2013 Samarkand Challenger
Appearance
2013 Samarkand Challenger | |
---|---|
Date | 13–19 May |
Edition | 17th |
Draw | 32S / 16D |
Prize money | $50,000 |
Surface | Clay |
Location | Samarkand, Uzbekistan |
Champions | |
Singles | |
Teymuraz Gabashvili | |
Doubles | |
Farrukh Dustov / Oleksandr Nedovyesov |
The 2013 Samarkand Challenger was a professional tennis tournament played on clay courts. It was the 17th edition of the tournament which was part of the 2013 ATP Challenger Tour. It took place in Samarkand, Uzbekistan between 13 and 19 May 2013.
Singles main draw entrants
[edit]Seeds
[edit]Country | Player | Rank1 | Seed |
---|---|---|---|
CZE | Jiří Veselý | 125 | 1 |
RUS | Teymuraz Gabashvili | 177 | 2 |
UKR | Oleksandr Nedovyesov | 186 | 3 |
RUS | Konstantin Kravchuk | 190 | 4 |
CZE | Jan Mertl | 200 | 5 |
ESP | Javier Martí | 211 | 6 |
UZB | Farrukh Dustov | 214 | 7 |
TPE | Chen Ti | 216 | 8 |
- 1 Rankings are as of May 6, 2013.
Other entrants
[edit]The following players received wildcards into the singles main draw:
- Sarvar Ikramov
- Temur Ismailov
- Sergey Shipilov
- Vaja Uzakov
The following player received entry using a protected ranking:
The following players received entry from the qualifying draw:
Doubles main draw entrants
[edit]Seeds
[edit]Country | Player | Country | Player | Rank1 | Seed |
---|---|---|---|---|---|
USA | James Cerretani | CAN | Adil Shamasdin | 160 | 1 |
MDA | Radu Albot | AUS | Jordan Kerr | 498 | 2 |
RUS | Teymuraz Gabashvili | UKR | Denys Molchanov | 534 | 3 |
CRO | Toni Androić | CRO | Dino Marcan | 589 | 4 |
- 1 Rankings are as of May 6, 2013.
Other entrants
[edit]The following pairs received wildcards into the doubles main draw:
- Sanjar Fayziev / Shonigmatjon Shofayziyev
- Sarvar Ikramov / Vaja Uzakov
- Temur Ismailov / Sergey Shipilov
The following pair received entry using a protected ranking:
Champions
[edit]Singles
[edit]- Teymuraz Gabashvili def. Oleksandr Nedovyesov, 6–3, 6–4
Doubles
[edit]- Farrukh Dustov / Oleksandr Nedovyesov def. Radu Albot / Jordan Kerr, 6–1, 7–6(9–7)