General Fibonacci Numbers - charlesreid1

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General Fibonacci numbers generalize the idea behind the Fibonacci and Lucas numbers, and can be written as a function of two additional variables $a,b$ - the two starting values of the sequence.

$G(a,b,n)=G(a,b,n-1)+G(a,b,n-2)$

$G(a,b,0)=a$

$G(a,b,1)=b$

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