Prime p₀= 477100456299654119 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 48 2 94 18 12 8 28 8 12 18 94 2 48 (?)
a_n: 0 48 50 144 162 174 182 210 218 230 248 342 344 392
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: 392
Found by: matsu_pl
db: batch=70, k=14, 48 2 94 18 12 8 28

SPT(14)	477100399671067829	0 12 20 42 68 140 170 192 222 294 320 342 350 362	-56628586290
SPT(14)	477100424293559243	0 20 38 84 104 108 126 128 146 150 170 216 234 254	-32006094876
SPT(14)	477100430772953761	0 28 88 90 102 132 156 202 226 256 268 270 330 358	-25526700358
SPT(14)	477100434148324121	0 18 50 72 80 90 92 156 158 168 176 198 230 248	-22151329998
SPT(14)	477100440332474993	0 56 66 74 90 116 146 234 264 290 306 314 324 380	-15967179126
SPT(16)	477100453145839091	0 30 32 56 60 66 116 122 126 132 182 188 192 216 218 248	-3153815028
SPT(14)	477100462895599409	0 14 32 42 72 74 84 140 150 152 182 192 210 224	6595945290
SPT(16)	477100473274774277	0 80 126 140 180 200 216 236 264 284 300 320 360 374 420 500	16975120158
SPT(14)	477100506633478531	0 6 16 70 90 102 112 216 226 238 258 312 322 328	50333824412
SPT(14)	477100509652317371	0 18 32 72 78 80 86 162 168 170 176 216 230 248	53352663252
SPT(14)	477100553499173323	0 48 90 124 126 150 166 168 184 208 210 244 286 334	97199519204