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7R
|
Tn3ΞΘγ |
1700m |
_[gEE |
αθRθ 3ΞΘγ500~ΘΊ |
θΚ |
{ | ά | ΰ | F | 670 | A | 270 | A | 170 | A | 100 | A | 67 | ~ |
|
|
13:01 |
VσF°@ @_[gFΗ |
|
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|
g |
nΤ |
nΌ |
«ξ |
S dΚ |
Rθ |
^C |
· |
θ γθ |
nΜd |
²³t |
P lC |
1 |
![6](/common/img/keiba/waku6.gif) |
9 |
AX}J[g |
²5 |
55.0 |
’ |
΄½l |
1:45.7 |
@ |
37.5 |
466 |
-6 |
ξμFl |
1 |
2 |
![5](/common/img/keiba/waku5.gif) |
8 |
G[VN\[ |
Δ4 |
55.0 |
|
c |
1:46.1 |
Q 1/2 |
38.1 |
456 |
-12 |
μ«ρ |
4 |
3 |
![2](/common/img/keiba/waku2.gif) |
2 |
eI[J |
Δ4 |
55.0 |
|
ΌΊΎκ |
1:46.3 |
P 1/4 |
37.3 |
456 |
+6 |
VJKκ |
5 |
4 |
![1](/common/img/keiba/waku1.gif) |
1 |
GwC[ |
²5 |
57.0 |
|
½μD |
1:46.3 |
A^} |
37.8 |
480 |
-2 |
ρm{hF |
6 |
5 |
![5](/common/img/keiba/waku5.gif) |
7 |
AeBCgu |
Δ4 |
54.0 |
|
‘RaΆ |
1:46.4 |
Nr |
38.5 |
462 |
-2 |
½λm |
3 |
6 |
![3](/common/img/keiba/waku3.gif) |
3 |
^jmZi[f |
Δ3 |
52.0 |
|
HcTρ |
1:46.4 |
A^} |
37.6 |
432 |
0 |
ͺcξj |
10 |
7 |
![8](/common/img/keiba/waku8.gif) |
14 |
[ |
²3 |
55.0 |
|
Ι‘H^ |
1:46.4 |
A^} |
36.6 |
444 |
-4 |
ε|³ |
9 |
8 |
![7](/common/img/keiba/waku7.gif) |
12 |
V{XEBtg |
²4 |
54.0 |
£ |
ΤcεV |
1:46.6 |
P |
37.8 |
476 |
+4 |
eμ³B |
7 |
9 |
![3](/common/img/keiba/waku3.gif) |
4 |
S[fIuWF |
²5 |
56.0 |
|
δTρ |
1:46.7 |
R^S |
37.8 |
472 |
0 |
Αp³ |
8 |
10 |
![8](/common/img/keiba/waku8.gif) |
13 |
xXguCA |
²3 |
55.0 |
|
εΊq |
1:46.8 |
P^Q |
38.2 |
436 |
+6 |
Δcl |
11 |
11 |
![7](/common/img/keiba/waku7.gif) |
11 |
CVE\[ |
²3 |
52.0 |
£ |
Ί[Ύ |
1:46.9 |
P^Q |
38.5 |
482 |
-4 |
²RD |
2 |
12 |
![4](/common/img/keiba/waku4.gif) |
5 |
X[TXg[ |
²6 |
54.0 |
£ |
ιΛ` |
1:47.6 |
S |
38.9 |
468 |
0 |
β³sO |
12 |
13 |
![4](/common/img/keiba/waku4.gif) |
6 |
L
EV
E\_` |
²3 |
55.0 |
|
΄²κ |
1:48.6 |
U |
40.2 |
452 |
-4 |
εΌO |
14 |
14 |
![6](/common/img/keiba/waku6.gif) |
10 |
mN |
Δ3 |
50.0 |
£ |
΄ca^ |
1:49.3 |
S |
40.3 |
472 |
+8 |
΄ΛΧ |
13 |
![](/common/img/spacer.gif)
n^C |
7.0 - 11.5 - 12.0 - 12.4 - 12.6 - 12.4 - 12.2 - 12.5 - 13.1 |
γθ |
4F 50.2 - 3F 37.8 |
1R[i[ |
7,8,6(9,10)(1,5,11)4,3,13,2-12-14 |
2R[i[ |
7,8,6,9(1,10)(5,11)(3,4)(2,13)12=14 |
3R[i[ |
(*7,8)9(6,1,11)13(3,5,12)4(2,10)=14 |
4R[i[ |
(*7,8)-9-(6,1)(3,11,13,12)(2,5)4,14,10 |
P |
9
|
360~
|
1ΤlC
|
nA |
8-9
|
1,610~
|
4ΤlC
|
nP |
9-8
|
2,900~
|
5ΤlC
|
‘ |
9 8 2
|
190~ 240~ 330~
|
2ΤlC 3ΤlC 7ΤlC
|
Ch |
8-9 2-9 2-8
|
840~ 810~ 1,460~
|
9ΤlC 7ΤlC 20ΤlC
|
RA‘ |
2-8-9
|
6,630~
|
16ΤlC
|
RAP |
9-8-2
|
27,300~
|
55ΤlC
|
gA |
5-6
|
640~
|
3ΤlC
|
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