a + 1a^2)d1^280d2^270 + (1 + 2a + 2a^2)d1^281d2^270 + (1 + 2a + 2a^2)d1^282d2^270 + (1 + 0a + 1a^2)d1^283d2^270 + (1 + 2a + 1a^2)d1^284d2^270 + (2 + 0a + 4a^2)d1^285d2^270 + (0 + 4a + 3a^2)d1^286d2^270 + (0 + 3a + 2a^2)d1^287d2^270 + (4 + 4a + 2a^2)d1^288d2^270 + (0 + 3a + 4a^2)d1^289d2^270 + (3 + 4a + 2a^2)d1^290d2^270 + (3 + 4a + 3a^2)d1^291d2^270 + (1 + 4a + 1a^2)d1^292d2^270 + (2 + 3a + 4a^2)d1^293d2^270 + (1 + 1a + 1a^2)d2^271 + (0 + 1a + 3a^2)d1^1d2^271 + (1 + 3a + 1a^2)d1^2d2^271 + (0 + 1a + 2a^2)d1^3d2^271 + (0 + 4a + 0a^2)d1^4d2^271 + (4 + 4a + 2a^2)d1^5d2^271 + (2 + 3a + 3a^2)d1^6d2^271 + (0 + 2a + 2a^2)d1^7d2^271 + (3 + 0a + 2a^2)d1^8d2^271 + (4 + 1a + 2a^2)d1^9d2^271 + (2 + 1a + 2a^2)d1^10d2^271 + (4 + 2a + 4a^2)d1^11d2^271 + (3 + 2a + 3a^2)d1^12d2^271 + (3 + 0a + 0a^2)d1^13d2^271 + (1 + 3a + 1a^2)d1^14d2^271 + (0 + 3a + 2a^2)d1^15d2^271 + (0 + 4a + 1a^2)d1^16d2^271 + (4 + 4a + 3a^2)d1^17d2^271 + (0 + 1a + 4a^2)d1^18d2^271 + (2 + 1a + 1a^2)d1^19d2^271 + (1 + 3a + 1a^2)d1^20d2^271 + (0 + 2a + 3a^2)d1^21d2^271 + (3 + 4a + 2a^2)d1^22d2^271 + (2 + 3a + 3a^2)d1^23d2^271 + (2 + 2a + 2a^2)d1^24d2^271 + (1 + 3a + 1a^2)d1^25d2^271 + (4 + 3a + 2a^2)d1^26d2^271 + (1 + 3a + 4a^2)d1^27d2^271 + (0 + 2a + 3a^2)d1^28d2^271 + (1 + 4a + 1a^2)d1^29d2^271 + (3 + 2a + 3a^2)d1^30d2^271 + (3 + 4a + 1a^2)d1^31d2^271 + (0 + 4a + 0a^2)d1^32d2^271 + (2 + 1a + 0a^2)d1^33d2^271 + (1 + 1a + 0a^2)d1^34d2^271 + (1 + 3a + 3a^2)d1^35d2^271 + (1 + 3a + 0a^2)d1^36d2^271 + (4 + 1a + 1a^2)d1^37d2^271 + (3 + 1a + 3a^2)d1^38d2^271 + (4 + 1a + 2a^2)d1^39d2^271 + (1 + 3a + 2a^2)d1^41d2^271 + (0 + 3a + 0a^2)d1^42d2^271 + (2 + 1a + 4a^2)d1^43d2^271 + (1 + 2a + 4a^2)d1^44d2^271 + (4 + 0a + 4a^2)d1^45d2^271 + (3 + 2a + 0a^2)d1^46d2^271 + (0 + 1a + 4a^2)d1^47d2^271 + (1 + 0a + 2a^2)d1^48d2^271 + (0 + 4a + 1a^2)d1^49d2^271 + (0 + 4a + 1a^2)d1^50d2^271 + (1 + 3a + 4a^2)d1^51d2^271 + (1 + 3a + 0a^2)d1^52d2^271 + (3 + 0a + 0a^2)d1^53d2^271 + (3 + 2a + 4a^2)d1^54d2^271 + (3 + 3a + 2a^2)d1^55d2^271 + (1 + 3a + 4a^2)d1^56d2^271 + (2 + 4a + 1a^2)d1^57d2^271 + (0 + 4a + 2a^2)d1^58d2^271 + (4 + 0a + 0a^2)d1^59d2^271 + (4 + 1a + 0a^2)d1^60d2^271 + (1 + 2a + 1a^2)d1^61d2^271 + (1 + 2a + 0a^2)d1^62d2^271 + (0 + 2a + 1a^2)d1^63d2^271 + (0 + 2a + 0a^2)d1^64d2^271 + (4 + 1a + 1a^2)d1^65d2^271 + (3 + 4a + 3a^2)d1^66d2^271 + (1 + 4a + 0a^2)d1^67d2^271 + (1 + 4a + 0a^2)d1^68d2^271 + (2 + 1a + 4a^2)d1^69d2^271 + (2 + 3a + 3a^2)d1^70d2^271 + (0 + 0a + 3a^2)d1^71d2^271 + (3 + 4a + 2a^2)d1^72d2^271 + (1 + 3a + 1a^2)d1^73d2^271 + (4 + 3a + 1a^2)d1^74d2^271 + (4 + 2a + 1a^2)d1^75d2^271 + (0 + 3a + 1a^2)d1^76d2^271 + (1 + 2a + 1a^2)d1^77d2^271 + (2 + 3a + 4a^2)d1^78d2^271 + (1 + 3a + 1a^2)d1^79d2^271 + (3 + 1a + 0a^2)d1^80d2^271 + (3 + 1a + 3a^2)d1^81d2^271 + (1 + 4a + 3a^2)d1^82d2^271 + (1 + 4a + 2a^2)d1^83d2^271 + (2 + 2a + 3a^2)d1^84d2^271 + (1 + 2a + 2a^2)d1^85d2^271 + (1 + 4a + 3a^2)d1^86d2^271 + (3 + 3a + 4a^2)d1^87d2^271 + (1 + 0a + 0a^2)d1^88d2^271 + (3 + 1a + 4a^2)d1^89d2^271 + (3 + 3a + 1a^2)d1^90d2^271 + (1 + 0a + 3a^2)d1^91d2^271 + (3 + 3a + 4a^2)d1^92d2^271 + (0 + 3a + 0a^2)d1^93d2^271 + (1 + 4a + 4a^2)d1^94d2^271 + (4 + 0a + 4a^2)d1^95d2^271 + (3 + 0a + 4a^2)d1^96d2^271 + (2 + 3a + 4a^2)d1^97d2^271 + (3 + 4a + 1a^2)d1^98d2^271 + (4 + 1a + 2a^2)d1^99d2^271 + (1 + 3a + 2a^2)d1^100d2^271 + (4 + 4a + 4a^2)d1^102d2^271 + (2 + 0a + 4a^2)d1^103d2^271 + (1 + 0a + 3a^2)d1^104d2^271 + (0 + 3a + 0a^2)d1^105d2^271 + (4 + 0a + 1a^2)d1^106d2^271 + (4 + 2a + 1a^2)d1^107d2^271 + (0 + 0a + 4a^2)d1^108d2^271 + (0 + 4a + 4a^2)d1^109d2^271 + (1 + 4a + 3a^2)d1^110d2^271 + (2 + 3a + 2a^2)d1^111d2^271 + (2 + 2a + 3a^2)d1^112d2^271 + (1 + 0a + 4a^2)d1^113d2^271 + (1 + 0a + 0a^2)d1^114d2^271 + (1 + 2a + 4a^2)d1^115d2^271 + (1 + 4a + 1a^2)d1^116d2^271 + (0 + 3a + 0a^2)d1^117d2^271 + (0 + 1a + 3a^2)d1^118d2^271 + (3 + 2a + 3a^2)d1^119d2^271 + (0 + 2a + 3a^2)d1^120d2^271 + (2 + 3a + 1a^2)d1^121d2^271 + (2 + 1a + 0a^2)d1^122d2^271 + (0 + 2a + 0a^2)d1^123d2^271 + (0 + 3a + 1a^2)d1^124d2^271 + (2 + 2a + 1a^2)d1^125d2^271 + (2 + 2a + 2a^2)d1^126d2^271 + (0 + 2a + 3a^2)d1^127d2^271 + (4 + 4a + 2a^2)d1^128d2^271 + (1 + 2a + 1a^2)d1^129d2^271 + (2 + 0a + 1a^2)d1^130d2^271 + (0 + 3a + 1a^2)d1^131d2^271 + (0 + 3a + 0a^2)d1^132d2^271 + (0 + 4a + 2a^2)d1^133d2^271 + (4 + 2a + 3a^2)d1^134d2^271 + (4 + 2a + 3a^2)d1^135d2^271 + (0 + 3a + 1a^2)d1^136d2^271 + (2 + 0a + 0a^2)d1^137d2^271 + (0 + 1a + 3a^2)d1^138d2^271 + (1 + 4a + 4a^2)d1^139d2^271 + (2 + 2a + 3a^2)d1^140d2^271 + (2 + 2a + 4a^2)d1^141d2^271 + (0 + 3a + 4a^2)d1^142d2^271 + (3 + 1a + 1a^2)d1^143d2^271 + (2 + 3a + 4a^2)d1^144d2^271 + (0 + 2a + 3a^2)d1^145d2^271 + (1 + 4a + 3a^2)d1^146d2^271 + (1 + 4a + 2a^2)d1^147d2^271 + (2 + 1a + 0a^2)d1^148d2^271 + (2 + 3a + 1a^2)d1^149d2^271 + (0 + 0a + 3a^2)d1^150d2^271 + (0 + 1a + 1a^2)d1^151d2^271 + (3 + 1a + 0a^2)d1^152d2^271 + (0 + 2a + 4a^2)d1^153d2^271 + (1 + 2a + 3a^2)d1^154d2^271 + (3 + 1a + 0a^2)d1^155d2^271 + (1 + 3a + 2a^2)d1^156d2^271 + (1 + 0a + 4a^2)d1^157d2^271 + (1 + 0a + 1a^2)d1^158d2^271 + (0 + 1a + 0a^2)d1^159d2^271 + (4 + 2a + 2a^2)d1^160d2^271 + (3 + 4a + 1a^2)d1^161d2^271 + (0 + 2a + 3a^2)d1^162d2^271 + (0 + 0a + 4a^2)d1^163d2^271 + (3 + 1a + 0a^2)d1^164d2^271 + (2 + 3a + 1a^2)d1^165d2^271 + (3 + 2a + 1a^2)d1^166d2^271 + (4 + 4a + 3a^2)d1^167d2^271 + (3 + 0a + 4a^2)d1^168d2^271 + (2 + 1a + 3a^2)d1^169d2^271 + (3 + 3a + 1a^2)d1^170d2^271 + (2 + 2a + 4a^2)d1^171d2^271 + (2 + 2a + 3a^2)d1^172d2^271 + (0 + 1a + 1a^2)d1^173d2^271 + (0 + 0a + 4a^2)d1^174d2^271 + (3 + 2a + 2a^2)d1^175d2^271 + (4 + 2a + 2a^2)d1^176d2^271 + (0 + 1a + 0a^2)d1^177d2^271 + (3 + 3a + 3a^2)d1^178d2^271 + (3 + 1a + 3a^2)d1^179d2^271 + (3 + 0a + 1a^2)d1^180d2^271 + (3 + 1a + 1a^2)d1^181d2^271 + (3 + 3a + 1a^2)d1^182d2^271 + (4 + 4a + 1a^2)d1^183d2^271 + (1 + 1a + 3a^2)d1^184d2^271 + (2 + 3a + 2a^2)d1^185d2^271 + (0 + 0a + 2a^2)d1^186d2^271 + (4 + 0a + 0a^2)d1^187d2^271 + (4 + 2a + 0a^2)d1^188d2^271 + (4 + 2a + 0a^2)d1^189d2^271 + (2 + 4a + 1a^2)d1^190d2^271 + (2 + 4a + 1a^2)d1^191d2^271 + (2 + 3a + 0a^2)d1^192d2^271 + (1 + 1a + 3a^2)d1^193d2^271 + (3 + 0a + 2a^2)d1^194d2^271 + (1 + 4a + 0a^2)d1^195d2^271 + (1 + 2a + 0a^2)d1^196d2^271 + (4 + 0a + 2a^2)d1^197d2^271 + (3 + 3a + 4a^2)d1^198d2^271 + (0 + 4a + 4a^2)d1^199d2^271 + (0 + 2a + 4a^2)d1^200d2^271 + (3 + 4a + 2a^2)d1^201d2^271 + (3 + 0a + 0a^2)d1^202d2^271 + (0 + 2a + 1a^2)d1^203d2^271 + (2 + 0a + 1a^2)d1^204d2^271 + (4 + 4a + 0a^2)d1^205d2^271 + (3 + 0a + 1a^2)d1^206d2^271 + (1 + 4a + 2a^2)d1^207d2^271 + (4 + 0a + 4a^2)d1^208d2^271 + (2 + 3a + 2a^2)d1^209d2^271 + (4 + 1a + 2a^2)d1^210d2^271 + (0 + 4a + 4a^2)d1^211d2^271 + (0 + 1a + 0a^2)d1^212d2^271 + (1 + 3a + 0a^2)d1^213d2^271 + (2 + 2a + 3a^2)d1^214d2^271 + (4 + 3a + 4a^2)d1^215d2^271 + (1 + 3a + 0a^2)d1^216d2^271 + (3 + 2a + 4a^2)d1^217d2^271 + (3 + 3a + 2a^2)d1^218d2^271 + (2 + 1a + 3a^2)d1^219d2^271 + (4 + 2a + 1a^2)d1^220d2^271 + (2 + 1a + 1a^2)d1^221d2^271 + (4 + 0a + 3a^2)d1^222d2^271 + (0 + 4a + 0a^2)d1^223d2^271 + (2 + 1a + 0a^2)d1^224d2^271 + (1 + 2a + 4a^2)d1^225d2^271 + (1 + 4a + 3a^2)d1^226d2^271 + (1 + 4a + 0a^2)d1^227d2^271 + (2 + 2a + 1a^2)d1^228d2^271 + (4 + 0a + 2a^2)d1^229d2^271 + (0 + 1a + 3a^2)d1^230d2^271 + (1 + 3a + 1a^2)d1^231d2^271 + (4 + 1a + 0a^2)d1^232d2^271 + (2 + 1a + 1a^2)d1^234d2^271 + (0 + 0a + 1a^2)d1^235d2^271 + (1 + 3a + 3a^2)d1^236d2^271 + (2 + 3a + 4a^2)d1^237d2^271 + (3 + 4a + 1a^2)d1^238d2^271 + (3 + 3a + 1a^2)d1^239d2^271 + (2 + 3a + 4a^2)d1^240d2^271 + (4 + 1a + 1a^2)d1^241d2^271 + (0 + 3a + 0a^2)d1^242d2^271 + (2 + 1a + 0a^2)d1^243d2^271 + (0 + 0a + 1a^2)d1^244d2^271 + (3 + 4a + 1a^2)d1^245d2^271 + (1 + 1a + 1a^2)d1^246d2^271 + (3 + 2a + 4a^2)d1^247d2^271 + (0 + 0a + 3a^2)d1^248d2^271 + (2 + 1a + 3a^2)d1^249d2^271 + (0 + 2a + 1a^2)d1^250d2^271 + (4 + 2a + 0a^2)d1^251d2^271 + (1 + 4a + 2a^2)d1^252d2^271 + (1 + 4a + 3a^2)d1^253d2^271 + (4 + 0a + 4a^2)d1^254d2^271 + (4 + 1a + 1a^2)d1^255d2^271 + (2 + 0a + 1a^2)d1^256d2^271 + (3 + 1a + 2a^2)d1^257d2^271 + (3 + 1a + 0a^2)d1^258d2^271 + (2 + 4a + 4a^2)d1^259d2^271 + (3 + 4a + 4a^2)d1^260d2^271 + (2 + 1a + 0a^2)d1^261d2^271 + (1 + 0a + 1a^2)d1^262d2^271 + (3 + 4a + 3a^2)d1^263d2^271 + (1 + 2a + 2a^2)d1^264d2^271 + (4 + 0a + 0a^2)d1^265d2^271 + (2 + 0a + 0a^2)d1^266d2^271 + (0 + 0a + 2a^2)d1^267d2^271 + (2 + 0a + 0a^2)d1^268d2^271 + (0 + 2a + 1a^2)d1^269d2^271 + (1 + 4a + 1a^2)d1^270d2^271 + (0 + 2a + 2a^2)d1^271d2^271 + (3 + 2a + 4a^2)d1^272d2^271 + (3 + 0a + 3a^2)d1^273d2^271 + (2 + 1a + 0a^2)d1^274d2^271 + (0 + 2a + 2a^2)d1^275d2^271 + (1 + 1a + 0a^2)d1^276d2^271 + (1 + 2a + 2a^2)d1^277d2^271 + (4 + 3a + 0a^2)d1^278d2^271 + (2 + 2a + 1a^2)d1^279d2^271 + (4 + 2a + 3a^2)d1^280d2^271 + (3 + 3a + 1a^2)d1^281d2^271 + (0 + 1a + 2a^2)d1^282d2^271 + (0 + 2a + 3a^2)d1^283d2^271 + (2 + 1a + 3a^2)d1^284d2^271 + (3 + 2a + 4a^2)d1^285d2^271 + (3 + 2a + 1a^2)d1^286d2^271 + (4 + 4a + 2a^2)d1^287d2^271 + (0 + 0a + 1a^2)d1^288d2^271 + (1 + 0a + 1a^2)d1^289d2^271 + (3 + 2a + 3a^2)d1^290d2^271 + (2 + 4a + 1a^2)d1^291d2^271 + (3 + 4a + 0a^2)d1^292d2^271 + (1 + 4a + 0a^2)d1^293d2^271 + (2 + 4a + 3a^2)d2^272 + (4 + 3a + 4a^2)d1^1d2^272 + (2 + 1a + 2a^2)d1^2d2^272 + (4 + 4a + 4a^2)d1^3d2^272 + (0 + 0a + 2a^2)d1^4d2^272 + (2 + 0a + 0a^2)d1^5d2^272 + (3 + 0a + 4a^2)d1^6d2^272 + (1 + 3a + 4a^2)d1^7d2^272 + (2 + 3a + 3a^2)d1^8d2^272 + (4 + 2a + 1a^2)d1^10d2^272 + (4 + 4a + 3a^2)d1^11d2^272 + (3 + 0a + 4a^2)d1^12d2^272 + (2 + 4a + 0a^2)d1^13d2^272 + (4 + 2a + 3a^2)d1^14d2^272 + (0 + 4a + 0a^2)d1^16d2^272 + (0 + 3a + 1a^2)d1^17d2^272 + (2 + 0a + 4a^2)d1^18d2^272 + (4 + 4a + 1a^2)d1^19d2^272 + (0 + 3a + 2a^2)d1^20d2^272 + (4 + 0a + 4a^2)d1^21d2^272 + (4 + 3a + 1a^2)d1^22d2^272 + (2 + 4a + 2a^2)d1^23d2^272 + (0 + 1a + 3a^2)d1^24d2^272 + (2 + 2a + 4a^2)d1^25d2^272 + (2 + 0a + 0a^2)d1^26d2^272 + (2 + 0a + 1a^2)d1^27d2^272 + (3 + 3a + 4a^2)d1^28d2^272 + (0 + 0a + 3a^2)d1^29d2^272 + (0 + 4a + 1a^2)d1^30d2^272 + (1 + 4a + 3a^2)d1^31d2^272 + (0 + 4a + 2a^2)d1^32d2^272 + (0 + 1a + 1a^2)d1^33d2^272 + (1 + 1a + 3a^2)d1^34d2^272 + (1 + 3a + 1a^2)d1^35d2^272 + (0 + 1a + 4a^2)d1^36d2^272 + (3 + 2a + 4a^2)d1^37d2^272 + (2 + 3a + 3a^2)d1^38d2^272 + (4 + 4a + 4a^2)d1^39d2^272 + (2 + 4a + 1a^2)d1^40d2^272 + (2 + 1a + 1a^2)d1^41d2^272 + (0 + 3a + 1a^2)d1^42d2^272 + (1 + 1a + 2a^2)d1^43d2^272 + (3 + 0a + 3a^2)d1^44d2^272 + (1 + 2a + 3a^2)d1^45d2^272 + (4 + 0a + 0a^2)d1^46d2^272 + (2 + 0a + 4a^2)d1^47d2^272 + (4 + 3a + 3a^2)d1^48d2^272 + (1 + 2a + 2a^2)d1^49d2^272 + (2 + 1a + 1a^2)d1^50d2^272 + (3 + 0a + 2a^2)d1^51d2^272 + (4 + 1a + 2a^2)d1^52d2^272 + (2 + 1a + 0a^2)d1^53d2^272 + (0 + 0a + 1a^2)d1^54d2^272 + (4 + 2a + 3a^2)d1^55d2^272 + (0 + 2a + 4a^2)d1^56d2^272 + (3 + 3a + 3a^2)d1^57d2^272 + (4 + 3a + 3a^2)d1^58d2^272 + (4 + 0a + 0a^2)d1^59d2^272 + (1 + 2a + 3a^2)d1^60d2^272 + (1 + 2a + 0a^2)d1^61d2^272 + (3 + 4a + 1a^2)d1^62d2^272 + (4 + 4a + 3a^2)d1^63d2^272 + (2 + 2a + 1a^2)d1^64d2^272 + (4 + 0a + 2a^2)d1^65d2^272 + (1 + 2a + 1a^2)d1^66d2^272 + (2 + 2a + 1a^2)d1^67d2^272 + (0 + 3a + 0a^2)d1^68d2^272 + (1 + 4a + 2a^2)d1^69d2^272 + (3 + 2a + 2a^2)d1^70d2^272 + (3 + 1a + 1a^2)d1^71d2^272 + (2 + 1a + 4a^2)d1^72d2^272 + (3 + 4a + 0a^2)d1^73d2^272 + (1 + 4a + 0a^2)d1^74d2^272 + (1 + 1a + 2a^2)d1^75d2^272 + (2 + 1a + 3a^2)d1^76d2^272 + (2 + 3a + 1a^2)d1^77d2^272 + (3 + 2a + 2a^2)d1^78d2^272 + (0 + 0a + 3a^2)d1^79d2^272 + (1 + 3a + 2a^2)d1^80d2^272 + (1 + 2a + 0a^2)d1^81d2^272 + (2 + 2a + 2a^2)d1^82d2^272 + (2 + 3a + 3a^2)d1^83d2^272 + (2 + 3a + 4a^2)d1^84d2^272 + (4 + 3a + 3a^2)d1^85d2^272 + (4 + 1a + 0a^2)d1^86d2^272 + (2 + 0a + 3a^2)d1^87d2^272 + (2 + 4a + 4a^2)d1^88d2^272 + (2 + 1a + 3a^2)d1^89d2^272 + (1 + 1a + 0a^2)d1^90d2^272 + (0 + 2a + 3a^2)d1^91d2^272 + (1 + 4a + 3a^2)d1^92d2^272 + (4 + 2a + 4a^2)d1^93d2^272 + (1 + 1a + 2a^2)d1^94d2^272 + (2 + 2a + 1a^2)d1^95d2^272 + (0 + 1a + 0a^2)d1^96d2^272 + (4 + 4a + 1a^2)d1^97d2^272 + (1 + 2a + 2a^2)d1^98d2^272 + (0 + 1a + 2a^2)d1^99d2^272 + (3 + 1a + 1a^2)d1^100d2^272 + (4 + 0a + 2a^2)d1^101d2^272 + (1 + 4a + 1a^2)d1^102d2^272 + (0 + 0a + 1a^2)d1^103d2^272 + (4 + 3a + 1a^2)d1^104d2^272 + (0 + 2a + 3a^2)d1^105d2^272 + (2 + 2a + 1a^2)d1^106d2^272 + (2 + 4a + 2a^2)d1^107d2^272 + (1 + 2a + 0a^2)d1^108d2^272 + (1 + 3a + 3a^2)d1^109d2^272 + (4 + 4a + 4a^2)d1^110d2^272 + (1 + 1a + 4a^2)d1^111d2^272 + (1 + 4a + 3a^2)d1^112d2^272 + (2 + 3a + 2a^2)d1^113d2^272 + (1 + 2a + 3a^2)d1^114d2^272 + (3 + 3a + 4a^2)d1^115d2^272 + (4 + 2a + 4a^2)d1^116d2^272 + (0 + 1a + 0a^2)d1^117d2^272 + (0 + 4a + 4a^2)d1^118d2^272 + (4 + 4a + 4a^2)d1^119d2^272 + (0 + 2a + 1a^2)d1^120d2^272 + (0 + 1a + 4a^2)d1^121d2^272 + (0 + 2a + 4a^2)d1^122d2^272 + (2 + 0a + 0a^2)d1^123d2^272 + (1 + 0a + 4a^2)d1^124d2^272 + (4 + 4a + 4a^2)d1^125d2^272 + (3 + 2a + 1a^2)d1^126d2^272 + (3 + 4a + 3a^2)d1^127d2^272 + (2 + 4a + 3a^2)d1^128d2^272 + (3 + 1a + 1a^2)d1^129d2^272 + (2 + 4a + 0a^2)d1^130d2^272 + (0 + 4a + 1a^2)d1^131d2^272 + (4 + 4a + 3a^2)d1^132d2^272 + (2 + 3a + 2a^2)d1^133d2^272 + (3 + 1a + 0a^2)d1^134d2^272 + (2 + 2a + 1a^2)d1^135d2^272 + (0 + 2a + 4a^2)d1^136d2^272 + (3 + 4a + 2a^2)d1^137d2^272 + (2 + 2a + 2a^2)d1^138d2^272 + (0 + 1a + 4a^2)d1^139d2^272 + (0 + 1a + 0a^2)d1^140d2^272 + (2 + 4a + 2a^2)d1^141d2^272 + (4 + 3a + 0a^2)d1^142d2^272 + (4 + 3a + 0a^2)d1^143d2^272 + (1 + 2a + 0a^2)d1^144d2^272 + (0 + 2a + 3a^2)d1^145d2^272 + (0 + 0a + 2a^2)d1^146d2^272 + (0 + 3a + 0a^2)d1^147d2^272 + (3 + 0a + 3a^2)d1^148d2^272 + (2 + 1a + 3a^2)d1^149d2^272 + (0 + 3a + 4a^2)d1^150d2^272 + (1 + 4a + 3a^2)d1^151d2^272 + (2 + 4a + 1a^2)d1^152d2^272 + (4 + 4a + 0a^2)d1^153d2^272 + (0 + 1a + 1a^2)d1^154d2^272 + (3 + 4a + 4a^2)d1^155d2^272 + (3 + 3a + 1a^2)d1^156d2^272 + (3 + 3a + 1a^2)d1^157d2^272 + (2 + 1a + 1a^2)d1^158d2^272 + (1 + 1a + 4a^2)d1^159d2^272 + (2 + 4a + 3a^2)d1^160d2^272 + (1 + 1a + 2a^2)d1^161d2^272 + (3 + 4a + 2a^2)d1^162d2^272 + (1 + 0a + 1a^2)d1^163d2^272 + (0 + 2a + 1a^2)d1^164d2^272 + (1 + 1a + 3a^2)d1^165d2^272 + (2 + 3a + 4a^2)d1^166d2^272 + (3 + 4a + 0a^2)d1^167d2^272 + (4 + 3a + 4a^2)d1^168d2^272 + (1 + 2a + 3a^2)d1^169d2^272 + (4 + 0a + 4a^2)d1^170d2^272 + (0 + 2a + 0a^2)d1^171d2^272 + (0 + 2a + 0a^2)d1^172d2^272 + (1 + 1a + 0a^2)d1^173d2^272 + (2 + 1a + 3a^2)d1^174d2^272 + (0 + 4a + 4a^2)d1^175d2^272 + (3 + 4a + 4a^2)d1^176d2^272 + (1 + 3a + 3a^2)d1^177d2^272 + (3 + 4a + 1a^2)d1^178d2^272 + (3 + 0a + 2a^2)d1^179d2^272 + (3 + 1a + 4a^2)d1^180d2^272 + (0 + 1a + 1a^2)d1^181d2^272 + (4 + 3a + 3a^2)d1^182d2^272 + (3 + 0a + 3a^2)d1^183d2^272 + (1 + 1a + 4a^2)d1^184d2^272 + (2 + 2a + 4a^2)d1^185d2^272 + (3 + 2a + 4a^2)d1^186d2^272 + (0 + 1a + 2a^2)d1^187d2^272 + (2 + 2a + 3a^2)d1^188d2^272 + (1 + 1a + 0a^2)d1^189d2^272 + (3 + 0a + 0a^2)d1^190d2^272 + (3 + 0a + 1a^2)d1^191d2^272 + (3 + 3a + 1a^2)d1^192d2^272 + (1 + 0a + 0a^2)d1^193d2^272 + (0 + 1a + 3a^2)d1^194d2^272 + (1 + 1a + 0a^2)d1^195d2^272 + (2 + 1a + 0a^2)d1^196d2^272 + (1 + 2a + 1a^2)d1^197d2^272 + (2 + 2a + 2a^2)d1^198d2^272 + (3 + 1a + 4a^2)d1^199d2^272 + (3 + 3a + 4a^2)d1^200d2^272 + (3 + 1a + 2a^2)d1^201d2^272 + (2 + 0a + 1a^2)d1^202d2^272 + (4 + 3a + 1a^2)d1^203d2^272 + (2 + 0a + 1a^2)d1^204d2^272 + (3 + 1a + 3a^2)d1^205d2^272 + (1 + 0a + 2a^2)d1^206d2^272 + (4 + 3a + 1a^2)d1^207d2^272 + (2 + 2a + 4a^2)d1^208d2^272 + (3 + 1a + 0a^2)d1^209d2^272 + (0 + 1a + 1a^2)d1^210d2^272 + (3 + 0a + 4a^2)d1^211d2^272 + (2 + 2a + 2a^2)d1^212d2^272 + (1 + 2a + 0a^2)d1^213d2^272 + (1 + 2a + 3a^2)d1^214d2^272 + (2 + 2a + 4a^2)d1^215d2^272 + (4 + 1a + 0a^2)d1^216d2^272 + (3 + 3a + 2a^2)d1^217d2^272 + (3 + 3a + 0a^2)d1^218d2^272 + (2 + 1a + 3a^2)d1^219d2^272 + (1 + 4a + 1a^2)d1^220d2^272 + (3 + 2a + 1a^2)d1^221d2^272 + (1 + 1a + 1a^2)d1^222d2^272 + (1 + 3a + 0a^2)d1^223d2^272 + (3 + 0a + 1a^2)d1^224d2^272 + (1 + 2a + 1a^2)d1^225d2^272 + (1 + 1a + 4a^2)d1^226d2^272 + (2 + 4a + 1a^2)d1^227d2^272 + (4 + 1a + 3a^2)d1^228d2^272 + (3 + 4a + 0a^2)d1^229d2^272 + (2 + 4a + 2a^2)d1^230d2^272 + (0 + 3a + 4a^2)d1^231d2^272 + (4 + 4a + 1a^2)d1^232d2^272 + (2 + 4a + 4a^2)d1^233d2^272 + (3 + 1a + 4a^2)d1^234d2^272 + (0 + 4a + 1a^2)d1^235d2^272 + (2 + 3a + 1a^2)d1^236d2^272 + (3 + 4a + 4a^2)d1^237d2^272 + (3 + 2a + 2a^2)d1^238d2^272 + (3 + 2a + 1a^2)d1^239d2^272 + (3 + 3a + 4a^2)d1^240d2^272 + (1 + 3a + 2a^2)d1^241d2^272 + (1 + 4a + 3a^2)d1^242d2^272 + (4 + 1a + 4a^2)d1^243d2^272 + (4 + 4a + 0a^2)d1^244d2^272 + (2 + 3a + 4a^2)d1^245d2^272 + (3 + 0a + 0a^2)d1^246d2^272 + (3 + 2a + 1a^2)d1^247d2^272 + (4 + 0a + 3a^2)d1^248d2^272 + (3 + 1a + 3a^2)d1^249d2^272 + (0 + 3a + 1a^2)d1^250d2^272 + (0 + 4a + 3a^2)d1^252d2^272 + (3 + 0a + 0a^2)d1^253d2^272 + (0 + 3a + 2a^2)d1^254d2^272 + (3 + 4a + 1a^2)d1^255d2^272 + (0 + 4a + 1a^2)d1^256d2^272 + (1 + 1a + 2a^2)d1^257d2^272 + (0 + 1a + 3a^2)d1^258d2^272 + (1 + 4a + 2a^2)d1^259d2^272 + (1 + 4a + 1a^2)d1^260d2^272 + (3 + 3a + 1a^2)d1^261d2^272 + (2 + 0a + 0a^2)d1^262d2^272 + (1 + 2a + 1a^2)d1^263d2^272 + (2 + 1a + 3a^2)d1^264d2^272 + (2 + 3a + 0a^2)d1^265d2^272 + (2 + 3a + 2a^2)d1^266d2^272 + (3 + 1a + 3a^2)d1^267d2^272 + (0 + 1a + 1a^2)d1^268d2^272 + (1 + 4a + 2a^2)d1^269d2^272 + (3 + 3a + 0a^2)d1^270d2^272 + (4 + 0a + 4a^2)d1^271d2^272 + (1 + 3a + 1a^2)d1^272d2^272 + (0 + 1a + 1a^2)d1^273d2^272 + (0 + 2a + 1a^2)d1^274d2^272 + (2 + 2a + 3a^2)d1^275d2^272 + (4 + 3a + 3a^2)d1^276d2^272 + (2 + 2a + 2a^2)d1^277d2^272 + (1 + 0a + 3a^2)d1^278d2^272 + (0 + 2a + 2a^2)d1^279d2^272 + (3 + 0a + 1a^2)d1^280d2^272 + (0 + 4a + 1a^2)d1^281d2^272 + (1 + 4a + 4a^2)d1^282d2^272 + (4 + 0a + 0a^2)d1^283d2^272 + (2 + 4a + 4a^2)d1^284d2^272 + (2 + 1a + 1a^2)d1^285d2^272 + (2 + 0a + 1a^2)d1^286d2^272 + (3 + 4a + 0a^2)d1^287d2^272 + (2 + 4a + 2a^2)d1^288d2^272 + (1 + 3a + 0a^2)d1^289d2^272 + (4 + 3a + 1a^2)d1^290d2^272 + (4 + 1a + 4a^2)d1^291d2^272 + (0 + 2a + 1a^2)d1^292d2^272 + (2 + 4a + 2a^2)d1^293d2^272 + (3 + 1a + 3a^2)d2^273 + (3 + 3a + 0a^2)d1^1d2^273 + (1 + 1a + 0a^2)d1^2d2^273 + (1 + 1a + 3a^2)d1^3d2^273 + (0 + 3a + 4a^2)d1^4d2^273 + (2 + 4a + 1a^2)d1^5d2^273 + (4 + 4a + 4a^2)d1^6d2^273 + (2 + 4a + 1a^2)d1^7d2^273 + (2 + 4a + 0a^2)d1^8d2^273 + (2 + 2a + 4a^2)d1^9d2^273 + (3 + 1a + 3a^2)d1^10d2^273 + (1 + 4a + 4a^2)d1^11d2^273 + (3 + 4a + 3a^2)d1^12d2^273 + (2 + 2a + 0a^2)d1^13d2^273 + (0 + 0a + 2a^2)d1^14d2^273 + (0 + 3a + 4a^2)d1^15d2^273 + (0 + 0a + 4a^2)d1^16d2^273 + (2 + 4a + 0a^2)d1^17d2^273 + (3 + 4a + 3a^2)d1^18d2^273 + (0 + 1a + 2a^2)d1^19d2^273 + (4 + 3a + 4a^2)d1^20d2^273 + (2 + 2a + 1a^2)d1^21d2^273 + (1 + 3a + 2a^2)d1^22d2^273 + (2 + 2a + 2a^2)d1^23d2^273 + (4 + 0a + 3a^2)d1^24d2^273 + (1 + 4a + 2a^2)d1^25d2^273 + (2 + 3a + 0a^2)d1^26d2^273 + (4 + 1a + 4a^2)d1^27d2^273 + (1 + 3a + 3a^2)d1^28d2^273 + (0 + 3a + 0a^2)d1^29d2^273 + (4 + 0a + 2a^2)d1^30d2^273 + (1 + 3a + 1a^2)d1^31d2^273 + (2 + 4a + 2a^2)d1^32d2^273 + (3 + 3a + 2a^2)d1^33d2^273 + (3 + 1a + 2a^2)d1^34d2^273 + (4 + 1a + 0a^2)d1^35d2^273 + (1 + 2a + 2a^2)d1^36d2^273 + (4 + 2a + 3a^2)d1^37d2^273 + (4 + 2a + 1a^2)d1^38d2^273 + (3 + 0a + 4a^2)d1^39d2^273 + (4 + 3a + 0a^2)d1^40d2^273 + (4 + 4a + 2a^2)d1^41d2^273 + (0 + 0a + 1a^2)d1^42d2^273 + (4 + 0a + 2a^2)d1^43d2^273 + (2 + 4a + 4a^2)d1^44d2^273 + (0 + 3a + 3a^2)d1^45d2^273 + (0 + 1a + 0a^2)d1^46d2^273 + (3 + 1a + 1a^2)d1^47d2^273 + (3 + 4a + 4a^2)d1^48d2^273 + (1 + 4a + 3a^2)d1^49d2^273 + (1 + 1a + 1a^2)d1^50d2^273 + (1 + 4a + 4a^2)d1^51d2^273 + (1 + 1a + 0a^2)d1^52d2^273 + (3 + 4a + 2a^2)d1^53d2^273 + (3 + 2a + 0a^2)d1^54d2^273 + (0 + 4a + 1a^2)d1^55d2^273 + (0 + 2a + 4a^2)d1^56d2^273 + (2 + 4a + 2a^2)d1^57d2^273 + (4 + 1a + 0a^2)d1^58d2^273 + (3 + 0a + 0a^2)d1^59d2^273 + (4 + 3a + 4a^2)d1^60d2^273 + (3 + 0a + 4a^2)d1^61d2^273 + (1 + 1a + 1a^2)d1^62d2^273 + (3 + 0a + 4a^2)d1^63d2^273 + (2 + 1a + 0a^2)d1^64d2^273 + (3 + 0a + 1a^2)d1^65d2^273 + (2 + 2a + 3a^2)d1^66d2^273 + (0 + 0a + 4a^2)d1^67d2^273 + (2 + 3a + 1a^2)d1^68d2^273 + (0 + 2a + 3a^2)d1^69d2^273 + (4 + 4a + 0a^2)d1^70d2^273 + (0 + 0a + 3a^2)d1^71d2^273 + (1 + 1a + 3a^2)d1^72d2^273 + (3 + 0a + 3a^2)d1^73d2^273 + (3 + 3a + 0a^2)d1^74d2^273 + (4 + 3a + 4a^2)d1^75d2^273 + (4 + 2a + 4a^2)d1^76d2^273 + (1 + 2a + 2a^2)d1^77d2^273 + (3 + 3a + 4a^2)d1^78d2^273 + (1 + 4a + 1a^2)d1^79d2^273 + (2 + 0a + 3a^2)d1^80d2^273 + (3 + 4a + 4a^2)d1^81d2^273 + (4 + 1a + 3a^2)d1^82d2^273 + (3 + 1a + 2a^2)d1^83d2^273 + (1 + 3a + 4a^2)d1^84d2^273 + (1 + 0a + 4a^2)d1^85d2^273 + (3 + 1a + 0a^2)d1^86d2^273 + (4 + 1a + 0a^2)d1^87d2^273 + (4 + 2a + 2a^2)d1^88d2^273 + (2 + 1a + 1a^2)d1^89d2^273 + (0 + 1a + 4a^2)d1^90d2^273 + (0 + 0a + 2a^2)d1^91d2^273 + (0 + 1a + 3a^2)d1^92d2^273 + (1 + 0a + 3a^2)d1^93d2^273 + (1 + 1a + 4a^2)d1^94d2^273 + (0 + 3a + 2a^2)d1^95d2^273 + (4 + 3a + 4a^2)d1^96d2^273 + (1 + 3a + 4a^2)d1^97d2^273 + (1 + 0a + 2a^2)d1^98d2^273 + (2 + 4a + 0a^2)d1^99d2^273 + (2 + 2a + 0a^2)d1^100d2^273 + (0 + 0a + 3a^2)d1^101d2^273 + (2 + 4a + 4a^2)d1^102d2^273 + (3 + 4a + 3a^2)d1^103d2^273 + (0 + 4a + 3a^2)d1^104d2^273 + (3 + 0a + 0a^2)d1^105d2^273 + (2 + 1a + 1a^2)d1^106d2^273 + (0 + 4a + 2a^2)d1^107d2^273 + (1 + 4a + 3a^2)d1^108d2^273 + (4 + 2a + 2a^2)d1^109d2^273 + (3 + 1a + 3a^2)d1^110d2^273 + (2 + 1a + 1a^2)d1^111d2^273 + (4 + 3a + 1a^2)d1^112d2^273 + (2 + 2a + 0a^2)d1^113d2^273 + (1 + 0a + 2a^2)d1^114d2^273 + (4 + 2a + 1a^2)d1^115d2^273 + (1 + 0a + 3a^2)d1^116d2^273 + (4 + 1a + 3a^2)d1^117d2^273 + (4 + 0a + 4a^2)d1^118d2^273 + (0 + 1a + 2a^2)d1^119d2^273 + (3 + 0a + 4a^2)d1^120d2^273 + (4 + 3a + 1a^2)d1^121d2^273 + (2 + 0a + 0a^2)d1^122d2^273 + (2 + 4a + 0a^2)d1^123d2^273 + (2 + 4a + 4a^2)d1^124d2^273 + (1 + 3a + 4a^2)d1^125d2^273 + (0 + 3a + 2a^2)d1^126d2^273 + (0 + 3a + 2a^2)d1^127d2^273 + (2 + 2a + 4a^2)d1^128d2^273 + (1 + 0a + 4a^2)d1^129d2^273 + (1 + 1a + 1a^2)d1^130d2^273 + (1 + 1a + 0a^2)d1^131d2^273 + (2 + 2a + 4a^2)d1^132d2^273 + (0 + 1a + 4a^2)d1^133d2^273 + (0 + 2a + 1a^2)d1^134d2^273 + (3 + 4a + 4a^2)d1^135d2^273 + (4 + 4a + 4a^2)d1^136d2^273 + (1 + 0a + 2a^2)d1^137d2^273 + (4 + 2a + 1a^2)d1^138d2^273 + (2 + 3a + 3a^2)d1^139d2^273 + (4 + 0a + 3a^2)d1^140d2^273 + (0 + 4a + 3a^2)d1^141d2^273 + (1 + 0a + 0a^2)d1^142d2^273 + (3 + 3a + 2a^2)d1^143d2^273 + (0 + 3a + 0a^2)d1^144d2^273 + (4 + 2a + 1a^2)d1^145d2^273 + (1 + 3a + 0a^2)d1^146d2^273 + (0 + 1a + 3a^2)d1^147d2^273 + (1 + 1a + 4a^2)d1^148d2^273 + (1 + 2a + 0a^2)d1^149d2^273 + (1 + 2a + 2a^2)d1^150d2^273 + (3 + 2a + 1a^2)d1^151d2^273 + (0 + 2a + 1a^2)d1^152d2^273 + (3 + 2a + 4a^2)d1^153d2^273 + (3 + 4a + 3a^2)d1^154d2^273 + (1 + 3a + 1a^2)d1^155d2^273 + (4 + 1a + 4a^2)d1^156d2^273 + (2 + 1a + 4a^2)d1^157d2^273 + (0 + 2a + 4a^2)d1^158d2^273 + (2 + 3a + 0a^2)d1^159d2^273 + (2 + 0a + 0a^2)d1^160d2^273 + (4 + 3a + 3a^2)d1^161d2^273 + (1 + 0a + 0a^2)d1^162d2^273 + (4 + 0a + 4a^2)d1^163d2^273 + (0 + 2a + 1a^2)d1^164d2^273 + (1 + 1a + 0a^2)d1^165d2^273 + (3 + 2a + 4a^2)d1^166d2^273 + (3 + 0a + 1a^2)d1^167d2^273 + (4 + 0a + 1a^2)d1^168d2^273 + (0 + 2a + 4a^2)d1^169d2^273 + (4 + 0a + 1a^2)d1^170d2^273 + (3 + 3a + 1a^2)d1^171d2^273 + (0 + 0a + 2a^2)d1^172d2^273 + (3 + 4a + 4a^2)d1^173d2^273 + (4 + 0a + 1a^2)d1^174d2^273 + (2 + 1a + 0a^2)d1^175d2^273 + (4 + 4a + 1a^2)d1^176d2^273 + (2 + 0a + 3a^2)d1^177d2^273 + (0 + 0a + 4a^2)d1^178d2^273 + (1 + 4a + 1a^2)d1^179d2^273 + (4 + 4a + 1a^2)d1^180d2^273 + (4 + 4a + 0a^2)d1^181d2^273 + (1 + 4a + 3a^2)d1^182d2^273 + (3 + 1a + 0a^2)d1^183d2^273 + (1 + 3a + 2a^2)d1^184d2^273 + (4 + 4a + 3a^2)d1^185d2^273 + (3 + 1a + 2a^2)d1^186d2^273 + (0 + 1a + 0a^2)d1^187d2^273 + (1 + 3a + 3a^2)d1^188d2^273 + (4 + 4a + 3a^2)d1^189d2^273 + (0 + 0a + 2a^2)d1^190d2^273 + (2 + 0a + 1a^2)d1^191d2^273 + (2 + 2a + 2a^2)d1^192d2^273 + (1 + 1a + 1a^2)d1^193d2^273 + (2 + 4a + 0a^2)d1^194d2^273 + (4 + 1a + 3a^2)d1^195d2^273 + (3 + 2a + 0a^2)d1^196d2^273 + (4 + 0a + 1a^2)d1^197d2^273 + (1 + 0a + 4a^2)d1^198d2^273 + (3 + 3a + 1a^2)d1^199d2^273 + (2 + 2a + 4a^2)d1^200d2^273 + (4 + 3a + 1a^2)d1^202d2^273 + (3 + 4a + 4a^2)d1^203d2^273 + (4 + 3a + 3a^2)d1^204d2^273 + (0 + 4a + 0a^2)d1^205d2^273 + (2 + 2a + 0a^2)d1^207d2^273 + (2 + 2a + 2a^2)d1^208d2^273 + (2 + 0a + 2a^2)d1^209d2^273 + (1 + 0a + 0a^2)d1^210d2^273 + (1 + 4a + 1a^2)d1^211d2^273 + (0 + 0a + 3a^2)d1^212d2^273 + (4 + 3a + 3a^2)d1^213d2^273 + (0 + 4a + 0a^2)d1^214d2^273 + (2 + 0a + 2a^2)d1^215d2^273 + (4 + 3a + 0a^2)d1^216d2^273 + (3 + 3a + 0a^2)d1^217d2^273 + (4 + 2a + 0a^2)d1^218d2^273 + (4 + 2a + 3a^2)d1^219d2^273 + (3 + 1a + 1a^2)d1^220d2^273 + (3 + 4a + 0a^2)d1^221d2^273 + (4 + 1a + 1a^2)d1^222d2^273 + (0 + 4a + 4a^2)d1^223d2^273 + (2 + 4a + 2a^2)d1^224d2^273 + (4 + 2a + 2a^2)d1^225d2^273 + (0 + 1a + 0a^2)d1^226d2^273 + (1 + 1a + 1a^2)d1^227d2^273 + (3 + 3a + 4a^2)d1^228d2^273 + (3 + 4a + 2a^2)d1^229d2^273 + (3 + 3a + 0a^2)d1^230d2^273 + (1 + 2a + 3a^2)d1^231d2^273 + (3 + 1a + 0a^2)d1^232d2^273 + (0 + 0a + 3a^2)d1^233d2^273 + (0 + 0a + 2a^2)d1^234d2^273 + (1 + 2a + 4a^2)d1^235d2^273 + (2 + 2a + 1a^2)d1^236d2^273 + (3 + 3a + 3a^2)d1^238d2^273 + (4 + 0a + 3a^2)d1^239d2^273 + (3 + 3a + 3a^2)d1^240d2^273 + (2 + 1a + 3a^2)d1^241d2^273 + (0 + 2a + 4a^2)d1^242d2^273 + (2 + 1a + 2a^2)d1^243d2^273 + (0 + 2a + 4a^2)d1^244d2^273 + (0 + 3a + 0a^2)d1^245d2^273 + (4 + 0a + 3a^2)d1^246d2^273 + (3 + 2a + 0a^2)d1^247d2^273 + (2 + 3a + 1a^2)d1^248d2^273 + (4 + 0a + 1a^2)d1^249d2^273 + (1 + 0a + 3a^2)d1^250d2^273 + (0 + 2a + 0a^2)d1^251d2^273 + (2 + 1a + 4a^2)d1^252d2^273 + (2 + 1a + 4a^2)d1^253d2^273 + (3 + 1a + 1a^2)d1^254d2^273 + (4 + 0a + 1a^2)d1^255d2^273 + (1 + 1a + 2a^2)d1^256d2^273 + (4 + 4a + 0a^2)d1^257d2^273 + (0 + 4a + 2a^2)d1^258d2^273 + (0 + 1a + 3a^2)d1^259d2^273 + (0 + 4a + 0a^2)d1^260d2^273 + (0 + 4a + 1a^2)d1^261d2^273 + (4 + 1a + 1a^2)d1^262d2^273 + (1 + 4a + 4a^2)d1^263d2^273 + (2 + 1a + 1a^2)d1^264d2^273 + (0 + 4a + 4a^2)d1^265d2^273 + (2 + 1a + 2a^2)d1^266d2^273 + (3 + 1a + 0a^2)d1^267d2^273 + (2 + 1a + 4a^2)d1^268d2^273 + (0 + 0a + 4a^2)d1^269d2^273 + (0 + 2a + 4a^2)d1^270d2^273 + (1 + 1a + 3a^2)d1^271d2^273 + (2 + 2a + 2a^2)d1^272d2^273 + (2 + 3a + 4a^2)d1^273d2^273 + (0 + 4a + 0a^2)d1^274d2^273 + (4 + 0a + 0a^2)d1^275d2^273 + (1 + 4a + 3a^2)d1^276d2^273 + (3 + 0a + 3a^2)d1^277d2^273 + (0 + 1a + 1a^2)d1^278d2^273 + (2 + 3a + 1a^2)d1^279d2^273 + (3 + 1a + 2a^2)d1^280d2^273 + (4 + 3a + 4a^2)d1^281d2^273 + (3 + 3a + 3a^2)d1^282d2^273 + (0 + 0a + 4a^2)d1^283d2^273 + (1 + 1a + 3a^2)d1^284d2^273 + (4 + 3a + 1a^2)d1^285d2^273 + (3 + 2a + 0a^2)d1^286d2^273 + (3 + 0a + 2a^2)d1^287d2^273 + (2 + 2a + 2a^2)d1^288d2^273 + (3 + 0a + 0a^2)d1^289d2^273 + (2 + 4a + 0a^2)d1^290d2^273 + (2 + 2a + 1a^2)d1^291d2^273 + (0 + 4a + 3a^2)d1^292d2^273 + (4 + 0a + 4a^2)d1^293d2^273 + (0 + 2a + 1a^2)d2^274 + (4 + 0a + 2a^2)d1^1d2^274 + (2 + 1a + 2a^2)d1^2d2^274 + (1 + 1a + 4a^2)d1^3d2^274 + (2 + 2a + 2a^2)d1^4d2^274 + (1 + 1a + 1a^2)d1^5d2^274 + (4 + 1a + 1a^2)d1^6d2^274 + (2 + 1a + 2a^2)d1^7d2^274 + (2 + 4a + 2a^2)d1^8d2^274 + (4 + 4a + 3a^2)d1^9d2^274 + (1 + 0a + 4a^2)d1^10d2^274 + (0 + 1a + 2a^2)d1^11d2^274 + (3 + 3a + 0a^2)d1^12d2^274 + (1 + 2a + 3a^2)d1^13d2^274 + (2 + 3a + 0a^2)d1^14d2^274 + (3 + 4a + 2a^2)d1^15d2^274 + (2 + 4a + 1a^2)d1^16d2^274 + (3 + 0a + 0a^2)d1^17d2^274 + (4 + 0a + 3a^2)d1^18d2^274 + (2 + 3a + 1a^2)d1^19d2^274 + (2 + 3a + 2a^2)d1^20d2^274 + (4 + 2a + 1a^2)d1^21d2^274 + (0 + 1a + 2a^2)d1^22d2^274 + (2 + 0a + 3a^2)d1^23d2^274 + (1 + 2a + 4a^2)d1^24d2^274 + (4 + 2a + 3a^2)d1^25d2^274 + (0 + 4a + 0a^2)d1^26d2^274 + (4 + 4a + 1a^2)d1^27d2^274 + (2 + 0a + 4a^2)d1^28d2^274 + (3 + 0a + 1a^2)d1^29d2^274 + (4 + 4a + 3a^2)d1^30d2^274 + (1 + 4a + 2a^2)d1^31d2^274 + (3 + 2a + 1a^2)d1^32d2^274 + (0 + 2a + 0a^2)d1^33d2^274 + (1 + 4a + 3a^2)d1^34d2^274 + (2 + 0a + 2a^2)d1^35d2^274 + (4 + 2a + 0a^2)d1^36d2^274 + (3 + 4a + 0a^2)d1^37d2^274 + (3 + 1a + 0a^2)d1^38d2^274 + (2 + 1a + 3a^2)d1^39d2^274 + (0 + 3a + 1a^2)d1^40d2^274 + (4 + 2a + 2a^2)d1^41d2^274 + (4 + 2a + 4a^2)d1^42d2^274 + (3 + 2a + 4a^2)d1^43d2^274 + (3 + 0a + 1a^2)d1^44d2^274 + (4 + 1a + 4a^2)d1^45d2^274 + (4 + 4a + 0a^2)d1^46d2^274 + (3 + 1a + 0a^2)d1^47d2^274 + (4 + 0a + 4a^2)d1^48d2^274 + (2 + 2a + 4a^2)d1^49d2^274 + (0 + 1a + 2a^2)d1^50d2^274 + (4 + 1a + 2a^2)d1^51d2^274 + (2 + 0a + 4a^2)d1^52d2^274 + (3 + 0a + 4a^2)d1^53d2^274 + (2 + 0a + 1a^2)d1^54d2^274 + (1 + 3a + 1a^2)d1^55d2^274 + (4 + 2a + 2a^2)d1^56d2^274 + (0 + 4a + 2a^2)d1^57d2^274 + (4 + 4a + 0a^2)d1^58d2^274 + (4 + 4a + 3a^2)d1^59d2^274 + (1 + 0a + 2a^2)d1^60d2^274 + (4 + 0a + 3a^2)d1^61d2^274 + (4 + 4a + 1a^2)d1^62d2^274 + (0 + 1a + 1a^2)d1^63d2^274 + (3 + 0a + 0a^2)d1^64d2^274 + (0 + 3a + 4a^2)d1^65d2^274 + (0 + 1a + 1a^2)d1^66d2^274 + (1 + 4a + 2a^2)d1^67d2^274 + (3 + 2a + 3a^2)d1^68d2^274 + (1 + 0a + 0a^2)d1^69d2^274 + (3 + 2a + 1a^2)d1^70d2^274 + (0 + 0a + 4a^2)d1^71d2^274 + (2 + 0a + 3a^2)d1^72d2^274 + (2 + 2a + 4a^2)d1^73d2^274 + (2 + 2a + 0a^2)d1^74d2^274 + (0 + 1a + 3a^2)d1^75d2^274 + (1 + 4a + 2a^2)d1^76d2^274 + (3 + 0a + 4a^2)d1^77d2^274 + (1 + 0a + 2a^2)d1^78d2^274 + (1 + 4a + 1a^2)d1^79d2^274 + (2 + 1a + 2a^2)d1^80d2^274 + (3 + 2a + 2a^2)d1^81d2^274 + (4 + 1a + 3a^2)d1^82d2^274 + (3 + 2a + 1a^2)d1^83d2^274 + (4 + 2a + 3a^2)d1^84d2^274 + (4 + 2a + 1a^2)d1^85d2^274 + (0 + 0a + 4a^2)d1^86d2^274 + (2 + 4a + 3a^2)d1^87d2^274 + (1 + 4a + 0a^2)d1^88d2^274 + (4 + 0a + 1a^2)d1^89d2^274 + (1 + 1a + 4a^2)d1^90d2^274 + (2 + 1a + 4a^2)d1^91d2^274 + (2 + 3a + 1a^2)d1^92d2^274 + (2 + 1a + 1a^2)d1^93d2^274 + (4 + 4a + 2a^2)d1^94d2^274 + (0 + 0a + 4a^2)d1^95d2^274 + (2 + 2a + 1a^2)d1^96d2^274 + (0 + 4a + 0a^2)d1^97d2^274 + (2 + 2a + 0a^2)d1^98d2^274 + (0 + 0a + 2a^2)d1^99d2^274 + (2 + 1a + 0a^2)d1^100d2^274 + (3 + 1a + 4a^2)d1^101d2^274 + (3 + 3a + 4a^2)d1^102d2^274 + (1 + 1a + 1a^2)d1^103d2^274 + (1 + 4a + 0a^2)d1^104d2^274 + (0 + 0a + 3a^2)d1^105d2^274 + (4 + 4a + 0a^2)d1^106d2^274 + (4 + 0a + 3a^2)d1^107d2^274 + (3 + 2a + 1a^2)d1^108d2^274 + (0 + 2a + 2a^2)d1^109d2^274 + (4 + 3a + 4a^2)d1^110d2^274 + (3 + 0a + 4a^2)d1^111d2^274 + (3 + 4a + 1a^2)d1^112d2^274 + (1 + 3a + 0a^2)d1^113d2^274 + (4 + 1a + 4a^2)d1^114d2^274 + (1 + 0a + 1a^2)d1^115d2^274 + (2 + 0a + 1a^2)d1^116d2^274 + (0 + 0a + 3a^2)d1^117d2^274 + (3 + 4a + 4a^2)d1^118d2^274 + (1 + 3a + 1a^2)d1^119d2^274 + (4 + 2a + 2a^2)d1^120d2^274 + (1 + 4a + 3a^2)d1^121d2^274 + (3 + 2a + 0a^2)d1^122d2^274 + (4 + 3a + 2a^2)d1^123d2^274 + (3 + 1a + 0a^2)d1^124d2^274 + (4 + 3a + 1a^2)d1^125d2^274 + (2 + 2a + 1a^2)d1^126d2^274 + (3 + 1a + 3a^2)d1^127d2^274 + (1 + 2a + 3a^2)d1^128d2^274 + (4 + 4a + 3a^2)d1^129d2^274 + (3 + 2a + 1a^2)d1^130d2^274 + (2 + 2a + 0a^2)d1^131d2^274 + (2 + 2a + 4a^2)d1^132d2^274 + (3 + 2a + 0a^2)d1^133d2^274 + (0 + 2a + 0a^2)d1^134d2^274 + (1 + 2a + 3a^2)d1^135d2^274 + (0 + 4a + 3a^2)d1^136d2^274 + (2 + 1a + 0a^2)d1^137d2^274 + (1 + 0a + 3a^2)d1^138d2^274 + (2 + 4a + 0a^2)d1^139d2^274 + (0 + 0a + 4a^2)d1^140d2^274 + (3 + 3a + 4a^2)d1^141d2^274 + (2 + 2a + 3a^2)d1^142d2^274 + (4 + 1a + 1a^2)d1^143d2^274 + (3 + 3a + 2a^2)d1^144d2^274 + (3 + 1a + 2a^2)d1^145d2^274 + (2 + 2a + 2a^2)d1^146d2^274 + (1 + 3a + 1a^2)d1^147d2^274 + (2 + 1a + 2a^2)d1^148d2^274 + (0 + 2a + 1a^2)d1^149d2^274 + (1 + 2a + 3a^2)d1^150d2^274 + (3 + 4a + 0a^2)d1^151d2^274 + (2 + 0a + 0a^2)d1^152d2^274 + (1 + 0a + 4a^2)d1^153d2^274 + (3 + 1a + 1a^2)d1^154d2^274 + (3 + 2a + 3a^2)d1^155d2^274 + (4 + 4a + 3a^2)d1^156d2^274 + (3 + 3a + 0a^2)d1^157d2^274 + (3 + 3a + 0a^2)d1^158d2^274 + (2 + 3a + 4a^2)d1^159d2^274 + (2 + 0a + 3a^2)d1^160d2^274 + (2 + 4a + 1a^2)d1^161d2^274 + (2 + 2a + 4a^2)d1^162d2^274 + (0 + 0a + 4a^2)d1^163d2^274 + (4 + 4a + 4a^2)d1^164d2^274 + (3 + 0a + 3a^2)d1^165d2^274 + (4 + 3a + 2a^2)d1^166d2^274 + (1 + 3a + 3a^2)d1^167d2^274 + (3 + 2a + 2a^2)d1^168d2^274 + (1 + 2a + 4a^2)d1^169d2^274 + (4 + 4a + 3a^2)d1^170d2^274 + (1 + 0a + 0a^2)d1^171d2^274 + (3 + 0a + 2a^2)d1^172d2^274 + (2 + 0a + 0a^2)d1^173d2^274 + (4 + 2a + 4a^2)d1^174d2^274 + (2 + 3a + 1a^2)d1^175d2^274 + (3 + 0a + 1a^2)d1^176d2^274 + (4 + 1a + 0a^2)d1^177d2^274 + (1 + 1a + 1a^2)d1^178d2^274 + (2 + 4a + 0a^2)d1^179d2^274 + (4 + 1a + 3a^2)d1^180d2^274 + (2 + 2a + 4a^2)d1^181d2^274 + (3 + 4a + 4a^2)d1^182d2^274 + (0 + 4a + 3a^2)d1^183d2^274 + (0 + 3a + 0a^2)d1^184d2^274 + (4 + 4a + 0a^2)d1^185d2^274 + (1 + 0a + 0a^2)d1^186d2^274 + (2 + 0a + 0a^2)d1^187d2^274 + (2 + 3a + 1a^2)d1^188d2^274 + (4 + 0a + 2a^2)d1^189d2^274 + (4 + 1a + 4a^2)d1^190d2^274 + (1 + 1a + 3a^2)d1^191d2^274 + (1 + 2a + 4a^2)d1^192d2^274 + (0 + 1a + 4a^2)d1^193d2^274 + (3 + 3a + 3a^2)d1^194d2^274 + (4 + 2a + 1a^2)d1^195d2^274 + (1 + 1a + 1a^2)d1^196d2^274 + (2 + 0a + 1a^2)d1^197d2^274 + (0 + 1a + 0a^2)d1^198d2^274 + (0 + 3a + 4a^2)d1^199d2^274 + (2 + 4a + 1a^2)d1^200d2^274 + (4 + 1a + 2a^2)d1^201d2^274 + (3 + 3a + 2a^2)d1^202d2^274 + (4 + 4a + 2a^2)d1^203d2^274 + (2 + 0a + 2a^2)d1^204d2^274 + (4 + 4a + 3a^2)d1^205d2^274 + (3 + 1a + 3a^2)d1^206d2^274 + (3 + 0a + 0a^2)d1^207d2^274 + (3 + 1a + 4a^2)d1^208d2^274 + (0 + 2a + 0a^2)d1^209d2^274 + (1 + 1a + 2a^2)d1^210d2^274 + (2 + 4a + 1a^2)d1^211d2^274 + (0 + 4a + 2a^2)d1^213d2^274 + (3 + 3a + 1a^2)d1^214d2^274 + (0 + 4a + 3a^2)d1^215d2^274 + (1 + 1a + 0a^2)d1^216d2^274 + (3 + 1a + 4a^2)d1^217d2^274 + (1 + 1a + 4a^2)d1^218d2^274 + (0 + 2a + 2a^2)d1^219d2^274 + (1 + 3a + 3a^2)d1^220d2^274 + (0 + 4a + 1a^2)d1^221d2^274 + (4 + 0a + 3a^2)d1^222d2^274 + (1 + 4a + 0a^2)d1^223d2^274 + (1 + 1a + 0a^2)d1^224d2^274 + (1 + 0a + 2a^2)d1^225d2^274 + (3 + 0a + 1a^2)d1^226d2^274 + (2 + 0a + 2a^2)d1^227d2^274 + (2 + 3a + 0a^2)d1^228d2^274 + (1 + 3a + 1a^2)d1^229d2^274 + (3 + 4a + 0a^2)d1^230d2^274 + (4 + 2a + 4a^2)d1^231d2^274 + (3 + 4a + 0a^2)d1^232d2^274 + (2 + 1a + 3a^2)d1^233d2^274 + (4 + 2a + 1a^2)d1^234d2^274 + (4 + 3a + 1a^2)d1^235d2^274 + (4 + 1a + 0a^2)d1^236d2^274 + (2 + 4a + 3a^2)d1^237d2^274 + (3 + 1a + 1a^2)d1^238d2^274 + (0 + 0a + 3a^2)d1^239d2^274 + (2 + 2a + 1a^2)d1^240d2^274 + (4 + 3a + 4a^2)d1^241d2^274 + (1 + 3a + 2a^2)d1^242d2^274 + (0 + 1a + 3a^2)d1^243d2^274 + (4 + 3a + 4a^2)d1^244d2^274 + (4 + 0a + 4a^2)d1^245d2^274 + (1 + 1a + 4a^2)d1^246d2^274 + (2 + 3a + 0a^2)d1^247d2^274 + (1 + 3a + 1a^2)d1^248d2^274 + (4 + 0a + 4a^2)d1^249d2^274 + (4 + 1a + 2a^2)d1^250d2^274 + (4 + 2a + 3a^2)d1^251d2^274 + (2 + 1a + 3a^2)d1^252d2^274 + (1 + 4a + 4a^2)d1^253d2^274 + (1 + 0a + 4a^2)d1^254d2^274 + (4 + 0a + 0a^2)d1^255d2^274 + (2 + 0a + 0a^2)d1^256d2^274 + (0 + 2a + 4a^2)d1^257d2^274 + (4 + 2a + 0a^2)d1^258d2^274 + (3 + 1a + 1a^2)d1^259d2^274 + (3 + 3a + 3a^2)d1^260d2^274 + (2 + 0a + 4a^2)d1^261d2^274 + (1 + 2a + 1a^2)d1^262d2^274 + (0 + 1a + 0a^2)d1^263d2^274 + (3 + 2a + 0a^2)d1^264d2^274 + (3 + 3a + 3a^2)d1^265d2^274 + (4 + 0a + 2a^2)d1^266d2^274 + (2 + 2a + 2a^2)d1^267d2^274 + (4 + 2a + 2a^2)d1^268d2^274 + (4 + 4a + 3a^2)d1^269d2^274 + (1 + 1a + 4a^2)d1^270d2^274 + (4 + 0a + 4a^2)d1^271d2^274 + (0 + 4a + 4a^2)d1^272d2^274 + (0 + 4a + 0a^2)d1^273d2^274 + (0 + 3a + 2a^2)d1^274d2^274 + (4 + 1a + 0a^2)d1^275d2^274 + (2 + 1a + 4a^2)d1^276d2^274 + (0 + 3a + 4a^2)d1^277d2^274 + (0 + 3a + 2a^2)d1^278d2^274 + (3 + 2a + 3a^2)d1^279d2^274 + (4 + 1a + 0a^2)d1^280d2^274 + (4 + 0a + 4a^2)d1^281d2^274 + (4 + 0a + 3a^2)d1^282d2^274 + (4 + 2a + 0a^2)d1^283d2^274 + (3 + 4a + 1a^2)d1^284d2^274 + (3 + 2a + 4a^2)d1^285d2^274 + (1 + 0a + 2a^2)d1^286d2^274 + (3 + 4a + 1a^2)d1^287d2^274 + (1 + 1a + 0a^2)d1^288d2^274 + (3 + 3a + 3a^2)d1^289d2^274 + (2 + 0a + 4a^2)d1^290d2^274 + (4 + 1a + 4a^2)d1^291d2^274 + (0 + 2a + 4a^2)d1^292d2^274 + (2 + 3a + 0a^2)d1^293d2^274 + (0 + 4a + 1a^2)d2^275 + (1 + 1a + 0a^2)d1^1d2^275 + (2 + 3a + 3a^2)d1^2d2^275 + (1 + 3a + 2a^2)d1^3d2^275 + (1 + 0a + 3a^2)d1^4d2^275 + (0 + 4a + 0a^2)d1^5d2^275 + (2 + 0a + 2a^2)d1^6d2^275 + (0 + 1a + 3a^2)d1^7d2^275 + (3 + 2a + 1a^2)d1^8d2^275 + (2 + 0a + 3a^2)d1^9d2^275 + (0 + 4a + 3a^2)d1^10d2^275 + (2 + 4a + 4a^2)d1^11d2^275 + (0 + 0a + 2a^2)d1^12d2^275 + (1 + 2a + 0a^2)d1^13d2^275 + (2 + 3a + 1a^2)d1^14d2^275 + (4 + 0a + 1a^2)d1^15d2^275 + (2 + 4a + 0a^2)d1^16d2^275 + (3 + 0a + 4a^2)d1^17d2^275 + (1 + 2a + 4a^2)d1^18d2^275 + (4 + 4a + 0a^2)d1^19d2^275 + (3 + 1a + 1a^2)d1^20d2^275 + (4 + 2a + 3a^2)d1^21d2^275 + (0 + 3a + 2a^2)d1^22d2^275 + (4 + 3a + 4a^2)d1^23d2^275 + (4 + 1a + 2a^2)d1^24d2^275 + (1 + 3a + 2a^2)d1^25d2^275 + (3 + 3a + 2a^2)d1^26d2^275 + (1 + 1a + 2a^2)d1^27d2^275 + (2 + 1a + 0a^2)d1^28d2^275 + (3 + 0a + 1a^2)d1^29d2^275 + (1 + 3a + 1a^2)d1^30d2^275 + (1 + 2a + 1a^2)d1^31d2^275 + (1 + 2a + 2a^2)d1^32d2^275 + (3 + 1a + 4a^2)d1^33d2^275 + (4 + 2a + 2a^2)d1^34d2^275 + (1 + 2a + 1a^2)d1^35d2^275 + (4 + 3a + 3a^2)d1^36d2^275 + (1 + 2a + 1a^2)d1^37d2^275 + (2 + 0a + 1a^2)d1^38d2^275 + (4 + 0a + 1a^2)d1^39d2^275 + (4 + 1a + 4a^2)d1^40d2^275 + (3 + 2a + 3a^2)d1^41d2^275 + (2 + 3a + 2a^2)d1^42d2^275 + (1 + 0a + 4a^2)d1^43d2^275 + (0 + 3a + 4a^2)d1^44d2^275 + (2 + 1a + 1a^2)d1^45d2^275 + (3 + 4a + 0a^2)d1^46d2^275 + (3 + 2a + 1a^2)d1^47d2^275 + (0 + 1a + 3a^2)d1^48d2^275 + (2 + 1a + 4a^2)d1^49d2^275 + (4 + 1a + 2a^2)d1^50d2^275 + (4 + 0a + 3a^2)d1^51d2^275 + (4 + 1a + 3a^2)d1^52d2^275 + (0 + 3a + 1a^2)d1^53d2^275 + (4 + 0a + 1a^2)d1^54d2^275 + (2 + 1a + 3a^2)d1^55d2^275 + (0 + 0a + 4a^2)d1^56d2^275 + (4 + 2a + 4a^2)d1^57d2^275 + (1 + 0a + 4a^2)d1^58d2^275 + (4 + 4a + 3a^2)d1^59d2^275 + (0 + 2a + 3a^2)d1^60d2^275 + (3 + 0a + 0a^2)d1^61d2^275 + (4 + 3a + 3a^2)d1^62d2^275 + (4 + 0a + 1a^2)d1^63d2^275 + (1 + 3a + 2a^2)d1^64d2^275 + (2 + 0a + 4a^2)d1^65d2^275 + (4 + 4a + 3a^2)d1^66d2^275 + (2 + 4a + 1a^2)d1^67d2^275 + (3 + 2a + 1a^2)d1^68d2^275 + (3 + 1a + 4a^2)d1^69d2^275 + (1 + 0a + 3a^2)d1^70d2^275 + (3 + 3a + 1a^2)d1^71d2^275 + (4 + 4a + 0a^2)d1^72d2^275 + (4 + 0a + 2a^2)d1^73d2^275 + (0 + 3a + 2a^2)d1^74d2^275 + (1 + 2a + 3a^2)d1^75d2^275 + (1 + 2a + 1a^2)d1^76d2^275 + (3 + 0a + 1a^2)d1^77d2^275 + (3 + 2a + 1a^2)d1^78d2^275 + (0 + 4a + 2a^2)d1^79d2^275 + (0 + 4a + 4a^2)d1^80d2^275 + (1 + 4a + 0a^2)d1^81d2^275 + (1 + 3a + 3a^2)d1^82d2^275 + (2 + 1a + 1a^2)d1^83d2^275 + (3 + 1a + 0a^2)d1^84d2^275 + (1 + 3a + 4a^2)d1^85d2^275 + (3 + 1a + 2a^2)d1^86d2^275 + (4 + 3a + 0a^2)d1^87d2^275 + (3 + 4a + 1a^2)d1^88d2^275 + (0 + 2a + 3a^2)d1^89d2^275 + (2 + 3a + 1a^2)d1^90d2^275 + (2 + 2a + 2a^2)d1^91d2^275 + (0 + 4a + 4a^2)d1^92d2^275 + (1 + 0a + 3a^2)d1^93d2^275 + (2 + 3a + 1a^2)d1^94d2^275 + (2 + 0a + 4a^2)d1^95d2^275 + (3 + 2a + 3a^2)d1^96d2^275 + (3 + 0a + 1a^2)d1^97d2^275 + (1 + 1a + 2a^2)d1^98d2^275 + (3 + 4a + 3a^2)d1^99d2^275 + (0 + 4a + 1a^2)d1^100d2^275 + (3 + 0a + 1a^2)d1^101d2^275 + (0 + 1a + 3a^2)d1^102d2^275 + (4 + 1a + 2a^2)d1^103d2^275 + (4 + 2a + 4a^2)d1^104d2^275 + (0 + 2a + 4a^2)d1^105d2^275 + (4 + 2a + 1a^2)d1^106d2^275 + (3 + 2a + 0a^2)d1^107d2^275 + (2 + 2a + 0a^2)d1^108d2^275 + (0 + 0a + 3a^2)d1^109d2^275 + (2 + 4a + 0a^2)d1^110d2^275 + (2 + 0a + 1a^2)d1^111d2^275 + (0 + 1a + 2a^2)d1^112d2^275 + (4 + 3a + 4a^2)d1^113d2^275 + (2 + 4a + 3a^2)d1^114d2^275 + (1 + 1a + 4a^2)d1^115d2^275 + (2 + 2a + 3a^2)d1^116d2^275 + (2 + 3a + 3a^2)d1^117d2^275 + (3 + 1a + 2a^2)d1^118d2^275 + (0 + 0a + 3a^2)d1^119d2^275 + (2 + 3a + 1a^2)d1^120d2^275 + (4 + 1a + 2a^2)d1^121d2^275 + (1 + 0a + 0a^2)d1^122d2^275 + (4 + 2a + 4a^2)d1^123d2^275 + (3 + 0a + 0a^2)d1^124d2^275 + (1 + 0a + 2a^2)d1^125d2^275 + (2 + 2a + 0a^2)d1^126d2^275 + (1 + 2a + 1a^2)d1^127d2^275 + (4 + 0a + 0a^2)d1^128d2^275 + (3 + 3a + 4a^2)d1^129d2^275 + (4 + 2a + 1a^2)d1^130d2^275 + (2 + 4a + 3a^2)d1^131d2^275 + (1 + 4a + 3a^2)d1^132d2^275 + (2 + 1a + 0a^2)d1^133d2^275 + (3 + 3a + 1a^2)d1^134d2^275 + (3 + 3a + 2a^2)d1^135d2^275 + (4 + 4a + 2a^2)d1^136d2^275 + (2 + 0a + 2a^2)d1^137d2^275 + (0 + 0a + 2a^2)d1^138d2^275 + (3 + 0a + 0a^2)d1^139d2^275 + (3 + 0a + 1a^2)d1^140d2^275 + (4 + 1a + 4a^2)d1^141d2^275 + (0 + 2a + 3a^2)d1^142d2^275 + (4 + 0a + 2a^2)d1^143d2^275 + (4 + 3a + 3a^2)d1^144d2^275 + (4 + 3a + 2a^2)d1^145d2^275 + (0 + 2a + 0a^2)d1^146d2^275 + (2 + 2a + 2a^2)d1^147d2^275 + (4 + 4a + 0a^2)d1^148d2^275 + (2 + 1a + 0a^2)d1^149d2^275 + (2 + 0a + 1a^2)d1^150d2^275 + (0 + 3a + 2a^2)d1^151d2^275 + (0 + 1a + 0a^2)d1^152d2^275 + (1 + 1a + 3a^2)d1^153d2^275 + (2 + 0a + 2a^2)d1^154d2^275 + (1 + 3a + 3a^2)d1^155d2^275 + (1 + 4a + 1a^2)d1^156d2^275 + (2 + 0a + 1a^2)d1^157d2^275 + (1 + 1a + 3a^2)d1^158d2^275 + (2 + 0a + 4a^2)d1^159d2^275 + (3 + 0a + 4a^2)d1^160d2^275 + (0 + 3a + 2a^2)d1^161d2^275 + (4 + 0a + 0a^2)d1^162d2^275 + (1 + 4a + 4a^2)d1^163d2^275 + (1 + 4a + 3a^2)d1^164d2^275 + (1 + 2a + 2a^2)d1^165d2^275 + (3 + 1a + 2a^2)d1^166d2^275 + (3 + 1a + 3a^2)d1^167d2^275 + (0 + 1a + 3a^2)d1^168d2^275 + (1 + 2a + 2a^2)d1^169d2^275 + (2 + 0a + 4a^2)d1^170d2^275 + (4 + 0a + 1a^2)d1^171d2^275 + (4 + 0a + 0a^2)d1^172d2^275 + (1 + 1a + 2a^2)d1^173d2^275 + (1 + 0a + 4a^2)d1^174d2^275 + (2 + 3a + 0a^2)d1^175d2^275 + (4 + 0a + 0a^2)d1^176d2^275 + (0 + 2a + 4a^2)d1^177d2^275 + (0 + 2a + 4a^2)d1^178d2^275 + (2 + 1a + 4a^2)d1^179d2^275 + (1 + 2a + 4a^2)d1^180d2^275 + (3 + 1a + 4a^2)d1^181d2^275 + (2 + 3a + 4a^2)d1^182d2^275 + (3 + 3a + 0a^2)d1^183d2^275 + (1 + 3a + 3a^2)d1^184d2^275 + (3 + 2a + 4a^2)d1^185d2^275 + (4 + 3a + 3a^2)d1^186d2^275 + (1 + 3a + 3a^2)d1^187d2^275 + (2 + 2a + 3a^2)d1^188d2^275 + (4 + 4a + 1a^2)d1^189d2^275 + (4 + 0a + 2a^2)d1^190d2^275 + (1 + 3a + 1a^2)d1^191d2^275 + (0 + 0a + 4a^2)d1^192d2^275 + (3 + 4a + 3a^2)d1^193d2^275 + (3 + 2a + 2a^2)d1^194d2^275 + (1 + 4a + 2a^2)d1^195d2^275 + (0 + 0a + 4a^2)d1^196d2^275 + (3 + 3a + 3a^2)d1^197d2^275 + (3 + 0a + 1a^2)d1^198d2^275 + (3 + 0a + 0a^2)d1^199d2^275 + (2 + 4a + 0a^2)d1^200d2^275 + (2 + 3a + 2a^2)d1^201d2^275 + (0 + 0a + 4a^2)d1^202d2^275 + (1 + 2a + 2a^2)d1^203d2^275 + (3 + 1a + 0a^2)d1^204d2^275 + (0 + 2a + 1a^2)d1^205d2^275 + (0 + 0a + 2a^2)d1^206d2^275 + (0 + 2a + 3a^2)d1^207d2^275 + (1 + 4a + 4a^2)d1^208d2^275 + (4 + 2a + 2a^2)d1^209d2^275 + (3 + 4a + 3a^2)d1^210d2^275 + (3 + 1a + 2a^2)d1^211d2^275 + (0 + 4a + 2a^2)d1^212d2^275 + (0 + 3a + 1a^2)d1^213d2^275 + (4 + 3a + 4a^2)d1^214d2^275 + (3 + 1a + 0a^2)d1^215d2^275 + (4 + 4a + 4a^2)d1^216d2^275 + (3 + 1a + 2a^2)d1^217d2^275 + (3 + 1a + 1a^2)d1^218d2^275 + (0 + 3a + 2a^2)d1^219d2^275 + (0 + 1a + 4a^2)d1^220d2^275 + (1 + 2a + 0a^2)d1^221d2^275 + (2 + 2a + 3a^2)d1^222d2^275 + (1 + 3a + 0a^2)d1^223d2^275 + (4 + 1a + 4a^2)d1^224d2^275 + (4 + 4a + 3a^2)d1^225d2^275 + (4 + 3a + 0a^2)d1^226d2^275 + (2 + 1a + 1a^2)d1^227d2^275 + (0 + 0a + 4a^2)d1^228d2^275 + (4 + 2a + 3a^2)d1^229d2^275 + (3 + 2a + 4a^2)d1^230d2^275 + (3 + 3a + 3a^2)d1^231d2^275 + (0 + 3a + 4a^2)d1^232d2^275 + (3 + 3a + 3a^2)d1^233d2^275 + (2 + 0a + 1a^2)d1^234d2^275 + (3 + 3a + 4a^2)d1^235d2^275 + (3 + 4a + 3a^2)d1^236d2^275 + (4 + 3a + 2a^2)d1^237d2^275 + (3 + 3a + 3a^2)d1^238d2^275 + (1 + 0a + 3a^2)d1^239d2^275 + (3 + 3a + 0a^2)d1^240d2^275 + (3 + 2a + 0a^2)d1^241d2^275 + (4 + 3a + 3a^2)d1^242d2^275 + (1 + 0a + 4a^2)d1^243d2^275 + (4 + 2a + 4a^2)d1^244d2^275 + (4 + 1a + 2a^2)d1^245d2^275 + (4 + 1a + 4a^2)d1^246d2^275 + (0 + 4a + 3a^2)d1^247d2^275 + (3 + 4a + 1a^2)d1^248d2^275 + (2 + 0a + 0a^2)d1^249d2^275 + (0 + 0a + 2a^2)d1^250d2^275 + (1 + 2a + 4a^2)d1^251d2^275 + (3 + 3a + 0a^2)d1^252d2^275 + (1 + 4a + 3a^2)d1^253d2^275 + (0 + 1a + 2a^2)d1^254d2^275 + (0 + 4a + 3a^2)d1^255d2^275 + (1 + 1a + 3a^2)d1^256d2^275 + (4 + 2a + 4a^2)d1^257d2^275 + (3 + 2a + 1a^2)d1^258d2^275 + (4 + 2a + 3a^2)d1^259d2^275 + (1 + 4a + 3a^2)d1^260d2^275 + (3 + 2a + 4a^2)d1^261d2^275 + (0 + 2a + 3a^2)d1^262d2^275 + (0 + 1a + 0a^2)d1^263d2^275 + (4 + 4a + 4a^2)d1^264d2^275 + (0 + 0a + 1a^2)d1^265d2^275 + (4 + 4a + 4a^2)d1^266d2^275 + (1 + 2a + 3a^2)d1^267d2^275 + (1 + 1a + 2a^2)d1^268d2^275 + (1 + 4a + 3a^2)d1^269d2^275 + (1 + 1a + 3a^2)d1^270d2^275 + (0 + 2a + 4a^2)d1^271d2^275 + (4 + 3a + 2a^2)d1^272d2^275 + (3 + 3a + 3a^2)d1^273d2^275 + (1 + 2a + 3a^2)d1^274d2^275 + (1 + 2a + 4a^2)d1^275d2^275 + (0 + 2a + 4a^2)d1^276d2^275 + (1 + 4a + 3a^2)d1^277d2^275 + (2 + 0a + 1a^2)d1^278d2^275 + (0 + 3a + 1a^2)d1^279d2^275 + (2 + 2a + 3a^2)d1^280d2^275 + (1 + 3a + 0a^2)d1^281d2^275 + (3 + 4a + 4a^2)d1^282d2^275 + (0 + 4a + 0a^2)d1^283d2^275 + (3 + 1a + 4a^2)d1^284d2^275 + (4 + 0a + 2a^2)d1^285d2^275 + (0 + 0a + 3a^2)d1^286d2^275 + (1 + 1a + 1a^2)d1^287d2^275 + (3 + 4a + 3a^2)d1^288d2^275 + (0 + 0a + 3a^2)d1^289d2^275 + (3 + 2a + 1a^2)d1^290d2^275 + (0 + 3a + 0a^2)d1^291d2^275 + (3 + 1a + 1a^2)d1^292d2^275 + (2 + 0a + 4a^2)d1^293d2^275 + (4 + 4a + 0a^2)d2^276 + (4 + 1a + 3a^2)d1^1d2^276 + (1 + 2a + 2a^2)d1^2d2^276 + (0 + 1a + 4a^2)d1^3d2^276 + (0 + 4a + 3a^2)d1^4d2^276 + (1 + 3a + 4a^2)d1^5d2^276 + (0 + 4a + 2a^2)d1^6d2^276 + (4 + 2a + 0a^2)d1^7d2^276 + (4 + 2a + 1a^2)d1^8d2^276 + (4 + 4a + 3a^2)d1^9d2^276 + (3 + 3a + 2a^2)d1^10d2^276 + (0 + 4a + 1a^2)d1^11d2^276 + (1 + 3a + 1a^2)d1^12d2^276 + (0 + 4a + 3a^2)d1^13d2^276 + (1 + 3a + 2a^2)d1^14d2^276 + (0 + 1a + 1a^2)d1^15d2^276 + (3 + 3a + 3a^2)d1^16d2^276 + (1 + 4a + 3a^2)d1^17d2^276 + (4 + 4a + 2a^2)d1^18d2^276 + (4 + 1a + 4a^2)d1^19d2^276 + (2 + 3a + 4a^2)d1^20d2^276 + (1 + 0a + 3a^2)d1^21d2^276 + (2 + 4a + 0a^2)d1^22d2^276 + (1 + 1a + 0a^2)d1^23d2^276 + (1 + 4a + 4a^2)d1^24d2^276 + (1 + 4a + 4a^2)d1^25d2^276 + (4 + 4a + 4a^2)d1^26d2^276 + (0 + 2a + 2a^2)d1^27d2^276 + (0 + 3a + 3a^2)d1^28d2^276 + (3 + 3a + 1a^2)d1^29d2^276 + (2 + 4a + 3a^2)d1^30d2^276 + (1 + 4a + 1a^2)d1^31d2^276 + (2 + 3a + 3a^2)d1^32d2^276 + (2 + 2a + 3a^2)d1^33d2^276 + (2 + 4a + 0a^2)d1^34d2^276 + (0 + 3a + 1a^2)d1^35d2^276 + (3 + 3a + 4a^2)d1^36d2^276 + (4 + 0a + 1a^2)d1^37d2^276 + (0 + 2a + 0a^2)d1^38d2^276 + (3 + 4a + 2a^2)d1^39d2^276 + (3 + 1a + 3a^2)d1^40d2^276 + (0 + 1a + 4a^2)d1^41d2^276 + (1 + 4a + 3a^2)d1^42d2^276 + (4 + 0a + 1a^2)d1^43d2^276 + (4 + 2a + 1a^2)d1^44d2^276 + (3 + 1a + 1a^2)d1^45d2^276 + (0 + 1a + 2a^2)d1^46d2^276 + (3 + 2a + 1a^2)d1^47d2^276 + (3 + 2a + 4a^2)d1^48d2^276 + (4 + 3a + 4a^2)d1^49d2^276 + (2 + 3a + 3a^2)d1^50d2^276 + (4 + 1a + 2a^2)d1^51d2^276 + (4 + 1a + 0a^2)d1^52d2^276 + (3 + 3a + 4a^2)d1^53d2^276 + (1 + 1a + 2a^2)d1^54d2^276 + (4 + 0a + 1a^2)d1^55d2^276 + (1 + 0a + 3a^2)d1^56d2^276 + (0 + 4a + 3a^2)d1^57d2^276 + (0 + 1a + 1a^2)d1^58d2^276 + (0 + 3a + 1a^2)d1^59d2^276 + (1 + 0a + 2a^2)d1^60d2^276 + (2 + 4a + 2a^2)d1^61d2^276 + (0 + 0a + 1a^2)d1^62d2^276 + (2 + 2a + 4a^2)d1^63d2^276 + (2 + 1a + 3a^2)d1^64d2^276 + (2 + 3a + 0a^2)d1^65d2^276 + (3 + 1a + 1a^2)d1^66d2^276 + (1 + 2a + 1a^2)d1^67d2^276 + (4 + 0a + 4a^2)d1^68d2^276 + (1 + 2a + 0a^2)d1^69d2^276 + (0 + 2a + 0a^2)d1^70d2^276 + (2 + 2a + 1a^2)d1^71d2^276 + (1 + 1a + 0a^2)d1^72d2^276 + (2 + 1a + 3a^2)d1^73d2^276 + (0 + 2a + 2a^2)d1^74d2^276 + (3 + 4a + 0a^2)d1^75d2^276 + (2 + 3a + 4a^2)d1^76d2^276 + (0 + 2a + 1a^2)d1^77d2^276 + (4 + 3a + 3a^2)d1^78d2^276 + (0 + 2a + 1a^2)d1^79d2^276 + (3 + 3a + 2a^2)d1^80d2^276 + (3 + 0a + 3a^2)d1^81d2^276 + (4 + 3a + 4a^2)d1^82d2^276 + (2 + 2a + 0a^2)d1^83d2^276 + (2 + 1a + 2a^2)d1^84d2^276 + (1 + 1a + 2a^2)d1^85d2^276 + (1 + 3a + 0a^2)d1^86d2^276 + (1 + 4a + 3a^2)d1^87d2^276 + (1 + 1a + 3a^2)d1^88d2^276 + (3 + 2a + 2a^2)d1^89d2^276 + (3 + 2a + 4a^2)d1^90d2^276 + (2 + 1a + 1a^2)d1^91d2^276 + (4 + 3a + 3a^2)d1^92d2^276 + (0 + 1a + 1a^2)d1^93d2^276 + (2 + 3a + 1a^2)d1^94d2^276 + (2 + 0a + 2a^2)d1^95d2^276 + (0 + 3a + 3a^2)d1^96d2^276 + (4 + 4a + 2a^2)d1^97d2^276 + (2 + 0a + 4a^2)d1^98d2^276 + (1 + 3a + 1a^2)d1^99d2^276 + (0 + 4a + 0a^2)d1^100d2^276 + (2 + 4a + 0a^2)d1^101d2^276 + (3 + 3a + 2a^2)d1^102d2^276 + (2 + 0a + 1a^2)d1^103d2^276 + (4 + 1a + 1a^2)d1^104d2^276 + (4 + 2a + 0a^2)d1^105d2^276 + (2 + 1a + 0a^2)d1^106d2^276 + (1 + 1a + 2a^2)d1^107d2^276 + (4 + 3a + 2a^2)d1^108d2^276 + (2 + 0a + 1a^2)d1^109d2^276 + (2 + 3a + 1a^2)d1^110d2^276 + (3 + 2a + 4a^2)d1^111d2^276 + (3 + 0a + 3a^2)d1^112d2^276 + (0 + 4a + 1a^2)d1^113d2^276 + (4 + 2a + 3a^2)d1^114d2^276 + (4 + 3a + 0a^2)d1^115d2^276 + (2 + 1a + 2a^2)d1^116d2^276 + (1 + 2a + 0a^2)d1^117d2^276 + (0 + 2a + 4a^2)d1^118d2^276 + (1 + 2a + 0a^2)d1^119d2^276 + (4 + 1a + 3a^2)d1^120d2^276 + (4 + 1a + 1a^2)d1^121d2^276 + (2 + 4a + 1a^2)d1^122d2^276 + (2 + 3a + 0a^2)d1^123d2^276 + (0 + 1a + 0a^2)d1^124d2^276 + (2 + 2a + 4a^2)d1^125d2^276 + (4 + 3a + 0a^2)d1^126d2^276 + (1 + 4a + 0a^2)d1^127d2^276 + (4 + 1a + 1a^2)d1^128d2^276 + (3 + 4a + 0a^2)d1^129d2^276 + (2 + 1a + 2a^2)d1^130d2^276 + (2 + 1a + 3a^2)d1^131d2^276 + (3 + 0a + 0a^2)d1^132d2^276 + (2 + 4a + 1a^2)d1^133d2^276 + (0 + 2a + 0a^2)d1^134d2^276 + (0 + 1a + 3a^2)d1^135d2^276 + (2 + 1a + 1a^2)d1^136d2^276 + (3 + 3a + 3a^2)d1^137d2^276 + (3 + 1a + 1a^2)d1^138d2^276 + (0 + 3a + 2a^2)d1^139d2^276 + (3 + 2a + 0a^2)d1^140d2^276 + (3 + 2a + 1a^2)d1^141d2^276 + (3 + 3a + 0a^2)d1^142d2^276 + (3 + 0a + 3a^2)d1^143d2^276 + (4 + 4a + 0a^2)d1^144d2^276 + (4 + 0a + 0a^2)d1^145d2^276 + (1 + 0a + 1a^2)d1^146d2^276 + (0 + 4a + 0a^2)d1^147d2^276 + (4 + 3a + 1a^2)d1^148d2^276 + (3 + 2a + 3a^2)d1^149d2^276 + (4 + 4a + 4a^2)d1^150d2^276 + (2 + 2a + 4a^2)d1^151d2^276 + (4 + 0a + 4a^2)d1^152d2^276 + (0 + 2a + 1a^2)d1^153d2^276 + (1 + 4a + 4a^2)d1^154d2^276 + (0 + 4a + 4a^2)d1^155d2^276 + (2 + 3a + 2a^2)d1^156d2^276 + (3 + 3a + 3a^2)d1^157d2^276 + (3 + 0a + 4a^2)d1^158d2^276 + (0 + 0a + 2a^2)d1^159d2^276 + (4 + 0a + 0a^2)d1^160d2^276 + (1 + 0a + 3a^2)d1^161d2^276 + (3 + 2a + 4a^2)d1^162d2^276 + (2 + 3a + 1a^2)d1^163d2^276 + (4 + 4a + 3a^2)d1^164d2^276 + (0 + 2a + 2a^2)d1^165d2^276 + (2 + 1a + 0a^2)d1^166d2^276 + (2 + 0a + 3a^2)d1^167d2^276 + (0 + 4a + 4a^2)d1^168d2^276 + (0 + 2a + 0a^2)d1^169d2^276 + (3 + 3a + 3a^2)d1^170d2^276 + (0 + 0a + 4a^2)d1^171d2^276 + (0 + 3a + 4a^2)d1^172d2^276 + (0 + 2a + 4a^2)d1^173d2^276 + (4 + 0a + 4a^2)d1^174d2^276 + (0 + 0a + 3a^2)d1^175d2^276 + (1 + 3a + 0a^2)d1^176d2^276 + (2 + 4a + 1a^2)d1^177d2^276 + (0 + 3a + 0a^2)d1^178d2^276 + (4 + 1a + 2a^2)d1^179d2^276 + (0 + 1a + 3a^2)d1^180d2^276 + (2 + 2a + 0a^2)d1^181d2^276 + (0 + 2a + 4a^2)d1^182d2^276 + (2 + 4a + 2a^2)d1^183d2^276 + (2 + 1a + 4a^2)d1^184d2^276 + (1 + 2a + 4a^2)d1^185d2^276 + (1 + 4a + 2a^2)d1^186d2^276 + (2 + 4a + 2a^2)d1^187d2^276 + (0 + 1a + 3a^2)d1^188d2^276 + (2 + 3a + 2a^2)d1^189d2^276 + (2 + 2a + 3a^2)d1^190d2^276 + (4 + 4a + 2a^2)d1^191d2^276 + (2 + 0a + 2a^2)d1^192d2^276 + (1 + 0a + 0a^2)d1^193d2^276 + (3 + 1a + 2a^2)d1^194d2^276 + (3 + 3a + 2a^2)d1^195d2^276 + (3 + 1a + 3a^2)d1^196d2^276 + (2 + 3a + 4a^2)d1^197d2^276 + (3 + 3a + 2a^2)d1^198d2^276 + (2 + 4a + 1a^2)d1^199d2^276 + (0 + 3a + 3a^2)d1^200d2^276 + (2 + 2a + 3a^2)d1^201d2^276 + (0 + 3a + 0a^2)d1^202d2^276 + (1 + 2a + 3a^2)d1^203d2^276 + (3 + 1a + 1a^2)d1^204d2^276 + (0 + 4a + 4a^2)d1^205d2^276 + (1 + 4a + 2a^2)d1^206d2^276 + (2 + 1a + 4a^2)d1^207d2^276 + (2 + 4a + 3a^2)d1^208d2^276 + (1 + 2a + 1a^2)d1^209d2^276 + (1 + 1a + 1a^2)d1^210d2^276 + (1 + 4a + 3a^2)d1^211d2^276 + (1 + 0a + 1a^2)d1^212d2^276 + (3 + 2a + 3a^2)d1^213d2^276 + (1 + 1a + 3a^2)d1^214d2^276 + (3 + 4a + 2a^2)d1^215d2^276 + (4 + 0a + 1a^2)d1^216d2^276 + (0 + 1a + 3a^2)d1^217d2^276 + (4 + 4a + 4a^2)d1^218d2^276 + (2 + 3a + 0a^2)d1^219d2^276 + (0 + 4a + 4a^2)d1^220d2^276 + (2 + 1a + 4a^2)d1^221d2^276 + (0 + 3a + 3a^2)d1^222d2^276 + (1 + 0a + 3a^2)d1^223d2^276 + (0 + 0a + 3a^2)d1^224d2^276 + (0 + 4a + 0a^2)d1^225d2^276 + (0 + 0a + 3a^2)d1^226d2^276 + (4 + 0a + 4a^2)d1^227d2^276 + (3 + 0a + 0a^2)d1^228d2^276 + (2 + 3a + 0a^2)d1^229d2^276 + (3 + 1a + 0a^2)d1^230d2^276 + (1 + 4a + 1a^2)d1^231d2^276 + (2 + 2a + 0a^2)d1^232d2^276 + (1 + 4a + 4a^2)d1^233d2^276 + (1 + 1a + 0a^2)d1^234d2^276 + (0 + 2a + 3a^2)d1^235d2^276 + (2 + 3a + 1a^2)d1^236d2^276 + (3 + 1a + 4a^2)d1^237d2^276 + (1 + 0a + 3a^2)d1^238d2^276 + (3 + 4a + 1a^2)d1^239d2^276 + (0 + 4a + 2a^2)d1^240d2^276 + (3 + 3a + 3a^2)d1^241d2^276 + (2 + 4a + 0a^2)d1^242d2^276 + (2 + 3a + 2a^2)d1^243d2^276 + (2 + 4a + 4a^2)d1^244d2^276 + (1 + 2a + 1a^2)d1^245d2^276 + (3 + 1a + 3a^2)d1^246d2^276 + (2 + 3a + 3a^2)d1^247d2^276 + (2 + 3a + 3a^2)d1^248d2^276 + (4 + 2a + 1a^2)d1^249d2^276 + (1 + 4a + 0a^2)d1^250d2^276 + (4 + 4a + 2a^2)d1^251d2^276 + (0 + 1a + 2a^2)d1^252d2^276 + (4 + 0a + 4a^2)d1^253d2^276 + (3 + 0a + 1a^2)d1^254d2^276 + (0 + 3a + 3a^2)d1^255d2^276 + (2 + 4a + 4a^2)d1^256d2^276 + (4 + 4a + 4a^2)d1^257d2^276 + (0 + 0a + 1a^2)d1^258d2^276 + (0 + 2a + 4a^2)d1^259d2^276 + (4 + 1a + 3a^2)d1^260d2^276 + (0 + 4a + 0a^2)d1^261d2^276 + (3 + 3a + 3a^2)d1^262d2^276 + (0 + 2a + 1a^2)d1^263d2^276 + (3 + 1a + 4a^2)d1^264d2^276 + (0 + 2a + 0a^2)d1^265d2^276 + (1 + 2a + 0a^2)d1^266d2^276 + (3 + 4a + 4a^2)d1^267d2^276 + (1 + 4a + 2a^2)d1^268d2^276 + (2 + 3a + 2a^2)d1^269d2^276 + (2 + 3a + 1a^2)d1^270d2^276 + (2 + 0a + 0a^2)d1^271d2^276 + (4 + 0a + 1a^2)d1^272d2^276 + (4 + 1a + 3a^2)d1^273d2^276 + (2 + 3a + 3a^2)d1^274d2^276 + (3 + 0a + 1a^2)d1^275d2^276 + (4 + 4a + 2a^2)d1^276d2^276 + (2 + 3a + 4a^2)d1^277d2^276 + (4 + 4a + 3a^2)d1^278d2^276 + (0 + 3a + 0a^2)d1^279d2^276 + (2 + 4a + 1a^2)d1^280d2^276 + (3 + 4a + 0a^2)d1^281d2^276 + (3 + 0a + 3a^2)d1^282d2^276 + (3 + 1a + 3a^2)d1^283d2^276 + (4 + 0a + 1a^2)d1^284d2^276 + (2 + 2a + 2a^2)d1^285d2^276 + (1 + 4a + 4a^2)d1^287d2^276 + (4 + 4a + 1a^2)d1^288d2^276 + (3 + 0a + 3a^2)d1^289d2^276 + (0 + 4a + 3a^2)d1^290d2^276 + (1 + 1a + 2a^2)d1^291d2^276 + (1 + 4a + 3a^2)d1^292d2^276 + (0 + 0a + 1a^2)d1^293d2^276 + (4 + 3a + 1a^2)d2^277 + (0 + 1a + 4a^2)d1^1d2^277 + (3 + 4a + 2a^2)d1^2d2^277 + (1 + 0a + 2a^2)d1^3d2^277 + (2 + 3a + 0a^2)d1^4d2^277 + (4 + 4a + 4a^2)d1^5d2^277 + (4 + 1a + 4a^2)d1^6d2^277 + (0 + 3a + 0a^2)d1^7d2^277 + (2 + 3a + 1a^2)d1^8d2^277 + (0 + 3a + 3a^2)d1^9d2^277 + (1 + 1a + 3a^2)d1^10d2^277 + (3 + 0a + 0a^2)d1^11d2^277 + (2 + 4a + 3a^2)d1^12d2^277 + (0 + 3a + 3a^2)d1^13d2^277 + (0 + 2a + 1a^2)d1^14d2^277 + (0 + 4a + 2a^2)d1^15d2^277 + (4 + 4a + 2a^2)d1^16d2^277 + (3 + 2a + 4a^2)d1^17d2^277 + (2 + 3a + 3a^2)d1^18d2^277 + (4 + 1a + 3a^2)d1^19d2^277 + (4 + 3a + 3a^2)d1^20d2^277 + (0 + 3a + 0a^2)d1^21d2^277 + (1 + 0a + 3a^2)d1^22d2^277 + (4 + 3a + 3a^2)d1^23d2^277 + (1 + 4a + 4a^2)d1^24d2^277 + (3 + 0a + 3a^2)d1^25d2^277 + (2 + 1a + 2a^2)d1^26d2^277 + (3 + 1a + 0a^2)d1^27d2^277 + (3 + 3a + 4a^2)d1^28d2^277 + (1 + 2a + 1a^2)d1^29d2^277 + (2 + 1a + 3a^2)d1^30d2^277 + (0 + 1a + 2a^2)d1^31d2^277 + (0 + 4a + 3a^2)d1^32d2^277 + (1 + 2a + 0a^2)d1^33d2^277 + (0 + 3a + 4a^2)d1^34d2^277 + (1 + 2a + 3a^2)d1^35d2^277 + (1 + 2a + 0a^2)d1^36d2^277 + (0 + 2a + 2a^2)d1^37d2^277 + (4 + 0a + 3a^2)d1^38d2^277 + (4 + 1a + 2a^2)d1^39d2^277 + (1 + 3a + 2a^2)d1^40d2^277 + (3 + 1a + 0a^2)d1^41d2^277 + (2 + 1a + 1a^2)d1^42d2^277 + (0 + 0a + 4a^2)d1^43d2^277 + (1 + 4a + 1a^2)d1^44d2^277 + (0 + 3a + 2a^2)d1^45d2^277 + (4 + 2a + 0a^2)d1^46d2^277 + (3 + 1a + 1a^2)d1^47d2^277 + (0 + 1a + 3a^2)d1^48d2^277 + (2 + 3a + 2a^2)d1^49d2^277 + (4 + 0a + 0a^2)d1^50d2^277 + (1 + 2a + 2a^2)d1^51d2^277 + (0 + 4a + 0a^2)d1^52d2^277 + (3 + 3a + 3a^2)d1^53d2^277 + (3 + 4a + 1a^2)d1^54d2^277 + (0 + 4a + 4a^2)d1^55d2^277 + (1 + 1a + 1a^2)d1^56d2^277 + (1 + 2a + 2a^2)d1^57d2^277 + (2 + 2a + 3a^2)d1^58d2^277 + (2 + 3a + 0a^2)d1^59d2^277 + (1 + 3a + 1a^2)d1^60d2^277 + (1 + 0a + 0a^2)d1^61d2^277 + (4 + 1a + 3a^2)d1^62d2^277 + (4 + 1a + 4a^2)d1^63d2^277 + (0 + 1a + 3a^2)d1^64d2^277 + (2 + 4a + 2a^2)d1^65d2^277 + (4 + 1a + 4a^2)d1^66d2^277 + (4 + 0a + 3a^2)d1^67d2^277 + (4 + 3a + 1a^2)d1^68d2^277 + (2 + 3a + 1a^2)d1^69d2^277 + (1 + 4a + 4a^2)d1^70d2^277 + (3 + 0a + 4a^2)d1^71d2^277 + (1 + 3a + 1a^2)d1^72d2^277 + (1 + 1a + 3a^2)d1^73d2^277 + (1 + 2a + 0a^2)d1^74d2^277 + (2 + 4a + 2a^2)d1^75d2^277 + (4 + 1a + 2a^2)d1^76d2^277 + (1 + 2a + 1a^2)d1^77d2^277 + (4 + 4a + 2a^2)d1^78d2^277 + (0 + 0a + 2a^2)d1^79d2^277 + (0 + 4a + 2a^2)d1^80d2^277 + (4 + 4a + 1a^2)d1^81d2^277 + (0 + 1a + 3a^2)d1^82d2^277 + (4 + 3a + 2a^2)d1^83d2^277 + (2 + 4a + 1a^2)d1^84d2^277 + (4 + 0a + 3a^2)d1^85d2^277 + (2 + 4a + 4a^2)d1^86d2^277 + (4 + 2a + 1a^2)d1^87d2^277 + (1 + 1a + 1a^2)d1^88d2^277 + (2 + 4a + 2a^2)d1^89d2^277 + (2 + 4a + 0a^2)d1^90d2^277 + (3 + 3a + 1a^2)d1^91d2^277 + (2 + 2a + 2a^2)d1^92d2^277 + (1 + 0a + 1a^2)d1^93d2^277 + (3 + 4a + 0a^2)d1^94d2^277 + (3 + 2a + 4a^2)d1^95d2^277 + (3 + 1a + 0a^2)d1^96d2^277 + (4 + 3a + 2a^2)d1^97d2^277 + (0 + 3a + 3a^2)d1^99d2^277 + (2 + 2a + 2a^2)d1^100d2^277 + (1 + 1a + 4a^2)d1^101d2^277 + (3 + 0a + 0a^2)d1^102d2^277 + (1 + 4a + 3a^2)d1^103d2^277 + (2 + 3a + 1a^2)d1^104d2^277 + (3 + 3a + 1a^2)d1^105d2^277 + (1 + 0a + 0a^2)d1^106d2^277 + (2 + 0a + 0a^2)d1^107d2^277 + (3 + 3a + 3a^2)d1^108d2^277 + (2 + 2a + 1a^2)d1^109d2^277 + (3 + 0a + 1a^2)d1^110d2^277 + (1 + 4a + 4a^2)d1^111d2^277 + (0 + 3a + 1a^2)d1^112d2^277 + (2 + 3a + 4a^2)d1^113d2^277 + (2 + 0a + 1a^2)d1^114d2^277 + (1 + 3a + 0a^2)d1^115d2^277 + (3 + 1a + 3a^2)d1^116d2^277 + (4 + 2a + 0a^2)d1^117d2^277 + (4 + 2a + 1a^2)d1^118d2^277 + (0 + 1a + 2a^2)d1^119d2^277 + (0 + 1a + 0a^2)d1^120d2^277 + (0 + 2a + 2a^2)d1^121d2^277 + (3 + 2a + 3a^2)d1^122d2^277 + (1 + 2a + 1a^2)d1^123d2^277 + (1 + 0a + 3a^2)d1^124d2^277 + (0 + 3a + 0a^2)d1^125d2^277 + (3 + 2a + 3a^2)d1^126d2^277 + (2 + 2a + 0a^2)d1^127d2^277 + (3 + 4a + 0a^2)d1^128d2^277 + (2 + 3a + 0a^2)d1^129d2^277 + (4 + 2a + 2a^2)d1^130d2^277 + (2 + 1a + 1a^2)d1^131d2^277 + (0 + 3a + 3a^2)d1^132d2^277 + (1 + 2a + 1a^2)d1^133d2^277 + (4 + 0a + 1a^2)d1^134d2^277 + (2 + 0a + 4a^2)d1^135d2^277 + (1 + 3a + 2a^2)d1^136d2^277 + (0 + 1a + 1a^2)d1^137d2^277 + (1 + 2a + 3a^2)d1^138d2^277 + (1 + 2a + 4a^2)d1^139d2^277 + (3 + 2a + 4a^2)d1^140d2^277 + (0 + 2a + 0a^2)d1^141d2^277 + (2 + 3a + 2a^2)d1^142d2^277 + (2 + 1a + 2a^2)d1^143d2^277 + (2 + 1a + 0a^2)d1^145d2^277 + (1 + 1a + 0a^2)d1^146d2^277 + (3 + 2a + 0a^2)d1^147d2^277 + (3 + 3a + 0a^2)d1^148d2^277 + (4 + 1a + 0a^2)d1^149d2^277 + (1 + 4a + 0a^2)d1^150d2^277 + (2 + 1a + 4a^2)d1^151d2^277 + (4 + 2a + 4a^2)d1^152d2^277 + (0 + 0a + 1a^2)d1^153d2^277 + (1 + 2a + 3a^2)d1^154d2^277 + (4 + 2a + 1a^2)d1^155d2^277 + (2 + 4a + 2a^2)d1^156d2^277 + (1 + 1a + 0a^2)d1^157d2^277 + (3 + 2a + 4a^2)d1^158d2^277 + (2 + 2a + 1a^2)d1^159d2^277 + (4 + 2a + 0a^2)d1^160d2^277 + (2 + 0a + 0a^2)d1^161d2^277 + (3 + 1a + 2a^2)d1^162d2^277 + (4 + 0a + 2a^2)d1^163d2^277 + (2 + 2a + 0a^2)d1^164d2^277 + (2 + 4a + 3a^2)d1^165d2^277 + (1 + 0a + 1a^2)d1^166d2^277 + (2 + 4a + 3a^2)d1^167d2^277 + (2 + 0a + 4a^2)d1^168d2^277 + (1 + 2a + 2a^2)d1^169d2^277 + (0 + 3a + 3a^2)d1^170d2^277 + (0 + 2a + 1a^2)d1^171d2^277 + (1 + 0a + 2a^2)d1^172d2^277 + (3 + 0a + 2a^2)d1^173d2^277 + (4 + 0a + 4a^2)d1^174d2^277 + (4 + 3a + 3a^2)d1^175d2^277 + (0 + 3a + 4a^2)d1^176d2^277 + (4 + 0a + 3a^2)d1^177d2^277 + (1 + 3a + 4a^2)d1^178d2^277 + (0 + 1a + 3a^2)d1^179d2^277 + (2 + 0a + 3a^2)d1^180d2^277 + (1 + 1a + 2a^2)d1^181d2^277 + (1 + 4a + 2a^2)d1^182d2^277 + (1 + 2a + 1a^2)d1^183d2^277 + (4 + 3a + 3a^2)d1^184d2^277 + (3 + 2a + 4a^2)d1^185d2^277 + (1 + 1a + 3a^2)d1^186d2^277 + (3 + 1a + 0a^2)d1^187d2^277 + (1 + 2a + 3a^2)d1^188d2^277 + (3 + 2a + 0a^2)d1^189d2^277 + (2 + 4a + 4a^2)d1^190d2^277 + (4 + 2a + 3a^2)d1^191d2^277 + (0 + 4a + 3a^2)d1^192d2^277 + (1 + 4a + 4a^2)d1^193d2^277 + (2 + 1a + 1a^2)d1^194d2^277 + (2 + 0a + 4a^2)d1^195d2^277 + (1 + 3a + 3a^2)d1^196d2^277 + (1 + 0a + 2a^2)d1^197d2^277 + (2 + 3a + 1a^2)d1^198d2^277 + (3 + 2a + 4a^2)d1^199d2^277 + (3 + 4a + 4a^2)d1^200d2^277 + (4 + 0a + 0a^2)d1^201d2^277 + (4 + 2a + 1a^2)d1^202d2^277 + (2 + 3a + 4a^2)d1^203d2^277 + (3 + 2a + 4a^2)d1^204d2^277 + (1 + 1a + 0a^2)d1^205d2^277 + (4 + 1a + 4a^2)d1^206d2^277 + (2 + 1a + 3a^2)d1^207d2^277 + (1 + 0a + 4a^2)d1^208d2^277 + (0 + 3a + 4a^2)d1^209d2^277 + (1 + 1a + 4a^2)d1^210d2^277 + (1 + 4a + 2a^2)d1^211d2^277 + (3 + 1a + 1a^2)d1^212d2^277 + (1 + 2a + 0a^2)d1^213d2^277 + (1 + 3a + 0a^2)d1^214d2^277 + (1 + 2a + 1a^2)d1^215d2^277 + (3 + 0a + 4a^2)d1^216d2^277 + (2 + 1a + 4a^2)d1^217d2^277 + (2 + 4a + 2a^2)d1^218d2^277 + (0 + 2a + 1a^2)d1^219d2^277 + (3 + 2a + 2a^2)d1^220d2^277 + (4 + 1a + 3a^2)d1^221d2^277 + (2 + 0a + 0a^2)d1^222d2^277 + (4 + 0a + 4a^2)d1^223d2^277 + (3 + 1a + 4a^2)d1^224d2^277 + (2 + 3a + 4a^2)d1^225d2^277 + (3 + 4a + 3a^2)d1^226d2^277 + (3 + 2a + 4a^2)d1^227d2^277 + (0 + 2a + 2a^2)d1^228d2^277 + (3 + 4a + 1a^2)d1^229d2^277 + (3 + 1a + 4a^2)d1^230d2^277 + (4 + 1a + 0a^2)d1^231d2^277 + (3 + 4a + 1a^2)d1^232d2^277 + (3 + 0a + 0a^2)d1^233d2^277 + (2 + 4a + 3a^2)d1^234d2^277 + (1 + 3a + 4a^2)d1^235d2^277 + (4 + 0a + 2a^2)d1^236d2^277 + (1 + 4a + 3a^2)d1^237d2^277 + (0 + 4a + 4a^2)d1^238d2^277 + (0 + 2a + 3a^2)d1^239d2^277 + (1 + 1a + 0a^2)d1^240d2^277 + (4 + 0a + 1a^2)d1^241d2^277 + (1 + 3a + 1a^2)d1^242d2^277 + (1 + 4a + 3a^2)d1^243d2^277 + (1 + 4a + 4a^2)d1^244d2^277 + (3 + 3a + 0a^2)d1^245d2^277 + (4 + 0a + 3a^2)d1^246d2^277 + (3 + 2a + 0a^2)d1^247d2^277 + (0 + 0a + 4a^2)d1^248d2^277 + (2 + 2a + 3a^2)d1^249d2^277 + (3 + 2a + 4a^2)d1^250d2^277 + (3 + 3a + 1a^2)d1^251d2^277 + (0 + 2a + 4a^2)d1^252d2^277 + (0 + 3a + 4a^2)d1^253d2^277 + (2 + 4a + 0a^2)d1^254d2^277 + (0 + 2a + 0a^2)d1^255d2^277 + (1 + 1a + 1a^2)d1^256d2^277 + (2 + 2a + 1a^2)d1^257d2^277 + (0 + 1a + 2a^2)d1^258d2^277 + (4 + 4a + 3a^2)d1^259d2^277 + (3 + 0a + 4a^2)d1^260d2^277 + (4 + 1a + 4a^2)d1^261d2^277 + (4 + 0a + 3a^2)d1^262d2^277 + (2 + 0a + 0a^2)d1^263d2^277 + (1 + 1a + 1a^2)d1^264d2^277 + (0 + 1a + 1a^2)d1^265d2^277 + (3 + 1a + 3a^2)d1^266d2^277 + (0 + 0a + 4a^2)d1^267d2^277 + (2 + 4a + 3a^2)d1^268d2^277 + (3 + 3a + 2a^2)d1^269d2^277 + (4 + 1a + 3a^2)d1^270d2^277 + (4 + 1a + 2a^2)d1^271d2^277 + (3 + 3a + 2a^2)d1^272d2^277 + (1 + 3a + 4a^2)d1^273d2^277 + (1 + 2a + 3a^2)d1^274d2^277 + (1 + 0a + 1a^2)d1^275d2^277 + (2 + 2a + 2a^2)d1^276d2^277 + (0 + 0a + 4a^2)d1^277d2^277 + (0 + 3a + 4a^2)d1^278d2^277 + (3 + 2a + 2a^2)d1^279d2^277 + (1 + 0a + 2a^2)d1^280d2^277 + (1 + 0a + 0a^2)d1^281d2^277 + (0 + 1a + 1a^2)d1^282d2^277 + (0 + 3a + 0a^2)d1^283d2^277 + (2 + 4a + 4a^2)d1^284d2^277 + (0 + 3a + 0a^2)d1^285d2^277 + (0 + 1a + 0a^2)d1^286d2^277 + (3 + 2a + 3a^2)d1^287d2^277 + (2 + 4a + 0a^2)d1^288d2^277 + (2 + 3a + 2a^2)d1^289d2^277 + (2 + 0a + 0a^2)d1^290d2^277 + (4 + 4a + 0a^2)d1^291d2^277 + (4 + 0a + 1a^2)d1^292d2^277 + (3 + 2a + 1a^2)d1^293d2^277 + (4 + 4a + 0a^2)d2^278 + (4 + 3a + 2a^2)d1^1d2^278 + (0 + 4a + 3a^2)d1^2d2^278 + (2 + 0a + 0a^2)d1^3d2^278 + (4 + 3a + 3a^2)d1^4d2^278 + (3 + 3a + 2a^2)d1^5d2^278 + (1 + 2a + 2a^2)d1^6d2^278 + (2 + 0a + 4a^2)d1^7d2^278 + (0 + 0a + 3a^2)d1^8d2^278 + (3 + 1a + 0a^2)d1^9d2^278 + (1 + 3a + 2a^2)d1^10d2^278 + (2 + 2a + 3a^2)d1^11d2^278 + (4 + 4a + 0a^2)d1^12d2^278 + (3 + 3a + 2a^2)d1^13d2^278 + (1 + 0a + 3a^2)d1^14d2^278 + (2 + 0a + 0a^2)d1^15d2^278 + (0 + 3a + 2a^2)d1^16d2^278 + (1 + 1a + 4a^2)d1^17d2^278 + (1 + 0a + 3a^2)d1^18d2^278 + (3 + 4a + 3a^2)d1^19d2^278 + (1 + 0a + 1a^2)d1^20d2^278 + (0 + 4a + 3a^2)d1^21d2^278 + (0 + 0a + 2a^2)d1^22d2^278 + (4 + 2a + 1a^2)d1^23d2^278 + (3 + 4a + 4a^2)d1^24d2^278 + (1 + 1a + 2a^2)d1^25d2^278 + (1 + 4a + 3a^2)d1^26d2^278 + (1 + 1a + 1a^2)d1^27d2^278 + (4 + 2a + 1a^2)d1^28d2^278 + (3 + 2a + 4a^2)d1^29d2^278 + (3 + 3a + 2a^2)d1^30d2^278 + (4 + 4a + 0a^2)d1^31d2^278 + (2 + 3a + 0a^2)d1^32d2^278 + (0 + 2a + 3a^2)d1^33d2^278 + (2 + 2a + 1a^2)d1^34d2^278 + (2 + 4a + 2a^2)d1^35d2^278 + (3 + 1a + 2a^2)d1^36d2^278 + (4 + 0a + 3a^2)d1^37d2^278 + (3 + 2a + 2a^2)d1^38d2^278 + (0 + 1a + 0a^2)d1^39d2^278 + (0 + 4a + 1a^2)d1^40d2^278 + (4 + 0a + 4a^2)d1^41d2^278 + (2 + 0a + 0a^2)d1^42d2^278 + (2 + 4a + 0a^2)d1^43d2^278 + (1 + 2a + 2a^2)d1^44d2^278 + (4 + 3a + 3a^2)d1^45d2^278 + (2 + 0a + 1a^2)d1^46d2^278 + (0 + 2a + 2a^2)d1^47d2^278 + (4 + 2a + 0a^2)d1^48d2^278 + (2 + 3a + 4a^2)d1^49d2^278 + (2 + 1a + 3a^2)d1^50d2^278 + (2 + 2a + 3a^2)d1^51d2^278 + (2 + 2a + 1a^2)d1^52d2^278 + (0 + 4a + 2a^2)d1^53d2^278 + (3 + 0a + 2a^2)d1^54d2^278 + (0 + 4a + 2a^2)d1^55d2^278 + (0 + 4a + 3a^2)d1^56d2^278 + (4 + 4a + 1a^2)d1^57d2^278 + (4 + 1a + 3a^2)d1^58d2^278 + (3 + 2a + 4a^2)d1^59d2^278 + (3 + 4a + 3a^2)d1^60d2^278 + (4 + 3a + 1a^2)d1^61d2^278 + (4 + 2a + 4a^2)d1^62d2^278 + (2 + 3a + 4a^2)d1^63d2^278 + (1 + 3a + 3a^2)d1^64d2^278 + (2 + 3a + 4a^2)d1^65d2^278 + (0 + 0a + 3a^2)d1^66d2^278 + (2 + 3a + 3a^2)d1^67d2^278 + (3 + 1a + 3a^2)d1^68d2^278 + (1 + 0a + 4a^2)d1^69d2^278 + (1 + 4a + 1a^2)d1^70d2^278 + (2 + 3a + 0a^2)d1^71d2^278 + (0 + 1a + 1a^2)d1^72d2^278 + (2 + 1a + 3a^2)d1^73d2^278 + (1 + 3a + 1a^2)d1^74d2^278 + (0 + 2a + 2a^2)d1^75d2^278 + (3 + 1a + 2a^2)d1^76d2^278 + (3 + 2a + 2a^2)d1^77d2^278 + (1 + 1a + 4a^2)d1^78d2^278 + (4 + 1a + 1a^2)d1^79d2^278 + (4 + 3a + 1a^2)d1^80d2^278 + (1 + 4a + 4a^2)d1^81d2^278 + (0 + 4a + 3a^2)d1^82d2^278 + (4 + 0a + 3a^2)d1^83d2^278 + (1 + 0a + 3a^2)d1^84d2^278 + (4 + 0a + 4a^2)d1^85d2^278 + (1 + 4a + 3a^2)d1^86d2^278 + (0 + 2a + 4a^2)d1^87d2^278 + (0 + 4a + 2a^2)d1^88d2^278 + (3 + 1a + 0a^2)d1^89d2^278 + (2 + 1a + 0a^2)d1^90d2^278 + (3 + 4a + 1a^2)d1^91d2^278 + (0 + 0a + 2a^2)d1^92d2^278 + (2 + 3a + 4a^2)d1^93d2^278 + (0 + 1a + 1a^2)d1^94d2^278 + (2 + 1a + 4a^2)d1^95d2^278 + (1 + 1a + 1a^2)d1^96d2^278 + (1 + 3a + 0a^2)d1^97d2^278 + (0 + 4a + 2a^2)d1^98d2^278 + (1 + 2a + 2a^2)d1^99d2^278 + (2 + 0a + 2a^2)d1^100d2^278 + (0 + 4a + 1a^2)d1^101d2^278 + (4 + 4a + 0a^2)d1^102d2^278 + (3 + 0a + 1a^2)d1^103d2^278 + (1 + 3a + 2a^2)d1^104d2^278 + (3 + 1a + 1a^2)d1^105d2^278 + (2 + 0a + 0a^2)d1^106d2^278 + (1 + 0a + 1a^2)d1^107d2^278 + (2 + 2a + 0a^2)d1^108d2^278 + (4 + 3a + 1a^2)d1^109d2^278 + (1 + 4a + 4a^2)d1^110d2^278 + (3 + 2a + 4a^2)d1^111d2^278 + (0 + 1a + 0a^2)d1^112d2^278 + (1 + 1a + 3a^2)d1^113d2^278 + (3 + 4a + 1a^2)d1^114d2^278 + (3 + 2a + 2a^2)d1^115d2^278 + (2 + 1a + 1a^2)d1^116d2^278 + (2 + 3a + 4a^2)d1^117d2^278 + (1 + 4a + 4a^2)d1^118d2^278 + (4 + 4a + 1a^2)d1^119d2^278 + (0 + 1a + 3a^2)d1^120d2^278 + (0 + 3a + 0a^2)d1^121d2^278 + (4 + 2a + 2a^2)d1^122d2^278 + (3 + 4a + 2a^2)d1^123d2^278 + (4 + 4a + 2a^2)d1^124d2^278 + (1 + 3a + 0a^2)d1^125d2^278 + (4 + 1a + 0a^2)d1^126d2^278 + (3 + 4a + 2a^2)d1^127d2^278 + (1 + 1a + 4a^2)d1^128d2^278 + (3 + 2a + 0a^2)d1^129d2^278 + (3 + 1a + 1a^2)d1^130d2^278 + (0 + 3a + 4a^2)d1^131d2^278 + (1 + 3a + 1a^2)d1^132d2^278 + (0 + 3a + 0a^2)d1^133d2^278 + (1 + 0a + 0a^2)d1^134d2^278 + (3 + 4a + 0a^2)d1^135d2^278 + (3 + 3a + 0a^2)d1^136d2^278 + (1 + 2a + 1a^2)d1^137d2^278 + (4 + 1a + 1a^2)d1^138d2^278 + (1 + 1a + 1a^2)d1^139d2^278 + (4 + 4a + 1a^2)d1^140d2^278 + (4 + 1a + 3a^2)d1^141d2^278 + (4 + 2a + 0a^2)d1^142d2^278 + (4 + 3a + 0a^2)d1^143d2^278 + (4 + 2a + 3a^2)d1^144d2^278 + (4 + 0a + 0a^2)d1^145d2^278 + (0 + 3a + 2a^2)d1^146d2^278 + (1 + 3a + 3a^2)d1^147d2^278 + (4 + 3a + 4a^2)d1^148d2^278 + (2 + 1a + 0a^2)d1^149d2^278 + (3 + 4a + 3a^2)d1^150d2^278 + (0 + 3a + 1a^2)d1^151d2^278 + (2 + 4a + 2a^2)d1^152d2^278 + (1 + 0a + 1a^2)d1^153d2^278 + (0 + 4a + 0a^2)d1^154d2^278 + (4 + 1a + 0a^2)d1^155d2^278 + (0 + 4a + 1a^2)d1^156d2^278 + (2 + 2a + 1a^2)d1^157d2^278 + (0 + 1a + 4a^2)d1^158d2^278 + (0 + 4a + 2a^2)d1^159d2^278 + (2 + 2a + 4a^2)d1^160d2^278 + (1 + 3a + 2a^2)d1^161d2^278 + (3 + 2a + 3a^2)d1^162d2^278 + (3 + 4a + 1a^2)d1^163d2^278 + (1 + 3a + 3a^2)d1^164d2^278 + (3 + 0a + 0a^2)d1^165d2^278 + (3 + 0a + 3a^2)d1^166d2^278 + (4 + 0a + 1a^2)d1^167d2^278 + (1 + 3a + 0a^2)d1^168d2^278 + (3 + 4a + 1a^2)d1^169d2^278 + (3 + 4a + 2a^2)d1^170d2^278 + (1 + 2a + 3a^2)d1^171d2^278 + (1 + 3a + 2a^2)d1^172d2^278 + (2 + 4a + 0a^2)d1^173d2^278 + (1 + 4a + 4a^2)d1^174d2^278 + (2 + 1a + 1a^2)d1^175d2^278 + (1 + 4a + 1a^2)d1^176d2^278 + (4 + 4a + 1a^2)d1^177d2^278 + (4 + 1a + 1a^2)d1^178d2^278 + (2 + 2a + 3a^2)d1^179d2^278 + (3 + 1a + 0a^2)d1^180d2^278 + (0 + 4a + 3a^2)d1^181d2^278 + (0 + 3a + 3a^2)d1^182d2^278 + (1 + 1a + 4a^2)d1^183d2^278 + (1 + 4a + 1a^2)d1^184d2^278 + (1 + 2a + 3a^2)d1^185d2^278 + (0 + 3a + 1a^2)d1^186d2^278 + (0 + 0a + 1a^2)d1^187d2^278 + (3 + 0a + 1a^2)d1^188d2^278 + (3 + 3a + 3a^2)d1^189d2^278 + (1 + 3a + 1a^2)d1^190d2^278 + (4 + 0a + 4a^2)d1^191d2^278 + (0 + 3a + 3a^2)d1^192d2^278 + (2 + 2a + 3a^2)d1^193d2^278 + (4 + 1a + 0a^2)d1^194d2^278 + (1 + 0a + 3a^2)d1^195d2^278 + (0 + 0a + 1a^2)d1^196d2^278 + (0 + 0a + 1a^2)d1^197d2^278 + (3 + 1a + 2a^2)d1^198d2^278 + (2 + 3a + 3a^2)d1^199d2^278 + (1 + 0a + 0a^2)d1^200d2^278 + (2 + 2a + 3a^2)d1^201d2^278 + (3 + 4a + 2a^2)d1^202d2^278 + (0 + 0a + 3a^2)d1^203d2^278 + (4 + 4a + 3a^2)d1^204d2^278 + (2 + 2a + 1a^2)d1^205d2^278 + (3 + 0a + 4a^2)d1^206d2^278 + (1 + 0a + 1a^2)d1^207d2^278 + (2 + 2a + 4a^2)d1^208d2^278 + (3 + 1a + 4a^2)d1^209d2^278 + (4 + 2a + 4a^2)d1^210d2^278 + (3 + 1a + 1a^2)d1^211d2^278 + (0 + 4a + 3a^2)d1^212d2^278 + (1 + 3a + 4a^2)d1^213d2^278 + (2 + 0a + 1a^2)d1^214d2^278 + (3 + 1a + 2a^2)d1^215d2^278 + (1 + 3a + 1a^2)d1^216d2^278 + (0 + 3a + 2a^2)d1^217d2^278 + (0 + 4a + 4a^2)d1^218d2^278 + (0 + 3a + 1a^2)d1^219d2^278 + (2 + 0a + 0a^2)d1^220d2^278 + (2 + 2a + 2a^2)d1^221d2^278 + (4 + 0a + 4a^2)d1^222d2^278 + (0 + 0a + 3a^2)d1^223d2^278 + (4 + 4a + 3a^2)d1^224d2^278 + (0 + 4a + 4a^2)d1^225d2^278 + (0 + 1a + 1a^2)d1^226d2^278 + (2 + 2a + 1a^2)d1^227d2^278 + (4 + 0a + 2a^2)d1^228d2^278 + (2 + 3a + 4a^2)d1^229d2^278 + (4 + 2a + 2a^2)d1^230d2^278 + (2 + 1a + 2a^2)d1^231d2^278 + (4 + 2a + 2a^2)d1^232d2^278 + (4 + 0a + 1a^2)d1^233d2^278 + (4 + 4a + 1a^2)d1^234d2^278 + (4 + 4a + 2a^2)d1^235d2^278 + (4 + 0a + 1a^2)d1^236d2^278 + (4 + 1a + 4a^2)d1^237d2^278 + (1 + 1a + 0a^2)d1^238d2^278 + (2 + 3a + 0a^2)d1^239d2^278 + (2 + 1a + 1a^2)d1^240d2^278 + (4 + 3a + 4a^2)d1^241d2^278 + (4 + 4a + 4a^2)d1^242d2^278 + (1 + 1a + 3a^2)d1^243d2^278 + (3 + 3a + 4a^2)d1^244d2^278 + (2 + 0a + 3a^2)d1^245d2^278 + (1 + 0a + 3a^2)d1^246d2^278 + (4 + 1a + 0a^2)d1^247d2^278 + (0 + 4a + 1a^2)d1^248d2^278 + (1 + 1a + 4a^2)d1^249d2^278 + (1 + 4a + 2a^2)d1^250d2^278 + (2 + 2a + 4a^2)d1^251d2^278 + (2 + 3a + 1a^2)d1^252d2^278 + (4 + 3a + 3a^2)d1^253d2^278 + (2 + 0a + 0a^2)d1^254d2^278 + (4 + 3a + 0a^2)d1^255d2^278 + (3 + 0a + 3a^2)d1^256d2^278 + (4 + 1a + 3a^2)d1^257d2^278 + (0 + 4a + 0a^2)d1^258d2^278 + (4 + 3a + 2a^2)d1^259d2^278 + (2 + 2a + 3a^2)d1^260d2^278 + (4 + 2a + 3a^2)d1^261d2^278 + (4 + 3a + 2a^2)d1^262d2^278 + (0 + 1a + 3a^2)d1^263d2^278 + (3 + 0a + 3a^2)d1^264d2^278 + (1 + 0a + 3a^2)d1^265d2^278 + (0 + 3a + 3a^2)d1^266d2^278 + (0 + 1a + 0a^2)d1^267d2^278 + (3 + 1a + 4a^2)d1^268d2^278 + (2 + 2a + 4a^2)d1^269d2^278 + (1 + 2a + 3a^2)d1^270d2^278 + (3 + 1a + 4a^2)d1^271d2^278 + (4 + 0a + 2a^2)d1^272d2^278 + (0 + 1a + 0a^2)d1^273d2^278 + (3 + 3a + 3a^2)d1^274d2^278 + (3 + 4a + 0a^2)d1^275d2^278 + (2 + 4a + 0a^2)d1^276d2^278 + (3 + 3a + 3a^2)d1^277d2^278 + (0 + 0a + 2a^2)d1^278d2^278 + (0 + 2a + 4a^2)d1^279d2^278 + (1 + 3a + 1a^2)d1^280d2^278 + (3 + 3a + 4a^2)d1^281d2^278 + (1 + 0a + 1a^2)d1^282d2^278 + (0 + 1a + 2a^2)d1^283d2^278 + (1 + 1a + 4a^2)d1^284d2^278 + (1 + 0a + 0a^2)d1^285d2^278 + (4 + 2a + 1a^2)d1^286d2^278 + (3 + 1a + 1a^2)d1^287d2^278 + (4 + 3a + 3a^2)d1^288d2^278 + (1 + 1a + 1a^2)d1^289d2^278 + (3 + 3a + 2a^2)d1^290d2^278 + (3 + 3a + 4a^2)d1^291d2^278 + (4 + 2a + 3a^2)d1^292d2^278 + (0 + 2a + 3a^2)d1^293d2^278 + (0 + 3a + 2a^2)d2^279 + (1 + 2a + 3a^2)d1^1d2^279 + (2 + 2a + 3a^2)d1^2d2^279 + (1 + 4a + 0a^2)d1^3d2^279 + (0 + 4a + 1a^2)d1^4d2^279 + (1 + 2a + 3a^2)d1^5d2^279 + (0 + 0a + 3a^2)d1^6d2^279 + (0 + 2a + 3a^2)d1^7d2^279 + (4 + 3a + 4a^2)d1^8d2^279 + (2 + 1a + 3a^2)d1^9d2^279 + (4 + 0a + 4a^2)d1^10d2^279 + (3 + 3a + 0a^2)d1^11d2^279 + (4 + 0a + 3a^2)d1^12d2^279 + (1 + 1a + 4a^2)d1^13d2^279 + (2 + 3a + 1a^2)d1^14d2^279 + (1 + 4a + 0a^2)d1^15d2^279 + (3 + 1a + 2a^2)d1^16d2^279 + (1 + 0a + 2a^2)d1^17d2^279 + (4 + 3a + 0a^2)d1^18d2^279 + (2 + 2a + 0a^2)d1^19d2^279 + (4 + 0a + 2a^2)d1^20d2^279 + (0 + 1a + 0a^2)d1^21d2^279 + (2 + 4a + 4a^2)d1^22d2^279 + (2 + 4a + 2a^2)d1^23d2^279 + (1 + 2a + 1a^2)d1^24d2^279 + (3 + 2a + 1a^2)d1^25d2^279 + (2 + 2a + 0a^2)d1^26d2^279 + (4 + 0a + 4a^2)d1^27d2^279 + (2 + 1a + 0a^2)d1^28d2^279 + (3 + 4a + 1a^2)d1^29d2^279 + (3 + 3a + 2a^2)d1^30d2^279 + (3 + 1a + 4a^2)d1^31d2^279 + (0 + 2a + 0a^2)d1^32d2^279 + (1 + 4a + 0a^2)d1^33d2^279 + (4 + 0a + 4a^2)d1^34d2^279 + (3 + 2a + 1a^2)d1^35d2^279 + (0 + 2a + 0a^2)d1^36d2^279 + (4 + 4a + 4a^2)d1^37d2^279 + (3 + 1a + 2a^2)d1^38d2^279 + (4 + 2a + 1a^2)d1^39d2^279 + (3 + 0a + 4a^2)d1^40d2^279 + (4 + 1a + 2a^2)d1^41d2^279 + (0 + 4a + 2a^2)d1^42d2^279 + (0 + 3a + 0a^2)d1^43d2^279 + (1 + 3a + 2a^2)d1^44d2^279 + (2 + 4a + 4a^2)d1^45d2^279 + (2 + 0a + 3a^2)d1^46d2^279 + (2 + 1a + 1a^2)d1^47d2^279 + (1 + 0a + 2a^2)d1^48d2^279 + (2 + 4a + 4a^2)d1^49d2^279 + (2 + 3a + 0a^2)d1^50d2^279 + (4 + 4a + 4a^2)d1^51d2^279 + (4 + 0a + 1a^2)d1^52d2^279 + (3 + 4a + 4a^2)d1^53d2^279 + (2 + 0a + 1a^2)d1^54d2^279 + (3 + 0a + 0a^2)d1^55d2^279 + (1 + 1a + 2a^2)d1^56d2^279 + (1 + 1a + 1a^2)d1^57d2^279 + (3 + 2a + 4a^2)d1^58d2^279 + (1 + 2a + 4a^2)d1^59d2^279 + (0 + 4a + 1a^2)d1^60d2^279 + (1 + 2a + 3a^2)d1^61d2^279 + (0 + 1a + 2a^2)d1^62d2^279 + (1 + 4a + 4a^2)d1^63d2^279 + (0 + 1a + 2a^2)d1^64d2^279 + (2 + 3a + 0a^2)d1^65d2^279 + (2 + 4a + 1a^2)d1^66d2^279 + (2 + 4a + 3a^2)d1^67d2^279 + (1 + 2a + 4a^2)d1^68d2^279 + (2 + 1a + 0a^2)d1^69d2^279 + (0 + 2a + 0a^2)d1^70d2^279 + (0 + 1a + 0a^2)d1^71d2^279 + (3 + 0a + 1a^2)d1^72d2^279 + (4 + 1a + 1a^2)d1^73d2^279 + (0 + 0a + 3a^2)d1^74d2^279 + (2 + 4a + 0a^2)d1^75d2^279 + (4 + 3a + 4a^2)d1^76d2^279 + (4 + 4a + 2a^2)d1^77d2^279 + (4 + 0a + 3a^2)d1^78d2^279 + (4 + 0a + 0a^2)d1^79d2^279 + (4 + 0a + 1a^2)d1^80d2^279 + (2 + 0a + 2a^2)d1^81d2^279 + (1 + 0a + 2a^2)d1^82d2^279 + (0 + 0a + 4a^2)d1^83d2^279 + (1 + 3a + 1a^2)d1^84d2^279 + (4 + 1a + 1a^2)d1^85d2^279 + (4 + 3a + 2a^2)d1^86d2^279 + (0 + 4a + 4a^2)d1^87d2^279 + (2 + 1a + 1a^2)d1^88d2^279 + (1 + 4a + 3a^2)d1^89d2^279 + (0 + 1a + 2a^2)d1^90d2^279 + (2 + 2a + 2a^2)d1^91d2^279 + (4 + 3a + 3a^2)d1^92d2^279 + (1 + 4a + 4a^2)d1^93d2^279 + (0 + 0a + 1a^2)d1^94d2^279 + (1 + 2a + 0a^2)d1^95d2^279 + (0 + 2a + 4a^2)d1^96d2^279 + (1 + 0a + 1a^2)d1^97d2^279 + (1 + 0a + 1a^2)d1^98d2^279 + (1 + 1a + 0a^2)d1^99d2^279 + (1 + 1a + 0a^2)d1^100d2^279 + (2 + 2a + 4a^2)d1^101d2^279 + (4 + 0a + 4a^2)d1^102d2^279 + (2 + 0a + 4a^2)d1^103d2^279 + (2 + 3a + 0a^2)d1^104d2^279 + (0 + 4a + 3a^2)d1^105d2^279 + (3 + 2a + 4a^2)d1^107d2^279 + (2 + 4a + 4a^2)d1^108d2^279 + (1 + 0a + 0a^2)d1^109d2^279 + (4 + 2a + 3a^2)d1^110d2^279 + (3 + 3a + 0a^2)d1^111d2^279 + (1 + 0a + 4a^2)d1^112d2^279 + (3 + 2a + 2a^2)d1^113d2^279 + (3 + 1a + 0a^2)d1^114d2^279 + (1 + 2a + 0a^2)d1^115d2^279 + (4 + 4a + 2a^2)d1^116d2^279 + (4 + 4a + 4a^2)d1^117d2^279 + (2 + 4a + 3a^2)d1^118d2^279 + (4 + 2a + 2a^2)d1^119d2^279 + (0 + 3a + 2a^2)d1^120d2^279 + (1 + 4a + 1a^2)d1^121d2^279 + (0 + 4a + 0a^2)d1^122d2^279 + (1 + 3a + 3a^2)d1^123d2^279 + (3 + 2a + 4a^2)d1^124d2^279 + (3 + 2a + 3a^2)d1^125d2^279 + (3 + 3a + 1a^2)d1^126d2^279 + (2 + 1a + 0a^2)d1^127d2^279 + (2 + 4a + 4a^2)d1^128d2^279 + (2 + 4a + 0a^2)d1^129d2^279 + (0 + 0a + 1a^2)d1^130d2^279 + (3 + 2a + 3a^2)d1^131d2^279 + (2 + 1a + 2a^2)d1^132d2^279 + (4 + 0a + 0a^2)d1^133d2^279 + (4 + 4a + 3a^2)d1^134d2^279 + (2 + 3a + 4a^2)d1^135d2^279 + (1 + 1a + 2a^2)d1^136d2^279 + (4 + 1a + 0a^2)d1^137d2^279 + (2 + 1a + 0a^2)d1^138d2^279 + (2 + 2a + 1a^2)d1^139d2^279 + (3 + 0a + 4a^2)d1^140d2^279 + (3 + 4a + 0a^2)d1^141d2^279 + (2 + 3a + 1a^2)d1^142d2^279 + (2 + 2a + 2a^2)d1^143d2^279 + (2 + 1a + 1a^2)d1^144d2^279 + (0 + 1a + 1a^2)d1^145d2^279 + (2 + 3a + 1a^2)d1^146d2^279 + (4 + 0a + 2a^2)d1^147d2^279 + (2 + 2a + 3a^2)d1^148d2^279 + (0 + 0a + 1a^2)d1^149d2^279 + (0 + 3a + 1a^2)d1^150d2^279 + (1 + 3a + 3a^2)d1^151d2^279 + (3 + 0a + 4a^2)d1^152d2^279 + (3 + 3a + 3a^2)d1^153d2^279 + (3 + 0a + 0a^2)d1^154d2^279 + (3 + 1a + 3a^2)d1^155d2^279 + (4 + 1a + 2a^2)d1^156d2^279 + (4 + 0a + 3a^2)d1^157d2^279 + (1 + 3a + 0a^2)d1^158d2^279 + (3 + 1a + 0a^2)d1^159d2^279 + (4 + 0a + 3a^2)d1^160d2^279 + (1 + 2a + 1a^2)d1^161d2^279 + (1 + 3a + 4a^2)d1^162d2^279 + (3 + 0a + 1a^2)d1^163d2^279 + (2 + 0a + 3a^2)d1^164d2^279 + (0 + 1a + 4a^2)d1^165d2^279 + (3 + 0a + 3a^2)d1^166d2^279 + (1 + 3a + 3a^2)d1^167d2^279 + (1 + 0a + 0a^2)d1^168d2^279 + (3 + 2a + 1a^2)d1^169d2^279 + (1 + 1a + 0a^2)d1^170d2^279 + (1 + 0a + 3a^2)d1^171d2^279 + (4 + 1a + 3a^2)d1^172d2^279 + (3 + 1a + 0a^2)d1^173d2^279 + (0 + 1a + 2a^2)d1^174d2^279 + (2 + 1a + 3a^2)d1^175d2^279 + (3 + 2a + 0a^2)d1^176d2^279 + (3 + 0a + 3a^2)d1^177d2^279 + (3 + 3a + 1a^2)d1^178d2^279 + (1 + 3a + 0a^2)d1^179d2^279 + (1 + 3a + 0a^2)d1^181d2^279 + (1 + 3a + 2a^2)d1^182d2^279 + (1 + 0a + 2a^2)d1^183d2^279 + (4 + 1a + 0a^2)d1^184d2^279 + (3 + 1a + 4a^2)d1^185d2^279 + (4 + 1a + 0a^2)d1^186d2^279 + (3 + 4a + 2a^2)d1^187d2^279 + (3 + 3a + 3a^2)d1^188d2^279 + (3 + 3a + 2a^2)d1^189d2^279 + (2 + 0a + 3a^2)d1^190d2^279 + (4 + 3a + 0a^2)d1^191d2^279 + (2 + 4a + 0a^2)d1^192d2^279 + (1 + 4a + 2a^2)d1^193d2^279 + (2 + 4a + 4a^2)d1^194d2^279 + (3 + 1a + 0a^2)d1^195d2^279 + (4 + 4a + 1a^2)d1^196d2^279 + (0 + 1a + 1a^2)d1^197d2^279 + (1 + 2a + 3a^2)d1^198d2^279 + (1 + 2a + 0a^2)d1^199d2^279 + (2 + 2a + 0a^2)d1^200d2^279 + (0 + 4a + 3a^2)d1^201d2^279 + (0 + 0a + 1a^2)d1^202d2^279 + (4 + 0a + 0a^2)d1^203d2^279 + (0 + 2a + 4a^2)d1^204d2^279 + (3 + 2a + 4a^2)d1^205d2^279 + (3 + 0a + 3a^2)d1^206d2^279 + (4 + 1a + 3a^2)d1^207d2^279 + (4 + 3a + 3a^2)d1^208d2^279 + (3 + 0a + 3a^2)d1^209d2^279 + (1 + 1a + 4a^2)d1^210d2^279 + (0 + 0a + 3a^2)d1^211d2^279 + (1 + 0a + 1a^2)d1^212d2^279 + (1 + 0a + 2a^2)d1^213d2^279 + (4 + 2a + 2a^2)d1^214d2^279 + (4 + 1a + 1a^2)d1^215d2^279 + (4 + 0a + 2a^2)d1^216d2^279 + (3 + 1a + 2a^2)d1^217d2^279 + (1 + 1a + 1a^2)d1^218d2^279 + (2 + 4a + 1a^2)d1^219d2^279 + (1 + 0a + 0a^2)d1^220d2^279 + (1 + 1a + 3a^2)d1^221d2^279 + (4 + 3a + 3a^2)d1^222d2^279 + (4 + 3a + 0a^2)d1^223d2^279 + (1 + 1a + 1a^2)d1^224d2^279 + (4 + 1a + 1a^2)d1^225d2^279 + (0 + 2a + 2a^2)d1^226d2^279 + (1 + 1a + 3a^2)d1^227d2^279 + (4 + 0a + 4a^2)d1^228d2^279 + (1 + 4a + 0a^2)d1^229d2^279 + (0 + 1a + 0a^2)d1^230d2^279 + (1 + 2a + 3a^2)d1^231d2^279 + (4 + 2a + 4a^2)d1^232d2^279 + (1 + 3a + 3a^2)d1^233d2^279 + (1 + 2a + 4a^2)d1^234d2^279 + (4 + 3a + 1a^2)d1^235d2^279 + (0 + 4a + 3a^2)d1^236d2^279 + (0 + 4a + 1a^2)d1^237d2^279 + (2 + 2a + 2a^2)d1^238d2^279 + (2 + 3a + 1a^2)d1^239d2^279 + (1 + 4a + 3a^2)d1^240d2^279 + (2 + 3a + 2a^2)d1^241d2^279 + (3 + 2a + 3a^2)d1^242d2^279 + (0 + 4a + 0a^2)d1^243d2^279 + (2 + 1a + 0a^2)d1^244d2^279 + (3 + 2a + 4a^2)d1^245d2^279 + (3 + 1a + 1a^2)d1^246d2^279 + (2 + 1a + 0a^2)d1^247d2^279 + (2 + 1a + 3a^2)d1^248d2^279 + (2 + 1a + 1a^2)d1^249d2^279 + (0 + 1a + 4a^2)d1^250d2^279 + (2 + 1a + 3a^2)d1^251d2^279 + (2 + 0a + 1a^2)d1^252d2^279 + (4 + 1a + 4a^2)d1^253d2^279 + (1 + 2a + 0a^2)d1^254d2^279 + (3 + 3a + 3a^2)d1^255d2^279 + (1 + 0a + 3a^2)d1^256d2^279 + (3 + 0a + 2a^2)d1^257d2^279 + (3 + 3a + 1a^2)d1^258d2^279 + (4 + 4a + 4a^2)d1^259d2^279 + (0 + 0a + 1a^2)d1^260d2^279 + (1 + 0a + 3a^2)d1^261d2^279 + (4 + 2a + 1a^2)d1^262d2^279 + (2 + 2a + 3a^2)d1^263d2^279 + (0 + 0a + 2a^2)d1^264d2^279 + (0 + 1a + 1a^2)d1^265d2^279 + (4 + 4a + 3a^2)d1^266d2^279 + (1 + 4a + 1a^2)d1^267d2^279 + (2 + 0a + 0a^2)d1^268d2^279 + (2 + 2a + 1a^2)d1^269d2^279 + (4 + 4a + 3a^2)d1^270d2^279 + (1 + 3a + 4a^2)d1^271d2^279 + (2 + 4a + 3a^2)d1^272d2^279 + (3 + 2a + 4a^2)d1^273d2^279 + (0 + 3a + 2a^2)d1^274d2^279 + (1 + 2a + 4a^2)d1^275d2^279 + (1 + 4a + 3a^2)d1^276d2^279 + (2 + 0a + 4a^2)d1^277d2^279 + (1 + 3a + 4a^2)d1^278d2^279 + (1 + 0a + 0a^2)d1^279d2^279 + (1 + 2a + 4a^2)d1^280d2^279 + (0 + 1a + 1a^2)d1^281d2^279 + (3 + 0a + 0a^2)d1^282d2^279 + (1 + 3a + 3a^2)d1^283d2^279 + (2 + 3a + 2a^2)d1^284d2^279 + (3 + 4a + 2a^2)d1^285d2^279 + (0 + 0a + 1a^2)d1^286d2^279 + (2 + 0a + 4a^2)d1^287d2^279 + (4 + 0a + 3a^2)d1^288d2^279 + (4 + 4a + 2a^2)d1^289d2^279 + (0 + 2a + 4a^2)d1^290d2^279 + (2 + 2a + 3a^2)d1^291d2^279 + (4 + 1a + 2a^2)d1^292d2^279 + (2 + 1a + 1a^2)d1^293d2^279 + (0 + 2a + 0a^2)d2^280 + (3 + 4a + 4a^2)d1^1d2^280 + (3 + 4a + 3a^2)d1^2d2^280 + (2 + 0a + 1a^2)d1^3d2^280 + (4 + 1a + 1a^2)d1^4d2^280 + (4 + 3a + 2a^2)d1^5d2^280 + (1 + 2a + 0a^2)d1^6d2^280 + (1 + 1a + 4a^2)d1^7d2^280 + (4 + 4a + 4a^2)d1^8d2^280 + (0 + 4a + 0a^2)d1^9d2^280 + (0 + 2a + 2a^2)d1^10d2^280 + (1 + 0a + 2a^2)d1^11d2^280 + (0 + 1a + 4a^2)d1^12d2^280 + (1 + 1a + 4a^2)d1^13d2^280 + (4 + 1a + 1a^2)d1^14d2^280 + (1 + 4a + 2a^2)d1^15d2^280 + (1 + 2a + 4a^2)d1^16d2^280 + (1 + 2a + 3a^2)d1^17d2^280 + (2 + 0a + 0a^2)d1^18d2^280 + (3 + 4a + 0a^2)d1^19d2^280 + (2 + 2a + 2a^2)d1^20d2^280 + (0 + 0a + 3a^2)d1^21d2^280 + (3 + 0a + 0a^2)d1^22d2^280 + (0 + 0a + 2a^2)d1^23d2^280 + (3 + 1a + 2a^2)d1^24d2^280 + (0 + 4a + 0a^2)d1^25d2^280 + (1 + 3a + 0a^2)d1^26d2^280 + (3 + 3a + 4a^2)d1^27d2^280 + (2 + 3a + 0a^2)d1^28d2^280 + (3 + 2a + 4a^2)d1^29d2^280 + (3 + 0a + 4a^2)d1^30d2^280 + (3 + 0a + 0a^2)d1^31d2^280 + (4 + 0a + 4a^2)d1^32d2^280 + (0 + 3a + 3a^2)d1^33d2^280 + (1 + 2a + 0a^2)d1^34d2^280 + (2 + 0a + 1a^2)d1^35d2^280 + (0 + 1a + 3a^2)d1^36d2^280 + (1 + 0a + 0a^2)d1^37d2^280 + (1 + 2a + 1a^2)d1^38d2^280 + (4 + 4a + 1a^2)d1^39d2^280 + (4 + 3a + 4a^2)d1^40d2^280 + (4 + 3a + 2a^2)d1^41d2^280 + (2 + 0a + 2a^2)d1^42d2^280 + (3 + 0a + 0a^2)d1^43d2^280 + (1 + 3a + 3a^2)d1^44d2^280 + (0 + 3a + 2a^2)d1^45d2^280 + (0 + 0a + 1a^2)d1^46d2^280 + (0 + 2a + 4a^2)d1^47d2^280 + (3 + 3a + 3a^2)d1^48d2^280 + (0 + 1a + 2a^2)d1^49d2^280 + (3 + 1a + 0a^2)d1^50d2^280 + (0 + 0a + 3a^2)d1^51d2^280 + (2 + 0a + 0a^2)d1^52d2^280 + (1 + 1a + 0a^2)d1^53d2^280 + (3 + 2a + 0a^2)d1^54d2^280 + (2 + 2a + 1a^2)d1^55d2^280 + (2 + 1a + 0a^2)d1^56d2^280 + (4 + 1a + 2a^2)d1^57d2^280 + (2 + 2a + 2a^2)d1^58d2^280 + (1 + 4a + 4a^2)d1^59d2^280 + (0 + 4a + 1a^2)d1^60d2^280 + (3 + 3a + 0a^2)d1^61d2^280 + (1 + 1a + 0a^2)d1^62d2^280 + (4 + 1a + 0a^2)d1^63d2^280 + (2 + 1a + 2a^2)d1^64d2^280 + (4 + 3a + 2a^2)d1^65d2^280 + (0 + 2a + 4a^2)d1^66d2^280 + (1 + 2a + 1a^2)d1^67d2^280 + (0 + 3a + 4a^2)d1^68d2^280 + (4 + 4a + 3a^2)d1^69d2^280 + (1 + 4a + 2a^2)d1^70d2^280 + (4 + 0a + 3a^2)d1^71d2^280 + (3 + 1a + 0a^2)d1^72d2^280 + (3 + 1a + 3a^2)d1^73d2^280 + (1 + 0a + 2a^2)d1^74d2^280 + (1 + 3a + 2a^2)d1^75d2^280 + (4 + 1a + 0a^2)d1^76d2^280 + (0 + 2a + 2a^2)d1^77d2^280 + (3 + 0a + 2a^2)d1^78d2^280 + (3 + 3a + 4a^2)d1^79d2^280 + (3 + 3a + 3a^2)d1^80d2^280 + (3 + 4a + 1a^2)d1^81d2^280 + (1 + 1a + 2a^2)d1^82d2^280 + (0 + 2a + 3a^2)d1^83d2^280 + (2 + 0a + 3a^2)d1^84d2^280 + (4 + 1a + 4a^2)d1^85d2^280 + (3 + 2a + 2a^2)d1^86d2^280 + (0 + 1a + 3a^2)d1^87d2^280 + (0 + 0a + 4a^2)d1^88d2^280 + (2 + 0a + 3a^2)d1^89d2^280 + (2 + 1a + 3a^2)d1^90d2^280 + (1 + 2a + 1a^2)d1^91d2^280 + (2 + 3a + 1a^2)d1^92d2^280 + (4 + 1a + 4a^2)d1^93d2^280 + (4 + 1a + 2a^2)d1^94d2^280 + (3 + 4a + 0a^2)d1^95d2^280 + (1 + 2a + 2a^2)d1^96d2^280 + (0 + 3a + 1a^2)d1^97d2^280 + (3 + 2a + 2a^2)d1^98d2^280 + (3 + 2a + 0a^2)d1^99d2^280 + (0 + 0a + 4a^2)d1^100d2^280 + (1 + 2a + 0a^2)d1^101d2^280 + (0 + 0a + 4a^2)d1^102d2^280 + (4 + 1a + 4a^2)d1^103d2^280 + (3 + 2a + 4a^2)d1^104d2^280 + (2 + 4a + 0a^2)d1^105d2^280 + (0 + 1a + 3a^2)d1^106d2^280 + (0 + 2a + 1a^2)d1^107d2^280 + (2 + 1a + 2a^2)d1^108d2^280 + (0 + 4a + 4a^2)d1^109d2^280 + (3 + 3a + 4a^2)d1^110d2^280 + (4 + 0a + 3a^2)d1^111d2^280 + (2 + 4a + 1a^2)d1^112d2^280 + (0 + 0a + 4a^2)d1^113d2^280 + (1 + 1a + 4a^2)d1^114d2^280 + (1 + 1a + 4a^2)d1^115d2^280 + (3 + 1a + 4a^2)d1^116d2^280 + (3 + 4a + 4a^2)d1^117d2^280 + (4 + 0a + 1a^2)d1^118d2^280 + (2 + 0a + 2a^2)d1^119d2^280 + (4 + 1a + 1a^2)d1^120d2^280 + (4 + 2a + 3a^2)d1^121d2^280 + (1 + 1a + 4a^2)d1^122d2^280 + (4 + 4a + 2a^2)d1^123d2^280 + (1 + 4a + 3a^2)d1^124d2^280 + (1 + 1a + 4a^2)d1^125d2^280 + (3 + 1a + 0a^2)d1^126d2^280 + (4 + 2a + 2a^2)d1^127d2^280 + (4 + 0a + 4a^2)d1^128d2^280 + (0 + 2a + 2a^2)d1^129d2^280 + (4 + 0a + 2a^2)d1^130d2^280 + (3 + 2a + 3a^2)d1^131d2^280 + (0 + 0a + 1a^2)d1^132d2^280 + (0 + 4a + 4a^2)d1^133d2^280 + (3 + 3a + 4a^2)d1^134d2^280 + (1 + 4a + 2a^2)d1^135d2^280 + (2 + 3a + 2a^2)d1^136d2^280 + (2 + 2a + 0a^2)d1^137d2^280 + (0 + 4a + 0a^2)d1^138d2^280 + (1 + 0a + 3a^2)d1^139d2^280 + (2 + 2a + 0a^2)d1^140d2^280 + (1 + 2a + 0a^2)d1^141d2^280 + (1 + 2a + 3a^2)d1^142d2^280 + (1 + 0a + 2a^2)d1^143d2^280 + (4 + 2a + 4a^2)d1^144d2^280 + (4 + 0a + 3a^2)d1^145d2^280 + (2 + 4a + 3a^2)d1^146d2^280 + (1 + 1a + 2a^2)d1^147d2^280 + (3 + 0a + 4a^2)d1^148d2^280 + (4 + 2a + 3a^2)d1^149d2^280 + (4 + 2a + 2a^2)d1^150d2^280 + (0 + 1a + 0a^2)d1^151d2^280 + (2 + 1a + 2a^2)d1^152d2^280 + (0 + 4a + 1a^2)d1^153d2^280 + (1 + 3a + 3a^2)d1^154d2^280 + (4 + 1a + 1a^2)d1^155d2^280 + (1 + 3a + 4a^2)d1^156d2^280 + (1 + 2a + 3a^2)d1^157d2^280 + (1 + 3a + 0a^2)d1^158d2^280 + (1 + 4a + 1a^2)d1^159d2^280 + (1 + 4a + 1a^2)d1^160d2^280 + (0 + 0a + 3a^2)d1^161d2^280 + (2 + 0a + 1a^2)d1^162d2^280 + (2 + 4a + 1a^2)d1^163d2^280 + (4 + 0a + 1a^2)d1^164d2^280 + (2 + 4a + 3a^2)d1^165d2^280 + (2 + 0a + 1a^2)d1^166d2^280 + (3 + 3a + 3a^2)d1^167d2^280 + (3 + 4a + 3a^2)d1^168d2^280 + (0 + 3a + 0a^2)d1^169d2^280 + (1 + 3a + 1a^2)d1^170d2^280 + (4 + 3a + 3a^2)d1^171d2^280 + (0 + 3a + 0a^2)d1^172d2^280 + (0 + 2a + 0a^2)d1^173d2^280 + (4 + 1a + 3a^2)d1^174d2^280 + (0 + 4a + 4a^2)d1^175d2^280 + (3 + 4a + 4a^2)d1^176d2^280 + (2 + 2a + 0a^2)d1^177d2^280 + (2 + 4a + 3a^2)d1^178d2^280 + (0 + 1a + 0a^2)d1^179d2^280 + (4 + 0a + 3a^2)d1^180d2^280 + (0 + 0a + 2a^2)d1^181d2^280 + (4 + 4a + 4a^2)d1^182d2^280 + (1 + 2a + 0a^2)d1^183d2^280 + (4 + 4a + 3a^2)d1^184d2^280 + (2 + 1a + 1a^2)d1^185d2^280 + (0 + 3a + 2a^2)d1^186d2^280 + (1 + 2a + 3a^2)d1^187d2^280 + (3 + 1a + 2a^2)d1^188d2^280 + (2 + 0a + 2a^2)d1^189d2^280 + (4 + 0a + 1a^2)d1^190d2^280 + (3 + 1a + 0a^2)d1^191d2^280 + (3 + 4a + 0a^2)d1^192d2^280 + (1 + 1a + 2a^2)d1^193d2^280 + (4 + 0a + 4a^2)d1^194d2^280 + (1 + 4a + 1a^2)d1^195d2^280 + (0 + 2a + 0a^2)d1^196d2^280 + (4 + 1a + 2a^2)d1^197d2^280 + (3 + 4a + 1a^2)d1^198d2^280 + (0 + 4a + 0a^2)d1^199d2^280 + (1 + 2a + 1a^2)d1^200d2^280 + (4 + 4a + 4a^2)d1^201d2^280 + (1 + 4a + 4a^2)d1^202d2^280 + (0 + 2a + 3a^2)d1^203d2^280 + (4 + 1a + 0a^2)d1^204d2^280 + (2 + 1a + 1a^2)d1^205d2^280 + (0 + 4a + 0a^2)d1^206d2^280 + (2 + 3a + 3a^2)d1^207d2^280 + (0 + 0a + 1a^2)d1^208d2^280 + (2 + 2a + 1a^2)d1^209d2^280 + (0 + 1a + 4a^2)d1^210d2^280 + (1 + 0a + 1a^2)d1^211d2^280 + (0 + 3a + 1a^2)d1^212d2^280 + (0 + 3a + 3a^2)d1^213d2^280 + (0 + 2a + 1a^2)d1^214d2^280 + (3 + 3a + 3a^2)d1^215d2^280 + (1 + 0a + 3a^2)d1^216d2^280 + (0 + 1a + 1a^2)d1^217d2^280 + (4 + 2a + 4a^2)d1^218d2^280 + (2 + 4a + 4a^2)d1^219d2^280 + (1 + 3a + 1a^2)d1^220d2^280 + (0 + 4a + 2a^2)d1^221d2^280 + (4 + 1a + 0a^2)d1^222d2^280 + (2 + 1a + 0a^2)d1^223d2^280 + (2 + 3a + 3a^2)d1^224d2^280 + (0 + 4a + 0a^2)d1^225d2^280 + (0 + 3a + 0a^2)d1^226d2^280 + (1 + 4a + 2a^2)d1^227d2^280 + (4 + 3a + 2a^2)d1^228d2^280 + (3 + 0a + 2a^2)d1^229d2^280 + (1 + 1a + 4a^2)d1^230d2^280 + (3 + 2a + 1a^2)d1^231d2^280 + (3 + 2a + 4a^2)d1^232d2^280 + (3 + 2a + 3a^2)d1^233d2^280 + (0 + 1a + 1a^2)d1^234d2^280 + (4 + 1a + 2a^2)d1^235d2^280 + (0 + 1a + 4a^2)d1^236d2^280 + (2 + 1a + 2a^2)d1^237d2^280 + (2 + 0a + 4a^2)d1^238d2^280 + (4 + 1a + 2a^2)d1^239d2^280 + (2 + 1a + 1a^2)d1^240d2^280 + (2 + 0a + 4a^2)d1^241d2^280 + (3 + 3a + 2a^2)d1^242d2^280 + (4 + 3a + 3a^2)d1^243d2^280 + (3 + 4a + 2a^2)d1^244d2^280 + (2 + 2a + 0a^2)d1^245d2^280 + (2 + 0a + 0a^2)d1^246d2^280 + (4 + 4a + 3a^2)d1^247d2^280 + (2 + 2a + 1a^2)d1^248d2^280 + (0 + 1a + 1a^2)d1^249d2^280 + (3 + 3a + 2a^2)d1^250d2^280 + (1 + 2a + 3a^2)d1^251d2^280 + (0 + 3a + 0a^2)d1^252d2^280 + (0 + 1a + 3a^2)d1^253d2^280 + (2 + 1a + 4a^2)d1^254d2^280 + (1 + 1a + 4a^2)d1^255d2^280 + (1 + 4a + 4a^2)d1^256d2^280 + (4 + 3a + 3a^2)d1^257d2^280 + (2 + 2a + 1a^2)d1^258d2^280 + (0 + 1a + 1a^2)d1^259d2^280 + (0 + 2a + 3a^2)d1^260d2^280 + (4 + 0a + 0a^2)d1^261d2^280 + (1 + 1a + 0a^2)d1^262d2^280 + (1 + 0a + 1a^2)d1^263d2^280 + (0 + 4a + 0a^2)d1^264d2^280 + (1 + 2a + 3a^2)d1^265d2^280 + (4 + 3a + 3a^2)d1^266d2^280 + (3 + 0a + 2a^2)d1^267d2^280 + (3 + 0a + 2a^2)d1^268d2^280 + (4 + 3a + 3a^2)d1^269d2^280 + (2 + 2a + 4a^2)d1^270d2^280 + (1 + 0a + 2a^2)d1^271d2^280 + (3 + 0a + 2a^2)d1^272d2^280 + (1 + 2a + 4a^2)d1^273d2^280 + (2 + 1a + 3a^2)d1^274d2^280 + (0 + 3a + 0a^2)d1^275d2^280 + (4 + 0a + 0a^2)d1^276d2^280 + (2 + 3a + 1a^2)d1^277d2^280 + (4 + 1a + 4a^2)d1^278d2^280 + (2 + 4a + 0a^2)d1^279d2^280 + (4 + 0a + 4a^2)d1^280d2^280 + (3 + 2a + 0a^2)d1^281d2^280 + (2 + 4a + 1a^2)d1^282d2^280 + (0 + 4a + 3a^2)d1^283d2^280 + (2 + 0a + 2a^2)d1^284d2^280 + (3 + 2a + 4a^2)d1^285d2^280 + (4 + 1a + 0a^2)d1^286d2^280 + (4 + 4a + 4a^2)d1^287d2^280 + (1 + 0a + 2a^2)d1^288d2^280 + (4 + 3a + 0a^2)d1^289d2^280 + (3 + 3a + 1a^2)d1^290d2^280 + (4 + 0a + 1a^2)d1^291d2^280 + (2 + 2a + 2a^2)d1^292d2^280 + (3 + 1a + 1a^2)d1^293d2^280 + (2 + 0a + 0a^2)d2^281 + (4 + 2a + 3a^2)d1^1d2^281 + (4 + 0a + 2a^2)d1^2d2^281 + (4 + 0a + 3a^2)d1^3d2^281 + (3 + 0a + 2a^2)d1^4d2^281 + (4 + 2a + 4a^2)d1^5d2^281 + (4 + 1a + 2a^2)d1^6d2^281 + (0 + 3a + 4a^2)d1^7d2^281 + (2 + 0a + 4a^2)d1^8d2^281 + (4 + 4a + 1a^2)d1^9d2^281 + (4 + 4a + 4a^2)d1^10d2^281 + (0 + 2a + 4a^2)d1^11d2^281 + (1 + 4a + 2a^2)d1^12d2^281 + (0 + 3a + 4a^2)d1^13d2^281 + (2 + 1a + 4a^2)d1^14d2^281 + (3 + 1a + 0a^2)d1^15d2^281 + (0 + 2a + 4a^2)d1^16d2^281 + (2 + 0a + 2a^2)d1^17d2^281 + (2 + 3a + 0a^2)d1^19d2^281 + (4 + 1a + 3a^2)d1^20d2^281 + (1 + 1a + 4a^2)d1^21d2^281 + (4 + 1a + 3a^2)d1^22d2^281 + (1 + 3a + 0a^2)d1^23d2^281 + (4 + 2a + 4a^2)d1^24d2^281 + (2 + 2a + 2a^2)d1^25d2^281 + (3 + 3a + 4a^2)d1^26d2^281 + (4 + 2a + 0a^2)d1^27d2^281 + (3 + 1a + 4a^2)d1^28d2^281 + (3 + 1a + 0a^2)d1^29d2^281 + (0 + 0a + 3a^2)d1^30d2^281 + (4 + 0a + 1a^2)d1^31d2^281 + (1 + 2a + 0a^2)d1^32d2^281 + (0 + 2a + 2a^2)d1^33d2^281 + (1 + 0a + 3a^2)d1^34d2^281 + (2 + 4a + 3a^2)d1^35d2^281 + (3 + 0a + 3a^2)d1^36d2^281 + (2 + 3a + 3a^2)d1^37d2^281 + (1 + 4a + 2a^2)d1^38d2^281 + (4 + 0a + 4a^2)d1^39d2^281 + (0 + 2a + 0a^2)d1^40d2^281 + (0 + 2a + 3a^2)d1^41d2^281 + (1 + 4a + 4a^2)d1^42d2^281 + (0 + 0a + 4a^2)d1^43d2^281 + (1 + 4a + 2a^2)d1^44d2^281 + (2 + 1a + 4a^2)d1^45d2^281 + (0 + 3a + 4a^2)d1^46d2^281 + (0 + 2a + 0a^2)d1^47d2^281 + (0 + 4a + 1a^2)d1^48d2^281 + (3 + 0a + 4a^2)d1^49d2^281 + (2 + 2a + 4a^2)d1^50d2^281 + (1 + 2a + 2a^2)d1^51d2^281 + (2 + 2a + 3a^2)d1^52d2^281 + (3 + 1a + 4a^2)d1^53d2^281 + (2 + 3a + 4a^2)d1^54d2^281 + (3 + 2a + 2a^2)d1^55d2^281 + (3 + 3a + 1a^2)d1^56d2^281 + (0 + 4a + 1a^2)d1^57d2^281 + (3 + 3a + 3a^2)d1^58d2^281 + (2 + 1a + 2a^2)d1^59d2^281 + (1 + 3a + 1a^2)d1^60d2^281 + (2 + 2a + 1a^2)d1^61d2^281 + (2 + 2a + 4a^2)d1^62d2^281 + (3 + 3a + 4a^2)d1^63d2^281 + (1 + 4a + 3a^2)d1^64d2^281 + (4 + 2a + 2a^2)d1^65d2^281 + (4 + 1a + 4a^2)d1^66d2^281 + (0 + 4a + 3a^2)d1^67d2^281 + (0 + 4a + 0a^2)d1^68d2^281 + (4 + 2a + 4a^2)d1^69d2^281 + (4 + 3a + 2a^2)d1^70d2^281 + (2 + 0a + 1a^2)d1^71d2^281 + (3 + 1a + 3a^2)d1^72d2^281 + (3 + 3a + 2a^2)d1^73d2^281 + (4 + 2a + 3a^2)d1^74d2^281 + (1 + 1a + 4a^2)d1^75d2^281 + (2 + 0a + 0a^2)d1^76d2^281 + (0 + 1a + 2a^2)d1^77d2^281 + (0 + 1a + 1a^2)d1^78d2^281 + (0 + 4a + 2a^2)d1^79d2^281 + (3 + 2a + 3a^2)d1^80d2^281 + (1 + 0a + 0a^2)d1^81d2^281 + (4 + 0a + 2a^2)d1^82d2^281 + (1 + 0a + 1a^2)d1^83d2^281 + (0 + 2a + 1a^2)d1^84d2^281 + (4 + 1a + 3a^2)d1^85d2^281 + (0 + 4a + 3a^2)d1^86d2^281 + (3 + 3a + 2a^2)d1^87d2^281 + (2 + 0a + 2a^2)d1^88d2^281 + (4 + 2a + 1a^2)d1^89d2^281 + (2 + 3a + 4a^2)d1^90d2^281 + (0 + 2a + 4a^2)d1^91d2^281 + (3 + 4a + 3a^2)d1^92d2^281 + (1 + 0a + 3a^2)d1^93d2^281 + (3 + 2a + 0a^2)d1^94d2^281 + (2 + 1a + 3a^2)d1^95d2^281 + (4 + 2a + 4a^2)d1^96d2^281 + (2 + 2a + 1a^2)d1^97d2^281 + (1 + 2a + 0a^2)d1^98d2^281 + (2 + 0a + 0a^2)d1^99d2^281 + (4 + 3a + 1a^2)d1^100d2^281 + (4 + 2a + 1a^2)d1^101d2^281 + (2 + 4a + 3a^2)d1^102d2^281 + (3 + 3a + 1a^2)d1^103d2^281 + (1 + 0a + 4a^2)d1^104d2^281 + (1 + 0a + 4a^2)d1^105d2^281 + (0 + 4a + 2a^2)d1^106d2^281 + (1 + 0a + 3a^2)d1^107d2^281 + (1 + 0a + 4a^2)d1^108d2^281 + (3 + 4a + 1a^2)d1^109d2^281 + (2 + 0a + 0a^2)d1^110d2^281 + (0 + 0a + 4a^2)d1^111d2^281 + (4 + 2a + 1a^2)d1^112d2^281 + (2 + 2a + 2a^2)d1^113d2^281 + (2 + 1a + 0a^2)d1^114d2^281 + (2 + 3a + 2a^2)d1^115d2^281 + (4 + 2a + 4a^2)d1^116d2^281 + (2 + 2a + 1a^2)d1^117d2^281 + (2 + 4a + 1a^2)d1^118d2^281 + (2 + 1a + 1a^2)d1^119d2^281 + (1 + 2a + 1a^2)d1^120d2^281 + (3 + 3a + 0a^2)d1^121d2^281 + (0 + 3a + 0a^2)d1^122d2^281 + (0 + 4a + 3a^2)d1^123d2^281 + (3 + 3a + 1a^2)d1^124d2^281 + (1 + 4a + 0a^2)d1^125d2^281 + (2 + 4a + 3a^2)d1^126d2^281 + (3 + 0a + 0a^2)d1^127d2^281 + (3 + 3a + 3a^2)d1^128d2^281 + (0 + 4a + 2a^2)d1^129d2^281 + (4 + 3a + 0a^2)d1^130d2^281 + (0 + 3a + 1a^2)d1^131d2^281 + (0 + 0a + 1a^2)d1^132d2^281 + (4 + 2a + 1a^2)d1^133d2^281 + (4 + 4a + 1a^2)d1^134d2^281 + (4 + 4a + 3a^2)d1^135d2^281 + (1 + 3a + 2a^2)d1^136d2^281 + (3 + 2a + 1a^2)d1^137d2^281 + (4 + 1a + 3a^2)d1^138d2^281 + (4 + 3a + 4a^2)d1^139d2^281 + (2 + 0a + 0a^2)d1^140d2^281 + (0 + 2a + 2a^2)d1^141d2^281 + (0 + 3a + 3a^2)d1^142d2^281 + (1 + 0a + 4a^2)d1^143d2^281 + (3 + 2a + 2a^2)d1^144d2^281 + (2 + 1a + 1a^2)d1^145d2^281 + (0 + 3a + 1a^2)d1^147d2^281 + (1 + 2a + 1a^2)d1^148d2^281 + (1 + 3a + 1a^2)d1^149d2^281 + (1 + 4a + 1a^2)d1^150d2^281 + (4 + 0a + 0a^2)d1^152d2^281 + (1 + 3a + 0a^2)d1^153d2^281 + (1 + 1a + 1a^2)d1^154d2^281 + (4 + 3a + 2a^2)d1^155d2^281 + (3 + 2a + 2a^2)d1^156d2^281 + (1 + 4a + 4a^2)d1^157d2^281 + (2 + 4a + 3a^2)d1^158d2^281 + (0 + 3a + 4a^2)d1^159d2^281 + (2 + 1a + 0a^2)d1^160d2^281 + (2 + 2a + 4a^2)d1^161d2^281 + (2 + 0a + 2a^2)d1^162d2^281 + (2 + 0a + 3a^2)d1^163d2^281 + (2 + 2a + 2a^2)d1^164d2^281 + (2 + 2a + 2a^2)d1^165d2^281 + (2 + 4a + 2a^2)d1^166d2^281 + (3 + 3a + 1a^2)d1^167d2^281 + (2 + 3a + 3a^2)d1^168d2^281 + (2 + 2a + 3a^2)d1^169d2^281 + (1 + 4a + 1a^2)d1^170d2^281 + (2 + 4a + 0a^2)d1^171d2^281 + (2 + 4a + 3a^2)d1^172d2^281 + (3 + 2a + 1a^2)d1^173d2^281 + (3 + 4a + 3a^2)d1^174d2^281 + (4 + 0a + 3a^2)d1^175d2^281 + (2 + 4a + 0a^2)d1^176d2^281 + (1 + 2a + 0a^2)d1^177d2^281 + (1 + 2a + 1a^2)d1^178d2^281 + (1 + 4a + 4a^2)d1^179d2^281 + (3 + 3a + 0a^2)d1^180d2^281 + (4 + 3a + 1a^2)d1^181d2^281 + (2 + 0a + 2a^2)d1^182d2^281 + (1 + 0a + 1a^2)d1^183d2^281 + (1 + 0a + 0a^2)d1^184d2^281 + (3 + 4a + 1a^2)d1^185d2^281 + (4 + 0a + 0a^2)d1^186d2^281 + (2 + 2a + 3a^2)d1^187d2^281 + (0 + 3a + 2a^2)d1^189d2^281 + (3 + 0a + 4a^2)d1^190d2^281 + (3 + 0a + 1a^2)d1^191d2^281 + (2 + 0a + 3a^2)d1^192d2^281 + (0 + 1a + 1a^2)d1^193d2^281 + (1 + 0a + 4a^2)d1^194d2^281 + (1 + 4a + 2a^2)d1^195d2^281 + (0 + 2a + 3a^2)d1^196d2^281 + (3 + 0a + 1a^2)d1^197d2^281 + (2 + 2a + 0a^2)d1^198d2^281 + (1 + 4a + 0a^2)d1^199d2^281 + (2 + 3a + 4a^2)d1^200d2^281 + (2 + 0a + 4a^2)d1^201d2^281 + (4 + 0a + 4a^2)d1^202d2^281 + (2 + 2a + 2a^2)d1^203d2^281 + (0 + 2a + 2a^2)d1^204d2^281 + (0 + 4a + 1a^2)d1^205d2^281 + (2 + 2a + 4a^2)d1^206d2^281 + (0 + 1a + 3a^2)d1^207d2^281 + (0 + 0a + 3a^2)d1^208d2^281 + (4 + 0a + 3a^2)d1^209d2^281 + (3 + 1a + 4a^2)d1^210d2^281 + (4 + 0a + 0a^2)d1^211d2^281 + (1 + 1a + 3a^2)d1^212d2^281 + (1 + 2a + 2a^2)d1^213d2^281 + (3 + 2a + 4a^2)d1^214d2^281 + (4 + 0a + 3a^2)d1^215d2^281 + (1 + 1a + 3a^2)d1^216d2^281 + (1 + 4a + 1a^2)d1^217d2^281 + (3 + 4a + 1a^2)d1^218d2^281 + (3 + 2a + 0a^2)d1^219d2^281 + (0 + 2a + 0a^2)d1^220d2^281 + (4 + 4a + 3a^2)d1^221d2^281 + (1 + 4a + 2a^2)d1^222d2^281 + (2 + 4a + 1a^2)d1^223d2^281 + (4 + 0a + 1a^2)d1^224d2^281 + (1 + 3a + 3a^2)d1^225d2^281 + (0 + 2a + 4a^2)d1^226d2^281 + (4 + 0a + 1a^2)d1^227d2^281 + (3 + 0a + 2a^2)d1^228d2^281 + (1 + 4a + 2a^2)d1^229d2^281 + (2 + 1a + 4a^2)d1^230d2^281 + (3 + 4a + 3a^2)d1^231d2^281 + (4 + 4a + 4a^2)d1^232d2^281 + (0 + 3a + 0a^2)d1^233d2^281 + (4 + 3a + 3a^2)d1^234d2^281 + (2 + 4a + 2a^2)d1^235d2^281 + (4 + 3a + 0a^2)d1^236d2^281 + (3 + 0a + 3a^2)d1^237d2^281 + (0 + 4a + 3a^2)d1^238d2^281 + (3 + 4a + 0a^2)d1^239d2^281 + (1 + 3a + 4a^2)d1^240d2^281 + (2 + 3a + 0a^2)d1^241d2^281 + (3 + 0a + 3a^2)d1^242d2^281 + (0 + 1a + 1a^2)d1^243d2^281 + (4 + 4a + 0a^2)d1^244d2^281 + (4 + 3a + 2a^2)d1^245d2^281 + (3 + 0a + 3a^2)d1^246d2^281 + (1 + 1a + 4a^2)d1^247d2^281 + (4 + 2a + 2a^2)d1^248d2^281 + (1 + 0a + 2a^2)d1^249d2^281 + (2 + 4a + 3a^2)d1^250d2^281 + (3 + 0a + 3a^2)d1^251d2^281 + (3 + 3a + 2a^2)d1^252d2^281 + (3 + 0a + 3a^2)d1^253d2^281 + (2 + 2a + 2a^2)d1^254d2^281 + (3 + 3a + 1a^2)d1^255d2^281 + (4 + 2a + 1a^2)d1^256d2^281 + (4 + 3a + 2a^2)d1^257d2^281 + (4 + 3a + 0a^2)d1^258d2^281 + (0 + 4a + 0a^2)d1^259d2^281 + (0 + 0a + 2a^2)d1^260d2^281 + (3 + 2a + 3a^2)d1^261d2^281 + (4 + 1a + 0a^2)d1^262d2^281 + (0 + 1a + 1a^2)d1^263d2^281 + (3 + 2a + 2a^2)d1^264d2^281 + (0 + 4a + 2a^2)d1^265d2^281 + (2 + 2a + 1a^2)d1^266d2^281 + (0 + 3a + 3a^2)d1^267d2^281 + (4 + 2a + 1a^2)d1^268d2^281 + (3 + 1a + 1a^2)d1^269d2^281 + (4 + 1a + 4a^2)d1^270d2^281 + (1 + 3a + 3a^2)d1^271d2^281 + (1 + 0a + 4a^2)d1^272d2^281 + (0 + 4a + 4a^2)d1^273d2^281 + (3 + 0a + 2a^2)d1^274d2^281 + (0 + 4a + 1a^2)d1^275d2^281 + (3 + 3a + 4a^2)d1^276d2^281 + (3 + 4a + 2a^2)d1^277d2^281 + (4 + 1a + 4a^2)d1^278d2^281 + (3 + 1a + 0a^2)d1^279d2^281 + (0 + 0a + 3a^2)d1^280d2^281 + (4 + 0a + 4a^2)d1^281d2^281 + (1 + 0a + 2a^2)d1^282d2^281 + (4 + 3a + 3a^2)d1^283d2^281 + (2 + 1a + 1a^2)d1^284d2^281 + (0 + 4a + 2a^2)d1^285d2^281 + (3 + 3a + 1a^2)d1^286d2^281 + (0 + 3a + 3a^2)d1^287d2^281 + (2 + 0a + 2a^2)d1^288d2^281 + (2 + 1a + 0a^2)d1^289d2^281 + (3 + 2a + 2a^2)d1^290d2^281 + (4 + 0a + 0a^2)d1^291d2^281 + (1 + 3a + 0a^2)d1^292d2^281 + (2 + 4a + 1a^2)d1^293d2^281 + (2 + 3a + 1a^2)d2^282 + (2 + 2a + 4a^2)d1^1d2^282 + (2 + 3a + 2a^2)d1^2d2^282 + (0 + 1a + 1a^2)d1^3d2^282 + (4 + 4a + 2a^2)d1^4d2^282 + (0 + 1a + 0a^2)d1^5d2^282 + (1 + 3a + 0a^2)d1^6d2^282 + (2 + 1a + 3a^2)d1^7d2^282 + (4 + 2a + 2a^2)d1^8d2^282 + (0 + 0a + 4a^2)d1^9d2^282 + (0 + 1a + 2a^2)d1^10d2^282 + (2 + 4a + 2a^2)d1^11d2^282 + (0 + 0a + 4a^2)d1^12d2^282 + (4 + 1a + 4a^2)d1^13d2^282 + (1 + 1a + 1a^2)d1^14d2^282 + (3 + 2a + 4a^2)d1^15d2^282 + (1 + 1a + 3a^2)d1^16d2^282 + (0 + 4a + 4a^2)d1^17d2^282 + (1 + 0a + 1a^2)d1^18d2^282 + (4 + 4a + 3a^2)d1^19d2^282 + (4 + 4a + 3a^2)d1^20d2^282 + (3 + 1a + 1a^2)d1^21d2^282 + (2 + 3a + 2a^2)d1^22d2^282 + (3 + 2a + 4a^2)d1^23d2^282 + (4 + 3a + 1a^2)d1^24d2^282 + (2 + 2a + 2a^2)d1^25d2^282 + (3 + 3a + 0a^2)d1^26d2^282 + (2 + 0a + 0a^2)d1^27d2^282 + (4 + 3a + 1a^2)d1^28d2^282 + (1 + 0a + 2a^2)d1^29d2^282 + (4 + 0a + 2a^2)d1^30d2^282 + (2 + 3a + 1a^2)d1^31d2^282 + (4 + 4a + 0a^2)d1^32d2^282 + (1 + 2a + 4a^2)d1^33d2^282 + (1 + 0a + 0a^2)d1^34d2^282 + (3 + 0a + 4a^2)d1^35d2^282 + (1 + 1a + 0a^2)d1^36d2^282 + (4 + 3a + 3a^2)d1^37d2^282 + (3 + 4a + 2a^2)d1^38d2^282 + (1 + 2a + 4a^2)d1^39d2^282 + (4 + 4a + 2a^2)d1^40d2^282 + (4 + 3a + 4a^2)d1^41d2^282 + (4 + 1a + 1a^2)d1^42d2^282 + (1 + 3a + 3a^2)d1^43d2^282 + (3 + 4a + 1a^2)d1^44d2^282 + (2 + 2a + 0a^2)d1^45d2^282 + (4 + 3a + 2a^2)d1^46d2^282 + (1 + 0a + 0a^2)d1^47d2^282 + (2 + 2a + 2a^2)d1^48d2^282 + (0 + 1a + 2a^2)d1^49d2^282 + (3 + 4a + 2a^2)d1^50d2^282 + (4 + 3a + 0a^2)d1^51d2^282 + (1 + 3a + 1a^2)d1^52d2^282 + (1 + 0a + 1a^2)d1^53d2^282 + (0 + 0a + 1a^2)d1^54d2^282 + (2 + 4a + 1a^2)d1^55d2^282 + (3 + 2a + 3a^2)d1^56d2^282 + (2 + 0a + 1a^2)d1^57d2^282 + (4 + 2a + 1a^2)d1^58d2^282 + (2 + 4a + 0a^2)d1^59d2^282 + (1 + 3a + 1a^2)d1^60d2^282 + (1 + 2a + 0a^2)d1^61d2^282 + (1 + 1a + 0a^2)d1^62d2^282 + (4 + 0a + 3a^2)d1^63d2^282 + (0 + 4a + 4a^2)d1^64d2^282 + (1 + 0a + 4a^2)d1^65d2^282 + (0 + 2a + 1a^2)d1^66d2^282 + (0 + 3a + 3a^2)d1^67d2^282 + (4 + 1a + 4a^2)d1^68d2^282 + (0 + 2a + 0a^2)d1^69d2^282 + (1 + 0a + 4a^2)d1^70d2^282 + (1 + 4a + 3a^2)d1^71d2^282 + (4 + 1a + 2a^2)d1^72d2^282 + (1 + 3a + 3a^2)d1^73d2^282 + (4 + 3a + 1a^2)d1^74d2^282 + (4 + 2a + 3a^2)d1^75d2^282 + (0 + 2a + 0a^2)d1^76d2^282 + (3 + 1a + 2a^2)d1^77d2^282 + (0 + 3a + 2a^2)d1^78d2^282 + (0 + 4a + 1a^2)d1^79d2^282 + (3 + 4a + 4a^2)d1^80d2^282 + (0 + 2a + 3a^2)d1^81d2^282 + (0 + 3a + 0a^2)d1^82d2^282 + (0 + 1a + 1a^2)d1^84d2^282 + (0 + 2a + 3a^2)d1^85d2^282 + (2 + 1a + 1a^2)d1^86d2^282 + (4 + 4a + 2a^2)d1^88d2^282 + (0 + 4a + 1a^2)d1^89d2^282 + (4 + 1a + 0a^2)d1^90d2^282 + (0 + 2a + 0a^2)d1^91d2^282 + (4 + 2a + 4a^2)d1^92d2^282 + (2 + 3a + 3a^2)d1^93d2^282 + (4 + 4a + 1a^2)d1^94d2^282 + (0 + 1a + 0a^2)d1^95d2^282 + (3 + 1a + 4a^2)d1^96d2^282 + (1 + 4a + 1a^2)d1^97d2^282 + (2 + 0a + 2a^2)d1^98d2^282 + (0 + 4a + 0a^2)d1^99d2^282 + (1 + 4a + 3a^2)d1^100d2^282 + (2 + 1a + 2a^2)d1^101d2^282 + (2 + 3a + 1a^2)d1^102d2^282 + (1 + 4a + 4a^2)d1^103d2^282 + (1 + 2a + 1a^2)d1^104d2^282 + (4 + 0a + 2a^2)d1^105d2^282 + (2 + 0a + 2a^2)d1^106d2^282 + (1 + 2a + 2a^2)d1^107d2^282 + (1 + 2a + 3a^2)d1^108d2^282 + (1 + 2a + 0a^2)d1^109d2^282 + (3 + 1a + 2a^2)d1^110d2^282 + (1 + 4a + 0a^2)d1^111d2^282 + (1 + 4a + 4a^2)d1^112d2^282 + (2 + 3a + 0a^2)d1^113d2^282 + (1 + 0a + 3a^2)d1^114d2^282 + (1 + 0a + 4a^2)d1^115d2^282 + (2 + 4a + 4a^2)d1^116d2^282 + (2 + 0a + 4a^2)d1^117d2^282 + (3 + 1a + 0a^2)d1^118d2^282 + (0 + 2a + 1a^2)d1^119d2^282 + (3 + 1a + 2a^2)d1^120d2^282 + (1 + 2a + 0a^2)d1^121d2^282 + (0 + 4a + 0a^2)d1^122d2^282 + (4 + 4a + 3a^2)d1^123d2^282 + (0 + 2a + 2a^2)d1^124d2^282 + (0 + 2a + 3a^2)d1^125d2^282 + (4 + 4a + 1a^2)d1^126d2^282 + (2 + 2a + 2a^2)d1^127d2^282 + (2 + 2a + 3a^2)d1^128d2^282 + (2 + 0a + 3a^2)d1^129d2^282 + (4 + 0a + 2a^2)d1^130d2^282 + (4 + 3a + 4a^2)d1^131d2^282 + (0 + 1a + 4a^2)d1^132d2^282 + (3 + 1a + 2a^2)d1^133d2^282 + (3 + 2a + 4a^2)d1^134d2^282 + (0 + 3a + 4a^2)d1^135d2^282 + (3 + 3a + 3a^2)d1^136d2^282 + (3 + 3a + 4a^2)d1^137d2^282 + (0 + 4a + 3a^2)d1^138d2^282 + (4 + 4a + 3a^2)d1^139d2^282 + (4 + 4a + 4a^2)d1^140d2^282 + (3 + 4a + 0a^2)d1^141d2^282 + (4 + 3a + 1a^2)d1^142d2^282 + (2 + 3a + 1a^2)d1^143d2^282 + (1 + 2a + 2a^2)d1^144d2^282 + (2 + 1a + 3a^2)d1^145d2^282 + (3 + 2a + 2a^2)d1^146d2^282 + (2 + 0a + 3a^2)d1^147d2^282 + (4 + 0a + 1a^2)d1^148d2^282 + (3 + 4a + 1a^2)d1^149d2^282 + (3 + 3a + 2a^2)d1^150d2^282 + (4 + 0a + 3a^2)d1^151d2^282 + (0 + 0a + 2a^2)d1^152d2^282 + (3 + 1a + 3a^2)d1^153d2^282 + (3 + 1a + 0a^2)d1^154d2^282 + (4 + 3a + 3a^2)d1^155d2^282 + (0 + 1a + 1a^2)d1^156d2^282 + (1 + 2a + 3a^2)d1^157d2^282 + (0 + 3a + 3a^2)d1^158d2^282 + (3 + 2a + 1a^2)d1^159d2^282 + (3 + 3a + 0a^2)d1^160d2^282 + (0 + 0a + 2a^2)d1^161d2^282 + (3 + 1a + 0a^2)d1^162d2^282 + (4 + 3a + 3a^2)d1^163d2^282 + (4 + 4a + 3a^2)d1^164d2^282 + (1 + 3a + 4a^2)d1^165d2^282 + (3 + 1a + 3a^2)d1^166d2^282 + (4 + 3a + 3a^2)d1^167d2^282 + (1 + 2a + 1a^2)d1^168d2^282 + (4 + 1a + 2a^2)d1^169d2^282 + (2 + 3a + 4a^2)d1^170d2^282 + (4 + 1a + 1a^2)d1^171d2^282 + (2 + 3a + 2a^2)d1^172d2^282 + (1 + 2a + 3a^2)d1^173d2^282 + (3 + 0a + 2a^2)d1^174d2^282 + (4 + 1a + 1a^2)d1^175d2^282 + (2 + 2a + 2a^2)d1^176d2^282 + (3 + 0a + 1a^2)d1^177d2^282 + (4 + 2a + 2a^2)d1^178d2^282 + (4 + 2a + 1a^2)d1^179d2^282 + (1 + 0a + 3a^2)d1^180d2^282 + (3 + 1a + 2a^2)d1^181d2^282 + (3 + 4a + 3a^2)d1^182d2^282 + (1 + 3a + 4a^2)d1^183d2^282 + (1 + 2a + 1a^2)d1^184d2^282 + (1 + 0a + 3a^2)d1^185d2^282 + (3 + 2a + 3a^2)d1^186d2^282 + (4 + 4a + 2a^2)d1^187d2^282 + (2 + 1a + 4a^2)d1^188d2^282 + (2 + 0a + 2a^2)d1^189d2^282 + (0 + 4a + 3a^2)d1^190d2^282 + (0 + 1a + 3a^2)d1^191d2^282 + (2 + 4a + 2a^2)d1^192d2^282 + (2 + 1a + 3a^2)d1^193d2^282 + (3 + 4a + 1a^2)d1^194d2^282 + (0 + 4a + 4a^2)d1^196d2^282 + (4 + 1a + 3a^2)d1^197d2^282 + (0 + 1a + 2a^2)d1^198d2^282 + (3 + 2a + 3a^2)d1^199d2^282 + (3 + 4a + 1a^2)d1^200d2^282 + (1 + 0a + 2a^2)d1^201d2^282 + (2 + 0a + 0a^2)d1^202d2^282 + (0 + 3a + 1a^2)d1^203d2^282 + (4 + 4a + 4a^2)d1^204d2^282 + (4 + 0a + 1a^2)d1^205d2^282 + (1 + 2a + 2a^2)d1^206d2^282 + (4 + 2a + 3a^2)d1^207d2^282 + (3 + 4a + 1a^2)d1^208d2^282 + (3 + 0a + 3a^2)d1^209d2^282 + (0 + 2a + 0a^2)d1^210d2^282 + (3 + 2a + 3a^2)d1^211d2^282 + (4 + 0a + 1a^2)d1^212d2^282 + (0 + 1a + 4a^2)d1^213d2^282 + (3 + 1a + 4a^2)d1^214d2^282 + (4 + 0a + 1a^2)d1^215d2^282 + (3 + 3a + 1a^2)d1^216d2^282 + (0 + 2a + 3a^2)d1^217d2^282 + (0 + 0a + 3a^2)d1^218d2^282 + (4 + 3a + 3a^2)d1^219d2^282 + (0 + 2a + 0a^2)d1^220d2^282 + (4 + 2a + 3a^2)d1^221d2^282 + (3 + 1a + 3a^2)d1^222d2^282 + (2 + 2a + 0a^2)d1^223d2^282 + (3 + 2a + 4a^2)d1^224d2^282 + (2 + 4a + 3a^2)d1^225d2^282 + (3 + 3a + 3a^2)d1^226d2^282 + (0 + 0a + 3a^2)d1^227d2^282 + (4 + 4a + 4a^2)d1^228d2^282 + (1 + 1a + 1a^2)d1^229d2^282 + (1 + 3a + 2a^2)d1^230d2^282 + (3 + 0a + 4a^2)d1^231d2^282 + (1 + 4a + 3a^2)d1^232d2^282 + (1 + 1a + 3a^2)d1^233d2^282 + (1 + 4a + 4a^2)d1^234d2^282 + (0 + 4a + 0a^2)d1^235d2^282 + (1 + 1a + 0a^2)d1^236d2^282 + (3 + 0a + 3a^2)d1^237d2^282 + (2 + 2a + 0a^2)d1^238d2^282 + (2 + 0a + 1a^2)d1^239d2^282 + (3 + 3a + 0a^2)d1^240d2^282 + (0 + 2a + 3a^2)d1^241d2^282 + (1 + 3a + 3a^2)d1^242d2^282 + (0 + 2a + 3a^2)d1^243d2^282 + (0 + 2a + 3a^2)d1^244d2^282 + (1 + 4a + 3a^2)d1^245d2^282 + (2 + 4a + 3a^2)d1^246d2^282 + (4 + 3a + 1a^2)d1^247d2^282 + (4 + 4a + 1a^2)d1^248d2^282 + (4 + 0a + 2a^2)d1^249d2^282 + (4 + 3a + 4a^2)d1^250d2^282 + (3 + 3a + 2a^2)d1^251d2^282 + (3 + 4a + 3a^2)d1^252d2^282 + (2 + 3a + 4a^2)d1^253d2^282 + (3 + 1a + 1a^2)d1^254d2^282 + (2 + 4a + 2a^2)d1^255d2^282 + (3 + 0a + 3a^2)d1^256d2^282 + (3 + 2a + 2a^2)d1^257d2^282 + (1 + 0a + 1a^2)d1^258d2^282 + (4 + 4a + 2a^2)d1^259d2^282 + (0 + 3a + 2a^2)d1^260d2^282 + (0 + 0a + 2a^2)d1^261d2^282 + (4 + 2a + 1a^2)d1^262d2^282 + (1 + 0a + 4a^2)d1^263d2^282 + (4 + 4a + 3a^2)d1^264d2^282 + (4 + 3a + 3a^2)d1^265d2^282 + (1 + 0a + 4a^2)d1^266d2^282 + (0 + 1a + 1a^2)d1^267d2^282 + (1 + 3a + 1a^2)d1^268d2^282 + (3 + 0a + 0a^2)d1^269d2^282 + (1 + 4a + 2a^2)d1^270d2^282 + (1 + 1a + 2a^2)d1^271d2^282 + (1 + 1a + 0a^2)d1^272d2^282 + (4 + 3a + 3a^2)d1^273d2^282 + (4 + 0a + 4a^2)d1^274d2^282 + (2 + 0a + 2a^2)d1^275d2^282 + (3 + 1a + 0a^2)d1^276d2^282 + (0 + 2a + 1a^2)d1^277d2^282 + (4 + 1a + 4a^2)d1^278d2^282 + (2 + 1a + 1a^2)d1^279d2^282 + (4 + 3a + 2a^2)d1^280d2^282 + (4 + 1a + 4a^2)d1^281d2^282 + (0 + 2a + 4a^2)d1^282d2^282 + (1 + 2a + 3a^2)d1^283d2^282 + (3 + 1a + 1a^2)d1^284d2^282 + (1 + 0a + 2a^2)d1^285d2^282 + (3 + 0a + 1a^2)d1^286d2^282 + (0 + 0a + 1a^2)d1^287d2^282 + (0 + 3a + 0a^2)d1^288d2^282 + (1 + 0a + 0a^2)d1^289d2^282 + (1 + 1a + 4a^2)d1^290d2^282 + (3 + 0a + 2a^2)d1^291d2^282 + (1 + 2a + 3a^2)d1^292d2^282 + (2 + 3a + 2a^2)d1^293d2^282 + (1 + 1a + 0a^2)d2^283 + (2 + 3a + 2a^2)d1^1d2^283 + (4 + 0a + 0a^2)d1^2d2^283 + (3 + 1a + 2a^2)d1^3d2^283 + (0 + 1a + 1a^2)d1^4d2^283 + (4 + 3a + 3a^2)d1^5d2^283 + (1 + 2a + 2a^2)d1^6d2^283 + (3 + 2a + 4a^2)d1^7d2^283 + (1 + 1a + 0a^2)d1^8d2^283 + (4 + 1a + 3a^2)d1^9d2^283 + (2 + 2a + 2a^2)d1^10d2^283 + (1 + 1a + 0a^2)d1^11d2^283 + (4 + 0a + 3a^2)d1^12d2^283 + (4 + 3a + 0a^2)d1^13d2^283 + (1 + 4a + 0a^2)d1^14d2^283 + (4 + 0a + 0a^2)d1^15d2^283 + (0 + 2a + 0a^2)d1^16d2^283 + (1 + 3a + 4a^2)d1^17d2^283 + (1 + 1a + 4a^2)d1^18d2^283 + (3 + 3a + 1a^2)d1^19d2^283 + (1 + 2a + 4a^2)d1^20d2^283 + (1 + 1a + 4a^2)d1^21d2^283 + (4 + 2a + 3a^2)d1^22d2^283 + (1 + 3a + 4a^2)d1^23d2^283 + (3 + 4a + 1a^2)d1^24d2^283 + (0 + 2a + 2a^2)d1^25d2^283 + (2 + 4a + 3a^2)d1^26d2^283 + (1 + 3a + 4a^2)d1^27d2^283 + (1 + 0a + 3a^2)d1^28d2^283 + (4 + 1a + 3a^2)d1^29d2^283 + (0 + 2a + 2a^2)d1^30d2^283 + (3 + 3a + 1a^2)d1^31d2^283 + (0 + 0a + 3a^2)d1^32d2^283 + (4 + 0a + 2a^2)d1^33d2^283 + (0 + 1a + 3a^2)d1^34d2^283 + (4 + 3a + 0a^2)d1^35d2^283 + (0 + 1a + 1a^2)d1^36d2^283 + (2 + 4a + 0a^2)d1^37d2^283 + (0 + 2a + 2a^2)d1^38d2^283 + (1 + 0a + 1a^2)d1^39d2^283 + (4 + 3a + 2a^2)d1^40d2^283 + (3 + 4a + 0a^2)d1^41d2^283 + (4 + 1a + 0a^2)d1^42d2^283 + (4 + 2a + 3a^2)d1^43d2^283 + (3 + 2a + 4a^2)d1^44d2^283 + (2 + 4a + 0a^2)d1^45d2^283 + (0 + 3a + 1a^2)d1^46d2^283 + (0 + 4a + 0a^2)d1^47d2^283 + (0 + 3a + 1a^2)d1^48d2^283 + (0 + 2a + 2a^2)d1^49d2^283 + (3 + 4a + 2a^2)d1^50d2^283 + (2 + 2a + 1a^2)d1^51d2^283 + (3 + 2a + 0a^2)d1^52d2^283 + (2 + 1a + 0a^2)d1^53d2^283 + (3 + 1a + 3a^2)d1^54d2^283 + (3 + 2a + 0a^2)d1^55d2^283 + (2 + 2a + 0a^2)d1^56d2^283 + (4 + 2a + 0a^2)d1^57d2^283 + (0 + 4a + 1a^2)d1^58d2^283 + (2 + 2a + 1a^2)d1^59d2^283 + (3 + 4a + 1a^2)d1^60d2^283 + (3 + 2a + 0a^2)d1^61d2^283 + (2 + 1a + 2a^2)d1^62d2^283 + (3 + 1a + 3a^2)d1^63d2^283 + (2 + 4a + 0a^2)d1^64d2^283 + (2 + 0a + 0a^2)d1^65d2^283 + (2 + 1a + 0a^2)d1^66d2^283 + (0 + 0a + 3a^2)d1^67d2^283 + (1 + 3a + 0a^2)d1^68d2^283 + (3 + 2a + 2a^2)d1^69d2^283 + (0 + 2a + 3a^2)d1^70d2^283 + (4 + 0a + 3a^2)d1^71d2^283 + (4 + 1a + 0a^2)d1^72d2^283 + (3 + 0a + 4a^2)d1^73d2^283 + (2 + 1a + 1a^2)d1^74d2^283 + (3 + 0a + 2a^2)d1^75d2^283 + (0 + 4a + 3a^2)d1^76d2^283 + (0 + 1a + 2a^2)d1^77d2^283 + (1 + 0a + 2a^2)d1^78d2^283 + (1 + 4a + 0a^2)d1^79d2^283 + (4 + 4a + 0a^2)d1^80d2^283 + (0 + 1a + 4a^2)d1^81d2^283 + (3 + 0a + 2a^2)d1^82d2^283 + (1 + 3a + 3a^2)d1^83d2^283 + (4 + 2a + 3a^2)d1^84d2^283 + (0 + 0a + 4a^2)d1^85d2^283 + (0 + 0a + 4a^2)d1^86d2^283 + (2 + 2a + 0a^2)d1^87d2^283 + (2 + 2a + 4a^2)d1^88d2^283 + (0 + 0a + 1a^2)d1^89d2^283 + (2 + 1a + 4a^2)d1^90d2^283 + (4 + 3a + 1a^2)d1^91d2^283 + (3 + 3a + 3a^2)d1^92d2^283 + (3 + 1a + 0a^2)d1^93d2^283 + (3 + 4a + 2a^2)d1^94d2^283 + (3 + 1a + 3a^2)d1^95d2^283 + (4 + 2a + 4a^2)d1^96d2^283 + (3 + 3a + 0a^2)d1^97d2^283 + (2 + 0a + 0a^2)d1^98d2^283 + (4 + 3a + 1a^2)d1^99d2^283 + (2 + 4a + 4a^2)d1^100d2^283 + (1 + 0a + 1a^2)d1^101d2^283 + (0 + 4a + 2a^2)d1^102d2^283 + (0 + 4a + 2a^2)d1^103d2^283 + (0 + 2a + 4a^2)d1^104d2^283 + (1 + 0a + 0a^2)d1^105d2^283 + (1 + 0a + 0a^2)d1^106d2^283 + (3 + 3a + 3a^2)d1^107d2^283 + (2 + 1a + 3a^2)d1^108d2^283 + (1 + 2a + 0a^2)d1^109d2^283 + (4 + 3a + 0a^2)d1^110d2^283 + (2 + 4a + 0a^2)d1^111d2^283 + (2 + 4a + 2a^2)d1^112d2^283 + (0 + 1a + 4a^2)d1^113d2^283 + (0 + 4a + 0a^2)d1^114d2^283 + (1 + 3a + 0a^2)d1^115d2^283 + (1 + 2a + 3a^2)d1^116d2^283 + (0 + 4a + 2a^2)d1^117d2^283 + (3 + 1a + 4a^2)d1^118d2^283 + (3 + 2a + 2a^2)d1^119d2^283 + (3 + 4a + 0a^2)d1^120d2^283 + (2 + 1a + 3a^2)d1^121d2^283 + (1 + 2a + 3a^2)d1^122d2^283 + (1 + 3a + 4a^2)d1^123d2^283 + (4 + 1a + 1a^2)d1^124d2^283 + (1 + 1a + 1a^2)d1^125d2^283 + (1 + 3a + 2a^2)d1^126d2^283 + (3 + 3a + 3a^2)d1^127d2^283 + (2 + 3a + 4a^2)d1^128d2^283 + (1 + 0a + 4a^2)d1^129d2^283 + (0 + 2a + 1a^2)d1^130d2^283 + (0 + 2a + 3a^2)d1^131d2^283 + (4 + 1a + 4a^2)d1^132d2^283 + (1 + 2a + 1a^2)d1^133d2^283 + (1 + 1a + 0a^2)d1^134d2^283 + (3 + 2a + 0a^2)d1^135d2^283 + (4 + 0a + 4a^2)d1^136d2^283 + (1 + 4a + 3a^2)d1^137d2^283 + (2 + 3a + 4a^2)d1^138d2^283 + (4 + 4a + 1a^2)d1^139d2^283 + (1 + 4a + 1a^2)d1^140d2^283 + (1 + 4a + 4a^2)d1^141d2^283 + (4 + 3a + 0a^2)d1^142d2^283 + (2 + 0a + 0a^2)d1^143d2^283 + (3 + 1a + 3a^2)d1^144d2^283 + (2 + 1a + 1a^2)d1^145d2^283 + (0 + 4a + 3a^2)d1^146d2^283 + (2 + 1a + 1a^2)d1^147d2^283 + (2 + 3a + 0a^2)d1^148d2^283 + (2 + 0a + 1a^2)d1^149d2^283 + (4 + 1a + 2a^2)d1^150d2^283 + (1 + 0a + 0a^2)d1^151d2^283 + (2 + 3a + 2a^2)d1^152d2^283 + (3 + 2a + 3a^2)d1^153d2^283 + (1 + 1a + 1a^2)d1^154d2^283 + (2 + 3a + 1a^2)d1^155d2^283 + (0 + 4a + 0a^2)d1^156d2^283 + (1 + 0a + 3a^2)d1^157d2^283 + (0 + 1a + 1a^2)d1^158d2^283 + (2 + 1a + 2a^2)d1^159d2^283 + (0 + 0a + 3a^2)d1^160d2^283 + (4 + 4a + 3a^2)d1^161d2^283 + (1 + 0a + 0a^2)d1^162d2^283 + (0 + 2a + 2a^2)d1^163d2^283 + (3 + 2a + 4a^2)d1^164d2^283 + (3 + 1a + 3a^2)d1^165d2^283 + (3 + 2a + 4a^2)d1^166d2^283 + (0 + 3a + 1a^2)d1^167d2^283 + (4 + 0a + 0a^2)d1^168d2^283 + (1 + 0a + 2a^2)d1^169d2^283 + (2 + 4a + 3a^2)d1^170d2^283 + (4 + 1a + 1a^2)d1^171d2^283 + (3 + 4a + 2a^2)d1^172d2^283 + (0 + 3a + 3a^2)d1^173d2^283 + (4 + 4a + 3a^2)d1^174d2^283 + (0 + 0a + 1a^2)d1^175d2^283 + (2 + 1a + 4a^2)d1^176d2^283 + (4 + 1a + 3a^2)d1^177d2^283 + (4 + 2a + 1a^2)d1^178d2^283 + (1 + 4a + 1a^2)d1^179d2^283 + (1 + 2a + 0a^2)d1^180d2^283 + (0 + 3a + 2a^2)d1^181d2^283 + (1 + 1a + 2a^2)d1^182d2^283 + (1 + 3a + 1a^2)d1^183d2^283 + (0 + 3a + 2a^2)d1^184d2^283 + (2 + 0a + 2a^2)d1^185d2^283 + (4 + 3a + 2a^2)d1^186d2^283 + (0 + 1a + 4a^2)d1^187d2^283 + (1 + 2a + 0a^2)d1^188d2^283 + (4 + 0a + 3a^2)d1^189d2^283 + (0 + 4a + 2a^2)d1^190d2^283 + (3 + 3a + 1a^2)d1^191d2^283 + (1 + 1a + 1a^2)d1^192d2^283 + (2 + 1a + 1a^2)d1^193d2^283 + (1 + 2a + 2a^2)d1^194d2^283 + (4 + 0a + 1a^2)d1^195d2^283 + (4 + 1a + 1a^2)d1^196d2^283 + (3 + 4a + 1a^2)d1^197d2^283 + (2 + 4a + 2a^2)d1^198d2^283 + (3 + 1a + 2a^2)d1^199d2^283 + (1 + 3a + 0a^2)d1^200d2^283 + (1 + 0a + 3a^2)d1^201d2^283 + (0 + 3a + 3a^2)d1^202d2^283 + (3 + 2a + 4a^2)d1^203d2^283 + (1 + 0a + 3a^2)d1^204d2^283 + (1 + 4a + 1a^2)d1^205d2^283 + (3 + 2a + 2a^2)d1^206d2^283 + (0 + 4a + 1a^2)d1^207d2^283 + (3 + 1a + 3a^2)d1^208d2^283 + (1 + 1a + 0a^2)d1^209d2^283 + (4 + 3a + 1a^2)d1^210d2^283 + (0 + 2a + 4a^2)d1^211d2^283 + (0 + 1a + 2a^2)d1^212d2^283 + (3 + 3a + 4a^2)d1^213d2^283 + (1 + 1a + 3a^2)d1^214d2^283 + (1 + 2a + 4a^2)d1^215d2^283 + (1 + 2a + 3a^2)d1^216d2^283 + (0 + 1a + 3a^2)d1^217d2^283 + (2 + 2a + 0a^2)d1^218d2^283 + (0 + 1a + 1a^2)d1^219d2^283 + (2 + 4a + 4a^2)d1^220d2^283 + (4 + 4a + 1a^2)d1^221d2^283 + (4 + 1a + 3a^2)d1^222d2^283 + (3 + 3a + 3a^2)d1^223d2^283 + (1 + 3a + 0a^2)d1^224d2^283 + (4 + 3a + 1a^2)d1^225d2^283 + (0 + 1a + 0a^2)d1^226d2^283 + (2 + 2a + 1a^2)d1^227d2^283 + (0 + 4a + 1a^2)d1^228d2^283 + (2 + 0a + 3a^2)d1^229d2^283 + (2 + 2a + 0a^2)d1^230d2^283 + (4 + 1a + 3a^2)d1^231d2^283 + (4 + 4a + 1a^2)d1^232d2^283 + (4 + 0a + 4a^2)d1^233d2^283 + (1 + 0a + 2a^2)d1^234d2^283 + (4 + 0a + 4a^2)d1^235d2^283 + (1 + 1a + 4a^2)d1^236d2^283 + (4 + 4a + 4a^2)d1^237d2^283 + (2 + 0a + 3a^2)d1^238d2^283 + (2 + 0a + 1a^2)d1^239d2^283 + (4 + 0a + 0a^2)d1^240d2^283 + (1 + 1a + 2a^2)d1^241d2^283 + (1 + 3a + 0a^2)d1^242d2^283 + (3 + 4a + 0a^2)d1^243d2^283 + (1 + 1a + 0a^2)d1^244d2^283 + (4 + 1a + 4a^2)d1^245d2^283 + (0 + 3a + 4a^2)d1^246d2^283 + (3 + 3a + 3a^2)d1^247d2^283 + (2 + 1a + 0a^2)d1^248d2^283 + (3 + 0a + 1a^2)d1^249d2^283 + (1 + 4a + 2a^2)d1^250d2^283 + (4 + 0a + 1a^2)d1^251d2^283 + (2 + 2a + 2a^2)d1^252d2^283 + (0 + 0a + 4a^2)d1^253d2^283 + (4 + 2a + 0a^2)d1^254d2^283 + (4 + 4a + 4a^2)d1^255d2^283 + (3 + 4a + 3a^2)d1^256d2^283 + (1 + 1a + 1a^2)d1^257d2^283 + (3 + 1a + 2a^2)d1^258d2^283 + (4 + 2a + 4a^2)d1^259d2^283 + (1 + 3a + 1a^2)d1^260d2^283 + (4 + 4a + 0a^2)d1^261d2^283 + (1 + 4a + 2a^2)d1^262d2^283 + (1 + 4a + 0a^2)d1^263d2^283 + (3 + 1a + 2a^2)d1^264d2^283 + (0 + 1a + 3a^2)d1^265d2^283 + (3 + 0a + 3a^2)d1^266d2^283 + (4 + 1a + 4a^2)d1^267d2^283 + (1 + 3a + 4a^2)d1^268d2^283 + (2 + 0a + 1a^2)d1^269d2^283 + (3 + 0a + 3a^2)d1^270d2^283 + (1 + 1a + 4a^2)d1^271d2^283 + (2 + 3a + 4a^2)d1^272d2^283 + (1 + 0a + 0a^2)d1^273d2^283 + (4 + 0a + 2a^2)d1^274d2^283 + (4 + 2a + 4a^2)d1^275d2^283 + (2 + 0a + 0a^2)d1^276d2^283 + (0 + 1a + 0a^2)d1^277d2^283 + (3 + 1a + 3a^2)d1^278d2^283 + (2 + 4a + 2a^2)d1^279d2^283 + (4 + 4a + 4a^2)d1^280d2^283 + (4 + 1a + 3a^2)d1^281d2^283 + (2 + 1a + 2a^2)d1^282d2^283 + (3 + 4a + 3a^2)d1^283d2^283 + (1 + 1a + 3a^2)d1^284d2^283 + (3 + 0a + 0a^2)d1^285d2^283 + (0 + 3a + 2a^2)d1^286d2^283 + (3 + 1a + 4a^2)d1^287d2^283 + (0 + 3a + 0a^2)d1^288d2^283 + (4 + 2a + 2a^2)d1^289d2^283 + (0 + 3a + 1a^2)d1^290d2^283 + (4 + 0a + 1a^2)d1^291d2^283 + (4 + 3a + 3a^2)d1^292d2^283 + (4 + 1a + 3a^2)d1^293d2^283 + (2 + 3a + 4a^2)d2^284 + (2 + 0a + 3a^2)d1^1d2^284 + (3 + 2a + 2a^2)d1^2d2^284 + (0 + 0a + 4a^2)d1^3d2^284 + (1 + 3a + 4a^2)d1^4d2^284 + (4 + 3a + 1a^2)d1^5d2^284 + (0 + 0a + 2a^2)d1^6d2^284 + (2 + 3a + 4a^2)d1^7d2^284 + (2 + 1a + 0a^2)d1^8d2^284 + (2 + 0a + 3a^2)d1^9d2^284 + (1 + 2a + 0a^2)d1^10d2^284 + (0 + 2a + 4a^2)d1^11d2^284 + (3 + 2a + 2a^2)d1^12d2^284 + (1 + 1a + 2a^2)d1^13d2^284 + (3 + 1a + 2a^2)d1^14d2^284 + (2 + 1a + 1a^2)d1^15d2^284 + (1 + 3a + 2a^2)d1^16d2^284 + (0 + 1a + 3a^2)d1^17d2^284 + (1 + 2a + 4a^2)d1^18d2^284 + (0 + 0a + 3a^2)d1^19d2^284 + (2 + 0a + 0a^2)d1^20d2^284 + (0 + 3a + 0a^2)d1^21d2^284 + (3 + 0a + 0a^2)d1^22d2^284 + (3 + 1a + 3a^2)d1^23d2^284 + (0 + 4a + 3a^2)d1^24d2^284 + (0 + 4a + 4a^2)d1^25d2^284 + (3 + 1a + 2a^2)d1^26d2^284 + (1 + 3a + 1a^2)d1^27d2^284 + (3 + 4a + 1a^2)d1^28d2^284 + (3 + 1a + 4a^2)d1^29d2^284 + (1 + 2a + 4a^2)d1^30d2^284 + (2 + 2a + 2a^2)d1^31d2^284 + (4 + 4a + 0a^2)d1^32d2^284 + (0 + 0a + 2a^2)d1^33d2^284 + (1 + 1a + 0a^2)d1^34d2^284 + (3 + 2a + 0a^2)d1^35d2^284 + (0 + 4a + 0a^2)d1^36d2^284 + (2 + 2a + 2a^2)d1^37d2^284 + (4 + 2a + 2a^2)d1^38d2^284 + (2 + 2a + 4a^2)d1^39d2^284 + (0 + 4a + 1a^2)d1^40d2^284 + (4 + 0a + 0a^2)d1^41d2^284 + (3 + 3a + 3a^2)d1^42d2^284 + (3 + 3a + 2a^2)d1^43d2^284 + (0 + 3a + 0a^2)d1^44d2^284 + (1 + 0a + 4a^2)d1^45d2^284 + (2 + 0a + 4a^2)d1^46d2^284 + (2 + 3a + 3a^2)d1^47d2^284 + (1 + 2a + 2a^2)d1^48d2^284 + (3 + 2a + 3a^2)d1^49d2^284 + (0 + 4a + 2a^2)d1^50d2^284 + (2 + 4a + 2a^2)d1^51d2^284 + (4 + 2a + 0a^2)d1^52d2^284 + (4 + 0a + 3a^2)d1^53d2^284 + (3 + 4a + 3a^2)d1^54d2^284 + (0 + 4a + 2a^2)d1^55d2^284 + (3 + 0a + 3a^2)d1^56d2^284 + (0 + 1a + 2a^2)d1^57d2^284 + (3 + 1a + 0a^2)d1^58d2^284 + (3 + 2a + 0a^2)d1^59d2^284 + (0 + 2a + 3a^2)d1^60d2^284 + (2 + 2a + 1a^2)d1^61d2^284 + (3 + 3a + 1a^2)d1^62d2^284 + (4 + 1a + 3a^2)d1^63d2^284 + (4 + 4a + 4a^2)d1^64d2^284 + (1 + 3a + 4a^2)d1^65d2^284 + (3 + 2a + 2a^2)d1^66d2^284 + (0 + 1a + 2a^2)d1^67d2^284 + (0 + 4a + 2a^2)d1^68d2^284 + (3 + 4a + 4a^2)d1^69d2^284 + (1 + 2a + 0a^2)d1^70d2^284 + (3 + 1a + 0a^2)d1^71d2^284 + (0 + 4a + 1a^2)d1^72d2^284 + (0 + 3a + 0a^2)d1^73d2^284 + (0 + 1a + 3a^2)d1^74d2^284 + (1 + 3a + 4a^2)d1^75d2^284 + (3 + 2a + 2a^2)d1^76d2^284 + (4 + 4a + 3a^2)d1^77d2^284 + (1 + 2a + 2a^2)d1^78d2^284 + (2 + 2a + 2a^2)d1^79d2^284 + (2 + 3a + 2a^2)d1^80d2^284 + (3 + 3a + 1a^2)d1^81d2^284 + (2 + 0a + 1a^2)d1^82d2^284 + (1 + 3a + 2a^2)d1^83d2^284 + (0 + 4a + 4a^2)d1^84d2^284 + (4 + 0a + 1a^2)d1^85d2^284 + (0 + 1a + 3a^2)d1^86d2^284 + (3 + 0a + 2a^2)d1^87d2^284 + (0 + 2a + 0a^2)d1^88d2^284 + (1 + 3a + 1a^2)d1^89d2^284 + (4 + 0a + 4a^2)d1^90d2^284 + (3 + 1a + 2a^2)d1^91d2^284 + (0 + 3a + 4a^2)d1^92d2^284 + (3 + 0a + 2a^2)d1^93d2^284 + (2 + 4a + 1a^2)d1^94d2^284 + (0 + 0a + 4a^2)d1^95d2^284 + (1 + 4a + 3a^2)d1^96d2^284 + (0 + 1a + 1a^2)d1^97d2^284 + (1 + 2a + 4a^2)d1^98d2^284 + (2 + 1a + 1a^2)d1^99d2^284 + (3 + 3a + 0a^2)d1^100d2^284 + (0 + 3a + 3a^2)d1^101d2^284 + (0 + 2a + 1a^2)d1^102d2^284 + (3 + 1a + 3a^2)d1^103d2^284 + (3 + 4a + 1a^2)d1^104d2^284 + (3 + 1a + 1a^2)d1^105d2^284 + (0 + 4a + 4a^2)d1^106d2^284 + (2 + 1a + 4a^2)d1^107d2^284 + (1 + 4a + 0a^2)d1^108d2^284 + (3 + 3a + 1a^2)d1^109d2^284 + (3 + 1a + 0a^2)d1^110d2^284 + (0 + 3a + 3a^2)d1^111d2^284 + (2 + 0a + 3a^2)d1^112d2^284 + (0 + 1a + 3a^2)d1^113d2^284 + (2 + 0a + 4a^2)d1^114d2^284 + (4 + 4a + 4a^2)d1^115d2^284 + (3 + 0a + 0a^2)d1^116d2^284 + (2 + 1a + 3a^2)d1^117d2^284 + (3 + 3a + 1a^2)d1^118d2^284 + (3 + 1a + 4a^2)d1^119d2^284 + (3 + 1a + 3a^2)d1^120d2^284 + (0 + 3a + 1a^2)d1^121d2^284 + (0 + 3a + 1a^2)d1^122d2^284 + (1 + 1a + 1a^2)d1^123d2^284 + (2 + 2a + 3a^2)d1^124d2^284 + (3 + 1a + 2a^2)d1^125d2^284 + (4 + 3a + 1a^2)d1^126d2^284 + (3 + 1a + 4a^2)d1^127d2^284 + (4 + 1a + 0a^2)d1^128d2^284 + (2 + 4a + 1a^2)d1^129d2^284 + (1 + 1a + 2a^2)d1^130d2^284 + (2 + 0a + 2a^2)d1^131d2^284 + (4 + 0a + 3a^2)d1^132d2^284 + (1 + 1a + 0a^2)d1^133d2^284 + (4 + 4a + 4a^2)d1^134d2^284 + (2 + 0a + 2a^2)d1^135d2^284 + (3 + 0a + 2a^2)d1^136d2^284 + (1 + 1a + 0a^2)d1^137d2^284 + (3 + 0a + 1a^2)d1^138d2^284 + (2 + 1a + 4a^2)d1^139d2^284 + (2 + 0a + 1a^2)d1^140d2^284 + (2 + 4a + 2a^2)d1^141d2^284 + (3 + 0a + 2a^2)d1^142d2^284 + (0 + 2a + 3a^2)d1^143d2^284 + (3 + 0a + 0a^2)d1^144d2^284 + (2 + 3a + 1a^2)d1^145d2^284 + (0 + 2a + 2a^2)d1^146d2^284 + (0 + 2a + 0a^2)d1^147d2^284 + (0 + 4a + 4a^2)d1^148d2^284 + (2 + 2a + 1a^2)d1^149d2^284 + (3 + 0a + 2a^2)d1^150d2^284 + (2 + 0a + 4a^2)d1^151d2^284 + (4 + 0a + 2a^2)d1^152d2^284 + (0 + 1a + 0a^2)d1^153d2^284 + (3 + 3a + 2a^2)d1^154d2^284 + (4 + 1a + 2a^2)d1^155d2^284 + (0 + 1a + 0a^2)d1^156d2^284 + (3 + 1a + 1a^2)d1^157d2^284 + (4 + 3a + 2a^2)d1^158d2^284 + (1 + 4a + 3a^2)d1^159d2^284 + (3 + 1a + 2a^2)d1^160d2^284 + (4 + 0a + 2a^2)d1^161d2^284 + (4 + 1a + 3a^2)d1^162d2^284 + (3 + 1a + 0a^2)d1^163d2^284 + (2 + 2a + 0a^2)d1^164d2^284 + (1 + 0a + 1a^2)d1^165d2^284 + (1 + 3a + 0a^2)d1^166d2^284 + (1 + 4a + 0a^2)d1^167d2^284 + (0 + 3a + 4a^2)d1^168d2^284 + (4 + 4a + 2a^2)d1^169d2^284 + (2 + 2a + 4a^2)d1^170d2^284 + (2 + 3a + 1a^2)d1^171d2^284 + (4 + 4a + 4a^2)d1^172d2^284 + (0 + 4a + 0a^2)d1^173d2^284 + (1 + 4a + 2a^2)d1^174d2^284 + (2 + 4a + 2a^2)d1^175d2^284 + (2 + 4a + 4a^2)d1^176d2^284 + (2 + 4a + 3a^2)d1^177d2^284 + (3 + 2a + 3a^2)d1^178d2^284 + (2 + 2a + 3a^2)d1^179d2^284 + (0 + 4a + 2a^2)d1^180d2^284 + (3 + 0a + 0a^2)d1^181d2^284 + (0 + 1a + 1a^2)d1^182d2^284 + (3 + 3a + 2a^2)d1^183d2^284 + (2 + 1a + 3a^2)d1^184d2^284 + (2 + 3a + 3a^2)d1^185d2^284 + (2 + 3a + 2a^2)d1^186d2^284 + (4 + 2a + 0a^2)d1^187d2^284 + (1 + 1a + 4a^2)d1^188d2^284 + (0 + 2a + 3a^2)d1^189d2^284 + (3 + 1a + 2a^2)d1^190d2^284 + (0 + 1a + 1a^2)d1^191d2^284 + (1 + 4a + 4a^2)d1^192d2^284 + (3 + 2a + 3a^2)d1^193d2^284 + (3 + 4a + 2a^2)d1^194d2^284 + (3 + 4a + 3a^2)d1^195d2^284 + (4 + 3a + 1a^2)d1^196d2^284 + (3 + 3a + 3a^2)d1^197d2^284 + (2 + 2a + 2a^2)d1^198d2^284 + (1 + 0a + 0a^2)d1^199d2^284 + (4 + 4a + 3a^2)d1^200d2^284 + (3 + 3a + 4a^2)d1^201d2^284 + (3 + 1a + 2a^2)d1^202d2^284 + (2 + 0a + 1a^2)d1^203d2^284 + (3 + 1a + 3a^2)d1^204d2^284 + (1 + 2a + 0a^2)d1^205d2^284 + (3 + 2a + 2a^2)d1^206d2^284 + (3 + 0a + 3a^2)d1^207d2^284 + (4 + 2a + 1a^2)d1^208d2^284 + (3 + 0a + 3a^2)d1^209d2^284 + (3 + 3a + 2a^2)d1^210d2^284 + (4 + 2a + 1a^2)d1^211d2^284 + (3 + 2a + 3a^2)d1^212d2^284 + (1 + 2a + 1a^2)d1^213d2^284 + (3 + 3a + 1a^2)d1^214d2^284 + (2 + 4a + 0a^2)d1^215d2^284 + (4 + 3a + 4a^2)d1^216d2^284 + (0 + 2a + 4a^2)d1^217d2^284 + (3 + 1a + 4a^2)d1^218d2^284 + (4 + 1a + 3a^2)d1^219d2^284 + (0 + 1a + 4a^2)d1^220d2^284 + (1 + 2a + 1a^2)d1^221d2^284 + (4 + 1a + 0a^2)d1^222d2^284 + (3 + 2a + 0a^2)d1^223d2^284 + (0 + 1a + 2a^2)d1^224d2^284 + (1 + 1a + 2a^2)d1^225d2^284 + (1 + 1a + 4a^2)d1^226d2^284 + (4 + 1a + 4a^2)d1^227d2^284 + (2 + 1a + 1a^2)d1^228d2^284 + (4 + 0a + 3a^2)d1^229d2^284 + (2 + 2a + 0a^2)d1^230d2^284 + (1 + 1a + 2a^2)d1^231d2^284 + (4 + 0a + 4a^2)d1^232d2^284 + (3 + 1a + 2a^2)d1^233d2^284 + (4 + 0a + 1a^2)d1^234d2^284 + (4 + 1a + 2a^2)d1^235d2^284 + (1 + 2a + 4a^2)d1^236d2^284 + (1 + 0a + 1a^2)d1^237d2^284 + (2 + 1a + 4a^2)d1^238d2^284 + (4 + 1a + 1a^2)d1^239d2^284 + (0 + 4a + 1a^2)d1^240d2^284 + (1 + 3a + 2a^2)d1^241d2^284 + (4 + 1a + 1a^2)d1^242d2^284 + (1 + 2a + 2a^2)d1^243d2^284 + (3 + 0a + 3a^2)d1^244d2^284 + (4 + 1a + 1a^2)d1^245d2^284 + (2 + 0a + 4a^2)d1^246d2^284 + (2 + 1a + 1a^2)d1^247d2^284 + (1 + 2a + 4a^2)d1^248d2^284 + (2 + 3a + 0a^2)d1^249d2^284 + (3 + 3a + 2a^2)d1^250d2^284 + (0 + 4a + 3a^2)d1^251d2^284 + (0 + 1a + 4a^2)d1^252d2^284 + (1 + 4a + 4a^2)d1^253d2^284 + (2 + 4a + 3a^2)d1^254d2^284 + (2 + 3a + 3a^2)d1^255d2^284 + (0 + 4a + 3a^2)d1^256d2^284 + (1 + 0a + 3a^2)d1^257d2^284 + (4 + 1a + 4a^2)d1^258d2^284 + (1 + 2a + 4a^2)d1^259d2^284 + (1 + 3a + 2a^2)d1^260d2^284 + (3 + 4a + 4a^2)d1^261d2^284 + (1 + 2a + 2a^2)d1^262d2^284 + (3 + 3a + 0a^2)d1^263d2^284 + (2 + 1a + 0a^2)d1^264d2^284 + (3 + 4a + 0a^2)d1^265d2^284 + (4 + 2a + 0a^2)d1^266d2^284 + (2 + 3a + 1a^2)d1^267d2^284 + (4 + 1a + 0a^2)d1^268d2^284 + (4 + 3a + 0a^2)d1^269d2^284 + (3 + 3a + 1a^2)d1^270d2^284 + (0 + 0a + 4a^2)d1^271d2^284 + (1 + 4a + 1a^2)d1^272d2^284 + (4 + 0a + 2a^2)d1^273d2^284 + (0 + 3a + 4a^2)d1^274d2^284 + (2 + 2a + 1a^2)d1^275d2^284 + (1 + 3a + 2a^2)d1^276d2^284 + (1 + 1a + 1a^2)d1^277d2^284 + (3 + 3a + 1a^2)d1^278d2^284 + (1 + 4a + 3a^2)d1^279d2^284 + (2 + 0a + 4a^2)d1^280d2^284 + (1 + 1a + 0a^2)d1^281d2^284 + (3 + 3a + 4a^2)d1^282d2^284 + (1 + 1a + 3a^2)d1^283d2^284 + (4 + 2a + 0a^2)d1^284d2^284 + (3 + 0a + 1a^2)d1^285d2^284 + (3 + 2a + 1a^2)d1^286d2^284 + (2 + 2a + 0a^2)d1^287d2^284 + (2 + 3a + 3a^2)d1^288d2^284 + (1 + 1a + 1a^2)d1^289d2^284 + (1 + 4a + 3a^2)d1^290d2^284 + (3 + 0a + 0a^2)d1^291d2^284 + (0 + 1a + 3a^2)d1^292d2^284 + (0 + 4a + 1a^2)d1^293d2^284 + (4 + 4a + 3a^2)d2^285 + (0 + 4a + 1a^2)d1^1d2^285 + (1 + 2a + 0a^2)d1^2d2^285 + (4 + 4a + 3a^2)d1^3d2^285 + (4 + 3a + 2a^2)d1^4d2^285 + (2 + 2a + 2a^2)d1^5d2^285 + (2 + 3a + 3a^2)d1^6d2^285 + (3 + 0a + 3a^2)d1^7d2^285 + (3 + 1a + 0a^2)d1^8d2^285 + (0 + 1a + 0a^2)d1^9d2^285 + (4 + 2a + 3a^2)d1^10d2^285 + (2 + 2a + 3a^2)d1^11d2^285 + (4 + 4a + 2a^2)d1^12d2^285 + (0 + 2a + 1a^2)d1^13d2^285 + (2 + 3a + 4a^2)d1^14d2^285 + (2 + 2a + 3a^2)d1^15d2^285 + (3 + 4a + 4a^2)d1^16d2^285 + (4 + 2a + 0a^2)d1^17d2^285 + (0 + 0a + 4a^2)d1^18d2^285 + (1 + 3a + 0a^2)d1^19d2^285 + (0 + 0a + 1a^2)d1^20d2^285 + (3 + 1a + 1a^2)d1^21d2^285 + (0 + 4a + 4a^2)d1^22d2^285 + (0 + 2a + 2a^2)d1^23d2^285 + (0 + 4a + 1a^2)d1^24d2^285 + (4 + 3a + 0a^2)d1^25d2^285 + (4 + 0a + 3a^2)d1^26d2^285 + (1 + 2a + 4a^2)d1^27d2^285 + (4 + 2a + 3a^2)d1^28d2^285 + (3 + 1a + 1a^2)d1^29d2^285 + (4 + 0a + 0a^2)d1^30d2^285 + (3 + 4a + 2a^2)d1^31d2^285 + (4 + 1a + 3a^2)d1^32d2^285 + (3 + 0a + 1a^2)d1^33d2^285 + (2 + 3a + 2a^2)d1^34d2^285 + (2 + 0a + 0a^2)d1^35d2^285 + (2 + 0a + 4a^2)d1^36d2^285 + (3 + 4a + 3a^2)d1^37d2^285 + (2 + 4a + 0a^2)d1^38d2^285 + (1 + 0a + 3a^2)d1^39d2^285 + (2 + 2a + 1a^2)d1^40d2^285 + (3 + 4a + 4a^2)d1^41d2^285 + (2 + 4a + 4a^2)d1^42d2^285 + (1 + 1a + 3a^2)d1^43d2^285 + (2 + 3a + 0a^2)d1^44d2^285 + (1 + 1a + 0a^2)d1^45d2^285 + (2 + 4a + 4a^2)d1^46d2^285 + (1 + 2a + 3a^2)d1^47d2^285 + (1 + 3a + 1a^2)d1^48d2^285 + (1 + 1a + 2a^2)d1^49d2^285 + (2 + 4a + 3a^2)d1^50d2^285 + (4 + 1a + 4a^2)d1^51d2^285 + (4 + 4a + 3a^2)d1^52d2^285 + (3 + 4a + 2a^2)d1^53d2^285 + (2 + 4a + 0a^2)d1^54d2^285 + (3 + 3a + 3a^2)d1^55d2^285 + (1 + 2a + 2a^2)d1^56d2^285 + (2 + 1a + 3a^2)d1^57d2^285 + (3 + 4a + 2a^2)d1^58d2^285 + (0 + 2a + 3a^2)d1^59d2^285 + (4 + 3a + 2a^2)d1^60d2^285 + (4 + 1a + 1a^2)d1^61d2^285 + (0 + 4a + 2a^2)d1^62d2^285 + (2 + 4a + 4a^2)d1^63d2^285 + (2 + 0a + 3a^2)d1^64d2^285 + (2 + 4a + 3a^2)d1^65d2^285 + (4 + 3a + 1a^2)d1^66d2^285 + (2 + 1a + 2a^2)d1^67d2^285 + (3 + 1a + 1a^2)d1^68d2^285 + (0 + 3a + 1a^2)d1^69d2^285 + (3 + 2a + 4a^2)d1^70d2^285 + (4 + 2a + 0a^2)d1^71d2^285 + (1 + 3a + 0a^2)d1^72d2^285 + (1 + 4a + 1a^2)d1^73d2^285 + (3 + 0a + 1a^2)d1^74d2^285 + (3 + 4a + 0a^2)d1^75d2^285 + (1 + 3a + 2a^2)d1^76d2^285 + (4 + 4a + 2a^2)d1^77d2^285 + (1 + 2a + 1a^2)d1^78d2^285 + (4 + 1a + 2a^2)d1^79d2^285 + (2 + 0a + 4a^2)d1^80d2^285 + (4 + 2a + 1a^2)d1^81d2^285 + (0 + 4a + 0a^2)d1^82d2^285 + (4 + 4a + 0a^2)d1^83d2^285 + (4 + 1a + 2a^2)d1^84d2^285 + (3 + 2a + 2a^2)d1^85d2^285 + (2 + 1a + 0a^2)d1^86d2^285 + (1 + 4a + 1a^2)d1^87d2^285 + (0 + 2a + 4a^2)d1^88d2^285 + (3 + 1a + 2a^2)d1^89d2^285 + (3 + 3a + 1a^2)d1^90d2^285 + (1 + 4a + 1a^2)d1^91d2^285 + (2 + 0a + 2a^2)d1^92d2^285 + (0 + 1a + 4a^2)d1^93d2^285 + (1 + 0a + 1a^2)d1^94d2^285 + (0 + 1a + 2a^2)d1^95d2^285 + (1 + 1a + 1a^2)d1^96d2^285 + (0 + 1a + 0a^2)d1^97d2^285 + (2 + 1a + 3a^2)d1^98d2^285 + (4 + 2a + 2a^2)d1^99d2^285 + (2 + 1a + 1a^2)d1^100d2^285 + (2 + 0a + 2a^2)d1^101d2^285 + (4 + 4a + 1a^2)d1^102d2^285 + (3 + 3a + 4a^2)d1^103d2^285 + (3 + 4a + 1a^2)d1^104d2^285 + (0 + 2a + 2a^2)d1^105d2^285 + (2 + 0a + 3a^2)d1^106d2^285 + (4 + 3a + 3a^2)d1^107d2^285 + (1 + 3a + 3a^2)d1^108d2^285 + (2 + 3a + 4a^2)d1^109d2^285 + (1 + 3a + 2a^2)d1^110d2^285 + (4 + 3a + 0a^2)d1^111d2^285 + (4 + 0a + 0a^2)d1^112d2^285 + (4 + 3a + 3a^2)d1^113d2^285 + (2 + 1a + 1a^2)d1^114d2^285 + (0 + 1a + 3a^2)d1^115d2^285 + (1 + 3a + 0a^2)d1^116d2^285 + (0 + 3a + 4a^2)d1^117d2^285 + (3 + 3a + 4a^2)d1^118d2^285 + (4 + 2a + 0a^2)d1^119d2^285 + (1 + 3a + 4a^2)d1^120d2^285 + (2 + 4a + 1a^2)d1^121d2^285 + (3 + 1a + 4a^2)d1^122d2^285 + (1 + 0a + 2a^2)d1^123d2^285 + (2 + 3a + 0a^2)d1^124d2^285 + (4 + 4a + 1a^2)d1^125d2^285 + (4 + 1a + 1a^2)d1^126d2^285 + (1 + 1a + 0a^2)d1^127d2^285 + (1 + 2a + 3a^2)d1^128d2^285 + (0 + 0a + 3a^2)d1^129d2^285 + (2 + 1a + 2a^2)d1^130d2^285 + (2 + 0a + 0a^2)d1^131d2^285 + (2 + 3a + 1a^2)d1^132d2^285 + (0 + 0a + 2a^2)d1^133d2^285 + (3 + 0a + 4a^2)d1^134d2^285 + (2 + 3a + 4a^2)d1^135d2^285 + (2 + 2a + 2a^2)d1^136d2^285 + (2 + 1a + 2a^2)d1^137d2^285 + (3 + 3a + 2a^2)d1^138d2^285 + (4 + 0a + 0a^2)d1^139d2^285 + (2 + 1a + 0a^2)d1^140d2^285 + (3 + 2a + 0a^2)d1^141d2^285 + (2 + 3a + 1a^2)d1^142d2^285 + (2 + 4a + 4a^2)d1^143d2^285 + (1 + 3a + 0a^2)d1^144d2^285 + (4 + 3a + 2a^2)d1^145d2^285 + (4 + 4a + 0a^2)d1^146d2^285 + (2 + 2a + 4a^2)d1^147d2^285 + (1 + 2a + 1a^2)d1^148d2^285 + (3 + 1a + 3a^2)d1^149d2^285 + (2 + 3a + 2a^2)d1^150d2^285 + (4 + 4a + 0a^2)d1^151d2^285 + (0 + 4a + 2a^2)d1^152d2^285 + (1 + 0a + 1a^2)d1^153d2^285 + (0 + 0a + 1a^2)d1^154d2^285 + (2 + 2a + 1a^2)d1^155d2^285 + (4 + 1a + 2a^2)d1^156d2^285 + (1 + 0a + 3a^2)d1^157d2^285 + (3 + 0a + 1a^2)d1^159d2^285 + (0 + 0a + 1a^2)d1^160d2^285 + (3 + 1a + 3a^2)d1^161d2^285 + (4 + 3a + 0a^2)d1^162d2^285 + (2 + 2a + 1a^2)d1^163d2^285 + (4 + 2a + 1a^2)d1^164d2^285 + (0 + 1a + 2a^2)d1^165d2^285 + (3 + 4a + 3a^2)d1^166d2^285 + (4 + 2a + 4a^2)d1^167d2^285 + (3 + 1a + 2a^2)d1^169d2^285 + (1 + 3a + 0a^2)d1^170d2^285 + (4 + 1a + 1a^2)d1^171d2^285 + (2 + 0a + 2a^2)d1^172d2^285 + (1 + 0a + 3a^2)d1^173d2^285 + (3 + 1a + 3a^2)d1^174d2^285 + (4 + 0a + 1a^2)d1^175d2^285 + (3 + 2a + 1a^2)d1^176d2^285 + (1 + 4a + 3a^2)d1^177d2^285 + (4 + 1a + 0a^2)d1^178d2^285 + (1 + 2a + 0a^2)d1^179d2^285 + (2 + 2a + 2a^2)d1^180d2^285 + (1 + 3a + 1a^2)d1^181d2^285 + (4 + 3a + 0a^2)d1^182d2^285 + (3 + 2a + 0a^2)d1^183d2^285 + (4 + 3a + 2a^2)d1^184d2^285 + (1 + 3a + 3a^2)d1^185d2^285 + (2 + 1a + 1a^2)d1^186d2^285 + (0 + 4a + 0a^2)d1^187d2^285 + (1 + 2a + 1a^2)d1^188d2^285 + (4 + 0a + 4a^2)d1^189d2^285 + (1 + 4a + 1a^2)d1^190d2^285 + (0 + 1a + 4a^2)d1^191d2^285 + (4 + 2a + 3a^2)d1^192d2^285 + (3 + 0a + 0a^2)d1^193d2^285 + (2 + 4a + 0a^2)d1^194d2^285 + (2 + 1a + 4a^2)d1^195d2^285 + (0 + 2a + 2a^2)d1^196d2^285 + (4 + 1a + 0a^2)d1^197d2^285 + (0 + 0a + 3a^2)d1^198d2^285 + (4 + 3a + 1a^2)d1^199d2^285 + (2 + 4a + 3a^2)d1^200d2^285 + (3 + 4a + 3a^2)d1^201d2^285 + (0 + 4a + 3a^2)d1^202d2^285 + (0 + 3a + 3a^2)d1^203d2^285 + (1 + 2a + 1a^2)d1^204d2^285 + (3 + 0a + 2a^2)d1^205d2^285 + (2 + 2a + 0a^2)d1^206d2^285 + (3 + 2a + 0a^2)d1^207d2^285 + (2 + 1a + 1a^2)d1^208d2^285 + (3 + 0a + 1a^2)d1^209d2^285 + (3 + 3a + 2a^2)d1^210d2^285 + (2 + 2a + 4a^2)d1^211d2^285 + (2 + 3a + 0a^2)d1^212d2^285 + (2 + 0a + 4a^2)d1^213d2^285 + (0 + 2a + 0a^2)d1^214d2^285 + (1 + 4a + 4a^2)d1^215d2^285 + (4 + 0a + 1a^2)d1^216d2^285 + (2 + 2a + 4a^2)d1^217d2^285 + (4 + 3a + 0a^2)d1^218d2^285 + (3 + 4a + 1a^2)d1^219d2^285 + (0 + 3a + 4a^2)d1^220d2^285 + (0 + 4a + 3a^2)d1^221d2^285 + (0 + 3a + 1a^2)d1^222d2^285 + (4 + 1a + 2a^2)d1^223d2^285 + (1 + 0a + 2a^2)d1^224d2^285 + (0 + 3a + 2a^2)d1^225d2^285 + (3 + 0a + 2a^2)d1^226d2^285 + (1 + 0a + 4a^2)d1^227d2^285 + (1 + 4a + 4a^2)d1^228d2^285 + (1 + 0a + 4a^2)d1^229d2^285 + (1 + 3a + 1a^2)d1^230d2^285 + (1 + 2a + 3a^2)d1^231d2^285 + (3 + 0a + 4a^2)d1^232d2^285 + (0 + 0a + 4a^2)d1^233d2^285 + (3 + 4a + 0a^2)d1^234d2^285 + (0 + 4a + 3a^2)d1^235d2^285 + (3 + 4a + 3a^2)d1^236d2^285 + (2 + 1a + 1a^2)d1^237d2^285 + (2 + 4a + 4a^2)d1^238d2^285 + (3 + 4a + 0a^2)d1^239d2^285 + (2 + 3a + 0a^2)d1^240d2^285 + (4 + 4a + 4a^2)d1^241d2^285 + (0 + 0a + 2a^2)d1^242d2^285 + (4 + 0a + 1a^2)d1^243d2^285 + (1 + 0a + 0a^2)d1^244d2^285 + (2 + 4a + 0a^2)d1^245d2^285 + (4 + 1a + 1a^2)d1^246d2^285 + (1 + 1a + 3a^2)d1^247d2^285 + (1 + 3a + 0a^2)d1^248d2^285 + (3 + 0a + 2a^2)d1^249d2^285 + (2 + 2a + 2a^2)d1^250d2^285 + (3 + 3a + 4a^2)d1^251d2^285 + (3 + 4a + 4a^2)d1^252d2^285 + (1 + 0a + 4a^2)d1^253d2^285 + (3 + 4a + 1a^2)d1^254d2^285 + (1 + 3a + 1a^2)d1^255d2^285 + (4 + 4a + 3a^2)d1^256d2^285 + (0 + 0a + 4a^2)d1^257d2^285 + (4 + 3a + 0a^2)d1^258d2^285 + (3 + 0a + 0a^2)d1^259d2^285 + (3 + 0a + 0a^2)d1^260d2^285 + (4 + 1a + 3a^2)d1^261d2^285 + (3 + 2a + 0a^2)d1^262d2^285 + (1 + 1a + 0a^2)d1^263d2^285 + (1 + 1a + 3a^2)d1^264d2^285 + (2 + 2a + 2a^2)d1^265d2^285 + (1 + 3a + 1a^2)d1^266d2^285 + (2 + 2a + 1a^2)d1^267d2^285 + (0 + 0a + 3a^2)d1^268d2^285 + (0 + 3a + 0a^2)d1^269d2^285 + (2 + 0a + 1a^2)d1^270d2^285 + (0 + 4a + 0a^2)d1^271d2^285 + (4 + 0a + 2a^2)d1^272d2^285 + (3 + 4a + 3a^2)d1^273d2^285 + (0 + 2a + 2a^2)d1^274d2^285 + (4 + 1a + 3a^2)d1^275d2^285 + (4 + 4a + 3a^2)d1^276d2^285 + (4 + 0a + 1a^2)d1^277d2^285 + (1 + 4a + 2a^2)d1^278d2^285 + (3 + 3a + 1a^2)d1^279d2^285 + (0 + 2a + 2a^2)d1^280d2^285 + (0 + 1a + 3a^2)d1^281d2^285 + (3 + 0a + 3a^2)d1^282d2^285 + (2 + 4a + 0a^2)d1^283d2^285 + (2 + 1a + 3a^2)d1^284d2^285 + (1 + 0a + 0a^2)d1^285d2^285 + (0 + 4a + 4a^2)d1^286d2^285 + (1 + 1a + 0a^2)d1^287d2^285 + (3 + 0a + 3a^2)d1^288d2^285 + (3 + 0a + 2a^2)d1^289d2^285 + (3 + 2a + 4a^2)d1^290d2^285 + (4 + 0a + 0a^2)d1^291d2^285 + (1 + 2a + 2a^2)d1^292d2^285 + (0 + 2a + 4a^2)d1^293d2^285 + (3 + 2a + 1a^2)d2^286 + (4 + 3a + 4a^2)d1^1d2^286 + (1 + 1a + 1a^2)d1^2d2^286 + (0 + 2a + 2a^2)d1^3d2^286 + (1 + 4a + 3a^2)d1^4d2^286 + (4 + 2a + 0a^2)d1^5d2^286 + (2 + 3a + 0a^2)d1^6d2^286 + (4 + 2a + 1a^2)d1^7d2^286 + (1 + 0a + 0a^2)d1^8d2^286 + (0 + 1a + 1a^2)d1^9d2^286 + (1 + 3a + 3a^2)d1^10d2^286 + (2 + 4a + 3a^2)d1^11d2^286 + (1 + 0a + 2a^2)d1^12d2^286 + (3 + 1a + 2a^2)d1^13d2^286 + (4 + 3a + 3a^2)d1^14d2^286 + (4 + 0a + 0a^2)d1^15d2^286 + (2 + 1a + 0a^2)d1^16d2^286 + (4 + 3a + 0a^2)d1^17d2^286 + (1 + 0a + 4a^2)d1^18d2^286 + (2 + 3a + 1a^2)d1^19d2^286 + (2 + 2a + 1a^2)d1^20d2^286 + (0 + 4a + 3a^2)d1^21d2^286 + (2 + 0a + 4a^2)d1^22d2^286 + (3 + 0a + 1a^2)d1^23d2^286 + (1 + 0a + 2a^2)d1^24d2^286 + (4 + 0a + 3a^2)d1^25d2^286 + (4 + 4a + 2a^2)d1^26d2^286 + (3 + 1a + 1a^2)d1^27d2^286 + (1 + 3a + 0a^2)d1^28d2^286 + (0 + 0a + 4a^2)d1^29d2^286 + (1 + 2a + 2a^2)d1^30d2^286 + (2 + 0a + 3a^2)d1^31d2^286 + (1 + 2a + 3a^2)d1^32d2^286 + (4 + 3a + 0a^2)d1^33d2^286 + (4 + 1a + 0a^2)d1^34d2^286 + (4 + 1a + 4a^2)d1^35d2^286 + (0 + 4a + 2a^2)d1^36d2^286 + (4 + 1a + 2a^2)d1^37d2^286 + (1 + 3a + 0a^2)d1^38d2^286 + (0 + 3a + 2a^2)d1^39d2^286 + (2 + 2a + 4a^2)d1^40d2^286 + (3 + 0a + 0a^2)d1^41d2^286 + (0 + 1a + 3a^2)d1^42d2^286 + (3 + 3a + 3a^2)d1^43d2^286 + (4 + 4a + 0a^2)d1^44d2^286 + (1 + 4a + 3a^2)d1^45d2^286 + (3 + 2a + 3a^2)d1^46d2^286 + (2 + 1a + 2a^2)d1^47d2^286 + (3 + 3a + 3a^2)d1^48d2^286 + (0 + 3a + 0a^2)d1^49d2^286 + (0 + 2a + 1a^2)d1^50d2^286 + (4 + 4a + 4a^2)d1^51d2^286 + (1 + 2a + 0a^2)d1^52d2^286 + (3 + 3a + 1a^2)d1^53d2^286 + (0 + 3a + 4a^2)d1^54d2^286 + (0 + 0a + 1a^2)d1^55d2^286 + (1 + 1a + 0a^2)d1^56d2^286 + (0 + 4a + 0a^2)d1^57d2^286 + (3 + 4a + 3a^2)d1^58d2^286 + (2 + 2a + 2a^2)d1^59d2^286 + (0 + 4a + 4a^2)d1^60d2^286 + (3 + 3a + 2a^2)d1^61d2^286 + (0 + 3a + 1a^2)d1^62d2^286 + (3 + 1a + 3a^2)d1^63d2^286 + (0 + 2a + 0a^2)d1^64d2^286 + (0 + 4a + 4a^2)d1^65d2^286 + (0 + 2a + 3a^2)d1^66d2^286 + (1 + 1a + 1a^2)d1^67d2^286 + (2 + 4a + 1a^2)d1^68d2^286 + (4 + 3a + 2a^2)d1^69d2^286 + (4 + 0a + 1a^2)d1^70d2^286 + (2 + 1a + 1a^2)d1^71d2^286 + (4 + 4a + 4a^2)d1^72d2^286 + (3 + 3a + 3a^2)d1^73d2^286 + (1 + 0a + 3a^2)d1^74d2^286 + (0 + 0a + 1a^2)d1^75d2^286 + (2 + 2a + 3a^2)d1^76d2^286 + (2 + 3a + 4a^2)d1^77d2^286 + (4 + 0a + 3a^2)d1^78d2^286 + (1 + 2a + 1a^2)d1^79d2^286 + (3 + 4a + 1a^2)d1^80d2^286 + (2 + 2a + 0a^2)d1^81d2^286 + (1 + 1a + 2a^2)d1^82d2^286 + (3 + 4a + 2a^2)d1^83d2^286 + (4 + 2a + 2a^2)d1^84d2^286 + (1 + 3a + 3a^2)d1^85d2^286 + (4 + 2a + 4a^2)d1^86d2^286 + (3 + 2a + 4a^2)d1^87d2^286 + (0 + 2a + 3a^2)d1^88d2^286 + (3 + 4a + 1a^2)d1^89d2^286 + (3 + 4a + 4a^2)d1^90d2^286 + (3 + 4a + 2a^2)d1^91d2^286 + (3 + 0a + 1a^2)d1^92d2^286 + (1 + 2a + 3a^2)d1^93d2^286 + (1 + 3a + 1a^2)d1^94d2^286 + (3 + 2a + 2a^2)d1^95d2^286 + (3 + 4a + 2a^2)d1^96d2^286 + (4 + 4a + 1a^2)d1^97d2^286 + (0 + 2a + 0a^2)d1^98d2^286 + (2 + 3a + 2a^2)d1^99d2^286 + (2 + 1a + 2a^2)d1^100d2^286 + (3 + 1a + 4a^2)d1^101d2^286 + (1 + 4a + 3a^2)d1^102d2^286 + (2 + 2a + 3a^2)d1^103d2^286 + (0 + 0a + 2a^2)d1^104d2^286 + (3 + 2a + 1a^2)d1^106d2^286 + (4 + 0a + 0a^2)d1^107d2^286 + (1 + 3a + 4a^2)d1^108d2^286 + (2 + 0a + 3a^2)d1^109d2^286 + (1 + 4a + 2a^2)d1^110d2^286 + (4 + 3a + 2a^2)d1^111d2^286 + (1 + 3a + 1a^2)d1^112d2^286 + (2 + 1a + 2a^2)d1^113d2^286 + (2 + 3a + 3a^2)d1^114d2^286 + (2 + 2a + 4a^2)d1^115d2^286 + (4 + 1a + 1a^2)d1^116d2^286 + (4 + 4a + 1a^2)d1^117d2^286 + (3 + 4a + 3a^2)d1^118d2^286 + (4 + 1a + 3a^2)d1^119d2^286 + (3 + 0a + 1a^2)d1^120d2^286 + (1 + 1a + 0a^2)d1^121d2^286 + (3 + 0a + 2a^2)d1^122d2^286 + (1 + 3a + 1a^2)d1^123d2^286 + (0 + 3a + 0a^2)d1^124d2^286 + (2 + 0a + 0a^2)d1^125d2^286 + (2 + 0a + 0a^2)d1^126d2^286 + (2 + 2a + 4a^2)d1^127d2^286 + (0 + 2a + 2a^2)d1^128d2^286 + (1 + 0a + 2a^2)d1^129d2^286 + (3 + 4a + 2a^2)d1^130d2^286 + (0 + 4a + 1a^2)d1^131d2^286 + (4 + 2a + 4a^2)d1^132d2^286 + (4 + 0a + 1a^2)d1^133d2^286 + (0 + 2a + 3a^2)d1^134d2^286 + (2 + 4a + 1a^2)d1^135d2^286 + (1 + 4a + 2a^2)d1^136d2^286 + (0 + 2a + 2a^2)d1^137d2^286 + (2 + 4a + 0a^2)d1^138d2^286 + (3 + 2a + 2a^2)d1^139d2^286 + (3 + 1a + 3a^2)d1^140d2^286 + (3 + 3a + 1a^2)d1^141d2^286 + (0 + 3a + 3a^2)d1^142d2^286 + (0 + 4a + 1a^2)d1^143d2^286 + (1 + 4a + 4a^2)d1^144d2^286 + (1 + 4a + 1a^2)d1^145d2^286 + (0 + 1a + 1a^2)d1^146d2^286 + (3 + 1a + 4a^2)d1^147d2^286 + (4 + 0a + 1a^2)d1^148d2^286 + (1 + 2a + 0a^2)d1^149d2^286 + (0 + 3a + 1a^2)d1^150d2^286 + (1 + 2a + 4a^2)d1^151d2^286 + (2 + 2a + 2a^2)d1^152d2^286 + (3 + 2a + 0a^2)d1^153d2^286 + (1 + 0a + 1a^2)d1^154d2^286 + (2 + 1a + 2a^2)d1^155d2^286 + (2 + 0a + 0a^2)d1^156d2^286 + (4 + 4a + 1a^2)d1^157d2^286 + (3 + 2a + 0a^2)d1^158d2^286 + (1 + 2a + 4a^2)d1^159d2^286 + (0 + 2a + 3a^2)d1^160d2^286 + (0 + 3a + 3a^2)d1^161d2^286 + (2 + 4a + 4a^2)d1^162d2^286 + (0 + 0a + 1a^2)d1^164d2^286 + (3 + 0a + 2a^2)d1^165d2^286 + (3 + 4a + 0a^2)d1^166d2^286 + (0 + 3a + 2a^2)d1^167d2^286 + (0 + 4a + 1a^2)d1^168d2^286 + (3 + 3a + 1a^2)d1^170d2^286 + (2 + 4a + 0a^2)d1^171d2^286 + (0 + 4a + 3a^2)d1^172d2^286 + (0 + 3a + 3a^2)d1^173d2^286 + (4 + 4a + 0a^2)d1^174d2^286 + (2 + 3a + 2a^2)d1^175d2^286 + (1 + 3a + 2a^2)d1^176d2^286 + (1 + 0a + 3a^2)d1^177d2^286 + (1 + 4a + 1a^2)d1^178d2^286 + (2 + 0a + 3a^2)d1^179d2^286 + (2 + 3a + 3a^2)d1^180d2^286 + (1 + 4a + 4a^2)d1^181d2^286 + (2 + 4a + 1a^2)d1^182d2^286 + (2 + 0a + 0a^2)d1^183d2^286 + (1 + 4a + 4a^2)d1^184d2^286 + (0 + 1a + 1a^2)d1^185d2^286 + (2 + 4a + 3a^2)d1^186d2^286 + (0 + 3a + 0a^2)d1^187d2^286 + (2 + 0a + 4a^2)d1^188d2^286 + (2 + 4a + 4a^2)d1^189d2^286 + (1 + 3a + 3a^2)d1^190d2^286 + (3 + 4a + 3a^2)d1^191d2^286 + (4 + 3a + 3a^2)d1^192d2^286 + (4 + 2a + 3a^2)d1^193d2^286 + (1 + 1a + 3a^2)d1^194d2^286 + (1 + 0a + 0a^2)d1^195d2^286 + (0 + 3a + 0a^2)d1^196d2^286 + (0 + 1a + 2a^2)d1^197d2^286 + (2 + 0a + 3a^2)d1^198d2^286 + (4 + 2a + 1a^2)d1^199d2^286 + (1 + 3a + 1a^2)d1^200d2^286 + (0 + 0a + 4a^2)d1^201d2^286 + (0 + 1a + 1a^2)d1^202d2^286 + (3 + 2a + 1a^2)d1^203d2^286 + (4 + 4a + 1a^2)d1^204d2^286 + (0 + 1a + 4a^2)d1^205d2^286 + (0 + 0a + 4a^2)d1^206d2^286 + (3 + 0a + 0a^2)d1^207d2^286 + (0 + 4a + 0a^2)d1^208d2^286 + (4 + 2a + 0a^2)d1^209d2^286 + (1 + 2a + 3a^2)d1^210d2^286 + (4 + 2a + 0a^2)d1^211d2^286 + (3 + 1a + 3a^2)d1^212d2^286 + (3 + 2a + 3a^2)d1^213d2^286 + (1 + 3a + 2a^2)d1^214d2^286 + (0 + 2a + 0a^2)d1^215d2^286 + (3 + 3a + 2a^2)d1^216d2^286 + (3 + 0a + 3a^2)d1^217d2^286 + (3 + 2a + 4a^2)d1^218d2^286 + (1 + 1a + 3a^2)d1^219d2^286 + (1 + 3a + 3a^2)d1^220d2^286 + (0 + 1a + 3a^2)d1^221d2^286 + (3 + 1a + 1a^2)d1^222d2^286 + (2 + 0a + 1a^2)d1^223d2^286 + (0 + 0a + 4a^2)d1^224d2^286 + (0 + 4a + 1a^2)d1^225d2^286 + (2 + 3a + 3a^2)d1^226d2^286 + (4 + 0a + 3a^2)d1^227d2^286 + (1 + 3a + 4a^2)d1^228d2^286 + (2 + 3a + 3a^2)d1^229d2^286 + (4 + 0a + 1a^2)d1^230d2^286 + (0 + 3a + 3a^2)d1^231d2^286 + (3 + 2a + 2a^2)d1^232d2^286 + (0 + 4a + 0a^2)d1^233d2^286 + (0 + 0a + 3a^2)d1^234d2^286 + (4 + 1a + 3a^2)d1^235d2^286 + (3 + 3a + 2a^2)d1^236d2^286 + (3 + 2a + 1a^2)d1^237d2^286 + (3 + 4a + 4a^2)d1^238d2^286 + (4 + 0a + 4a^2)d1^239d2^286 + (1 + 3a + 2a^2)d1^240d2^286 + (0 + 1a + 0a^2)d1^241d2^286 + (2 + 3a + 2a^2)d1^242d2^286 + (4 + 4a + 2a^2)d1^243d2^286 + (0 + 0a + 4a^2)d1^244d2^286 + (3 + 0a + 0a^2)d1^245d2^286 + (2 + 0a + 0a^2)d1^246d2^286 + (3 + 1a + 2a^2)d1^247d2^286 + (3 + 1a + 1a^2)d1^248d2^286 + (1 + 2a + 1a^2)d1^249d2^286 + (0 + 2a + 3a^2)d1^250d2^286 + (0 + 4a + 1a^2)d1^251d2^286 + (2 + 2a + 3a^2)d1^252d2^286 + (1 + 3a + 2a^2)d1^253d2^286 + (1 + 0a + 2a^2)d1^254d2^286 + (0 + 2a + 3a^2)d1^255d2^286 + (1 + 0a + 0a^2)d1^256d2^286 + (4 + 4a + 1a^2)d1^257d2^286 + (0 + 2a + 0a^2)d1^258d2^286 + (0 + 1a + 4a^2)d1^259d2^286 + (0 + 0a + 4a^2)d1^260d2^286 + (2 + 4a + 3a^2)d1^261d2^286 + (2 + 3a + 4a^2)d1^262d2^286 + (1 + 2a + 0a^2)d1^263d2^286 + (3 + 2a + 2a^2)d1^264d2^286 + (0 + 4a + 3a^2)d1^265d2^286 + (0 + 0a + 2a^2)d1^266d2^286 + (1 + 3a + 4a^2)d1^267d2^286 + (1 + 3a + 1a^2)d1^268d2^286 + (2 + 4a + 0a^2)d1^269d2^286 + (0 + 1a + 2a^2)d1^270d2^286 + (0 + 4a + 0a^2)d1^271d2^286 + (0 + 1a + 3a^2)d1^272d2^286 + (1 + 3a + 1a^2)d1^273d2^286 + (1 + 0a + 3a^2)d1^274d2^286 + (4 + 2a + 0a^2)d1^275d2^286 + (1 + 3a + 2a^2)d1^276d2^286 + (1 + 3a + 4a^2)d1^277d2^286 + (4 + 0a + 0a^2)d1^278d2^286 + (3 + 2a + 3a^2)d1^279d2^286 + (1 + 2a + 2a^2)d1^280d2^286 + (2 + 0a + 0a^2)d1^281d2^286 + (2 + 3a + 4a^2)d1^282d2^286 + (2 + 3a + 3a^2)d1^283d2^286 + (2 + 3a + 2a^2)d1^284d2^286 + (3 + 0a + 0a^2)d1^285d2^286 + (1 + 2a + 4a^2)d1^286d2^286 + (1 + 0a + 2a^2)d1^287d2^286 + (0 + 3a + 4a^2)d1^288d2^286 + (3 + 0a + 4a^2)d1^289d2^286 + (3 + 1a + 4a^2)d1^290d2^286 + (2 + 3a + 3a^2)d1^291d2^286 + (1 + 1a + 2a^2)d1^292d2^286 + (2 + 1a + 3a^2)d1^293d2^286 + (1 + 4a + 0a^2)d2^287 + (4 + 1a + 0a^2)d1^1d2^287 + (4 + 1a + 3a^2)d1^2d2^287 + (1 + 4a + 1a^2)d1^3d2^287 + (0 + 2a + 4a^2)d1^4d2^287 + (2 + 0a + 0a^2)d1^5d2^287 + (0 + 0a + 3a^2)d1^6d2^287 + (3 + 4a + 2a^2)d1^7d2^287 + (0 + 3a + 2a^2)d1^8d2^287 + (3 + 0a + 1a^2)d1^9d2^287 + (2 + 4a + 2a^2)d1^10d2^287 + (2 + 1a + 4a^2)d1^11d2^287 + (1 + 2a + 3a^2)d1^12d2^287 + (0 + 3a + 0a^2)d1^13d2^287 + (4 + 1a + 4a^2)d1^14d2^287 + (1 + 2a + 3a^2)d1^15d2^287 + (1 + 0a + 3a^2)d1^16d2^287 + (4 + 3a + 1a^2)d1^17d2^287 + (0 + 0a + 1a^2)d1^18d2^287 + (4 + 1a + 3a^2)d1^19d2^287 + (4 + 4a + 4a^2)d1^20d2^287 + (1 + 1a + 3a^2)d1^21d2^287 + (3 + 2a + 2a^2)d1^22d2^287 + (2 + 1a + 1a^2)d1^23d2^287 + (2 + 2a + 4a^2)d1^24d2^287 + (0 + 3a + 4a^2)d1^25d2^287 + (0 + 3a + 3a^2)d1^26d2^287 + (0 + 2a + 2a^2)d1^27d2^287 + (2 + 0a + 1a^2)d1^28d2^287 + (4 + 0a + 1a^2)d1^29d2^287 + (1 + 0a + 4a^2)d1^30d2^287 + (1 + 2a + 3a^2)d1^31d2^287 + (2 + 1a + 1a^2)d1^32d2^287 + (3 + 0a + 3a^2)d1^33d2^287 + (3 + 3a + 3a^2)d1^34d2^287 + (2 + 4a + 4a^2)d1^35d2^287 + (0 + 0a + 4a^2)d1^36d2^287 + (0 + 1a + 3a^2)d1^37d2^287 + (3 + 1a + 3a^2)d1^38d2^287 + (2 + 1a + 3a^2)d1^39d2^287 + (4 + 3a + 0a^2)d1^40d2^287 + (0 + 4a + 2a^2)d1^41d2^287 + (4 + 1a + 4a^2)d1^42d2^287 + (1 + 3a + 1a^2)d1^43d2^287 + (0 + 4a + 0a^2)d1^44d2^287 + (4 + 4a + 3a^2)d1^45d2^287 + (4 + 0a + 0a^2)d1^46d2^287 + (2 + 4a + 4a^2)d1^47d2^287 + (0 + 3a + 3a^2)d1^48d2^287 + (0 + 2a + 1a^2)d1^49d2^287 + (2 + 2a + 4a^2)d1^50d2^287 + (3 + 1a + 0a^2)d1^51d2^287 + (0 + 2a + 2a^2)d1^52d2^287 + (2 + 3a + 4a^2)d1^53d2^287 + (2 + 2a + 3a^2)d1^54d2^287 + (4 + 3a + 0a^2)d1^55d2^287 + (3 + 2a + 4a^2)d1^56d2^287 + (3 + 2a + 4a^2)d1^57d2^287 + (4 + 4a + 2a^2)d1^58d2^287 + (4 + 1a + 1a^2)d1^59d2^287 + (0 + 1a + 2a^2)d1^60d2^287 + (2 + 4a + 4a^2)d1^61d2^287 + (2 + 4a + 4a^2)d1^62d2^287 + (2 + 4a + 0a^2)d1^63d2^287 + (0 + 2a + 3a^2)d1^64d2^287 + (0 + 4a + 1a^2)d1^65d2^287 + (2 + 1a + 0a^2)d1^66d2^287 + (4 + 3a + 4a^2)d1^67d2^287 + (2 + 2a + 4a^2)d1^68d2^287 + (3 + 0a + 2a^2)d1^69d2^287 + (4 + 0a + 3a^2)d1^70d2^287 + (3 + 2a + 2a^2)d1^71d2^287 + (4 + 0a + 4a^2)d1^72d2^287 + (0 + 3a + 1a^2)d1^73d2^287 + (4 + 3a + 4a^2)d1^74d2^287 + (4 + 0a + 2a^2)d1^75d2^287 + (0 + 4a + 2a^2)d1^76d2^287 + (0 + 2a + 2a^2)d1^77d2^287 + (1 + 4a + 1a^2)d1^78d2^287 + (4 + 0a + 0a^2)d1^79d2^287 + (4 + 2a + 2a^2)d1^80d2^287 + (0 + 1a + 1a^2)d1^81d2^287 + (4 + 4a + 0a^2)d1^82d2^287 + (0 + 3a + 0a^2)d1^83d2^287 + (2 + 0a + 2a^2)d1^84d2^287 + (3 + 0a + 0a^2)d1^85d2^287 + (1 + 2a + 2a^2)d1^86d2^287 + (0 + 0a + 4a^2)d1^87d2^287 + (0 + 4a + 4a^2)d1^88d2^287 + (0 + 2a + 1a^2)d1^89d2^287 + (3 + 4a + 4a^2)d1^90d2^287 + (1 + 1a + 0a^2)d1^91d2^287 + (2 + 0a + 2a^2)d1^92d2^287 + (1 + 1a + 0a^2)d1^93d2^287 + (3 + 4a + 0a^2)d1^94d2^287 + (0 + 0a + 2a^2)d1^95d2^287 + (4 + 1a + 1a^2)d1^96d2^287 + (2 + 1a + 3a^2)d1^97d2^287 + (4 + 3a + 1a^2)d1^98d2^287 + (2 + 3a + 3a^2)d1^99d2^287 + (4 + 3a + 1a^2)d1^100d2^287 + (2 + 0a + 0a^2)d1^101d2^287 + (4 + 4a + 3a^2)d1^102d2^287 + (1 + 0a + 1a^2)d1^103d2^287 + (4 + 1a + 0a^2)d1^104d2^287 + (4 + 1a + 1a^2)d1^105d2^287 + (2 + 2a + 3a^2)d1^106d2^287 + (0 + 0a + 4a^2)d1^107d2^287 + (2 + 4a + 1a^2)d1^108d2^287 + (2 + 1a + 3a^2)d1^109d2^287 + (1 + 0a + 3a^2)d1^110d2^287 + (4 + 1a + 2a^2)d1^111d2^287 + (3 + 4a + 1a^2)d1^112d2^287 + (0 + 3a + 0a^2)d1^113d2^287 + (1 + 2a + 4a^2)d1^114d2^287 + (4 + 0a + 0a^2)d1^115d2^287 + (2 + 4a + 4a^2)d1^116d2^287 + (4 + 2a + 3a^2)d1^117d2^287 + (4 + 4a + 4a^2)d1^118d2^287 + (0 + 0a + 4a^2)d1^119d2^287 + (3 + 1a + 1a^2)d1^120d2^287 + (3 + 2a + 1a^2)d1^121d2^287 + (4 + 3a + 4a^2)d1^122d2^287 + (3 + 3a + 0a^2)d1^123d2^287 + (3 + 3a + 4a^2)d1^124d2^287 + (1 + 1a + 4a^2)d1^125d2^287 + (1 + 3a + 1a^2)d1^126d2^287 + (2 + 2a + 1a^2)d1^127d2^287 + (2 + 1a + 2a^2)d1^128d2^287 + (4 + 0a + 1a^2)d1^129d2^287 + (1 + 4a + 2a^2)d1^130d2^287 + (0 + 0a + 4a^2)d1^131d2^287 + (0 + 2a + 1a^2)d1^132d2^287 + (1 + 0a + 3a^2)d1^133d2^287 + (0 + 1a + 0a^2)d1^134d2^287 + (1 + 2a + 4a^2)d1^135d2^287 + (2 + 1a + 0a^2)d1^136d2^287 + (2 + 0a + 3a^2)d1^137d2^287 + (4 + 1a + 4a^2)d1^138d2^287 + (3 + 0a + 1a^2)d1^139d2^287 + (1 + 0a + 0a^2)d1^140d2^287 + (4 + 1a + 0a^2)d1^141d2^287 + (4 + 2a + 0a^2)d1^142d2^287 + (4 + 0a + 0a^2)d1^143d2^287 + (3 + 0a + 4a^2)d1^144d2^287 + (4 + 0a + 0a^2)d1^145d2^287 + (3 + 2a + 0a^2)d1^146d2^287 + (2 + 0a + 0a^2)d1^147d2^287 + (1 + 2a + 1a^2)d1^148d2^287 + (4 + 0a + 0a^2)d1^149d2^287 + (4 + 4a + 3a^2)d1^150d2^287 + (3 + 2a + 0a^2)d1^151d2^287 + (2 + 2a + 2a^2)d1^152d2^287 + (2 + 0a + 3a^2)d1^153d2^287 + (0 + 1a + 4a^2)d1^154d2^287 + (1 + 0a + 0a^2)d1^155d2^287 + (1 + 4a + 3a^2)d1^156d2^287 + (1 + 4a + 4a^2)d1^157d2^287 + (3 + 1a + 3a^2)d1^158d2^287 + (1 + 4a + 4a^2)d1^159d2^287 + (1 + 1a + 4a^2)d1^160d2^287 + (1 + 3a + 1a^2)d1^161d2^287 + (3 + 2a + 1a^2)d1^162d2^287 + (1 + 0a + 2a^2)d1^163d2^287 + (3 + 3a + 1a^2)d1^164d2^287 + (0 + 2a + 4a^2)d1^165d2^287 + (0 + 3a + 4a^2)d1^166d2^287 + (4 + 4a + 1a^2)d1^167d2^287 + (0 + 1a + 2a^2)d1^168d2^287 + (4 + 4a + 1a^2)d1^169d2^287 + (0 + 1a + 1a^2)d1^170d2^287 + (0 + 1a + 1a^2)d1^171d2^287 + (2 + 3a + 4a^2)d1^172d2^287 + (0 + 1a + 3a^2)d1^173d2^287 + (0 + 2a + 3a^2)d1^174d2^287 + (2 + 1a + 2a^2)d1^175d2^287 + (4 + 3a + 2a^2)d1^176d2^287 + (4 + 1a + 0a^2)d1^177d2^287 + (3 + 4a + 2a^2)d1^178d2^287 + (1 + 3a + 3a^2)d1^179d2^287 + (4 + 3a + 2a^2)d1^180d2^287 + (2 + 3a + 0a^2)d1^181d2^287 + (1 + 2a + 2a^2)d1^182d2^287 + (4 + 4a + 4a^2)d1^183d2^287 + (4 + 4a + 4a^2)d1^184d2^287 + (4 + 0a + 3a^2)d1^185d2^287 + (2 + 0a + 3a^2)d1^186d2^287 + (1 + 1a + 0a^2)d1^187d2^287 + (2 + 4a + 3a^2)d1^188d2^287 + (2 + 0a + 0a^2)d1^189d2^287 + (4 + 4a + 1a^2)d1^190d2^287 + (1 + 3a + 3a^2)d1^191d2^287 + (0 + 0a + 2a^2)d1^192d2^287 + (2 + 1a + 4a^2)d1^193d2^287 + (1 + 2a + 1a^2)d1^194d2^287 + (4 + 1a + 4a^2)d1^195d2^287 + (3 + 1a + 2a^2)d1^196d2^287 + (4 + 2a + 2a^2)d1^197d2^287 + (4 + 4a + 2a^2)d1^198d2^287 + (4 + 0a + 3a^2)d1^199d2^287 + (0 + 4a + 3a^2)d1^200d2^287 + (2 + 2a + 3a^2)d1^201d2^287 + (2 + 1a + 2a^2)d1^202d2^287 + (1 + 4a + 0a^2)d1^203d2^287 + (1 + 1a + 3a^2)d1^204d2^287 + (4 + 3a + 1a^2)d1^205d2^287 + (2 + 3a + 1a^2)d1^206d2^287 + (1 + 3a + 0a^2)d1^207d2^287 + (3 + 2a + 1a^2)d1^208d2^287 + (2 + 2a + 2a^2)d1^209d2^287 + (2 + 3a + 1a^2)d1^210d2^287 + (2 + 4a + 4a^2)d1^211d2^287 + (4 + 4a + 4a^2)d1^212d2^287 + (4 + 2a + 4a^2)d1^213d2^287 + (0 + 4a + 2a^2)d1^214d2^287 + (1 + 0a + 3a^2)d1^215d2^287 + (3 + 2a + 4a^2)d1^216d2^287 + (4 + 0a + 0a^2)d1^217d2^287 + (3 + 2a + 1a^2)d1^218d2^287 + (3 + 2a + 1a^2)d1^219d2^287 + (2 + 0a + 4a^2)d1^220d2^287 + (0 + 2a + 4a^2)d1^221d2^287 + (1 + 4a + 0a^2)d1^222d2^287 + (1 + 0a + 3a^2)d1^223d2^287 + (3 + 1a + 4a^2)d1^224d2^287 + (2 + 2a + 0a^2)d1^225d2^287 + (0 + 4a + 4a^2)d1^226d2^287 + (2 + 0a + 4a^2)d1^227d2^287 + (3 + 3a + 3a^2)d1^228d2^287 + (4 + 2a + 4a^2)d1^229d2^287 + (3 + 0a + 1a^2)d1^230d2^287 + (0 + 4a + 4a^2)d1^231d2^287 + (0 + 0a + 1a^2)d1^232d2^287 + (0 + 2a + 1a^2)d1^233d2^287 + (0 + 2a + 0a^2)d1^234d2^287 + (0 + 2a + 3a^2)d1^235d2^287 + (1 + 3a + 0a^2)d1^236d2^287 + (1 + 2a + 2a^2)d1^237d2^287 + (1 + 1a + 0a^2)d1^238d2^287 + (0 + 2a + 1a^2)d1^239d2^287 + (1 + 0a + 3a^2)d1^240d2^287 + (4 + 0a + 4a^2)d1^241d2^287 + (2 + 2a + 0a^2)d1^242d2^287 + (1 + 3a + 4a^2)d1^243d2^287 + (3 + 3a + 3a^2)d1^244d2^287 + (4 + 2a + 3a^2)d1^245d2^287 + (3 + 4a + 3a^2)d1^246d2^287 + (3 + 1a + 1a^2)d1^247d2^287 + (0 + 4a + 2a^2)d1^248d2^287 + (3 + 0a + 3a^2)d1^249d2^287 + (1 + 0a + 0a^2)d1^250d2^287 + (3 + 0a + 0a^2)d1^251d2^287 + (4 + 3a + 1a^2)d1^252d2^287 + (2 + 2a + 2a^2)d1^253d2^287 + (1 + 3a + 2a^2)d1^254d2^287 + (3 + 4a + 2a^2)d1^256d2^287 + (0 + 4a + 2a^2)d1^257d2^287 + (1 + 0a + 2a^2)d1^258d2^287 + (2 + 0a + 4a^2)d1^259d2^287 + (1 + 2a + 2a^2)d1^260d2^287 + (0 + 0a + 2a^2)d1^261d2^287 + (0 + 4a + 3a^2)d1^262d2^287 + (2 + 4a + 0a^2)d1^263d2^287 + (1 + 4a + 1a^2)d1^264d2^287 + (4 + 4a + 3a^2)d1^265d2^287 + (0 + 3a + 2a^2)d1^266d2^287 + (4 + 0a + 1a^2)d1^267d2^287 + (0 + 4a + 0a^2)d1^268d2^287 + (3 + 0a + 0a^2)d1^269d2^287 + (2 + 0a + 2a^2)d1^270d2^287 + (3 + 0a + 4a^2)d1^271d2^287 + (3 + 1a + 4a^2)d1^272d2^287 + (3 + 0a + 4a^2)d1^273d2^287 + (2 + 4a + 1a^2)d1^274d2^287 + (4 + 2a + 2a^2)d1^275d2^287 + (2 + 2a + 3a^2)d1^276d2^287 + (3 + 4a + 3a^2)d1^277d2^287 + (4 + 1a + 2a^2)d1^278d2^287 + (1 + 0a + 4a^2)d1^279d2^287 + (2 + 2a + 2a^2)d1^280d2^287 + (3 + 1a + 3a^2)d1^281d2^287 + (0 + 2a + 0a^2)d1^282d2^287 + (4 + 0a + 2a^2)d1^283d2^287 + (2 + 4a + 1a^2)d1^284d2^287 + (3 + 0a + 4a^2)d1^285d2^287 + (2 + 1a + 1a^2)d1^286d2^287 + (2 + 4a + 0a^2)d1^287d2^287 + (4 + 3a + 4a^2)d1^288d2^287 + (1 + 2a + 1a^2)d1^289d2^287 + (2 + 2a + 2a^2)d1^290d2^287 + (3 + 4a + 0a^2)d1^291d2^287 + (0 + 4a + 1a^2)d1^292d2^287 + (3 + 2a + 3a^2)d1^293d2^287 + (0 + 1a + 3a^2)d2^288 + (3 + 3a + 0a^2)d1^1d2^288 + (2 + 4a + 3a^2)d1^2d2^288 + (3 + 2a + 4a^2)d1^3d2^288 + (0 + 4a + 0a^2)d1^4d2^288 + (3 + 2a + 4a^2)d1^5d2^288 + (4 + 3a + 2a^2)d1^6d2^288 + (0 + 4a + 3a^2)d1^7d2^288 + (2 + 2a + 4a^2)d1^8d2^288 + (3 + 3a + 4a^2)d1^9d2^288 + (4 + 2a + 3a^2)d1^10d2^288 + (1 + 4a + 2a^2)d1^11d2^288 + (3 + 0a + 1a^2)d1^12d2^288 + (2 + 4a + 3a^2)d1^13d2^288 + (1 + 3a + 0a^2)d1^14d2^288 + (2 + 4a + 0a^2)d1^15d2^288 + (0 + 4a + 2a^2)d1^16d2^288 + (3 + 2a + 3a^2)d1^17d2^288 + (2 + 1a + 1a^2)d1^18d2^288 + (4 + 0a + 1a^2)d1^19d2^288 + (0 + 1a + 4a^2)d1^20d2^288 + (0 + 3a + 0a^2)d1^21d2^288 + (4 + 0a + 1a^2)d1^22d2^288 + (4 + 4a + 0a^2)d1^23d2^288 + (3 + 2a + 0a^2)d1^24d2^288 + (1 + 2a + 2a^2)d1^25d2^288 + (0 + 3a + 2a^2)d1^26d2^288 + (2 + 1a + 1a^2)d1^27d2^288 + (2 + 3a + 0a^2)d1^28d2^288 + (2 + 0a + 2a^2)d1^29d2^288 + (4 + 1a + 1a^2)d1^30d2^288 + (4 + 0a + 3a^2)d1^31d2^288 + (3 + 0a + 1a^2)d1^32d2^288 + (2 + 3a + 1a^2)d1^33d2^288 + (2 + 3a + 2a^2)d1^34d2^288 + (4 + 0a + 3a^2)d1^35d2^288 + (3 + 2a + 3a^2)d1^36d2^288 + (0 + 1a + 1a^2)d1^37d2^288 + (3 + 2a + 2a^2)d1^38d2^288 + (4 + 2a + 0a^2)d1^39d2^288 + (0 + 4a + 3a^2)d1^40d2^288 + (0 + 3a + 4a^2)d1^41d2^288 + (0 + 3a + 4a^2)d1^42d2^288 + (3 + 2a + 2a^2)d1^43d2^288 + (1 + 3a + 0a^2)d1^44d2^288 + (2 + 2a + 4a^2)d1^45d2^288 + (2 + 4a + 2a^2)d1^46d2^288 + (1 + 2a + 2a^2)d1^47d2^288 + (1 + 0a + 0a^2)d1^48d2^288 + (1 + 3a + 4a^2)d1^49d2^288 + (0 + 4a + 4a^2)d1^50d2^288 + (2 + 1a + 1a^2)d1^51d2^288 + (4 + 2a + 0a^2)d1^52d2^288 + (0 + 4a + 2a^2)d1^53d2^288 + (0 + 2a + 3a^2)d1^54d2^288 + (2 + 0a + 0a^2)d1^55d2^288 + (1 + 0a + 3a^2)d1^56d2^288 + (0 + 3a + 4a^2)d1^57d2^288 + (3 + 3a + 4a^2)d1^58d2^288 + (1 + 2a + 2a^2)d1^59d2^288 + (2 + 1a + 0a^2)d1^60d2^288 + (1 + 1a + 2a^2)d1^61d2^288 + (3 + 1a + 1a^2)d1^62d2^288 + (4 + 2a + 4a^2)d1^63d2^288 + (4 + 2a + 3a^2)d1^64d2^288 + (2 + 3a + 3a^2)d1^65d2^288 + (1 + 4a + 2a^2)d1^66d2^288 + (2 + 3a + 2a^2)d1^67d2^288 + (1 + 0a + 0a^2)d1^68d2^288 + (2 + 2a + 3a^2)d1^69d2^288 + (0 + 3a + 2a^2)d1^70d2^288 + (2 + 1a + 2a^2)d1^71d2^288 + (2 + 0a + 1a^2)d1^72d2^288 + (0 + 0a + 3a^2)d1^73d2^288 + (1 + 0a + 2a^2)d1^74d2^288 + (1 + 0a + 3a^2)d1^75d2^288 + (0 + 3a + 2a^2)d1^76d2^288 + (3 + 0a + 0a^2)d1^77d2^288 + (3 + 3a + 4a^2)d1^78d2^288 + (3 + 2a + 4a^2)d1^79d2^288 + (0 + 3a + 2a^2)d1^80d2^288 + (4 + 2a + 3a^2)d1^81d2^288 + (0 + 0a + 1a^2)d1^82d2^288 + (3 + 4a + 0a^2)d1^83d2^288 + (4 + 0a + 4a^2)d1^84d2^288 + (3 + 1a + 2a^2)d1^85d2^288 + (2 + 0a + 2a^2)d1^86d2^288 + (0 + 3a + 1a^2)d1^87d2^288 + (0 + 4a + 4a^2)d1^88d2^288 + (0 + 2a + 3a^2)d1^89d2^288 + (2 + 0a + 2a^2)d1^90d2^288 + (3 + 4a + 0a^2)d1^91d2^288 + (4 + 3a + 0a^2)d1^92d2^288 + (4 + 3a + 0a^2)d1^93d2^288 + (0 + 3a + 4a^2)d1^94d2^288 + (1 + 3a + 2a^2)d1^95d2^288 + (1 + 1a + 2a^2)d1^96d2^288 + (4 + 0a + 0a^2)d1^97d2^288 + (0 + 2a + 3a^2)d1^98d2^288 + (1 + 4a + 1a^2)d1^99d2^288 + (0 + 4a + 4a^2)d1^100d2^288 + (1 + 3a + 0a^2)d1^101d2^288 + (2 + 1a + 2a^2)d1^102d2^288 + (1 + 3a + 1a^2)d1^103d2^288 + (4 + 2a + 1a^2)d1^104d2^288 + (3 + 2a + 0a^2)d1^105d2^288 + (3 + 1a + 3a^2)d1^106d2^288 + (1 + 1a + 2a^2)d1^107d2^288 + (2 + 2a + 4a^2)d1^108d2^288 + (3 + 2a + 1a^2)d1^109d2^288 + (4 + 3a + 4a^2)d1^110d2^288 + (1 + 4a + 0a^2)d1^111d2^288 + (0 + 2a + 3a^2)d1^112d2^288 + (2 + 1a + 0a^2)d1^113d2^288 + (2 + 0a + 2a^2)d1^114d2^288 + (3 + 1a + 3a^2)d1^115d2^288 + (2 + 1a + 4a^2)d1^116d2^288 + (3 + 4a + 4a^2)d1^117d2^288 + (1 + 3a + 2a^2)d1^118d2^288 + (2 + 3a + 3a^2)d1^119d2^288 + (0 + 0a + 2a^2)d1^120d2^288 + (3 + 0a + 4a^2)d1^121d2^288 + (2 + 1a + 0a^2)d1^122d2^288 + (4 + 4a + 1a^2)d1^123d2^288 + (4 + 3a + 4a^2)d1^124d2^288 + (3 + 4a + 2a^2)d1^125d2^288 + (0 + 4a + 0a^2)d1^126d2^288 + (1 + 1a + 2a^2)d1^127d2^288 + (3 + 0a + 0a^2)d1^128d2^288 + (4 + 3a + 0a^2)d1^129d2^288 + (0 + 4a + 4a^2)d1^130d2^288 + (0 + 4a + 4a^2)d1^131d2^288 + (0 + 0a + 4a^2)d1^132d2^288 + (3 + 1a + 2a^2)d1^133d2^288 + (1 + 3a + 3a^2)d1^134d2^288 + (1 + 2a + 2a^2)d1^135d2^288 + (0 + 4a + 2a^2)d1^136d2^288 + (2 + 1a + 4a^2)d1^137d2^288 + (3 + 4a + 2a^2)d1^138d2^288 + (1 + 1a + 0a^2)d1^139d2^288 + (2 + 3a + 4a^2)d1^140d2^288 + (3 + 3a + 0a^2)d1^141d2^288 + (1 + 4a + 1a^2)d1^142d2^288 + (3 + 1a + 3a^2)d1^143d2^288 + (2 + 4a + 0a^2)d1^144d2^288 + (3 + 2a + 3a^2)d1^145d2^288 + (3 + 0a + 2a^2)d1^146d2^288 + (1 + 1a + 4a^2)d1^147d2^288 + (2 + 1a + 4a^2)d1^148d2^288 + (4 + 4a + 1a^2)d1^149d2^288 + (3 + 4a + 1a^2)d1^150d2^288 + (1 + 2a + 2a^2)d1^151d2^288 + (1 + 2a + 3a^2)d1^152d2^288 + (3 + 1a + 4a^2)d1^153d2^288 + (1 + 0a + 3a^2)d1^154d2^288 + (1 + 1a + 4a^2)d1^155d2^288 + (2 + 0a + 3a^2)d1^156d2^288 + (1 + 2a + 4a^2)d1^157d2^288 + (4 + 4a + 4a^2)d1^158d2^288 + (1 + 1a + 3a^2)d1^159d2^288 + (2 + 3a + 3a^2)d1^160d2^288 + (3 + 1a + 0a^2)d1^161d2^288 + (2 + 4a + 3a^2)d1^162d2^288 + (2 + 4a + 0a^2)d1^163d2^288 + (4 + 4a + 0a^2)d1^164d2^288 + (2 + 2a + 0a^2)d1^165d2^288 + (1 + 1a + 1a^2)d1^166d2^288 + (4 + 0a + 1a^2)d1^167d2^288 + (3 + 3a + 2a^2)d1^168d2^288 + (0 + 2a + 0a^2)d1^169d2^288 + (4 + 0a + 4a^2)d1^170d2^288 + (1 + 0a + 0a^2)d1^171d2^288 + (4 + 0a + 0a^2)d1^172d2^288 + (3 + 2a + 1a^2)d1^173d2^288 + (2 + 2a + 1a^2)d1^174d2^288 + (4 + 2a + 4a^2)d1^175d2^288 + (3 + 3a + 2a^2)d1^176d2^288 + (0 + 2a + 0a^2)d1^177d2^288 + (2 + 0a + 3a^2)d1^178d2^288 + (3 + 4a + 1a^2)d1^179d2^288 + (2 + 2a + 3a^2)d1^180d2^288 + (2 + 1a + 3a^2)d1^181d2^288 + (3 + 2a + 4a^2)d1^182d2^288 + (4 + 3a + 2a^2)d1^183d2^288 + (1 + 0a + 2a^2)d1^184d2^288 + (0 + 1a + 1a^2)d1^185d2^288 + (2 + 2a + 4a^2)d1^186d2^288 + (3 + 1a + 3a^2)d1^187d2^288 + (3 + 2a + 0a^2)d1^188d2^288 + (1 + 4a + 1a^2)d1^189d2^288 + (2 + 1a + 3a^2)d1^190d2^288 + (1 + 0a + 4a^2)d1^191d2^288 + (4 + 1a + 1a^2)d1^192d2^288 + (1 + 1a + 4a^2)d1^193d2^288 + (3 + 4a + 1a^2)d1^194d2^288 + (2 + 2a + 0a^2)d1^196d2^288 + (4 + 3a + 3a^2)d1^197d2^288 + (1 + 1a + 2a^2)d1^198d2^288 + (1 + 2a + 1a^2)d1^199d2^288 + (2 + 3a + 2a^2)d1^200d2^288 + (3 + 3a + 0a^2)d1^201d2^288 + (3 + 2a + 3a^2)d1^202d2^288 + (1 + 0a + 3a^2)d1^203d2^288 + (4 + 4a + 2a^2)d1^204d2^288 + (3 + 0a + 3a^2)d1^205d2^288 + (4 + 1a + 2a^2)d1^206d2^288 + (2 + 4a + 2a^2)d1^207d2^288 + (0 + 2a + 4a^2)d1^208d2^288 + (1 + 3a + 0a^2)d1^209d2^288 + (4 + 3a + 3a^2)d1^210d2^288 + (2 + 4a + 0a^2)d1^211d2^288 + (1 + 3a + 3a^2)d1^212d2^288 + (4 + 0a + 0a^2)d1^213d2^288 + (4 + 3a + 4a^2)d1^214d2^288 + (0 + 2a + 0a^2)d1^215d2^288 + (0 + 3a + 0a^2)d1^216d2^288 + (2 + 1a + 4a^2)d1^217d2^288 + (3 + 0a + 0a^2)d1^218d2^288 + (4 + 1a + 1a^2)d1^219d2^288 + (1 + 2a + 4a^2)d1^220d2^288 + (2 + 2a + 3a^2)d1^221d2^288 + (4 + 4a + 4a^2)d1^222d2^288 + (2 + 0a + 1a^2)d1^223d2^288 + (2 + 1a + 4a^2)d1^224d2^288 + (1 + 0a + 4a^2)d1^225d2^288 + (0 + 2a + 4a^2)d1^226d2^288 + (1 + 3a + 3a^2)d1^227d2^288 + (1 + 0a + 3a^2)d1^228d2^288 + (0 + 4a + 1a^2)d1^229d2^288 + (2 + 2a + 0a^2)d1^230d2^288 + (2 + 4a + 4a^2)d1^231d2^288 + (0 + 1a + 4a^2)d1^232d2^288 + (3 + 4a + 4a^2)d1^233d2^288 + (3 + 3a + 4a^2)d1^234d2^288 + (0 + 4a + 1a^2)d1^235d2^288 + (2 + 0a + 1a^2)d1^236d2^288 + (4 + 1a + 3a^2)d1^237d2^288 + (4 + 2a + 3a^2)d1^238d2^288 + (3 + 3a + 4a^2)d1^239d2^288 + (3 + 2a + 3a^2)d1^240d2^288 + (0 + 3a + 2a^2)d1^241d2^288 + (4 + 0a + 1a^2)d1^242d2^288 + (1 + 0a + 2a^2)d1^243d2^288 + (2 + 2a + 1a^2)d1^244d2^288 + (4 + 2a + 1a^2)d1^245d2^288 + (1 + 4a + 2a^2)d1^246d2^288 + (4 + 3a + 3a^2)d1^247d2^288 + (0 + 4a + 2a^2)d1^248d2^288 + (2 + 3a + 4a^2)d1^249d2^288 + (3 + 4a + 0a^2)d1^250d2^288 + (0 + 2a + 3a^2)d1^251d2^288 + (1 + 3a + 3a^2)d1^252d2^288 + (4 + 4a + 4a^2)d1^253d2^288 + (0 + 1a + 0a^2)d1^254d2^288 + (4 + 4a + 1a^2)d1^255d2^288 + (4 + 1a + 4a^2)d1^256d2^288 + (3 + 2a + 2a^2)d1^257d2^288 + (0 + 4a + 2a^2)d1^258d2^288 + (0 + 4a + 2a^2)d1^259d2^288 + (1 + 3a + 1a^2)d1^260d2^288 + (2 + 2a + 4a^2)d1^261d2^288 + (1 + 4a + 2a^2)d1^262d2^288 + (2 + 0a + 1a^2)d1^263d2^288 + (1 + 1a + 2a^2)d1^264d2^288 + (1 + 2a + 1a^2)d1^265d2^288 + (0 + 1a + 0a^2)d1^266d2^288 + (4 + 1a + 2a^2)d1^267d2^288 + (0 + 3a + 4a^2)d1^268d2^288 + (0 + 4a + 3a^2)d1^269d2^288 + (2 + 1a + 2a^2)d1^270d2^288 + (3 + 3a + 2a^2)d1^271d2^288 + (3 + 3a + 3a^2)d1^272d2^288 + (2 + 2a + 3a^2)d1^273d2^288 + (4 + 4a + 4a^2)d1^274d2^288 + (1 + 1a + 2a^2)d1^275d2^288 + (4 + 3a + 4a^2)d1^276d2^288 + (3 + 0a + 3a^2)d1^277d2^288 + (0 + 3a + 0a^2)d1^278d2^288 + (1 + 3a + 4a^2)d1^279d2^288 + (0 + 0a + 3a^2)d1^281d2^288 + (1 + 2a + 0a^2)d1^282d2^288 + (4 + 2a + 3a^2)d1^283d2^288 + (1 + 1a + 1a^2)d1^284d2^288 + (2 + 2a + 2a^2)d1^285d2^288 + (3 + 0a + 0a^2)d1^286d2^288 + (3 + 3a + 1a^2)d1^287d2^288 + (0 + 2a + 1a^2)d1^288d2^288 + (4 + 1a + 1a^2)d1^289d2^288 + (4 + 2a + 3a^2)d1^290d2^288 + (1 + 0a + 1a^2)d1^291d2^288 + (4 + 1a + 3a^2)d1^292d2^288 + (0 + 4a + 1a^2)d1^293d2^288 + (2 + 0a + 0a^2)d2^289 + (2 + 0a + 0a^2)d1^1d2^289 + (4 + 4a + 3a^2)d1^2d2^289 + (2 + 0a + 2a^2)d1^3d2^289 + (2 + 3a + 1a^2)d1^4d2^289 + (3 + 1a + 4a^2)d1^5d2^289 + (1 + 4a + 3a^2)d1^6d2^289 + (1 + 4a + 0a^2)d1^7d2^289 + (4 + 2a + 3a^2)d1^8d2^289 + (0 + 2a + 2a^2)d1^9d2^289 + (3 + 0a + 4a^2)d1^10d2^289 + (2 + 0a + 3a^2)d1^11d2^289 + (4 + 3a + 1a^2)d1^12d2^289 + (2 + 4a + 2a^2)d1^13d2^289 + (2 + 4a + 4a^2)d1^14d2^289 + (0 + 4a + 3a^2)d1^15d2^289 + (3 + 2a + 0a^2)d1^16d2^289 + (0 + 0a + 1a^2)d1^17d2^289 + (1 + 2a + 3a^2)d1^18d2^289 + (1 + 3a + 3a^2)d1^19d2^289 + (2 + 0a + 3a^2)d1^20d2^289 + (0 + 2a + 0a^2)d1^21d2^289 + (2 + 4a + 1a^2)d1^22d2^289 + (3 + 1a + 2a^2)d1^23d2^289 + (3 + 4a + 0a^2)d1^24d2^289 + (3 + 3a + 0a^2)d1^25d2^289 + (4 + 2a + 1a^2)d1^26d2^289 + (1 + 3a + 4a^2)d1^27d2^289 + (4 + 2a + 2a^2)d1^28d2^289 + (4 + 2a + 4a^2)d1^29d2^289 + (0 + 2a + 0a^2)d1^30d2^289 + (2 + 4a + 3a^2)d1^31d2^289 + (2 + 2a + 3a^2)d1^32d2^289 + (1 + 0a + 2a^2)d1^33d2^289 + (4 + 2a + 2a^2)d1^34d2^289 + (3 + 3a + 0a^2)d1^35d2^289 + (0 + 0a + 3a^2)d1^36d2^289 + (1 + 1a + 4a^2)d1^37d2^289 + (0 + 2a + 4a^2)d1^38d2^289 + (4 + 0a + 3a^2)d1^39d2^289 + (0 + 1a + 4a^2)d1^40d2^289 + (4 + 4a + 4a^2)d1^41d2^289 + (4 + 1a + 4a^2)d1^42d2^289 + (1 + 2a + 3a^2)d1^43d2^289 + (0 + 2a + 0a^2)d1^44d2^289 + (4 + 3a + 0a^2)d1^45d2^289 + (3 + 3a + 0a^2)d1^46d2^289 + (1 + 3a + 2a^2)d1^47d2^289 + (2 + 4a + 1a^2)d1^48d2^289 + (1 + 3a + 4a^2)d1^49d2^289 + (4 + 1a + 4a^2)d1^50d2^289 + (4 + 1a + 3a^2)d1^51d2^289 + (1 + 4a + 2a^2)d1^52d2^289 + (2 + 1a + 3a^2)d1^53d2^289 + (1 + 4a + 1a^2)d1^54d2^289 + (1 + 3a + 4a^2)d1^55d2^289 + (3 + 3a + 0a^2)d1^56d2^289 + (4 + 0a + 0a^2)d1^57d2^289 + (3 + 1a + 4a^2)d1^58d2^289 + (1 + 4a + 0a^2)d1^59d2^289 + (4 + 1a + 4a^2)d1^60d2^289 + (2 + 3a + 1a^2)d1^61d2^289 + (0 + 4a + 2a^2)d1^62d2^289 + (1 + 3a + 4a^2)d1^63d2^289 + (2 + 2a + 2a^2)d1^64d2^289 + (1 + 2a + 1a^2)d1^65d2^289 + (2 + 4a + 1a^2)d1^66d2^289 + (0 + 0a + 3a^2)d1^67d2^289 + (4 + 2a + 1a^2)d1^68d2^289 + (4 + 0a + 0a^2)d1^69d2^289 + (3 + 0a + 1a^2)d1^70d2^289 + (1 + 0a + 2a^2)d1^71d2^289 + (4 + 1a + 4a^2)d1^72d2^289 + (1 + 1a + 4a^2)d1^73d2^289 + (3 + 3a + 3a^2)d1^74d2^289 + (4 + 4a + 0a^2)d1^75d2^289 + (4 + 0a + 2a^2)d1^76d2^289 + (4 + 4a + 2a^2)d1^77d2^289 + (1 + 1a + 4a^2)d1^78d2^289 + (2 + 0a + 4a^2)d1^79d2^289 + (2 + 1a + 3a^2)d1^80d2^289 + (0 + 1a + 2a^2)d1^81d2^289 + (3 + 3a + 4a^2)d1^82d2^289 + (4 + 4a + 2a^2)d1^83d2^289 + (3 + 3a + 4a^2)d1^84d2^289 + (0 + 4a + 4a^2)d1^85d2^289 + (4 + 2a + 4a^2)d1^87d2^289 + (3 + 4a + 2a^2)d1^88d2^289 + (0 + 0a + 3a^2)d1^89d2^289 + (2 + 4a + 2a^2)d1^90d2^289 + (3 + 2a + 1a^2)d1^91d2^289 + (4 + 0a + 3a^2)d1^92d2^289 + (3 + 4a + 4a^2)d1^93d2^289 + (1 + 1a + 0a^2)d1^94d2^289 + (0 + 2a + 2a^2)d1^95d2^289 + (4 + 1a + 1a^2)d1^96d2^289 + (1 + 4a + 3a^2)d1^97d2^289 + (1 + 1a + 3a^2)d1^98d2^289 + (4 + 0a + 0a^2)d1^99d2^289 + (2 + 4a + 0a^2)d1^100d2^289 + (2 + 0a + 3a^2)d1^101d2^289 + (4 + 0a + 0a^2)d1^102d2^289 + (1 + 3a + 1a^2)d1^103d2^289 + (2 + 3a + 3a^2)d1^104d2^289 + (2 + 0a + 3a^2)d1^105d2^289 + (1 + 4a + 2a^2)d1^106d2^289 + (0 + 4a + 1a^2)d1^107d2^289 + (3 + 4a + 3a^2)d1^108d2^289 + (1 + 1a + 3a^2)d1^109d2^289 + (4 + 1a + 1a^2)d1^110d2^289 + (3 + 1a + 2a^2)d1^111d2^289 + (2 + 1a + 4a^2)d1^112d2^289 + (4 + 4a + 2a^2)d1^113d2^289 + (2 + 0a + 4a^2)d1^114d2^289 + (3 + 2a + 4a^2)d1^115d2^289 + (0 + 4a + 0a^2)d1^116d2^289 + (2 + 3a + 3a^2)d1^117d2^289 + (2 + 3a + 4a^2)d1^118d2^289 + (2 + 2a + 0a^2)d1^119d2^289 + (1 + 0a + 4a^2)d1^120d2^289 + (1 + 1a + 2a^2)d1^121d2^289 + (4 + 2a + 3a^2)d1^122d2^289 + (1 + 4a + 4a^2)d1^123d2^289 + (1 + 0a + 3a^2)d1^124d2^289 + (1 + 2a + 3a^2)d1^125d2^289 + (3 + 0a + 4a^2)d1^126d2^289 + (1 + 0a + 3a^2)d1^127d2^289 + (2 + 0a + 3a^2)d1^128d2^289 + (3 + 4a + 4a^2)d1^129d2^289 + (0 + 3a + 1a^2)d1^130d2^289 + (0 + 2a + 4a^2)d1^131d2^289 + (0 + 1a + 3a^2)d1^132d2^289 + (3 + 4a + 1a^2)d1^133d2^289 + (0 + 4a + 1a^2)d1^134d2^289 + (0 + 3a + 3a^2)d1^135d2^289 + (4 + 4a + 4a^2)d1^136d2^289 + (2 + 4a + 0a^2)d1^137d2^289 + (1 + 3a + 0a^2)d1^138d2^289 + (3 + 2a + 1a^2)d1^139d2^289 + (0 + 0a + 2a^2)d1^140d2^289 + (1 + 1a + 3a^2)d1^141d2^289 + (4 + 4a + 1a^2)d1^142d2^289 + (2 + 3a + 3a^2)d1^143d2^289 + (4 + 1a + 2a^2)d1^145d2^289 + (4 + 1a + 0a^2)d1^146d2^289 + (1 + 4a + 0a^2)d1^147d2^289 + (0 + 2a + 2a^2)d1^148d2^289 + (1 + 1a + 2a^2)d1^149d2^289 + (0 + 0a + 4a^2)d1^150d2^289 + (0 + 1a + 1a^2)d1^151d2^289 + (0 + 4a + 0a^2)d1^152d2^289 + (0 + 0a + 2a^2)d1^153d2^289 + (0 + 0a + 2a^2)d1^154d2^289 + (0 + 0a + 4a^2)d1^155d2^289 + (4 + 0a + 1a^2)d1^156d2^289 + (3 + 2a + 0a^2)d1^157d2^289 + (0 + 1a + 3a^2)d1^158d2^289 + (0 + 1a + 1a^2)d1^159d2^289 + (4 + 0a + 4a^2)d1^160d2^289 + (1 + 3a + 3a^2)d1^161d2^289 + (2 + 4a + 2a^2)d1^162d2^289 + (3 + 2a + 0a^2)d1^163d2^289 + (4 + 1a + 4a^2)d1^164d2^289 + (2 + 1a + 3a^2)d1^165d2^289 + (0 + 4a + 4a^2)d1^166d2^289 + (1 + 2a + 4a^2)d1^167d2^289 + (4 + 3a + 0a^2)d1^168d2^289 + (3 + 0a + 4a^2)d1^169d2^289 + (2 + 2a + 0a^2)d1^170d2^289 + (2 + 2a + 4a^2)d1^171d2^289 + (4 + 0a + 2a^2)d1^172d2^289 + (4 + 2a + 1a^2)d1^173d2^289 + (3 + 0a + 1a^2)d1^174d2^289 + (1 + 2a + 0a^2)d1^175d2^289 + (3 + 3a + 0a^2)d1^176d2^289 + (2 + 1a + 4a^2)d1^177d2^289 + (0 + 4a + 3a^2)d1^178d2^289 + (1 + 2a + 1a^2)d1^179d2^289 + (2 + 1a + 0a^2)d1^180d2^289 + (3 + 4a + 4a^2)d1^181d2^289 + (4 + 3a + 4a^2)d1^182d2^289 + (0 + 3a + 0a^2)d1^183d2^289 + (1 + 1a + 4a^2)d1^184d2^289 + (2 + 4a + 4a^2)d1^185d2^289 + (3 + 4a + 4a^2)d1^186d2^289 + (0 + 1a + 1a^2)d1^187d2^289 + (3 + 0a + 0a^2)d1^188d2^289 + (3 + 3a + 4a^2)d1^189d2^289 + (1 + 2a + 2a^2)d1^190d2^289 + (1 + 3a + 2a^2)d1^191d2^289 + (0 + 0a + 2a^2)d1^192d2^289 + (3 + 3a + 1a^2)d1^193d2^289 + (1 + 4a + 3a^2)d1^194d2^289 + (1 + 1a + 1a^2)d1^195d2^289 + (2 + 2a + 0a^2)d1^196d2^289 + (4 + 2a + 2a^2)d1^197d2^289 + (0 + 2a + 2a^2)d1^198d2^289 + (2 + 3a + 2a^2)d1^199d2^289 + (3 + 4a + 4a^2)d1^200d2^289 + (0 + 1a + 2a^2)d1^201d2^289 + (0 + 2a + 2a^2)d1^202d2^289 + (3 + 3a + 4a^2)d1^203d2^289 + (1 + 4a + 1a^2)d1^204d2^289 + (0 + 2a + 0a^2)d1^205d2^289 + (1 + 0a + 1a^2)d1^206d2^289 + (3 + 2a + 0a^2)d1^207d2^289 + (3 + 3a + 4a^2)d1^208d2^289 + (4 + 2a + 0a^2)d1^209d2^289 + (3 + 0a + 4a^2)d1^210d2^289 + (4 + 3a + 2a^2)d1^211d2^289 + (1 + 0a + 2a^2)d1^212d2^289 + (1 + 3a + 2a^2)d1^213d2^289 + (4 + 3a + 4a^2)d1^214d2^289 + (2 + 0a + 0a^2)d1^215d2^289 + (1 + 0a + 0a^2)d1^216d2^289 + (4 + 1a + 1a^2)d1^217d2^289 + (4 + 1a + 4a^2)d1^218d2^289 + (3 + 1a + 1a^2)d1^219d2^289 + (3 + 3a + 3a^2)d1^220d2^289 + (2 + 1a + 3a^2)d1^221d2^289 + (4 + 0a + 1a^2)d1^222d2^289 + (0 + 2a + 1a^2)d1^223d2^289 + (1 + 1a + 3a^2)d1^224d2^289 + (2 + 1a + 4a^2)d1^225d2^289 + (1 + 3a + 3a^2)d1^226d2^289 + (0 + 0a + 3a^2)d1^227d2^289 + (2 + 3a + 1a^2)d1^228d2^289 + (0 + 2a + 3a^2)d1^229d2^289 + (0 + 4a + 4a^2)d1^230d2^289 + (4 + 1a + 4a^2)d1^231d2^289 + (0 + 3a + 2a^2)d1^232d2^289 + (0 + 1a + 2a^2)d1^233d2^289 + (2 + 1a + 1a^2)d1^234d2^289 + (1 + 0a + 0a^2)d1^235d2^289 + (2 + 1a + 3a^2)d1^236d2^289 + (3 + 4a + 4a^2)d1^237d2^289 + (3 + 1a + 3a^2)d1^238d2^289 + (0 + 3a + 1a^2)d1^239d2^289 + (4 + 0a + 3a^2)d1^240d2^289 + (0 + 1a + 4a^2)d1^241d2^289 + (4 + 2a + 4a^2)d1^242d2^289 + (2 + 3a + 3a^2)d1^243d2^289 + (2 + 2a + 4a^2)d1^244d2^289 + (0 + 0a + 2a^2)d1^245d2^289 + (2 + 0a + 2a^2)d1^246d2^289 + (2 + 0a + 1a^2)d1^247d2^289 + (2 + 3a + 2a^2)d1^248d2^289 + (4 + 3a + 2a^2)d1^249d2^289 + (3 + 2a + 2a^2)d1^250d2^289 + (1 + 3a + 0a^2)d1^251d2^289 + (3 + 0a + 2a^2)d1^252d2^289 + (2 + 4a + 1a^2)d1^253d2^289 + (3 + 1a + 2a^2)d1^254d2^289 + (3 + 2a + 1a^2)d1^255d2^289 + (3 + 2a + 0a^2)d1^256d2^289 + (2 + 1a + 2a^2)d1^257d2^289 + (2 + 1a + 0a^2)d1^258d2^289 + (4 + 0a + 4a^2)d1^259d2^289 + (3 + 0a + 4a^2)d1^260d2^289 + (3 + 2a + 4a^2)d1^261d2^289 + (2 + 0a + 0a^2)d1^262d2^289 + (3 + 1a + 2a^2)d1^263d2^289 + (1 + 2a + 4a^2)d1^264d2^289 + (3 + 4a + 2a^2)d1^265d2^289 + (3 + 2a + 4a^2)d1^266d2^289 + (3 + 1a + 2a^2)d1^267d2^289 + (1 + 0a + 0a^2)d1^268d2^289 + (4 + 3a + 3a^2)d1^269d2^289 + (3 + 2a + 3a^2)d1^270d2^289 + (1 + 1a + 2a^2)d1^271d2^289 + (1 + 4a + 1a^2)d1^272d2^289 + (0 + 1a + 1a^2)d1^273d2^289 + (4 + 1a + 1a^2)d1^274d2^289 + (4 + 0a + 4a^2)d1^275d2^289 + (4 + 2a + 3a^2)d1^276d2^289 + (1 + 2a + 3a^2)d1^277d2^289 + (2 + 4a + 0a^2)d1^278d2^289 + (2 + 0a + 0a^2)d1^279d2^289 + (1 + 0a + 0a^2)d1^280d2^289 + (2 + 2a + 0a^2)d1^281d2^289 + (1 + 4a + 0a^2)d1^282d2^289 + (0 + 4a + 1a^2)d1^283d2^289 + (1 + 2a + 2a^2)d1^284d2^289 + (1 + 1a + 4a^2)d1^285d2^289 + (2 + 4a + 0a^2)d1^286d2^289 + (0 + 1a + 1a^2)d1^287d2^289 + (0 + 0a + 2a^2)d1^288d2^289 + (2 + 2a + 3a^2)d1^289d2^289 + (3 + 2a + 2a^2)d1^290d2^289 + (0 + 2a + 0a^2)d1^291d2^289 + (2 + 1a + 4a^2)d1^292d2^289 + (2 + 0a + 0a^2)d1^293d2^289 + (3 + 0a + 4a^2)d2^290 + (4 + 1a + 0a^2)d1^1d2^290 + (0 + 1a + 3a^2)d1^2d2^290 + (4 + 2a + 3a^2)d1^3d2^290 + (2 + 0a + 1a^2)d1^4d2^290 + (0 + 1a + 4a^2)d1^5d2^290 + (4 + 2a + 2a^2)d1^6d2^290 + (0 + 3a + 4a^2)d1^7d2^290 + (1 + 4a + 2a^2)d1^8d2^290 + (4 + 2a + 1a^2)d1^9d2^290 + (1 + 4a + 1a^2)d1^10d2^290 + (2 + 4a + 2a^2)d1^11d2^290 + (3 + 2a + 0a^2)d1^12d2^290 + (4 + 1a + 3a^2)d1^13d2^290 + (3 + 4a + 1a^2)d1^14d2^290 + (0 + 0a + 1a^2)d1^15d2^290 + (1 + 4a + 4a^2)d1^16d2^290 + (1 + 3a + 4a^2)d1^17d2^290 + (3 + 2a + 0a^2)d1^18d2^290 + (2 + 3a + 2a^2)d1^19d2^290 + (3 + 3a + 1a^2)d1^20d2^290 + (0 + 4a + 3a^2)d1^21d2^290 + (4 + 0a + 0a^2)d1^22d2^290 + (3 + 1a + 2a^2)d1^23d2^290 + (1 + 1a + 4a^2)d1^24d2^290 + (2 + 3a + 4a^2)d1^25d2^290 + (4 + 4a + 3a^2)d1^26d2^290 + (0 + 4a + 1a^2)d1^27d2^290 + (3 + 2a + 1a^2)d1^28d2^290 + (2 + 4a + 2a^2)d1^29d2^290 + (3 + 0a + 3a^2)d1^30d2^290 + (4 + 4a + 2a^2)d1^31d2^290 + (4 + 1a + 1a^2)d1^32d2^290 + (0 + 3a + 3a^2)d1^33d2^290 + (2 + 2a + 4a^2)d1^34d2^290 + (1 + 4a + 2a^2)d1^35d2^290 + (4 + 3a + 2a^2)d1^36d2^290 + (0 + 3a + 4a^2)d1^37d2^290 + (2 + 3a + 2a^2)d1^38d2^290 + (3 + 4a + 4a^2)d1^39d2^290 + (1 + 3a + 0a^2)d1^40d2^290 + (4 + 3a + 1a^2)d1^41d2^290 + (3 + 2a + 3a^2)d1^42d2^290 + (0 + 3a + 4a^2)d1^43d2^290 + (1 + 4a + 3a^2)d1^44d2^290 + (0 + 0a + 3a^2)d1^45d2^290 + (3 + 2a + 0a^2)d1^46d2^290 + (2 + 1a + 1a^2)d1^47d2^290 + (4 + 3a + 0a^2)d1^48d2^290 + (4 + 2a + 0a^2)d1^49d2^290 + (1 + 4a + 1a^2)d1^50d2^290 + (3 + 3a + 2a^2)d1^51d2^290 + (4 + 0a + 1a^2)d1^52d2^290 + (4 + 1a + 1a^2)d1^53d2^290 + (1 + 3a + 3a^2)d1^54d2^290 + (2 + 3a + 3a^2)d1^55d2^290 + (4 + 0a + 3a^2)d1^56d2^290 + (3 + 2a + 2a^2)d1^57d2^290 + (3 + 4a + 1a^2)d1^58d2^290 + (4 + 3a + 2a^2)d1^59d2^290 + (4 + 0a + 4a^2)d1^60d2^290 + (0 + 4a + 4a^2)d1^61d2^290 + (1 + 2a + 1a^2)d1^62d2^290 + (1 + 3a + 3a^2)d1^63d2^290 + (1 + 0a + 4a^2)d1^64d2^290 + (1 + 0a + 2a^2)d1^65d2^290 + (1 + 4a + 1a^2)d1^66d2^290 + (4 + 0a + 4a^2)d1^67d2^290 + (3 + 0a + 3a^2)d1^68d2^290 + (1 + 1a + 1a^2)d1^69d2^290 + (1 + 1a + 1a^2)d1^70d2^290 + (1 + 0a + 4a^2)d1^71d2^290 + (3 + 1a + 4a^2)d1^72d2^290 + (4 + 2a + 3a^2)d1^73d2^290 + (2 + 2a + 2a^2)d1^74d2^290 + (4 + 3a + 0a^2)d1^75d2^290 + (4 + 2a + 2a^2)d1^76d2^290 + (2 + 2a + 0a^2)d1^77d2^290 + (0 + 0a + 4a^2)d1^78d2^290 + (4 + 0a + 2a^2)d1^79d2^290 + (4 + 1a + 4a^2)d1^80d2^290 + (1 + 4a + 2a^2)d1^81d2^290 + (4 + 2a + 3a^2)d1^82d2^290 + (3 + 2a + 1a^2)d1^83d2^290 + (4 + 0a + 2a^2)d1^84d2^290 + (4 + 0a + 4a^2)d1^85d2^290 + (1 + 3a + 1a^2)d1^86d2^290 + (1 + 0a + 1a^2)d1^87d2^290 + (4 + 2a + 3a^2)d1^88d2^290 + (3 + 1a + 0a^2)d1^89d2^290 + (2 + 1a + 3a^2)d1^90d2^290 + (0 + 4a + 1a^2)d1^91d2^290 + (0 + 1a + 4a^2)d1^92d2^290 + (2 + 4a + 0a^2)d1^93d2^290 + (1 + 2a + 2a^2)d1^94d2^290 + (2 + 2a + 1a^2)d1^95d2^290 + (4 + 4a + 2a^2)d1^96d2^290 + (0 + 1a + 2a^2)d1^97d2^290 + (2 + 3a + 4a^2)d1^98d2^290 + (3 + 4a + 0a^2)d1^99d2^290 + (4 + 4a + 3a^2)d1^100d2^290 + (3 + 2a + 4a^2)d1^101d2^290 + (0 + 3a + 2a^2)d1^102d2^290 + (3 + 1a + 2a^2)d1^103d2^290 + (0 + 4a + 2a^2)d1^104d2^290 + (3 + 3a + 2a^2)d1^105d2^290 + (1 + 2a + 3a^2)d1^106d2^290 + (2 + 2a + 3a^2)d1^107d2^290 + (4 + 4a + 2a^2)d1^108d2^290 + (3 + 0a + 4a^2)d1^109d2^290 + (3 + 1a + 2a^2)d1^110d2^290 + (3 + 2a + 3a^2)d1^111d2^290 + (4 + 0a + 3a^2)d1^112d2^290 + (1 + 3a + 3a^2)d1^113d2^290 + (4 + 2a + 4a^2)d1^114d2^290 + (0 + 1a + 3a^2)d1^115d2^290 + (2 + 1a + 2a^2)d1^116d2^290 + (3 + 0a + 4a^2)d1^117d2^290 + (2 + 0a + 0a^2)d1^118d2^290 + (0 + 2a + 1a^2)d1^119d2^290 + (4 + 1a + 1a^2)d1^120d2^290 + (0 + 1a + 1a^2)d1^121d2^290 + (3 + 2a + 0a^2)d1^122d2^290 + (0 + 4a + 3a^2)d1^123d2^290 + (4 + 2a + 2a^2)d1^124d2^290 + (4 + 4a + 3a^2)d1^125d2^290 + (3 + 2a + 4a^2)d1^126d2^290 + (1 + 1a + 1a^2)d1^127d2^290 + (2 + 3a + 4a^2)d1^128d2^290 + (3 + 4a + 0a^2)d1^129d2^290 + (4 + 2a + 3a^2)d1^130d2^290 + (2 + 2a + 2a^2)d1^131d2^290 + (4 + 0a + 2a^2)d1^132d2^290 + (2 + 4a + 0a^2)d1^133d2^290 + (3 + 2a + 4a^2)d1^134d2^290 + (2 + 1a + 4a^2)d1^135d2^290 + (1 + 4a + 4a^2)d1^136d2^290 + (1 + 3a + 0a^2)d1^137d2^290 + (3 + 3a + 2a^2)d1^138d2^290 + (3 + 0a + 2a^2)d1^139d2^290 + (2 + 0a + 0a^2)d1^140d2^290 + (2 + 2a + 4a^2)d1^141d2^290 + (4 + 4a + 1a^2)d1^142d2^290 + (3 + 0a + 2a^2)d1^143d2^290 + (3 + 0a + 0a^2)d1^144d2^290 + (3 + 0a + 1a^2)d1^145d2^290 + (4 + 1a + 3a^2)d1^146d2^290 + (4 + 3a + 2a^2)d1^147d2^290 + (1 + 4a + 1a^2)d1^148d2^290 + (3 + 2a + 3a^2)d1^149d2^290 + (3 + 0a + 2a^2)d1^150d2^290 + (1 + 3a + 1a^2)d1^151d2^290 + (3 + 4a + 4a^2)d1^152d2^290 + (3 + 2a + 0a^2)d1^153d2^290 + (2 + 3a + 4a^2)d1^154d2^290 + (4 + 2a + 3a^2)d1^155d2^290 + (4 + 2a + 0a^2)d1^156d2^290 + (1 + 3a + 2a^2)d1^157d2^290 + (4 + 1a + 3a^2)d1^158d2^290 + (0 + 4a + 0a^2)d1^159d2^290 + (2 + 3a + 1a^2)d1^160d2^290 + (2 + 2a + 1a^2)d1^161d2^290 + (1 + 0a + 1a^2)d1^162d2^290 + (1 + 3a + 1a^2)d1^163d2^290 + (2 + 0a + 4a^2)d1^164d2^290 + (2 + 1a + 3a^2)d1^165d2^290 + (3 + 2a + 3a^2)d1^166d2^290 + (1 + 2a + 2a^2)d1^167d2^290 + (1 + 1a + 1a^2)d1^168d2^290 + (2 + 4a + 1a^2)d1^169d2^290 + (4 + 2a + 4a^2)d1^170d2^290 + (2 + 2a + 3a^2)d1^171d2^290 + (0 + 0a + 4a^2)d1^172d2^290 + (3 + 3a + 3a^2)d1^173d2^290 + (1 + 2a + 4a^2)d1^174d2^290 + (0 + 2a + 1a^2)d1^175d2^290 + (1 + 4a + 3a^2)d1^176d2^290 + (0 + 3a + 4a^2)d1^177d2^290 + (3 + 0a + 3a^2)d1^178d2^290 + (2 + 0a + 4a^2)d1^179d2^290 + (0 + 0a + 2a^2)d1^180d2^290 + (4 + 2a + 4a^2)d1^181d2^290 + (2 + 4a + 1a^2)d1^182d2^290 + (0 + 3a + 0a^2)d1^183d2^290 + (3 + 1a + 1a^2)d1^184d2^290 + (3 + 1a + 1a^2)d1^185d2^290 + (1 + 0a + 2a^2)d1^186d2^290 + (2 + 0a + 2a^2)d1^187d2^290 + (4 + 4a + 0a^2)d1^188d2^290 + (3 + 2a + 1a^2)d1^189d2^290 + (3 + 1a + 3a^2)d1^190d2^290 + (3 + 1a + 0a^2)d1^191d2^290 + (1 + 0a + 1a^2)d1^192d2^290 + (0 + 3a + 2a^2)d1^193d2^290 + (3 + 1a + 4a^2)d1^194d2^290 + (0 + 1a + 3a^2)d1^195d2^290 + (1 + 2a + 2a^2)d1^196d2^290 + (1 + 1a + 2a^2)d1^197d2^290 + (2 + 3a + 4a^2)d1^198d2^290 + (4 + 1a + 2a^2)d1^199d2^290 + (2 + 3a + 4a^2)d1^200d2^290 + (0 + 2a + 1a^2)d1^201d2^290 + (4 + 1a + 0a^2)d1^202d2^290 + (3 + 0a + 2a^2)d1^203d2^290 + (1 + 4a + 3a^2)d1^204d2^290 + (0 + 3a + 4a^2)d1^205d2^290 + (3 + 4a + 0a^2)d1^206d2^290 + (3 + 4a + 4a^2)d1^207d2^290 + (4 + 0a + 2a^2)d1^208d2^290 + (1 + 1a + 3a^2)d1^209d2^290 + (0 + 2a + 0a^2)d1^210d2^290 + (0 + 3a + 0a^2)d1^211d2^290 + (3 + 4a + 1a^2)d1^212d2^290 + (0 + 3a + 4a^2)d1^213d2^290 + (1 + 0a + 4a^2)d1^214d2^290 + (1 + 4a + 1a^2)d1^215d2^290 + (2 + 3a + 0a^2)d1^216d2^290 + (4 + 0a + 0a^2)d1^217d2^290 + (1 + 0a + 2a^2)d1^218d2^290 + (4 + 0a + 2a^2)d1^219d2^290 + (4 + 2a + 2a^2)d1^220d2^290 + (0 + 1a + 4a^2)d1^221d2^290 + (3 + 1a + 0a^2)d1^222d2^290 + (0 + 3a + 2a^2)d1^223d2^290 + (4 + 3a + 3a^2)d1^224d2^290 + (4 + 2a + 2a^2)d1^225d2^290 + (4 + 0a + 1a^2)d1^227d2^290 + (3 + 4a + 1a^2)d1^228d2^290 + (0 + 1a + 0a^2)d1^229d2^290 + (0 + 4a + 0a^2)d1^230d2^290 + (3 + 2a + 0a^2)d1^231d2^290 + (4 + 4a + 3a^2)d1^232d2^290 + (2 + 3a + 3a^2)d1^233d2^290 + (0 + 2a + 4a^2)d1^234d2^290 + (2 + 3a + 2a^2)d1^235d2^290 + (4 + 1a + 4a^2)d1^236d2^290 + (1 + 2a + 3a^2)d1^237d2^290 + (1 + 3a + 4a^2)d1^238d2^290 + (4 + 4a + 0a^2)d1^239d2^290 + (2 + 3a + 2a^2)d1^240d2^290 + (2 + 2a + 3a^2)d1^241d2^290 + (1 + 0a + 4a^2)d1^242d2^290 + (3 + 0a + 1a^2)d1^243d2^290 + (0 + 3a + 2a^2)d1^244d2^290 + (4 + 0a + 4a^2)d1^245d2^290 + (2 + 2a + 1a^2)d1^246d2^290 + (2 + 4a + 1a^2)d1^247d2^290 + (2 + 0a + 3a^2)d1^248d2^290 + (3 + 4a + 2a^2)d1^249d2^290 + (0 + 0a + 3a^2)d1^250d2^290 + (0 + 2a + 1a^2)d1^251d2^290 + (2 + 4a + 1a^2)d1^252d2^290 + (4 + 0a + 2a^2)d1^253d2^290 + (3 + 0a + 4a^2)d1^254d2^290 + (2 + 0a + 2a^2)d1^255d2^290 + (1 + 2a + 0a^2)d1^256d2^290 + (1 + 3a + 4a^2)d1^257d2^290 + (1 + 1a + 3a^2)d1^258d2^290 + (0 + 4a + 0a^2)d1^259d2^290 + (2 + 4a + 0a^2)d1^260d2^290 + (0 + 3a + 4a^2)d1^261d2^290 + (3 + 2a + 1a^2)d1^262d2^290 + (4 + 1a + 3a^2)d1^263d2^290 + (1 + 4a + 2a^2)d1^264d2^290 + (4 + 2a + 1a^2)d1^265d2^290 + (4 + 4a + 0a^2)d1^266d2^290 + (4 + 3a + 3a^2)d1^267d2^290 + (4 + 0a + 0a^2)d1^268d2^290 + (1 + 3a + 1a^2)d1^269d2^290 + (4 + 4a + 1a^2)d1^270d2^290 + (3 + 2a + 3a^2)d1^271d2^290 + (3 + 0a + 2a^2)d1^272d2^290 + (4 + 4a + 0a^2)d1^273d2^290 + (4 + 0a + 3a^2)d1^274d2^290 + (0 + 2a + 0a^2)d1^275d2^290 + (3 + 3a + 0a^2)d1^276d2^290 + (4 + 2a + 4a^2)d1^277d2^290 + (3 + 2a + 2a^2)d1^278d2^290 + (0 + 2a + 4a^2)d1^279d2^290 + (4 + 0a + 4a^2)d1^280d2^290 + (0 + 3a + 3a^2)d1^281d2^290 + (3 + 3a + 2a^2)d1^282d2^290 + (2 + 2a + 0a^2)d1^283d2^290 + (4 + 4a + 0a^2)d1^284d2^290 + (2 + 3a + 3a^2)d1^285d2^290 + (1 + 1a + 2a^2)d1^286d2^290 + (2 + 0a + 3a^2)d1^287d2^290 + (3 + 4a + 2a^2)d1^288d2^290 + (4 + 3a + 1a^2)d1^289d2^290 + (0 + 4a + 3a^2)d1^290d2^290 + (1 + 1a + 2a^2)d1^291d2^290 + (0 + 1a + 2a^2)d1^292d2^290 + (2 + 1a + 0a^2)d1^293d2^290 + (0 + 4a + 0a^2)d2^291 + (2 + 1a + 4a^2)d1^1d2^291 + (2 + 3a + 3a^2)d1^2d2^291 + (4 + 1a + 3a^2)d1^3d2^291 + (3 + 0a + 0a^2)d1^4d2^291 + (4 + 2a + 0a^2)d1^5d2^291 + (3 + 3a + 0a^2)d1^7d2^291 + (3 + 4a + 0a^2)d1^8d2^291 + (2 + 3a + 1a^2)d1^9d2^291 + (4 + 2a + 1a^2)d1^10d2^291 + (0 + 1a + 1a^2)d1^11d2^291 + (2 + 4a + 0a^2)d1^12d2^291 + (4 + 1a + 1a^2)d1^13d2^291 + (0 + 2a + 1a^2)d1^14d2^291 + (1 + 4a + 1a^2)d1^15d2^291 + (2 + 1a + 3a^2)d1^16d2^291 + (2 + 4a + 4a^2)d1^17d2^291 + (1 + 4a + 4a^2)d1^18d2^291 + (2 + 3a + 1a^2)d1^19d2^291 + (3 + 0a + 1a^2)d1^20d2^291 + (1 + 3a + 1a^2)d1^21d2^291 + (3 + 3a + 0a^2)d1^22d2^291 + (0 + 4a + 0a^2)d1^23d2^291 + (4 + 2a + 4a^2)d1^24d2^291 + (3 + 1a + 4a^2)d1^26d2^291 + (3 + 3a + 4a^2)d1^27d2^291 + (4 + 0a + 2a^2)d1^28d2^291 + (2 + 0a + 3a^2)d1^29d2^291 + (1 + 0a + 4a^2)d1^30d2^291 + (4 + 2a + 3a^2)d1^31d2^291 + (2 + 3a + 0a^2)d1^32d2^291 + (1 + 2a + 1a^2)d1^33d2^291 + (0 + 0a + 1a^2)d1^34d2^291 + (1 + 4a + 0a^2)d1^35d2^291 + (4 + 3a + 3a^2)d1^36d2^291 + (4 + 4a + 1a^2)d1^37d2^291 + (4 + 3a + 0a^2)d1^38d2^291 + (4 + 3a + 4a^2)d1^39d2^291 + (4 + 1a + 1a^2)d1^40d2^291 + (4 + 3a + 2a^2)d1^41d2^291 + (0 + 1a + 0a^2)d1^42d2^291 + (4 + 3a + 3a^2)d1^43d2^291 + (2 + 3a + 3a^2)d1^44d2^291 + (4 + 2a + 1a^2)d1^45d2^291 + (2 + 0a + 0a^2)d1^46d2^291 + (2 + 1a + 4a^2)d1^47d2^291 + (4 + 1a + 4a^2)d1^48d2^291 + (2 + 3a + 0a^2)d1^49d2^291 + (1 + 4a + 3a^2)d1^50d2^291 + (2 + 1a + 1a^2)d1^51d2^291 + (2 + 2a + 4a^2)d1^52d2^291 + (3 + 0a + 0a^2)d1^53d2^291 + (2 + 1a + 3a^2)d1^54d2^291 + (4 + 3a + 0a^2)d1^55d2^291 + (4 + 0a + 1a^2)d1^56d2^291 + (3 + 4a + 0a^2)d1^57d2^291 + (1 + 4a + 0a^2)d1^58d2^291 + (3 + 3a + 0a^2)d1^59d2^291 + (3 + 0a + 0a^2)d1^60d2^291 + (3 + 1a + 1a^2)d1^61d2^291 + (0 + 1a + 2a^2)d1^62d2^291 + (2 + 4a + 3a^2)d1^63d2^291 + (4 + 2a + 0a^2)d1^64d2^291 + (0 + 3a + 0a^2)d1^65d2^291 + (3 + 1a + 2a^2)d1^66d2^291 + (3 + 0a + 0a^2)d1^67d2^291 + (3 + 3a + 3a^2)d1^68d2^291 + (4 + 3a + 4a^2)d1^69d2^291 + (3 + 3a + 2a^2)d1^70d2^291 + (1 + 2a + 3a^2)d1^71d2^291 + (0 + 4a + 2a^2)d1^72d2^291 + (3 + 0a + 4a^2)d1^73d2^291 + (1 + 3a + 3a^2)d1^74d2^291 + (2 + 1a + 2a^2)d1^75d2^291 + (0 + 2a + 3a^2)d1^76d2^291 + (1 + 1a + 4a^2)d1^77d2^291 + (0 + 2a + 0a^2)d1^78d2^291 + (1 + 0a + 2a^2)d1^79d2^291 + (4 + 4a + 0a^2)d1^80d2^291 + (3 + 1a + 2a^2)d1^81d2^291 + (4 + 3a + 3a^2)d1^82d2^291 + (3 + 4a + 4a^2)d1^83d2^291 + (0 + 4a + 0a^2)d1^84d2^291 + (0 + 4a + 4a^2)d1^85d2^291 + (0 + 3a + 2a^2)d1^86d2^291 + (2 + 1a + 1a^2)d1^87d2^291 + (1 + 0a + 4a^2)d1^88d2^291 + (4 + 1a + 1a^2)d1^89d2^291 + (2 + 3a + 0a^2)d1^90d2^291 + (3 + 1a + 2a^2)d1^91d2^291 + (0 + 3a + 2a^2)d1^92d2^291 + (2 + 3a + 3a^2)d1^93d2^291 + (2 + 0a + 2a^2)d1^94d2^291 + (0 + 1a + 2a^2)d1^95d2^291 + (0 + 4a + 1a^2)d1^96d2^291 + (4 + 0a + 2a^2)d1^97d2^291 + (4 + 0a + 0a^2)d1^98d2^291 + (4 + 0a + 3a^2)d1^99d2^291 + (2 + 4a + 4a^2)d1^100d2^291 + (2 + 3a + 3a^2)d1^101d2^291 + (0 + 3a + 4a^2)d1^102d2^291 + (0 + 0a + 3a^2)d1^103d2^291 + (0 + 2a + 4a^2)d1^104d2^291 + (1 + 0a + 2a^2)d1^105d2^291 + (3 + 4a + 4a^2)d1^106d2^291 + (1 + 4a + 2a^2)d1^107d2^291 + (1 + 2a + 0a^2)d1^108d2^291 + (4 + 3a + 0a^2)d1^109d2^291 + (4 + 0a + 0a^2)d1^110d2^291 + (4 + 1a + 2a^2)d1^111d2^291 + (2 + 3a + 1a^2)d1^112d2^291 + (0 + 2a + 4a^2)d1^113d2^291 + (1 + 4a + 0a^2)d1^114d2^291 + (2 + 3a + 1a^2)d1^115d2^291 + (4 + 1a + 3a^2)d1^116d2^291 + (2 + 0a + 1a^2)d1^117d2^291 + (2 + 2a + 1a^2)d1^118d2^291 + (4 + 4a + 4a^2)d1^119d2^291 + (4 + 1a + 0a^2)d1^120d2^291 + (1 + 1a + 3a^2)d1^121d2^291 + (4 + 0a + 1a^2)d1^122d2^291 + (1 + 4a + 1a^2)d1^123d2^291 + (2 + 4a + 1a^2)d1^124d2^291 + (4 + 0a + 0a^2)d1^125d2^291 + (2 + 1a + 4a^2)d1^126d2^291 + (4 + 2a + 1a^2)d1^127d2^291 + (0 + 1a + 2a^2)d1^128d2^291 + (3 + 3a + 3a^2)d1^129d2^291 + (1 + 4a + 2a^2)d1^130d2^291 + (2 + 3a + 2a^2)d1^131d2^291 + (2 + 1a + 1a^2)d1^132d2^291 + (4 + 2a + 4a^2)d1^133d2^291 + (4 + 1a + 3a^2)d1^134d2^291 + (2 + 3a + 4a^2)d1^135d2^291 + (3 + 3a + 4a^2)d1^136d2^291 + (2 + 2a + 4a^2)d1^137d2^291 + (0 + 3a + 1a^2)d1^138d2^291 + (4 + 1a + 4a^2)d1^139d2^291 + (0 + 3a + 4a^2)d1^140d2^291 + (2 + 4a + 2a^2)d1^141d2^291 + (0 + 1a + 0a^2)d1^142d2^291 + (3 + 1a + 2a^2)d1^143d2^291 + (1 + 3a + 2a^2)d1^144d2^291 + (2 + 0a + 2a^2)d1^145d2^291 + (2 + 1a + 4a^2)d1^146d2^291 + (3 + 1a + 0a^2)d1^147d2^291 + (4 + 2a + 1a^2)d1^148d2^291 + (0 + 0a + 1a^2)d1^149d2^291 + (0 + 3a + 2a^2)d1^150d2^291 + (3 + 0a + 0a^2)d1^151d2^291 + (3 + 0a + 0a^2)d1^152d2^291 + (4 + 4a + 3a^2)d1^153d2^291 + (3 + 3a + 0a^2)d1^154d2^291 + (1 + 2a + 4a^2)d1^155d2^291 + (1 + 1a + 4a^2)d1^156d2^291 + (4 + 1a + 4a^2)d1^157d2^291 + (1 + 4a + 3a^2)d1^158d2^291 + (1 + 3a + 4a^2)d1^159d2^291 + (2 + 2a + 3a^2)d1^160d2^291 + (2 + 1a + 3a^2)d1^161d2^291 + (1 + 0a + 2a^2)d1^162d2^291 + (3 + 3a + 3a^2)d1^163d2^291 + (3 + 4a + 3a^2)d1^164d2^291 + (4 + 2a + 1a^2)d1^165d2^291 + (4 + 1a + 2a^2)d1^166d2^291 + (0 + 2a + 3a^2)d1^167d2^291 + (2 + 2a + 0a^2)d1^168d2^291 + (3 + 1a + 3a^2)d1^169d2^291 + (4 + 4a + 2a^2)d1^170d2^291 + (2 + 4a + 4a^2)d1^171d2^291 + (2 + 0a + 4a^2)d1^172d2^291 + (2 + 3a + 2a^2)d1^173d2^291 + (2 + 2a + 1a^2)d1^174d2^291 + (0 + 2a + 0a^2)d1^175d2^291 + (3 + 0a + 3a^2)d1^176d2^291 + (3 + 4a + 0a^2)d1^177d2^291 + (1 + 4a + 3a^2)d1^178d2^291 + (1 + 3a + 3a^2)d1^179d2^291 + (0 + 1a + 0a^2)d1^180d2^291 + (1 + 3a + 0a^2)d1^181d2^291 + (1 + 2a + 4a^2)d1^182d2^291 + (2 + 1a + 2a^2)d1^183d2^291 + (4 + 4a + 4a^2)d1^184d2^291 + (4 + 2a + 3a^2)d1^185d2^291 + (2 + 2a + 3a^2)d1^186d2^291 + (2 + 3a + 1a^2)d1^187d2^291 + (2 + 4a + 3a^2)d1^188d2^291 + (0 + 2a + 4a^2)d1^189d2^291 + (4 + 1a + 4a^2)d1^190d2^291 + (3 + 1a + 0a^2)d1^191d2^291 + (4 + 2a + 2a^2)d1^192d2^291 + (4 + 0a + 4a^2)d1^193d2^291 + (1 + 1a + 1a^2)d1^194d2^291 + (4 + 3a + 3a^2)d1^195d2^291 + (2 + 2a + 0a^2)d1^196d2^291 + (2 + 0a + 4a^2)d1^197d2^291 + (0 + 1a + 1a^2)d1^198d2^291 + (4 + 3a + 4a^2)d1^199d2^291 + (4 + 3a + 1a^2)d1^200d2^291 + (4 + 3a + 4a^2)d1^201d2^291 + (0 + 2a + 0a^2)d1^202d2^291 + (0 + 3a + 3a^2)d1^203d2^291 + (4 + 0a + 0a^2)d1^204d2^291 + (2 + 2a + 0a^2)d1^205d2^291 + (4 + 0a + 0a^2)d1^206d2^291 + (2 + 2a + 3a^2)d1^207d2^291 + (1 + 0a + 2a^2)d1^208d2^291 + (1 + 3a + 3a^2)d1^209d2^291 + (3 + 0a + 1a^2)d1^210d2^291 + (3 + 3a + 0a^2)d1^211d2^291 + (0 + 4a + 3a^2)d1^212d2^291 + (2 + 3a + 2a^2)d1^213d2^291 + (0 + 4a + 4a^2)d1^214d2^291 + (0 + 3a + 2a^2)d1^215d2^291 + (1 + 0a + 0a^2)d1^216d2^291 + (3 + 1a + 1a^2)d1^217d2^291 + (3 + 4a + 1a^2)d1^218d2^291 + (3 + 3a + 3a^2)d1^219d2^291 + (3 + 2a + 0a^2)d1^220d2^291 + (4 + 4a + 2a^2)d1^221d2^291 + (3 + 2a + 3a^2)d1^222d2^291 + (0 + 4a + 0a^2)d1^223d2^291 + (0 + 4a + 2a^2)d1^224d2^291 + (1 + 2a + 1a^2)d1^225d2^291 + (1 + 0a + 4a^2)d1^226d2^291 + (4 + 0a + 1a^2)d1^227d2^291 + (0 + 2a + 4a^2)d1^228d2^291 + (4 + 0a + 0a^2)d1^229d2^291 + (4 + 3a + 3a^2)d1^230d2^291 + (1 + 1a + 3a^2)d1^231d2^291 + (2 + 4a + 3a^2)d1^232d2^291 + (3 + 2a + 2a^2)d1^233d2^291 + (3 + 0a + 2a^2)d1^234d2^291 + (2 + 4a + 3a^2)d1^235d2^291 + (2 + 3a + 2a^2)d1^236d2^291 + (2 + 2a + 1a^2)d1^237d2^291 + (1 + 0a + 0a^2)d1^238d2^291 + (3 + 1a + 1a^2)d1^239d2^291 + (2 + 0a + 4a^2)d1^240d2^291 + (0 + 4a + 2a^2)d1^241d2^291 + (0 + 1a + 0a^2)d1^242d2^291 + (1 + 2a + 3a^2)d1^243d2^291 + (0 + 1a + 0a^2)d1^244d2^291 + (0 + 2a + 4a^2)d1^245d2^291 + (0 + 3a + 2a^2)d1^246d2^291 + (1 + 0a + 4a^2)d1^247d2^291 + (1 + 3a + 0a^2)d1^248d2^291 + (2 + 2a + 4a^2)d1^249d2^291 + (4 + 0a + 3a^2)d1^250d2^291 + (1 + 1a + 4a^2)d1^251d2^291 + (1 + 2a + 2a^2)d1^252d2^291 + (3 + 3a + 2a^2)d1^253d2^291 + (2 + 0a + 4a^2)d1^254d2^291 + (2 + 3a + 2a^2)d1^255d2^291 + (1 + 4a + 2a^2)d1^256d2^291 + (2 + 3a + 0a^2)d1^257d2^291 + (2 + 3a + 0a^2)d1^258d2^291 + (3 + 1a + 3a^2)d1^259d2^291 + (3 + 2a + 3a^2)d1^260d2^291 + (0 + 2a + 4a^2)d1^261d2^291 + (4 + 1a + 1a^2)d1^262d2^291 + (2 + 4a + 1a^2)d1^263d2^291 + (0 + 2a + 1a^2)d1^264d2^291 + (0 + 2a + 0a^2)d1^265d2^291 + (4 + 4a + 4a^2)d1^266d2^291 + (2 + 3a + 4a^2)d1^267d2^291 + (2 + 2a + 1a^2)d1^268d2^291 + (0 + 0a + 4a^2)d1^269d2^291 + (2 + 3a + 1a^2)d1^270d2^291 + (3 + 1a + 3a^2)d1^271d2^291 + (2 + 1a + 1a^2)d1^272d2^291 + (2 + 2a + 1a^2)d1^273d2^291 + (1 + 4a + 1a^2)d1^274d2^291 + (4 + 0a + 1a^2)d1^275d2^291 + (2 + 2a + 4a^2)d1^276d2^291 + (0 + 0a + 4a^2)d1^277d2^291 + (0 + 2a + 0a^2)d1^278d2^291 + (3 + 0a + 1a^2)d1^279d2^291 + (0 + 0a + 4a^2)d1^280d2^291 + (1 + 0a + 1a^2)d1^281d2^291 + (0 + 2a + 4a^2)d1^282d2^291 + (2 + 4a + 4a^2)d1^283d2^291 + (2 + 0a + 4a^2)d1^284d2^291 + (3 + 3a + 2a^2)d1^285d2^291 + (0 + 4a + 1a^2)d1^286d2^291 + (3 + 0a + 3a^2)d1^287d2^291 + (3 + 4a + 1a^2)d1^288d2^291 + (1 + 2a + 1a^2)d1^289d2^291 + (2 + 2a + 1a^2)d1^290d2^291 + (3 + 0a + 0a^2)d1^291d2^291 + (3 + 1a + 2a^2)d1^292d2^291 + (1 + 1a + 4a^2)d1^293d2^291 + (2 + 2a + 0a^2)d2^292 + (3 + 3a + 2a^2)d1^1d2^292 + (3 + 2a + 1a^2)d1^2d2^292 + (1 + 0a + 2a^2)d1^3d2^292 + (4 + 1a + 3a^2)d1^4d2^292 + (1 + 2a + 2a^2)d1^5d2^292 + (1 + 2a + 3a^2)d1^6d2^292 + (4 + 4a + 0a^2)d1^7d2^292 + (2 + 4a + 4a^2)d1^8d2^292 + (4 + 3a + 1a^2)d1^9d2^292 + (3 + 4a + 1a^2)d1^10d2^292 + (3 + 0a + 2a^2)d1^11d2^292 + (0 + 0a + 4a^2)d1^12d2^292 + (1 + 3a + 4a^2)d1^13d2^292 + (3 + 1a + 1a^2)d1^14d2^292 + (4 + 4a + 2a^2)d1^15d2^292 + (1 + 0a + 4a^2)d1^16d2^292 + (1 + 4a + 3a^2)d1^17d2^292 + (0 + 4a + 3a^2)d1^18d2^292 + (3 + 3a + 3a^2)d1^19d2^292 + (2 + 4a + 2a^2)d1^20d2^292 + (2 + 3a + 4a^2)d1^21d2^292 + (0 + 2a + 4a^2)d1^22d2^292 + (0 + 4a + 1a^2)d1^23d2^292 + (0 + 0a + 2a^2)d1^24d2^292 + (2 + 3a + 0a^2)d1^25d2^292 + (1 + 2a + 3a^2)d1^26d2^292 + (3 + 3a + 1a^2)d1^27d2^292 + (2 + 0a + 4a^2)d1^28d2^292 + (1 + 2a + 3a^2)d1^29d2^292 + (2 + 0a + 2a^2)d1^30d2^292 + (4 + 0a + 3a^2)d1^31d2^292 + (2 + 0a + 3a^2)d1^32d2^292 + (4 + 1a + 0a^2)d1^34d2^292 + (0 + 3a + 3a^2)d1^35d2^292 + (3 + 4a + 3a^2)d1^36d2^292 + (4 + 3a + 2a^2)d1^37d2^292 + (2 + 2a + 3a^2)d1^38d2^292 + (1 + 0a + 1a^2)d1^39d2^292 + (1 + 0a + 3a^2)d1^40d2^292 + (0 + 3a + 4a^2)d1^41d2^292 + (4 + 3a + 2a^2)d1^42d2^292 + (2 + 0a + 4a^2)d1^43d2^292 + (0 + 3a + 4a^2)d1^44d2^292 + (3 + 2a + 0a^2)d1^45d2^292 + (4 + 2a + 4a^2)d1^46d2^292 + (0 + 0a + 3a^2)d1^47d2^292 + (2 + 1a + 3a^2)d1^48d2^292 + (2 + 4a + 4a^2)d1^49d2^292 + (4 + 2a + 3a^2)d1^50d2^292 + (4 + 0a + 2a^2)d1^51d2^292 + (0 + 0a + 3a^2)d1^52d2^292 + (2 + 3a + 0a^2)d1^53d2^292 + (3 + 0a + 0a^2)d1^54d2^292 + (1 + 0a + 0a^2)d1^55d2^292 + (1 + 1a + 4a^2)d1^56d2^292 + (2 + 2a + 4a^2)d1^57d2^292 + (4 + 3a + 3a^2)d1^58d2^292 + (2 + 1a + 3a^2)d1^59d2^292 + (2 + 4a + 2a^2)d1^60d2^292 + (4 + 0a + 1a^2)d1^61d2^292 + (3 + 0a + 0a^2)d1^62d2^292 + (0 + 3a + 2a^2)d1^63d2^292 + (2 + 3a + 0a^2)d1^64d2^292 + (0 + 3a + 4a^2)d1^65d2^292 + (2 + 2a + 4a^2)d1^66d2^292 + (4 + 4a + 4a^2)d1^67d2^292 + (0 + 1a + 1a^2)d1^68d2^292 + (1 + 4a + 0a^2)d1^69d2^292 + (2 + 0a + 2a^2)d1^70d2^292 + (1 + 1a + 1a^2)d1^71d2^292 + (3 + 2a + 3a^2)d1^72d2^292 + (3 + 0a + 0a^2)d1^73d2^292 + (2 + 4a + 1a^2)d1^74d2^292 + (3 + 1a + 0a^2)d1^75d2^292 + (0 + 1a + 1a^2)d1^76d2^292 + (1 + 1a + 4a^2)d1^77d2^292 + (1 + 1a + 3a^2)d1^78d2^292 + (4 + 2a + 1a^2)d1^79d2^292 + (1 + 0a + 3a^2)d1^80d2^292 + (0 + 1a + 2a^2)d1^81d2^292 + (4 + 4a + 0a^2)d1^82d2^292 + (4 + 0a + 1a^2)d1^83d2^292 + (4 + 0a + 0a^2)d1^84d2^292 + (4 + 4a + 0a^2)d1^85d2^292 + (2 + 1a + 3a^2)d1^86d2^292 + (0 + 4a + 1a^2)d1^87d2^292 + (1 + 2a + 3a^2)d1^88d2^292 + (4 + 0a + 2a^2)d1^89d2^292 + (4 + 3a + 1a^2)d1^90d2^292 + (2 + 0a + 3a^2)d1^91d2^292 + (1 + 3a + 3a^2)d1^92d2^292 + (2 + 0a + 3a^2)d1^93d2^292 + (2 + 1a + 1a^2)d1^94d2^292 + (4 + 0a + 2a^2)d1^95d2^292 + (0 + 2a + 4a^2)d1^96d2^292 + (0 + 3a + 3a^2)d1^97d2^292 + (2 + 3a + 1a^2)d1^98d2^292 + (2 + 4a + 1a^2)d1^99d2^292 + (0 + 0a + 1a^2)d1^100d2^292 + (0 + 0a + 2a^2)d1^101d2^292 + (3 + 2a + 1a^2)d1^102d2^292 + (1 + 0a + 1a^2)d1^103d2^292 + (2 + 3a + 0a^2)d1^104d2^292 + (0 + 3a + 4a^2)d1^105d2^292 + (4 + 2a + 4a^2)d1^106d2^292 + (1 + 0a + 3a^2)d1^107d2^292 + (1 + 0a + 4a^2)d1^108d2^292 + (4 + 1a + 2a^2)d1^109d2^292 + (3 + 1a + 3a^2)d1^110d2^292 + (1 + 2a + 1a^2)d1^111d2^292 + (3 + 0a + 3a^2)d1^112d2^292 + (1 + 3a + 4a^2)d1^113d2^292 + (4 + 1a + 4a^2)d1^114d2^292 + (1 + 2a + 3a^2)d1^115d2^292 + (3 + 4a + 2a^2)d1^116d2^292 + (3 + 0a + 4a^2)d1^117d2^292 + (2 + 3a + 1a^2)d1^118d2^292 + (0 + 3a + 1a^2)d1^119d2^292 + (3 + 1a + 4a^2)d1^120d2^292 + (1 + 2a + 2a^2)d1^121d2^292 + (1 + 3a + 3a^2)d1^122d2^292 + (2 + 4a + 4a^2)d1^123d2^292 + (1 + 4a + 1a^2)d1^124d2^292 + (1 + 0a + 3a^2)d1^125d2^292 + (4 + 1a + 2a^2)d1^126d2^292 + (3 + 3a + 0a^2)d1^127d2^292 + (2 + 0a + 2a^2)d1^128d2^292 + (4 + 4a + 3a^2)d1^129d2^292 + (2 + 0a + 1a^2)d1^130d2^292 + (4 + 3a + 4a^2)d1^131d2^292 + (1 + 3a + 4a^2)d1^132d2^292 + (3 + 1a + 1a^2)d1^133d2^292 + (3 + 1a + 2a^2)d1^134d2^292 + (3 + 1a + 4a^2)d1^135d2^292 + (2 + 2a + 1a^2)d1^136d2^292 + (0 + 3a + 4a^2)d1^137d2^292 + (3 + 3a + 3a^2)d1^138d2^292 + (3 + 2a + 0a^2)d1^139d2^292 + (1 + 4a + 2a^2)d1^140d2^292 + (1 + 4a + 0a^2)d1^141d2^292 + (3 + 2a + 2a^2)d1^142d2^292 + (4 + 3a + 4a^2)d1^143d2^292 + (4 + 4a + 3a^2)d1^144d2^292 + (2 + 1a + 1a^2)d1^145d2^292 + (0 + 1a + 3a^2)d1^146d2^292 + (3 + 0a + 1a^2)d1^147d2^292 + (3 + 3a + 4a^2)d1^148d2^292 + (4 + 1a + 4a^2)d1^149d2^292 + (3 + 0a + 0a^2)d1^150d2^292 + (0 + 2a + 0a^2)d1^151d2^292 + (1 + 1a + 3a^2)d1^152d2^292 + (4 + 3a + 4a^2)d1^153d2^292 + (2 + 4a + 0a^2)d1^154d2^292 + (3 + 3a + 1a^2)d1^155d2^292 + (4 + 0a + 1a^2)d1^156d2^292 + (0 + 1a + 4a^2)d1^157d2^292 + (2 + 1a + 1a^2)d1^158d2^292 + (3 + 0a + 1a^2)d1^159d2^292 + (2 + 2a + 0a^2)d1^160d2^292 + (3 + 3a + 0a^2)d1^161d2^292 + (2 + 4a + 0a^2)d1^162d2^292 + (0 + 1a + 2a^2)d1^163d2^292 + (3 + 0a + 1a^2)d1^164d2^292 + (2 + 1a + 1a^2)d1^165d2^292 + (3 + 3a + 0a^2)d1^166d2^292 + (2 + 2a + 4a^2)d1^167d2^292 + (1 + 3a + 0a^2)d1^168d2^292 + (4 + 1a + 0a^2)d1^169d2^292 + (3 + 2a + 4a^2)d1^170d2^292 + (0 + 3a + 3a^2)d1^171d2^292 + (3 + 3a + 4a^2)d1^172d2^292 + (2 + 2a + 0a^2)d1^173d2^292 + (4 + 1a + 1a^2)d1^174d2^292 + (1 + 4a + 4a^2)d1^175d2^292 + (3 + 2a + 0a^2)d1^176d2^292 + (4 + 0a + 1a^2)d1^177d2^292 + (3 + 2a + 4a^2)d1^178d2^292 + (1 + 4a + 0a^2)d1^179d2^292 + (1 + 0a + 4a^2)d1^180d2^292 + (2 + 1a + 0a^2)d1^181d2^292 + (1 + 0a + 4a^2)d1^182d2^292 + (4 + 4a + 1a^2)d1^183d2^292 + (1 + 2a + 2a^2)d1^184d2^292 + (4 + 3a + 0a^2)d1^185d2^292 + (4 + 3a + 2a^2)d1^186d2^292 + (0 + 3a + 3a^2)d1^187d2^292 + (0 + 3a + 0a^2)d1^188d2^292 + (3 + 0a + 1a^2)d1^189d2^292 + (1 + 4a + 0a^2)d1^190d2^292 + (2 + 3a + 0a^2)d1^191d2^292 + (2 + 1a + 1a^2)d1^192d2^292 + (3 + 3a + 3a^2)d1^193d2^292 + (3 + 1a + 0a^2)d1^194d2^292 + (0 + 1a + 1a^2)d1^195d2^292 + (0 + 2a + 4a^2)d1^196d2^292 + (4 + 1a + 0a^2)d1^197d2^292 + (0 + 1a + 1a^2)d1^198d2^292 + (3 + 2a + 3a^2)d1^199d2^292 + (0 + 4a + 4a^2)d1^200d2^292 + (2 + 3a + 1a^2)d1^201d2^292 + (3 + 4a + 3a^2)d1^202d2^292 + (4 + 4a + 2a^2)d1^203d2^292 + (2 + 2a + 2a^2)d1^204d2^292 + (3 + 2a + 0a^2)d1^205d2^292 + (3 + 0a + 2a^2)d1^206d2^292 + (2 + 0a + 0a^2)d1^207d2^292 + (2 + 3a + 1a^2)d1^208d2^292 + (0 + 1a + 4a^2)d1^209d2^292 + (1 + 0a + 2a^2)d1^210d2^292 + (3 + 0a + 0a^2)d1^211d2^292 + (2 + 1a + 1a^2)d1^212d2^292 + (1 + 4a + 0a^2)d1^213d2^292 + (0 + 4a + 2a^2)d1^214d2^292 + (0 + 0a + 4a^2)d1^215d2^292 + (4 + 1a + 0a^2)d1^217d2^292 + (1 + 0a + 2a^2)d1^218d2^292 + (3 + 4a + 0a^2)d1^219d2^292 + (3 + 0a + 3a^2)d1^220d2^292 + (3 + 2a + 4a^2)d1^221d2^292 + (0 + 2a + 1a^2)d1^222d2^292 + (2 + 0a + 0a^2)d1^223d2^292 + (2 + 0a + 0a^2)d1^224d2^292 + (1 + 4a + 1a^2)d1^225d2^292 + (1 + 0a + 3a^2)d1^226d2^292 + (2 + 4a + 3a^2)d1^227d2^292 + (1 + 3a + 4a^2)d1^228d2^292 + (0 + 1a + 1a^2)d1^229d2^292 + (2 + 1a + 0a^2)d1^230d2^292 + (4 + 3a + 0a^2)d1^231d2^292 + (1 + 2a + 3a^2)d1^232d2^292 + (2 + 4a + 0a^2)d1^233d2^292 + (1 + 1a + 2a^2)d1^234d2^292 + (1 + 2a + 1a^2)d1^235d2^292 + (0 + 0a + 3a^2)d1^236d2^292 + (3 + 0a + 3a^2)d1^237d2^292 + (3 + 1a + 1a^2)d1^238d2^292 + (3 + 3a + 0a^2)d1^239d2^292 + (1 + 2a + 1a^2)d1^240d2^292 + (1 + 2a + 0a^2)d1^241d2^292 + (2 + 1a + 0a^2)d1^242d2^292 + (2 + 4a + 0a^2)d1^243d2^292 + (3 + 2a + 1a^2)d1^244d2^292 + (3 + 4a + 0a^2)d1^245d2^292 + (2 + 4a + 2a^2)d1^246d2^292 + (3 + 4a + 0a^2)d1^247d2^292 + (4 + 4a + 2a^2)d1^248d2^292 + (1 + 0a + 2a^2)d1^249d2^292 + (1 + 3a + 4a^2)d1^250d2^292 + (4 + 1a + 2a^2)d1^251d2^292 + (0 + 4a + 2a^2)d1^252d2^292 + (0 + 1a + 0a^2)d1^253d2^292 + (0 + 1a + 4a^2)d1^254d2^292 + (0 + 2a + 3a^2)d1^255d2^292 + (2 + 2a + 0a^2)d1^256d2^292 + (2 + 4a + 0a^2)d1^257d2^292 + (2 + 2a + 1a^2)d1^258d2^292 + (1 + 3a + 2a^2)d1^259d2^292 + (1 + 2a + 1a^2)d1^260d2^292 + (0 + 4a + 2a^2)d1^261d2^292 + (3 + 0a + 3a^2)d1^262d2^292 + (0 + 2a + 1a^2)d1^263d2^292 + (2 + 4a + 4a^2)d1^264d2^292 + (4 + 3a + 4a^2)d1^265d2^292 + (0 + 3a + 2a^2)d1^266d2^292 + (0 + 4a + 0a^2)d1^267d2^292 + (0 + 0a + 3a^2)d1^269d2^292 + (2 + 4a + 4a^2)d1^270d2^292 + (4 + 0a + 3a^2)d1^271d2^292 + (0 + 0a + 3a^2)d1^272d2^292 + (0 + 3a + 0a^2)d1^273d2^292 + (1 + 0a + 1a^2)d1^274d2^292 + (4 + 1a + 1a^2)d1^275d2^292 + (3 + 4a + 1a^2)d1^276d2^292 + (0 + 1a + 4a^2)d1^278d2^292 + (2 + 2a + 0a^2)d1^279d2^292 + (2 + 4a + 2a^2)d1^280d2^292 + (2 + 4a + 0a^2)d1^281d2^292 + (2 + 2a + 1a^2)d1^282d2^292 + (0 + 3a + 4a^2)d1^283d2^292 + (4 + 2a + 4a^2)d1^284d2^292 + (4 + 0a + 1a^2)d1^285d2^292 + (1 + 3a + 2a^2)d1^286d2^292 + (2 + 3a + 3a^2)d1^287d2^292 + (2 + 3a + 0a^2)d1^288d2^292 + (0 + 4a + 0a^2)d1^289d2^292 + (1 + 3a + 3a^2)d1^290d2^292 + (2 + 3a + 2a^2)d1^291d2^292 + (2 + 2a + 3a^2)d1^292d2^292 + (1 + 2a + 1a^2)d1^293d2^292