Prime p₀= 563263604648683639 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 24 18 12 30 4 50 16 50 4 30 12 18 24 (?)
a_n: 0 24 42 54 84 88 138 154 204 208 238 250 268 292
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: schoussi
db: batch=71, k=14, 24 18 12 30 4 50 16

SPT(16)	563263488821486689	0 22 64 82 112 124 144 178 264 298 318 330 360 378 420 442	-115827196950
SPT(16)	563263530882946951	0 52 66 78 88 100 136 142 156 162 198 210 220 232 246 298	-73765736688
SPT(14)	563263546182502537	0 72 82 130 162 264 270 316 322 424 456 504 514 586	-58466181102
STPT(10)	563263546510924067	0 2 54 56 72 74 90 92 144 146	-58137759572
SPT(14)	563263574213415269	0 20 38 54 68 78 84 104 110 120 134 150 168 188	-30435268370
SPT(14)	563263575451041811	0 30 48 52 78 100 132 136 168 190 216 220 238 268	-29197641828
TPT(12)	563263617367628057	0 2 12 14 24 26 60 62 102 104 114 116	12718944418
SPT(14)	563263642083392947	0 6 16 60 72 100 114 142 156 184 196 240 250 256	37434709308
SPT(14)	563263689722455597	0 22 40 52 72 96 126 166 196 220 240 252 270 292	85073771958
TPT(12)	563263694520764351	0 2 6 8 30 32 90 92 156 158 168 170	89872080712
SPT(14)	563263708031290271	0 92 102 110 162 222 230 258 266 326 378 386 396 488	103382606632