1. Primes by type
  2. Sexy primes
  3. First 120

First 120 sexy primes

Sexy primes: If {p, p + 6} are primes then they become sexy primes.

First 120 sexy primes have values between {5, 11} and {1861, 1867}.

Checkout list of first: 10, 50, 100, 500, 1000 sexy primes. You can also check all sexy primes.

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}

Table#

 12345678910
1 - 10 {5, 11} {7, 13} {11, 17} {13, 19} {17, 23} {23, 29} {31, 37} {37, 43} {41, 47} {47, 53}
11 - 20 {53, 59} {61, 67} {67, 73} {73, 79} {83, 89} {97, 103} {101, 107} {103, 109} {107, 113} {131, 137}
21 - 30 {151, 157} {157, 163} {167, 173} {173, 179} {191, 197} {193, 199} {223, 229} {227, 233} {233, 239} {251, 257}
31 - 40 {257, 263} {263, 269} {271, 277} {277, 283} {307, 313} {311, 317} {331, 337} {347, 353} {353, 359} {367, 373}
41 - 50 {373, 379} {383, 389} {433, 439} {443, 449} {457, 463} {461, 467} {503, 509} {541, 547} {557, 563} {563, 569}
51 - 60 {571, 577} {587, 593} {593, 599} {601, 607} {607, 613} {613, 619} {641, 647} {647, 653} {653, 659} {677, 683}
61 - 70 {727, 733} {733, 739} {751, 757} {821, 827} {823, 829} {853, 859} {857, 863} {877, 883} {881, 887} {941, 947}
71 - 80 {947, 953} {971, 977} {977, 983} {991, 997} {1013, 1019} {1033, 1039} {1063, 1069} {1087, 1093} {1091, 1097} {1097, 1103}
81 - 90 {1103, 1109} {1117, 1123} {1123, 1129} {1181, 1187} {1187, 1193} {1217, 1223} {1223, 1229} {1231, 1237} {1277, 1283} {1283, 1289}
91 - 100 {1291, 1297} {1297, 1303} {1301, 1307} {1321, 1327} {1361, 1367} {1367, 1373} {1423, 1429} {1427, 1433} {1433, 1439} {1447, 1453}
101 - 110 {1453, 1459} {1481, 1487} {1483, 1489} {1487, 1493} {1493, 1499} {1543, 1549} {1553, 1559} {1601, 1607} {1607, 1613} {1613, 1619}
111 - 120 {1621, 1627} {1657, 1663} {1663, 1669} {1693, 1699} {1741, 1747} {1747, 1753} {1753, 1759} {1777, 1783} {1783, 1789} {1861, 1867}
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