Prime p₀= 199246817868726643 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 4 6 18 8 42 16 26 16 42 8 18 6 4 (?)
a_n: 0 4 10 28 36 78 94 120 136 178 186 204 210 214
All 14 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 214
Found by: arkiss
db: batch=69, k=14, 4 6 18 8 42 16 26

SPT(14)	199246682754678289	0 12 24 34 54 58 100 132 174 178 198 208 220 232	-135114048354
SPT(14)	199246713661376237	0 24 30 44 50 62 80 96 114 126 132 146 152 176	-104207350406
SPT(14)	199246730754673907	0 2 26 30 62 92 116 156 180 210 242 246 270 272	-87114052736
SPT(16)	199246755076573447	0 6 52 94 144 166 174 210 256 292 300 322 372 414 460 466	-62792153196
SPT(14)	199246769484666697	0 16 24 36 72 106 156 160 210 244 280 292 300 316	-48384059946
SPT(14)	199246773311480927	0 30 50 54 102 134 152 162 180 212 260 264 284 314	-44557245716
SPT(14)	199246824612468427	0 12 34 42 70 82 90 196 204 216 244 252 274 286	6743741784
TPT(12)	199246838014521137	0 2 192 194 222 224 240 242 324 326 414 416	20145794494
SPT(14)	199246840412921551	0 18 42 46 66 96 108 250 262 292 312 316 340 358	22544194908
SPT(20)	199246859311552861	0 22 30 70 100 160 162 198 210 238 330 358 370 406 408 468 498 538 546 568	41442826218
SPT(14)	199246904376097909	0 4 22 24 78 88 90 172 174 184 238 240 258 262	86507371266