2012 Ethias Trophy – Singles

Andreas Seppi was the defending champion, but chose to compete in the 2012 China Open.
Kenny de Schepper won the title, defeating Michaël Llodra 7–6(9–7), 4–6, 7–6(7–4) in the final.

Singles
2012 Ethias Trophy
Champion Kenny de Schepper
Runner-up Michaël Llodra
Final score7–6(9–7), 4–6, 7–6(7–4)
Main article: 2012 Ethias Trophy

Seeds
  1. David Goffin (First Round)
  2. Xavier Malisse (First Round)
  3. Nicolas Mahut (Second Round)
  4. Tobias Kamke (Semifinals)
  5. Jesse Levine (First Round)
  6. Simone Bolelli (Second Round)
  7. Steve Darcis (Second Round)
  8. Jerzy Janowicz (Quarterfinals)

Draw

Key

Finals
Semifinals Final
          
Michaël Llodra 7 6
4 Tobias Kamke 5 2
  Michaël Llodra 67 6 64
Q Kenny de Schepper 79 4 77
Q Kenny de Schepper 6 4 6
Olivier Rochus 4 6 3

Top Half
First Round Second Round Quarterfinals Semifinals
1 D Goffin 3 4
M Llodra 6 6   M Llodra 6 65 6
Q I Marchenko 6 6 Q I Marchenko 1 77 3
R Berankis 2 4   M Llodra 6 6
  I Sijsling 6 77 I Sijsling 4 3
WC Y Mertens 4 64   I Sijsling 6 6
  R Bemelmans 2 6 3 7 S Darcis 3 4
7 S Darcis 6 4 6 M Llodra 7 6
4 T Kamke 5 3 4 T Kamke 5 2
P-H Mathieu 7 0r 4 T Kamke 6 7
WC Yannik Reuter 6 6 WC Yannik Reuter 0 5
A Haider-Maurer 4 3 4 T Kamke 6 6
E Donskoy 6 6 8 J Janowicz 3 3
SE O Nedovyesov 3 2   E Donskoy 5 77 64
D Brands 3 4 8 J Janowicz 7 64 77
8 J Janowicz 6 6

Bottom Half
First Round Second Round Quarterfinals Semifinals
5 J Levine 4 7 3
WC M Authom 6 5 6 WC M Authom 7 3 77
  L Rosol 6 6 L Rosol 5 6 65
WC A De Greef 4 4 WC M Authom 5 65
Q K de Schepper 6 6 Q K de Schepper 7 77
Q E Korolev 0 3 Q K de Schepper 77 6
Q A Mannarino 1 2 3 N Mahut 64 3
3 N Mahut 6 6 Q K de Schepper 6 4 6
6 S Bolelli 6 3 O Rochus 4 6 3
J Ouanna 4 1r 6 S Bolelli 4 2
SE J-L Struff 5 4 O Rochus 6 6
O Rochus 7 6   O Rochus 6 2 6
M Bachinger 5 6 4 É Roger-Vasselin 2 6 4
F Serra 7 4 6   F Serra 3 1
É Roger-Vasselin 77 6 É Roger-Vasselin 6 6
2 X Malisse 64 4
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gollark: Roughly linearly, actually, but whatever.
gollark: * core
gollark: Well, if the most expensive step is evaluating the configurations, then it should scale linearly with increased thread count.
gollark: I meant that you could, assuming your genetic algorithm works as I assume it does, evaluate multiple different configurations at the same time.

References
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