Prime p₀= 4831264728096973 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 18 6 22 14 18 18 22 18 18 14 22 6 18 (?)
a_n: 0 18 24 46 60 78 96 118 136 154 168 190 196 214
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: 214
Found by: [SG-2W]Kurzer
db: batch=61, k=14, 18 6 22 14 18 18 22

SPT(14)	4831227671244677	0 42 44 50 104 110 114 152 156 162 216 222 224 266	-37056852296
TPT(12)	4831235245343207	0 2 30 32 54 56 114 116 120 122 150 152	-29482753766
SPT(16)	4831250210140577	0 2 44 54 84 86 90 110 126 146 150 152 182 192 234 236	-14517956396
SPT(14)	4831251323487353	0 18 30 44 48 56 66 98 108 116 120 134 146 164	-13404609620
SPT(14)	4831255927181231	0 42 62 66 72 80 92 120 132 140 146 150 170 212	-8800915742
SPT(14)	4831261547410343	0 8 26 50 78 84 90 134 140 146 174 198 216 224	-3180686630
SPT(14)	4831266471345427	0 12 22 42 124 142 166 210 234 252 334 354 364 376	1743248454
SPT(14)	4831270929148373	0 14 56 86 108 110 180 194 264 266 288 318 360 374	6201051400
SPT(14)	4831271074350841	0 18 22 30 42 112 120 148 156 226 238 246 250 268	6346253868
SPT(14)	4831273893145351	0 16 18 40 60 88 100 108 120 148 168 190 192 208	9165048378
SPT(14)	4831289155189579	0 52 54 102 132 144 174 298 328 340 370 418 420 472	24427092606