Prime p₀= 536700086634910879 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 22 36 6 20 18 6 46 6 18 20 6 36 22 (?)
a_n: 0 22 58 64 84 102 108 154 160 178 198 204 240 262
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: Roadranner
db: batch=71, k=14, 22 36 6 20 18 6 46

SPT(14)	536699874212005837	0 4 6 12 40 154 166 210 222 336 364 370 372 376	-212422905042
SPT(14)	536699906206609499	0 12 18 72 78 180 182 258 260 362 368 422 428 440	-180428301380
SPT(14)	536699928102231451	0 12 22 42 46 52 82 90 120 126 130 150 160 172	-158532679428
SPT(14)	536699972784357787	0 10 12 66 150 202 216 256 270 322 406 460 462 472	-113850553092
SPT(16)	536700038611253353	0 30 40 58 64 78 130 144 184 198 250 264 270 288 298 328	-48023657526
SPT(14)	536700049355608673	0 8 30 38 56 66 78 98 110 120 138 146 168 176	-37279302206
SPT(14)	536700099455436481	0 22 78 102 148 160 168 250 258 270 316 340 396 418	12820525602
SPT(14)	536700115072568197	0 4 6 10 36 46 64 72 90 100 126 130 132 136	28437657318
TPT(12)	536700135075760967	0 2 174 176 180 182 210 212 252 254 264 266	48440850088
SPT(14)	536700153665509363	0 4 18 24 66 96 144 160 208 238 280 286 300 304	67030598484
SPT(14)	536700164349627451	0 52 78 90 112 130 148 192 210 228 250 262 288 340	77714716572