Vid tipspromenaden söndagen den 30 oktober lämnades 91 tipskuponger in.
Rätt rad var: 21X 122 2X2 XX2
En kupong med tolv rätt lämnades av Eivor Bladh.
Rätt svar på skiljefrågan var 90 km/h och närmast rätt svar var G-M Nordmark.
Extravinsten vanns av B Rangensjö.
På bingon såldes 468 brickor. Ingen bricka med tre rader men fem brickor med två rader lämnades in.
Utdelningen för två rader blev 117 kr per bricka.
Tipspromenaden söndagen den 30 oktober 2016
Rätt rad: 21X 122 2X2 XX2
1. Vem får enligt etiketten använda svart fluga till frack?
1. Kungen
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X. Brudgummen
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2. Hovmästaren
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2. Kolhydrater: 9,2 gram Protein: 13,0 gram Fett: 62.6 gram
Vilket av nedanstående alternativ stämmer in på den här beskrivningen vad gäller näringsinnehåll per 100 gram?
1. Hasselnötter
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X. Lax
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2. Bananer
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3. Följande dikt ur diktsamlingen Kejsarens papegoja utkom 1951. Vem är poeten?
Men gick jag allena i många de mil
dit oron kallade mej
förglömde jag då dessa många de mil
för en halvfjärdings väg med dej?
Det gjorde jag ej – blir mitt klumpiga svar,
nej, faktiskt det gjorde jag ej.
Men en vackrare väg jag ej vandrat har
än en halvfjärdings väg med dej
1. Bo Setterlind
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X. Nils Ferlin
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2. Gustaf Fröding
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4. Vilket verktyg använder mannen på vägmärket som varnar för vägarbete?
1. En spade
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X. En borr
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2. Ett spett
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5. Vad heter yogaställningen som innebär korslagda ben och uppåtvända fotsulor?
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)
6. Trots att två omgångar återstår av herrallsvenskan i fotboll har ett lag redan firat segern som svenska mästare 2016?
1. Kalmar FF
|
X. IFK Göteborg
|
2. Malmö FF
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7. Moderna fiskemetoder är mycket effektiva. Tyvärr fångas inte bara den fisk man vill ha, utan också massor av andra djur som ingen vill eller får äta – hajar, rockor, tumlare och alla möjliga andra arter. Vad kallas det?
1. Skräpfångst
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X. Extrafångst
|
2. Bifångst
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8. Skånes landskapsblomma och landskapsdjur är:
1. Blåklocka och stork
|
X. 1 Prästkrage och kronhjort
|
2. Blåklint och igelkott
|
9. Vad heter det här djuret? (bild)
1. Kanadensisk ekorre
|
X. Sork
|
2. Chinchilla
|
10. Årets nobelpristagare i litteratur blev ju som bekant Bob Dylan. Utöver gitarr och keyboard ses han ofta med ett annat instrument på scen. Vilket?
1. Saxofon
|
X. Munspel
|
2. Bas
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11. I Göteborg utreds sedan 2013 frågan om ett nytt transportmedel. Vilket?
1. Tunnelbana
|
X. Linbana
|
2. Luftspårvagn
|
12. Vad kallas den typ av konstgjord fågel som används vid jakt på sjöfågel?
1. Lurfågel
|
X. Stuffed bird
|
2. Vette
|
Skiljefråga: Makrillen är en riktig snabbsimmare. Hur fort kan den simma?
Rätt svar: 90 km/h