2009 Stuttgart Open – Singles

Juan Martín del Potro was the defending champion, but chose not to participate that year.

Singles
2009 Stuttgart Open
Champion Jérémy Chardy
Runner-up Victor Hănescu
Final score1–6, 6–3, 6–4

Jérémy Chardy won in the final 1–6, 6–3, 6–4 against Victor Hănescu.

Seeds

  1. Gilles Simon (Second Round)
  2. Nikolay Davydenko (Quarterfinals)
  3. Tomáš Berdych (First Round)
  4. Victor Hănescu (Final)
  5. Philipp Kohlschreiber (Second Round)
  6. Albert Montañés (withdrew)
  7. Fabrice Santoro (First Round)
  8. José Acasuso (First Round)

Draw

Key

Finals

Semifinals Final
          
  Jérémy Chardy 6 7  
  Nicolas Kiefer 3 5  
  Jérémy Chardy 1 6 6
4 Victor Hănescu 6 3 4
4 Victor Hănescu 6 64 6
  Fabio Fognini 3 7 2

Top half

First Round Second Round Quarterfinals Semifinals
1 G Simon 6 6  
  P Petzschner 3 4   1 G Simon 3 2  
  M Zverev 6 6     M Zverev 6 6  
  G García-López 2 4     M Zverev 64 1  
  A Golubev 6 3 0   J Chardy 7 6  
  M Vassallo Argüello 3 6 6   M Vassallo Argüello 6 3 1
  J Chardy 6 7     J Chardy 2 6 6
8 J Acasuso 2 64     J Chardy 6 7  
3 T Berdych 3 3     N Kiefer 3 5  
  N Kiefer 6 6     N Kiefer 6 6  
  A Beck 64 65   WC S Greul 3 4  
WC S Greul 7 7     N Kiefer 6 6  
Q Ł Kubot 6 6   Q Ł Kubot 2 1  
Q P Andújar 2 4   Q Ł Kubot 6 6  
  D Junqueira 3 2   5 P Kohlschreiber 2 4  
5 P Kohlschreiber 6 6  

Bottom half

First Round Second Round Quarterfinals Semifinals
LL A Sidorenko 7 1 6
Q D Muñoz-De La Nava 63 6 2 LL A Sidorenko 2 6 6
  J Tipsarević 4 4     Ó Hernández 6 4 3
  Ó Hernández 6 6   LL A Sidorenko 62 4  
  I Minář 6 62 4 4 V Hănescu 7 6  
  R Schüttler 2 7 6   R Schüttler 2 1  
Q D Meffert 4 66   4 V Hănescu 6 6  
4 V Hănescu 6 7   4 V Hănescu 6 64 6
7 F Santoro 7 63 1   F Fognini 3 7 2
  F Fognini 5 7 6   F Fognini 6 4  
  M Youzhny 64 64     P-H Mathieu 4 1 r
  P-H Mathieu 7 7     F Fognini 6 3 7
WC M Berrer 0 7 7 2 N Davydenko 1 6 5
WC S Koubek 6 63 64 WC M Berrer 3 3  
  I Navarro 6 5 3 2 N Davydenko 6 6  
2 N Davydenko 4 7 6
gollark: Shor's algorithm? Yes. HOWEVER, there are algorithms designed to not be attacked by quantum stuff, yes.
gollark: Public key crypto stuff?
gollark: Guess what? We can already basically do that with cryptographic primitives, but people use them wrong and the rest of the systems are terrible.
gollark: People also overhype it and talk about how you can get "unhackable" communication through fiddling with key exchange using fancy quantum whatever.
gollark: https://en.wikipedia.org/wiki/No-communication_theorem
This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.