data:image/png;base64,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 average is 2the average is 2the number of days over 75 degrees is 2de:$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
Shading
Mapbox 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BAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==itemaverage7the average is 2maxi mumthe maximum is 2i hate my job.....2itemthe number of days over 75 degrees is 2625,6,65,65,76,,302200767131.428571428571427