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Known smallest n-digit prime quadruplet pairs
Two prime quadruplets, 30 apart.
base prime + di are 8 primes
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| Pattern d : d = 0, 2, 6, 8, 30, 32, 36, 38 | |||||
| digits | base prime | digits | base prime | digits | base prime |
|---|---|---|---|---|---|
| 7 | 106 + 6301 | 8 | 107 + 531061 | 9 | 108 + 8816311 |
| 10 | 109 + 30262081 | 11 | 1010 + 50723041 | 12 | 1011 + 826471951 |
| 13 | 1012 + 378004831 | 14 | 1013 + 1691386381 | 15 | 1014 + 264099031 |
| 16 | 1015 + 9896602831 | 17 | 1016 + 8469843751 | 18 | 1017 + 13287072901 |
| 19 | 1018 + 50095721341 | 20 | 1019 + 22171879141 | 21 | 1020 + 101294865931 |
| 22 | 1021 + 153942688861 | 23 | 1022 + 368902691281 | 24 | 1023 + 200087823331 |
| 25 | 1024 + 877483572631 | 26 | 1025 + 211663911451 | 27 | 1026 + 474274982041 |
| 28 | 1027 + 737200884241 | 29 | 1028 + 109912785841 | 30 | 1029 + 616526601331 |
| 31 | 1030 + 68578724971 | 32 | 1031 + 5148851584561 | 33 | 1032 + 24099097771 |
| 34 | 1033 + 4426962245401 | 35 | 1034 + 3413512171501 | 36 | 1035 + 984380948611 |
| 37 | 1036 + 11199965366101 | 38 | 1037 + 5068103737381 | 39 | 1038 + 3487687897351 |
| 40 | 1039 + 9031586182531 | 41 | 1040 + 23208566842291 | 42 | 1041 + 43381833453571 |
| 43 | 1042 + 1565127086251 | 44 | 1043 + 1641583664671 | 45 | 1044 + 146860543134781 |
| 46 | 1045 + 70482214513441 | 47 | 1046 + 63172741762681 | 48 | 1047 + 150158131899451 |
| 49 | 1048 + 23774903182171 | 50 | 1049 + 36781712831611 | 51 | 1050 + 183092358443281 |
| 52 | 1051 + 103137184031731 | 53 | 1052 + 62740296161821 | 54 | 1053 + 371673075312151 |
| 55 | 1054 + 5223426134221 | 56 | 1055 + 314743561582351 | 57 | 1056 + 84835051262311 |
| 58 | 1057 + 3981978461191 | 59 | 1058 + 286914274297621 | 60 | 1059 + 59173437189661 |
| 61 | 1060 + 89924601831331 | 62 | 1061 + 303134559107911 | 63 | 1062 + 543147736031761 |
| 64 | 1063 + 28701057259171 | 65 | 1064 + 67204203846841 | 66 | 1065 + 399708114072061 |
| 67 | 1066 + 1452688166750731 | 68 | 1067 + 1521880618681681 | 69 | 1068 + 480706567134451 |
| 70 | 1069 + 301147815011431 | 71 | 1070 + 2067773043990421 | 72 | 1071 + 2733302956259551 |
| 73 | 1072 + 493017729387541 | 74 | 1073 + 1447388086190731 | 75 | 1074 + 373538691081661 |
| 76 | 1075 + 62822331811291 | 77 | 1076 + 1239245301735271 | 78 | 1077 + 9336111071507371 |
| 79 | 1078 + 1508087453418211 | 80 | 1079 + 82072133844511 | 81 | 1080 + 826776363499681 |
| 82 | 1081 + 6856370606945401 | 83 | 1082 + 30848694068582941 | 84 | 1083 + 1183057355471821 |
| 85 | 1084 + 3161015911861501 | 86 | 1085 + 9718802581353151 | 87 | 1086 + 11583833254840441 |
| 88 | 1087 + 6252718068870031 | 89 | 1088 + 2832493878911821 | 90 | 1089 + 3369253805940481 |
| 91 | 1090 + 10859160012822031 | 92 | 1091 + 25087270464447631 | 93 | 1092 + 3262481662971391 |
| 94 | 1093 + 25641853182866371 | 95 | 1094 + 37806148139892991 | 96 | 1095 + 1371637101795601 |
| 97 | 1096 + 30245049539761351 | 98 | 1097 + 25934317439403631 | 99 | 1098 + 13365492042311311 |
| 100 | 1099 + 5294137569927811 | 101 | 10100 + 5479920218946031 | 102 | 10101 + 13464620881658251 |