2009 AON Open Challenger – Singles

Fabio Fognini chose to not defend his 2009 title.
Alberto Martín defeated Carlos Berlocq 6–3, 6–3 in the final.

Singles
2009 AON Open Challenger
Champion Alberto Martín
Runner-up Carlos Berlocq
Final score6–3, 6–3

Seeds

  1. Albert Montañés (Second Round)
  2. Simon Greul (Semifinals)
  3. Evgeny Korolev (Quarterfinals)
  4. Alberto Martín (Champion)
  5. Steve Darcis (Semifinals)
  6. Flavio Cipolla (First Round)
  7. Daniel Brands (Quarterfinals)
  8. Lamine Ouahab (First Round)

Draw

Key

Final four

Semifinals Final
          
5 Steve Darcis 6 5 3
Q Carlos Berlocq 3 7 6
Q Carlos Berlocq 3 3  
4 Alberto Martín 6 6  
4 Alberto Martín 6 6  
2 Simon Greul 1 4  

Top half

First Round Second Round Quarterfinals Semifinals
1 A Montañés 2 7 2
  Y Schukin 6 65 1r 1 A Montañés 6 3 4
  E Schwank 4 6 5   J-M Aranguren 4 6 6
  J-M Aranguren 6 0 7   J-M Aranguren 3 0 r
  K Anderson 3 6 4 5 S Darcis 6 3  
ALT B Pašanski 6 1 6 ALT B Pašanski 63 3  
  O Dolgopolov Jr. 4 6 5 5 S Darcis 7 6  
5 S Darcis 6 3 7 5 S Darcis 6 5 3
3 E Korolev 1 6 6 Q C Berlocq 3 7 6
ALT S Galvani 6 1 4 3 E Korolev 3 6 7
WC D Bracciali 4 6 3   I Dodig 6 1 66
  I Dodig 6 2 6 3 E Korolev 1 63  
Q A Smirnov 6 63 4 Q C Berlocq 6 7  
  A Sidorenko 4 7 6   A Sidorenko 63 65  
Q C Berlocq 6 7   Q C Berlocq 7 7  
8 L Ouahab 3 5  

Bottom half

First Round Second Round Quarterfinals Semifinals
6 F Cipolla 5 4  
  H Levy 7 6     H Levy 6 4 6
  L Recouderc 6 6     L Recouderc 4 6 2
Q R Valent 3 2     H Levy 3 3  
  L Rosol 5 6 6 4 A Martín 6 6  
  M Crugnola 7 4 3   L Rosol 6 613 2
  T Tenconi 6 2 2 4 A Martín 0 7 6
4 A Martín 2 6 6 4 A Martín 6 6  
7 D Brands 61 6 7 2 S Greul 1 4  
WC G Dimitrov 7 4 62 7 D Brands 6 6  
  A Veić 6 4 1 WC T Fabbiano 4 4  
WC T Fabbiano 3 6 6 7 D Brands 3 4  
Q W Trusendi 7 6   2 S Greul 6 6  
  J-R Lisnard 5 4   Q W Trusendi 6 0 63
  F Volandri 4 6 4 2 S Greul 3 6 7
2 S Greul 6 2 6
gollark: To save you from problems they're withheld until I can recalculate safe ones.
gollark: My guesses accidentally contained a proof of the inconsistency of arithmetic.
gollark: No, it's because I'm everyone's alt and I have an IQ of 205 octillion.
gollark: None are safe, broadly speaking.
gollark: Compute the main and variance then multiply and add until you get back to the definition of IQ.

References

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