2017 KPIT MSLTA Challenger – Singles

Singles
2017 KPIT MSLTA Challenger
Champion Yuki Bhambri
Runner-up Ramkumar Ramanathan
Score4–6, 6–3, 6–4
Main article: 2017 KPIT MSLTA Challenger

Sadio Doumbia was the defending champion but chose not to defend his title.

Yuki Bhambri won the title after defeating Ramkumar Ramanathan 4–6, 6–3, 6–4 in the final.

Seeds

  1. Blaž Kavčič (quarterfinals)
  2. Adrián Menéndez Maceiras (semifinals)
  3. Yuki Bhambri (champion)
  4. Ramkumar Ramanathan (final)
  5. Nikola Milojević (quarterfinals)
  6. Elias Ymer (withdrew)
  7. Evan King (second round)
  8. Peđa Krstin (second round)
  9. Aleksandr Nedovyesov (quarterfinals, retired)

Draw

Key

Finals

Semifinals Final
          
WC Saketh Myneni 3 2
4 Ramkumar Ramanathan 6 6
4 Ramkumar Ramanathan 6 3 4
3 Yuki Bhambri 4 6 6
3 Yuki Bhambri 6 6
2 Adrián Menéndez Maceiras 2 4

Top half

First round Second round Quarterfinals Semifinals
1 B Kavčič 6 6
G Blancaneaux 4 4 1 B Kavčič 6 6
LL VS Prashanth 6 6 LL VS Prashanth 3 2
WC Aryan Goveas 3 4 1 B Kavčič 65 65
T Brkić 3 6 2 WC S Myneni 77 77
WC S Myneni 6 4 6 WC S Myneni 4 6 6
Q A Escoffier 4 65 8 P Krstin 6 2 0
8 P Krstin 6 77 WC S Myneni 3 2
4 R Ramanathan 65 77 711 4 R Ramanathan 6 6
M Polmans 77 65 69 4 R Ramanathan 79 6
B Klein 6 6 B Klein 67 3
P Martínez 2 3 4 R Ramanathan 6 7
Q H Grenier 64 6 6 5 N Milojević 1 5
T-h Yang 77 0 0 Q H Grenier 5 3
I Nedelko 4 1 5 N Milojević 7 6
5 N Milojević 6 6

Bottom half

First round Second round Quarterfinals Semifinals
7 E King 6 6
P Gunneswaran 3 3 7 E King 3 4
M Vilella Martínez 6 4 4 J Clarke 6 6
J Clarke 3 6 6 J Clarke 4 0
A Pavić 77 77 3 Y Bhambri 6 6
WC A Kadhe 65 64 A Pavić 4 64
Q K Uchida 2 5 3 Y Bhambri 6 77
3 Y Bhambri 6 7 3 Y Bhambri 6 6
9 A Nedovyesov 6 4 78 2 A Menéndez Maceiras 2 4
WC V Vardhan 3 6 66 9 A Nedovyesov 5 6 7
K-M Maamoun 4 2 S Balaji 7 4 5
S Balaji 6 6 9 A Nedovyesov 5 1r
S Nagal 77 6 2 A Menéndez Maceiras 7 4
L Miedler 61 0 S Nagal 3 4
Q B Gojo 2 3 2 A Menéndez Maceiras 6 6
2 A Menéndez Maceiras 6 6

References

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