Prime p₀= 429620624397013723 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 10 14 12 22 6 20 46 20 6 22 12 14 10 (?)
a_n: 0 10 24 36 58 64 84 130 150 156 178 190 204 214
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: 214
Found by: [SG-FC] hl
db: batch=70, k=14, 10 14 12 22 6 20 46

SPT(14)	429620560964843231	0 12 20 48 110 126 132 146 152 168 230 258 266 278	-63432170492
SPT(14)	429620570754715201	0 12 58 66 82 112 142 246 276 306 322 330 376 388	-53642298522
SPT(16)	429620574007964203	0 46 90 100 154 198 250 306 328 384 436 480 534 544 588 634	-50389049520
SPT(16)	429620581879544149	0 64 78 142 154 160 174 204 238 268 282 288 300 364 378 442	-42517469574
SPT(14)	429620594012674739	0 24 38 48 68 80 138 140 198 210 230 240 254 278	-30384338984
TPT(12)	429620616796863449	0 2 18 20 42 44 138 140 198 200 240 242	-7600150274
SPT(14)	429620628312489989	0 8 110 140 144 168 200 222 254 278 282 312 414 422	3915476266
SPT(14)	429620630987001929	0 18 24 44 80 122 128 144 150 192 228 248 254 272	6589988206
SPT(14)	429620660240064463	0 48 78 84 108 144 154 234 244 280 304 310 340 388	35843050740
SPT(14)	429620666843635913	0 6 24 44 78 90 98 156 164 176 210 230 248 254	42446622190
SPT(14)	429620691296258837	0 6 50 90 92 110 114 152 156 174 176 216 260 266	66899245114