Prime p₀= 465301517938392953 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 44 24 6 30 6 90 64 90 6 30 6 24 44 (?)
a_n: 0 44 68 74 104 110 200 264 354 360 390 396 420 464
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: 464
Found by: mcf2020
db: batch=70, k=14, 44 24 6 30 6 90 64

TPT(12)	465301465658040761	0 2 66 68 78 80 156 158 168 170 180 182	-52280352192
SPT(14)	465301479454905371	0 18 26 38 48 98 102 146 150 200 210 222 230 248	-38483487582
SPT(14)	465301483253290223	0 24 38 56 66 128 134 270 276 338 348 366 380 404	-34685102730
SPT(16)	465301486121702471	0 8 48 68 72 80 126 156 272 302 348 356 360 380 420 428	-31816690482
SPT(16)	465301494215315651	0 26 48 80 90 98 110 116 132 138 150 158 168 200 222 248	-23723077302
SPT(14)	465301496220013009	0 22 84 90 112 160 174 190 204 252 274 280 342 364	-21718379944
SPT(14)	465301532379049049	0 12 54 80 98 120 144 158 182 204 222 248 290 302	14440656096
SPT(14)	465301574530377217	0 6 10 70 76 124 142 234 252 300 306 366 370 376	56591984264
SPT(14)	465301579337330107	0 42 54 72 102 124 150 184 210 232 262 280 292 334	61398937154
SPT(14)	465301586279187767	0 6 54 74 96 132 156 200 224 260 282 302 350 356	68340794814
SPT(14)	465301594535836459	0 18 34 150 162 172 232 240 300 310 322 438 454 472	76597443506