Prime p₀= 469646404268420503 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 60 10 56 12 10 62 64 62 10 12 56 10 60 (?)
a_n: 0 60 70 126 138 148 210 274 336 346 358 414 424 484
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: 484
Found by: vinn@[CNT]
db: batch=70, k=14, 60 10 56 12 10 62 64

SPT(14)	469646349300150277	0 40 76 90 126 132 154 222 244 250 286 300 336 376	-54968270226
TPT(12)	469646356444881401	0 2 36 38 60 62 90 92 126 128 186 188	-47823539102
SPT(14)	469646376508706167	0 52 70 72 82 114 144 232 262 294 304 306 324 376	-27759714336
SPT(16)	469646382071539213	0 60 84 100 114 120 144 154 204 214 238 244 258 274 298 358	-22196881290
SPT(14)	469646388734099359	0 4 12 34 60 72 82 90 100 112 138 160 168 172	-15534321144
SPT(14)	469646393097961411	0 10 70 82 90 120 148 210 238 268 276 288 348 358	-11170459092
SPT(14)	469646425925763077	0 24 50 66 80 102 116 150 164 186 200 216 242 266	21657342574
SPT(14)	469646426415766921	0 40 66 96 112 126 132 136 142 156 172 202 228 268	22147346418
TPT(12)	469646429364547709	0 2 42 44 72 74 150 152 162 164 222 224	25096127206
TPT(12)	469646444146163987	0 2 150 152 360 362 390 392 420 422 462 464	39877743484
SPT(14)	469646445401200733	0 8 14 24 54 120 158 186 224 290 320 330 336 344	41132780230