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Challenge: sum of squares. Let's break 299
01-19-2018, 12:08 AM
Post: #3
RE: Challenge: sum of squares. Let's break 299
I have a program that finds the solution for the sequence 1 to 15 in 2 seconds on my Prime, but then it takes 45 seconds for the sequence 1 to 25.
So it needs a significant optimization to reach 299.

Solution for 1 to 25 is:
Code:
spoiler










{2,23,13,12,24,25,11,14,22,3,1,8,17,19,6,10,15,21,4,5,20,16,9,7,18}
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RE: Challenge: sum of squares. Let's break 299 - Didier Lachieze - 01-19-2018 12:08 AM



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