Prime p₀= 66656905798739747 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 12 20 12 22 36 24 14 24 36 22 12 20 12 (?)
a_n: 0 12 32 44 66 102 126 140 164 200 222 234 254 266
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: 266
Found by: LCB001
db: batch=67, k=14, 12 20 12 22 36 24 14

SPT(14)	66656817604927793	0 14 38 48 90 104 138 236 270 284 326 336 360 374	-88193811954
SPT(14)	66656826403099441	0 28 42 70 78 108 178 192 262 292 300 328 342 370	-79395640306
SPT(14)	66656844380350111	0 18 30 46 108 112 118 150 156 160 222 238 250 268	-61418389636
SPT(14)	66656854331246051	0 6 36 42 66 78 132 176 230 242 266 272 302 308	-51467493696
SPT(14)	66656863840734301	0 10 28 36 58 70 72 136 138 150 172 180 198 208	-41958005446
SPT(16)	66656869977774001	0 6 16 22 70 132 142 168 190 216 226 288 336 342 352 358	-35820965746
TPT(12)	66656914847008217	0 2 12 14 90 92 114 116 240 242 312 314	9048268470
SPT(14)	66656921287545271	0 12 46 72 78 100 130 138 168 190 196 222 256 268	15488805524
SPT(14)	66656922607088963	0 18 30 66 80 108 156 158 206 234 248 284 296 314	16808349216
SPT(14)	66656922732961619	0 32 42 60 78 80 108 182 210 212 230 248 258 290	16934221872
SPT(14)	66656933696688047	0 6 66 74 114 140 144 212 216 242 282 290 350 356	27897948300