2017 Las Vegas Challenger – Singles

Sam Groth was the defending champion but retired in the second round against Jan Choinski.

Singles
2017 Las Vegas Challenger
Champion Stefan Kozlov
Runner-up Liam Broady
Final score3–6, 7–5, 6–4

Stefan Kozlov won the title after defeating Liam Broady 3–6, 7–5, 6–4 in the final.

Seeds

  1. Tennys Sandgren (Semifinals)
  2. Cameron Norrie (Second round)
  3. Bjorn Fratangelo (First round)
  4. Stefan Kozlov (Champion)
  5. Nikola Milojević (First round)
  6. Michael Mmoh (Second round)
  7. Sam Groth (Second round, retired)
  8. Reilly Opelka (Quarterfinals)

Draw

Key

Finals

Semifinals Final
          
1 Tennys Sandgren 3 66
4 Stefan Kozlov 6 78
4 Stefan Kozlov 3 7 6
Liam Broady 6 5 4
  Evan King 4 5
Liam Broady 6 7

Top half

First Round Second Round Quarterfinals Semifinals
1 T Sandgren 6 6
Q B Lock 2 4 1 T Sandgren 7 6
L Miedler 713 4 7 L Miedler 5 4
Q Karue Sell 611 6 5 1 T Sandgren 6 6
WC A Cozbinov 6 4 4 Q J Choinski 1 0
Q J Choinski 4 6 6 Q J Choinski 2
WC M Torpegaard 3 4 7 S Groth 1r
7 S Groth 6 6 1 T Sandgren 3 66
4 S Kozlov 7 6 4 S Kozlov 6 78
WC JC Aragone 5 3 4 S Kozlov 6 6
A Sarkissian 6 3 2 D Köpfer 4 1
D Köpfer 2 6 6 4 S Kozlov 6 6
K King 6 6 K King 2 3
WC Ruben Alberts 2 3 K King 4 6 6
M Giron 6 77 M Giron 6 3 4
5 N Milojević 4 61

Bottom half

First Round Second Round Quarterfinals Semifinals
6 M Mmoh 6 6
J Šátral 4 1 6 M Mmoh 3 6 3
PR B Klahn 3 7 6 PR B Klahn 6 3 6
SE C O'Connell 6 5 3 PR B Klahn 67 66
E King 64 77 6 E King 79 78
D Novikov 77 64 4 E King 62 6 7
B Klein 77 6 B Klein 77 3 5
3 B Fratangelo 62 4 E King 4 5
8 R Opelka 77 6 L Broady 6 7
J Clarke 62 4 8 R Opelka 77 6
LL T Garanganga 2 2 Q J Hiltzik 65 4
Q Jared Hiltzik 6 6 8 R Opelka 77 65 4
L Broady 77 6 L Broady 62 77 6
LL Alex Rybakov 65 3 L Broady 77 6
R Ortega Olmedo 4 3 2 C Norrie 65 4
2 C Norrie 6 6
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gollark: Let's imagine we're using an imperative language then:```pythoncactus = input()print(cactus, "world")print(cactus, "void")```
gollark: That only works in languages or whatever with referential transparency like Haskell.
gollark: Yes.
gollark: Define definition.

References

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