Talk:Find largest left truncatable prime in a given base: Revision history

10 April 2017

• curprev 12:0212:02, 10 April 2017‎ Dinosaur talk contribs‎ 44,990 bytes +3,073‎ →‎Discrepancy in auxiliary output: Splitting stuff.

9 April 2017

• curprev 11:5511:55, 9 April 2017‎ Nigel Galloway talk contribs‎ 41,917 bytes +812‎ →‎Discrepancy in auxiliary output
• curprev 06:1106:11, 9 April 2017‎ Dinosaur talk contribs‎ 41,105 bytes +34,589‎ →‎Number of left truncatable primes in a given base: Discrepancy in some auxiliary output.

5 September 2013

• curprev 20:1420:14, 5 September 2013‎ rosettacode>Bengt‎ m 6,516 bytes +110‎ Remove this now?

2 September 2013

• curprev 08:5708:57, 2 September 2013‎ rosettacode>Bengt‎ 6,406 bytes +388‎ Make example clearer

10 December 2012

• curprev 12:2712:27, 10 December 2012‎ Nigel Galloway talk contribs‎ 6,018 bytes +395‎ →‎Odd base optimization
• curprev 12:1812:18, 10 December 2012‎ Nigel Galloway talk contribs‎ 5,623 bytes +27‎ →‎Number of left truncatable primes in a given base

30 November 2012

• curprev 13:1713:17, 30 November 2012‎ Nigel Galloway talk contribs‎ 5,596 bytes +593‎ →‎Hint for base 10, 12, 14 etc

8 October 2012

• curprev 09:0909:09, 8 October 2012‎ rosettacode>Dkf‎ 5,003 bytes +658‎ →‎Hint for base 10, 12, 14 etc: Some of my notes/thoughts

21 September 2012

• curprev 11:5611:56, 21 September 2012‎ Nigel Galloway talk contribs‎ 4,345 bytes +549‎ →‎Hint for base 10, 12, 14 etc

17 September 2012

• curprev 11:5311:53, 17 September 2012‎ Nigel Galloway talk contribs‎ 3,796 bytes +5‎ →‎Number of left truncatable primes in a given base
• curprev 11:4511:45, 17 September 2012‎ Nigel Galloway talk contribs‎ m 3,791 bytes −1‎ →‎Number of left truncatable primes in a given base
• curprev 11:4311:43, 17 September 2012‎ Nigel Galloway talk contribs‎ 3,792 bytes +2,049‎ →‎Number of left truncatable primes in a given base

16 September 2012

• curprev 12:4112:41, 16 September 2012‎ Nigel Galloway talk contribs‎ 1,743 bytes +1,214‎ →‎Number of left truncatable primes in a given base

15 September 2012

• curprev 11:5011:50, 15 September 2012‎ Nigel Galloway talk contribs‎ 529 bytes +529‎ Created page with "==Hint for base 10, 12, 14 etc== Where the maximum left truncatable prime in a base is say 24 digits or more, to solve this task fully, try using a quick test for probable pri..."