Prime p₀= 47648852190676327 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 12 40 24 14 16 6 92 6 16 14 24 40 12 (?)
a_n: 0 12 52 76 90 106 112 204 210 226 240 264 304 316
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: 316
Found by: Frank [NT]
db: batch=65, k=14, 12 40 24 14 16 6 92

SPT(14)	47648742123652639	0 12 58 88 114 124 142 270 288 298 324 354 400 412	-110067023688
SPT(16)	47648758122918331	0 12 18 30 40 42 58 66 142 150 166 168 178 190 196 208	-94067757996
SPT(14)	47648779375714277	0 14 24 26 36 56 146 180 270 290 300 302 312 326	-72814962050
SPT(14)	47648803676863687	0 16 106 154 202 216 240 256 280 294 342 390 480 496	-48513812640
SPT(14)	47648807371414493	0 18 44 56 98 126 144 170 188 216 258 270 296 314	-44819261834
SPT(16)	47648845315001831	0 6 18 36 38 90 110 176 192 258 278 330 332 350 362 368	-6875674496
SPT(14)	47648853240127651	0 22 28 46 78 102 142 156 196 220 252 270 276 298	1049451324
SPT(14)	47648861039589113	0 80 104 140 150 156 198 266 308 314 324 360 384 464	8848912786
TPT(12)	47648878672491947	0 2 42 44 102 104 114 116 240 242 264 266	26481815620
SPT(14)	47648879311221431	0 12 26 50 66 92 132 140 180 206 222 246 260 272	27120545104
SPT(16)	47648883909706601	0 2 20 42 48 62 68 92 96 120 126 140 146 168 186 188	31719030274