20241221_sl1_Vysledky Spolu kategorie
20241221_SL1_Vysledky2.kola skup
20241221_SL1_Vysledky 2.kola celkom
1.kolo SL1 21.12.2024, Jurgow(Pol) |
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) |
Oficiálne výsledky podľa kategórií |
|
Por. |
Celk. |
Š.č. |
ZSL r.č. |
Meno |
Rok |
Štát |
Klub |
1.k |
2.k |
Čas |
Strata |
Body |
|
0-QVL – Kvalifikovaní |
1. |
47. |
1 |
325002 |
GARDOŠOVÁ Zuzana |
1966 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
MB Ski club Žilina |
1:01,09 |
1:02,14 |
2:03,23 |
0,00 |
100 |
|
0-QVL – Kvalifikovaní |
1. |
37. |
2 |
224115 |
DANIELISOVÁ Zuzana |
1970 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
TJ VYSOKÉ TATRY-Fischer CB |
55,56 |
54,07 |
1:49,63 |
0,00 |
100 |
|
0-QVL – Kvalifikovaní |
1. |
59. |
3 |
|
RODAK Iwona Julia |
1975 |
![](https://events.raceresult.com/graphics/flags/PL.gif) |
|
1:11,98 |
1:09,18 |
2:21,16 |
0,00 |
100 |
|
0-QVL – Kvalifikovaní |
1. |
38. |
4 |
|
ŠTĚPÁNKOVÁ Michaela |
1983 |
![](https://events.raceresult.com/graphics/flags/CZ.gif) |
TJ LIAZ Jablonec nad Nisou |
57,29 |
55,97 |
1:53,26 |
0,00 |
100 |
|
0-QVL – Kvalifikovaní |
1. |
17. |
6 |
|
IVANOVA Martina |
1988 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
|
49,55 |
49,76 |
1:39,31 |
0,00 |
100 |
2. |
41. |
5 |
224047 |
HOLLÁ Zuzana |
1987 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
TJ VYSOKÉ TATRY |
59,24 |
57,97 |
1:57,21 |
17,90 |
80 |
|
0-QVL – Kvalifikovaní |
1. |
52. |
8 |
|
BLAŠKOVÁ Ingrid |
1992 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
bez klubovej príslušnosti |
1:03,19 |
1:06,75 |
2:09,94 |
0,00 |
100 |
2. |
57. |
7 |
936052 |
KUNDLOVÁ Veronika |
1991 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
ŠLK JSC Dúbravka |
1:10,55 |
1:07,47 |
2:18,02 |
8,08 |
80 |
|
0-QVL – Kvalifikovaní |
1. |
62. |
21 |
323012 |
DOLNÍK František |
1933 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
ŠK zdravotne postihnutých Pegas Remata |
1:17,84 |
1:18,34 |
2:36,18 |
0,00 |
100 |
|
0-QVL – Kvalifikovaní |
1. |
42. |
22 |
327003 |
HOFBAUER Milan |
1941 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
Ski Klub Senior Zvolen |
57,91 |
59,33 |
1:57,24 |
0,00 |
100 |
2. |
54. |
23 |
936121 |
ŠUPALA Miroslav |
1944 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
LZ LIPTOVA |
1:07,22 |
1:06,96 |
2:14,18 |
16,94 |
80 |
|
0-QVL – Kvalifikovaní |
1. |
40. |
29 |
|
DRLÍK Jiří |
1949 |
![](https://events.raceresult.com/graphics/flags/CZ.gif) |
SK Anaberg |
59,73 |
56,67 |
1:56,40 |
0,00 |
100 |
2. |
46. |
27 |
|
CHMELÍK Martin |
1948 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
ŠKB LYŽIARIK |
1:00,59 |
1:02,31 |
2:02,90 |
6,50 |
80 |
3. |
55. |
24 |
325014 |
DRZEWIECKY Jaroslav |
1945 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
TJ VYSOKÉ TATRY |
1:06,91 |
1:07,49 |
2:14,40 |
18,00 |
60 |
|
0-QVL – Kvalifikovaní |
1. |
27. |
36 |
324004 |
DANIŠ Emil |
1953 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
1.SKI MASTERS |
52,96 |
53,54 |
1:46,50 |
0,00 |
100 |
2. |
36. |
33 |
|
SENČAR Ludvik |
1952 |
![](https://events.raceresult.com/graphics/flags/SI.gif) |
TRB – SK Trbovlje |
53,37 |
55,71 |
1:49,08 |
2,58 |
80 |
3. |
48. |
37 |
|
PROBULSKI Zbigniew |
1953 |
![](https://events.raceresult.com/graphics/flags/PL.gif) |
Magura Gorlice |
1:01,79 |
1:01,80 |
2:03,59 |
17,09 |
60 |
|
0-QVL – Kvalifikovaní |
1. |
21. |
45 |
224106 |
MELICH Jaroslav |
1959 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
LK DRUŽBA SMREČANY-ŽIAR |
51,82 |
50,08 |
1:41,90 |
0,00 |
100 |
2. |
22. |
44 |
|
BARABAS Stanislaw |
1959 |
![](https://events.raceresult.com/graphics/flags/PL.gif) |
|
52,31 |
50,76 |
1:43,07 |
1,17 |
80 |
3. |
25. |
40 |
224385 |
DIBDIAK Jozef |
1957 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
Klub lyžiarov Oravy |
52,74 |
52,33 |
1:45,07 |
3,17 |
60 |
|
0-QVL – Kvalifikovaní |
1. |
7. |
48 |
523017 |
GRANEC Daniel |
1962 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
ASC Bratislava |
46,82 |
46,49 |
1:33,31 |
0,00 |
100 |
2. |
11. |
49 |
524054 |
TERNAVSKÝ Vladimír |
1963 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
TJ VYSOKÉ TATRY |
48,34 |
47,14 |
1:35,48 |
2,17 |
80 |
3. |
13. |
46 |
223111 |
KRASULA Pavel |
1962 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
TJ VYSOKÉ TATRY |
48,60 |
47,34 |
1:35,94 |
2,63 |
60 |
|
0-QVL – Kvalifikovaní |
1. |
2. |
57 |
613008 |
AMBROS Dušan |
1969 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
ASC Bratislava |
44,87 |
44,13 |
1:29,00 |
0,00 |
100 |
2. |
12. |
54 |
|
MALISON Marek |
1966 |
![](https://events.raceresult.com/graphics/flags/PL.gif) |
Nartomaniak |
48,28 |
47,59 |
1:35,87 |
6,87 |
80 |
3. |
15. |
58 |
|
PYTEL Bartłomiej |
1969 |
![](https://events.raceresult.com/graphics/flags/PL.gif) |
Skiracingdays |
48,84 |
48,23 |
1:37,07 |
8,07 |
60 |
|
0-QVL – Kvalifikovaní |
1. |
5. |
61 |
|
NAJDZIONEK Daniel |
1972 |
![](https://events.raceresult.com/graphics/flags/PL.gif) |
PolskiMed |
46,14 |
45,48 |
1:31,62 |
0,00 |
100 |
2. |
10. |
62 |
324024 |
BIRKA Erik |
1974 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
ŠK Bystričan – Lyžiarik |
47,94 |
46,34 |
1:34,28 |
2,66 |
80 |
3. |
14. |
59 |
|
DZIARKOWSKI Grzegorz |
1970 |
![](https://events.raceresult.com/graphics/flags/PL.gif) |
Polski Med |
48,17 |
48,18 |
1:36,35 |
4,73 |
60 |
|
0-QVL – Kvalifikovaní |
1. |
4. |
64 |
224333 |
STANÍK Roman |
1977 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
ŠK UNI KOŠICE |
46,21 |
44,49 |
1:30,70 |
0,00 |
100 |
2. |
8. |
65 |
939008 |
BUČEK Miroslav |
1978 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
LK SKI PROFIT Žilina |
47,48 |
45,89 |
1:33,37 |
2,67 |
80 |
3. |
20. |
66 |
323007 |
FILKORN Vojtech |
1978 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
ASC Bratislava |
50,53 |
50,71 |
1:41,24 |
10,54 |
60 |
|
0-QVL – Kvalifikovaní |
1. |
28. |
67 |
|
KUBÁT Martin |
1980 |
![](https://events.raceresult.com/graphics/flags/CZ.gif) |
Ski Club Masters |
54,77 |
51,74 |
1:46,51 |
0,00 |
100 |
2. |
30. |
68 |
948071 |
VAŠKO Petr |
1982 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
MB Ski club Žilina |
53,56 |
53,67 |
1:47,23 |
0,72 |
80 |
3. |
44. |
70 |
327002 |
MARTIŠ Marek |
1982 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
|
1:00,48 |
59,54 |
2:00,02 |
13,51 |
60 |
|
0-QVL – Kvalifikovaní |
1. |
9. |
71 |
|
STOLARCZYK Piotr |
1985 |
![](https://events.raceresult.com/graphics/flags/PL.gif) |
FOLLOW SPORT CLUB |
46,55 |
47,22 |
1:33,77 |
0,00 |
100 |
2. |
35. |
73 |
325012 |
TRSTENSKY Alexander |
1988 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
ŠLK JSC Dúbravka |
53,08 |
55,42 |
1:48,50 |
14,73 |
80 |
3. |
51. |
75 |
952784 |
JANECKA Juraj |
1989 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
|
1:04,72 |
1:04,00 |
2:08,72 |
34,95 |
60 |
|
0-QVL – Kvalifikovaní |
1. |
3. |
78 |
|
SZYMCZYK Piotr |
1991 |
![](https://events.raceresult.com/graphics/flags/PL.gif) |
Nartomaniak Ski Team |
44,59 |
44,99 |
1:29,58 |
0,00 |
100 |
2. |
6. |
76 |
|
SZYMCZYK Jędrzej |
1990 |
![](https://events.raceresult.com/graphics/flags/PL.gif) |
Nartomaniak Ski Team |
46,94 |
45,50 |
1:32,44 |
2,86 |
80 |
3. |
45. |
77 |
|
BARTOŇ Tomáš |
1990 |
![](https://events.raceresult.com/graphics/flags/CZ.gif) |
bez klubovej príslušnosti |
1:08,28 |
54,40 |
2:02,68 |
33,10 |
60 |
|
0-QVL – Kvalifikovaní |
1. |
19. |
12 |
923013 |
STROMKOVÁ Lenka |
2008 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
LK DRUŽBA SMREČANY-ŽIAR |
50,56 |
50,32 |
1:40,88 |
0,00 |
100 |
2. |
29. |
11 |
923012 |
KAPRÁLOVÁ Zuzana |
2008 |
![](https://events.raceresult.com/graphics/flags/PL.gif) |
TJ Druzba Smrecany Ziar |
53,28 |
53,79 |
1:47,07 |
6,19 |
80 |
3. |
34. |
9 |
923064 |
NORISOVÁ Viktória |
2003 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
LK DRUŽBA SMREČANY-ŽIAR |
53,66 |
54,43 |
1:48,09 |
7,21 |
60 |
|
0-QVL – Kvalifikovaní |
1. |
1. |
80 |
524039 |
BOROŠ Jakub |
1997 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
LK DRUŽBA SMREČANY-ŽIAR |
44,16 |
44,31 |
1:28,47 |
0,00 |
100 |
2. |
16. |
85 |
925010 |
ČURLEJ Marián |
2002 |
![](https://events.raceresult.com/graphics/flags/SK.gif) |
MB Ski club Žilina |
48,29 |
49,60 |
1:37,89 |
9,42 |
80 |
3. |
18. |
82 |
|
KEZNIKL Dominik |
2000 |
![](https://events.raceresult.com/graphics/flags/CZ.gif) |
SKI KLUB JUNIOR BRNO |
50,22 |
50,09 |
1:40,31 |
11,84 |
60 |