2016 Las Vegas Challenger – Singles

Singles
2016 Las Vegas Challenger
Champion Sam Groth
Runner-up Santiago Giraldo
Score6–7(4–7), 6–4, 7–5
Main article: 2016 Las Vegas Challenger

Thiemo de Bakker was the defending champion but chose not to defend his title.

Sam Groth won the title after defeating Santiago Giraldo 6–7(4–7), 6–4, 7–5 in the final.[1]

Seeds

  1. Víctor Estrella Burgos (first round)
  2. Frances Tiafoe (first round)
  3. Bjorn Fratangelo (second round)
  4. Santiago Giraldo (final)
  5. Darian King (second round)
  6. Denis Kudla (first round)
  7. Dennis Novikov (second round)
  8. Marco Trungelliti (semifinals)

Draw

Key

Finals

Semifinals Final
          
8 Marco Trungelliti 5 77 65
4 Santiago Giraldo 7 62 77
4 Santiago Giraldo 77 4 5
Sam Groth 64 6 7
  Sam Groth 77 6
Sekou Bangoura 65 4

Top half

First round Second round Quarterfinals Semifinals
1 V Estrella Burgos 3 1
G Žemlja 6 6 G Žemlja 6 6
Q S Caruso 6 6 Q S Caruso 3 4
M Arévalo 2 4 G Žemlja 63 65
E Escobedo 6 6 8 M Trungelliti 77 77
WC A Falla 4 3 E Escobedo 5 0
G Clezar 6 4 4 8 M Trungelliti 7 6
8 M Trungelliti 3 6 6 8 M Trungelliti 5 77 65
4 S Giraldo 6 6 4 S Giraldo 7 62 77
Q R Ortega Olmedo 3 2 4 S Giraldo w/o
LL T Vorster 4 65 P Polansky
P Polansky 6 77 4 S Giraldo 64 6 6
T Paul 65 1r WC M Torpegaard 77 3 2
A Krajicek 77 2 A Krajicek 66 3
WC M Torpegaard 6 6 WC M Torpegaard 78 6
6 D Kudla 3 2

Bottom half

First round Second round Quarterfinals Semifinals
5 D King 65 7 0
E Struvay 77 5 0d 5 D King 4 4
WC Evan Song 4 4 T Sandgren 6 6
T Sandgren 6 6 T Sandgren 62 5
Q L Glasspool 5 3 S Groth 77 7
S Groth 7 6 S Groth 77 7
Q L Broady 6 3 3 3 B Fratangelo 63 5
3 B Fratangelo 1 6 6 S Groth 77 6
7 D Novikov 6 6 S Bangoura 65 4
J McGee 4 1 7 D Novikov 66 4
A Sarkissian 62 0r S Bangoura 78 6
S Bangoura 77 0 S Bangoura 6 3 6
Z Li 6 77 SE B Klein 4 6 4
WC Jakob Amilon 1 65 Z Li 1 6 3
SE B Klein 2 7 6 SE B Klein 6 1 6
2 F Tiafoe 6 5 3

References

  1. ^ "Sandgren And Groth Start Las Vegas Tennis Open Campaign With Wins". October 18, 2017.
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