1995 Qatar Open – Doubles

Doubles
	1995 Qatar Open
Champions	Stefan Edberg; Magnus Larsson
Runners-up	Andrei Olhovskiy; Jan Siemerink
Final score	7–6, 6–2

Olivier Delaître and Stéphane Simian were the defending champions, but did not participate together this year. Delaître partnered Guy Forget, losing in the semifinals. Simian did not participate this year.

Stefan Edberg and Magnus Larsson won in the final 7–6, 6–2, against Andrei Olhovskiy and Jan Siemerink.

Seeds

Jacco Eltingh / Paul Haarhuis (Semifinals)
Jan Apell / Jonas Björkman (First Round)
Hendrik Jan Davids / Menno Oosting (Quarterfinals)
Andrei Olhovskiy / Jan Siemerink (Final)

Draw

Key

Draw

First Round					Quarterfinals					Semifinals				Final

1	J Eltingh P Haarhuis	6	6
WC	P Kühnen A Mronz	1	4		1	J Eltingh P Haarhuis	6	7
	F Montana B Talbot	6	7			F Montana B Talbot	3	6
	L Jensen M Jensen	3	5							1	J Eltingh P Haarhuis	5	5
4	A Olhovskiy J Siemerink	3	6	6						4	A Olhovskiy J Siemerink	7	7
	U Riglewski J Sánchez	6	1	3	4	A Olhovskiy J Siemerink	2	6	6
	P McEnroe J Tarango	6	5	6		P McEnroe J Tarango	6	1	4
Q	X Daufresne F Dewulf	3	7	4										4	A Olhovskiy J Siemerink	6	2
WC	R Agénor H Leconte	1	2												S Edberg M Larsson	7	6
	S Edberg M Larsson	6	6			S Edberg M Larsson	6	6
WC	K Alami T El-Sawy	6	5		3	HJ Davids M Oosting	3	2
3	HJ Davids M Oosting	7	7								S Edberg M Larsson	6	7
	S Cannon J Pugh	3	6								O Delaître G Forget	3	6
	O Delaître G Forget	6	7			O Delaître G Forget	7	7
	L Bale J-L de Jager	6	7			L Bale J-L de Jager	6	5
2	J Apell J Björkman	2	6

gollark: I mean, mercury is toxic, actually, but still.

gollark: I'm not sure why you would particularly want to smuggle mercury on anyway. I don't see why it'd do much.

gollark: I doubt it's particularly secret if random TSA people know about it, but enjoy.

gollark: Stuff like the proof of Fermat's last theorem required connecting together a bunch of disconnected-looking areas of maths in very clever ways. There's more to that than just "practice", by most definitions of practice.

gollark: If you want to solve "the most difficult solvable equation in the world" you're probably going to have to come up with a lot of new techniques.

External links

Draw

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