Prime p₀= 1620715490814367039 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 100 12 8 4 6 8 16 44 16 8 6 4 8 12 100 (?)
a_n: 0 100 112 120 124 130 138 154 198 214 222 228 232 240 252 352
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: 352
Found by: xii5ku
db: batch=78, k=16, 100 12 8 4 6 8 16 44

SPT(16)	1620714339171051301	0 16 36 90 100 102 112 168 190 246 256 258 268 322 342 358	-1151643315738
SPT(16)	1620714517531776203	0 80 138 164 188 210 248 260 318 330 368 390 414 440 498 578	-973282590836
SPT(16)	1620714609986193221	0 80 120 126 146 168 180 188 210 218 230 252 272 278 318 398	-880828173818
SPT(16)	1620714746062578349	0 10 24 28 54 88 100 108 130 138 150 184 210 214 228 238	-744751788690
SPT(16)	1620714981134555899	0 4 24 82 88 112 160 228 244 312 360 384 390 448 468 472	-509679811140
SPT(16)	1620715285559838959	0 60 84 98 102 122 150 194 318 362 390 410 414 428 452 512	-205254528080
SPT(16)	1620715526774982457	0 22 24 40 42 52 102 150 184 232 282 292 294 310 312 334	35960615418
SPT(16)	1620716081387290757	0 2 60 104 150 174 240 242 282 284 350 374 420 464 522 524	590572923718
SPT(16)	1620717114036168241	0 22 42 52 88 100 112 162 178 228 240 252 288 298 318 340	1623221801202
SPT(16)	1620717138703802287	0 10 12 22 36 42 46 52 114 120 124 130 144 154 156 166	1647889435248
SPT(20)	1620718344659021137	0 54 96 106 154 186 190 204 214 220 330 336 346 360 364 396 444 454 496 550	2853844654098