Determine all possible sequences of consecutive triangular numbers whose sum is precisely 2014.
Extra Challenge: A non computer program based method.
(In reply to
Possible Solution by broll)
I don't understand how these results relate to the computer found T(2) through T(22) adding to 2014 and T(12 through T(23) adding to 2014. What are your actual triangular numbers that add up to 2014?
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Posted by Charlie
on 2014-08-12 17:24:03 |