2016 China International Suzhou – Singles

Dudi Sela was the defending champion but chose not to defend his title.

Singles
2016 China International Suzhou
Champion	Lu Yen-hsun
Runner-up	Stefan Kozlov
Final score	6–0, 6–1

Lu Yen-hsun won the title after defeating Stefan Kozlov 6–0, 6–1 in the final.

Seeds

Lu Yen-hsun (Champion)
Taro Daniel (First round)
Sergiy Stakhovsky (Quarterfinals)
Chung Hyeon (Semifinals)
Stefan Kozlov (Final)
Tatsuma Ito (First round)
Wu Di (Quarterfinals)
Andrew Whittington (Second round)

Draw

Key

Finals

	Semifinals							Final


	1	Lu Yen-hsun	6	6

	4	Chung Hyeon	2	2
								1	Lu Yen-hsun	6	6

								5	Stefan Kozlov	0	1
	5	Stefan Kozlov	6	0

		Alexander Kudryavtsev	3	1^r

Top half

	First Round							Second Round							Quarterfinals							Semifinals

	1	Y-h Lu	6	6
		D Masur	4	3				1	Y-h Lu	7	6
		C Rungkat	6	6					C Rungkat	5	1
		Yuya Kibi	4	3											1	Y-h Lu	6²	6	6
		A Arnaboldi	7⁷	6												A Arnaboldi	7⁷	4	3
		A Santillan	6³	4					A Arnaboldi	6	7¹⁰
	WC	R Te	0	3				8	A Whittington	4	6⁸
	8	A Whittington	6	6																		1	Y-h Lu	6	6
	4	H Chung	6	6																		4	H Chung	2	2
	LL	Qi Xi	1	1				4	H Chung	6	3	7
		J Eysseric	6	6					J Eysseric	2	6	5
		T Chen	4	2											4	H Chung	6	6
		Y Hanfmann	4	1												P Riba	2	4
		S-w Kwon	6	6					S-w Kwon	6⁵	6⁵
		P Riba	6	6					P Riba	7⁷	7⁷
	6	T Ito	1	4

Bottom half

	First Round							Second Round							Quarterfinals							Semifinals

	5	S Kozlov	5	6	6
	LL	Y He	7	0	4			5	S Kozlov	6	6
	Q	M Elgin	2	6	3				C-e Kim	4	3
		Kim Cheong-eui	6	2	6										5	S Kozlov	3	6	7
		Z Li	5	3											3	S Stakhovsky	6	2	5
		M Krueger	7	6					M Krueger	6	1	4
	WC	B Ouyang	4	3				3	S Stakhovsky	4	6	6
	3	S Stakhovsky	6	6																		5	S Kozlov	6	0
	7	D Wu	6	6																			A Kudryavtsev	3	1^r
	Q	Cao Zhaoyi	1	1				7	D Wu	6	6
	Q	Wang Ruikai	3	3				WC	Z Xia	1	1
	WC	Xia Zihao	6	6											7	D Wu	6⁵	6⁶
	WC	X Gao	6	6												A Kudryavtsev	7⁷	7⁸
	Q	Y Ning	1	4				WC	X Gao	4	2
		A Kudryavtsev	7⁷	6					A Kudryavtsev	6	6
	2	T Daniel	6³	3

gollark: This is the annoying question, photographed very blurrily.

gollark: Well, I found something alternate-segmenty, good enough.

gollark: The alternate segment theorem?

gollark: Contingency -44-B.

gollark: yes.

References

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