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Prime Tuple Database

Prime p0= 470181507731180249 starts a Symmetric tuple of 14 consecutive primes (SPT).
dn: 0 12 60 18 24 74 12 52 12 74 24 18 60 12 (?)
an: 0 12 72 90 114 188 200 252 264 338 362 380 440 452
All 14 integers pn = p0+an = pn-1+dn are prime and there are no other primes in the gaps.
diameter: 452
Found by: Cealor
db: batch=70, k=14, 12 60 18 24 74 12 52
SPT(14)4701814676844080870 24 26 72 80 86 114 122 150 156 164 210 212 236-40046772162
SPT(14)4701814754502956830 34 40 46 78 90 96 148 154 166 198 204 210 244-32280884566
SPT(14)4701814836780655870 10 22 36 46 82 136 180 234 270 280 294 306 316-24053114662
SPT(14)4701814883339178190 12 40 54 78 112 144 148 180 214 238 252 280 292-19397262430
SPT(14)4701814885983825430 10 54 118 160 198 244 300 346 384 426 490 534 544-19132797706
SPT(14)4701814994830879270 10 22 34 52 100 132 142 174 222 240 252 264 274-8248092322
SPT(14)4701815121756910970 36 92 104 110 122 134 192 204 216 222 234 290 3264444510848
SPT(14)4701815274306759130 6 84 118 124 138 150 184 196 210 216 250 328 33419699495664
TPT(12)4701815292502501970 2 72 74 90 92 132 134 144 146 204 20621519069948
SPT(14)4701815469630767690 14 18 30 44 80 182 360 462 498 512 524 528 54239231896520
SPT(14)4701815531388104390 24 38 68 80 90 104 114 128 138 150 180 194 21845407630190


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