Prime p₀= 151761711512431201 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 52 6 30 8 30 6 4 6 30 8 30 6 52 (?)
a_n: 0 52 58 88 96 126 132 136 142 172 180 210 216 268
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: 268
Found by: JUNE_2022
db: batch=67, k=14, 52 6 30 8 30 6 4

TPT(12)	151761643296660767	0 2 12 14 30 32 54 56 84 86 144 146	-68215770434
SPT(14)	151761670744517357	0 12 42 66 72 80 86 96 102 110 116 140 170 182	-40767913844
SPT(14)	151761673676703803	0 26 48 86 150 174 188 216 230 254 318 356 378 404	-37835727398
SPT(14)	151761684039480727	0 24 112 120 130 144 150 196 202 216 226 234 322 346	-27472950474
SPT(14)	151761696633254287	0 4 52 72 90 94 100 144 150 154 172 192 240 244	-14879176914
SPT(14)	151761701493228763	0 4 30 34 40 60 66 118 124 144 150 154 180 184	-10019202438
SPT(14)	151761723126908023	0 54 90 126 136 156 160 174 178 198 208 244 280 334	11614476822
SPT(14)	151761726614723833	0 46 48 70 88 90 100 126 136 138 156 178 180 226	15102292632
SPT(14)	151761739158662753	0 24 50 60 98 108 116 168 176 186 224 234 260 284	27646231552
SPT(14)	151761750892914067	0 12 52 66 114 124 142 204 222 232 280 294 334 346	39380482866
SPT(14)	151761755461551253	0 6 16 18 88 90 120 124 154 156 226 228 238 244	43949120052