Prime p₀= 2077527324412017197 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 54 2 18 28 12 56 60 76 60 56 12 28 18 2 54 (?)
a_n: 0 54 56 74 102 114 170 230 306 366 422 434 462 480 482 536
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: 536
Found by: arkiss
db: batch=80, k=16, 54 2 18 28 12 56 60 76

SPT(16)	2077525401462997271	0 30 36 120 146 156 168 170 258 260 272 282 308 392 398 428	-1922949019926
SPT(16)	2077526065589259133	0 4 30 34 36 60 90 144 160 214 244 268 270 274 300 304	-1258822758064
SPT(16)	2077526616333431981	0 32 56 72 168 170 176 186 242 252 258 260 356 372 396 428	-708078585216
SPT(16)	2077526831645541119	0 12 18 48 54 90 104 114 128 138 152 188 194 224 230 242	-492766476078
SPT(16)	2077526978663079947	0 2 24 66 84 104 150 174 212 236 282 302 320 362 384 386	-345748937250
SPT(16)	2077527000210678283	0 16 54 124 154 186 220 234 436 450 484 516 546 616 654 670	-324201338914
SPT(16)	2077527396799335431	0 30 86 98 108 110 122 150 188 216 228 230 240 252 308 338	72387318234
STPT(10)	2077527550567158617	0 2 42 44 72 74 102 104 144 146	226155141420
STPT(10)	2077527798716348117	0 2 60 62 72 74 84 86 144 146	474304330920
SPT(16)	2077527992209155397	0 36 106 114 136 150 190 196 240 246 286 300 322 330 400 436	667797138200
STPT(10)	2077528418082878819	0 2 42 44 60 62 78 80 120 122	1093670861622