mirror of
https://github.com/miguelmota/cointop
synced 2024-11-10 13:10:26 +00:00
9824c409ad
Lots of style/comment/redundancy cleanups. No functional change.
243 lines
6.1 KiB
Go
243 lines
6.1 KiB
Go
// Copyright 2017 Zack Guo <zack.y.guo@gmail.com>. All rights reserved.
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// Use of this source code is governed by a MIT license that can
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// be found in the LICENSE file.
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package termui
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import (
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"fmt"
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)
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// This is the implementation of multi-colored or stacked bar graph. This is different from default barGraph which is implemented in bar.go
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// Multi-Colored-BarChart creates multiple bars in a widget:
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/*
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bc := termui.NewMBarChart()
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data := make([][]int, 2)
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data[0] := []int{3, 2, 5, 7, 9, 4}
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data[1] := []int{7, 8, 5, 3, 1, 6}
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bclabels := []string{"S0", "S1", "S2", "S3", "S4", "S5"}
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bc.BorderLabel = "Bar Chart"
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bc.Data = data
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bc.Width = 26
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bc.Height = 10
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bc.DataLabels = bclabels
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bc.TextColor = termui.ColorGreen
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bc.BarColor = termui.ColorRed
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bc.NumColor = termui.ColorYellow
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*/
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type MBarChart struct {
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Block
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BarColor [NumberOfColors]Attribute
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TextColor Attribute
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NumColor [NumberOfColors]Attribute
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Data [NumberOfColors][]int
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DataLabels []string
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BarWidth int
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BarGap int
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labels [][]rune
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dataNum [NumberOfColors][][]rune
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numBar int
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scale float64
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max int
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minDataLen int
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numStack int
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ShowScale bool
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maxScale []rune
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}
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// NewBarChart returns a new *BarChart with current theme.
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func NewMBarChart() *MBarChart {
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bc := &MBarChart{Block: *NewBlock()}
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bc.BarColor[0] = ThemeAttr("mbarchart.bar.bg")
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bc.NumColor[0] = ThemeAttr("mbarchart.num.fg")
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bc.TextColor = ThemeAttr("mbarchart.text.fg")
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bc.BarGap = 1
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bc.BarWidth = 3
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return bc
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}
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func (bc *MBarChart) layout() {
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bc.numBar = bc.innerArea.Dx() / (bc.BarGap + bc.BarWidth)
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bc.labels = make([][]rune, bc.numBar)
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DataLen := 0
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LabelLen := len(bc.DataLabels)
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bc.minDataLen = 9999 //Set this to some very hight value so that we find the minimum one We want to know which array among data[][] has got the least length
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// We need to know how many stack/data array data[0] , data[1] are there
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for i := 0; i < len(bc.Data); i++ {
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if bc.Data[i] == nil {
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break
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}
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DataLen++
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}
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bc.numStack = DataLen
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//We need to know what is the minimum size of data array data[0] could have 10 elements data[1] could have only 5, so we plot only 5 bar graphs
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for i := 0; i < DataLen; i++ {
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if bc.minDataLen > len(bc.Data[i]) {
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bc.minDataLen = len(bc.Data[i])
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}
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}
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if LabelLen > bc.minDataLen {
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LabelLen = bc.minDataLen
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}
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for i := 0; i < LabelLen && i < bc.numBar; i++ {
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bc.labels[i] = trimStr2Runes(bc.DataLabels[i], bc.BarWidth)
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}
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for i := 0; i < bc.numStack; i++ {
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bc.dataNum[i] = make([][]rune, len(bc.Data[i]))
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//For each stack of bar calculate the rune
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for j := 0; j < LabelLen && i < bc.numBar; j++ {
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n := bc.Data[i][j]
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s := fmt.Sprint(n)
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bc.dataNum[i][j] = trimStr2Runes(s, bc.BarWidth)
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}
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//If color is not defined by default then populate a color that is different from the previous bar
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if bc.BarColor[i] == ColorDefault && bc.NumColor[i] == ColorDefault {
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if i == 0 {
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bc.BarColor[i] = ColorBlack
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} else {
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bc.BarColor[i] = bc.BarColor[i-1] + 1
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if bc.BarColor[i] > NumberOfColors {
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bc.BarColor[i] = ColorBlack
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}
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}
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bc.NumColor[i] = (NumberOfColors + 1) - bc.BarColor[i] //Make NumColor opposite of barColor for visibility
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}
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}
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//If Max value is not set then we have to populate, this time the max value will be max(sum(d1[0],d2[0],d3[0]) .... sum(d1[n], d2[n], d3[n]))
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if bc.max == 0 {
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bc.max = -1
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}
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for i := 0; i < bc.minDataLen && i < LabelLen; i++ {
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var dsum int
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for j := 0; j < bc.numStack; j++ {
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dsum += bc.Data[j][i]
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}
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if dsum > bc.max {
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bc.max = dsum
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}
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}
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//Finally Calculate max sale
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if bc.ShowScale {
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s := fmt.Sprintf("%d", bc.max)
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bc.maxScale = trimStr2Runes(s, len(s))
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bc.scale = float64(bc.max) / float64(bc.innerArea.Dy()-2)
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} else {
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bc.scale = float64(bc.max) / float64(bc.innerArea.Dy()-1)
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}
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}
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func (bc *MBarChart) SetMax(max int) {
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if max > 0 {
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bc.max = max
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}
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}
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// Buffer implements Bufferer interface.
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func (bc *MBarChart) Buffer() Buffer {
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buf := bc.Block.Buffer()
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bc.layout()
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var oftX int
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for i := 0; i < bc.numBar && i < bc.minDataLen && i < len(bc.DataLabels); i++ {
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ph := 0 //Previous Height to stack up
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oftX = i * (bc.BarWidth + bc.BarGap)
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for i1 := 0; i1 < bc.numStack; i1++ {
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h := int(float64(bc.Data[i1][i]) / bc.scale)
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// plot bars
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for j := 0; j < bc.BarWidth; j++ {
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for k := 0; k < h; k++ {
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c := Cell{
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Ch: ' ',
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Bg: bc.BarColor[i1],
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}
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if bc.BarColor[i1] == ColorDefault { // when color is default, space char treated as transparent!
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c.Bg |= AttrReverse
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}
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x := bc.innerArea.Min.X + i*(bc.BarWidth+bc.BarGap) + j
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y := bc.innerArea.Min.Y + bc.innerArea.Dy() - 2 - k - ph
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buf.Set(x, y, c)
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}
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}
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ph += h
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}
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// plot text
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for j, k := 0, 0; j < len(bc.labels[i]); j++ {
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w := charWidth(bc.labels[i][j])
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c := Cell{
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Ch: bc.labels[i][j],
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Bg: bc.Bg,
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Fg: bc.TextColor,
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}
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y := bc.innerArea.Min.Y + bc.innerArea.Dy() - 1
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x := bc.innerArea.Max.X + oftX + ((bc.BarWidth - len(bc.labels[i])) / 2) + k
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buf.Set(x, y, c)
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k += w
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}
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// plot num
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ph = 0 //re-initialize previous height
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for i1 := 0; i1 < bc.numStack; i1++ {
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h := int(float64(bc.Data[i1][i]) / bc.scale)
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for j := 0; j < len(bc.dataNum[i1][i]) && h > 0; j++ {
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c := Cell{
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Ch: bc.dataNum[i1][i][j],
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Fg: bc.NumColor[i1],
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Bg: bc.BarColor[i1],
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}
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if bc.BarColor[i1] == ColorDefault { // the same as above
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c.Bg |= AttrReverse
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}
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if h == 0 {
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c.Bg = bc.Bg
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}
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x := bc.innerArea.Min.X + oftX + (bc.BarWidth-len(bc.dataNum[i1][i]))/2 + j
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y := bc.innerArea.Min.Y + bc.innerArea.Dy() - 2 - ph
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buf.Set(x, y, c)
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}
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ph += h
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}
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}
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if bc.ShowScale {
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//Currently bar graph only supprts data range from 0 to MAX
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//Plot 0
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c := Cell{
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Ch: '0',
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Bg: bc.Bg,
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Fg: bc.TextColor,
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}
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y := bc.innerArea.Min.Y + bc.innerArea.Dy() - 2
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x := bc.X
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buf.Set(x, y, c)
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//Plot the maximum sacle value
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for i := 0; i < len(bc.maxScale); i++ {
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c := Cell{
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Ch: bc.maxScale[i],
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Bg: bc.Bg,
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Fg: bc.TextColor,
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}
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y := bc.innerArea.Min.Y
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x := bc.X + i
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buf.Set(x, y, c)
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}
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}
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return buf
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}
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