Prime p₀= 313973237079750959 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 62 12 4 26 48 22 14 22 48 26 4 12 62 (?)
a_n: 0 62 74 78 104 152 174 188 210 258 284 288 300 362
All 14 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 362
Found by: LCB001
db: batch=70, k=14, 62 12 4 26 48 22 14

SPT(14)	313973209269476221	0 22 58 66 76 112 126 142 156 192 202 210 246 268	-27810274738
SPT(14)	313973220693919357	0 4 54 70 72 82 102 142 162 172 174 190 240 244	-16385831602
SPT(14)	313973223891699907	0 10 16 34 94 100 106 120 126 132 192 210 216 226	-13188051052
SPT(14)	313973224088525147	0 2 32 42 56 80 152 324 396 420 434 444 474 476	-12991225812
SPT(14)	313973229989894161	0 42 66 108 136 142 148 150 156 162 190 232 256 298	-7089856798
TPT(12)	313973233513756547	0 2 42 44 54 56 84 86 162 164 234 236	-3565994412
SPT(14)	313973247746095787	0 6 12 20 56 110 120 146 156 210 246 254 260 266	10666344828
SPT(14)	313973291185388503	0 78 96 118 126 148 166 168 186 208 216 238 256 334	54105637544
SPT(14)	313973292636295417	0 6 46 124 192 222 234 322 334 364 432 510 550 556	55556544458
SPT(16)	313973293750778447	0 42 104 126 132 144 186 200 216 230 272 284 290 312 374 416	56671027488
SPT(14)	313973316434049869	0 24 42 48 90 98 120 212 234 242 284 290 308 332	79354298910