Prime p₀= 169897592466141313 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 46 2 42 10 30 50 64 50 30 10 42 2 46 (?)
a_n: 0 46 48 90 100 130 180 244 294 324 334 376 378 424
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: 424
Found by: Dario666
db: batch=67, k=14, 46 2 42 10 30 50 64

SPT(16)	169897452129145439	0 18 30 48 62 80 98 108 122 132 150 168 182 200 212 230	-140336995874
TPT(12)	169897462067715839	0 2 18 20 42 44 72 74 78 80 90 92	-130398425474
SPT(14)	169897480369532389	0 12 40 42 88 90 102 160 172 174 220 222 250 262	-112096608924
SPT(14)	169897504362477971	0 6 78 80 146 150 156 302 308 312 378 380 452 458	-88103663342
SPT(14)	169897557752851129	0 10 24 64 108 130 144 298 312 334 378 418 432 442	-34713290184
SPT(14)	169897568316580919	0 2 48 80 92 114 132 170 188 210 222 254 300 302	-24149560394
SPT(14)	169897596243794479	0 22 42 48 60 142 168 202 228 310 322 328 348 370	3777653166
SPT(14)	169897615540324297	0 22 52 82 90 112 136 150 174 196 204 234 264 286	23074182984
SPT(14)	169897651788905459	0 12 24 30 68 74 80 132 138 144 182 188 200 212	59322764146
SPT(14)	169897654474240373	0 6 18 24 48 66 74 150 158 176 200 206 218 224	62008099060
SPT(14)	169897660700159611	0 10 36 66 88 108 112 126 130 150 172 202 228 238	68234018298