Prime p₀= 164833662800447099 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 44 6 22 18 38 6 4 6 38 18 22 6 44 (?)
a_n: 0 44 50 72 90 128 134 138 144 182 200 222 228 272
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: 272
Found by: arkiss
db: batch=67, k=14, 44 6 22 18 38 6 4

TPT(12)	164833618235964497	0 2 30 32 150 152 210 212 222 224 264 266	-44564482602
SPT(14)	164833622748463969	0 10 54 70 94 112 138 154 180 198 222 238 282 292	-40051983130
SPT(14)	164833623796424647	0 12 54 64 72 124 142 252 270 322 330 340 382 394	-39004022452
SPT(14)	164833640148448961	0 2 18 30 60 78 92 96 110 128 158 170 186 188	-22651998138
SPT(14)	164833642402683259	0 18 64 70 90 118 120 178 180 208 228 234 280 298	-20397763840
SPT(14)	164833661317226047	0 4 54 70 76 82 102 124 144 150 156 172 222 226	-1483221052
SPT(14)	164833674069501907	0 40 52 60 66 82 96 100 114 130 136 144 156 196	11269054808
SPT(14)	164833689916411081	0 16 18 76 82 102 132 166 196 216 222 280 282 298	27115963982
SPT(14)	164833691204840351	0 18 36 50 78 126 156 170 200 248 276 290 308 326	28404393252
SPT(14)	164833696064704189	0 40 54 102 112 118 130 132 144 150 160 208 222 262	33264257090
SPT(14)	164833724239478257	0 10 90 112 130 166 172 300 306 342 360 382 462 472	61439031158