Prime p₀= 311140836845712953 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 50 10 38 78 24 4 86 4 24 78 38 10 50 (?)
a_n: 0 50 60 98 176 200 204 290 294 318 396 434 444 494
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: 494
Found by: LCB001
db: batch=70, k=14, 50 10 38 78 24 4 86

SPT(14)	311140766801068861	0 40 46 70 82 88 132 166 210 216 228 252 258 298	-70044644092
SPT(20)	311140788187777237	0 22 40 60 82 96 160 162 204 210 286 292 334 336 400 414 436 456 474 496	-48657935716
SPT(16)	311140791019770199	0 22 24 28 60 90 94 154 168 228 232 262 294 298 300 322	-45825942754
SPT(14)	311140800029218319	0 12 24 98 138 140 150 212 222 224 264 338 350 362	-36816494634
SPT(14)	311140802245247347	0 22 36 42 70 72 76 150 154 156 184 190 204 226	-34600465606
SPT(14)	311140822056415811	0 38 80 102 120 132 140 168 176 188 206 228 270 308	-14789297142
SPT(14)	311140853210294659	0 18 40 54 112 142 144 178 180 210 268 282 304 322	16364581706
SPT(14)	311140855102713841	0 10 76 126 132 162 192 256 286 316 322 372 438 448	18257000888
STPT(10)	311140857224151917	0 2 30 32 42 44 54 56 84 86	20378438964
SPT(14)	311140864400710703	0 6 20 24 38 90 120 134 164 216 230 234 248 254	27554997750
SPT(14)	311140889303460401	0 6 38 66 150 168 176 180 188 206 290 318 350 356	52457747448