Prime p₀= 212427117189626327 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 24 26 10 6 18 50 22 50 18 6 10 26 24 (?)
a_n: 0 24 50 60 66 84 134 156 206 224 230 240 266 290
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: LCB001
db: batch=69, k=14, 24 26 10 6 18 50 22

SPT(14)	212427044997889807	0 10 16 46 66 70 72 94 96 100 120 150 156 166	-72191736520
SPT(14)	212427046121860109	0 12 14 42 50 60 92 102 134 144 152 180 182 194	-71067766218
SPT(14)	212427049974656339	0 12 30 42 110 140 168 314 342 372 440 452 470 482	-67214969988
SPT(14)	212427059318379019	0 30 48 64 70 72 102 130 160 162 168 184 202 232	-57871247308
SPT(14)	212427097206768337	0 36 46 64 90 106 126 154 174 190 216 234 244 280	-19982857990
SPT(14)	212427112628663557	0 16 22 60 66 84 120 136 172 190 196 234 240 256	-4560962770
SPT(14)	212427126406663139	0 12 20 44 90 102 104 108 110 122 168 192 200 212	9217036812
SPT(14)	212427130068806623	0 6 10 48 60 70 76 78 84 94 106 144 148 154	12879180296
SPT(14)	212427136924498537	0 6 30 42 52 60 90 112 142 150 160 172 196 202	19734872210
SPT(14)	212427148546324321	0 10 18 22 52 78 88 120 130 156 186 190 198 208	31356697994
TPT(12)	212427160819304441	0 2 6 8 36 38 96 98 108 110 150 152	43629678114