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Prime Tuple Database

Prime p0= 310236746456010289 starts a Symmetric tuple of 14 consecutive primes (SPT).
dn: 0 12 30 18 24 6 82 8 82 6 24 18 30 12 (?)
an: 0 12 42 60 84 90 172 180 262 268 292 310 340 352
All 14 integers pn = p0+an = pn-1+dn are prime and there are no other primes in the gaps.
diameter: 352
Found by: [B^S]ABoskovich
db: batch=70, k=14, 12 30 18 24 6 82 8
SPT(14)3102366905636415110 8 26 42 62 96 138 260 302 336 356 372 390 398-55892368778
SPT(14)3102366986214340630 30 36 48 100 108 118 156 166 174 226 238 244 274-47834576226
SPT(14)3102367010523634670 90 92 110 116 140 176 186 222 246 252 270 272 362-45403646822
STPT(10)3102367173903630890 2 18 20 30 32 42 44 60 62-29065647200
SPT(14)3102367182612636310 40 48 70 106 118 126 160 168 180 216 238 246 286-28194746658
SPT(14)3102367290593337590 30 42 60 72 102 114 128 140 170 182 200 212 242-17396676530
SPT(16)3102367528883078710 36 96 108 192 250 268 280 288 300 318 376 460 472 532 5686432297582
SPT(16)3102367642868293190 30 60 122 134 144 162 164 168 170 188 198 210 272 302 33217830819030
SPT(14)3102367714387356110 18 32 42 86 156 162 176 182 252 296 306 320 33824982725322
SPT(14)3102367770495059890 22 28 42 72 88 90 112 114 130 160 174 180 20230593495700
TPT(12)3102368968342043390 2 18 20 42 44 138 140 240 242 282 284150378194050


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