Prime p₀= 578326480134690961 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 36 34 20 10 12 60 98 60 12 10 20 34 36 (?)
a_n: 0 36 70 90 100 112 172 270 330 342 352 372 406 442
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: 442
Found by: marsinph
db: batch=71, k=14, 36 34 20 10 12 60 98

SPT(14)	578326423010902523	0 48 60 66 80 86 116 138 168 174 188 194 206 254	-57123788438
TPT(12)	578326433307658907	0 2 42 44 132 134 180 182 210 212 240 242	-46827032054
SPT(14)	578326439279759123	0 66 90 104 116 144 156 158 170 198 210 224 248 314	-40854931838
SPT(14)	578326441232393927	0 14 20 24 50 110 170 216 276 336 362 366 372 386	-38902297034
SPT(14)	578326476043950383	0 14 24 38 78 80 84 164 168 170 210 224 234 248	-4090740578
SPT(14)	578326476976829369	0 8 42 54 90 104 174 188 258 272 308 320 354 362	-3157861592
SPT(14)	578326483393025399	0 8 42 44 74 92 102 110 120 138 168 170 204 212	3258334438
SPT(14)	578326501655307919	0 10 48 54 78 82 112 120 150 154 178 184 222 232	21520616958
SPT(14)	578326505854602653	0 14 38 44 54 74 96 98 120 140 150 156 180 194	25719911692
SPT(16)	578326521005724731	0 18 30 36 66 78 116 122 126 132 170 182 212 218 230 248	40871033770
SPT(14)	578326549859399779	0 22 72 118 132 142 148 174 180 190 204 250 300 322	69724708818