A164382 - cp's OEIS frontend

A164382 Take sequence A114129, those integers that are factored into prime powers each with a distinct prime exponent. If the largest power of p dividing A114129(n) is p^q(p), p and q being primes, then a(n) = product{p|A114129(n)} q(p)^p.

n	a(n)
1	4
2	9
3	8
4	32
5	27
6	25
7	128
8	72
9	108
10	2048
11	243
12	49
13	8192
14	288
15	125
16	200
17	131072
18	2187
19	524288
20	1152
21	972
22	8388608
23	864
24	800
25	536870912
26	675
27	2147483648
28	18432
29	500
30	1944
31	392
32	3456
33	177147
34	73728
35	137438953472
36	8748
37	3200
38	2199023255552

[4, 9, 8, 32, 27, 25, 128, 72, 108, 2048, 243, 49, 8192, 288, 125, 200, 131072, 2187, 524288, 1152, 972, 8388608, 864, 800, 536870912, 675, 2147483648, 18432, 500, 1944, 392, 3456, 177147, 73728, 137438953472, 8748, 3200, 2199023255552]

cp's OEIS Frontend

A164382 Take sequence A114129, those integers that are factored into prime powers each with a distinct prime exponent. If the largest power of p dividing A114129(n) is p^q(p), p and q being primes, then a(n) = product{p|A114129(n)} q(p)^p.

Table of values

List of values