Prime p₀= 81122337215923 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 16 48 2 10 18 30 26 30 18 10 2 48 16 (?)
a_n: 0 16 64 66 76 94 124 150 180 198 208 210 258 274
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: 274
Found by: amargo133
db: batch=60, k=14, 16 48 2 10 18 30 26

SPT(14)	81098541324431	0 60 80 98 102 108 122 156 170 176 180 198 218 278	-23795891492
SPT(14)	81098746851631	0 10 46 70 78 108 126 130 148 178 186 210 246 256	-23590364292
TPT(12)	81101970808091	0 2 6 8 30 32 36 38 60 62 78 80	-20366407832
SPT(14)	81105554825807	0 2 32 42 66 72 80 102 110 116 140 150 180 182	-16782390116
TPT(12)	81107709219347	0 2 24 26 72 74 192 194 222 224 252 254	-14627996576
SPT(14)	81117957205291	0 10 12 42 52 70 100 108 138 156 166 196 198 208	-4380010632
SPT(14)	81123850161659	0 42 48 54 104 138 162 200 224 258 308 314 320 362	1512945736
SPT(14)	81124923074609	0 14 38 74 98 102 108 134 140 144 168 204 228 242	2585858686
SPT(14)	81126797921209	0 22 40 60 88 102 112 138 148 162 190 210 228 250	4460705286
SPT(14)	81127101391717	0 16 30 42 82 94 154 192 252 264 304 316 330 346	4764175794
SPT(14)	81130863718123	0 6 10 48 90 94 114 130 150 154 196 234 238 244	8526502200