Prime p₀= 172516116788595871 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 12 24 34 36 12 78 26 78 12 36 34 24 12 (?)
a_n: 0 12 36 70 106 118 196 222 300 312 348 382 406 418
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: 418
Found by: L@MiR
db: batch=67, k=14, 12 24 34 36 12 78 26

SPT(14)	172516052750814911	0 42 90 102 110 116 150 182 216 222 230 242 290 332	-64037780960
SPT(14)	172516056920955053	0 8 20 38 78 98 108 116 126 146 186 204 216 224	-59867640818
SPT(14)	172516064417360561	0 2 8 98 128 156 170 198 212 240 270 360 366 368	-52371235310
SPT(14)	172516082297501861	0 42 62 92 120 140 150 158 168 188 216 246 266 308	-34491094010
SPT(16)	172516086935852119	0 4 12 18 42 48 70 78 94 102 124 130 154 160 168 172	-29852743752
SPT(14)	172516090252298917	0 34 40 46 60 76 124 132 180 196 210 216 222 256	-26536296954
SPT(14)	172516128279572443	0 34 48 60 106 136 148 156 168 198 244 256 270 304	11490976572
SPT(14)	172516140048823369	0 18 60 82 88 94 120 172 198 204 210 232 274 292	23260227498
TPT(12)	172516148177047331	0 2 60 62 96 98 138 140 228 230 270 272	31388451460
SPT(14)	172516149837605359	0 10 18 22 42 78 114 148 184 220 240 244 252 262	33049009488
SPT(14)	172516149930337219	0 24 88 118 130 144 178 420 454 468 480 510 574 598	33141741348