Sexy Prime Pairs

A sexy prime is a prime number that differs from another prime number by six. According to the Wikipedia: "The term 'sexy prime' stems from the Latin word for six: sex."

The following sexy prime pairs were generated by this C program.

   (   5,   11)  (   7,   13)  (  11,   17)  (  13,   19)  (  17,   23)  
   (  23,   29)  (  31,   37)  (  37,   43)  (  41,   47)  (  47,   53)  
   (  53,   59)  (  61,   67)  (  67,   73)  (  73,   79)  (  83,   89)  
   (  97,  103)  ( 101,  107)  ( 103,  109)  ( 107,  113)  ( 131,  137)  
   ( 151,  157)  ( 157,  163)  ( 167,  173)  ( 173,  179)  ( 191,  197)  
   ( 193,  199)  ( 223,  229)  ( 227,  233)  ( 233,  239)  ( 251,  257)  
   ( 257,  263)  ( 263,  269)  ( 271,  277)  ( 277,  283)  ( 307,  313)  
   (311,  317)  ( 331,  337)  ( 347,  353)  ( 353,  359)  ( 367,  373)  
   ( 373,  379)  ( 383,  389)  ( 433,  439)  ( 443,  449)  ( 457,  463)  
   ( 461,  467)  ( 503,  509)  ( 541,  547)  ( 557,  563)  ( 563,  569)  
   ( 571,  577)  ( 587,  593)  ( 593,  599)  ( 601,  607)  ( 607,  613)  
   ( 613,  619)  ( 641,  647)  ( 647,  653)  ( 653,  659)  ( 677,  683)  
   ( 727,  733)  ( 733,  739)  ( 751,  757)  ( 821,  827)  ( 823,  829)  
   ( 853,  859)  ( 857,  863)  ( 877,  883)  ( 881,  887)  ( 941,  947)  
   ( 947,  953)  ( 971,  977)  ( 977,  983)  ( 991,  997)  (1013, 1019)  
   (1033, 1039)  (1063, 1069)  (1087, 1093)  (1091, 1097)  (1097, 1103)  
   (1103, 1109)  (1117, 1123)  (1123, 1129)  (1181, 1187)  (1187, 1193)  
   (1217, 1223)  (1223, 1229)  (1231, 1237)  (1277, 1283)  (1283, 1289)  
   (1291, 1297)  (1297, 1303)  (1301, 1307)  (1321, 1327)  (1361, 1367)  
   (1367, 1373)  (1423, 1429)  (1427, 1433)  (1433, 1439)  (1447, 1453)  
   (1453, 1459)  (1481, 1487)  (1483, 1489)  (1487, 1493)  (1493, 1499)  
   (1543, 1549)  (1553, 1559)  (1601, 1607)  (1607, 1613)  (1613, 1619)  
   (1621, 1627)  (1657, 1663)  (1663, 1669)  (1693, 1699)  (1741, 1747)  
   (1747, 1753)  (1753, 1759)  (1777, 1783)  (1783, 1789)  (1861, 1867)  
   (1867, 1873)  (1871, 1877)  (1873, 1879)  (1901, 1907)  (1907, 1913)  
   (1973, 1979)  (1987, 1993)  (1993, 1999)  (1997, 2003)  (2011, 2017)  
   (2063, 2069)  (2081, 2087)  (2083, 2089)  (2131, 2137)  (2137, 2143)  
   (2207, 2213)  (2237, 2243)  (2267, 2273)  (2281, 2287)  (2287, 2293)  
   (2333, 2339)  (2341, 2347)  (2351, 2357)  (2371, 2377)  (2377, 2383)  
   (2383, 2389)  (2393, 2399)  (2411, 2417)  (2417, 2423)  (2441, 2447)  
   (2467, 2473)  (2543, 2549)  (2551, 2557)  (2657, 2663)  (2671, 2677)  
   (2677, 2683)  (2683, 2689)  (2687, 2693)  (2693, 2699)  (2707, 2713)  
   (2713, 2719)  (2791, 2797)  (2797, 2803)  (2837, 2843)  (2851, 2857)  
   (2897, 2903)  (2903, 2909)  (2957, 2963)  (2963, 2969)  (3061, 3067)  
   (3083, 3089)  (3163, 3169)  (3181, 3187)  (3203, 3209)  (3251, 3257)  
   (3253, 3259)  (3301, 3307)  (3307, 3313)  (3313, 3319)  (3323, 3329)  
   (3407, 3413)  (3457, 3463)  (3461, 3467)  (3463, 3469)  (3511, 3517)  
   (3527, 3533)  (3533, 3539)  (3541, 3547)  (3607, 3613)  (3617, 3623)  
   (3631, 3637)  (3637, 3643)  (3671, 3677)  (3691, 3697)  (3727, 3733)  
   (3733, 3739)  (3761, 3767)  (3797, 3803)  (3847, 3853)  (3911, 3917)  
   (3917, 3923)  (3923, 3929)  (4001, 4007)  (4007, 4013)  (4013, 4019)  
   (4021, 4027)  (4051, 4057)  (4073, 4079)  (4093, 4099)  (4127, 4133)  
   (4133, 4139)  (4153, 4159)  (4211, 4217)  (4253, 4259)  (4283, 4289)  
   (4357, 4363)  (4391, 4397)  (4441, 4447)  (4451, 4457)  (4457, 4463)  
   (4507, 4513)  (4513, 4519)  (4517, 4523)  (4561, 4567)  (4591, 4597)  
   (4597, 4603)  (4637, 4643)  (4643, 4649)  (4651, 4657)  (4657, 4663)  
   (4673, 4679)  (4723, 4729)  (4783, 4789)  (4787, 4793)  (4793, 4799)  
   (4871, 4877)  (4903, 4909)  (4931, 4937)  (4937, 4943)  (4951, 4957)  
   (4967, 4973)  (4987, 4993)  (4993, 4999)  (5003, 5009)  (5081, 5087)  
   (5101, 5107)  (5107, 5113)  (5113, 5119)  (5147, 5153)  (5227, 5233)  
   (5231, 5237)  (5273, 5279)  (5297, 5303)  (5303, 5309)  (5381, 5387)  
   (5387, 5393)  (5393, 5399)  (5407, 5413)  (5413, 5419)  (5431, 5437)  
   (5437, 5443)  (5443, 5449)  (5471, 5477)  (5477, 5483)  (5501, 5507)  
   (5521, 5527)  (5557, 5563)  (5563, 5569)  (5641, 5647)  (5647, 5653)  
   (5651, 5657)  (5653, 5659)  (5683, 5689)  (5711, 5717)  (5737, 5743)  
   (5743, 5749)  (5801, 5807)  (5807, 5813)  (5821, 5827)  (5843, 5849)  
   (5851, 5857)  (5861, 5867)  (5897, 5903)  (5981, 5987)  (6037, 6043)  
   (6047, 6053)  (6067, 6073)  (6073, 6079)  (6197, 6203)  (6211, 6217)  
   (6257, 6263)  (6263, 6269)  (6271, 6277)  (6311, 6317)  (6317, 6323)  
   (6323, 6329)  (6337, 6343)  (6353, 6359)  (6361, 6367)  (6367, 6373)  
   (6373, 6379)  (6421, 6427)  (6547, 6553)  (6563, 6569)  (6571, 6577)  
   (6653, 6659)  (6673, 6679)  (6703, 6709)  (6823, 6829)  (6827, 6833)  
   (6857, 6863)  (6863, 6869)  (6911, 6917)  (6961, 6967)  (6971, 6977)  
   (6977, 6983)  (6991, 6997)  (7013, 7019)  (7103, 7109)  (7121, 7127)  
   (7187, 7193)  (7207, 7213)  (7213, 7219)  (7237, 7243)  (7247, 7253)  
   (7411, 7417)  (7451, 7457)  (7481, 7487)  (7517, 7523)  (7523, 7529)  
   (7541, 7547)  (7577, 7583)  (7583, 7589)  (7643, 7649)  (7681, 7687)  
   (7717, 7723)  (7753, 7759)  (7817, 7823)  (7823, 7829)  (7867, 7873)  
   (7873, 7879)  (7877, 7883)  (7901, 7907)  (7927, 7933)  (8011, 8017)  
   (8053, 8059)  (8081, 8087)  (8087, 8093)  (8111, 8117)  (8117, 8123)  
   (8161, 8167)  (8231, 8237)  (8237, 8243)  (8263, 8269)  (8287, 8293)  
   (8291, 8297)  (8311, 8317)  (8363, 8369)  (8423, 8429)  (8461, 8467)  
   (8521, 8527)  (8537, 8543)  (8623, 8629)  (8641, 8647)  (8663, 8669)  
   (8693, 8699)  (8707, 8713)  (8713, 8719)  (8731, 8737)  (8741, 8747)  
   (8747, 8753)  (8831, 8837)  (8861, 8867)  (8887, 8893)  (8923, 8929)  
   (8963, 8969)  (9001, 9007)  (9007, 9013)  (9043, 9049)  (9103, 9109)  
   (9127, 9133)  (9151, 9157)  (9181, 9187)  (9203, 9209)  (9221, 9227)  
   (9277, 9283)  (9337, 9343)  (9343, 9349)  (9371, 9377)  (9391, 9397)  
   (9397, 9403)  (9413, 9419)  (9431, 9437)  (9433, 9439)  (9461, 9467)  
   (9467, 9473)  (9473, 9479)  (9491, 9497)  (9533, 9539)  (9613, 9619)  
   (9623, 9629)  (9643, 9649)  (9733, 9739)  (9743, 9749)  (9781, 9787)  
   (9811, 9817)  (9833, 9839)  (9851, 9857)  (9901, 9907)  (9923, 9929)  
   (9967, 9973)  ............  
Sexy Prime Pairs Greater Than 10,000
(10601, 10607) ... (10607, 10613) ... (19991, 19997) ... (67777, 67783) ... (70201, 70207) ... (70501, 70507) ... (72221, 72227) ... (72727, 72733) ... (73037, 73043) ... (73237, 73243) ... (73637, 73643) ... (76667, 76673) ... (77377, 77383) ... (77471, 77477) ... (77977, 77983) ... (78781, 78787) ... (78887, 78893) ... (79761, 79697) ... (90703, 90709) ... (91997, 92003) ... (92003, 92009) ... (93133, 93139), ... (94343, 94349), ... (96263, 96269), ... (96763, 96769), ... (97373, 97379), ...

Creator: Gerald Thurman [gthurman@gmail.com]
Created: 23 May 2011
+ added 9103 on 27 May 2011
+ added 157 on 21 June 2011
+ added 2417 on 22 September 2011
+ added 1699 on 29 September 2011
+ added 2557 on 09 February 2012
+ added 3323 on 08 March 2012
+ added 251 on 27 June 2012
+ added 1979 on 09 September 2012
+ added 151 on 04 October 2012
+ added 1601 on 04 March 2013
+ added 223 on 17 April 2013
+ added 337 on 23 April 2013
+ added 1433 on 13 April 2013
+ added 257 on 15 September 2013
+ added 347 on 13 December 2013
+ added 10607 on 28 December 2013
+ added 2003 on 29 December 2013
+ added 601 on 07 March 2014
+ added 2063 on 05 April 2014
+ added 4139 on 03 January 2015
+ added 4217 on 21 February 2015
+ added 167 on 23 February 2015
+ added 1901 on 26 March 2015
+ added 1091 on 26 March 2015
+ added 173 on 02 May 2015
+ added 227 on 10 May 2015
+ added 90709 on 22 May 2015
+ added 67777 on 15 July 2015
+ added 1429 on 04 September 2015
+ added 1459 on 07 September 2015
+ added 1489 on 07 September 2015
+ added 1759 on 07 September 2015
+ added 1789 on 07 September 2015
+ added 9901 on 07 September 2015
+ added 1997 on 12 September 2015
+ added 263 on 16 September 2015
+ added 239 on 16 September 2015
+ added 92009 on 21 September 2015
+ added 91997 on 21 September 2015
+ added 92003 on 21 September 2015
+ added 659 on 24 September 2015
+ added 653 on 24 September 2015
+ added 647 on 24 September 2015
+ added 641 on 24 September 2015
+ added 283 on 10 October 2015
+ added 4001 on 20 November 2015
+ added 2957 on 22 November 2015
+ added 93139 on 23 November 2015
+ added 229 on 24 November 2015
+ added 313 on 06 December 2015
+ added 997 on 13 December 2015
+ added 4799 on 06 January 2016
+ added 94349 on 20 February 2016
+ added 70207 on 22 February 2016
+ added 2017 on 17 March 2016
+ added 269 on 07 April 2016
+ added 1123 on 10 April 2016
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+ added 307 on 26 April 2016
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+ added 331 on 05 May 2016
+ added 96269 on 27 May 2016
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+ added 367 on 05 June 2016
+ added 19991 on 06 July 2016
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+ added 353 on 15 September 2016
+ added 373 on 15 September 2016
+ added 5449 on 26 September 2016
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+ added 379 on 02 January 2017
+ added 383 on 02 January 2017
+ added 389 on 03 January 2017
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+ added 433 on 08 May 2017
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+ added 77477 on 11 June 2017
+ added 2551 on 18 July 2017
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+ added 4567 on 12 August 2017
+ added 443 on 30 December 2017
+ added 449 on 31 December 2017
+ added 457 on 31 December 2017
+ added 461 on 06 January 2018
+ added 463 on 08 January 2018
+ added 467 on 03 March 2018

Creative Commons License
This work is licensed under a Creative Commons Attribution 3.0 United States License.