Prime p₀= 93770998583432903 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 20 16 18 30 6 14 22 14 6 30 18 16 20 (?)
a_n: 0 20 36 54 84 90 104 126 140 146 176 194 210 230
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: 230
Found by: LCB001
db: batch=67, k=14, 20 16 18 30 6 14 22

SPT(14)	93770927702327999	0 14 60 90 134 140 200 204 264 270 314 344 390 404	-70881104904
SPT(14)	93770934065567221	0 22 36 52 82 126 192 196 262 306 336 352 366 388	-64517865682
SPT(14)	93770960351966173	0 84 90 126 156 174 180 280 286 304 334 370 376 460	-38231466730
SPT(14)	93770962393728143	0 6 14 38 66 80 98 156 174 188 216 240 248 254	-36189704760
SPT(14)	93770987368993919	0 98 108 122 132 158 182 210 234 260 270 284 294 392	-11214438984
SPT(14)	93770992291539649	0 4 22 34 52 78 102 160 184 210 228 240 258 262	-6291893254
SPT(14)	93771006483995851	0 6 10 52 96 132 142 216 226 262 306 348 352 358	7900562948
SPT(14)	93771058445265739	0 30 40 42 52 54 72 220 238 240 250 252 262 292	59861832836
SPT(14)	93771059111159293	0 66 70 90 100 118 136 138 156 174 184 204 208 274	60527726390
SPT(14)	93771075017299081	0 30 36 48 58 78 112 156 190 210 220 232 238 268	76433866178
SPT(14)	93771079267496833	0 10 16 60 66 76 90 94 108 118 124 168 174 184	80684063930