Prime p₀= 2901547503354474323 starts a Symmetric tuple of 18 consecutive primes (SPT).
d_n: 0 6 20 18 66 4 14 66 22 32 22 66 14 4 66 18 20 6 (?)
a_n: 0 6 26 44 110 114 128 194 216 248 270 336 350 354 420 438 458 464
All 18 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 464
Found by: conf [MM]
db: batch=82, k=18, 6 20 18 66 4 14 66 22 32

SPT(16)	2901544689872956801	0 22 70 78 90 126 160 238 240 318 352 388 400 408 456 478	-2813481517522
STPT(10)	2901544829882341439	0 2 18 20 30 32 42 44 60 62	-2673472132884
SPT(16)	2901545173762515127	0 12 16 24 42 66 70 96 100 126 130 154 172 180 184 196	-2329591959196
SPT(16)	2901545341178865721	0 6 16 40 46 48 60 88 198 226 238 240 246 270 280 286	-2162175608602
SPT(16)	2901545394254522549	0 20 50 120 134 140 188 290 312 414 462 468 482 552 582 602	-2109099951774
TPT(14)	2901545945690392697	0 2 144 146 222 224 270 272 450 452 462 464 474 476	-1557664081626
SPT(16)	2901550272106110949	0 4 42 64 120 132 190 252 322 384 442 454 510 532 570 574	2768751636626
SPT(16)	2901550764949565959	0 10 18 28 70 88 270 294 304 328 510 528 570 580 588 598	3261595091636
STPT(10)	2901550766945065061	0 2 30 32 78 80 126 128 156 158	3263590590738
TPT(14)	2901551083198697357	0 2 42 44 84 86 114 116 162 164 192 194 240 242	3579844223034
SPT(16)	2901551762166539723	0 8 44 86 140 164 174 224 330 380 390 414 468 510 546 554	4258812065400