XXVIII. Santa Claus Cup - Budapest, 29.11. - 01.12.2019
Heat Result
1. Distance | |||||||
MEN HEATS 1500 m | |||||||
RACE: 39 HEAT: 1 GROUP: A | |||||||
Place | Lane | No. | Name | Member | Time | ||
1 | (5) | 175. | DJORDJEVIC Jovan | SRB | 2:34.375 | ||
2 | (3) | 151. | GERA Márton | HUN-TKKSE | 2:34.920 | ||
3 | (4) | 68. | VÉGI Dániel | HUN-FTC | 2:35.086 | ||
4 | (2) | 176. | POPOVIC Miodrag | SRB | 2:38.147 | ||
5 | (1) | 109. | KRAUSZ Ármin | HUN-MTK | 2:48.375 | ||
6 | (6) | 187. | HUNADY Jakub | SVK-PRK | 2:55.404 |
Split times
DJORDJEVIC Jovan |
GERA Márton |
VÉGI Dániel |
POPOVIC Miodrag |
KRAUSZ Ármin |
HUNADY Jakub |
[1] 11.228 (11.228) | [1] 11.173 (11.173) | [1] 11.270 (11.270) | [1] 10.876 (10.876) | [1] 11.510 (11.510) | [1] 11.307 (11.307) |
[2] 24.686 (13.458) | [2] 24.819 (13.646) | [2] 24.909 (13.639) | [2] 24.568 (13.692) | [2] 25.048 (13.538) | [2] 24.784 (13.477) |
[3] 36.154 (11.468) | [3] 36.251 (11.432) | [3] 36.345 (11.436) | [3] 36.086 (11.518) | [3] 36.571 (11.523) | [3] 35.790 (11.006) |
[4] 47.460 (11.306) | [4] 47.652 (11.401) | [4] 47.522 (11.177) | [4] 47.445 (11.359) | [4] 47.826 (11.255) | [4] 47.359 (11.569) |
[5] 58.518 (11.058) | [5] 59.304 (11.652) | [5] 59.142 (11.620) | [5] 59.061 (11.616) | [5] 59.496 (11.670) | [5] 59.054 (11.695) |
[6] 1:09.382 (10.864) | [6] 1:09.948 (10.644) | [6] 1:09.769 (10.627) | [6] 1:09.705 (10.644) | [6] 1:10.462 (10.966) | [6] 1:10.452 (11.398) |
[7] 1:20.253 (10.871) | [7] 1:20.869 (10.921) | [7] 1:20.758 (10.989) | [7] 1:20.612 (10.907) | [7] 1:21.259 (10.797) | [7] 1:21.803 (11.351) |
[8] 1:31.418 (11.165) | [8] 1:31.936 (11.067) | [8] 1:31.758 (11.000) | [8] 1:31.718 (11.106) | [8] 1:32.365 (11.106) | [8] 1:33.590 (11.787) |
[9] 1:42.315 (10.897) | [9] 1:42.704 (10.768) | [9] 1:42.471 (10.713) | [9] 1:42.575 (10.857) | [9] 1:43.396 (11.031) | [9] 1:45.918 (12.328) |
[10] 1:52.779 (10.464) | [10] 1:53.178 (10.474) | [10] 1:52.929 (10.458) | [10] 1:53.056 (10.481) | [10] 1:54.941 (11.545) | [10] 1:58.788 (12.870) |
[11] 2:02.906 (10.127) | [11] 2:03.601 (10.423) | [11] 2:03.140 (10.211) | [11] 2:03.605 (10.549) | [11] 2:07.257 (12.316) | [11] 2:13.170 (14.382) |
[12] 2:12.856 (9.950) | [12] 2:13.712 (10.111) | [12] 2:13.659 (10.519) | [12] 2:14.549 (10.944) | [12] 2:20.507 (13.250) | [12] 2:28.041 (14.871) |
[13] 2:23.301 (10.445) | [13] 2:24.546 (10.834) | [13] 2:24.467 (10.808) | [13] 2:26.140 (11.591) | [13] 2:34.657 (14.150) | [13] 2:42.044 (14.003) |
[14] 2:34.375 (11.074) | [14] 2:34.920 (10.374) | [14] 2:35.086 (10.619) | [14] 2:38.147 (12.007) | [14] 2:48.375 (13.718) | [14] 2:55.404 (13.360) | 2:34.375 | 2:34.920 | 2:35.086 | 2:38.147 | 2:48.375 | 2:55.404 |