A380995 - cp's OEIS frontend

A380995 Integers k that are the product of 3 distinct primes, the smallest of which is larger than the 4th root of k: k = pqr, where p, q, r are primes and k^(1/4) < p < q < r.

n	a(n)
1	385
2	455
3	595
4	1001
5	1309
6	1463
7	1547
8	1729
9	1771
10	2093
11	2233
12	2261
13	2387
14	2431
15	2717
16	3289
17	3553
18	4147
19	4199
20	4301
21	4433
22	4807
23	5083
24	5291
25	5423
26	5681
27	5797
28	5863
29	6061
30	6149
31	6409
32	6479
33	6721
34	6851
35	6919
36	7163
37	7337
38	7429
39	7579
40	7657
41	7667
42	7733
43	7843
44	8041
45	8177
46	8437
47	8569
48	8671
49	8723
50	8789
51	8987
52	9061

[385, 455, 595, 1001, 1309, 1463, 1547, 1729, 1771, 2093, 2233, 2261, 2387, 2431, 2717, 3289, 3553, 4147, 4199, 4301, 4433, 4807, 5083, 5291, 5423, 5681, 5797, 5863, 6061, 6149, 6409, 6479, 6721, 6851, 6919, 7163, 7337, 7429, 7579, 7657, 7667, 7733, 7843, 8041, 8177, 8437, 8569, 8671, 8723, 8789, 8987, 9061]

cp's OEIS Frontend

A380995 Integers k that are the product of 3 distinct primes, the smallest of which is larger than the 4th root of k: k = pqr, where p, q, r are primes and k^(1/4) < p < q < r.

Table of values

List of values

cp's OEIS Frontend

A380995 Integers k that are the product of 3 distinct primes, the smallest of which is larger than the 4th root of k: k = p*q*r, where p, q, r are primes and k^(1/4) < p < q < r.

Table of values

List of values

A380995 Integers k that are the product of 3 distinct primes, the smallest of which is larger than the 4th root of k: k = pqr, where p, q, r are primes and k^(1/4) < p < q < r.