Prime p₀= 151015059226379653 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 60 10 8 18 18 4 8 4 18 18 8 10 60 (?)
a_n: 0 60 70 78 96 114 118 126 130 148 166 174 184 244
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: 244
Found by: stoneageman
db: batch=67, k=14, 60 10 8 18 18 4 8

SPT(14)	151015002407443927	0 4 36 70 112 120 132 154 166 174 216 250 282 286	-56818935726
SPT(14)	151015013742775583	0 8 66 78 90 98 108 146 156 164 176 188 246 254	-45483604070
SPT(14)	151015021455042617	0 20 92 104 116 126 176 270 320 330 342 354 426 446	-37771337036
SPT(16)	151015024358591233	0 10 24 58 96 120 148 150 154 156 184 208 246 280 294 304	-34867788420
SPT(14)	151015033560690841	0 10 12 28 40 42 70 138 166 168 180 196 198 208	-25665688812
SPT(14)	151015035709441531	0 12 66 78 102 106 118 180 192 196 220 232 286 298	-23516938122
SPT(14)	151015064799547007	0 2 42 72 86 170 174 272 276 360 374 404 444 446	5573167354
SPT(16)	151015074148644259	0 24 72 82 108 112 114 138 154 178 180 184 210 220 268 292	14922264606
SPT(14)	151015082979872651	0 30 60 78 80 92 168 200 276 288 290 308 338 368	23753492998
TPT(12)	151015098664656617	0 2 30 32 72 74 144 146 150 152 210 212	39438276964
SPT(14)	151015130890501063	0 4 30 36 46 54 88 96 130 138 148 154 180 184	71664121410