2013 PBZ Zagreb Indoors – Doubles

Doubles
2013 PBZ Zagreb Indoors
Champions Austria Julian Knowle
Slovakia Filip Polášek
Runners-up Croatia Ivan Dodig
Croatia Mate Pavić
Final score 6–3, 6–3

Marcos Baghdatis and Mikhail Youzhny were the defending champions but retired in the second round because of Baghdatis's foot injury.
Julian Knowle and Filip Polášek won the title, defeating Ivan Dodig and Mate Pavić 6–3, 6–3 in the final.

Seeds

Draw

Key

Draw

First RoundQuarterfinalsSemifinalsFinal
1 Sweden R Lindstedt
Romania H Tecău
2 1  
  Cyprus M Baghdatis
Russia M Youzhny
6 6     Cyprus M Baghdatis
Russia M Youzhny
     
  Germany P Marx
Romania F Mergea
6 6     Germany P Marx
Romania F Mergea
w/o    
  Croatia M Čilić
Croatia M Draganja
3 3     Germany P Marx
Romania F Mergea
64 77 [3]
4 Austria J Melzer
Germany P Petzschner
63 6 [10]   Croatia I Dodig
Croatia M Pavić
77 64 [10]
  Russia M Elgin
Slovakia I Zelenay
77 4 [4] 4 Austria J Melzer
Germany P Petzschner
65 5  
  Netherlands R Haase
Netherlands I Sijsling
2 3     Croatia I Dodig
Croatia M Pavić
77 7  
  Croatia I Dodig
Croatia M Pavić
6 6     Croatia I Dodig
Croatia M Pavić
3 3  
Alt Italy F Cipolla
India S Devvarman
6 6   2 Austria J Knowle
Slovakia F Polášek
6 6  
WC Croatia M Delić
Croatia F Škugor
4 2   Alt Italy F Cipolla
India S Devvarman
6 6  
  Germany B Becker
Czech Republic L Rosol
6 3 [10]   Germany B Becker
Czech Republic L Rosol
2 2  
3 Mexico S González
United States S Lipsky
4 6 [6] Alt Italy F Cipolla
India S Devvarman
2 2  
  Croatia I Karlović
Germany F Moser
67 62   2 Austria J Knowle
Slovakia F Polášek
6 6  
Alt Slovenia A Bedene
Czech Republic J Pospíšil
79 77   Alt Slovenia A Bedene
Czech Republic J Pospíšil
7 3 [10]
WC Croatia T Androić
Croatia D Marcan
6 1 [4] 2 Austria J Knowle
Slovakia F Polášek
5 6 [12]
2 Austria J Knowle
Slovakia F Polášek
3 6 [10]

References

This article is issued from Wikipedia - version of the Sunday, April 10, 2016. The text is available under the Creative Commons Attribution/Share Alike but additional terms may apply for the media files.