Prime p₀= 95691453547186751 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 50 28 54 8 6 22 2 22 6 8 54 28 50 (?)
a_n: 0 50 78 132 140 146 168 170 192 198 206 260 288 338
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: 338
Found by: RFGuy_KCCO
db: batch=67, k=14, 50 28 54 8 6 22 2

SPT(14)	95691397997909579	0 8 38 50 54 60 68 90 98 104 108 120 150 158	-55549277172
SPT(14)	95691405528830477	0 6 42 56 72 84 126 170 212 224 240 254 290 296	-48018356274
SPT(14)	95691405779124971	0 8 12 18 26 48 62 126 140 162 170 176 180 188	-47768061780
SPT(14)	95691408896963807	0 6 36 42 50 56 90 92 126 132 140 146 176 182	-44650222944
SPT(14)	95691414154604347	0 30 66 70 72 94 102 154 162 184 186 190 226 256	-39392582404
SPT(14)	95691442495980943	0 30 78 94 120 126 148 156 178 184 210 226 274 304	-11051205808
SPT(14)	95691458911058939	0 8 12 38 60 68 80 120 132 140 162 188 192 200	5363872188
SPT(14)	95691459415494571	0 12 28 52 72 82 102 136 156 166 186 210 226 238	5868307820
SPT(14)	95691463056603727	0 40 70 84 120 124 126 130 132 136 172 186 216 256	9509416976
SPT(14)	95691492124238831	0 60 62 78 80 108 116 132 140 168 170 186 188 248	38577052080
TPT(12)	95691493889479151	0 2 180 182 186 188 198 200 318 320 336 338	40342292400