MathDB
2015 Guts #35

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August 2, 2022
2015Guts Test

Problem Statement

Let SS be the set of positive integers less than 10610^6 that can be written as the sum of two perfect squares. Compute the number of elements in SS. Your score will be given by max⁡{⌊75(min⁡{(AC)2,(CA)2}−23)⌋,0}\max\{\lfloor75(\min\{(\tfrac{A}{C})^2,(\tfrac{C}{A})^2\}-\tfrac{2}{3})\rfloor,0\}, where AA is your answer and CC is the actual answer.
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