`Equal Sums of Like Powers`

Non-negative Integer Solutions of

a₁^k + a₂^k + a₃^k+ a₄^k+ a₅^k+ a₆^k = b₁^k + b₂^k + b₃^k + b₄^k + b₅^k + b₆^k

( k = 1, 2, 3, 5, 7 )

Non-negative integer solution of this type is first obtained by Chen Shuwen in 1999.

[ 87, 233, 264, 396, 496, 540 ] = [ 90, 206, 309, 366, 522, 523 ]

It take a Pentium-100MHz PC running about 12 hours.
Program language: Visual Basic 5.0

Last revised March,31, 2001.
Copyright 1997-2001, Chen Shuwen