Prime p₀= 1168071258826279981 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 18 24 24 12 34 8 46 26 46 8 34 12 24 24 18 (?)
a_n: 0 18 42 66 78 112 120 166 192 238 246 280 292 316 340 358
All 16 integers p_n = p₀+a_n = p_n-1+d_n are prime and there are no other primes in the gaps.
diameter: 358
Found by: mikey
db: batch=77, k=16, 18 24 24 12 34 8 46 26

SPT(16)	1168069258490777359	0 22 40 52 84 114 120 142 162 184 190 220 252 264 282 304	-2000335502622
SPT(16)	1168069625478543877	0 12 34 42 70 144 154 172 174 192 202 276 304 312 334 346	-1633347736104
SPT(16)	1168070341009030579	0 30 82 142 184 234 250 252 292 294 310 360 402 462 514 544	-917817249402
SPT(16)	1168070536428880111	0 30 112 136 150 180 196 208 210 222 238 268 282 306 388 418	-722397399870
SPT(16)	1168070738282875153	0 18 60 90 126 150 210 214 240 244 304 328 364 394 436 454	-520543404828
SPT(16)	1168070748343316929	0 4 34 40 42 88 118 124 138 144 174 220 222 228 258 262	-510482963052
SPT(16)	1168071531970082263	0 24 28 46 54 94 130 144 160 174 210 250 258 276 280 304	273143802282
SPT(16)	1168071686816330041	0 6 16 72 96 102 120 162 166 208 226 232 256 312 322 328	427990050060
TPT(14)	1168071691822019837	0 2 12 14 72 74 144 146 210 212 222 224 270 272	432995739856
SPT(16)	1168071732760583009	0 20 72 132 168 170 198 212 228 242 270 272 308 368 420 440	473934303028
SPT(16)	1168071914043716741	0 42 86 126 140 152 156 198 230 272 276 288 302 342 386 428	655217436760