Prime p₀= 92068302614658857 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 14 18 12 16 24 8 112 8 24 16 12 18 14 (?)
a_n: 0 14 32 44 60 84 92 204 212 236 252 264 282 296
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: 296
Found by: LCB001
db: batch=67, k=14, 14 18 12 16 24 8 112

SPT(14)	92068238743664581	0 10 30 48 82 90 100 168 178 186 220 238 258 268	-63870994276
SPT(14)	92068244942139709	0 18 40 42 60 78 84 88 94 112 130 132 154 172	-57672519148
SPT(14)	92068245520032239	0 2 30 38 44 90 132 230 272 318 324 332 360 362	-57094626618
SPT(14)	92068249484703889	0 22 34 42 64 70 78 94 102 108 130 138 150 172	-53129954968
SPT(14)	92068255279497547	0 4 12 24 30 42 64 102 124 136 142 154 162 166	-47335161310
TPT(12)	92068263785731151	0 2 48 50 78 80 198 200 240 242 330 332	-38828927706
SPT(14)	92068303181209571	0 32 42 60 66 80 102 146 168 182 188 206 216 248	566550714
SPT(14)	92068339444028483	0 30 54 56 78 104 144 170 210 236 258 260 284 314	36829369626
SPT(14)	92068353987074999	0 32 44 72 114 158 182 270 294 338 380 408 420 452	51372416142
STPT(10)	92068357166178719	0 2 18 20 30 32 42 44 60 62	54551519862
SPT(14)	92068361470571713	0 34 36 76 100 106 108 166 168 174 198 238 240 274	58855912856