Prime p₀= 81913745367269 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 8 6 36 22 20 42 4 42 20 22 36 6 8 (?)
a_n: 0 8 14 50 72 92 134 138 180 200 222 258 264 272
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: 272
Found by: fzs600
db: batch=60, k=14, 8 6 36 22 20 42 4

SPT(14)	81897235538791	0 18 30 52 66 70 72 136 138 142 156 178 190 208	-16509828478
SPT(16)	81900944805593	0 14 30 50 114 116 144 156 158 170 198 200 264 284 300 314	-12800561676
SPT(14)	81905736189829	0 12 18 54 58 60 82 90 112 114 118 154 160 172	-8009177440
TPT(12)	81906306186737	0 2 90 92 102 104 114 116 222 224 240 242	-7439180532
SPT(14)	81907301770561	0 16 28 42 78 88 108 190 210 220 256 270 282 298	-6443596708
SPT(16)	81913071362071	0 28 46 66 70 78 96 118 138 160 178 186 190 210 228 256	-674005198
TPT(12)	81914604868379	0 2 108 110 132 134 138 140 162 164 258 260	859501110
TPT(12)	81914675421041	0 2 66 68 78 80 126 128 150 152 246 248	930053772
SPT(14)	81917682050597	0 12 26 32 50 72 110 126 164 186 204 210 224 236	3936683328
SPT(14)	81919769451197	0 6 32 84 86 110 126 200 216 240 242 294 320 326	6024083928
SPT(14)	81920608280327	0 36 42 92 102 122 146 180 204 224 234 284 290 326	6862913058