Prime p₀= 379216929445011347 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 42 12 2 36 18 30 16 30 18 36 2 12 42 (?)
a_n: 0 42 54 56 92 110 140 156 186 204 240 242 254 296
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: 296
Found by: Cruncher Pete
db: batch=70, k=14, 42 12 2 36 18 30 16

SPT(14)	379216877556925253	0 24 66 98 104 110 114 290 294 300 306 338 380 404	-51888086094
SPT(14)	379216881388418951	0 12 42 72 78 108 122 168 182 212 218 248 278 290	-48056592396
SPT(14)	379216881451733671	0 12 82 90 108 118 150 178 210 220 238 246 316 328	-47993277676
SPT(14)	379216899178479379	0 28 54 108 112 118 124 168 174 180 184 238 264 292	-30266531968
SPT(14)	379216908931401911	0 68 116 126 128 138 156 212 230 240 242 252 300 368	-20513609436
SPT(14)	379216909582504601	0 18 20 38 60 80 90 98 108 128 150 168 170 188	-19862506746
SPT(14)	379216954284659083	0 6 66 90 124 154 190 234 270 300 334 358 418 424	24839647736
SPT(14)	379216961456694637	0 34 52 94 124 210 226 300 316 402 432 474 492 526	32011683290
SPT(14)	379216968214522003	0 60 70 88 156 166 168 196 198 208 276 294 304 364	38769510656
SPT(14)	379216968948438151	0 12 42 130 136 150 168 220 238 252 258 346 376 388	39503426804
SPT(16)	379216969443037631	0 12 38 42 48 50 66 78 140 152 168 170 176 180 206 218	39998026284