Vi
i 5a och 5b har jobbat med varsitt valfritt land i Europa. Vi jobbade
två och två. Vi skulle skriva om landets turister, mat, industrier,
med mera. Vi jobbade på ipads. När alla hade skrivit allt de visste
om sitt land, så skulle man presentera dem. Jag och Viktor jobbade
med Belgien. Först tyckte jag att det verkade trist, men ju mer
fakta man fick reda på destå intressantare blev landet. Jag tyckte
att det var en rolig uppgift och det var roligt att jobba med ipads.
Efter
presentationerna hade vi en frågesport om alla länder som
presenterats. Vi blev 6 lag med fyra i varje lag. Först sa Martin
ett fakta, som var värd 10 poäng. Om man visste vilket land han
pratade om så fick man 10 poäng. Om man inte visste eller om man
var osäker så väntade man på nästa fakta som bara var värt 8
poäng. Poängen sänkte alltid med två i taget. Mitt lag kom delad
första 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)
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