Prime p₀= 497352992254774673 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 8 16 2 52 18 54 44 54 18 52 2 16 8 (?)
a_n: 0 8 24 26 78 96 150 194 248 266 318 320 336 344
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: 344
Found by: mcf2020
db: batch=70, k=14, 8 16 2 52 18 54 44

SPT(16)	497352884734021367	0 30 32 72 74 84 164 242 282 360 440 450 452 492 494 524	-107520753306
SPT(14)	497352893450831141	0 42 66 78 80 86 120 128 162 168 170 182 206 248	-98803943532
SPT(14)	497352897225821029	0 40 42 60 108 130 138 142 150 172 220 238 240 280	-95028953644
TPT(12)	497352903750407867	0 2 162 164 180 182 324 326 414 416 420 422	-88504366806
SPT(14)	497352971659492667	0 6 42 54 80 90 92 264 266 276 302 314 350 356	-20595282006
SPT(14)	497352989599440589	0 4 10 52 60 70 82 102 114 124 132 174 180 184	-2655334084
SPT(14)	497352992872981807	0 16 22 42 52 72 100 156 184 204 214 234 240 256	618207134
SPT(14)	497352996220567339	0 40 58 124 130 132 144 208 220 222 228 294 312 352	3965792666
SPT(14)	497353009116453419	0 18 42 90 132 138 140 150 152 158 200 248 272 290	16861678746
SPT(14)	497353011123292097	0 30 96 174 204 212 222 254 264 272 302 380 446 476	18868517424
TPT(12)	497353034822645801	0 2 60 62 156 158 216 218 228 230 270 272	42567871128