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 _
§_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
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Watercolor
Toner
Terrain
Topographic
Satellite
Streets
Shading
Mapbox (experimental)Hello!120data:image/png;base64,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5-10-10-10150-10-10-1000OpenStreetMap001AIRSTRIKE PLANNING...120310.5aa110Just kidding, LOL ;P120