Prime p₀= 567993317802844039 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 12 6 112 42 66 2 22 2 66 42 112 6 12 (?)
a_n: 0 12 18 130 172 238 240 262 264 330 372 484 490 502
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: 502
Found by: Frank [NT]
db: batch=71, k=14, 12 6 112 42 66 2 22

TPT(12)	567993194961307889	0 2 42 44 138 140 168 170 210 212 228 230	-122841536150
SPT(14)	567993243728830781	0 30 38 50 72 108 116 162 170 206 228 240 248 278	-74074013258
SPT(14)	567993261622926809	0 18 20 38 62 68 92 150 174 180 204 222 224 242	-56179917230
SPT(16)	567993279940418779	0 58 142 178 234 240 244 270 292 318 322 328 384 420 504 562	-37862425260
SPT(16)	567993284453171987	0 86 146 152 186 216 224 254 312 342 350 380 414 420 480 566	-33349672052
SPT(16)	567993308141336923	0 40 46 60 108 124 126 150 154 178 180 196 244 258 264 304	-9661507116
SPT(14)	567993322099178419	0 34 70 72 100 114 120 202 208 222 250 252 288 322	4296334380
SPT(14)	567993329440909843	0 34 60 66 84 94 126 154 186 196 214 220 246 280	11638065804
TPT(12)	567993329821790021	0 2 30 32 90 92 120 122 156 158 240 242	12018945982
SPT(14)	567993330072746971	0 28 46 70 72 96 100 108 112 136 138 162 180 208	12269902932
SPT(16)	567993340101380033	0 36 66 74 80 126 140 156 164 180 194 240 246 254 284 320	22298535994