Twin primes up to 36975
Twin primes: If {p, p + 2} are primes then it becomes a prime twin.
There is 559 twin primes smaller than 36975.
List#
{3, 5}, {5, 7}, {11, 13}, {17, 19}, {29, 31}, {41, 43}, {59, 61}, {71, 73}, {101, 103}, {107, 109}, {137, 139}, {149, 151}, {179, 181}, {191, 193}, {197, 199}, {227, 229}, {239, 241}, {269, 271}, {281, 283}, {311, 313}, {347, 349}, {419, 421}, {431, 433}, {461, 463}, {521, 523}, {569, 571}, {599, 601}, {617, 619}, {641, 643}, {659, 661}, {809, 811}, {821, 823}, {827, 829}, {857, 859}, {881, 883}, {1019, 1021}, {1031, 1033}, {1049, 1051}, {1061, 1063}, {1091, 1093}, {1151, 1153}, {1229, 1231}, {1277, 1279}, {1289, 1291}, {1301, 1303}, {1319, 1321}, {1427, 1429}, {1451, 1453}, {1481, 1483}, {1487, 1489}, {1607, 1609}, {1619, 1621}, {1667, 1669}, {1697, 1699}, {1721, 1723}, {1787, 1789}, {1871, 1873}, {1877, 1879}, {1931, 1933}, {1949, 1951}, {1997, 1999}, {2027, 2029}, {2081, 2083}, {2087, 2089}, {2111, 2113}, {2129, 2131}, {2141, 2143}, {2237, 2239}, {2267, 2269}, {2309, 2311}, {2339, 2341}, {2381, 2383}, {2549, 2551}, {2591, 2593}, {2657, 2659}, {2687, 2689}, {2711, 2713}, {2729, 2731}, {2789, 2791}, {2801, 2803}, {2969, 2971}, {2999, 3001}, {3119, 3121}, {3167, 3169}, {3251, 3253}, {3257, 3259}, {3299, 3301}, {3329, 3331}, {3359, 3361}, {3371, 3373}, {3389, 3391}, {3461, 3463}, {3467, 3469}, {3527, 3529}, {3539, 3541}, {3557, 3559}, {3581, 3583}, {3671, 3673}, {3767, 3769}, {3821, 3823}, {3851, 3853}, {3917, 3919}, {3929, 3931}, {4001, 4003}, {4019, 4021}, {4049, 4051}, {4091, 4093}, {4127, 4129}, {4157, 4159}, {4217, 4219}, {4229, 4231}, {4241, 4243}, {4259, 4261}, {4271, 4273}, {4337, 4339}, {4421, 4423}, {4481, 4483}, {4517, 4519}, {4547, 4549}, {4637, 4639}, {4649, 4651}, {4721, 4723}, {4787, 4789}, {4799, 4801}, {4931, 4933}, {4967, 4969}, {5009, 5011}, {5021, 5023}, {5099, 5101}, {5231, 5233}, {5279, 5281}, {5417, 5419}, {5441, 5443}, {5477, 5479}, {5501, 5503}, {5519, 5521}, {5639, 5641}, {5651, 5653}, {5657, 5659}, {5741, 5743}, {5849, 5851}, {5867, 5869}, {5879, 5881}, {6089, 6091}, {6131, 6133}, {6197, 6199}, {6269, 6271}, {6299, 6301}, {6359, 6361}, {6449, 6451}, {6551, 6553}, {6569, 6571}, {6659, 6661}, {6689, 6691}, {6701, 6703}, {6761, 6763}, {6779, 6781}, {6791, 6793}, {6827, 6829}, {6869, 6871}, {6947, 6949}, {6959, 6961}, {7127, 7129}, {7211, 7213}, {7307, 7309}, {7331, 7333}, {7349, 7351}, {7457, 7459}, {7487, 7489}, {7547, 7549}, {7559, 7561}, {7589, 7591}, {7757, 7759}, {7877, 7879}, {7949, 7951}, {8009, 8011}, {8087, 8089}, {8219, 8221}, {8231, 8233}, {8291, 8293}, {8387, 8389}, {8429, 8431}, {8537, 8539}, {8597, 8599}, {8627, 8629}, {8819, 8821}, {8837, 8839}, {8861, 8863}, {8969, 8971}, {8999, 9001}, {9011, 9013}, {9041, 9043}, {9239, 9241}, {9281, 9283}, {9341, 9343}, {9419, 9421}, {9431, 9433}, {9437, 9439}, {9461, 9463}, {9629, 9631}, {9677, 9679}, {9719, 9721}, {9767, 9769}, {9857, 9859}, {9929, 9931}, {10007, 10009}, {10037, 10039}, {10067, 10069}, {10091, 10093}, {10139, 10141}, {10271, 10273}, {10301, 10303}, {10331, 10333}, {10427, 10429}, {10457, 10459}, {10499, 10501}, {10529, 10531}, {10709, 10711}, {10859, 10861}, {10889, 10891}, {10937, 10939}, {11057, 11059}, {11069, 11071}, {11117, 11119}, {11159, 11161}, {11171, 11173}, {11351, 11353}, {11489, 11491}, {11549, 11551}, {11699, 11701}, {11717, 11719}, {11777, 11779}, {11831, 11833}, {11939, 11941}, {11969, 11971}, {12041, 12043}, {12071, 12073}, {12107, 12109}, {12161, 12163}, {12239, 12241}, {12251, 12253}, {12377, 12379}, {12539, 12541}, {12611, 12613}, {12821, 12823}, {12917, 12919}, {13001, 13003}, {13007, 13009}, {13217, 13219}, {13337, 13339}, {13397, 13399}, {13679, 13681}, {13691, 13693}, {13709, 13711}, {13721, 13723}, {13757, 13759}, {13829, 13831}, {13877, 13879}, {13901, 13903}, {13931, 13933}, {13997, 13999}, {14009, 14011}, {14081, 14083}, {14249, 14251}, {14321, 14323}, {14387, 14389}, {14447, 14449}, {14549, 14551}, {14561, 14563}, {14591, 14593}, {14627, 14629}, {14867, 14869}, {15137, 15139}, {15269, 15271}, {15287, 15289}, {15329, 15331}, {15359, 15361}, {15581, 15583}, {15641, 15643}, {15647, 15649}, {15731, 15733}, {15737, 15739}, {15887, 15889}, {15971, 15973}, {16061, 16063}, {16067, 16069}, {16139, 16141}, {16187, 16189}, {16229, 16231}, {16361, 16363}, {16451, 16453}, {16631, 16633}, {16649, 16651}, {16691, 16693}, {16829, 16831}, {16901, 16903}, {16979, 16981}, {17027, 17029}, {17189, 17191}, {17207, 17209}, {17291, 17293}, {17387, 17389}, {17417, 17419}, {17489, 17491}, {17579, 17581}, {17597, 17599}, {17657, 17659}, {17681, 17683}, {17747, 17749}, {17789, 17791}, {17837, 17839}, {17909, 17911}, {17921, 17923}, {17957, 17959}, {17987, 17989}, {18041, 18043}, {18047, 18049}, {18059, 18061}, {18119, 18121}, {18131, 18133}, {18251, 18253}, {18287, 18289}, {18311, 18313}, {18521, 18523}, {18539, 18541}, {18911, 18913}, {18917, 18919}, {19079, 19081}, {19139, 19141}, {19181, 19183}, {19211, 19213}, {19379, 19381}, {19421, 19423}, {19427, 19429}, {19469, 19471}, {19541, 19543}, {19697, 19699}, {19751, 19753}, {19841, 19843}, {19889, 19891}, {19961, 19963}, {19991, 19993}, {20021, 20023}, {20147, 20149}, {20231, 20233}, {20357, 20359}, {20441, 20443}, {20477, 20479}, {20507, 20509}, {20549, 20551}, {20639, 20641}, {20717, 20719}, {20747, 20749}, {20771, 20773}, {20807, 20809}, {20897, 20899}, {20981, 20983}, {21011, 21013}, {21017, 21019}, {21059, 21061}, {21191, 21193}, {21317, 21319}, {21377, 21379}, {21491, 21493}, {21521, 21523}, {21557, 21559}, {21587, 21589}, {21599, 21601}, {21611, 21613}, {21647, 21649}, {21737, 21739}, {21839, 21841}, {22037, 22039}, {22091, 22093}, {22109, 22111}, {22157, 22159}, {22271, 22273}, {22277, 22279}, {22367, 22369}, {22481, 22483}, {22541, 22543}, {22571, 22573}, {22619, 22621}, {22637, 22639}, {22697, 22699}, {22739, 22741}, {22859, 22861}, {22961, 22963}, {23027, 23029}, {23039, 23041}, {23057, 23059}, {23201, 23203}, {23291, 23293}, {23369, 23371}, {23537, 23539}, {23561, 23563}, {23627, 23629}, {23669, 23671}, {23687, 23689}, {23741, 23743}, {23831, 23833}, {23909, 23911}, {24107, 24109}, {24179, 24181}, {24371, 24373}, {24419, 24421}, {24917, 24919}, {24977, 24979}, {25031, 25033}, {25169, 25171}, {25301, 25303}, {25307, 25309}, {25409, 25411}, {25469, 25471}, {25577, 25579}, {25601, 25603}, {25799, 25801}, {25847, 25849}, {25931, 25933}, {25997, 25999}, {26111, 26113}, {26249, 26251}, {26261, 26263}, {26681, 26683}, {26699, 26701}, {26711, 26713}, {26729, 26731}, {26861, 26863}, {26879, 26881}, {26891, 26893}, {26951, 26953}, {27059, 27061}, {27107, 27109}, {27239, 27241}, {27281, 27283}, {27407, 27409}, {27479, 27481}, {27527, 27529}, {27539, 27541}, {27581, 27583}, {27689, 27691}, {27737, 27739}, {27749, 27751}, {27791, 27793}, {27917, 27919}, {27941, 27943}, {28097, 28099}, {28109, 28111}, {28181, 28183}, {28277, 28279}, {28307, 28309}, {28349, 28351}, {28409, 28411}, {28547, 28549}, {28571, 28573}, {28619, 28621}, {28661, 28663}, {28751, 28753}, {29021, 29023}, {29129, 29131}, {29207, 29209}, {29387, 29389}, {29399, 29401}, {29567, 29569}, {29669, 29671}, {29759, 29761}, {29879, 29881}, {30011, 30013}, {30089, 30091}, {30137, 30139}, {30269, 30271}, {30389, 30391}, {30467, 30469}, {30491, 30493}, {30557, 30559}, {30839, 30841}, {30851, 30853}, {30869, 30871}, {31079, 31081}, {31121, 31123}, {31151, 31153}, {31181, 31183}, {31247, 31249}, {31319, 31321}, {31391, 31393}, {31511, 31513}, {31541, 31543}, {31721, 31723}, {31727, 31729}, {31769, 31771}, {31847, 31849}, {32027, 32029}, {32057, 32059}, {32117, 32119}, {32141, 32143}, {32189, 32191}, {32297, 32299}, {32321, 32323}, {32369, 32371}, {32411, 32413}, {32441, 32443}, {32531, 32533}, {32561, 32563}, {32609, 32611}, {32717, 32719}, {32801, 32803}, {32831, 32833}, {32909, 32911}, {32939, 32941}, {32969, 32971}, {33071, 33073}, {33149, 33151}, {33179, 33181}, {33287, 33289}, {33329, 33331}, {33347, 33349}, {33587, 33589}, {33599, 33601}, {33617, 33619}, {33749, 33751}, {33767, 33769}, {33809, 33811}, {33827, 33829}, {34031, 34033}, {34127, 34129}, {34157, 34159}, {34211, 34213}, {34259, 34261}, {34301, 34303}, {34367, 34369}, {34469, 34471}, {34499, 34501}, {34511, 34513}, {34589, 34591}, {34649, 34651}, {34757, 34759}, {34841, 34843}, {34847, 34849}, {34961, 34963}, {35051, 35053}, {35081, 35083}, {35279, 35281}, {35447, 35449}, {35507, 35509}, {35531, 35533}, {35591, 35593}, {35729, 35731}, {35801, 35803}, {35837, 35839}, {35897, 35899}, {36011, 36013}, {36107, 36109}, {36341, 36343}, {36467, 36469}, {36527, 36529}, {36779, 36781}, {36791, 36793}, {36899, 36901}, {36929, 36931}
Table#
Related#
- Learn more about Twin primes.
- All twin primes