Prime p₀= 60635370301076273 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 26 4 24 30 2 54 10 54 2 30 24 4 26 (?)
a_n: 0 26 30 54 84 86 140 150 204 206 236 260 264 290
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: 290
Found by: RFGuy_KCCO
db: batch=67, k=14, 26 4 24 30 2 54 10

SPT(14)	60635324790816151	0 10 18 28 52 76 82 96 102 126 150 160 168 178	-45510260122
SPT(14)	60635326200588571	0 22 40 46 82 108 112 186 190 216 252 258 276 298	-44100487702
SPT(14)	60635332761374851	0 30 36 96 106 112 156 166 210 216 226 286 292 322	-37539701422
SPT(14)	60635360114926823	0 6 18 48 66 78 156 288 366 378 396 426 438 444	-10186149450
SPT(14)	60635366487453091	0 6 10 12 48 76 132 166 222 250 286 288 292 298	-3813623182
SPT(14)	60635368895962327	0 34 36 60 76 84 96 244 256 264 280 304 306 340	-1405113946
SPT(14)	60635382192383851	0 6 30 42 52 72 76 132 136 156 166 178 202 208	11891307578
SPT(14)	60635383834480073	0 50 56 86 110 126 134 156 164 180 204 234 240 290	13533403800
SPT(14)	60635388422504053	0 4 64 78 100 118 130 144 156 174 196 210 270 274	18121427780
SPT(14)	60635415072529637	0 26 32 74 86 90 156 170 236 240 252 294 300 326	44771453364
TPT(12)	60635420272753589	0 2 18 20 30 32 132 134 180 182 228 230	49971677316