Max Lindholm
From Wikipedia, the free encyclopedia
Max Lindholm | |
---|---|
Personal information | |
Country represented | Finland |
Born |
Espoo, Finland | 27 December 1990
Home town | Vantaa, Finland |
Height | 1.85 m (6 ft 1 in) |
Partner | Olesia Karmi |
Former partner | Riikka Peura |
Coach | Maurizio Margaglio |
Former coach |
Pia-Maria Gustafsson Alexander Zhulin Oleg Volkov |
Choreographer | Paola Mezzadri |
Skating club | Helsingfors Skridskoklubb |
Training locations | Helsinki |
Began skating | 1995 |
Max Lindholm (born 27 December 1990) is a Finnish ice dancer. With partner Olesia Karmi, he is the 2013 Finnish national champion.
Programs
(with Karmi)
Season | Short dance | Free dance |
---|---|---|
2012–2013 [1] |
|
Titanic by James Horner:
|
2011–2012 [2] |
|
|
2010–2011 [3] |
|
|
Competitive highlights
(with Karmi)
Results[4] | |||||
---|---|---|---|---|---|
International | |||||
Event | 2009–10 | 2010–11 | 2011–12 | 2012–13 | 2013–14 |
Europeans | 19th | ||||
Bavarian Open | 8th | ||||
Cup of Nice | 6th | ||||
Finlandia | 8th | 9th | |||
Nebelhorn | 13th | ||||
NRW Trophy | 11th J. | 8th | |||
Pavel Roman | 6th | 12th | |||
International: Junior | |||||
Junior Worlds | 12th PR | ||||
JGP Great Britain | 14th | ||||
National | |||||
Finnish Champ. | 1st J. | 1st J. | 2nd | 1st | 3rd |
J. = Junior level; JGP = Junior Grand Prix; PR = Preliminary round |
References
- ↑ "Olesia KARMI / Max LINDHOLM: 2012/2013". International Skating Union. Archived from the original on 18 October 2012.
- ↑ "Olesia KARMI / Max LINDHOLM: 2011/2012". International Skating Union. Archived from the original on 22 March 2012.
- ↑ "Olesia KARMI / Max LINDHOLM: 2010/2011". International Skating Union. Archived from the original on 19 May 2011.
- ↑ "Competition Results: Olesia KARMI / Max LINDHOLM". International Skating Union.
External links
Wikimedia Commons has media related to Max Lindholm. |
|
This article is issued from Wikipedia. The text is available under the Creative Commons Attribution/Share Alike; additional terms may apply for the media files.