1984 Tel Aviv Open – Singles

Krickstein successfully defended his title, beating Shahar Perkiss in the final, 6–4, 6–1.

Singles
1984 Tel Aviv Open
Champion Aaron Krickstein
Runner-up Shahar Perkiss
Final score6–4, 6–1
Main article: 1984 Tel Aviv Open

Aaron Krickstein was the defending champion.

Seeds
  1. Aaron Krickstein (Champion)
  2. Gianni Ocleppo (First Round)
  3. Shlomo Glickstein (Quarterfinals)
  4. Colin Dowdeswell (Second Round)
  5. Shahar Perkiss (Final)
  6. Jakob Hlasek (Quarterfinals)
  7. Roscoe Tanner (First Round)
  8. Bob Green (Semifinals)

Draw

Key

Finals
Semifinals Final
          
1 Aaron Krickstein 7 6  
8 Bob Green 6 2  
1 Aaron Krickstein 6 6  
5 Shahar Perkiss 4 1  
5 Shahar Perkiss 6 4  
WC Amos Mansdorf 2 1r  

Top Half
First Round Second Round Quarterfinals Semifinals
1 A Krickstein 6 6  
  Oded Yaacov 2 0   1 A Krickstein 6 6  
Q Shai Puni 5 1     J Turpin 2 3  
  J Turpin 7 6   1 A Krickstein 3 7 6
  M Wooldridge 3 6 6 6 J Hlasek 6 6 2
  F Rocchi 6 3 3   M Wooldridge 2 2  
  S Brawley 5 5   6 J Hlasek 6 6  
6 J Hlasek 7 7   1 A Krickstein 7 6  
3 S Glickstein 6 6 6 8 B Green 6 2  
  Á Fillol 7 3 1 3 S Glickstein 6 6  
LL Gadi Irshai 0 1     H Sands 2 2  
  H Sands 6 6   3 S Glickstein 4 1  
  J Becka 6 7   8 B Green 6 6  
  P Carlsson 4 6     J Becka 4 6 1
  P Doohan 7 6 6 8 B Green 6 4 6
8 B Green 5 7 7

Bottom Half
First Round Second Round Quarterfinals Semifinals
5 S Perkiss 6 6  
  G Layendecker 4 4   5 S Perkiss 6 6  
Q Tomer Zimmerman 3 4   WC G Bloom 4 2  
WC G Bloom 6 6   5 S Perkiss 6 6  
  B Levine 6 6     B Levine 1 2  
Q P Hjertquist 2 4     B Levine 3 6 6
  Roberto Vizcaino 3 2   4 C Dowdeswell 6 3 3
4 C Dowdeswell 6 6   5 S Perkiss 6 4  
7 R Tanner 4 6   WC A Mansdorf 2 1r  
WC A Mansdorf 6 7   WC A Mansdorf 1 6 6
WC Eylon Sinai 4 7 3   G Rivas 6 4 2
  G Rivas 6 6 6 WC A Mansdorf 6 4 6
Q L Palin 2 7 6   M Flur 4 6 2
  R Meyer 6 6 4 Q L Palin 6 2 6
  M Flur 6 1 6   M Flur 3 6 7
2 G Ocleppo 3 6 3
gollark: On each diagram show clearly the coordinates of the maximum and minimum points.The graph of y = f(x) + a has a minimum at (3, 0), where a is a constant. you.
gollark: Quarantine initiated. None are safe.
gollark: Wait, .0? Are you sure?
gollark: Satan is one of my favourite deities!
gollark: No semicolon you.

References
    This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.