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\alpha = \beta+2
\int^1_\kappa
\left[\bigl(1-w^2\bigr)\bigl(\kappa^2-w^2\bigr)\right]^{-1/2} dw
= \frac{4}{\left(1+\sqrt{\kappa}\,\right)^2} K
\left(\left(\frac{1-\sqrt{\kappa}}{1+\sqrt{\kappa}}\right)^{\!\!2}\right)
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