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This is a front-end for the Online Encyclopedia of Integer Sequences, made by Christian Perfect. The idea is to provide OEIS entries in non-ancient HTML, and then to think about how they're presented visually. The source code is on GitHub.

A358240 Consider all invertible residues mod n. For each residue, find the smallest product of three primes (A014612) which is in that residue class mod n. a(n) is the greatest of these.

Table of values

n a(n)
1 8
2 27
3 28
4 45
5 66
6 175
7 45
8 105
9 76
10 171
11 102
12 325
13 165
14 261
15 124
16 273
17 230
18 385
19 188
20 369
21 268
22 255
23 175
24 475
25 284
26 549
27 436
28 477
29 285
30 1309
31 332
32 385
33 430
34 927
35 318
36 1127
37 442
38 639
39 610
40 657
41 595
42 1075
43 742
44 805
45 724
46 637
47 646
48 1705
49 642
50 741
51 670
52 1005
53 885
54 1435
55 801
56 1705
57 1105
58 873
59 1004
60 2821
61 938
62 873
63 844

List of values

[8, 27, 28, 45, 66, 175, 45, 105, 76, 171, 102, 325, 165, 261, 124, 273, 230, 385, 188, 369, 268, 255, 175, 475, 284, 549, 436, 477, 285, 1309, 332, 385, 430, 927, 318, 1127, 442, 639, 610, 657, 595, 1075, 742, 805, 724, 637, 646, 1705, 642, 741, 670, 1005, 885, 1435, 801, 1705, 1105, 873, 1004, 2821, 938, 873, 844]