A352755 - cp's OEIS frontend

A352755 Positive centered cube numbers that can be written as the difference of two positive cubes: a(n) = t(3t^2 + 4)(t^2(3t^2 + 4)^2 + 3)/4 with t = 2n-1 and n > 0.

n	a(n)
1	91
2	201159
3	15407765
4	295233841
5	2746367559
6	16448122691
7	73287987409
8	264133278045
9	811598515091
10	2202365761759
11	5410166901741
12	12249942682409
13	25914353312575
14	51755729480091
15	98389720844009
16	179211321358741
17	314429627203659
18	533744613620855
19	879807401606341
20	1412624924155809

[91, 201159, 15407765, 295233841, 2746367559, 16448122691, 73287987409, 264133278045, 811598515091, 2202365761759, 5410166901741, 12249942682409, 25914353312575, 51755729480091, 98389720844009, 179211321358741, 314429627203659, 533744613620855, 879807401606341, 1412624924155809]

cp's OEIS Frontend

A352755 Positive centered cube numbers that can be written as the difference of two positive cubes: a(n) = t(3t^2 + 4)(t^2(3t^2 + 4)^2 + 3)/4 with t = 2n-1 and n > 0.

Table of values

List of values

cp's OEIS Frontend

A352755 Positive centered cube numbers that can be written as the difference of two positive cubes: a(n) = t*(3*t^2 + 4)*(t^2*(3*t^2 + 4)^2 + 3)/4 with t = 2*n-1 and n > 0.

Table of values

List of values

A352755 Positive centered cube numbers that can be written as the difference of two positive cubes: a(n) = t(3t^2 + 4)(t^2(3t^2 + 4)^2 + 3)/4 with t = 2n-1 and n > 0.