2007 Hypo Group Tennis International – Doubles

Doubles
	2007 Hypo Group Tennis International
Champions	Simon Aspelin; Julian Knowle
Runners-up	Leoš Friedl; David Škoch
Final score	7–6(8–6), 5–7, [10–5]

Paul Hanley and Jim Thomas were the defending champions, but Hanley did not participate this year. Thomas partnered Yves Allegro, losing in the quarterfinals.

Simon Aspelin and Julian Knowle won the title, defeating Leoš Friedl and David Škoch 7–6^(8–6), 5–7, [10–5] in the final.

Seeds

Simon Aspelin / Julian Knowle (Champions)
Mariusz Fyrstenberg / Marcin Matkowski (First Round)
Yves Allegro / Jim Thomas (Quarterfinals)
Jeff Coetzee / Rogier Wassen (First Round)

Draw

Key

Draw

First Round					Quarterfinals				Semifinals					Final

1	S Aspelin J Knowle	6	6
	T Cibulec P Vízner	0	3		1	S Aspelin J Knowle	7⁷	7
WC	S Koubek A Peya	7	6		WC	S Koubek A Peya	6¹	5
	D Hrbatý M Russell	5	4						1	S Aspelin J Knowle	6	3	[10]
3	Y Allegro J Thomas	6	6							M García J Kerr	4	6	[6]
	S Huss T Phillips	1	2		3	Y Allegro J Thomas	6⁵	4
	M García J Kerr	6	6			M García J Kerr	7⁷	6
PR	V Spadea M Verkerk	1	1											1	S Aspelin J Knowle	7⁸	5	[10]
	L Friedl D Škoch	6	7⁷												L Friedl D Škoch	6⁶	7	[5]
WC	M Mirnyi V Voltchkov	2	6⁴			L Friedl D Škoch	6	6
	E Butorac J Murray	7¹⁰	6⁵	[10]		E Butorac J Murray	4	3
4	J Coetzee R Wassen	6⁸	7⁷	[7]						L Friedl D Škoch	w/o
	A Delic A Roddick	6⁰	7	[10]						A Delic A Roddick
	C Haggard H-t Lee	7⁷	5	[4]		A Delic A Roddick	6	6
	F Čermák P Pála	6	6²	[10]		F Čermák P Pála	2	4
2	M Fyrstenberg M Matkowski	3	7⁷	[6]

gollark: They literally do nothing with this except use it to write simple integrals slightly differently.

gollark: I mean, *look* at this.

gollark: AQA ones might be different, but we do Edexcel and they're mostly fairly trivial.

gollark: The only "difficult but rewarding" stuff here is extension papers like STEP and they don't really have... teaching... for that.

gollark: Not only does it do horrible abuse of notation but it does a "left-handed Riemann sum" with fixed thing widths, and thus breaks on certain exotic functions.

External links

Draw

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