Prime p₀= 3016114091000919509 starts a Symmetric tuple of 12 consecutive primes, which form 6 twin primes (STPT).
d_n: 0 2 40 2 106 2 130 2 106 2 40 2 (?)
a_n: 0 2 42 44 150 152 282 284 390 392 432 434
All 12 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 434
Found by: herby44
db: batch=82, k=12, 2 40 2 106 2 130

SPT(16)	3016112469646524697	0 10 130 142 154 184 232 262 282 312 360 390 402 414 534 544	-1621354394812
SPT(16)	3016112630552458681	0 48 66 76 96 118 166 208 210 252 300 322 342 352 370 418	-1460448460828
SPT(16)	3016113007575084467	0 72 116 134 180 200 204 206 240 242 246 266 312 330 374 446	-1083425835042
TPT(14)	3016113253454058617	0 2 30 32 60 62 144 146 252 254 270 272 312 314	-837546860892
SPT(16)	3016113635385576703	0 54 66 70 106 120 124 126 148 150 154 168 204 208 220 274	-455615342806
SPT(16)	3016113942869790811	0 10 46 76 90 102 130 132 136 138 166 178 192 222 258 268	-148131128698
SPT(16)	3016114430207234999	0 12 14 44 90 152 170 174 188 192 210 272 318 348 350 362	339206315490
SPT(16)	3016114730086145827	0 10 66 76 90 130 184 210 226 252 306 346 360 370 426 436	639085226318
STPT(10)	3016115101045580291	0 2 6 8 18 20 30 32 36 38	1010044660782
SPT(16)	3016115107133409917	0 6 20 42 56 86 116 206 216 306 336 366 380 402 416 422	1016132490408
STPT(10)	3016115181582943199	0 2 12 14 90 92 168 170 180 182	1090582023690