Prime p₀= 45512587138259897 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 14 22 20 18 10 38 22 38 10 18 20 22 14 (?)
a_n: 0 14 36 56 74 84 122 144 182 192 210 230 252 266
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: 266
Found by: TBox0194
db: batch=65, k=14, 14 22 20 18 10 38 22

SPT(14)	45512526833831263	0 76 94 96 108 114 120 154 160 166 178 180 198 274	-60304428634
SPT(14)	45512534753814679	0 4 18 22 70 78 102 130 154 162 210 214 228 232	-52384445218
SPT(16)	45512555952535417	0 16 22 40 54 72 124 142 144 162 214 232 246 264 270 286	-31185724480
SPT(14)	45512556379000637	0 36 50 56 80 86 114 182 210 216 240 246 260 296	-30759259260
SPT(14)	45512563083282101	0 32 36 50 56 66 72 86 92 102 108 122 126 158	-24054977796
SPT(14)	45512575487441537	0 24 62 72 96 102 116 180 194 200 224 234 272 296	-11650818360
SPT(14)	45512596955151653	0 26 54 74 90 96 140 150 194 200 216 236 264 290	9816891756
SPT(14)	45512614425438317	0 2 6 36 66 80 92 210 222 236 266 296 300 302	27287178420
SPT(14)	45512620553496757	0 16 40 84 90 100 114 166 180 190 196 240 264 280	33415236860
SPT(14)	45512651069316121	0 28 36 40 48 96 106 150 160 208 216 220 228 256	63931056224
SPT(14)	45512657029373881	0 22 28 36 72 102 112 156 166 196 232 240 246 268	69891113984