Prime p₀= 177424531813577291 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 62 28 26 6 10 44 40 44 10 6 26 28 62 (?)
a_n: 0 62 90 116 122 132 176 216 260 270 276 302 330 392
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: 392
Found by: Jeff17
db: batch=67, k=14, 62 28 26 6 10 44 40

SPT(14)	177424485468230641	0 40 42 88 112 132 148 180 196 216 240 286 288 328	-46345346650
SPT(14)	177424492468631777	0 12 54 62 80 96 132 194 230 246 264 272 314 326	-39344945514
SPT(14)	177424511840052569	0 42 50 78 80 98 102 140 144 162 164 192 200 242	-19973524722
SPT(14)	177424528511067107	0 2 20 32 56 90 102 140 152 186 210 222 240 242	-3302510184
SPT(14)	177424530716480947	0 6 40 42 76 82 124 132 174 180 214 216 250 256	-1097096344
SPT(14)	177424531303569001	0 46 48 112 126 132 156 202 226 232 246 310 312 358	-510008290
TPT(12)	177424542668302451	0 2 18 20 60 62 156 158 168 170 186 188	10854725160
SPT(14)	177424552340715637	0 60 94 100 126 136 210 286 360 370 396 402 436 496	20527138346
SPT(14)	177424560616595701	0 6 30 36 78 126 132 156 162 210 252 258 282 288	28803018410
SPT(14)	177424566329058691	0 10 100 132 136 180 196 222 238 282 286 318 408 418	34515481400
SPT(14)	177424568474158279	0 28 30 52 58 84 112 180 208 234 240 262 264 292	36660580988