2013 Kunming Challenger

2013 Kunming Challenger
Date	6 – 12 May
Edition	1st
Draw	32S / 16D
Prize money	$125,000
Surface	Hard
Location	Kunming, China
Champions
Singles
	Alex Bogomolov, Jr.
Doubles
	Samuel Groth / John-Patrick Smith

The 2013 Kunming Challenger was a professional tennis tournament played on hard courts. It was the first edition of the tournament which was part of the 2013 ATP Challenger Tour. It took place in Kunming, China between 6 and 12 May 2013.

Singles main draw entrants

Seeds

Country	Player	Rank¹	Seed
TPE	Lu Yen-hsun	71	1
SVK	Lukáš Lacko	78	2
ISR	Dudi Sela	104	3
RUS	Alex Bogomolov, Jr.	107	4
JPN	Go Soeda	114	5
JPN	Tatsuma Ito	124	6
AUS	Matthew Ebden	135	7
JPN	Yūichi Sugita	136	8

¹ Rankings are as of April 29, 2013.

Other entrants

The following players received wildcards into the singles main draw:

The following players received entry as a special exempt into the singles main draw:

The following players received entry from the qualifying draw:

Doubles main draw entrants

Seeds

Country	Player	Country	Player	Rank¹	Seed
THA	Sanchai Ratiwatana	THA	Sonchat Ratiwatana	146	1
AUS	Samuel Groth	AUS	John-Patrick Smith	210	2
IND	Purav Raja	IND	Divij Sharan	225	3
RSA	Rik de Voest	AUS	Chris Guccione	243	4

¹ Rankings as of April 29, 2013.

Other entrants

The following pairs received wildcards into the doubles main draw:

Gao Xin / Li Zhe
Gong Maoxin / Zhang Ze
Tan Haiyun / Yang Jingzhu

The following pair received entry as an alternate:

Go Soeda / Yasutaka Uchiyama

Champions

Singles

Alex Bogomolov, Jr. def. Rik de Voest, 6–3, 4–6, 7–6^(7–2)

Doubles

Samuel Groth / John-Patrick Smith def. Go Soeda / Yasutaka Uchiyama, 6–4, 6–1

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gollark: Oh nooooo, how horrible, people are designing high-heat reactors and using them on low-heat stuff...

gollark: <@222954376677949442> I don't see if it matters if people make HECf ones and run other fuels in them. Under the current rules they're worse than other designs for efficiency and stuff anyway.

gollark: What abuses?

gollark: Even if we assume reality is not arbitrary, the decisions about which bits of it to use are.

External links

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