Prime p₀= 444064702947719339 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 62 66 42 12 28 44 64 44 28 12 42 66 62 (?)
a_n: 0 62 128 170 182 210 254 318 362 390 402 444 510 572
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: 572
Found by: amargo133
db: batch=70, k=14, 62 66 42 12 28 44 64

SPT(14)	444064666657791329	0 2 38 72 78 80 104 108 132 134 140 174 210 212	-36289928010
SPT(14)	444064669338925111	0 10 12 36 46 60 70 78 88 102 112 136 138 148	-33608794228
TPT(12)	444064675169703149	0 2 72 74 78 80 102 104 168 170 282 284	-27778016190
SPT(14)	444064675829221991	0 20 42 56 92 96 102 140 146 150 186 200 222 242	-27118497348
SPT(14)	444064681252166969	0 92 102 122 140 152 194 210 252 264 282 302 312 404	-21695552370
SPT(14)	444064699005004409	0 2 30 38 50 90 128 132 170 210 222 230 258 260	-3942714930
TPT(12)	444064703321108627	0 2 42 44 114 116 132 134 162 164 174 176	373389288
SPT(14)	444064718437543897	0 16 22 24 30 94 100 156 162 226 232 234 240 256	15489824558
SPT(14)	444064722772733371	0 28 66 72 178 180 196 222 238 240 346 352 390 418	19825014032
SPT(14)	444064740721223749	0 22 30 40 84 108 124 138 154 178 222 232 240 262	37773504410
SPT(14)	444064751208560621	0 18 62 122 138 152 170 210 228 242 258 318 362 380	48260841282