Prime p₀= 491126092802511823 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 10 86 64 18 8 22 20 22 8 18 64 86 10 (?)
a_n: 0 10 96 160 178 186 208 228 250 258 276 340 426 436
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: 436
Found by: modesti
db: batch=70, k=14, 10 86 64 18 8 22 20

SPT(14)	491125979091871777	0 40 42 54 124 136 142 174 180 192 262 274 276 316	-113710640046
SPT(14)	491125987589865697	0 46 82 112 144 150 166 180 196 202 234 264 300 346	-105212646126
SPT(14)	491125993579047481	0 28 72 76 90 102 142 156 196 208 222 226 270 298	-99223464342
SPT(14)	491126083164605179	0 48 70 78 84 88 100 132 144 148 154 162 184 232	-9637906644
SPT(14)	491126083175709727	0 40 64 84 100 132 160 204 232 264 280 300 324 364	-9626802096
SPT(16)	491126085978510497	0 42 60 72 116 140 146 170 216 240 246 270 314 326 344 386	-6824001326
SPT(14)	491126094160532071	0 16 22 36 42 52 66 82 96 106 112 126 132 148	1358020248
SPT(16)	491126103616397629	0 84 94 100 150 160 178 184 354 360 378 388 438 444 454 538	10813885806
SPT(14)	491126105403429073	0 4 18 28 48 78 88 156 166 196 216 226 240 244	12600917250
SPT(14)	491126116750284551	0 2 20 78 90 176 188 210 222 308 320 378 396 398	23947772728
TPT(12)	491126126410179287	0 2 42 44 210 212 264 266 294 296 390 392	33607667464