Left-truncatable primes from 1 to 10000
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Primes from 1 to 10000
Primes from 10k to 100k
List of primes by type
A prime number which, in a given base, contains no 0, and if the leading left digit is successively removed, then all resulting numbers are prime.
For example 1283, since 1283, 283, 83 and 3 are all prime.
2
3
5
7
13
17
23
37
43
47
53
67
73
83
97
113
137
167
173
197
223
283
313
317
337
347
353
367
373
383
397
443
467
523
547
613
617
643
647
653
673
683
743
773
797
823
853
883
937
947
953
967
983
997
1223
1283
1367
1373
1523
1613
1823
1997
2113
2137
2347
2383
2467
2617
2647
2683
2797
2953
3137
3167
3313
3347
3373
3467
3547
3613
3617
3643
3673
3797
3823
3853
3947
3967
4283
4337
4373
4397
4523
4547
4643
4673
4937
4967
5113
5167
5197
5347
5443
5647
5653
5683
5743
5953
6113
6173
6197
6317
6337
6353
6367
6373
6397
6547
6653
6673
6823
6883
6947
6967
6983
6997
7283
7523
7547
7643
7673
7823
7853
7883
7937
8167
8317
8353
8443
8467
8647
9137
9173
9283
9337
9397
9467
9547
9613
9643
9743
9883
9967
HOME
Primes from 1 to 10000
Primes from 10k to 100k
List of primes by type