1. Primes by type
  2. Cousin primes
  3. First 166

First 166 cousin primes

Cousin primes: If {p, p + 4} are primes then it becomes a prime cousin.

First 166 cousin primes have values between {3, 7} and {7723, 7727}.

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

List#

{3, 7}, {7, 11}, {13, 17}, {19, 23}, {37, 41}, {43, 47}, {67, 71}, {79, 83}, {97, 101}, {103, 107}, {109, 113}, {127, 131}, {163, 167}, {193, 197}, {223, 227}, {229, 233}, {277, 281}, {307, 311}, {313, 317}, {349, 353}, {379, 383}, {397, 401}, {439, 443}, {457, 461}, {463, 467}, {487, 491}, {499, 503}, {613, 617}, {643, 647}, {673, 677}, {739, 743}, {757, 761}, {769, 773}, {823, 827}, {853, 857}, {859, 863}, {877, 881}, {883, 887}, {907, 911}, {937, 941}, {967, 971}, {1009, 1013}, {1087, 1091}, {1093, 1097}, {1213, 1217}, {1279, 1283}, {1297, 1301}, {1303, 1307}, {1423, 1427}, {1429, 1433}, {1447, 1451}, {1483, 1487}, {1489, 1493}, {1549, 1553}, {1567, 1571}, {1579, 1583}, {1597, 1601}, {1609, 1613}, {1663, 1667}, {1693, 1697}, {1783, 1787}, {1867, 1871}, {1873, 1877}, {1993, 1997}, {1999, 2003}, {2083, 2087}, {2137, 2141}, {2203, 2207}, {2239, 2243}, {2269, 2273}, {2293, 2297}, {2347, 2351}, {2377, 2381}, {2389, 2393}, {2437, 2441}, {2473, 2477}, {2539, 2543}, {2617, 2621}, {2659, 2663}, {2683, 2687}, {2689, 2693}, {2707, 2711}, {2749, 2753}, {2797, 2801}, {2833, 2837}, {2857, 2861}, {2953, 2957}, {3019, 3023}, {3037, 3041}, {3079, 3083}, {3163, 3167}, {3187, 3191}, {3217, 3221}, {3253, 3257}, {3319, 3323}, {3343, 3347}, {3457, 3461}, {3463, 3467}, {3529, 3533}, {3613, 3617}, {3673, 3677}, {3697, 3701}, {3793, 3797}, {3847, 3851}, {3877, 3881}, {3907, 3911}, {3919, 3923}, {3943, 3947}, {4003, 4007}, {4129, 4133}, {4153, 4157}, {4447, 4451}, {4513, 4517}, {4519, 4523}, {4639, 4643}, {4729, 4733}, {4783, 4787}, {4789, 4793}, {4813, 4817}, {4933, 4937}, {4969, 4973}, {4999, 5003}, {5077, 5081}, {5167, 5171}, {5227, 5231}, {5233, 5237}, {5347, 5351}, {5413, 5417}, {5437, 5441}, {5479, 5483}, {5503, 5507}, {5527, 5531}, {5569, 5573}, {5647, 5651}, {5653, 5657}, {5689, 5693}, {5737, 5741}, {5779, 5783}, {5839, 5843}, {5857, 5861}, {5923, 5927}, {6007, 6011}, {6043, 6047}, {6199, 6203}, {6217, 6221}, {6469, 6473}, {6547, 6551}, {6577, 6581}, {6733, 6737}, {6823, 6827}, {6829, 6833}, {6907, 6911}, {6967, 6971}, {6997, 7001}, {7039, 7043}, {7207, 7211}, {7243, 7247}, {7477, 7481}, {7537, 7541}, {7573, 7577}, {7603, 7607}, {7639, 7643}, {7669, 7673}, {7687, 7691}, {7699, 7703}, {7723, 7727}

Table#

 12345678910
1 - 10 {3, 7} {7, 11} {13, 17} {19, 23} {37, 41} {43, 47} {67, 71} {79, 83} {97, 101} {103, 107}
11 - 20 {109, 113} {127, 131} {163, 167} {193, 197} {223, 227} {229, 233} {277, 281} {307, 311} {313, 317} {349, 353}
21 - 30 {379, 383} {397, 401} {439, 443} {457, 461} {463, 467} {487, 491} {499, 503} {613, 617} {643, 647} {673, 677}
31 - 40 {739, 743} {757, 761} {769, 773} {823, 827} {853, 857} {859, 863} {877, 881} {883, 887} {907, 911} {937, 941}
41 - 50 {967, 971} {1009, 1013} {1087, 1091} {1093, 1097} {1213, 1217} {1279, 1283} {1297, 1301} {1303, 1307} {1423, 1427} {1429, 1433}
51 - 60 {1447, 1451} {1483, 1487} {1489, 1493} {1549, 1553} {1567, 1571} {1579, 1583} {1597, 1601} {1609, 1613} {1663, 1667} {1693, 1697}
61 - 70 {1783, 1787} {1867, 1871} {1873, 1877} {1993, 1997} {1999, 2003} {2083, 2087} {2137, 2141} {2203, 2207} {2239, 2243} {2269, 2273}
71 - 80 {2293, 2297} {2347, 2351} {2377, 2381} {2389, 2393} {2437, 2441} {2473, 2477} {2539, 2543} {2617, 2621} {2659, 2663} {2683, 2687}
81 - 90 {2689, 2693} {2707, 2711} {2749, 2753} {2797, 2801} {2833, 2837} {2857, 2861} {2953, 2957} {3019, 3023} {3037, 3041} {3079, 3083}
91 - 100 {3163, 3167} {3187, 3191} {3217, 3221} {3253, 3257} {3319, 3323} {3343, 3347} {3457, 3461} {3463, 3467} {3529, 3533} {3613, 3617}
101 - 110 {3673, 3677} {3697, 3701} {3793, 3797} {3847, 3851} {3877, 3881} {3907, 3911} {3919, 3923} {3943, 3947} {4003, 4007} {4129, 4133}
111 - 120 {4153, 4157} {4447, 4451} {4513, 4517} {4519, 4523} {4639, 4643} {4729, 4733} {4783, 4787} {4789, 4793} {4813, 4817} {4933, 4937}
121 - 130 {4969, 4973} {4999, 5003} {5077, 5081} {5167, 5171} {5227, 5231} {5233, 5237} {5347, 5351} {5413, 5417} {5437, 5441} {5479, 5483}
131 - 140 {5503, 5507} {5527, 5531} {5569, 5573} {5647, 5651} {5653, 5657} {5689, 5693} {5737, 5741} {5779, 5783} {5839, 5843} {5857, 5861}
141 - 150 {5923, 5927} {6007, 6011} {6043, 6047} {6199, 6203} {6217, 6221} {6469, 6473} {6547, 6551} {6577, 6581} {6733, 6737} {6823, 6827}
151 - 160 {6829, 6833} {6907, 6911} {6967, 6971} {6997, 7001} {7039, 7043} {7207, 7211} {7243, 7247} {7477, 7481} {7537, 7541} {7573, 7577}
161 - 170 {7603, 7607} {7639, 7643} {7669, 7673} {7687, 7691} {7699, 7703} {7723, 7727}    
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