data:image/png;base64,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Takes 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. ca:gràfica de la taula _ agrupada pel camp: _ des de: _ fins: _ interval: _
1110add missing entries to a sorted list. Used for histogramspt:os itens de _ com a chave _ entre _ e _ com passo _ completados por _
ca:gràfica omplint _ amb clau: _ des de: _ fins: _ interval: _ amb _
11pt:desenha gráfico de barras de _ em (x: _ , y: _ ) com largura _ e altura _
ca:dibuixa gràfic _ a x: _ y: _ amplada: _ alçada: _
-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.2data90ca:ordena taula _ pel camp _ en ordre _
ascending
descendingca:agrupa taula _ pel camp _ per intervals de _
1Your income after tax is: 2incomeAfter expenses, you are left with every month!20.3grossIncomeYourgrossincomeis:2income48Afterexpenses,youareleftwitheveryweek20.3data:image/png;base64,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