ISU World Cup 2015/16 - Dresden (GER)
-
1500 m (1)
-
Semifinals
-
Men
| Samuel GIRARD | WATANABE Keita | Dmitry MIGUNOV | PARK Ji Won | Nicola RODIGARI | Sandor Shaolin LIU | Christoph SCHUBERT |
1
|
[1]
9.14
(9.14)
|
[3]
9.45
(9.45)
|
[4]
(9.56)
|
[2]
9.27
(9.27)
|
[5]
9.63
(9.63)
|
[7]
9.88
(9.88)
|
[6]
9.75
(9.75)
|
2
|
[2]
21.60
(12.46)
|
[1]
21.49
(12.04)
|
[4]
(12.28)
|
[3]
21.70
(12.43)
|
[5]
22.00
(12.37)
|
[7]
22.28
(12.40)
|
[6]
22.13
(12.38)
|
3
|
[2]
33.33
(11.73)
|
[1]
33.18
(11.69)
|
[4]
(11.74)
|
[3]
33.47
(11.77)
|
[5]
33.70
(11.70)
|
[7]
33.85
(11.57)
|
[6]
33.80
(11.67)
|
4
|
[1]
44.68
(11.35)
|
[2]
44.76
(11.58)
|
[5]
(11.48)
|
[4]
44.90
(11.43)
|
[6]
45.22
(11.52)
|
[7]
45.31
(11.46)
|
[3]
44.83
(11.03)
|
5
|
[3]
54.87
(10.19)
|
[4]
54.88
(10.12)
|
[5]
(9.99)
|
[1]
54.64
(9.74)
|
[7]
55.28
(10.06)
|
[6]
55.15
(9.84)
|
[2]
54.71
(9.88)
|
6
|
[4]
1:04.67
(9.80)
|
[3]
1:04.57
(9.69)
|
[6]
(9.77)
|
[1]
1:04.34
(9.70)
|
[7]
1:05.02
(9.74)
|
[5]
1:04.78
(9.63)
|
[2]
1:04.45
(9.74)
|
7
|
[1]
1:13.85
(9.18)
|
[2]
1:14.06
(9.49)
|
[6]
(9.62)
|
[3]
1:14.17
(9.83)
|
[7]
1:14.55
(9.53)
|
[4]
1:14.29
(9.51)
|
[4]
1:14.29
(9.84)
|
8
|
[1]
1:23.35
(9.50)
|
[3]
1:23.44
(9.38)
|
[5]
(9.24)
|
[2]
1:23.40
(9.23)
|
[7]
1:23.91
(9.36)
|
[4]
1:23.60
(9.31)
|
[6]
1:23.80
(9.51)
|
9
|
[1]
1:32.82
(9.47)
|
[3]
1:33.00
(9.56)
|
[5]
(9.55)
|
[2]
1:32.90
(9.50)
|
[7]
1:33.34
(9.43)
|
[4]
1:33.10
(9.50)
|
[6]
1:33.33
(9.53)
|
10
|
[2]
1:42.32
(9.50)
|
[4]
1:42.45
(9.45)
|
[5]
(9.29)
|
[1]
1:42.29
(9.39)
|
[5]
1:42.52
(9.18)
|
[3]
1:42.42
(9.32)
|
[7]
1:42.78
(9.45)
|
11
|
[4]
1:51.51
(9.19)
|
[5]
1:51.64
(9.19)
|
[2]
(8.75)
|
[1]
1:51.20
(8.91)
|
[6]
1:51.71
(9.19)
|
[3]
1:51.41
(8.99)
|
[7]
1:51.83
(9.05)
|
12
|
[4]
2:00.44
(8.93)
|
[5]
2:00.53
(8.89)
|
[3]
(9.08)
|
[1]
2:00.15
(8.95)
|
[6]
2:00.65
(8.94)
|
[2]
2:00.26
(8.85)
|
[7]
2:00.81
(8.98)
|
13
|
[4]
2:09.34
(8.90)
|
[5]
2:09.46
(8.93)
|
[3]
(8.88)
|
[1]
2:09.09
(8.94)
|
[6]
2:09.61
(8.96)
|
[2]
2:09.17
(8.91)
|
[7]
2:09.79
(8.98)
|
14
|
[3]
2:18.750
(9.43)
|
[6]
2:19.136
(9.70)
|
[3]
(9.39)
|
[1]
2:18.395
(9.32)
|
[4]
2:18.868
(9.28)
|
[2]
2:18.443
(9.30)
|
[5]
2:19.091
(9.33)
|