Prime p₀= 1248524092591129589 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 50 10 42 8 42 18 10 20 10 18 42 8 42 10 50 (?)
a_n: 0 50 60 102 110 152 170 180 200 210 228 270 278 320 330 380
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: 380
Found by: LCB001
db: batch=77, k=16, 50 10 42 8 42 18 10 20

TPT(14)	1248522700678790891	0 2 48 50 96 98 168 170 228 230 366 368 510 512	-1391912338698
SPT(16)	1248523010470394327	0 6 30 44 56 92 132 152 204 224 264 300 312 326 350 356	-1082120735262
SPT(16)	1248523071876428531	0 18 30 36 42 68 102 108 170 176 210 236 242 248 260 278	-1020714701058
SPT(16)	1248523379852069501	0 48 56 78 98 110 116 138 140 162 168 180 200 222 230 278	-712739060088
SPT(16)	1248523791392770253	0 8 30 48 50 60 140 176 180 216 296 306 308 326 348 356	-301198359336
SPT(16)	1248524083087959701	0 8 48 56 60 62 86 102 116 132 156 158 162 170 210 218	-9503169888
SPT(16)	1248524181449116259	0 50 84 122 132 140 168 188 204 224 252 260 270 308 342 392	88857986670
SPT(16)	1248524251035651067	0 4 22 60 64 100 130 142 174 186 216 252 256 294 312 316	158444521478
SPT(16)	1248524374625588587	0 4 16 42 70 72 112 142 174 204 244 246 274 300 312 316	282034458998
SPT(18)	1248524398871098177	0 36 70 100 136 180 190 234 240 286 292 336 346 390 426 456 490 526	306279968588
STPT(10)	1248524644819980557	0 2 12 14 42 44 72 74 84 86	552228850968