31th Santa Claus Cup, Budapest, HUN, 08.12. - 10.12.2023
Heat Result
1. Distance | |||||||
JUNIOR C BOYS SEMI-FINAL 1500 m | |||||||
RACE: 243 HEAT: 1 GROUP: A | |||||||
Place | Lane | No. | Name | Member | Time | ||
1 | (1) | 29. | SULC Samuel Oliver | CZE-KSB | 2:30.542 | ||
2 | (5) | 174. | KUN Bence Benedek | HUN-KSI | 2:30.935 | ||
3 | (2) | 28. | MUCHKA Jan | CZE-KSB | 2:31.179 | ||
4 | (3) | 43. | KÜHNRICH Moritz | GER-SLIC | 2:31.389 | ||
5 | (4) | 111. | YU Kevin | HUN-FTC | 2:35.100 | ||
6 | (6) | 105. | BALÁZS Benedek | HUN-FTC | 2:40.734 | ||
7 | (7) | 67. | HAVASI Dominik Olivér | HUN-DVTK | 2:50.559 |
Split times
SULC Samuel Oliver |
KUN Bence Benedek |
MUCHKA Jan |
KÜHNRICH Moritz |
YU Kevin |
BALÁZS Benedek |
HAVASI Dominik Olivér |
[1] 9.515 (9.515) | [1] 9.666 (9.666) | [1] 9.797 (9.797) | [1] 9.398 (9.398) | [1] 9.933 (9.933) | [1] 9.935 (9.935) | [1] 10.041 (10.041) |
[2] 22.077 (12.562) | [2] 22.201 (12.535) | [2] 22.308 (12.511) | [2] 21.969 (12.571) | [2] 22.483 (12.550) | [2] 22.627 (12.692) | [2] 22.899 (12.858) |
[3] 34.230 (12.153) | [3] 34.388 (12.187) | [3] 34.560 (12.252) | [3] 34.088 (12.119) | [3] 34.687 (12.204) | [3] 34.806 (12.179) | [3] 34.843 (11.944) |
[4] 46.544 (12.314) | [4] 46.653 (12.265) | [4] 46.769 (12.209) | [4] 46.460 (12.372) | [4] 46.848 (12.161) | [4] 46.944 (12.138) | [4] 47.076 (12.233) |
[5] 59.217 (12.673) | [5] 59.354 (12.701) | [5] 59.481 (12.712) | [5] 59.101 (12.641) | [5] 59.567 (12.719) | [5] 59.649 (12.705) | [5] 59.776 (12.700) |
[6] 1:11.553 (12.336) | [6] 1:11.679 (12.325) | [6] 1:11.823 (12.342) | [6] 1:11.418 (12.317) | [6] 1:12.026 (12.459) | [6] 1:12.232 (12.583) | [6] 1:12.445 (12.669) |
[7] 1:22.275 (10.722) | [7] 1:22.587 (10.908) | [7] 1:22.683 (10.860) | [7] 1:22.482 (11.064) | [7] 1:22.787 (10.761) | [7] 1:22.917 (10.685) | [7] 1:23.494 (11.049) |
[8] 1:32.416 (10.141) | [8] 1:32.543 (9.956) | [8] 1:32.754 (10.071) | [8] 1:32.675 (10.193) | [8] 1:32.670 (9.883) | [8] 1:32.917 (10.000) | [8] 1:34.381 (10.887) |
[9] 1:41.913 (9.497) | [9] 1:42.016 (9.473) | [9] 1:42.643 (9.889) | [9] 1:42.393 (9.718) | [9] 1:42.530 (9.860) | [9] 1:42.890 (9.973) | [9] 1:45.801 (11.420) |
[10] 1:51.530 (9.617) | [10] 1:51.631 (9.615) | [10] 1:52.136 (9.493) | [10] 1:51.908 (9.515) | [10] 1:52.380 (9.850) | [10] 1:53.122 (10.232) | [10] 1:57.805 (12.004) |
[11] 2:01.350 (9.820) | [11] 2:01.452 (9.821) | [11] 2:01.582 (9.446) | [11] 2:01.742 (9.834) | [11] 2:02.384 (10.004) | [11] 2:04.021 (10.899) | [11] 2:12.041 (14.236) |
[12] 2:11.110 (9.760) | [12] 2:11.241 (9.789) | [12] 2:11.441 (9.859) | [12] 2:11.557 (9.815) | [12] 2:12.805 (10.421) | [12] 2:15.892 (11.871) | [12] 2:25.230 (13.189) |
[13] 2:20.900 (9.790) | [13] 2:21.093 (9.852) | [13] 2:21.468 (10.027) | [13] 2:21.500 (9.943) | [13] 2:23.783 (10.978) | [13] 2:28.423 (12.531) | [13] 2:37.850 (12.620) |
[14] 2:30.542 (9.642) | [14] 2:30.935 (9.842) | [14] 2:31.179 (9.711) | [14] 2:31.389 (9.889) | [14] 2:35.100 (11.317) | [14] 2:40.734 (12.311) | [14] 2:50.559 (12.709) | 2:30.542 | 2:30.935 | 2:31.179 | 2:31.389 | 2:35.100 | 2:40.734 | 2:50.559 |