Prime p₀= 119537272535282611 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 6 22 30 12 8 54 4 54 8 12 30 22 6 (?)
a_n: 0 6 28 58 70 78 132 136 190 198 210 240 262 268
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: 268
Found by: [SG-2W]Kurzer
db: batch=67, k=14, 6 22 30 12 8 54 4

SPT(14)	119537187765310741	0 6 10 66 72 82 132 136 186 196 202 258 262 268	-84769971870
SPT(14)	119537222224970461	0 88 90 130 148 192 196 252 256 300 318 358 360 448	-50310312150
TPT(12)	119537234840859971	0 2 18 20 36 38 48 50 78 80 156 158	-37694422640
TPT(12)	119537239132853327	0 2 30 32 42 44 90 92 102 104 162 164	-33402429284
SPT(14)	119537245010853739	0 24 58 60 82 102 154 168 220 240 262 264 298 322	-27524428872
SPT(14)	119537256100698313	0 16 28 36 48 70 94 180 204 226 238 246 258 274	-16434584298
SPT(14)	119537276831328407	0 2 30 42 86 90 132 164 206 210 254 266 294 296	4296045796
SPT(14)	119537281625126329	0 24 30 34 42 52 70 72 90 100 108 112 118 142	9089843718
SPT(14)	119537282261545453	0 4 18 28 88 96 118 126 148 156 216 226 240 244	9726262842
SPT(14)	119537301957578689	0 22 34 78 84 90 114 148 172 178 184 228 240 262	29422296078
SPT(14)	119537303237062493	0 68 90 138 150 158 180 278 300 308 320 368 390 458	30701779882