Season
Series
Competition
Home
> Results
2002 World Cup 3 Russia
|
|
2002 World Cup 3 Russia
-
3000 M
-
Final
-
Men
| LI Jiajun | Mathieu TURCOTTE | Jean-Francois MONETTE | Apolo Anton OHNO | LEE Seung-Jae | AHN Hyun-Soo | Fabio CARTA |
1
|
[4]
19.911
(19.911)
|
[5]
20.260
(20.260)
|
[3]
19.867
(19.867)
|
[1]
19.179
(19.179)
|
[2]
19.553
(19.553)
|
[6]
20.302
(20.302)
| |
2
|
[4]
34.486
(14.575)
|
[6]
34.944
(14.685)
|
[3]
34.413
(14.546)
|
[1]
33.874
(14.696)
|
[2]
34.122
(14.569)
|
[5]
34.837
(14.536)
|
[7]
35.002
()
|
3
|
[3]
45.246
(10.761)
|
[5]
45.576
(10.633)
|
[4]
45.286
(10.873)
|
[1]
44.755
(10.881)
|
[2]
45.111
(10.990)
|
[7]
45.611
(10.774)
|
[6]
45.607
(10.605)
|
4
|
[4]
56.214
(10.968)
|
[5]
56.353
(10.777)
|
[3]
56.159
(10.874)
|
[1]
55.893
(11.138)
|
[2]
56.093
(10.982)
|
[6]
56.417
(10.806)
|
[7]
56.480
(10.874)
|
5
|
[5]
1:08.102
(11.889)
|
[7]
1:08.451
(12.098)
|
[4]
1:07.856
(11.697)
|
[1]
1:07.345
(11.453)
|
[2]
1:07.632
(11.539)
|
[6]
1:08.355
(11.938)
|
[3]
1:07.688
(11.208)
|
6
|
[5]
1:19.423
(11.321)
|
[7]
1:19.728
(11.278)
|
[4]
1:19.339
(11.484)
|
[1]
1:18.884
(11.539)
|
[2]
1:19.093
(11.462)
|
[6]
1:19.723
(11.368)
|
[3]
1:19.109
(11.422)
|
7
|
[4]
1:32.193
(12.770)
|
[7]
1:32.446
(12.718)
|
[5]
1:32.208
(12.870)
|
[2]
1:31.821
(12.937)
|
[3]
1:31.953
(12.860)
|
[6]
1:32.435
(12.713)
|
[1]
1:31.673
(12.565)
|
8
|
[4]
1:45.065
(12.873)
|
[7]
1:45.414
(12.968)
|
[3]
1:45.012
(12.804)
|
[1]
1:44.641
(12.821)
|
[2]
1:44.818
(12.866)
|
[6]
1:45.387
(12.952)
|
[5]
1:45.350
(13.677)
|
9
|
[6]
1:58.511
(13.447)
|
[3]
1:58.339
(12.925)
|
[5]
1:58.491
(13.479)
|
[2]
1:58.098
(13.457)
|
[1]
1:58.024
(13.206)
|
[4]
1:58.479
(13.093)
|
[7]
1:58.733
(13.383)
|
10
|
[5]
2:10.209
(11.698)
|
[3]
2:10.036
(11.698)
|
[4]
2:10.133
(11.642)
|
[2]
2:09.906
(11.809)
|
[1]
2:09.868
(11.845)
|
[6]
2:10.239
(11.760)
| |
11
|
[6]
2:21.941
(11.733)
|
[3]
2:21.662
(11.626)
|
[5]
2:21.918
(11.785)
|
[1]
2:21.119
(11.214)
|
[2]
2:21.510
(11.642)
|
[4]
2:21.906
(11.668)
|
[7]
2:22.017
()
|
12
|
[4]
2:33.576
(11.635)
|
[3]
2:33.571
(11.910)
|
[6]
2:33.826
(11.909)
|
[2]
2:33.367
(12.248)
|
[1]
2:33.342
(11.833)
|
[5]
2:33.713
(11.807)
|
[7]
2:33.910
(11.894)
|
13
|
[6]
2:46.390
(12.814)
|
[5]
2:46.350
(12.780)
|
[4]
2:46.275
(12.450)
|
[1]
2:46.072
(12.705)
|
[2]
2:46.105
(12.763)
|
[3]
2:46.249
(12.536)
|
[7]
2:46.455
(12.545)
|
14
|
[7]
2:58.271
(11.882)
|
[5]
2:58.048
(11.698)
|
[1]
2:57.780
(11.505)
|
[3]
2:57.807
(11.736)
|
[4]
2:57.946
(11.842)
|
[2]
2:57.801
(11.553)
|
[6]
2:58.141
(11.686)
|
15
|
[7]
3:10.621
(12.351)
|
[5]
3:10.460
(12.412)
|
[3]
3:10.194
(12.415)
|
[4]
3:10.263
(12.457)
|
[2]
3:10.175
(12.230)
|
[1]
3:10.113
(12.312)
|
[6]
3:10.588
(12.448)
|
16
|
[5]
3:21.015
(10.394)
|
[7]
3:21.169
(10.710)
|
[2]
3:20.644
(10.450)
|
[4]
3:20.863
(10.601)
|
[1]
3:20.567
(10.392)
|
[3]
3:20.798
(10.685)
|
[6]
3:21.145
(10.557)
|
17
|
[5]
3:31.188
(10.174)
|
[7]
3:31.386
(10.218)
|
[2]
3:30.959
(10.316)
|
[3]
3:31.056
(10.193)
|
[1]
3:30.759
(10.192)
|
[4]
3:31.142
(10.344)
|
[6]
3:31.359
(10.214)
|
18
|
[5]
3:42.328
(11.140)
|
[4]
3:42.197
(10.811)
|
[2]
3:41.885
(10.926)
|
[6]
3:42.371
(11.316)
|
[1]
3:41.877
(11.118)
|
[3]
3:42.065
(10.924)
|
[7]
3:42.377
(11.018)
|
19
|
[6]
3:53.423
(11.096)
|
[4]
3:53.231
(11.034)
|
[2]
3:52.956
(11.071)
|
[5]
3:53.267
(10.896)
|
[1]
3:52.881
(11.004)
|
[3]
3:53.147
(11.082)
| |
20
|
[6]
4:03.770
(10.347)
|
[4]
4:03.672
(10.441)
|
[3]
4:03.529
(10.574)
|
[5]
4:03.718
(10.452)
|
[1]
4:03.333
(10.453)
|
[2]
4:03.496
(10.349)
|
[7]
4:03.806
()
|
21
|
[6]
4:13.776
(10.007)
|
[5]
4:13.606
(9.934)
|
[3]
4:13.438
(9.910)
|
[4]
4:13.509
(9.791)
|
[1]
4:13.228
(9.895)
|
[2]
4:13.316
(9.821)
|
[7]
4:13.840
(10.034)
|
22
|
[6]
4:23.486
(9.710)
|
[5]
4:23.418
(9.813)
|
[3]
4:23.322
(9.884)
|
[4]
4:23.393
(9.884)
|
[1]
4:23.002
(9.775)
|
[2]
4:23.116
(9.800)
|
[7]
4:23.583
(9.744)
|
23
|
[6]
4:33.046
(9.560)
|
[5]
4:33.026
(9.608)
|
[4]
4:32.895
(9.574)
|
[3]
4:32.872
(9.480)
|
[1]
4:32.838
(9.836)
|
[2]
4:32.843
(9.728)
|
[7]
4:33.169
(9.586)
|
24
|
[5]
4:42.616
(9.571)
|
[4]
4:42.528
(9.502)
|
[3]
4:42.484
(9.590)
|
[6]
4:42.618
(9.746)
|
[2]
4:42.354
(9.517)
|
[1]
4:42.301
(9.459)
|
[7]
4:42.785
(9.617)
|
25
|
[4]
4:51.976
(9.360)
|
[5]
4:51.989
(9.461)
|
[6]
4:51.997
(9.513)
|
[3]
4:51.890
(9.273)
|
[1]
4:51.779
(9.426)
|
[2]
4:51.835
(9.534)
|
[7]
4:52.417
(9.632)
|
26
|
[2]
5:01.146
(9.171)
|
[5]
5:01.440
(9.452)
|
[6]
5:01.675
(9.679)
|
[1]
5:00.966
(9.076)
|
[3]
5:01.168
(9.389)
|
[4]
5:01.284
(9.449)
|
[7]
5:02.698
(10.282)
|
27
|
[4]
5:10.851
(9.71)
|
[5]
5:11.146
(9.71)
|
[6]
5:11.516
(9.85)
|
[1]
5:10.544
(9.58)
|
[3]
5:10.839
(9.67)
|
[2]
5:10.828
(9.55)
|
[7]
5:14.762
(12.07)
|