Prime p₀= 81242426274967 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 24 10 12 14 30 6 34 6 30 14 12 10 24 (?)
a_n: 0 24 34 46 60 90 96 130 136 166 180 192 202 226
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: 226
Found by: amargo133
db: batch=60, k=14, 24 10 12 14 30 6 34

TPT(12)	81228565661531	0 2 30 32 36 38 66 68 168 170 198 200	-13860613436
SPT(14)	81228611829151	0 10 22 42 52 66 72 160 166 180 190 210 222 232	-13814445816
SPT(14)	81229210717199	0 30 32 54 68 74 80 102 108 114 128 150 152 182	-13215557768
SPT(14)	81231091375241	0 12 20 42 48 86 92 216 222 260 266 288 296 308	-11334899726
SPT(14)	81235888048067	0 36 90 96 102 110 176 180 246 254 260 266 320 356	-6538226900
SPT(14)	81240109831999	0 42 70 82 88 130 150 202 222 264 270 282 310 352	-2316442968
SPT(16)	81242871225457	0 6 12 34 40 54 60 64 102 106 112 126 132 154 160 166	444950490
SPT(14)	81243129788077	0 6 22 34 36 54 76 90 112 130 132 144 160 166	703513110
SPT(14)	81250242844073	0 14 18 50 78 80 84 140 144 146 174 206 210 224	7816569106
TPT(12)	81251365162997	0 2 30 32 72 74 84 86 150 152 162 164	8938888030
SPT(14)	81254942210051	0 2 18 32 38 60 78 80 98 120 126 140 156 158	12515935084