2011 ATP Salzburg Indoors – Singles

Conor Niland is the defending champion.
Benoît Paire won the title after defeating Grega Žemlja 6–7(6–8), 6–4, 6–4 in the final.

Singles
2011 ATP Salzburg Indoors
Champion Benoît Paire
Runner-up Grega Žemlja
Final score6–7(6–8), 6–4, 6–4

Seeds

  1. Karol Beck (Semifinals)
  2. Nicolas Mahut (Quarterfinals)
  3. Tobias Kamke (withdrew due to shoulder injury)
  4. Paolo Lorenzi (Second Round)
  5. Benoît Paire (Champion)
  6. Go Soeda (First Round)
  7. Grega Žemlja (Final)
  8. Andreas Haider-Maurer (Semifinals, retired due to injury)

Draw

Key

Finals

Semifinals Final
          
1 Karol Beck 6 1 62
7 Grega Žemlja 4 6 77
7 Grega Žemlja 78 4 4
5 Benoît Paire 66 6 6
5 Benoît Paire 6 2  
8 Andreas Haider-Maurer 2 0r  

Top Half

First Round Second Round Quarterfinals Semifinals
1 K Beck 77 63 6
  D Meffert 63 77 4 1 K Beck 6 6  
  A Weintraub 6 77     A Weintraub 4 4  
  I Minář 3 64   1 K Beck 1 77 6
  M Copil 6 1 4 WC M Fischer 6 65 4
Q B Becker 3 6 6 Q B Becker 6 3 3
WC M Fischer 6 6   WC M Fischer 2 6 6
6 G Soeda 3 1   1 K Beck 6 1 62
4 P Lorenzi 77 6   7 G Žemlja 4 6 77
LL D Marcan 65 1   4 P Lorenzi 3 2  
  F Delbonis 2 4     B Phau 6 6  
  B Phau 6 6     B Phau 6 3 4
  S Galvani 2 5   7 G Žemlja 4 6 6
  D Brands 6 7     D Brands 2 77 1
  A Bedene 77 3 0r 7 G Žemlja 6 65 6
7 G Žemlja 64 6 2

Bottom Half

First Round Second Round Quarterfinals Semifinals
5 B Paire 77 4 77
Q J-L Struff 63 6 64 5 B Paire 78 2 6
  J Janowicz 6 6     J Janowicz 66 6 3
WC D Thiem 1 3   5 B Paire 4 79 4
  I Navarro 1 0   Q P Gojowczyk 6 67 0r
  C Niland 6 6     C Niland 3 3  
SE M Zverev 62 4   Q P Gojowczyk 6 6  
Q P Gojowczyk 77 6   5 B Paire 6 2  
8 A Haider-Maurer 6 6   8 A Haider-Maurer 2 0r  
  J Mertl 3 3   8 A Haider-Maurer 4 6 6
  D Brown 6 6     D Brown 6 4 3
  K Kravchuk 2 1   8 A Haider-Maurer 4 78 78
Q Dennis Blömke 3 6 6 2 N Mahut 6 66 66
WC T Muster 6 2 3 Q Dennis Blömke 65 3  
WC M Neuchrist 1 3   2 N Mahut 77 6  
2 N Mahut 6 6  
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gollark: A closed timelike curve apioformic system was utilized in order to generate physically non-possible apioentities such as apiomortoforms.

References

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