The French Open Final: Stats At A Glance...
Published June 08, 2012 12:00
PARIS, France - After a tough two weeks just two players are left standing at the French Open: Maria Sharapova and Sara Errani. Here's a plethora of stats to chew on heading into the biggest match of the clay court season...
~ Sharapova is trying to become the sixth woman in the Open Era to complete a career Grand Slam after Margaret Court, Chris Evert, Martina Navratilova, Steffi Graf and Serena Williams; she would be the 10th all-time as well (also Maureen Connolly, Doris Hart, Shirley Fry and Billie Jean King).
~ Sharapova will spend her 18th career week at No.1 starting on Monday, her first 17 weeks coming in four separate stretches:
- 1 week from August 22 to 28, 2005
- 6 weeks from September 12 to October 23, 2005
- 7 weeks from January 29, 2007 to March 18, 2007
- 3 weeks from May 19 to June 8, 2008
~ Sharapova is in her seventh Grand Slam final and has a 3-3 record in her first six (all of her previous ones have been decided in straight sets):
- 2004 Wimbledon (d. Serena Williams, 61 64)
- 2006 US Open (d. Justine Henin, 64 64)
- 2007 Australian Open (l. to Serena Williams, 61 62)
- 2008 Australian Open (d. Ana Ivanovic, 75 63)
- 2011 Wimbledon (l. to Petra Kvitova, 63 64)
- 2012 Australian Open (l. to Victoria Azarenka, 63 60)
~ Sharapova is 15-0 on red clay this year.
~ Never had there been four first-time Grand Slam winners in a row before Li Na, Petra Kvitova, Sam Stosur and Victoria Azarenka won the last four - with Errani in this final, that will extend to five in a row if the Italian wins.
~ Errani was 0-28 against Top 10 players coming into the tournament, but is now 2-28 in that stat after back-to-back wins over World No.10 Angelique Kerber and World No.6 Samantha Stosur in the quarterfinals and semifinals.
~ Errani is projected to rise from No.24 to No.10 on the new WTA Rankings, regardless of what happens in the final; she will be the third Italian ever to break into the Top 10 (after Flavia Pennetta and Francesca Schiavone).