![](../../../images/menuimage795.gif)
![](/jraracingviewer/contents/seiseki/images/backimage.gif) |
![](/JRADB/img/spacer.gif) |
![](/JRADB/img/spacer.gif) |
6R
CNfr
[Dy |
Tn2Ξ |
1700m |
_[gEE |
i¬jmwθn Vn |
nξ |
{άΰF | 700 | A | 280 | A | 180 | A | 110 | A | 70 | ~ |
|
|
12:40 |
VσF°@ @_[gFΗ |
|
|
![](/JRADB/img/spacer.gif)
![](/JRADB/img/spacer.gif) |
|
g |
nΤ |
nΌ |
«ξ |
S dΚ |
Rθ |
^C |
· |
θ γθ |
nΜd |
²³t |
P lC |
1 |
![1](/JRADB/img/keiba/waku1.gif) |
1 |
nuT}JI[
|
²2 |
54.0 |
|
bD[ |
1:47.3 |
@ |
38.8 |
460 |
o |
Ι‘\O |
1 |
2 |
![7](/JRADB/img/keiba/waku7.gif) |
10 |
RpmXe[g
|
Δ2 |
54.0 |
|
μc«λ |
1:49.0 |
ε· |
40.3 |
470 |
o |
¬ΞV |
4 |
3 |
![8](/JRADB/img/keiba/waku8.gif) |
11 |
CVE^CV
|
²2 |
54.0 |
|
εΌ³` |
1:49.6 |
R 1/2 |
39.6 |
480 |
o |
ΐc²s |
3 |
4 |
![6](/JRADB/img/keiba/waku6.gif) |
8 |
ACLb`O
|
²2 |
54.0 |
|
Γμgm |
1:50.0 |
Q 1/2 |
40.2 |
468 |
o |
Αp³ |
10 |
5 |
![5](/JRADB/img/keiba/waku5.gif) |
6 |
XeXg[^
|
²2 |
54.0 |
|
OΰS |
1:50.7 |
S |
41.5 |
468 |
o |
φ`aK |
2 |
6 |
![3](/JRADB/img/keiba/waku3.gif) |
3 |
gR[Cg
|
²2 |
51.0 |
£ |
‘Rj |
1:50.9 |
P 1/4 |
40.4 |
476 |
o |
ιΨLq |
9 |
7 |
![4](/JRADB/img/keiba/waku4.gif) |
4 |
qfmgp[Y
|
Δ2 |
53.0 |
|
¬θ»η |
1:51.5 |
R 1/2 |
41.5 |
436 |
o |
―μυu |
12 |
8 |
![7](/JRADB/img/keiba/waku7.gif) |
9 |
RXrXeB[
|
²2 |
54.0 |
|
αOl |
1:52.1 |
R 1/2 |
43.4 |
466 |
o |
ΌR«χ |
7 |
9 |
![8](/JRADB/img/keiba/waku8.gif) |
12 |
xX[
|
²2 |
53.0 |
|
βδΪ― |
1:52.4 |
P 1/2 |
43.7 |
446 |
o |
ΌiN |
5 |
10 |
![2](/JRADB/img/keiba/waku2.gif) |
2 |
A
[x
|
²2 |
54.0 |
|
‘ͺNΎ |
1:52.4 |
ni |
41.8 |
466 |
o |
Lκΰ |
8 |
11 |
![5](/JRADB/img/keiba/waku5.gif) |
5 |
rAJO[
|
²2 |
54.0 |
|
ΔRYκ |
1:53.4 |
U |
40.6 |
476 |
o |
ςθ |
11 |
12 |
![6](/JRADB/img/keiba/waku6.gif) |
7 |
_C`EZu
|
²2 |
54.0 |
|
iSκ |
2:00.1 |
ε· |
50.0 |
454 |
o |
qcaν |
6 |
![](/JRADB/img/spacer.gif)
n^C |
6.8 - 11.0 - 12.3 - 12.9 - 13.0 - 12.5 - 13.0 - 12.8 - 13.0 |
γθ |
4F 51.3 - 3F 38.8 |
1R[i[ |
1,12(7,9)-(4,10)8-(2,11)3-(5,6) |
2R[i[ |
1,12(7,9)10-(4,8)11,2(3,6)=5 |
3R[i[ |
1(12,9,10)-6-8(4,11)7-(3,2)=5 |
4R[i[ |
1,10=(12,9)11,6(8,4)=(3,2)=7=5 |
P |
1
|
230~
|
1ΤlC
|
nA |
1-10
|
970~
|
3ΤlC
|
nP |
1-10
|
1,350~
|
4ΤlC
|
‘ |
1 10 11
|
120~ 190~ 190~
|
1ΤlC 3ΤlC 4ΤlC
|
Ch |
1-10 1-11 10-11
|
380~ 360~ 730~
|
3ΤlC 2ΤlC 8ΤlC
|
RA‘ |
1-10-11
|
1,830~
|
4ΤlC
|
RAP |
1-10-11
|
5,930~
|
7ΤlC
|
gA |
1-7
|
650~
|
3ΤlC
|
|
|
|
|
|
|
|
|
|
|
|