Asked by Sean
prove
f_{2n+1} = f_{n+1}^2 + f_n^2
Where f is the fibonacci sequence (so f_1=1, f_2=1, f_3=2, f_4=3, f_5=5, etc)
f_{2n+1} = f_{n+1}^2 + f_n^2
Where f is the fibonacci sequence (so f_1=1, f_2=1, f_3=2, f_4=3, f_5=5, etc)
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