Prime p₀= 105644762636142623 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 50 10 18 2 84 10 20 10 84 2 18 10 50 (?)
a_n: 0 50 60 78 80 164 174 194 204 288 290 308 318 368
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: 368
Found by: RFGuy_KCCO
db: batch=67, k=14, 50 10 18 2 84 10 20

SPT(14)	105644746651506173	0 68 90 96 140 146 168 278 300 306 350 356 378 446	-15984636450
SPT(14)	105644747181575851	0 6 28 88 130 132 142 186 196 198 240 300 322 328	-15454566772
SPT(14)	105644748458859949	0 42 52 70 78 82 108 124 150 154 162 180 190 232	-14177282674
TPT(12)	105644750359085321	0 2 18 20 126 128 138 140 156 158 228 230	-12277057302
SPT(14)	105644752547765671	0 16 30 36 48 60 66 70 76 88 100 106 120 136	-10088376952
SPT(14)	105644762473709059	0 24 54 72 138 142 174 178 210 214 280 298 328 352	-162433564
SPT(14)	105644770831768019	0 24 42 60 90 92 104 180 192 194 224 242 260 284	8195625396
SPT(14)	105644775680926949	0 8 42 48 68 78 90 152 164 174 194 200 234 242	13044784326
STPT(10)	105644777788480727	0 2 30 32 42 44 54 56 84 86	15152338104
SPT(14)	105644794901669831	0 20 38 42 48 68 78 110 120 140 146 150 168 188	32265527208
SPT(14)	105644797551885283	0 60 108 136 150 178 196 378 396 424 438 466 514 574	34915742660