Sexy primes up to 12789
Sexy primes: If {p, p + 6} are primes then they become sexy primes.
There is 488 sexy primes smaller than 12789.
List#
{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}, {10061, 10067}, {10093, 10099}, {10133, 10139}, {10163, 10169}, {10247, 10253}, {10253, 10259}, {10267, 10273}, {10331, 10337}, {10337, 10343}, {10427, 10433}, {10453, 10459}, {10457, 10463}, {10601, 10607}, {10607, 10613}, {10651, 10657}, {10657, 10663}, {10723, 10729}, {10733, 10739}, {10831, 10837}, {10847, 10853}, {10853, 10859}, {10861, 10867}, {10883, 10889}, {10903, 10909}, {10973, 10979}, {10987, 10993}, {11087, 11093}, {11113, 11119}, {11171, 11177}, {11251, 11257}, {11273, 11279}, {11311, 11317}, {11393, 11399}, {11437, 11443}, {11483, 11489}, {11491, 11497}, {11497, 11503}, {11587, 11593}, {11777, 11783}, {11783, 11789}, {11801, 11807}, {11807, 11813}, {11821, 11827}, {11827, 11833}, {11833, 11839}, {11897, 11903}, {11903, 11909}, {11927, 11933}, {11933, 11939}, {11953, 11959}, {11981, 11987}, {12037, 12043}, {12043, 12049}, {12101, 12107}, {12107, 12113}, {12113, 12119}, {12143, 12149}, {12157, 12163}, {12197, 12203}, {12263, 12269}, {12323, 12329}, {12373, 12379}, {12451, 12457}, {12473, 12479}, {12491, 12497}, {12497, 12503}, {12511, 12517}, {12541, 12547}, {12547, 12553}, {12577, 12583}, {12583, 12589}, {12613, 12619}, {12641, 12647}, {12647, 12653}, {12653, 12659}, {12697, 12703}, {12757, 12763}
Table#
Related#
- Learn more about Sexy primes.
- All sexy primes