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 _
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 (experimental)returns a frequency analysis of the argument list, represented as a two-column table, where the first column contains the unique values and the second column their occurrencespt:$flash as frequências dos itens de _
ca:$flash analitza _
pt:o agrupamento dos itens de _ de acordo com _
ca:$flash agrupa _ per _
pt:uma ordenação de _ com critério _
ca:$flash ordena _ per _
pt:o histograma de _ entre _ e _ com intervalo _
ca:histograma de _ des de: _ fins: _ interval: _
1pt:o histograma de _ agrupado de acordo com _ entre _ e _ com passo _
ca:histograma de _ agrupat per: _ des de: _ fins: _ interval: _
add missing entries to a sorted list. Used for histogramspt:os itens de _ com a chave _ entre _ e _ com passo _ completados por _
ca:omple _ clau: _ des de: _ fins: _ interval: _ amplada: _
11pt:_ em minúsculas
ca:_ $arrowRight minúscules
pt:desenha gráfico de barras de _ em (x: _ , y: _ ) com largura _ e altura _
ca:dibuixa _ _ a x: _ y: _ i ample: _ alçada: _
barsbars
lines
pie chart-200-10040020022100startsettingratio1step2linespt:a aplicação a _ de _
ca:canalitza _ $arrowRight _
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QKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==51.67204,39.184353.20007,50.1555.78874,49.1221447.23135,39.7232856.32867,44.0020555.75222,37.6155659.93863,30.3141348.71939,44.5018354.99244,73.3685956.8519,60.612254.74306,55.9677955.15402,61.4291555.0415,82.934656.01839,92.86717Voronezh,1047549,39.1843,51.67204Samara,1163399,50.15,53.20007Kazan,1243500,49.12214,55.78874Rostov-na-Donu,1130305,39.72328,47.23135Nizhniy Novgorod,1259013,44.00205,56.32867Moscow,10381222,37.61556,55.75222Saint Petersburg,5351935,30.31413,59.93863Volgograd,1013533,44.50183,48.71939Omsk,1172070,73.36859,54.99244Yekaterinburg,1495066,60.6122,56.8519Ufa,1120547,55.96779,54.74306Chelyabinsk,1202371,61.42915,55.15402Novosibirsk,1612833,82.9346,55.0415Krasnoyarsk,1090811,92.86717,56.0183914