Prime p₀= 470180566481803517 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 6 20 4 2 28 2 22 2 28 2 4 20 6 (?)
a_n: 0 6 26 30 32 60 62 84 86 114 116 120 140 146
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: 146
Found by: Cealor
db: batch=70, k=14, 6 20 4 2 28 2 22

SPT(14)	470180472930056939	0 14 78 108 110 114 140 222 248 252 254 284 348 362	-93551746578
SPT(14)	470180477523114047	0 44 86 120 134 140 144 152 156 162 176 210 252 296	-88958689470
SPT(14)	470180495176798453	0 10 28 36 46 88 90 106 108 150 160 168 186 196	-71305005064
SPT(14)	470180540223940549	0 12 22 28 34 72 82 150 160 198 204 210 220 232	-26257862968
TPT(12)	470180548119309539	0 2 12 14 180 182 222 224 348 350 360 362	-18362493978
SPT(14)	470180551559781659	0 2 18 60 62 72 78 182 188 198 200 242 258 260	-14922021858
SPT(14)	470180602599620609	0 48 98 140 144 158 212 240 294 308 312 354 404 452	36117817092
SPT(14)	470180609832714623	0 6 14 20 24 30 36 134 140 146 150 156 164 170	43350911106
SPT(14)	470180612611424761	0 22 28 30 90 96 112 126 142 148 208 210 216 238	46129621244
SPT(14)	470180630052773413	0 54 100 114 118 124 144 154 174 180 184 198 244 298	63570969896
TPT(12)	470180632368188057	0 2 42 44 54 56 180 182 192 194 240 242	65886384540