data:image/png;base64,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data:image/png;base64,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 a table (typically from a CSV data set) as input and reports a summary of the table grouped by the field in the specified column number. The remaining three inputs are used only if the field values are numbers, in which case they can be grouped into buckets (e.g., decades, centuries, etc.). Those three inputs specify the smallest and largest values of interest and, most importantly, the width of a bucket (10 for decades, 100 for centuries). If the field isn't numeric, leave these three inputs empty or set them to zero. In that case, each string value of the field is its own bucket, and they appear sorted alphabetically.
The block reports a new table with three columns. The first column contains the bucket name or smallest number. The second column contains a nonnegative integer that says how many records in the input table fall into this bucket. The third column is a subtable containing the actual records from the original table that fall into the bucket.
If your buckets aren't of constant width, or you want to group by some function of more than one field, load the "Frequency Distribution Analysis" library instead. 1110add missing entries to a sorted list. Used for histogramspt:os itens de _ com a chave _ entre _ e _ com passo _ completados por _
11pt:a aplicação a _ de _
1pt:desenha gráfico de barras de _ em (x: _ , y: _ ) com largura _ e altura _
-200-100400200If smallest value < 0, the x axis isn't at the bottom.
Note that sort is by > not by <.
Not clear this can happen in a
histogram!max y1ratio1label delta y5010step2190draw x axis at y=00draw y axis902012i15Ready to draw bars.2data90ascending
descendingdatafnprocreturn proc.reportAtomicGroup(data, fn);