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2011 Singapore ATP Challenger – Singles

Singles

2011 Singapore ATP Challenger

Final

Champion

Dmitry Tursunov

Runner-up

Score

6–4, 6–2

Events

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Singapore ATP Challenger

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Dmitry Tursunov won the first edition of this tournament, by defeating Lukáš Rosol 6–4, 6–2 in the final.

Seeds

Somdev Devvarman (quarterfinals)
Go Soeda (semifinals)
Paolo Lorenzi (second round)
Alexandre Kudryavtsev (first round)
Lukáš Rosol (final)
Ivo Minář (first round)
Thiago Alves (first round)
Andrej Martin (semifinals)

Draw

Key

Finals

	Semifinals							Final

	8	Andrej Martin	4	3

	WC	Dmitry Tursunov	6	6
								WC	Dmitry Tursunov	6	6

								5	Lukáš Rosol	4	2
	5	Lukáš Rosol	6	7

	2	Go Soeda	4	6²

Top half

	First round							Second round							Quarterfinals							Semifinals

	1	S Devvarman	6	6
	WC	P Siriluethaiwattana	2	1				1	S Devvarman	6	6
		J Millman	7	6⁵	6				J Millman	4	3
	WC	S Bubka	6²	7	2										1	S Devvarman	3	4
		M Viola	5	6	7										8	A Martin	6	6
		J Ward	7	0	5				M Viola	4	5
		S Vagnozzi	3	2				8	A Martin	6	7
	8	A Martin	6	6																		8	A Martin	4	3
	4	A Kudryavtsev	1	2																		WC	D Tursunov	6	6
		F Cipolla	6	6					F Cipolla	6
		D Lojda	6	7					D Lojda	0	r
		M Crugnola	2	5												F Cipolla	7	3	2
		B Klein	1	6	4										WC	D Tursunov	5	6	6
	WC	K Rastogi	6	3	6			WC	K Rastogi	3	2
	WC	D Tursunov	6	6				WC	D Tursunov	6	6
	6	I Minář	2	4

Bottom half

	First round							Second round							Quarterfinals							Semifinals

	5	L Rosol	7	7
		R de Voest	6⁶	6⁵				5	L Rosol	7	4	7
	Q	T-h Yang	7	3	0				R Ram	5	6	6⁶
		R Ram	6⁷	6	6										5	L Rosol	4	6	6
	Q	A Sitak	1	6⁴												M Yani	6	4	2
		M Yani	6	7					M Yani	6	6
		F Škugor	4	6	3			3	P Lorenzi	2	4
	3	P Lorenzi	6	3	6																	5	L Rosol	6	7
	7	T Alves	1	1																		2	G Soeda	4	6²
		T Ito	6	6					T Ito	6	1
		P Polansky	6⁴	4					N Lindahl	0	2	r
		N Lindahl	7	6												T Ito	3	0
	Q	M Lammer	6	3	1										2	G Soeda	6	6
		I Klec	4	6	6				I Klec	5	3
	Q	F Nielsen	6⁷	3				2	G Soeda	7	6
	2	G Soeda	7	6

References

This information is adapted from Wikipedia which is publicly available.

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