Prime p₀= 105697084917590861 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 32 4 24 32 10 38 22 38 10 32 24 4 32 (?)
a_n: 0 32 36 60 92 102 140 162 200 210 242 266 270 302
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: 302
Found by: RFGuy_KCCO
db: batch=67, k=14, 32 4 24 32 10 38 22

SPT(14)	105697051806412201	0 66 70 76 150 160 232 240 312 322 396 402 406 472	-33111178660
SPT(14)	105697066282050959	0 50 72 92 140 144 162 170 188 192 240 260 282 332	-18635539902
SPT(14)	105697068098787229	0 10 70 72 102 130 154 168 192 220 250 252 312 322	-16818803632
SPT(14)	105697072063434493	0 6 54 78 168 196 204 250 258 286 376 400 448 454	-12854156368
SPT(14)	105697080367548689	0 18 32 38 60 110 122 180 192 242 264 270 284 302	-4550042172
SPT(16)	105697083055738409	0 2 8 54 60 72 92 102 110 120 140 152 158 204 210 212	-1861852452
SPT(16)	105697108630279343	0 6 20 36 78 86 140 168 218 246 300 308 350 366 380 386	23712688482
SPT(14)	105697109030957681	0 26 56 68 96 128 132 146 150 182 210 222 252 278	24113366820
SPT(14)	105697119105674809	0 40 82 84 160 208 214 258 264 312 388 390 432 472	34188083948
SPT(14)	105697129837393279	0 28 34 40 48 64 84 118 138 154 162 168 174 202	44919802418
SPT(16)	105697132028531731	0 28 30 72 76 90 106 120 268 282 298 312 316 358 360 388	47110940870