Prime p₀= 181519196042563789 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 12 10 60 8 30 12 16 12 30 8 60 10 12 (?)
a_n: 0 12 22 82 90 120 132 148 160 190 198 258 268 280
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: 280
Found by: LCB001
db: batch=69, k=14, 12 10 60 8 30 12 16

SPT(14)	181519065373564357	0 4 10 22 52 64 106 150 192 204 234 246 252 256	-130668999432
SPT(14)	181519069560839123	0 44 54 84 86 110 116 138 144 168 170 200 210 254	-126481724666
SPT(14)	181519106498722087	0 36 54 60 82 96 160 216 280 294 316 322 340 376	-89543841702
SPT(14)	181519124339196841	0 10 18 36 46 66 82 126 142 162 172 190 198 208	-71703366948
SPT(14)	181519134960653453	0 20 38 66 78 126 140 174 188 236 248 276 294 314	-61081910336
SPT(14)	181519168940107699	0 4 12 28 64 72 82 210 220 228 264 280 288 292	-27102456090
TPT(12)	181519200755382167	0 2 42 44 60 62 72 74 210 212 252 254	4712818378
SPT(14)	181519209043512271	0 46 60 88 106 136 150 208 222 252 270 298 312 358	13000948482
SPT(14)	181519216744179361	0 12 82 102 126 132 138 160 166 172 196 216 286 298	20701615572
TPT(12)	181519238797137587	0 2 54 56 90 92 150 152 162 164 210 212	42754573798
SPT(14)	181519248672333359	0 32 50 62 78 98 128 132 162 182 198 210 228 260	52629769570