Season
Series
Competition
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2006 World Junior Championships, Romania
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2006 World Junior Championships, Romania
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1500 M Super Final
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Final
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Men
| Robert SEIFERT | LEE Jung Su | SUN Tian | KIM Jae-Han | J.R. CELSKI | Francois HAMELIN | Maxime CHATAIGNIER | Dariusz KULESZA |
1
|
[2]
10.366
(10.366)
|
[1]
10.011
(10.011)
|
[5]
10.926
(10.926)
|
[4]
10.574
(10.574)
|
[6]
11.232
(11.232)
|
[3]
10.498
(10.498)
| | |
2
|
[3]
22.944
(12.578)
|
[2]
22.862
(12.851)
|
[1]
22.696
(11.770)
|
[4]
23.162
(12.589)
|
[6]
23.294
(12.063)
|
[5]
23.291
(12.793)
| | |
3
|
[3]
34.200
(11.257)
|
[2]
33.953
(11.092)
|
[1]
33.885
(11.189)
|
[4]
34.382
(11.220)
|
[6]
34.671
(11.377)
|
[5]
34.467
(11.177)
| | |
4
|
[3]
45.651
(11.452)
|
[1]
45.262
(11.309)
|
[2]
45.385
(11.501)
|
[4]
45.730
(11.348)
|
[6]
45.978
(11.307)
|
[5]
45.950
(11.484)
| | |
5
|
[3]
57.328
(11.677)
|
[1]
56.951
(11.689)
|
[2]
56.993
(11.608)
|
[4]
57.496
(11.767)
|
[6]
57.775
(11.798)
|
[5]
57.681
(11.731)
| | |
6
|
[4]
1:08.165
(10.838)
|
[1]
1:07.516
(10.566)
|
[2]
1:07.970
(10.978)
|
[3]
1:08.156
(10.660)
|
[5]
1:08.438
(10.663)
|
[6]
1:08.453
(10.773)
| | |
7
|
[4]
1:17.926
(9.761)
|
[1]
1:17.453
(9.937)
|
[2]
1:17.602
(9.632)
|
[3]
1:17.889
(9.734)
|
[6]
1:18.238
(9.801)
|
[5]
1:18.134
(9.682)
| | |
8
|
[4]
1:27.707
(9.781)
|
[1]
1:27.049
(9.597)
|
[2]
1:27.357
(9.756)
|
[3]
1:27.586
(9.697)
|
[5]
1:27.933
(9.695)
|
[6]
1:27.971
(9.837)
| | |
9
|
[4]
1:37.269
(9.563)
|
[1]
1:36.709
(9.660)
|
[2]
1:37.065
(9.709)
|
[3]
1:37.133
(9.547)
|
[6]
1:37.493
(9.561)
|
[5]
1:37.455
(9.484)
| | |
10
|
[3]
1:46.810
(9.541)
|
[1]
1:46.510
(9.802)
|
[2]
1:46.750
(9.685)
|
[4]
1:46.886
(9.754)
|
[6]
1:47.206
(9.714)
|
[5]
1:47.065
(9.611)
| | |
11
|
[5]
1:56.499
(9.690)
|
[1]
1:55.972
(9.462)
|
[4]
1:56.355
(9.605)
|
[2]
1:56.119
(9.234)
|
[6]
1:56.805
(9.599)
|
[3]
1:56.337
(9.273)
| | |
12
|
[4]
2:05.969
(9.470)
|
[1]
2:05.407
(9.435)
|
[5]
2:06.380
(10.025)
|
[2]
2:05.484
(9.366)
|
[6]
2:06.559
(9.755)
|
[3]
2:05.732
(9.395)
| | |
13
|
[4]
2:15.760
(9.792)
|
[2]
2:15.097
(9.690)
|
[6]
2:16.670
(10.291)
|
[1]
2:15.081
(9.597)
|
[5]
2:16.107
(9.548)
|
[3]
2:15.242
(9.511)
| | |
14
|
[5]
2:25.471
(9.72)
|
[1]
2:24.075
(8.98)
|
[8]
2:27.417
(10.75)
|
[2]
2:24.247
(9.17)
|
[6]
2:25.510
(9.41)
|
[4]
2:24.407
(9.17)
|
[3]
2:24.337
()
|
[7]
2:26.610
()
|