Katalin Miskolczi

Katalin Miskolczi (born 6 August 1976) is a Hungarian former professional tennis player.[1]

Katalin Miskolczi
Country (sports) Hungary
Born (1976-08-06) 6 August 1976
Prize money$40,567
Singles
Career titles2 ITF
Highest rankingNo. 221 (7 April 1997)
Doubles
Career titles1 ITF
Highest rankingNo. 338 (24 July 2000)

Miskolczi had a career singles high ranking of 221 and won two ITF titles, both in 1995. At WTA Tour level, her best performance came when she qualified for the main draw of the 1996 Meta Styrian Open and had a first round win over Anna Smashnova.[2]

ITF finals

Singles: 5 (2–3)

Outcome No. Date Tournament Surface Opponent Score
Winner 1. 23 January 1995 Båstad, Sweden Hard Miroslava Vavrinec 1–6, 6–2, 7–5
Winner 2. 5 June 1995 Dublin, Ireland Clay Robyn Mawdsley 6–2, 6–2
Runner-up 1. 29 October 1997 Joué-lès-Tours, France Hard Katarzyna Nowak 1–6, 2–6
Runner-up 2. 17 August 1998 Maribor, Slovenia Clay Adrienn Hegedűs 5–7, 2–6
Runner-up 3. 27 September 1999 Fiumicino, Italy Clay Olga Vymetálková 2–6, 4–6

Doubles: 4 (1–3)

Outcome No. Date Tournament Surface Partner Opponents Score
Runner-up 1. 16 November 1998 Biel, Switzerland Hard Gréta Arn Dája Bedáňová
Lydia Steinbach
2–6, 1–6
Winner 1. 27 June 1999 Velp, Netherlands Clay Natasha Galouza Evie Dominikovic
Jolanda Mens
6–3, 7–5
Runner-up 2. 27 September 1999 Fiumicino, Italy Clay Stefanie Haidner Olga Vymetálková
Gabriela Navrátilová
3–6, 3–6
Runner-up 3. 26 June 2000 Velp, Netherlands Clay Camilla Kremer Jenny Belobrajdic
Kristen van Elden
1–6, 2–6
gollark: Not significantly.
gollark: The individual data points do not have much effect. The aggregate does, but *I cannot change that*.
gollark: I mean, if it would be 1 good if everyone did X, but 0.000001 good if I did X, then the possibility of 1 good which I *can't cause* doesn't affect the goodness of me doing it, unless you expect that I can cause that, which is probably wrong.
gollark: Which is correct, though?
gollark: Those are literally the complements of each other, so you can't have one matter and the other not matter.

References

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