Skip to content
Surf Wiki
Save to docs
general/2012-atp-world-tour

From Surf Wiki (app.surf) — the open knowledge base

2012 SAP Open – Doubles


BEL Xavier Malisse GER Frank Moser

Main article: 2012 SAP Open

Scott Lipsky and Rajeev Ram were the defending champions but lost in the semifinals.

Mark Knowles and Xavier Malisse defeated Kevin Anderson and Frank Moser 6–4, 1–6, [10–5] in the final.

Seeds

  1. GER Christopher Kas / MEX Santiago González (quarterfinals)
  2. USA Scott Lipsky / USA Rajeev Ram (semifinals)
  3. AUS Paul Hanley / GBR Jamie Murray (quarterfinals)
  4. BAH Mark Knowles / BEL Xavier Malisse (champions)

Draw

Draw

|RD1-seed01=1 |RD1-team01=GER C Kas MEX S González |RD1-score01-1=77 |RD1-score01-2=77 |RD1-score01-3= |RD1-seed02= |RD1-team02=BUL G Dimitrov USA JP Fruttero |RD1-score02-1=65 |RD1-score02-2=63 |RD1-score02-3=

|RD1-seed03= |RD1-team03=LUX G Müller BEL O Rochus |RD1-score03-1=6 |RD1-score03-2=77 |RD1-score03-3= |RD1-seed04= |RD1-team04=AUS C Ball PHI TC Huey |RD1-score04-1=4 |RD1-score04-2=63 |RD1-score04-3=

|RD1-seed05=4 |RD1-team05=BAH M Knowles BEL X Malisse |RD1-score05-1=77 |RD1-score05-2=1 |RD1-score05-3=[10] |RD1-seed06= |RD1-team06=RUS M Elgin UZB D Istomin |RD1-score06-1=62 |RD1-score06-2=6 |RD1-score06-3=[7]

|RD1-seed07= |RD1-team07=USA J Cerretani AUS M Ebden |RD1-score07-1=6 |RD1-score07-2=6 |RD1-score07-3= |RD1-seed08=WC |RD1-team08=USA R Ginepri USA T Rettenmaier |RD1-score08-1=3 |RD1-score08-2=3 |RD1-score08-3=

|RD1-seed09= |RD1-team09=CZE L Dlouhý SVK I Zelenay |RD1-score09-1=2 |RD1-score09-2=3 |RD1-score09-3= |RD1-seed10= |RD1-team10=RSA K Anderson GER F Moser |RD1-score10-1=6 |RD1-score10-2=6 |RD1-score10-3=

|RD1-seed11= |RD1-team11=GER P Marx CAN A Shamasdin |RD1-score11-1=3 |RD1-score11-2=67 |RD1-score11-3= |RD1-seed12=3 |RD1-team12=AUS P Hanley GBR J Murray |RD1-score12-1=6 |RD1-score12-2=79 |RD1-score12-3=

|RD1-seed13= |RD1-team13=AUT J Knowle GER M Kohlmann |RD1-score13-1=64 |RD1-score13-2=6 |RD1-score13-3=[5] |RD1-seed14=WC |RD1-team14=USA S Querrey USA J Sock |RD1-score14-1=77 |RD1-score14-2=3 |RD1-score14-3=[10]

|RD1-seed15= |RD1-team15=FRA J Benneteau FRA G Monfils |RD1-score15-1=3 |RD1-score15-2=66 |RD1-score15-3= |RD1-seed16=2 |RD1-team16=USA S Lipsky USA R Ram |RD1-score16-1=6 |RD1-score16-2=78 |RD1-score16-3=

|RD2-seed01=1 |RD2-team01=GER C Kas MEX S González |RD2-score01-1=3 |RD2-score01-2=4 |RD2-score01-3= |RD2-seed02= |RD2-team02=LUX G Müller BEL O Rochus |RD2-score02-1=6 |RD2-score02-2=6 |RD2-score02-3=

|RD2-seed03=4 |RD2-team03=BAH M Knowles BEL X Malisse |RD2-score03-1=6 |RD2-score03-2=6 |RD2-score03-3= |RD2-seed04= |RD2-team04=USA J Cerretani AUS M Ebden |RD2-score04-1=3 |RD2-score04-2=2 |RD2-score04-3=

|RD2-seed05= |RD2-team05=RSA K Anderson GER F Moser |RD2-score05-1=6 |RD2-score05-2=6 |RD2-score05-3= |RD2-seed06=3 |RD2-team06=AUS P Hanley GBR J Murray |RD2-score06-1=1 |RD2-score06-2=4 |RD2-score06-3=

|RD2-seed07=WC |RD2-team07=USA S Querrey USA J Sock |RD2-score07-1=3 |RD2-score07-2=2 |RD2-score07-3= |RD2-seed08=2 |RD2-team08=USA S Lipsky USA R Ram |RD2-score08-1=6 |RD2-score08-2=6 |RD2-score08-3=

|RD3-seed01= |RD3-team01=LUX G Müller BEL O Rochus |RD3-score01-1=64 |RD3-score01-2=3 |RD3-score01-3= |RD3-seed02=4 |RD3-team02=BAH M Knowles BEL X Malisse |RD3-score02-1=77 |RD3-score02-2=6 |RD3-score02-3=

|RD3-seed03= |RD3-team03=RSA K Anderson GER F Moser |RD3-score03-1=77 |RD3-score03-2=6 |RD3-score03-3= |RD3-seed04=2 |RD3-team04=USA S Lipsky USA R Ram |RD3-score04-1=65 |RD3-score04-2=4 |RD3-score04-3=

|RD4-seed01=4 |RD4-team01=BAH M Knowles BEL X Malisse |RD4-score01-1=6 |RD4-score01-2=1 |RD4-score01-3=[10] |RD4-seed02= |RD4-team02=RSA K Anderson GER F Moser |RD4-score02-1=4 |RD4-score02-2=6 |RD4-score02-3=[5]

Info: Wikipedia Source

This article was imported from Wikipedia and is available under the Creative Commons Attribution-ShareAlike 4.0 License. Content has been adapted to SurfDoc format. Original contributors can be found on the article history page.

Want to explore this topic further?

Ask Mako anything about 2012 SAP Open – Doubles — get instant answers, deeper analysis, and related topics.

Research with Mako

Free with your Surf account

Content sourced from Wikipedia, available under CC BY-SA 4.0.

This content may have been generated or modified by AI. CloudSurf Software LLC is not responsible for the accuracy, completeness, or reliability of AI-generated content. Always verify important information from primary sources.

Report