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📰 Solution: Let the three given vertices be $A = (1,0,0)$, $B = (0,1,0)$, $C = (0,0,1)$, and let $D = (x,y,z)$ be the fourth vertex of a regular tetrahedron, so that all edges have equal length.
📰 First, compute the edge length between $A$ and $B$:
📰 Only $a = 1$ gives integer coordinates. Then $D = (1,1,1)$.
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