Prime p₀= 2712217155578341487 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 26 16 2 40 12 78 42 14 42 78 12 40 2 16 26 (?)
a_n: 0 26 42 44 84 96 174 216 230 272 350 362 402 404 420 446
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: 446
Found by: LCB001
db: batch=82, k=16, 26 16 2 40 12 78 42 14

SPT(16)	2712214951403325253	0 4 40 96 124 138 184 208 216 240 286 300 328 384 420 424	-2204175016234
SPT(16)	2712215044619799701	0 2 8 26 30 38 80 108 140 168 210 218 222 240 246 248	-2110958541786
SPT(16)	2712215485587198917	0 44 60 74 84 86 96 110 120 134 144 146 156 170 186 230	-1669991142570
SPT(16)	2712215777748294197	0 66 122 134 210 224 242 246 290 294 312 326 402 414 470 536	-1377830047290
SPT(16)	2712216153361404449	0 2 8 50 60 74 92 114 158 180 198 212 222 264 270 272	-1002216937038
SPT(16)	2712217067513699399	0 8 44 54 68 84 90 104 114 128 134 150 164 174 210 218	-88064642088
SPT(16)	2712217219445478721	0 22 72 78 96 106 126 130 138 142 162 172 190 196 246 268	63867137234
SPT(16)	2712217427748734341	0 18 22 46 60 88 90 118 120 148 150 178 192 216 220 238	272170392854
SPT(16)	2712217583575641727	0 4 22 46 66 70 102 106 150 154 186 190 210 234 252 256	427997300240
STPT(10)	2712217682699984267	0 2 12 14 42 44 72 74 84 86	527121642780
SPT(16)	2712217764871146617	0 50 60 66 92 164 182 192 194 204 222 294 320 326 336 386	609292805130