Problem 57815. List numbers such that every sum of consecutive positive integers ending in those numbers is composite

The sequence in question in this problem involves numbers m such that all sums of consecutive positive integers ending with m are composite. The number 12 is not in the sequence because 11+12 is prime. The number 13 is not in the sequence because 13 is prime. However, 14 is in the sequence because all of the sums 14, 14+13, 14+13+12, etc. through 14+13+12+…+1 are composite.
Write a function that returns the nth number in this sequence.
Solve

Solution Stats

72.73% Correct | 27.27% Incorrect
Last Solution submitted on Dec 05, 2024

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primes sequence triangular

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