This is the defining equation for the Fibonacci sequence:
F[n] = F[n-1] + F[n-2] (See A, B, C, D, E, F, G.)
1.000000000
-0.6180339887498949
0.3819660112501051 ( 1.000 + -0.618… = 0.381… )
-0.2360679774997898 ( -0.618… + 0.381… = -0.236… )
0.1458980337503153 ( 0.381… + -0.236… = 0.145… )
-0.09016994374947451 ( -0.236… + 0.145… = -0.090… )
…..
Why does it get smaller instead of larger?