Prime p₀= 45557779302099893 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 56 34 8 40 32 60 16 60 32 40 8 34 56 (?)
a_n: 0 56 90 98 138 170 230 246 306 338 378 386 420 476
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: 476
Found by: davidBAM
db: batch=65, k=14, 56 34 8 40 32 60 16

TPT(12)	45557737270541591	0 2 60 62 186 188 210 212 258 260 270 272	-42031558302
TPT(12)	45557744115895589	0 2 12 14 30 32 48 50 90 92 270 272	-35186204304
SPT(14)	45557753483521481	0 56 60 80 96 102 116 192 206 212 228 248 252 308	-25818578412
SPT(14)	45557757376110071	0 2 80 86 96 102 138 170 206 212 222 228 306 308	-21925989822
SPT(14)	45557758884997687	0 4 54 70 100 130 136 144 150 180 210 226 276 280	-20417102206
SPT(14)	45557771273506909	0 42 72 82 124 174 198 214 238 288 330 340 370 412	-8028592984
SPT(14)	45557807771732507	0 6 14 62 66 80 102 254 276 290 294 342 350 356	28469632614
SPT(14)	45557810149626427	0 22 42 90 112 130 132 142 144 162 184 232 252 274	30847526534
SPT(14)	45557811038196421	0 12 42 70 72 112 118 132 138 178 180 208 238 250	31736096528
SPT(14)	45557826014565217	0 22 52 66 112 124 150 196 222 234 280 294 324 346	46712465324
SPT(14)	45557832774884333	0 8 36 38 60 78 80 114 116 134 156 158 186 194	53472784440