Prime p₀= 568833919745251483 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 10 20 30 18 10 38 4 38 10 18 30 20 10 (?)
a_n: 0 10 30 60 78 88 126 130 168 178 196 226 246 256
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: 256
Found by: schoussi
db: batch=71, k=14, 10 20 30 18 10 38 4

SPT(14)	568833871410258001	0 28 30 42 52 72 78 190 196 216 226 238 240 268	-48334993482
SPT(14)	568833880683512021	0 36 48 86 110 146 152 156 162 198 222 260 272 308	-39061739462
SPT(14)	568833890263073833	0 88 138 156 180 186 198 238 250 256 280 298 348 436	-29482177650
SPT(14)	568833892125864401	0 32 80 98 122 168 218 270 320 366 390 408 456 488	-27619387082
SPT(14)	568833900746433503	0 24 26 48 54 68 90 164 186 200 206 228 230 254	-18998817980
SPT(14)	568833903541394789	0 12 110 140 174 194 224 228 258 278 312 342 440 452	-16203856694
SPT(14)	568833936563735351	0 20 42 56 78 80 138 260 318 320 342 356 378 398	16818483868
SPT(14)	568833962301026351	0 80 86 108 140 150 152 156 158 168 200 222 228 308	42555774868
SPT(14)	568833977440348943	0 36 50 78 86 114 116 138 140 168 176 204 218 254	57695097460
SPT(14)	568833987175216639	0 70 118 144 184 198 214 258 274 288 328 354 402 472	67429965156
TPT(12)	568833987808061639	0 2 30 32 138 140 228 230 240 242 252 254	68062810156