Prime p₀= 151017254462546999 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 20 4 50 6 28 6 20 6 28 6 50 4 20 (?)
a_n: 0 20 24 74 80 108 114 134 140 168 174 224 228 248
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: 248
Found by: LCB001
db: batch=67, k=14, 20 4 50 6 28 6 20

SPT(14)	151017099116308729	0 22 40 52 58 64 78 184 198 204 210 222 240 262	-155346238270
SPT(14)	151017149157373657	0 6 22 64 90 96 120 166 190 196 222 264 280 286	-105305173342
SPT(14)	151017197067920891	0 8 26 38 80 120 126 152 158 198 240 252 270 278	-57394626108
SPT(14)	151017205023768493	0 18 46 70 106 154 168 286 300 348 384 408 436 454	-49438778506
SPT(14)	151017225043518599	0 30 50 62 72 98 140 162 204 230 240 252 272 302	-29419028400
SPT(14)	151017253850089927	0 10 94 130 150 154 174 256 276 280 300 336 420 430	-612457072
TPT(12)	151017258957215171	0 2 48 50 78 80 138 140 210 212 360 362	4494668172
SPT(14)	151017263562674351	0 20 30 72 86 126 138 140 152 192 206 248 258 278	9100127352
SPT(14)	151017266046579001	0 10 46 60 88 102 132 136 166 180 208 222 258 268	11584032002
SPT(14)	151017269899425077	0 32 36 44 56 84 96 200 212 240 252 260 264 296	15436878078
SPT(14)	151017293308919099	0 20 30 54 90 104 150 212 258 272 308 332 342 362	38846372100