data:image/png;base64,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as you may know I am Morgan Freeman and I'll be narrating Humpty dumpty4our story begins with an egg called humpty dumpty3humpty1Humpty Dumpty sat on a wall,2one day Hunmpty Had a great fall2start1-196-133de:$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 _
10
de:$globe Längengrad von x _
pt:a longitude no $globe da coordenada x _
ca:$globe longitud per a x _
0
de:$globe Breitengrad von y _
pt:a latitude no $globe da coordenada y _
ca:$globe latitud per a y _
0
de:setze $globe auf Länge: _ Breite: _
pt:altera a posição no $globe para (longitude: _ , latitude: _ )
ca:$globe centra a longitud: _ latitud: _
-122.257852
37.872099
de: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
10
10
de:$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)