31th Santa Claus Cup, Budapest, HUN, 08.12. - 10.12.2023
Heat Result
1. Distance | |||||||
JUNIOR C BOYS FINAL 1500 m | |||||||
RACE: 253 HEAT: 1 GROUP: C | |||||||
Place | Lane | No. | Name | Member | Time | ||
1 | (7) | 110. | TÓTH Tamás Olivér | HUN-FTC | 2:44.531 | ||
2 | (1) | 227. | MIDJO Henri | NOR | 2:44.691 | ||
3 | (2) | 175. | OLTI Miksa | HUN-KSI | 2:46.269 | ||
4 | (8) | 44. | MUZAFEROVIC Sanel | GER-SLIC | 2:48.800 | ||
5 | (5) | 239. | IMREH Edward | ROU-ISK | 2:48.924 | ||
6 | (6) | 10. | ŠULIĆ Karlo | CRO-MET | 2:49.580 | ||
7 | (3) | 215. | NÉMETH Sándor Domonkos | HUN-TKKSE | 2:49.584 | ||
8 | (4) | 68. | IVÁN Péter | HUN-DVTK | 2:49.866 |
Split times
TÓTH Tamás Olivér |
MIDJO Henri |
OLTI Miksa |
MUZAFEROVIC Sanel |
IMREH Edward |
ŠULIĆ Karlo |
NÉMETH Sándor Domonkos |
IVÁN Péter |
[1] 11.747 (11.747) | [1] 11.824 (11.824) | [1] 12.031 (12.031) | [1] 11.553 (11.553) | [1] 11.862 (11.862) | [1] 11.632 (11.632) | [1] 11.946 (11.946) | [1] 11.391 (11.391) |
[2] 25.536 (13.789) | [2] 25.616 (13.792) | [2] 25.875 (13.844) | [2] 25.379 (13.826) | [2] 25.739 (13.877) | [2] 25.894 (14.262) | [2] 26.069 (14.123) | [2] 25.243 (13.852) |
[3] 37.831 (12.295) | [3] 37.934 (12.318) | [3] 38.194 (12.319) | [3] 37.694 (12.315) | [3] 38.075 (12.336) | [3] 38.443 (12.549) | [3] 38.409 (12.340) | [3] 37.596 (12.353) |
[4] 49.828 (11.997) | [4] 49.711 (11.777) | [4] 50.149 (11.955) | [4] 49.920 (12.226) | [4] 50.017 (11.942) | [4] 50.457 (12.014) | [4] 50.317 (11.908) | [4] 49.535 (11.939) |
[5] 1:01.719 (11.891) | [5] 1:01.452 (11.741) | [5] 1:01.898 (11.749) | [5] 1:01.588 (11.668) | [5] 1:01.732 (11.715) | [5] 1:02.146 (11.689) | [5] 1:02.050 (11.733) | [5] 1:01.355 (11.820) |
[6] 1:13.496 (11.777) | [6] 1:13.595 (12.143) | [6] 1:13.923 (12.025) | [6] 1:13.630 (12.042) | [6] 1:13.799 (12.067) | [6] 1:14.235 (12.089) | [6] 1:14.052 (12.002) | [6] 1:13.408 (12.053) |
[7] 1:25.381 (11.885) | [7] 1:25.483 (11.888) | [7] 1:25.808 (11.885) | [7] 1:25.463 (11.833) | [7] 1:25.701 (11.902) | [7] 1:26.217 (11.982) | [7] 1:26.059 (12.007) | [7] 1:25.290 (11.882) |
[8] 1:37.315 (11.934) | [8] 1:37.339 (11.856) | [8] 1:37.451 (11.643) | [8] 1:37.199 (11.736) | [8] 1:37.601 (11.900) | [8] 1:37.848 (11.631) | [8] 1:37.608 (11.549) | [8] 1:37.046 (11.756) |
[9] 1:48.864 (11.549) | [9] 1:48.847 (11.508) | [9] 1:48.914 (11.463) | [9] 1:49.013 (11.814) | [9] 1:49.326 (11.725) | [9] 1:49.526 (11.678) | [9] 1:49.140 (11.532) | [9] 1:48.972 (11.926) |
[10] 2:00.057 (11.193) | [10] 1:59.521 (10.674) | [10] 1:59.982 (11.068) | [10] 2:00.567 (11.554) | [10] 2:01.061 (11.735) | [10] 2:01.506 (11.980) | [10] 2:00.848 (11.708) | [10] 2:01.351 (12.379) |
[11] 2:10.732 (10.675) | [11] 2:10.430 (10.909) | [11] 2:11.001 (11.019) | [11] 2:12.553 (11.986) | [11] 2:12.945 (11.884) | [11] 2:13.331 (11.825) | [11] 2:12.783 (11.935) | [11] 2:13.146 (11.795) |
[12] 2:21.984 (11.252) | [12] 2:21.829 (11.399) | [12] 2:22.492 (11.491) | [12] 2:24.760 (12.207) | [12] 2:25.180 (12.235) | [12] 2:25.593 (12.262) | [12] 2:24.976 (12.193) | [12] 2:25.392 (12.246) |
[13] 2:33.546 (11.562) | [13] 2:33.407 (11.578) | [13] 2:34.408 (11.916) | [13] 2:37.189 (12.429) | [13] 2:37.608 (12.428) | [13] 2:37.863 (12.270) | [13] 2:37.604 (12.628) | [13] 2:37.825 (12.433) |
[14] 2:44.531 (10.985) | [14] 2:44.691 (11.284) | [14] 2:46.269 (11.861) | [14] 2:48.800 (11.611) | [14] 2:48.924 (11.316) | [14] 2:49.580 (11.717) | [14] 2:49.584 (11.980) | [14] 2:49.866 (12.041) | 2:44.531 | 2:44.691 | 2:46.269 | 2:48.800 | 2:48.924 | 2:49.580 | 2:49.584 | 2:49.866 |