Sawyier
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 Jan 1 awarded Famous Question Sep 20 awarded Notable Question May 7 awarded Popular Question Jan 30 awarded Self-Learner Jan 30 awarded Teacher Jan 30 answered Factorization problem Jan 30 revised Factorization problem deleted 249 characters in body Jan 30 revised Factorization problem added 4 characters in body Jan 30 comment Factorization problem I figured out how to complete my own answer only after the three answers below had already been submitted, so I didn't know if I should have presented it as a comment, as a brand new answer, or like an edit. Jan 30 accepted Factorization problem Jan 30 revised Factorization problem added 247 characters in body Jan 30 comment Factorization problem The roots would be $10$ and $6$ actually, which have sum of 16. You can also check that by substituting $k=4$ in $m+n = 4k$. But your reasoning was the important part and it was great, thx! It actually helped me complete mine. Jan 30 comment Factorization problem Those were some pretty awesome tricks you used there :) Jan 29 asked Factorization problem Jan 29 accepted Second solution for search of negative roots Jan 29 revised Second solution for search of negative roots deleted 1 characters in body Jan 29 comment Second solution for search of negative roots @Deven: You're right, I probably should've chosen a better word, even because I didn't really test anything. Jan 29 comment Second solution for search of negative roots Yeah, Robert, I can. I put it that way because the question bothers only about the negative roots. Jan 29 comment Second solution for search of negative roots I don't think so. I'm reading your link at the moment, though. What you got? Jan 29 awarded Editor