Prime p₀= 167471724724590197 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 20 22 24 18 8 34 14 34 8 18 24 22 20 (?)
a_n: 0 20 42 66 84 92 126 140 174 182 200 224 246 266
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: 266
Found by: Jeff17
db: batch=67, k=14, 20 22 24 18 8 34 14

TPT(12)	167471646533165057	0 2 42 44 54 56 72 74 210 212 222 224	-78191425140
SPT(14)	167471647381696369	0 4 34 40 48 54 130 132 208 214 222 228 258 262	-77342893828
SPT(14)	167471664887222473	0 4 18 88 96 136 148 186 198 238 246 316 330 334	-59837367724
SPT(14)	167471667567100879	0 10 78 94 178 198 210 268 280 300 384 400 468 478	-57157489318
SPT(14)	167471671822105517	0 14 42 62 72 80 132 182 234 242 252 272 300 314	-52902484680
SPT(14)	167471719961253157	0 6 46 52 72 154 156 190 192 274 294 300 340 346	-4763337040
SPT(16)	167471728178272127	0 26 30 74 80 84 96 114 122 140 152 156 162 206 210 236	3453681930
SPT(14)	167471783053647643	0 6 16 36 54 70 106 138 174 190 208 228 238 244	58329057446
SPT(14)	167471786415463279	0 10 12 40 52 78 88 102 112 138 150 178 180 190	61690873082
SPT(14)	167471798415108917	0 2 6 32 42 56 72 74 90 104 114 140 144 146	73690518720
SPT(14)	167471830750447759	0 18 34 60 70 90 130 228 268 288 298 324 340 358	106025857562