Prime p₀= 294091280329679519 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 18 24 18 8 60 24 16 24 60 8 18 24 18 (?)
a_n: 0 18 42 60 68 128 152 168 192 252 260 278 302 320
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: 320
Found by: Dirk Broer
db: batch=69, k=14, 18 24 18 8 60 24 16

SPT(14)	294091219038660809	0 84 104 132 164 168 174 188 194 198 230 258 278 362	-61291018710
SPT(14)	294091222554273691	0 30 40 52 96 100 112 150 162 166 210 222 232 262	-57775405828
SPT(14)	294091223228601739	0 10 22 30 52 54 72 160 178 180 202 210 222 232	-57101077780
SPT(14)	294091239913702919	0 72 78 80 102 108 122 168 182 188 210 212 218 290	-40415976600
SPT(14)	294091244789311429	0 10 28 42 48 54 82 120 148 154 160 174 192 202	-35540368090
SPT(16)	294091278053715433	0 40 78 114 130 148 156 166 228 238 246 264 280 316 354 394	-2275964086
SPT(14)	294091284350766079	0 22 84 94 102 112 130 132 150 160 168 178 240 262	4021086560
SPT(14)	294091286952431519	0 38 48 50 108 132 168 224 260 284 342 344 354 392	6622752000
TPT(12)	294091305177582161	0 2 168 170 186 188 210 212 348 350 408 410	24847902642
SPT(14)	294091326570211057	0 4 12 54 66 70 84 142 156 160 172 214 222 226	46240531538
SPT(14)	294091326835218889	0 28 40 42 54 124 130 162 168 238 250 252 264 292	46505539370