Prime p₀= 145439080815613159 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 12 90 10 110 18 24 4 24 18 110 10 90 12 (?)
a_n: 0 12 102 112 222 240 264 268 292 310 420 430 520 532
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: 532
Found by: [B@P] Daniel
db: batch=67, k=14, 12 90 10 110 18 24 4

SPT(14)	145439007443170741	0 40 48 126 150 160 210 226 276 286 310 388 396 436	-73372442418
SPT(14)	145439013663053567	0 6 36 56 92 132 150 182 200 240 276 296 326 332	-67152559592
SPT(16)	145439031444926567	0 32 66 84 96 152 164 194 222 252 264 320 332 350 384 416	-49370686592
SPT(14)	145439039630145593	0 8 26 30 36 78 80 96 98 140 146 150 168 176	-41185467566
SPT(14)	145439041749948509	0 50 68 140 264 320 324 344 348 404 528 600 618 668	-39065664650
SPT(16)	145439065759760221	0 18 60 72 78 88 96 120 148 172 180 190 196 208 250 268	-15055852938
SPT(14)	145439096586456977	0 36 42 44 50 72 80 96 104 126 132 134 140 176	15770843818
SPT(14)	145439097041355517	0 30 54 100 130 144 192 382 430 444 474 520 544 574	16225742358
SPT(14)	145439115323781061	0 12 40 58 66 100 112 126 138 172 180 198 226 238	34508167902
SPT(14)	145439116511232553	0 10 78 100 136 148 220 246 318 330 366 388 456 466	35695619394
SPT(14)	145439128849171457	0 6 14 20 24 60 66 104 110 146 150 156 164 170	48033558298