Prime p₀= 95651648166559231 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 6 30 12 12 6 24 16 24 6 12 12 30 6 (?)
a_n: 0 6 36 48 60 66 90 106 130 136 148 160 190 196
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: 196
Found by: LCB001
db: batch=67, k=14, 6 30 12 12 6 24 16

SPT(14)	95651599363654331	0 12 26 32 98 116 128 240 252 270 336 342 356 368	-48802904900
SPT(14)	95651611955557253	0 26 30 38 50 78 96 98 116 144 156 164 168 194	-36211001978
SPT(16)	95651618689191949	0 28 40 48 72 102 108 150 202 244 250 280 304 312 324 352	-29477367282
SPT(14)	95651625099563669	0 14 30 42 44 48 68 114 134 138 140 152 168 182	-23066995562
SPT(14)	95651644972688461	0 12 42 60 76 90 112 150 172 186 202 220 250 262	-3193870770
SPT(14)	95651645471539571	0 38 50 60 78 86 110 168 192 200 218 228 240 278	-2695019660
SPT(14)	95651666570764757	0 32 56 74 110 146 162 164 180 216 252 270 294 326	18404205526
SPT(14)	95651670203881543	0 10 30 34 64 148 154 240 246 330 360 364 384 394	22037322312
SPT(14)	95651689211116561	0 6 40 76 78 90 102 106 118 130 132 168 202 208	41044557330
SPT(14)	95651703340903091	0 32 132 170 182 188 210 218 240 246 258 296 396 428	55174343860
SPT(14)	95651704546758253	0 10 36 66 78 106 108 166 168 196 208 238 264 274	56380199022