Question: Let a, b, c be non-zero integers. Prove that if ar + by = c has an integer solution, then at least one of the

Let a, b, c be non-zero integers. Prove that if ar + by = c has an integer solution, then at least one of the following is true: . ar + by = c has infinitely many integer solutions (r, y) where r is even . ar + by = c has infinitely many integer solutions (z, y) where y is even
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