Prime p₀= 406179919165832573 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 26 12 10 6 6 20 4 20 6 6 10 12 26 (?)
a_n: 0 26 38 48 54 60 80 84 104 110 116 126 138 164
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: 164
Found by: vinn@[CNT]
db: batch=70, k=14, 26 12 10 6 6 20 4

SPT(14)	406179885810056509	0 12 48 54 82 88 132 160 204 210 238 244 280 292	-33355776064
TPT(12)	406179885819865217	0 2 12 14 60 62 132 134 264 266 390 392	-33345967356
SPT(14)	406179887430919307	0 26 56 90 116 144 146 180 182 210 236 270 300 326	-31734913266
SPT(14)	406179900622030343	0 6 20 86 96 116 128 156 168 188 198 264 278 284	-18543802230
SPT(14)	406179906631421059	0 30 40 48 118 144 154 228 238 264 334 342 352 382	-12534411514
SPT(14)	406179908337820633	0 4 34 48 90 150 154 210 214 274 316 330 360 364	-10828011940
TPT(12)	406179940600275797	0 2 90 92 174 176 270 272 282 284 324 326	21434443224
SPT(14)	406179941151838169	0 8 30 42 50 60 78 122 140 150 158 170 192 200	21986005596
SPT(14)	406179962175398963	0 30 48 80 114 138 168 236 266 290 324 356 374 404	43009566390
SPT(14)	406179967251597181	0 58 90 118 132 142 168 172 198 208 222 250 282 340	48085764608
SPT(14)	406179990688461349	0 12 40 54 70 78 112 150 184 192 208 222 250 262	71522628776