This is a Quiz Game template to learn about the List data structure.
You can replace the 6 quiz questions, 3 multiple choice answers, correct answers, and quotes with your own.
You can then customize the background, sprites, visual and sound effects to your liking.data:image/png;base64,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data:image/png;base64,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 is a way to programmatically create the question and answer lists.start questionThat's right!2end questionThat's right!2end questionThat's right!2end questionde:$globe zeige aktuellen Standort
pt:mostra a localização corrente do dispositivo no $globe
ca:$globe centra a la meva ubicació
de:$globe Zoom
pt:o zoom do $globe
ca:$globe zoom
de:setze $globe Zoom auf _
pt:altera o zoom do $globe para _
ca:$globe fixa el zoom a _
10de:$globe Längengrad von x _
pt:a longitude no $globe da coordenada x _
ca:$globe longitud per a x _
0de:$globe Breitengrad von y _
pt:a latitude no $globe da coordenada y _
ca:$globe latitud per a y _
0de:setze $globe auf Länge: _ Breite: _
pt:altera a posição no $globe para (longitude: _ , latitude: _ )
ca:$globe centra a longitud: _ latitud: _
-122.25785237.872099de:y von $globe Breitengrad _
pt:a coordenada y da latitude _ no $globe
ca:$globe y per a latitud _
de:x von $globe Längengrad _
pt:a coordenada x da longidude _ no $globe
ca:$globe x per a longitud _
de:ändere $globe um x: _ y: _ Pixel
pt:desloca a posição do mapa de (x: _ , y: _ )
ca:$globe canvia la ubicació en x: _ y: _ píxels
1010de:$globe Entfernung in km zu _
pt:a tua distância em km a _ no $globo
ca:$globe distància en km fins a _
§_objectsMenustagelat1lng1lat2lng2return stage.worldMap.distanceInKm(lat1, lng1, lat2, lng2)de:$globe aktuelle Position
pt:a localização corrente do dispositivo no $globe
ca:$globe ubicació actual
de:$globe aktueller Breitengrad
pt:a latitude corrente do dispositivo no $globe
ca:$globe latitud actual
de:$globe aktueller Längengrad
pt:a longitude corrente do dispositivo no $globe
ca:$globe longitud actual
de:aktualisiere $globe
pt:actualiza o $globe
ca:$globe força refresc
de:$globe als Kostüm
pt:a parte visível do $globe na forma de traje
ca:$globe vestit del mapa actual
de:setze $globe Stil auf _
pt:altera o estilo do $globe para _
ca:$globe fixa l'estil de mapa a _
WikimediaOpenStreetMap
Wikimedia
Watercolor
Toner
Terrain
Topographic
Satellite
Streets
Shading
Mapbox (experimental)11130How much money does the gaming industry make in a year?,What is the game with the most units sold in the world?,"How many people have bought Minecraft?
",What is the most selling console of all time?,"How many people have bought the PlayStation 2?
","When was the first console ever released?
"Answer A for question 1,Answer A for question 2,Answer A for question 3,Answer A for question 4,Answer A for question 5,Answer A for question 6Answer B for question 1,Answer B for question 2,Answer B for question 3,Answer B for question 4,Answer B for question 5,Answer B for question 6Answer C for question 1,Answer C for question 2,Answer C for question 3,Answer C for question 4,Answer C for question 5,Answer C for question 6B,C,C,A,B,A