Prime p₀= 2556598522490874319 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 22 8 12 42 10 80 16 14 16 80 10 42 12 8 22 (?)
a_n: 0 22 30 42 84 94 174 190 204 220 300 310 352 364 372 394
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: LCB001
db: batch=82, k=16, 22 8 12 42 10 80 16 14

SPT(16)	2556596880485693711	0 30 72 162 200 206 212 242 246 276 282 288 326 416 458 488	-1642005180608
SPT(16)	2556597099126649451	0 12 56 108 120 122 126 176 222 272 276 278 290 342 386 398	-1423364224868
SPT(16)	2556597258113108047	0 4 34 66 84 94 96 102 154 160 162 172 190 222 252 256	-1264377766272
SPT(16)	2556597305868338303	0 26 30 48 90 156 198 266 270 338 380 446 488 506 510 536	-1216622536016
SPT(16)	2556597432310929247	0 30 42 60 94 120 132 136 210 214 226 252 286 304 316 346	-1090179945072
SPT(16)	2556598146089052397	0 40 54 66 72 90 100 160 216 276 286 304 310 322 336 376	-376401821922
SPT(16)	2556598576749299591	0 26 36 38 66 138 150 158 168 176 188 260 288 290 300 326	54258425272
TPT(14)	2556598706966777327	0 2 30 32 162 164 180 182 204 206 294 296 324 326	184475903008
SPT(16)	2556598903095610631	0 12 62 90 126 140 152 170 198 216 228 242 278 306 356 368	380604736312
STPT(10)	2556599868194392817	0 2 24 26 42 44 60 62 84 86	1345703518498
SPT(16)	2556600152158390763	0 8 14 18 54 78 90 200 204 314 326 350 386 390 396 404	1629667516444