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Prime Tuple Database

Prime p0= 445771907505663373 starts a Symmetric tuple of 14 consecutive primes (SPT).
dn: 0 70 56 4 24 26 58 8 58 26 24 4 56 70 (?)
an: 0 70 126 130 154 180 238 246 304 330 354 358 414 484
All 14 integers pn = p0+an = pn-1+dn are prime and there are no other primes in the gaps.
diameter: 484
Found by: Cealor
db: batch=70, k=14, 70 56 4 24 26 58 8
TPT(12)4457718457887092570 2 24 26 30 32 42 44 180 182 240 242-61716954116
SPT(14)4457718763030954670 30 54 116 126 140 164 186 210 224 234 296 320 350-31202567906
SPT(14)4457718817724791070 66 110 140 180 224 234 242 252 296 336 366 410 476-25733184266
SPT(14)4457718822523414610 6 12 18 42 48 102 216 270 276 300 306 312 318-25253321912
TPT(12)4457718855503691110 2 30 32 138 140 240 242 270 272 336 338-21955294262
SPT(14)4457718877858418330 74 90 108 144 150 194 264 308 314 350 368 384 458-19719821540
SPT(14)4457719750767012530 8 14 56 84 114 140 234 260 290 318 360 366 37467571037880
SPT(14)4457719774221683930 8 50 66 86 90 168 176 254 258 278 294 336 34469916505020
TPT(12)4457719902397786790 2 72 74 120 122 138 140 180 182 198 20082734115306
SPT(14)4457720318615582990 24 72 74 128 170 240 302 372 414 468 470 518 542124355894926
SPT(14)4457720559029245730 20 36 44 54 86 138 176 228 260 270 278 294 314148397261200


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