A294359 - cp's OEIS frontend

A294359 a(n) = [x^n] F(x)^(-(n+1)^2) such that F(x) = F(x^2) + x*F(x^4), where F(x) = Sum_{n>=0} x^A003714(n) and A003714 is the Fibbinary numbers.

n	a(n)
0	1
1	-4
2	36
3	-544
4	12000
5	-353016
6	13024690
7	-578027008
8	29965705056
9	-1776380879600
10	118487748235604
11	-8781184406967264
12	715759620936227036
13	-63634560244855290488
14	6127715132571003255000
15	-635341671628285381320704
16	70567080867797749860480968
17	-8358996420744136578157248864
18	1051888164647093035820630830470
19	-140135781917815169726696222119200
20	19704058040921706609228103696785954

[1, -4, 36, -544, 12000, -353016, 13024690, -578027008, 29965705056, -1776380879600, 118487748235604, -8781184406967264, 715759620936227036, -63634560244855290488, 6127715132571003255000, -635341671628285381320704, 70567080867797749860480968, -8358996420744136578157248864, 1051888164647093035820630830470, -140135781917815169726696222119200, 19704058040921706609228103696785954]

cp's OEIS Frontend

A294359 a(n) = [x^n] F(x)^(-(n+1)^2) such that F(x) = F(x^2) + x*F(x^4), where F(x) = Sum_{n>=0} x^A003714(n) and A003714 is the Fibbinary numbers.

Table of values

List of values