Prime p₀= 1083687068644739579 starts a Symmetric tuple of 16 consecutive primes (SPT).
d_n: 0 14 4 42 2 18 28 24 8 24 28 18 2 42 4 14 (?)
a_n: 0 14 18 60 62 80 108 132 140 164 192 210 212 254 258 272
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: 272
Found by: szymmirr
db: batch=76, k=16, 14 4 42 2 18 28 24 8

SPT(16)	1083685200332133871	0 28 36 58 76 96 108 156 160 208 220 240 258 280 288 316	-1868312605708
SPT(16)	1083685243832050241	0 20 26 56 62 72 128 170 198 240 296 306 312 342 348 368	-1824812689338
SPT(16)	1083685403170506677	0 74 104 132 144 150 182 230 294 342 374 380 392 420 450 524	-1665474232902
SPT(16)	1083685479449256949	0 30 40 72 84 88 102 130 192 220 234 238 250 282 292 322	-1589195482630
SPT(16)	1083686219012370091	0 42 66 82 88 96 112 130 138 156 172 180 186 202 226 268	-849632369488
SPT(16)	1083686561291420201	0 8 30 92 108 140 146 150 188 192 198 230 246 308 330 338	-507353319378
SPT(16)	1083687206479355311	0 10 30 42 52 108 148 162 298 312 352 408 418 430 450 460	137834615732
SPT(16)	1083687260512435991	0 38 48 96 98 170 188 206 282 300 318 390 392 440 450 488	191867696412
SPT(16)	1083687420342440213	0 6 48 60 84 126 144 174 200 230 248 290 314 326 368 374	351697700634
SPT(16)	1083687501118392217	0 10 40 84 144 160 180 202 222 244 264 280 340 384 414 424	432473652638
TPT(14)	1083687727003160141	0 2 78 80 90 92 126 128 186 188 198 200 210 212	658358420562