fibonacci_sequence []

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Recurrence relation $$F_0 = 0, \quad F_1 = 1$$

and $$F_n=F_{n-1} + F_{n-2}$$ for $ n > 1 $

The first 20 Fibonacci numbers $F_n$ are:

F_0	F_1	F_2	F_3	F_4	F_5	F_6	F_7	F_8	F_9	F_10	F_11	F_12	F_13	F_14	F_15	F_16	F_17	F_18	F_19
0	1	1	2	3	5	8	13	21	34	55	89	144	233	377	610	987	1597	2584	4181