$ a^2 ( ) 100 ~m ^{3}$
(lim_{n o infty} sum_{k=1}^n frac{1}{k^2} = frac{pi^2}{6})
(C {}^{12}_{6})
$sum_
(phi)
(mu)
(f[i][j] = max( f[i+1][j^2],f[i][j]))
(frac {x^2} {z}
eq w)
(frac {x^2} {z} = w)
(y')
(sum_{k}^n)
$ a^2 ( ) 100 ~m ^{3}$
(lim_{n o infty} sum_{k=1}^n frac{1}{k^2} = frac{pi^2}{6})
(C {}^{12}_{6})
$sum_
(phi)
(mu)
(f[i][j] = max( f[i+1][j^2],f[i][j]))
(frac {x^2} {z}
eq w)
(frac {x^2} {z} = w)
(y')
(sum_{k}^n)