Option Explicit
 
Private lastrow As Long
Private maxcol As Long
Private maxrow As Long
Private saverow As Long
Private sortedFlag As Boolean
Private gmakedFlag As Boolean
Const baseSheetName As String = "成績表"
Const workSheetName As String = "作業"
Const No_koutei As Long = 19    '工程数
Const X_ratio As Double = 1#      'グラフ横軸倍率
Const Y_ratio As Double = 1#    'グラフ縦軸倍率
 
Private Sub UserForm_Initialize()
    Dim i As Long
    Call CopyData
    For i = 3 To maxrow
        名前リスト.AddItem Cells(i, 1)
    Next i
End Sub
 
Private Sub 名前リスト_Click()
    Dim i As Long
    Dim j As Long
    Dim row As Long
    Dim col As Long
    Dim no As Long
    Call CopyData
    no = 名前リスト.ListIndex
    row = no + 3
    '選択した氏名と成績をコピー
    Range(Cells(saverow, 1), Cells(saverow, maxcol)).Value = Range(Cells(row, 1), Cells(row, maxcol)).Value
    '順位を設定（1期～4期）
    For i = 1 To 4
        For j = 1 To No_koutei
            col = GetCol2(i, j)
            If Cells(saverow, col).Value <> "" Then
                Cells(saverow + 1, col).Value = WorksheetFunction.Rank(Cells(saverow, col).Value, Range(Cells(3, col), Cells(maxrow, col)), 0)
            End If
        Next
    Next
    '選択された氏名の背景色を設定（1期～4期）
    For i = 1 To 4
        col = GetCol1(i)
        Range(Cells(row, col), Cells(row, col + No_koutei)).Interior.Color = 15773696
    Next
    lastrow = row
End Sub
'並べ替えボタンクリック
Private Sub btnsort_Click()
    Dim i As Long
    Dim j As Long
    Dim col As Long
    If sortedFlag = True Then
        MsgBox ("既に並べ替え済み")
        Exit Sub
    End If
    If lastrow = 0 Then
        MsgBox ("名前を選択して下さい")
        Exit Sub
    End If
    '1期～4期まで繰り返す
    For i = 1 To 4
        For j = 1 To No_koutei
            col = GetCol2(i, j)
            Range(Cells(3, col), Cells(maxrow, col)).Sort key1:=Cells(3, col), order1:=xlDescending
        Next
    Next
    sortedFlag = True
End Sub
 
'期(i=1～4)を与えて、そのカラム位置（氏名のカラム位置）を返す
Private Function GetCol1(ByVal i As Long) As Long
    GetCol1 = (i - 1) * (No_koutei + 2) + 1
End Function
'期(i=1～4)と工程(j=1～19)を与えて、そのカラム位置を返す
Private Function GetCol2(ByVal i As Long, ByVal j As Long) As Long
    GetCol2 = (i - 1) * (No_koutei + 2) + j + 1
End Function
'期(i=1～4)を与えて、その期にデータがあるか否かを返す(true:有 false:無)
Private Function HasData(ByVal i As Long) As Boolean
    Dim col As Long
    Dim rg As Range
    col = GetCol1(i)
    HasData = False
    For Each rg In Range(Cells(3, col + 1), Cells(maxrow, col + No_koutei))
        If rg.Value <> "" Then
            HasData = True
            Exit For
        End If
    Next
End Function
'元データを作業シートへコピー
Private Sub CopyData()
    Dim i As Long
    Dim rg As String
    Dim end_colstr As String
    maxcol = (No_koutei + 1) * 4 + 3
    end_colstr = ConvertToLetter(maxcol)
    maxrow = Worksheets(baseSheetName).Cells(Rows.Count, 1).End(xlUp).row
    '前回表示された内容を全てクリア
    Worksheets(workSheetName).Cells.Clear
    rg = "A1:" & end_colstr & maxrow
    '表の全領域をコピー(A1～CEx)(x=A列の最大行)
    Worksheets(baseSheetName).Range(rg).Copy Worksheets(workSheetName).Range(rg)
    '作業シートをアクティベイト
    Worksheets(workSheetName).Activate
    'グラフを削除
    Worksheets(workSheetName).Cells(1, 1).Select
    If ActiveSheet.ChartObjects.Count > 0 Then
        ActiveSheet.ChartObjects.Delete
    End If
    'フラグ及び変数の初期化
    lastrow = 0
    sortedFlag = False
    gmakedFlag = False
    saverow = maxrow + 2
End Sub
'グラフボタンクリック
Private Sub BtnGraph_Click()
    Dim left As Double
    Dim top As Double
    Dim width As Double
    Dim height As Double
    Dim col As Long
    Dim i As Long
    If gmakedFlag = True Then
        MsgBox ("既に作成済み")
        Exit Sub
    End If
    If lastrow = 0 Then
        MsgBox ("名前を選択して下さい")
        Exit Sub
    End If
    '左位置設定（=B列の開始位置）
    left = ActiveSheet.Range("A1").width
    '上位置設定（=A列最大行+5行目）
    top = ActiveSheet.Range("A1:A" & maxrow + 4).height
    '高さ
    height = 300 * Y_ratio
    '幅
    width = ActiveSheet.Range("B2").width * No_koutei * X_ratio
    '空のグラフ作成
    With ActiveSheet.ChartObjects.Add(left, top, width, height).Chart
    End With
    '作成したグラフのアクティベイト
    ActiveSheet.ChartObjects(1).Activate
    '1期から4期まで作成
    For i = 1 To 4
        '該当期のデータが全て空なら終了する
        If HasData(i) = False Then Exit For
        '新しくデータ系列を作成
        ActiveChart.SeriesCollection.NewSeries
        'グラフの種類・データの範囲・凡例の使用を指定
        With ActiveChart.SeriesCollection(i)
            'グラフの種類を設定 折れ線グラフ
            .ChartType = xlLineMarkers
            'X軸の項目軸を指定
            .XValues = Range(Cells(2, 2), Cells(2, No_koutei + 1))
            'データの指定
            col = GetCol1(i)
            .Values = Range(Cells(saverow + 1, col + 1), Cells(saverow + 1, col + No_koutei))
            '凡例の指定
            .Name = i & "期順位"
        End With
    Next
    'スケール情報設定
    ActiveChart.Axes(xlValue, xlPrimary).MinimumScale = 1
    ActiveChart.Axes(xlValue, xlPrimary).MajorUnit = 5
    ActiveChart.Axes(xlValue, xlPrimary).MaximumScale = GetMaxScale(maxrow - 2, 5)
    ActiveChart.Axes(xlValue, xlPrimary).ReversePlotOrder = True
    'タイトル設定
    With ActiveChart
        .HasTitle = True
        .ChartTitle.Text = Cells(saverow, 1).Value  'グラフ対象者の氏名
    End With
    gmakedFlag = True
End Sub
 
'列番号を英文字に変換
Function ConvertToLetter(ByVal iCol As Integer) As String
   Dim iAlpha As Integer
   Dim iRemainder As Integer
   iAlpha = Int((iCol - 1) / 26)
   iRemainder = iCol - (iAlpha * 26)
   If iAlpha > 0 Then
      ConvertToLetter = Chr(iAlpha + 64)
   End If
   If iRemainder > 0 Then
      ConvertToLetter = ConvertToLetter & Chr(iRemainder + 64)
   End If
End Function
 
'人数とメモリ単位を与えてスケールの最大値を計算する
Private Function GetMaxScale(no_person, unit)
    Dim i As Long
    i = 0
    Do While True
        GetMaxScale = i * unit + 1
        If GetMaxScale >= no_person Then Exit Do
    Loop
End Function
 

Option Explicit

Private lastrow As Long
Private maxcol As Long
Private maxrow As Long
Private saverow As Long
Private sortedFlag As Boolean
Private gmakedFlag As Boolean
Const baseSheetName As String = "成績表"
Const workSheetName As String = "作業"
Const No_koutei As Long = 19    '工程数
Const X_ratio As Double = 1#      'グラフ横軸倍率
Const Y_ratio As Double = 1#    'グラフ縦軸倍率

Private Sub UserForm_Initialize()
    Dim i As Long
    Call CopyData
    For i = 3 To maxrow
        名前リスト.AddItem Cells(i, 1)
    Next i
End Sub

Private Sub 名前リスト_Click()
    Dim i As Long
    Dim j As Long
    Dim row As Long
    Dim col As Long
    Dim no As Long
    Call CopyData
    no = 名前リスト.ListIndex
    row = no + 3
    '選択した氏名と成績をコピー
    Range(Cells(saverow, 1), Cells(saverow, maxcol)).Value = Range(Cells(row, 1), Cells(row, maxcol)).Value
    '順位を設定（1期～4期）
    For i = 1 To 4
        For j = 1 To No_koutei
            col = GetCol2(i, j)
            If Cells(saverow, col).Value <> "" Then
                Cells(saverow + 1, col).Value = WorksheetFunction.Rank(Cells(saverow, col).Value, Range(Cells(3, col), Cells(maxrow, col)), 0)
            End If
        Next
    Next
    '選択された氏名の背景色を設定（1期～4期）
    For i = 1 To 4
        col = GetCol1(i)
        Range(Cells(row, col), Cells(row, col + No_koutei)).Interior.Color = 15773696
    Next
    lastrow = row
End Sub
'並べ替えボタンクリック
Private Sub btnsort_Click()
    Dim i As Long
    Dim j As Long
    Dim col As Long
    If sortedFlag = True Then
        MsgBox ("既に並べ替え済み")
        Exit Sub
    End If
    If lastrow = 0 Then
        MsgBox ("名前を選択して下さい")
        Exit Sub
    End If
    '1期～4期まで繰り返す
    For i = 1 To 4
        For j = 1 To No_koutei
            col = GetCol2(i, j)
            Range(Cells(3, col), Cells(maxrow, col)).Sort key1:=Cells(3, col), order1:=xlDescending
        Next
    Next
    sortedFlag = True
End Sub

'期(i=1～4)を与えて、そのカラム位置（氏名のカラム位置）を返す
Private Function GetCol1(ByVal i As Long) As Long
    GetCol1 = (i - 1) * (No_koutei + 2) + 1
End Function
'期(i=1～4)と工程(j=1～19)を与えて、そのカラム位置を返す
Private Function GetCol2(ByVal i As Long, ByVal j As Long) As Long
    GetCol2 = (i - 1) * (No_koutei + 2) + j + 1
End Function
'期(i=1～4)を与えて、その期にデータがあるか否かを返す(true:有 false:無)
Private Function HasData(ByVal i As Long) As Boolean
    Dim col As Long
    Dim rg As Range
    col = GetCol1(i)
    HasData = False
    For Each rg In Range(Cells(3, col + 1), Cells(maxrow, col + No_koutei))
        If rg.Value <> "" Then
            HasData = True
            Exit For
        End If
    Next
End Function
'元データを作業シートへコピー
Private Sub CopyData()
    Dim i As Long
    Dim rg As String
    Dim end_colstr As String
    maxcol = (No_koutei + 1) * 4 + 3
    end_colstr = ConvertToLetter(maxcol)
    maxrow = Worksheets(baseSheetName).Cells(Rows.Count, 1).End(xlUp).row
    '前回表示された内容を全てクリア
    Worksheets(workSheetName).Cells.Clear
    rg = "A1:" & end_colstr & maxrow
    '表の全領域をコピー(A1～CEx)(x=A列の最大行)
    Worksheets(baseSheetName).Range(rg).Copy Worksheets(workSheetName).Range(rg)
    '作業シートをアクティベイト
    Worksheets(workSheetName).Activate
    'グラフを削除
    Worksheets(workSheetName).Cells(1, 1).Select
    If ActiveSheet.ChartObjects.Count > 0 Then
        ActiveSheet.ChartObjects.Delete
    End If
    'フラグ及び変数の初期化
    lastrow = 0
    sortedFlag = False
    gmakedFlag = False
    saverow = maxrow + 2
End Sub
'グラフボタンクリック
Private Sub BtnGraph_Click()
    Dim left As Double
    Dim top As Double
    Dim width As Double
    Dim height As Double
    Dim col As Long
    Dim i As Long
    If gmakedFlag = True Then
        MsgBox ("既に作成済み")
        Exit Sub
    End If
    If lastrow = 0 Then
        MsgBox ("名前を選択して下さい")
        Exit Sub
    End If
    '左位置設定（=B列の開始位置）
    left = ActiveSheet.Range("A1").width
    '上位置設定（=A列最大行+5行目）
    top = ActiveSheet.Range("A1:A" & maxrow + 4).height
    '高さ
    height = 300 * Y_ratio
    '幅
    width = ActiveSheet.Range("B2").width * No_koutei * X_ratio
    '空のグラフ作成
    With ActiveSheet.ChartObjects.Add(left, top, width, height).Chart
    End With
    '作成したグラフのアクティベイト
    ActiveSheet.ChartObjects(1).Activate
    '1期から4期まで作成
    For i = 1 To 4
        '該当期のデータが全て空なら終了する
        If HasData(i) = False Then Exit For
        '新しくデータ系列を作成
        ActiveChart.SeriesCollection.NewSeries
        'グラフの種類・データの範囲・凡例の使用を指定
        With ActiveChart.SeriesCollection(i)
            'グラフの種類を設定 折れ線グラフ
            .ChartType = xlLineMarkers
            'X軸の項目軸を指定
            .XValues = Range(Cells(2, 2), Cells(2, No_koutei + 1))
            'データの指定
            col = GetCol1(i)
            .Values = Range(Cells(saverow + 1, col + 1), Cells(saverow + 1, col + No_koutei))
            '凡例の指定
            .Name = i & "期順位"
        End With
    Next
    'スケール情報設定
    ActiveChart.Axes(xlValue, xlPrimary).MinimumScale = 1
    ActiveChart.Axes(xlValue, xlPrimary).MajorUnit = 5
    ActiveChart.Axes(xlValue, xlPrimary).MaximumScale = GetMaxScale(maxrow - 2, 5)
    ActiveChart.Axes(xlValue, xlPrimary).ReversePlotOrder = True
    'タイトル設定
    With ActiveChart
        .HasTitle = True
        .ChartTitle.Text = Cells(saverow, 1).Value  'グラフ対象者の氏名
    End With
    gmakedFlag = True
End Sub

'列番号を英文字に変換
Function ConvertToLetter(ByVal iCol As Integer) As String
   Dim iAlpha As Integer
   Dim iRemainder As Integer
   iAlpha = Int((iCol - 1) / 26)
   iRemainder = iCol - (iAlpha * 26)
   If iAlpha > 0 Then
      ConvertToLetter = Chr(iAlpha + 64)
   End If
   If iRemainder > 0 Then
      ConvertToLetter = ConvertToLetter & Chr(iRemainder + 64)
   End If
End Function

'人数とメモリ単位を与えてスケールの最大値を計算する
Private Function GetMaxScale(no_person, unit)
    Dim i As Long
    i = 0
    Do While True
        GetMaxScale = i * unit + 1
        If GetMaxScale >= no_person Then Exit Do
    Loop
End Function
