2013 FMF World Cup qualification: Difference between revisions

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Revision as of 22:21, 24 April 2013

The 2013 FMF World Cup qualification rounds are the confederational qualifying competitions for the 2013 FMF World Cup, the eighth tournament of its kind.

Each of of the four FMF confederations has been given a quota of berths to be filled, with three nations earning automatic places; hosts Hammish Monovia and Zandarijn (both CTFA), and 2012 winners Tellia (WMFA). The following number of places have been assigned to each confederation:

AEFA

Group A

Team Pld W D L GF GA GD Pts
Gerenia Gerenia 6 3 3 0 10 6 +4 12
Safiria Safiria 6 3 1 2 10 8 +2 10
Hurmu Hurmu 5 2 3 0 8 3 +5 9
Babkha Babkha 5 1 2 2 6 6 0 5
Flanders Flanders 6 0 1 5 2 13 −11 1

  Babkha Flanders Gerenia Hurmu Safiria
Babkha – 2–0 1–1
Flanders 1–1 – 0–2 0–3
Gerenia 2–1 – 1–1 3–2
Hurmu 3–0 1–1 – 2–0
Safiria 2–1 2–1 1–1 –

Group B

Team Pld W D L GF GA GD Pts
Stormark Stormark 6 5 0 1 27 5 +22 15
Novatainia Novatainia 6 5 0 1 25 7 +18 15
Athlon Athlon 5 3 0 2 13 8 +5 9
Réunion Réunion 5 1 0 4 5 16 −11 3
Lucerne Lucerne 6 0 0 6 2 36 −34 0

  Athlon Lucerne Novatainia Réunion Stormark
Athlon – 4–0 2–1
Lucerne 0–4 – 1–7 0–8
Novatainia 4–2 – 5–1 3–1
Réunion 3–1 0–5 – 0–3
Stormark 3–1 10–0 2–1 –

Group C

Team Pld W D L GF GA GD Pts
Mahoz HaSephardim Mahoz HaSephardim 6 5 0 1 14 6 +8 15
Toketi Toketi 5 4 0 1 13 3 +10 12
Dura Dura 6 1 3 2 5 7 −2 6
Apollantis Apollantis 5 0 3 2 4 10 −6 3
Walker Democracy Walker Democracy 6 0 2 4 2 12 −10 2

  Apollantis Dura Mahoz HaSephardim Toketi Walker Democracy
Apollantis – 2–2 0–3
Dura 1–1 – 1–2 0–0
Mahoz HaSephardim 3–0 – 2–1 3–0
Toketi 2–0 3–1 – 4–0
Walker Democracy 1–1 0–1 1–3 –

Group D

Team Pld W D L GF GA GD Pts
North Antarctica North Antarctica 6 4 2 0 17 2 +15 14
Antica Antica 5 3 2 0 11 2 +9 11
Senya Senya 6 3 1 2 5 4 +1 10
Freedomia Freedomia 6 1 1 4 3 9 −6 4
River Warriors River Warriors 5 0 0 5 1 20 −19 0

  Antica Freedomia North Antarctica River Warriors Senya
Antica – 3–0 5–0
Freedomia 0–0 – 0–1 1–2
North Antarctica 2–2 – 6–0 2–0
River Warriors 1–2 0–6 – 0–1
Senya 0–1 2–0 0–0 –

CTFA

First round

Group A

Team Pld W D L GF GA GD Pts
Treisenberg Treisenberg 7 6 0 1 15 7 +8 18
Zandarijn Zandarijn1 7 5 2 0 14 4 +10 17
Monovia Monovia 7 2 3 2 10 10 0 9
Hammish Monovia Hammish Monovia1 7 2 3 2 6 6 0 9
Jingdao Jingdao 7 1 2 4 3 10 −7 5
New Victoria New Victoria 7 0 0 7 3 14 −11 0

  Hammish Monovia Jingdao Monovia New Victoria Treisenberg Zandarijn
Hammish Monovia – 3–1 2–0 0–2
Jingdao 0–0 – 1–1 0–1 0–3
Monovia 1–1 – 2–1 1–3 1–1
New Victoria 0–1 0–2 – 1–2 0–1
Treisenberg 2–0 2–0 3–2 –
Zandarijn 0–0 4–1 3–2 –

Group B

Team Pld W D L GF GA GD Pts
Natopia Natopia 5 3 2 0 10 3 +7 11
Alexandria Alexandria 4 2 2 0 11 3 +8 8
Birgeshir Birgeshir 5 2 2 1 7 5 +2 8
Greater Sangun Greater Sangun 5 1 1 3 6 8 −2 4
Gaston Gaston 5 0 1 4 3 18 −15 1

  Alexandria Birgeshir Gaston Greater Sangun Natopia
Alexandria – 1–1 3–0
Birgeshir – 2–0 1–3
Gaston 1–6 – 2–2
Greater Sangun 0–2 4–0 – 0–1
Natopia 1–1 1–1 4–0 –

Second round

Main article: 2013 CiboTap Championships
Team 1  Score  Team 2
Winner Group A TBD – TBD Runner-up Group B
Winner Group B TBD – TBD Runner-up Group A

Third round

Team 1  Score  Team 2
Winner Second Round A TBD – TBD Winner Second Round B

1 As co-hosts of the 2013 FMF World Cup, Zandarijn and Hammish Monovia have qualified automatically, and are therefore ineligible for the one allocated CTFA qualifying place, despite entering for the 2013 CiboTap Championships. The highest placed team, barring Zandarijn and Hammish Monovia, will qualify for the tournament.

EMUFA

Group A

Team Pld W D L GF GA GD Pts
Nova England Nova England 5 5 0 0 12 2 +10 15
Valencia Valencia 5 3 1 1 8 6 +2 10
New Vaduz New Vaduz 5 2 0 3 6 6 0 6
Lostisland Lostisland 5 0 2 3 4 9 −5 2
Democratic Monovia Democratic Monovia 4 0 1 3 1 8 −7 1

  Democratic Monovia Lostisland New Vaduz Nova England Valencia
Democratic Monovia – 1–1 0–3
Lostisland – 1–2 2–3
New Vaduz 2–0 – 0–1
Nova England 3–0 2–1 – 3–1
Valencia 2–0 0–0 2–1 –

Group B

Team Pld W D L GF GA GD Pts
Nova English Korea Nova English Korea 4 3 1 0 9 3 +6 10
Taeland Taeland 4 3 0 1 6 2 +4 9
Ocia Ocia 4 1 1 2 6 7 −1 4
Lurk Lurk 4 0 0 4 1 10 −9 0

  Lurk Nova English Korea Ocia Taeland
Lurk – 0–4 0–3
Nova English Korea – 2–1 1–0
Ocia 2–1 2–2 –
Taeland 1–0 2–1 –

Group C

Team Pld W D L GF GA GD Pts
Interland Interland 4 2 2 0 7 2 +5 8
Høgmårk Høgmårk 4 2 2 0 5 3 +2 8
Uantir Uantir 4 1 2 1 3 2 +1 5
Indokistan Indokistan 4 0 0 4 2 10 −8 0

  Høgmårk Indokistan Interland Uantir
Høgmårk – 2–1 1–1
Indokistan – 0–3 0–2
Interland 1–1 3–1 –
Uantir 0–1 0–0 –

Group D

Team Pld W D L GF GA GD Pts
Passas Passas 4 3 0 1 12 4 +5 9
Hamland Hamland 4 2 1 1 7 2 +5 7
Juclandia Juclandia 4 2 1 1 7 5 +2 7
Incontinentia Incontinentia 4 0 0 4 1 16 −15 0

  Hamland Incontinentia Juclandia Passas
Hamland – 4–0 2–0
Incontinentia – 1–3 0–6
Juclandia 0–0 3–0 –
Passas 2–1 4–1 –

Group E

Team Pld W D L GF GA GD Pts
Mercury Mercury 4 4 0 0 9 1 +8 12
Austbard Austbard 4 1 2 1 6 5 +1 5
Sirocco Sirocco 4 0 2 2 4 8 −4 2
Los Bay Petros Los Bay Petros 4 0 2 2 3 8 −5 2

  Austbard Los Bay Petros Mercury Sirocco
Austbard – 1–1 3–1
Los Bay Petros – 0–2 2–2
Mercury 2–1 3–0 –
Sirocco 1–1 0–2 –

Group F

Team Pld W D L GF GA GD Pts
Craitland Craitland 4 2 2 0 8 2 +6 8
Tiana Tiana 4 2 1 1 6 2 +4 7
Normark Normark 4 2 1 1 4 2 +2 7
Lolland Lolland 4 0 0 4 0 12 −12 0

  Craitland Lolland Normark Tiana
Craitland – 5–0 2–1
Lolland – 0–1 0–4
Normark 1–1 2–0 –
Tiana 0–0 1–0 –

WMFA

Group A

Team Pld W D L GF GA GD Pts
Sanilla Sanilla 4 3 0 1 11 4 +7 9
Shireroth Shireroth 4 3 0 1 7 4 +3 9
Elwynn Elwynn 4 2 0 2 8 7 +1 6
Mailong Mailong 4 0 0 4 2 13 −11 0

  Elwynn Mailong Sanilla Shireroth
Elwynn – 4–1 1–0
Mailong – 0–4 0–1
Sanilla 2–1 4–1 –
Shireroth 4–2 2–1 –

Group B

Team Pld W D L GF GA GD Pts
Ashkenatza Ashkenatza 4 2 2 0 5 2 +3 8
Amokolia Amokolia 4 1 3 0 4 3 +1 6
Batavia Batavia 4 1 3 1 6 5 +1 5
Zeeburg Zeeburg 4 0 1 3 3 8 −5 1

  Amokolia Ashkenatza Batavia Zeeburg
Amokolia – 0–0 2–1
Ashkenatza – 2–1 2–0
Batavia 1–1 1–1 –
Zeeburg 1–1 1–3 –


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