Prime p₀= 477101066003189357 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 60 6 48 12 18 26 16 26 18 12 48 6 60 (?)
a_n: 0 60 66 114 126 144 170 186 212 230 242 290 296 356
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: 356
Found by: LCB001
db: batch=70, k=14, 60 6 48 12 18 26 16

SPT(14)	477100995695494679	0 62 78 98 138 150 174 278 302 314 354 374 390 452	-70307694678
SPT(14)	477101025603862823	0 18 20 56 66 80 108 116 144 158 168 204 206 224	-40399326534
TPT(12)	477101026790866061	0 2 48 50 126 128 258 260 288 290 330 332	-39212323296
SPT(14)	477101030941794949	0 4 30 60 70 88 114 118 144 162 172 202 228 232	-35061394408
SPT(14)	477101041151381029	0 52 70 102 138 148 190 210 252 262 298 330 348 400	-24851808328
SPT(14)	477101048727350329	0 10 18 24 28 34 52 60 78 84 88 94 102 112	-17275839028
SPT(14)	477101133488983441	0 12 18 28 72 100 106 162 168 196 240 250 256 268	67485794084
SPT(14)	477101135954328293	0 14 74 114 116 140 150 224 234 258 260 300 360 374	69951138936
SPT(14)	477101204258428207	0 6 22 54 72 84 96 100 112 124 142 174 190 196	138255238850
SPT(14)	477101215384597379	0 14 24 42 78 80 98 144 162 164 200 218 228 242	149381408022
SPT(14)	477101221696114529	0 38 42 54 104 108 170 192 254 258 308 320 324 362	155692925172