Prime p₀= 2531742788068598593 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 4 12 14 16 2 10 18 92 18 10 2 16 14 12 4 (?)
a_n: 0 4 16 30 46 48 58 76 168 186 196 198 214 228 240 244
All 16 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 244
Found by: RFGuy_KCCO
db: batch=82, k=16, 4 12 14 16 2 10 18 92

SPT(16)	2531742233493742249	0 4 60 70 82 120 180 204 298 322 382 420 432 442 498 502	-554574856344
SPT(16)	2531742438937507489	0 12 28 42 58 70 78 114 178 214 222 234 250 264 280 292	-349131091104
SPT(16)	2531742639537719261	0 12 20 78 90 132 140 162 188 210 218 260 272 330 338 350	-148530879332
SPT(16)	2531742667009348127	0 12 14 32 54 80 84 96 110 122 126 152 174 192 194 206	-121059250466
SPT(16)	2531742671344236029	0 18 50 78 110 114 138 144 218 224 248 252 284 312 344 362	-116724362564
SPT(16)	2531742716894379137	0 2 56 92 132 140 156 164 342 350 366 374 414 450 504 506	-71174219456
TPT(14)	2531742954518144657	0 2 24 26 174 176 294 296 402 404 444 446 504 506	166449546064
SPT(16)	2531742955524017033	0 38 86 96 116 120 144 198 206 260 284 288 308 318 366 404	167455418440
SPT(16)	2531742958442074187	0 2 20 32 110 132 182 186 236 240 290 312 390 402 420 422	170373475594
SPT(16)	2531742969610279037	0 56 110 186 222 260 294 312 464 482 516 554 590 666 720 776	181541680444
SPT(18)	2531743265634850013	0 24 26 48 60 126 138 140 180 194 234 236 248 314 326 348 350 374	477566251420