Charlottesville Men's Pro Challenger

Charlottesville Men's Pro Challenger
2015 Charlottesville Men's Pro Challenger
ATP Challenger Tour
Location Charlottesville, Virginia, United States
Category ATP Challenger Tour
Surface Indoor Hard
Draw 32S/32QS/16D/4QD
Prize money $50,000
Website Website

The Charlottesville Men's Pro Challenger is a professional tennis tournament played on Hard. It is currently part of the Association of Tennis Professionals (ATP) Challenger Tour. It is held annually in Charlottesville, Virginia, United States, since 2009.

Past finals

Singles

Year Champion Runner-up Score
2015 United States Noah Rubin United States Tommy Paul 3–6, 7–6(9–7), 6–3
2014 Australia James Duckworth United Kingdom Liam Broady 5–7, 6–3, 6–2
2013 United States Michael Russell Canada Peter Polansky 7–5, 2–6, 7–6(5)
2012 United States Denis Kudla United States Alex Kuznetsov 6–0, 6–3
2011 South Africa Izak van der Merwe United States Jesse Levine 4–6, 6–3, 6–4
2010 United States Robert Kendrick United States Michael Shabaz 6–2, 6–3
2009 United States Kevin Kim India Somdev Devvarman 6–4, 6–7(8), 6–4

Doubles

Year Champions Runners-up Score
2015 United States Chase Buchanan
United States Tennys Sandgren
Canada Peter Polansky
Canada Adil Shamasdin
3–6, 6–4, [10–5]
2014 Philippines Treat Huey
Denmark Frederik Nielsen
United Kingdom Lewis Burton
United Kingdom Marcus Willis
3–6 6–3 [10–2]
2013 United States Steve Johnson
United States Tim Smyczek
United States Jarmere Jenkins
United States Donald Young
6–4, 6–3
2012 Australia John Peers
Australia John-Patrick Smith
United States Jarmere Jenkins
United States Jack Sock
7–5, 6–1
2011 Philippines Treat Conrad Huey
United Kingdom Dominic Inglot
United States John Paul Fruttero
South Africa Raven Klaasen
4–6, 6–3, [10–7]
2010 United States Robert Kendrick
United States Donald Young
United States Ryler DeHeart
Canada Pierre-Ludovic Duclos
7–6(5), 7–6(3)
2009 Germany Martin Emmrich
Sweden Andreas Siljeström
United Kingdom Dominic Inglot
United States Rylan Rizza
6–3, 6–2

References

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