data:image/png;base64,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de:$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 _
§_objectsMenumap_dist(lat1, lon1, lat2, lon2)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 _
OpenStreetMapOpenStreetMap
Wikimedia
Watercolor
Toner
Terrain
Topographic
Satellite
Streets
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Will Show You a Flag and You Will Have to Answer the Name of the Flag5Click any key to startLets Begin!2i11121Congrats You winUSA,Mexico,Costa Rica,Canada,Germany,France,Croatia,Brazil,Japan,China,Poland,Switzerland,Italy,South Korea,Ghana,Chad,India,Sri Lanka,Cyprus,Spain,Portugal,Cuba,Jamaica, 000000000000000000000000