Prime p₀= 44420001961683197 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 12 2 6 24 6 4 26 4 6 24 6 2 12 (?)
a_n: 0 12 14 20 44 50 54 80 84 90 114 120 122 134
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: 134
Found by: stoneageman
db: batch=65, k=14, 12 2 6 24 6 4 26

TPT(12)	44419948368000299	0 2 48 50 90 92 120 122 162 164 180 182	-53593682898
SPT(16)	44419957497512977	0 30 46 52 66 76 90 112 150 172 186 196 210 216 232 262	-44464170220
SPT(14)	44419958626127983	0 10 48 78 90 96 114 160 178 184 196 226 264 274	-43335555214
SPT(14)	44419960884760583	0 24 80 84 104 110 114 146 150 156 176 180 236 260	-41076922614
SPT(14)	44419981112068201	0 28 40 58 66 82 96 112 126 142 150 168 180 208	-20849614996
SPT(14)	44419985712471737	0 12 32 60 90 92 134 222 264 266 296 324 344 356	-16249211460
SPT(14)	44420016143156321	0 38 66 72 92 96 122 126 152 156 176 182 210 248	14181473124
TPT(12)	44420025867515321	0 2 36 38 48 50 60 62 78 80 90 92	23905832124
SPT(14)	44420030383611581	0 32 66 102 140 152 180 212 240 252 290 326 360 392	28421928384
SPT(14)	44420034802488091	0 10 18 22 36 52 60 88 96 112 126 130 138 148	32840804894
SPT(14)	44420035482119263	0 30 40 64 106 126 136 168 178 198 240 264 274 304	33520436066