Prime p₀= 469393876302248923 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 6 12 10 8 10 2 10 2 10 8 10 12 6 (?)
a_n: 0 6 18 28 36 46 48 58 60 70 78 88 100 106
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: 106
Found by: Cealor
db: batch=70, k=14, 6 12 10 8 10 2 10

SPT(16)	469393786835362243	0 30 46 64 114 150 154 156 178 180 184 220 270 288 304 334	-89466886680
SPT(14)	469393806426828443	0 54 68 96 110 140 168 206 234 264 278 306 320 374	-69875420480
SPT(14)	469393808954170327	0 6 30 34 42 54 96 100 142 154 162 166 190 196	-67348078596
SPT(14)	469393840285149431	0 12 42 66 68 122 150 158 186 240 242 266 296 308	-36017099492
SPT(20)	469393847319386281	0 48 78 88 90 166 180 208 232 246 262 276 300 328 342 418 420 430 460 508	-28982862642
SPT(14)	469393874097949901	0 2 6 8 78 86 90 158 162 170 240 242 246 248	-2204299022
SPT(14)	469393884655085969	0 8 24 42 68 78 122 150 194 204 230 248 264 272	8352837046
SPT(14)	469393892960806523	0 26 78 128 156 180 276 350 446 470 498 548 600 626	16658557600
SPT(14)	469393904563811609	0 20 32 98 114 120 140 162 182 188 204 270 282 302	28261562686
SPT(14)	469393914892154009	0 14 20 44 80 98 132 140 174 192 228 252 258 272	38589905086
SPT(14)	469393935929309437	0 16 54 70 82 106 112 114 120 144 156 172 210 226	59627060514