data:image/png;base64,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:image/png;base64,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-1pt: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.2data90145,26,68,1145,26,68,1145,26,68,110-1