2013 Moselle Open – Doubles

Doubles
	2013 Moselle Open
Champions	Johan Brunström ; Raven Klaasen
Runners-up	Nicolas Mahut ; Jo-Wilfried Tsonga
Final score	6–4, 7–6(7–5)

Nicolas Mahut and Édouard Roger-Vasselin were the defending champions, but chose not to participate together. Roger-Vasselin teamed up with Rohan Bopanna, but lost in the semifinals to Johan Brunström and Raven Klaasen.
Mahut played alongside Jo-Wilfried Tsonga, but lost in the final to Brunström and Klaasen, 4–6, 6–7^(5–7).

Seeds

Rohan Bopanna / Édouard Roger-Vasselin (Semifinals)
Julian Knowle / Marcelo Melo (Quarterfinals)
Jamie Murray / John Peers (First round)
Andre Begemann / Martin Emmrich (Quarterfinals)

Draw

Key

Draw

First Round					Quarterfinals				Semifinals					Final

1	R Bopanna É Roger-Vasselin	6	7⁷
	E Butorac S Querrey	1	6⁴		1	R Bopanna É Roger-Vasselin	6	6
	N Monroe S Stadler	2	6	[10]		N Monroe S Stadler	3	2
	C Kas A Seppi	6	2	[5]					1	R Bopanna É Roger-Vasselin	4	7¹⁰	[6]
3	J Murray J Peers	4	6²							J Brunström R Klaasen	6	6⁸	[10]
	J Brunström R Klaasen	6	7⁷			J Brunström R Klaasen	6	6
PR	J Erlich A Ram	4	6	[10]	PR	J Erlich A Ram	4	4
WC	P-H Herbert A Olivetti	6	4	[4]											J Brunström R Klaasen	6	7⁷
	N Mahut J-W Tsonga	6	6												N Mahut J-W Tsonga	4	6⁵
	C Berlocq I Sijsling	4	1			N Mahut J-W Tsonga	7¹³	7
	T Bednarek O Marach	6³	4		4	A Begemann M Emmrich	6¹¹	5
4	A Begemann M Emmrich	7⁷	6							N Mahut J-W Tsonga	6	6²	[10]
	F Delbonis M Demoliner	3	4							P Hanley A Sá	2	7⁷	[4]
	P Hanley A Sá	6	6			P Hanley A Sá	6	6
WC	J Chardy M Gicquel	4	3		2	J Knowle M Melo	3	2
2	J Knowle M Melo	6	6

gollark: It often turns out to be useful and applicable in some silly way even when nobody expected it to be.

gollark: It would probably be necessary to fix the thing where it sometimes teleports you into walls, and you take damage until you somehow fall out.

gollark: I like the Ender IO (Minecraft mod) staff of traveling (short-range personal teleporter), so either that or a really really good computer (for purposes).

gollark: It might be interesting to consider what the graph of the connections would look like. Depending on how far apart habitats are in the network, there could still be a lot of variation between them.

gollark: I mean that you could enclose an area with protected chunks containing impassable-without-breaking-them walls.

References

Main Draw

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