Prime p₀= 383814677719595567 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 2 10 14 28 66 12 2 12 66 28 14 10 2 (?)
a_n: 0 2 12 26 54 120 132 134 146 212 240 254 264 266
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: arkiss
db: batch=70, k=14, 2 10 14 28 66 12 2

SPT(14)	383814597763685941	0 6 12 30 46 58 100 168 210 222 238 256 262 268	-79955909626
SPT(14)	383814607840411313	0 126 146 194 200 210 224 360 374 384 390 438 458 584	-69879184254
SPT(14)	383814628746557501	0 30 98 122 128 146 150 188 192 210 216 240 308 338	-48973038066
SPT(14)	383814638440231841	0 56 72 90 96 108 138 140 170 182 188 206 222 278	-39279363726
SPT(14)	383814652038510397	0 12 42 46 52 84 130 216 262 294 300 304 334 346	-25681085170
SPT(14)	383814655786546643	0 74 86 138 158 180 200 204 224 246 266 318 330 404	-21933048924
SPT(14)	383814685192522567	0 16 34 76 84 112 124 132 144 172 180 222 240 256	7472927000
SPT(14)	383814687236737441	0 10 72 112 138 196 202 276 282 340 366 406 468 478	9517141874
SPT(14)	383814690640993831	0 6 22 36 42 60 70 108 118 136 142 156 172 178	12921398264
SPT(14)	383814719829868927	0 10 36 46 70 94 112 144 162 186 210 220 246 256	42110273360
SPT(14)	383814722415315403	0 4 10 70 76 88 94 150 156 168 174 234 240 244	44695719836