Prime p₀= 444121135973175943 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 10 50 24 22 14 10 44 10 14 22 24 50 10 (?)
a_n: 0 10 60 84 106 120 130 174 184 198 220 244 294 304
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: 304
Found by: amargo133
db: batch=70, k=14, 10 50 24 22 14 10 44

SPT(14)	444121040714386207	0 34 40 72 82 84 100 156 172 174 184 216 222 256	-95258789736
SPT(14)	444121051764479417	0 14 56 60 96 116 126 164 174 194 230 234 276 290	-84208696526
SPT(14)	444121099995917753	0 30 44 48 78 80 96 248 264 266 296 300 314 344	-35977258190
SPT(14)	444121102392884143	0 28 40 54 78 100 108 196 204 226 250 264 276 304	-33580291800
TPT(12)	444121102630153607	0 2 24 26 42 44 222 224 234 236 282 284	-33343022336
SPT(14)	444121103655269801	0 36 78 132 138 146 158 210 222 230 236 290 332 368	-32317906142
SPT(14)	444121136499360629	0 30 38 50 140 182 204 248 270 312 402 414 422 452	526184686
SPT(14)	444121138219375913	0 38 66 74 150 164 186 308 330 344 420 428 456 494	2246199970
SPT(14)	444121141304160979	0 18 24 40 54 58 70 138 150 154 168 184 190 208	5330985036
SPT(14)	444121153100877323	0 30 44 56 120 158 198 206 246 284 348 360 374 404	17127701380
SPT(14)	444121171066917521	0 6 8 20 36 72 92 156 176 212 228 240 242 248	35093741578