German Tennis Championships 2018 / Qualification
This article shows the results of the qualifying rounds for the 2018 men's German Tennis Championships . For the tournament in the ATP World Tour 500 category , four players qualified in singles or a pairing in doubles, each of which was determined in two rounds. There was also a lucky loser in singles. A total of 16 players and four pairs took part in the qualification, which took place on July 21 and 22, 2018.
singles
Seeding list
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Explanation of symbols
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Results
First round | Qualifying round | |||||||||||
1 | Nikolos Bassilashvili | 7th | 6th | |||||||||
Tobias Kamke | 5 | 2 | ||||||||||
1 | Nikolos Bassilashvili | 6th | 4th | 7th | ||||||||
PR | Jürgen Melzer | 4th | 6th | 5 | ||||||||
PR | Jürgen Melzer | 6th | 6th | |||||||||
5 | Martin Kližan | 3 | 4th | |||||||||
2 | Jozef Kovalík | 6th | 6th | |||||||||
WC | Niklas Guttau | 0 | 1 | |||||||||
2 | Jozef Kovalík | 6th | 3 | 6th | ||||||||
6th | Thiago Monteiro | 3 | 6th | 0 | ||||||||
Roberto Quiroz | 4th | 3 | ||||||||||
6th | Thiago Monteiro | 6th | 6th | |||||||||
3 | Corentin Moutet | 6th | 6th | |||||||||
WC | Marvin Möller | 2 | 3 | |||||||||
3 | Corentin Moutet | 6th | 6th | |||||||||
Danilo Petrovic | 4th | 4th | ||||||||||
Danilo Petrovic | 5 | 7th | 7th | |||||||||
7th | Calvin Hemery | 7th | 6 4 | 5 | ||||||||
4th | Lorenzo Sonego | 6th | 1 | 6 3 | ||||||||
OLD | Renzo Olivo | 3 | 6th | 7th | ||||||||
OLD | Renzo Olivo | 6th | 5 | 5 | ||||||||
WC | Daniel Masur | 4th | 7th | 7th | ||||||||
WC | Daniel Masur | 7th | 4th | 6th | ||||||||
8th | Carlos Berlocq | 6 4 | 6th | 3 |
Double
Seeding list
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Explanation of symbols
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Results
First round | Qualifying round | |||||||||||
1 | Nicolás Jarry Maximilian Marterer |
6th | 6th | |||||||||
WC | Tobias Kamke George von Massow |
3 | 3 | |||||||||
1 | Nicolás Jarry Maximilian Marterer |
4th | 0 | |||||||||
Martin Kližan Jozef Kovalík |
6th | 6th | ||||||||||
Martin Kližan Jozef Kovalík |
7th | 6 5 | [11] | |||||||||
2 | Andre Begemann Florin Mergea |
6 4 | 7th | [9] |