Prime p₀= 528035012205289 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 24 16 12 2 10 74 16 74 10 2 12 16 24 (?)
a_n: 0 24 40 52 54 64 138 154 228 238 240 252 268 292
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: 292
Found by: Skivelitis2
db: batch=60, k=14, 24 16 12 2 10 74 16

SPT(14)	528011268587053	0 4 10 16 54 66 88 96 118 130 168 174 180 184	-23743618236
SPT(14)	528015483168269	0 48 50 62 74 78 90 92 104 108 120 132 134 182	-19529037020
SPT(16)	528019150552843	0 10 28 34 60 66 78 94 120 136 148 154 180 186 204 214	-15861652446
SPT(14)	528019995310789	0 10 24 48 120 142 174 178 210 232 304 328 342 352	-15016894500
SPT(14)	528021685621609	0 22 34 64 70 78 100 102 124 132 138 168 180 202	-13326583680
SPT(16)	528026490964601	0 62 90 140 180 192 210 228 230 248 266 278 318 368 396 458	-8521240688
SPT(14)	528038474643007	0 6 34 72 76 100 136 150 186 210 214 252 280 286	3462437718
SPT(14)	528045077228857	0 12 16 96 100 102 112 144 154 156 160 240 244 256	10065023568
SPT(14)	528048532315693	0 34 46 48 60 76 90 124 138 154 166 168 180 214	13520110404
SPT(14)	528051221049337	0 12 30 94 112 142 150 244 252 282 300 364 382 394	16208844048
SPT(14)	528052284167461	0 36 40 70 72 78 88 180 190 196 198 228 232 268	17271962172