data:image/png;base64,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131,140,0,1191,70,0,1de:$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)1