Prime p₀= 192382483879768513 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 16 68 4 2 24 16 44 16 24 2 4 68 16 (?)
a_n: 0 16 84 88 90 114 130 174 190 214 216 220 288 304
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: 304
Found by: Rhodan71
db: batch=69, k=14, 16 68 4 2 24 16 44

SPT(14)	192382405238170117	0 22 24 34 42 64 70 144 150 172 180 190 192 214	-78641598396
SPT(16)	192382414876261339	0 22 48 78 130 142 202 210 220 228 288 300 352 382 408 430	-69003507174
SPT(14)	192382434647477927	0 14 54 74 102 114 146 150 182 194 222 242 282 296	-49232290586
SPT(14)	192382439456779469	0 14 24 30 102 122 134 150 162 182 254 260 270 284	-44422989044
SPT(14)	192382473013402741	0 10 70 72 82 88 130 138 180 186 196 198 258 268	-10866365772
SPT(14)	192382482939255121	0 10 100 112 156 172 190 192 210 226 270 282 372 382	-940513392
SPT(14)	192382496388197099	0 8 12 18 20 54 74 78 98 132 134 140 144 152	12508428586
SPT(14)	192382500334452409	0 48 60 78 94 144 174 298 328 378 394 412 424 472	16454683896
SPT(14)	192382516929490529	0 38 74 108 140 158 200 342 384 402 434 468 504 542	33049722016
SPT(20)	192382522287398893	0 28 36 58 114 130 136 168 184 204 220 240 256 288 294 310 366 388 396 424	38407630380
SPT(14)	192382552703846149	0 60 72 108 142 220 232 270 282 360 394 430 442 502	68824077636