data:image/png;base64,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data: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)