Integer Solutions
of
a1h
+ a2h + a3h
+ a4h+ a5h
+ a6h + a7h
= b1h
+ b2h + b3h
+ b4h + b5h
+ b6h + b7h
( h = 1, 2, 3, 4,
5, 6, 8 )
- Solution of this type was first obtained by Chen
Shuwen in 1997.
- [ -303, -177, -170, 47, 89, 250, 264 ] = [ -296,
-226, -93 , -30, 173, 187, 285 ]
- [ -725, -683, -424, 185, 479, 486, 682 ] = [
-746, -648, -445 , 241, 346, 605, 647 ]
Last revised March,31, 2001.
Copyright 1997-2001, Chen Shuwen