Mistrzostwa Polski Seniorów, Gdańsk, POL, 04.03. - 06.03.2016
Heat Result
4. Distance | |||||||
MEN SUPER FINAŁ 3000 m | |||||||
RACE: 86 HEAT: 1 | |||||||
Place | Lane | No. | Name | Member | Time | ||
1 | (2) | 20. | ANIKIEJ Rafał | POL-JUV | 5:06.046 | ||
2 | (3) | 5. | FILIPOWICZ Adam | POL-AZSO | 5:07.454 | ||
3 | (4) | 27. | KORECKI Krystian | POL-JUV | 5:10.962 | ||
4 | (5) | 56. | KŁOSIŃSKI Michał | POL-STOCZ | 5:12.773 | ||
5 | (8) | 21. | BIELECKI Bartosz | POL-JUV | 5:16.669 | ||
6 | (6) | 28. | KUCZYŃSKI Łukasz | POL-JUV | 5:43.447 | ||
7 | (7) | 31. | NIEŚCIER Karol | POL-JUV | 5:54.885 | ||
8 | (1) | 26. | KONOPKO Bartosz | POL-JUV | 6:12.316 |
Split times
ANIKIEJ Rafał |
FILIPOWICZ Adam |
KORECKI Krystian |
KŁOSIŃSKI Michał |
BIELECKI Bartosz |
KUCZYŃSKI Łukasz |
NIEŚCIER Karol |
KONOPKO Bartosz |
[1] 16.457 (16.457) | [1] 16.694 (16.694) | [1] 16.587 (16.587) | [1] 16.282 (16.282) | [1] 16.934 (16.934) | [1] 17.047 (17.047) | [1] 16.140 (16.140) | [1] 16.838 (16.838) |
[2] 27.116 (10.659) | [2] 27.552 (10.858) | [2] 26.998 (10.411) | [2] 27.427 (11.145) | [2] 27.719 (10.785) | [2] 27.923 (10.876) | [2] 26.341 (10.201) | [2] 27.493 (10.655) |
[3] 37.327 (10.211) | [3] 37.556 (10.004) | [3] 36.788 (9.790) | [3] 37.403 (9.976) | [3] 37.725 (10.006) | [3] 38.136 (10.213) | [3] 36.432 (10.091) | [3] 37.590 (10.097) |
[4] 48.356 (11.029) | [4] 47.734 (10.178) | [4] 47.917 (11.129) | [4] 47.570 (10.167) | [4] 48.146 (10.421) | [4] 48.477 (10.341) | [4] 47.887 (11.455) | [4] 47.983 (10.393) |
[5] 58.782 (10.426) | [5] 58.280 (10.546) | [5] 58.393 (10.476) | [5] 58.291 (10.721) | [5] 58.690 (10.544) | [5] 59.247 (10.770) | [5] 59.221 (11.334) | [5] 58.509 (10.526) |
[6] 1:09.239 (10.457) | [6] 1:08.641 (10.361) | [6] 1:08.717 (10.324) | [6] 1:09.154 (10.863) | [6] 1:09.145 (10.455) | [6] 1:10.221 (10.974) | [6] 1:10.342 (11.121) | [6] 1:08.388 (9.879) |
[7] 1:19.281 (10.042) | [7] 1:18.929 (10.288) | [7] 1:19.001 (10.284) | [7] 1:19.420 (10.266) | [7] 1:19.189 (10.044) | [7] 1:22.372 (12.151) | [7] 1:22.170 (11.828) | [7] 1:18.770 (10.382) |
[8] 1:29.480 (10.199) | [8] 1:29.018 (10.089) | [8] 1:29.243 (10.242) | [8] 1:29.833 (10.413) | [8] 1:29.421 (10.232) | [8] 1:35.410 (13.038) | [8] 1:35.310 (13.140) | [8] 1:28.631 (9.861) |
[9] 1:39.588 (10.108) | [9] 1:38.543 (9.525) | [9] 1:39.195 (9.952) | [9] 1:40.228 (10.395) | [9] 1:39.585 (10.164) | [9] 1:49.445 (14.035) | [9] 1:49.310 (14.000) | [9] 1:38.486 (9.855) |
[10] 1:51.564 (11.976) | [10] 1:50.843 (12.300) | [10] 1:51.971 (12.776) | [10] 1:51.731 (11.503) | [10] 1:51.672 (12.087) | [10] 2:02.694 (13.249) | [10] 2:02.542 (13.232) | [10] 1:51.517 (13.031) |
[11] 2:03.943 (12.379) | [11] 2:04.186 (13.343) | [11] 2:04.185 (12.214) | [11] 2:02.893 (11.162) | [11] 2:04.563 (12.891) | [11] 2:14.816 (12.122) | [11] 2:14.532 (11.990) | [11] 2:06.654 (15.137) |
[12] 2:14.692 (10.749) | [12] 2:15.538 (11.352) | [12] 2:15.101 (10.916) | [12] 2:14.357 (11.464) | [12] 2:15.953 (11.390) | [12] 2:27.136 (12.320) | [12] 2:26.797 (12.265) | [12] 2:23.231 (16.577) |
[13] 2:26.870 (12.178) | [13] 2:27.040 (11.502) | [13] 2:26.971 (11.870) | [13] 2:26.570 (12.213) | [13] 2:27.248 (11.295) | [13] 2:40.172 (13.036) | [13] 2:40.924 (14.127) | [13] 2:37.605 (14.374) |
[14] 2:39.674 (12.804) | [14] 2:39.809 (12.769) | [14] 2:40.005 (13.034) | [14] 2:40.086 (13.516) | [14] 2:40.306 (13.058) | [14] 2:53.311 (13.139) | [14] 2:54.780 (13.856) | [14] 2:50.953 (13.348) |
[15] 2:52.493 (12.819) | [15] 2:52.683 (12.874) | [15] 2:52.967 (12.962) | [15] 2:53.119 (13.033) | [15] 2:53.438 (13.132) | [15] 3:04.536 (11.225) | [15] 3:11.536 (16.756) | [15] 3:03.071 (12.118) |
[16] 3:03.592 (11.099) | [16] 3:03.762 (11.079) | [16] 3:04.107 (11.140) | [16] 3:04.227 (11.108) | [16] 3:04.605 (11.167) | [16] 3:16.799 (12.263) | [16] 3:27.012 (15.476) | [16] 3:14.232 (11.161) |
[17] 3:14.352 (10.760) | [17] 3:14.438 (10.676) | [17] 3:14.863 (10.756) | [17] 3:15.008 (10.781) | [17] 3:15.264 (10.659) | [17] 3:30.750 (13.951) | [17] 3:40.335 (13.323) | [17] 3:29.020 (14.788) |
[18] 3:26.019 (11.667) | [18] 3:26.110 (11.672) | [18] 3:26.218 (11.355) | [18] 3:26.185 (11.177) | [18] 3:26.214 (10.950) | [18] 3:45.211 (14.461) | [18] 3:52.867 (12.532) | [18] 3:47.142 (18.122) |
[19] 3:38.481 (12.462) | [19] 3:38.357 (12.247) | [19] 3:38.668 (12.450) | [19] 3:38.446 (12.261) | [19] 3:38.800 (12.586) | [19] 4:00.005 (14.794) | [19] 4:06.027 (13.160) | [19] 4:04.720 (17.578) |
[20] 3:51.334 (12.853) | [20] 3:51.084 (12.727) | [20] 3:51.603 (12.935) | [20] 3:51.202 (12.756) | [20] 3:51.754 (12.954) | [20] 4:15.533 (15.528) | [20] 4:20.810 (14.783) | [20] 4:21.117 (16.397) |
[21] 4:04.125 (12.791) | [21] 4:03.953 (12.869) | [21] 4:04.305 (12.702) | [21] 4:03.901 (12.699) | [21] 4:04.475 (12.721) | [21] 4:29.718 (14.185) | [21] 4:34.146 (13.336) | [21] 4:37.426 (16.309) |
[22] 4:15.547 (11.422) | [22] 4:15.745 (11.792) | [22] 4:15.627 (11.322) | [22] 4:15.660 (11.759) | [22] 4:16.018 (11.543) | [22] 4:41.310 (11.592) | [22] 4:47.714 (13.568) | [22] 4:57.883 (20.457) |
[23] 4:26.064 (10.517) | [23] 4:26.402 (10.657) | [23] 4:26.240 (10.613) | [23] 4:26.823 (11.163) | [23] 4:26.912 (10.894) | [23] 4:52.720 (11.410) | [23] 5:01.614 (13.900) | [23] 5:14.734 (16.851) |
[24] 4:35.638 (9.574) | [24] 4:36.357 (9.955) | [24] 4:36.329 (10.089) | [24] 4:37.823 (11.000) | [24] 4:37.868 (10.956) | [24] 5:04.242 (11.522) | [24] 5:13.399 (11.785) | [24] 5:30.442 (15.708) |
[25] 4:45.489 (9.851) | [25] 4:46.181 (9.824) | [25] 4:46.713 (10.384) | [25] 4:49.381 (11.558) | [25] 4:49.894 (12.026) | [25] 5:15.825 (11.583) | [25] 5:26.099 (12.700) | [25] 5:44.577 (14.135) |
[26] 4:55.793 (10.304) | [26] 4:56.399 (10.218) | [26] 4:57.989 (11.276) | [26] 5:01.290 (11.909) | [26] 5:02.996 (13.102) | [26] 5:28.940 (13.115) | [26] 5:40.026 (13.927) | [26] 5:58.201 (13.624) |
[27] 5:06.046 (10.254) | [27] 5:07.454 (11.056) | [27] 5:10.962 (12.973) | [27] 5:12.773 (11.483) | [27] 5:16.669 (13.673) | [27] 5:43.447 (14.508) | [27] 5:54.885 (14.859) | [27] 6:12.316 (14.115) | 5:06.046 | 5:07.454 | 5:10.962 | 5:12.773 | 5:16.669 | 5:43.447 | 5:54.885 | 6:12.316 |