2010 Magyar Kupa (men's water polo)

The 2010 Magyar Kupa, known as (Hungarian: Theodora Férfi Magyar Kupa) for sponsorship reasons, is the 84th edition of the tournament.

2010 Magyar Kupa
Country Hungary
Teams16
ChampionsGrupama Honvéd
Runners-upZF-Eger
Top goal scorer(s) László Weszelovszky
(21 goals)
2009
2011

Quarter-finals

Quarter-final matches were played on 16 and 17 October 2010.

Team 1 Agg. Team 2 1st leg 2nd leg
Pécsi Vízmű PVSK-Füszért (I) 13–22 ZF-Eger (I) 9–13 4–9
Szolnoki Főiskola-KÖZGÉP VSC (I) 16–17 Szeged Beton VE (I) 9–8 7–9
TEVA-VasasPlaket (I) 15–16 Grupama Honvéd (I) 5–5 10–11
FTC-Fisher Klíma (I) 30–17 BVSC-Zugló (I) 15–7 15–10

Final four

The final four will be held on 20 and 21 November 2010 at the Szőnyi úti uszoda in Budapest.

 
SemifinalsFinal
 
      
 
20 November, 17:00
 
 
FTC-Fisher Klíma7
 
21 November, 17:00
 
Grupama Honvéd9
 
Grupama Honvéd9
 
20 November, 18:30
 
ZF-Eger6
 
ZF-Eger9
 
 
Szeged Beton VE3
 

Semi-finals

20 November
17:00
Report FTC-Fisher Klíma 79 Grupama Honvéd Szőnyi úti uszoda, Budapest
Referees:
dr. Fekete, Marjay
Score by quarters: 1–1, 1–3, 3–3, 2–2
Czigány, Weszelovszky 2 Goals Bátori 4

20 November
18:30
Report ZF-Eger 93 Szeged Beton VE Szőnyi úti uszoda, Budapest
Referees:
Horváth, Petik
Score by quarters: 2–0, 0–0, 2–1, 5–2
Hosnyánszky, Graham 2 Goals Török 2

Final

21 November
17:00
Report Grupama Honvéd 96 ZF-Eger Szőnyi úti uszoda, Budapest
Referees:
ifj. Juhász, Kun
Score by quarters: 3–2, 2–2, 2–1, 2–1
Szívós 3 Goals Biros 3
2010 Magyar Kupa
Winner

Grupama Honvéd
8th Title
1 István Gergely, 2 Bulcsú Székely, 3 Zoltán Vereczkey, 4 Zoltán Mátyás, 5 Ferenc Salamon, 6 Bence Bátori, 7 Dávid Jansik, 8 Márton Szívós, 9 Márton Tóth, 10 Miklós Gór-Nagy, 11 Dániel Angyal, 12 Balázs Hárai, 13 dr. László Hangody, 14 Márton Lévai
Head Coach
Lajos Vad
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gollark: I have enough storage capacity available to hold maybe 1e13 bits at home.
gollark: Even if I'm off by 6 OOM, 3.7e26 bits is *not tractable*.
gollark: The board state can be encoded in 101.4 bits. The optimal position for that board state can be encoded in a further 6 bits. This gives us 107.4 bits per state.
gollark: Interesting.

See also

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