Prime p₀= 49644645333395207 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 12 30 12 2 4 24 128 24 4 2 12 30 12 (?)
a_n: 0 12 42 54 56 60 84 212 236 240 242 254 284 296
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: Egon olsen
db: batch=65, k=14, 12 30 12 2 4 24 128

SPT(14)	49644620999728427	0 24 56 134 140 144 176 210 242 246 252 330 362 386	-24333666780
SPT(14)	49644629873582449	0 40 54 82 84 118 124 228 234 268 270 298 312 352	-15459812758
TPT(12)	49644635632791809	0 2 150 152 198 200 210 212 252 254 282 284	-9700603398
SPT(14)	49644638485390453	0 10 30 40 84 150 168 220 238 304 348 358 378 388	-6848004754
SPT(14)	49644641656524301	0 6 10 36 66 78 90 136 148 160 190 216 220 226	-3676870906
SPT(14)	49644644870083667	0 20 24 26 54 66 104 126 164 176 204 206 210 230	-463311540
SPT(14)	49644645396200951	0 26 32 62 98 116 140 228 252 270 306 336 342 368	62805744
SPT(14)	49644646066417393	0 10 34 60 70 84 96 124 136 150 160 186 210 220	733022186
SPT(14)	49644647299576313	0 18 26 36 140 150 164 180 194 204 308 318 326 344	1966181106
SPT(14)	49644677888861551	0 40 60 66 72 90 136 216 262 280 286 292 312 352	32555466344
SPT(14)	49644702545207641	0 28 40 60 76 102 126 202 226 252 268 288 300 328	57211812434