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Prime Tuple Database

Prime p0= 542738879326916999 starts a Symmetric tuple of 20 consecutive primes (SPT).
dn: 0 12 8 40 2 48 30 84 18 22 56 22 18 84 30 48 2 40 8 12 (?)
an: 0 12 20 60 62 110 140 224 242 264 320 342 360 444 474 522 524 564 572 584
All 20 integers pn = p0+an = pn-1+dn are prime and there are no other primes in the gaps.
diameter: 584
derived by truncating larger tuple
Found by: phoenicis
db: batch=56, k=20, 12 8 40 2 48 30 84 18 22 56
SPT(14)5427387611304016970 2 44 50 54 80 102 134 156 182 186 192 234 236-118196515302
SPT(14)5427387678027734470 6 16 22 34 72 76 120 124 162 174 180 190 196-111524143552
SPT(14)5427387710074673690 24 48 54 60 62 98 114 150 152 158 164 188 212-108319449630
SPT(14)5427388185223667770 42 114 126 156 192 204 232 244 280 310 322 394 436-60804550222
SPT(14)5427388389508657610 32 68 98 102 120 206 222 308 326 330 360 396 428-40376051238
SPT(22)5427388793269169390 60 72 80 120 122 170 200 284 302 324 380 402 420 504 534 582 584 624 632 644 704-60
TPT(12)5427388969697945270 2 30 32 60 62 114 116 144 146 210 21217642877528
SPT(14)5427389018445619870 24 36 60 76 90 120 136 166 180 196 220 232 25622517644988
SPT(14)5427389023120495370 14 72 132 156 182 222 254 294 320 344 404 462 47622985132538
SPT(14)5427389057659747790 14 50 54 68 80 138 164 222 234 248 252 288 30226439057780
SPT(14)5427389177443739210 50 132 182 200 212 230 240 258 270 288 338 420 47038417456922
TPT(12)5427389290231057670 2 42 44 54 56 162 164 192 194 240 24249696188768


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