Prime p₀= 466218962802034697 starts a Symmetric tuple of 14 consecutive primes (SPT).
d_n: 0 56 10 24 2 28 20 22 20 28 2 24 10 56 (?)
a_n: 0 56 66 90 92 120 140 162 182 210 212 236 246 302
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: 302
Found by: fzs600
db: batch=70, k=14, 56 10 24 2 28 20 22

SPT(14)	466218924010762589	0 32 42 72 104 162 174 200 212 270 302 332 342 374	-38791272108
SPT(14)	466218924116016959	0 44 62 72 90 110 158 294 342 362 380 390 408 452	-38686017738
SPT(14)	466218926794731211	0 6 70 96 106 148 156 160 168 210 220 246 310 316	-36007303486
SPT(14)	466218932271773017	0 16 22 36 46 72 106 150 184 210 220 234 240 256	-30530261680
SPT(14)	466218937140872639	0 50 72 78 98 104 150 152 198 204 224 230 252 302	-25661162058
SPT(14)	466218960901792771	0 18 22 52 60 66 82 126 142 148 156 186 190 208	-1900241926
TPT(12)	466218974893770779	0 2 30 32 48 50 72 74 228 230 258 260	12091736082
SPT(14)	466218984327256969	0 40 64 70 112 120 142 210 232 240 282 288 312 352	21525222272
SPT(14)	466219000271734649	0 14 20 24 38 44 60 62 78 84 98 102 108 122	37469699952
SPT(14)	466219003047100013	0 44 54 78 98 140 144 254 258 300 320 344 354 398	40245065316
SPT(20)	466219009879351039	0 58 70 112 114 150 174 192 244 280 372 408 460 478 502 538 540 582 594 652	47077316342