Prime p₀= 357860966711174177 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 12 8 40 12 8 6 124 6 8 12 40 8 12 (?)
a_n: 0 12 20 60 72 80 86 210 216 224 236 276 284 296
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: 296
Found by: LCB001
db: batch=70, k=14, 12 8 40 12 8 6 124

SPT(16)	357860940180165073	0 70 88 94 100 108 120 148 186 214 226 234 240 246 264 334	-26531009104
SPT(14)	357860942042464271	0 8 26 42 50 60 102 116 158 168 176 192 210 218	-24668709906
SPT(14)	357860951782817927	0 20 54 80 104 110 204 266 360 366 390 416 450 470	-14928356250
SPT(14)	357860955311682377	0 120 126 170 174 216 282 344 410 452 456 500 506 626	-11399491800
SPT(14)	357860957840993891	0 30 32 36 56 78 102 116 140 162 182 186 188 218	-8870180286
SPT(14)	357860962747739831	0 6 20 42 66 116 182 216 282 332 356 378 392 398	-3963434346
SPT(14)	357860972392411471	0 46 76 130 132 148 162 166 180 196 198 252 282 328	5681237294
SPT(14)	357861014185442951	0 30 42 60 80 102 120 122 140 162 182 200 212 242	47474268774
SPT(14)	357861014202832639	0 30 58 64 100 102 130 132 160 162 198 204 232 262	47491658462
TPT(12)	357861016252249751	0 2 138 140 180 182 456 458 510 512 528 530	49541075574
SPT(14)	357861035894535737	0 2 26 32 36 42 44 102 104 110 114 120 144 146	69183361560