Prime p₀= 559089266053803623 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 20 4 44 6 34 32 4 32 34 6 44 4 20 (?)
a_n: 0 20 24 68 74 108 140 144 176 210 216 260 264 284
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: 284
Found by: zzuupp
db: batch=71, k=14, 20 4 44 6 34 32 4

SPT(14)	559089181023914591	0 50 56 66 78 98 102 116 120 140 152 162 168 218	-85029889032
SPT(14)	559089202959515881	0 16 28 42 70 112 136 252 276 318 346 360 372 388	-63094287742
SPT(14)	559089207660922867	0 12 52 66 84 144 154 162 172 232 250 264 304 316	-58392880756
SPT(14)	559089236131171853	0 8 30 38 78 84 120 134 170 176 216 224 246 254	-29922631770
SPT(14)	559089256500077003	0 18 38 74 140 150 194 240 284 294 360 396 416 434	-9553726620
SPT(14)	559089260076716623	0 18 70 100 108 114 130 168 184 190 198 228 280 298	-5977087000
TPT(12)	559089268450918169	0 2 30 32 42 44 72 74 198 200 312 314	2397114546
SPT(14)	559089310517109521	0 2 32 42 56 86 120 122 156 186 200 210 240 242	44463305898
SPT(14)	559089311305177811	0 12 78 86 90 126 140 168 182 218 222 230 296 308	45251374188
SPT(14)	559089330374412991	0 10 30 40 46 52 70 72 90 96 102 112 132 142	64320609368
SPT(14)	559089349116280579	0 48 72 84 172 178 202 210 234 240 328 340 364 412	83062476956