1994 Torneo Internazional Femmin di Palermo – Doubles

Karin Kschwendt and Natalia Medvedeva were the defending champions, but none competed this year.

Doubles
1994 Torneo Internazional Femmin di Palermo
Champions Ruxandra Dragomir
Laura Garrone
Runners-up Alice Canepa
Giulia Casoni
Final score6–1, 6–0
Draw16 (1WC/1Q)
Seeds4

Ruxandra Dragomir and Laura Garrone won the title by defeating qualifiers Alice Canepa and Giulia Casoni 6–1, 6–0 in the final.

Seeds

Draw

Key

Draw

First Round Quarterfinals Semifinals Final
1 B Rittner
P Tarabini
2 3
L Montalvo
F Perfetti
6 6 L Montalvo
F Perfetti
2 6 3
R Dragomir
L Garrone
6 6 R Dragomir
L Garrone
6 2 6
K Studeníková
E Zardo
1 1 R Dragomir
L Garrone
3 6 6
3 D Monami
P Ritter
6 6 R Bobková
P Langrová
6 4 2
S Dopfer
C Schneider
4 3 3 D Monami
P Ritter
6 3 4
R Bobková
P Langrová
6 6 R Bobková
P Langrová
4 6 6
L Courtois
E Martincová
4 1 R Dragomir
L Garrone
6 6
S Attili
E Savoldi
6 77 Q A Canepa
G Casoni
1 0
C Papadáki
K Ptaszek
2 64 S Attili
E Savoldi
0 2
WC E Brusati
C Salvi
4 7 2 4 B Fulco-Villella
O Lugina
6 6
4 B Fulco-Villella
O Lugina
6 5 6 4 B Fulco-Villella
O Lugina
3 5
F Li
B Reinstadler
6 77 Q A Canepa
G Casoni
6 7
S Cecchini
R Grande
4 61 F Li
B Reinstadler
4 7 1
Q A Canepa
G Casoni
77 3 6 Q A Canepa
G Casoni
6 5 6
2 S Farina
I Spîrlea
65 6 3
gollark: x³ + x² + x + 1 = 0 has 3 solutions because it has a degree of 3 for instance.
gollark: It's not "raised to" anything. For this the degree is just the maximum power it contains.
gollark: With reals it's n or less which is bad and nobody likes it.
gollark: It means that for a polynomial P(x) with degree n, P(x) = 0 has exactly n solutions.
gollark: … no.

References

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