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Old 2021-01-10, 19:27   #120
sweety439
 
Nov 2016

54048 Posts
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Now, we proved the set of minimal primes (start with b+1, which is equivalent to start with b, if b is composite) of base b=12:

Code:
11
15
17
1B
25
27
31
35
37
3B
45
4B
51
57
5B
61
67
6B
75
81
85
87
8B
91
95
A7
AB
B5
B7
221
241
2A1
2B1
2BB
401
421
447
471
497
565
655
665
701
70B
721
747
771
77B
797
7A1
7BB
907
90B
9BB
A41
B21
B2B
2001
200B
202B
222B
229B
292B
299B
4441
4707
4777
6A05
6AA5
729B
7441
7B41
929B
9777
992B
9947
997B
9997
A0A1
A201
A605
A6A5
AA65
B001
B0B1
BB01
BB41
600A5
7999B
9999B
AAAA1
B04A1
B0B9B
BAA01
BAAA1
BB09B
BBBB1
44AAA1
A00065
BBBAA1
AAA0001
B00099B
AA000001
BBBBBB99B
B0000000000000000000000000009B
400000000000000000000000000000000000000077
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