A061701 - cp's OEIS frontend

A061701 Smallest number m such that GCD of d(m^2) and d(m) is 2n+1 where d(m) is the number of divisors of m.

n	a(n)
0	1
1	12
2	4608
3	1728
4	1260
5	509607936
6	2985984
7	144
8	56358560858112
9	5159780352
10	302400
11	6232805962420322304
12	207360000
13	887040
14	201226394483583074212773888
15	15407021574586368
16	248832
17	2286144000
18	26623333280885243904
19	522547200
20	8430527379596857675529996470321152

[1, 12, 4608, 1728, 1260, 509607936, 2985984, 144, 56358560858112, 5159780352, 302400, 6232805962420322304, 207360000, 887040, 201226394483583074212773888, 15407021574586368, 248832, 2286144000, 26623333280885243904, 522547200, 8430527379596857675529996470321152]

cp's OEIS Frontend

A061701 Smallest number m such that GCD of d(m^2) and d(m) is 2n+1 where d(m) is the number of divisors of m.

Table of values

List of values