Is there any proof that there is no cubic perfect cuboid? Here is a description of the problem: . I'm currently using trying to get an empty set to solve it...
[ A "perfect cuboid" is one whose edges, face, and body diagonals are all integers. ]
Is there any proof that there is no cubic perfect cuboid? Here is a description of the problem: . I'm currently using trying to get an empty set to solve it...
[ A "perfect cuboid" is one whose edges, face, and body diagonals are all integers. ]
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