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(352) 1

Part of 1992 Tournament Of Towns

Problems(1)

TOT 352 1992 Autumn A S1 sum of squares of any 2 consecutive terms is square.

Source:

6/10/2024
Prove that there exists a sequence of 100100 different integers such that the sum of the squares of any two consecutive terms is a perfect square.
(S Tokarev)
number theoryconsecutivePerfect Square