Prime p₀= 510905356965240799 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 28 14 16 14 22 36 2 36 22 14 16 14 28 (?)
a_n: 0 28 42 58 72 94 130 132 168 190 204 220 234 262
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: 262
Found by: mcf2020
db: batch=71, k=14, 28 14 16 14 22 36 2

SPT(14)	510905273304826417	0 54 72 76 114 142 154 222 234 262 300 304 322 376	-83660414382
SPT(14)	510905290522663979	0 20 48 68 98 104 108 134 138 144 174 194 222 242	-66442576820
SPT(14)	510905295156037553	0 56 98 146 204 206 210 224 228 230 288 336 378 434	-61809203246
SPT(14)	510905317462008457	0 24 30 52 66 70 76 150 156 160 174 196 202 226	-39503232342
SPT(14)	510905354745408629	0 2 18 48 54 74 90 122 138 158 164 194 210 212	-2219832170
SPT(14)	510905355314416789	0 30 52 58 84 100 168 244 312 328 354 360 382 412	-1650824010
SPT(14)	510905368419139241	0 18 42 72 78 108 150 168 210 240 246 276 300 318	11453898442
SPT(14)	510905369291509091	0 78 152 188 216 230 236 252 258 272 300 336 410 488	12326268292
SPT(14)	510905372479028209	0 4 40 42 60 70 72 100 102 112 130 132 168 172	15513787410
TPT(12)	510905403470472419	0 2 90 92 138 140 162 164 180 182 210 212	46505231620
SPT(14)	510905403593369209	0 60 84 102 118 130 144 148 162 174 190 208 232 292	46628128410