data:image/png;base64,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:image/png;base64,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:$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)