2012 Reinert Open – Singles

Mariana Duque was the defending champion, but decided not to participate.

Singles
2012 Reinert Open
Champion Annika Beck
Runner-up Anastasija Sevastova
Final score6–3, 6–1
Main article: 2012 Reinert Open

Annika Beck won the title, defeating Anastasija Sevastova in the final, 6–3, 6–1.

Seeds
  1. Yvonne Meusburger (First Round)
  2. Dinah Pfizenmaier (Semifinals)
  3. Bibiane Schoofs (Semifinals)
  4. Elitsa Kostova (Second Round)
  5. Kristina Mladenovic (Quarterfinals)
  6. Sandra Zaniewska (First Round)
  7. Sarah Gronert (Quarterfinals)
  8. Marta Domachowska (First Round)

Draw

Key

Finals
Semifinals Final
          
  Anastasija Sevastova 3 7 6
3 Bibiane Schoofs 6 5 4
  Anastasija Sevastova 3 1  
  Annika Beck 6 6  
  Annika Beck 4 6 6
2 Dinah Pfizenmaier 6 2 3

Top half
First Round Second Round Quarterfinals Semifinals
1 Y Meusburger 1 4  
  A Sevastova 6 6     A Sevastova 6 6  
  M Chakhnashvili 6 3 3 LL M Irigoyen 1 3  
LL M Irigoyen 4 6 6   A Sevastova 4 6 6
  A Parra Santonja 1 6 6   R Hogenkamp 6 2 3
  C Scholl 6 2 3   A Parra Santonja 3 0r  
  R Hogenkamp 0 6 7   R Hogenkamp 6 1  
6 S Zaniewska 6 3 5   A Sevastova 3 7 6
3 B Schoofs 6 6   3 B Schoofs 6 5 4
Q A Laurendon 4 0   3 B Schoofs 6 6  
  L Costas 6 0 77   L Costas 4 3  
Q S Vogt 0 6 62 3 B Schoofs 6 6  
WC C Witthöft 6 2 6 5 K Mladenovic 2 4  
  MJ Koehler 4 6 2 WC C Witthöft      
  T Mrdeža 3 6 2 5 K Mladenovic w/o    
5 K Mladenovic 6 2 6

Bottom half
First Round Second Round Quarterfinals Semifinals
8 M Domachowska 3 2  
  F Molinero 6 6     F Molinero 3 2  
Q A Zaja 7 5 79 Q A Zaja 6 6  
  E Bogdan 5 7 67 Q A Zaja 66 2  
  A Beck 77 6     A Beck 78 6  
  T Hendler 62 2     A Beck 6 6  
WC J Wachaczyk 4 3   4 E Kostova 4 1  
4 E Kostova 6 6     A Beck 4 6 6
7 S Gronert 7 6   2 D Pfizenmaier 6 2 3
  I Ferrer Suárez 5 4   7 S Gronert 6 6  
  K Barrois 78 77     K Barrois 3 2  
Q M Gasparyan 66 62   7 S Gronert 3 7 4
  O Savchuk 6 6   2 D Pfizenmaier 6 5 6
  R-L Jani 2 0     O Savchuk 3 77 2
WC A-L Friedsam 6 65 0 2 D Pfizenmaier 6 65 6
2 D Pfizenmaier 4 77 6
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gollark: Fibonacci indentation is better.
gollark: What happens if one library has offset 0, one has offset π and one has offset -1.6?
gollark: Do not have arrays. Only have hashtables, indexable by strings.

References
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