Prime p₀= 561769219442698129 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 10 12 26 36 30 4 26 4 30 36 26 12 10 (?)
a_n: 0 10 22 48 84 114 118 144 148 178 214 240 252 262
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: 262
Found by: [SG-2W]Kurzer
db: batch=71, k=14, 10 12 26 36 30 4 26

SPT(14)	561769128188444971	0 22 40 60 70 72 78 82 88 90 100 120 138 160	-91254253158
SPT(14)	561769138984222723	0 36 58 66 120 124 130 204 210 214 268 276 298 334	-80458475406
SPT(14)	561769144439980951	0 12 40 42 82 102 108 190 196 216 256 258 286 298	-75002717178
SPT(14)	561769153567359229	0 30 78 90 112 114 204 238 328 330 352 364 412 442	-65875338900
SPT(14)	561769159191547003	0 16 30 48 54 90 100 144 154 190 196 214 228 244	-60251151126
SPT(14)	561769199286964681	0 132 180 190 238 270 322 438 490 522 570 580 628 760	-20155733448
SPT(14)	561769223254806493	0 10 24 34 54 58 70 78 90 94 114 124 138 148	3812108364
TPT(12)	561769228775646611	0 2 30 32 66 68 96 98 156 158 168 170	9332948482
SPT(14)	561769297062411461	0 30 36 48 50 56 60 158 162 168 170 182 188 218	77619713332
STPT(10)	561769298638982849	0 2 18 20 30 32 42 44 60 62	79196284720
SPT(14)	561769304880064367	0 42 72 80 140 186 192 224 230 276 336 344 374 416	85437366238