Prime p₀= 492040631726424983 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 14 10 6 56 4 56 22 56 4 56 6 10 14 (?)
a_n: 0 14 24 30 86 90 146 168 224 228 284 290 300 314
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: 314
Found by: amazing
db: batch=70, k=14, 14 10 6 56 4 56 22

SPT(14)	492040549271830901	0 12 60 90 122 140 168 170 198 216 248 278 326 338	-82454594082
SPT(14)	492040554799841897	0 12 42 72 90 132 150 152 170 212 230 260 290 302	-76926583086
SPT(14)	492040555609920631	0 70 88 90 132 156 216 292 352 376 418 420 438 508	-76116504352
SPT(14)	492040599257668249	0 10 12 22 42 52 64 150 162 172 192 202 204 214	-32468756734
SPT(14)	492040622764213637	0 2 14 20 32 60 86 90 116 144 156 162 174 176	-8962211346
SPT(14)	492040629150475651	0 10 46 52 70 100 142 156 198 228 246 252 288 298	-2575949332
SPT(14)	492040652983032631	0 70 78 88 90 102 136 252 286 298 300 310 318 388	21256607648
SPT(14)	492040663425626509	0 10 60 78 82 102 172 270 340 360 364 382 432 442	31699201526
SPT(14)	492040670364049757	0 30 74 86 132 140 156 170 186 194 240 252 296 326	38637624774
SPT(14)	492040677737228621	0 18 36 50 80 86 122 156 192 198 228 242 260 278	46010803638
SPT(14)	492040695650421139	0 10 54 82 88 94 112 120 138 144 150 178 222 232	63923996156