Prime p₀= 105695871242421323 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 6 60 54 8 28 8 16 8 28 8 54 60 6 (?)
a_n: 0 6 66 120 128 156 164 180 188 216 224 278 338 344
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: 344
Found by: RFGuy_KCCO
db: batch=67, k=14, 6 60 54 8 28 8 16

SPT(14)	105695823073909951	0 18 72 156 172 190 198 280 288 306 322 406 460 478	-48168511372
SPT(16)	105695837406159373	0 6 18 130 136 150 168 226 228 286 304 318 324 436 448 454	-33836261950
SPT(14)	105695851120408277	0 2 14 24 32 44 56 210 222 234 242 252 264 266	-20122013046
SPT(14)	105695854500169783	0 54 70 166 178 180 208 276 304 306 318 414 430 484	-16742251540
SPT(14)	105695856221655187	0 24 54 102 144 210 222 262 274 340 382 430 460 484	-15020766136
TPT(12)	105695863566294539	0 2 18 20 30 32 108 110 150 152 168 170	-7676126784
SPT(16)	105695883316125997	0 4 30 34 46 72 82 100 126 144 154 180 192 196 222 226	12073704674
SPT(14)	105695888072199547	0 12 42 70 72 90 100 192 202 220 222 250 280 292	16829778224
SPT(14)	105695894993081369	0 12 60 78 110 174 204 278 308 372 404 422 470 482	23750660046
TPT(12)	105695900244846719	0 2 12 14 90 92 150 152 192 194 330 332	29002425396
SPT(16)	105695916380079271	0 12 28 58 88 100 102 112 306 316 318 330 360 390 406 418	45137657948