Credited with solving this puzzle (w/ extra credit!):
This month’s challenge is from Yan-Wu He (thanks!)
For a non-zero number (in list) (a1,a2,..,an), its square is (…, an,..,a2,a1),
Let’s call the number N “squareversed” if its square ends with the reverse of N.
For example, N=69714 is “squareversed”, since its square is 4860041796 which ends with 41796 (the reverse of N).
Find a 15 digits squarereversed number.
Bonus: Find a larger squarereversed number.A solution with more than 20 digits will earn you a ‘**’.
