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8R
|
Tn3ΞΘγ |
1400m |
_[gEE |
Δmwθn 3ΞΘγ500~ΘΊ |
θΚ |
{άΰ: 740A 300A 190A 110A 74~ |
14:00 |
|
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g |
nΤ |
nΌ |
«ξ |
S dΚ |
Rθ |
^C |
· |
θ γθ |
nΜd |
²³t |
P lC |
1 |
![7](/common/img/keiba/waku7.gif) |
11 |
X}[gXg[ |
Δ3 |
51.0 |
£ |
‘ͺNΎ |
1:24.6 |
@ |
37.1 |
472 |
+12 |
{O |
7 |
2 |
![2](/common/img/keiba/waku2.gif) |
2 |
_C`[ |
Δ3 |
54.0 |
|
LΗΎ |
1:24.6 |
Nr |
37.3 |
504 |
-2 |
Όcp |
1 |
3 |
![4](/common/img/keiba/waku4.gif) |
6 |
LbXAhCh |
Δ4 |
55.0 |
|
pcWκ |
1:24.7 |
P^Q |
37.6 |
492 |
+8 |
Αp³ |
3 |
4 |
![4](/common/img/keiba/waku4.gif) |
5 |
wC[tW |
Δ4 |
55.0 |
|
ΡcSj |
1:24.9 |
P |
37.0 |
474 |
-4 |
ΡcΎO |
4 |
5 |
![8](/common/img/keiba/waku8.gif) |
13 |
V
K[@C |
Δ3 |
54.0 |
|
ac³ρ |
1:25.0 |
R^S |
36.9 |
458 |
+8 |
Νΰm |
6 |
6 |
![7](/common/img/keiba/waku7.gif) |
12 |
G^[iT[K |
Δ4 |
55.0 |
|
KpΎ |
1:25.4 |
Q 1/2 |
37.1 |
464 |
+8 |
cΝ |
8 |
7 |
![8](/common/img/keiba/waku8.gif) |
14 |
qJA[ |
Δ3 |
54.0 |
|
βcN½ |
1:25.4 |
Nr |
37.8 |
506 |
+12 |
Όc |
2 |
8 |
![3](/common/img/keiba/waku3.gif) |
3 |
nOC[A |
Δ3 |
51.0 |
£ |
lr |
1:25.5 |
Nr |
38.0 |
416 |
+6 |
{cD |
12 |
9 |
![6](/common/img/keiba/waku6.gif) |
10 |
eCGqXC |
Δ4 |
55.0 |
|
enΈα |
1:25.5 |
Nr |
38.3 |
442 |
+12 |
|
5 |
10 |
![1](/common/img/keiba/waku1.gif) |
1 |
![}](/common/img/keiba/kigo_2.gif) ![}s](/common/img/keiba/kigo_4.gif) LLpX[h |
Δ4 |
52.0 |
£ |
c |
1:25.7 |
P 1/4 |
37.9 |
434 |
+4 |
M° |
10 |
11 |
![6](/common/img/keiba/waku6.gif) |
9 |
Obhoj |
Δ4 |
55.0 |
|
`DX{b` |
1:25.8 |
Nr |
38.2 |
434 |
-12 |
pF |
11 |
12 |
![5](/common/img/keiba/waku5.gif) |
8 |
EbR |
Δ3 |
54.0 |
|
²‘NO |
1:26.0 |
P 1/2 |
38.9 |
440 |
-2 |
ΨΝ |
9 |
13 |
![3](/common/img/keiba/waku3.gif) |
4 |
eCGJIS |
Δ5 |
55.0 |
|
²vΤ°u |
1:26.3 |
P 3/4 |
38.5 |
460 |
0 |
ΛΎ |
14 |
14 |
![5](/common/img/keiba/waku5.gif) |
7 |
}`Jlncl |
Δ4 |
52.0 |
£ |
DgΆm |
1:26.7 |
Q 1/2 |
37.8 |
472 |
+6 |
μδ€ |
13 |
![](/common/img/spacer.gif)
n^C |
12.2 - 10.8 - 11.7 - 12.4 - 12.5 - 12.3 - 12.7 |
γθ |
4F 49.9 - 3F 37.5 |
3R[i[ |
(*6,8,10)(2,11)(3,9,14)(1,4,5)13,12-7 |
4R[i[ |
(*6,8,10)(2,11,14)(3,9)(4,5)(1,13)12=7 |
P |
11
|
1,270~
|
7ΤlC
|
nA |
2-11
|
1,570~
|
4ΤlC
|
nP |
11-2
|
3,710~
|
17ΤlC
|
‘ |
11 2 6
|
330~ 150~ 190~
|
7ΤlC 1ΤlC 3ΤlC
|
Ch |
2-11 6-11 2-6
|
670~ 960~ 350~
|
6ΤlC 14ΤlC 1ΤlC
|
RA‘ |
2-6-11
|
2,470~
|
4ΤlC
|
RAP |
|
|
|
gA |
2-7
|
1,180~
|
6ΤlC
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