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,1090811,92.86717,56.018399