World Map library, zooms into Midwood HSdata:image/png;base64,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 Map library, zooms into Midwood HSde:$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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Mapbox 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BAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==