Prime p₀= 86243051596871809 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 28 20 24 66 82 30 2 30 82 66 24 20 28 (?)
a_n: 0 28 48 72 138 220 250 252 282 364 430 454 474 502
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: 502
Found by: Paul
db: batch=67, k=14, 28 20 24 66 82 30 2

SPT(14)	86243008272566251	0 18 30 42 66 88 100 108 120 142 166 178 190 208	-43324305558
TPT(12)	86243013764912699	0 2 48 50 78 80 102 104 120 122 198 200	-37831959110
SPT(16)	86243019142383227	0 26 36 66 90 122 150 152 174 176 204 236 260 290 300 326	-32454488582
SPT(14)	86243022928451111	0 6 8 42 56 90 98 150 158 192 206 240 242 248	-28668420698
SPT(14)	86243034990423863	0 84 104 156 186 194 206 258 270 278 308 360 380 464	-16606447946
SPT(14)	86243040691834487	0 54 62 90 104 116 186 230 300 312 326 354 362 416	-10905037322
SPT(14)	86243051732460071	0 8 42 80 158 212 228 260 276 330 408 446 480 488	135588262
SPT(14)	86243064275700097	0 24 30 34 90 112 132 184 204 226 282 286 292 316	12678828288
SPT(14)	86243064941418883	0 84 120 130 144 180 198 346 364 400 414 424 460 544	13344547074
SPT(16)	86243067038369231	0 8 26 42 50 72 86 92 96 102 116 138 146 162 180 188	15441497422
SPT(14)	86243083549894561	0 78 136 142 166 168 192 196 220 222 246 252 310 388	31953022752