data:image/png;base64,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
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 occurrences
pt:$flash as frequências dos itens de _ ca:$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: _ 1
pt: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 histograms
pt:os itens de _ com a chave _ entre _ e _ com passo _ completados por _ ca:omple _ clau: _ des de: _ fins: _ interval: _ amplada: _
pt:_ 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-200-10040020022100startsettingratio1stepA function that is self-built that contains both sequences and parameters.
score1That's correct!2selection IterationParameter with self built code with sequencing, iteration, and selection
score1That's correct!2selection 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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Citation: "click here to play!" block was created by Da Button Factory.Citation: Background image taken by Al McDonald uploaded to Wikipedia and Twitter.Citation: Globe character image taken from PNGEgg,IterationWhat is the capital of the United States?,Washington DCWhat is the capital of Andorra?,Andorra la VellaWhat is the capital of Costa Rica?,San JoseWhat is the capital of Russia?,MoscowWhat is the capital of Egypt?,CairoWhat is the capital of the United Kingdom?,LondonWhat is the capital of Argentina?,Buenos AiresWhat is the capital of Georgia?,TbilisiWhat is the capital of Sweden?,StockhomWhat is the capital of Norway?,OsloWhat is the capital of Italy?,RomeWhat is the capital of East Timor?,DiliWhat is the capital of Japan?,TokyoWhat is the capital of Switzerland?,BernWhat is the capital of China?,BeijingWhat is the capital of Austria?,ViennaWhat is the capital of Poland?,WarsawWhat is the capital of Denmark?,CopenhagenWhat is the capital of the Central African Republic?,BanguiWhat is the capital of the Philippines?,ManilaWhat is the capital of Ireland?,DublinWhat is the capital of Nigeria?,AbujaWhat is the capital of Niger?,NiameyWhat is the capital of Paraguay?,AsuncionWhat is the capital of Zimbabwe?,HaraeWhat is the capital of Cuba?,HavannaWhat is the capital of France?,ParisWhat is the capital of Australia?,CamberraWhat is the capital of Angola?,LuandaWhat is the capital of Ecuador?,Quito0What is the capital of the United States?Washington DC