data:image/png;base64,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

de:$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: _ -122.25785237.872099

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 1010

de:$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)y positionx position

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 Shading Mapbox (experimental)

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AAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==5353all10Texas,Virginia,Missouri,Montana,Florida,Delaware,New York,Rhode Island,Vermont,Maine,Michigan,Louisiana,Utah,Wyoming,Oregon,Arkansas,Colorado,Arizona,Alaska,Hawaii,New Mexico,Tennesee,South Carolina,North Carolina,Washington,Maryland,California,North Dakota,South Dakota,Kansas,Iowa,Minnesota,Nevada,Oklahoma,Illinois,Kentucky,Mississipi,Georgia,Alabama,Idaho,California,Indiana,Ohio,West Virginia,Pennsylvania,Connecticut,New Jersey,Massachussets,New Hampshire,MaineWhat states are in the southeast on the map?,Arkansas Louisiana Alabama Mississippi Virginia Tennessee North Carolina South Carolina West Virginia KentuckyWhat states are in the northeast region of the map?,New York New Jersey Delaware Rhode Island Vermont Maine Massachusetts Maryland New Hampshire Pennsylvania ConnecticutWhat states are in the midwest region of the map?,"Illinois, South Dakota North Dakota Kansas Michigan Minnestota Wisconsin Indiana Iowa Missouri Ohio Nebraska"What states are in the southwest region of the map,Nevada Utah Colorado New Mexico ArizonaWhat states are in the west region of the map?,California Wyoming Washington Idaho Nevada Oregon Montana Hawaii Alaskafalse4