Prime p₀= 816450650502258823 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 6 58 20 16 60 8 22 14 22 8 60 16 20 58 6 (?)
a_n: 0 6 64 84 100 160 168 190 204 226 234 294 310 330 388 394
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: 394
Found by: [SG]FX
db: batch=73, k=16, 6 58 20 16 60 8 22 14

SPT(16)	816450076350721697	0 14 80 96 104 122 134 140 216 222 234 252 260 276 342 356	-574151537126
SPT(16)	816450569235677501	0 6 42 56 66 80 116 146 402 432 468 482 492 506 542 548	-81266581322
SPT(16)	816450583498657447	0 36 70 90 96 114 126 156 214 244 256 274 280 300 334 370	-67003601376
STPT(10)	816450584324370407	0 2 24 26 42 44 60 62 84 86	-66177888416
SPT(16)	816450594042797521	0 58 66 100 112 132 178 208 210 240 286 306 318 352 360 418	-56459461302
SPT(16)	816450606614858291	0 6 30 32 48 60 138 156 182 200 278 290 306 308 332 338	-43887400532
SPT(16)	816451046825810399	0 14 42 44 68 80 90 98 204 212 222 234 258 260 288 302	396323551576
SPT(16)	816451354731349801	0 6 36 46 52 168 190 220 228 258 280 396 402 412 442 448	704229090978
SPT(16)	816451485602394617	0 122 126 156 174 206 264 276 380 392 450 482 500 530 534 656	835100135794
SPT(16)	816451521551750443	0 16 24 60 144 154 186 196 234 244 276 286 370 406 414 430	871049491620
SPT(16)	816451808117880379	0 4 48 58 60 70 100 102 130 132 162 172 174 184 228 232	1157615621556