#NoTrayIcon

#Region ;**** Directives created by AutoIt3Wrapper_GUI ****
#AutoIt3Wrapper_Icon=C:\pipette1.ico
#AutoIt3Wrapper_Outfile=TinyColorCatcher.exe
#AutoIt3Wrapper_Compression=4
#AutoIt3Wrapper_UseX64=N
#AutoIt3Wrapper_Res_Description=Catch Color Value.
#AutoIt3Wrapper_Res_Fileversion=1.0.4.4
#AutoIt3Wrapper_Res_Fileversion_AutoIncrement=P
#AutoIt3Wrapper_Res_LegalCopyright=wakillon 2013
#AutoIt3Wrapper_Res_Field=AutoIt Version|%AutoItVer%
#AutoIt3Wrapper_Res_Field=Compile date|%longdate% %time%
#AutoIt3Wrapper_Res_SaveSource=y
#EndRegion ;**** Directives created by AutoIt3Wrapper_GUI ****

#Region    ;************ Includes ************
#include <WindowsConstants.au3>
#Include <GUIConstantsEx.au3>
#Include <GuiImageList.au3>
#Include <GuiListView.au3>
#Include <GuiButton.au3>
#Include <WinAPIEx.au3>
#include <GDIPlus.au3>
#Include <GuiTab.au3>
#include <Misc.au3>
#EndRegion ;************ Includes ************

If Not _Singleton ( @ScriptName, 1 ) Then Exit
Opt ( 'GUIResizeMode', $GUI_DOCKTOP + $GUI_DOCKHEIGHT )
Opt ( 'TrayMenuMode', 1 )
Opt ( 'MustDeclareVars', 1 )
HotKeySet ( '{ESC}', '_Exit' )
OnAutoItExitRegister ( '_OnExit' )

#Region ------ Global Variables ------------------------------
Global Const $SPI_GETMOUSESPEED = 0x0070
Global Const $SPI_SETMOUSESPEED = 0x0071
Global Const $GWL_EXSTYLE = 0xFFFFFFEC
Global Const $SS_CENTER = 0x1
Global Const $SS_SUNKEN = 0x1000
Global Const $ES_NUMBER = 8192
Global Const $UDS_ARROWKEYS = 0x0020
Global Const $TBS_BOTH = 0x0008
Global Const $TBS_AUTOTICKS = 0x0001
Global Const $TBS_VERT = 0x0002
Global $hGuiMain, $iGuiWidth=340, $iGuiHeight=480, $idTab, $iYRef
Global $idButtonChooseColor, $idButtonMagnifier, $idButtonRndColor
Global $idLabelInfo1, $idLabelInfo2, $idLabelInfo3, $hInfoLabel3, $idLabelInfo4, $idLabelAlready, $idLabelPosX, $idLabelPosY
Global $idChkBoxConfirmDel, $idChkBoxAdapt, $idChkBoxGuiOnTop, $idChkBoxSoundsEnable
Global $aLabel[1], $aLabelBkColor[1], $aLabelColor[1], $aMagnifierPos[2]
Global $aLabelFont[11] = [11, 8, 8, 7, 8, 7, 6.5, 6.5, 7, 7, 6], $aGuiMagnifierSize[5] = [5, 120, 190, 250, 380]
Global $aIdRadioMagZoomX[5], $aIdRadioMagSize[5], $aIdRadioFormat[11]
Global $aIdInput, $aIdSlider, $ahSlider, $ahUpDown
Global $idLabelPreview, $idLabelPreviewTitle, $idLabelShades, $aIdLabelShades[65], $aIdRadioShadeIntensity[4], $iShadeIntensity
Global $hGuiMagnifier, $iGuiMagnifierSize, $hGraphic, $hPen, $iZoom, $hFamily, $hBrush, $hFont, $tLayout1, $tLayout2, $hFormat, $hBrushColorOld, $iBrightness2
Global $hGuiSetChooseColorPos
Global $sColorInverse, $sColorToCopy, $iDecColorOld, $sCopyColor=0x000000, $hColorOld, $aColor[3], $sSuggestColor, $iHue, $iLuminance, $iSaturation
Global $iWinMove, $aWinPos, $iXPosOld, $iYPosOld, $iXL, $iYL, $iL, $iLabelWidth = 62, $iLabelHeight = 60, $iFlash = 1, $bFlash=False
Global $iUserMouseSpeed, $iMouseSpeedSet = 8, $iGuiMagnifierState, $iGradientDirection = -1, $isHover
Global $iTaskbarHeight = _TaskbarGetHeight ( )
Global $sTempDir = @TempDir & '\TCC'
Global $sRegKeySettings = _Iif ( StringInStr ( @OSArch, '64' ), 'HKCU64', 'HKCU' ) & '\SOFTWARE\TinyColorCatcher\Settings'
Global $sVersion = _ScriptGetVersion ( )
Global $sSoftTitle = 'TinyColorCatcher  v' & $sVersion & ' © wakillon 2012'
Global $iAdapt, $iSound, $iConfirm, $iOnTop, $iZoomX, $iFormat, $iLabelFont, $iOpenTabOld = 0, $iXPos1, $iYPos1
Global $iMsg, $iVal, $sRandomColor, $sHexColor, $ChooseColor, $aCtrlPos, $idCtrlPos, $aMousePos, $iDecColor, $iColorChange, $iMargin, $hWnd, $iOpenTab
Global $aRes, $iRvalue, $sString, $hBrushColor, $aPix, $aInfo1, $aInfo2, $iWinYOld, $iWinMore, $iMagSize, $iXRef, $idListView, $iBrightness1, $hColor
#EndRegion --- Global Variables ------------------------------

If _FileMissing ( ) Then _FileInstall ( )
_MouseSpeedSaveUserSettings ( )
_GuisCreate ( )
_TraySet ( )
AdlibRegister ( '_LabelFlash', 1200 )

#Region ------ Main Loop ------------------------------
While 1
	$iMsg = GUIGetMsg ( )
	Switch $iMsg
		Case $GUI_EVENT_CLOSE
			_Exit ( )
		Case $idChkBoxGuiOnTop
			$iVal = Int ( _IsChecked ( $idChkBoxGuiOnTop ) )
			WinSetOnTop ( $hGuiMain, '', $iVal )
			RegWrite ( $sRegKeySettings, 'AlwaysOnTop', 'REG_SZ', $iVal )
		Case $idButtonRndColor
			GUICtrlSetState ( $idLabelAlready, $GUI_SHOW )
			$idLabelAlready = ''
			Do
				$sRandomColor = '0x' & Hex ( Random ( 0, 255, 1 ) & Random ( 0, 255, 1 ) & Random ( 0, 255, 1 ), 6 )
			Until Not _AlreadyInArray ( $aLabelBkColor, String ( $sRandomColor ) )
			_LabelsInfoSetColor ( $sRandomColor )
			$sHexColor = StringRight ( $sRandomColor, 6 )
			_LabelsLastCopiedSetColor ( $sRandomColor )
			$sCopyColor = $sRandomColor
			_CopyToClipBoard ( $sCopyColor )
			Sleep ( 20 )
		Case $idButtonChooseColor
			If _IsChecked ( $idChkBoxGuiOnTop ) Then WinSetOnTop ( $hGuiMain, '', 0 )
			GUICtrlSetState ( $idLabelAlready, $GUI_SHOW )
			$idLabelAlready = ''
			$ChooseColor = _ChooseColor ( 2, 0, 0, $hGuiSetChooseColorPos )
			If $ChooseColor <> -1 Then
				_LabelsInfoSetColor ( $ChooseColor )
				$sHexColor = StringRight ( $ChooseColor, 6 )
				_LabelsLastCopiedSetColor ( $ChooseColor )
				$sCopyColor = $ChooseColor
				_CopyToClipBoard ( $sCopyColor )
			EndIf
			If _IsChecked ( $idChkBoxGuiOnTop ) Then WinSetOnTop ( $hGuiMain, '', 1 )
		Case $aIdRadioMagZoomX[1] To $aIdRadioMagZoomX[UBound ( $aIdRadioMagZoomX )-1]
			$iVal = $iMsg - $aIdRadioMagZoomX[1] +2
			_RadiosZoomResetColor ( $iVal -1 )
			GUICtrlSetColor ( $iMsg, 0xFF0000 )
			RegWrite ( $sRegKeySettings, 'ZoomX', 'REG_SZ', $iVal )
			$iZoom = 2^( $iVal )
			_GDIPlus_PenSetWidth ( $hPen, 1 + Int ( $iZoom > 15 ) )
			If _IsChecked ( $idChkBoxAdapt ) Then
				If $iGuiMagnifierState Then _MouseSpeedSet ( 5 - $iVal )
			Else
				_MouseSpeedRestoreUserSettings ( )
			EndIf
		Case $aIdRadioShadeIntensity[1] To $aIdRadioShadeIntensity[UBound ( $aIdRadioShadeIntensity )-1]
			$iShadeIntensity = $iMsg - $aIdRadioShadeIntensity[1] +1
			RegWrite ( $sRegKeySettings, 'ShadeIntensity', 'REG_SZ', $iShadeIntensity )
			_LabelsShadesSetColor ( )
			GUICtrlSetState ( $iMsg, $GUI_NOFOCUS )
		Case $aIdRadioMagSize[1] To $aIdRadioMagSize[UBound ( $aIdRadioMagSize )-1]
			$iVal = $iMsg - $aIdRadioMagSize[1] +1
			_RadiosSizeResetColor ( $iVal )
			GUICtrlSetColor ( $iMsg, 0xFF0000 )
			RegWrite ( $sRegKeySettings, 'MagSize', 'REG_SZ', $iVal )
			$iGuiMagnifierSize = $aGuiMagnifierSize[$iVal]
			$hBrush = 0
			$hGraphic = 0
		Case $idChkBoxAdapt
			$iVal = Int ( _IsChecked ( $idChkBoxAdapt ) )
			RegWrite ( $sRegKeySettings, 'AdaptMouseSpeed', 'REG_SZ', $iVal )
			If Not $iVal Then
				_MouseSpeedRestoreUserSettings ( )
			ElseIf $iGuiMagnifierState Then
				For $i = 1 To UBound ( $aIdRadioMagZoomX ) -1
					If _IsChecked ( $aIdRadioMagZoomX[$i] ) Then _MouseSpeedSet ( 4 - $i )
				Next
			Else
				_MouseSpeedRestoreUserSettings ( )
			EndIf
		Case $aIdRadioFormat[1] To $aIdRadioFormat[UBound ( $aIdRadioFormat )-1]
			$iVal = $iMsg - $aIdRadioFormat[1] +1
			RegWrite ( $sRegKeySettings, 'ColorFormat', 'REG_SZ', $iVal )
			_RadiosFormatResetColor ( $iVal )
			GUICtrlSetColor ( $iMsg, 0xFF0000 )
			$iLabelFont = $aLabelFont[$iVal]
			For $i = 1 To UBound ( $aLabel ) -1
				GUICtrlSetFont ( $aLabel[$i], $iLabelFont, 400 )
				GUICtrlSetData ( $aLabel[$i], _ColorGetStringByFormat ( $aLabelBkColor[$i] ) )
			Next
			_LabelsInfoSetColor ( '0x' & $sHexColor )
		Case $idLabelPreview, $idLabelPreviewTitle
			GUICtrlSetBkColor ( $idLabelPreview, $sCopyColor )
			_SlidersAndInputsSetValue ( $sCopyColor )
			_LabelsShadesSetColor ( )
		Case $idLabelShades
			$iGradientDirection = -$iGradientDirection
			_LabelsShadesSetColor ( )
		Case $idChkBoxConfirmDel
			$iVal = Int ( _IsChecked ( $idChkBoxConfirmDel ) )
			RegWrite ( $sRegKeySettings, 'ConfirmColorDeletion', 'REG_SZ', $iVal )
			$iConfirm = $iVal
		Case $idChkBoxSoundsEnable
			$iSound = Int ( _IsChecked ( $idChkBoxSoundsEnable ) )
			RegWrite ( $sRegKeySettings, 'SoundsEnable', 'REG_SZ', $iSound )
		Case $idButtonMagnifier
			WinSetOnTop ( $hGuiMagnifier, '', Int ( Not ( $iGuiMagnifierState ) ) )
			If $iGuiMagnifierState Then
				GUISetState ( @SW_HIDE, $hGuiMagnifier )
				$iGuiMagnifierState = 0
				_MouseSpeedRestoreUserSettings ( )
				GUICtrlSetData ( $idButtonMagnifier, 'Show Mag' )
			Else
				GUISetState ( @SW_SHOW, $hGuiMagnifier )
				If $iSound = 1 Then SoundPlay ( $sTempDir & '\ShowMag.wav' )
				$iGuiMagnifierState = 1
				GUICtrlSetData ( $idButtonMagnifier, 'Hide Mag' )
				If Not _IsChecked ( $idChkBoxAdapt ) Then
					_MouseSpeedRestoreUserSettings ( )
				Else
					For $i = 1 To UBound ( $aIdRadioMagZoomX ) -1
						If _IsChecked ( $aIdRadioMagZoomX[$i] )    Then _MouseSpeedSet ( 4 - $i )
					Next
				EndIf
			EndIf
		Case Else
			For $j = 1 To UBound ( $aLabel )  -1
				If $iMsg = $aLabel[$j] Then
					GUICtrlSetState ( $idLabelAlready, $GUI_SHOW )
					$idLabelAlready=''
					If $iConfirm = 1 And MsgBox ( 262144+4, 'Confirm', 'Remove this Color ?' ) <> 6 Then ContinueLoop
					If $iSound = 1 Then    SoundPlay ( $sTempDir & '\DelColor.wav' )
					Dim $aCtrlPos[UBound ( $aLabel )][UBound ( $aLabel )]
					For $k = 1 To UBound ( $aLabel ) - 1
						$idCtrlPos = ControlGetPos ( $hGuiMain, '', $aLabel[$k] )
						$aCtrlPos[$k][0] = $idCtrlPos[0]
						$aCtrlPos[$k][1] = $idCtrlPos[1]
					Next
					GUICtrlDelete ( $aLabel[$j] )
					_ArrayDelete ( $aLabelBkColor, $j )
					_ArrayDelete ( $aLabelColor, $j )
					_ArrayDelete ( $aLabel, $j )
					If $j <= UBound ( $aLabel )- 1 Then
						For $k = $j To UBound ( $aLabel ) -1
							GUICtrlSetPos ( $aLabel[$k], $aCtrlPos[$k][0], $aCtrlPos[$k][1] )
						Next
					EndIf
					$iL = $iL - 1
					If Not $iL Then GUICtrlSetState ( $idLabelInfo4, $GUI_HIDE )
					_GuiMainSetSizeAndPos ( )
					ExitLoop
				EndIf
			Next
			$aMousePos = MouseGetPos ( )
			If @error Then ContinueLoop
			$iDecColor = PixelGetColor ( $aMousePos[0], $aMousePos[1] )
			If @error Then ContinueLoop
			If $iDecColor <> $iDecColorOld Then
				$sHexColor = StringRight ( Hex ( $iDecColor ), 6 )
				_LabelsInfoSetColor ( '0x' & $sHexColor )
				$iColorChange = 1
				$iDecColorOld = $iDecColor
			Else
				$iColorChange = 0
			EndIf
			If _IsPressed ( '04' ) Or _IsPressed ( '7B' ) Then ; middle mouse button or F12
				GUICtrlSetState ( $idLabelAlready, $GUI_SHOW )
				$idLabelAlready=''
				If _IsPressed ( '10' ) Then
					$sCopyColor = '0x' & Hex ( _ColorGetInverse ( '0x' & $sHexColor ), 6 )
				Else
					$sCopyColor = '0x' & $sHexColor
				EndIf
				_CopyToClipBoard ( $sCopyColor )
				_LabelsLastCopiedSetColor ( $sCopyColor )
				Sleep ( 50 )
			EndIf
			$isHover = _IsMouseOverWindow ( $hGuiMain, $idButtonMagnifier )
			If $iXPosOld <> $aMousePos[0] Or $iYPosOld <> $aMousePos[1] Or $iColorChange = 1 Then
				If _GUICtrlTab_GetCurSel ( $idTab ) = 0 Then
					GUICtrlSetData ( $idLabelPosX, StringFormat ( 'X : ' & '%04u', $aMousePos[0] ) )
					GUICtrlSetData ( $idLabelPosY, StringFormat ( 'Y : ' & '%04u', $aMousePos[1] ) )
				EndIf
				If $isHover Then
					If _IsVisible ( $hGuiMagnifier ) Then GUISetState ( @SW_HIDE, $hGuiMagnifier )
				Else
					If $iGuiMagnifierState And Not _IsVisible ( $hGuiMagnifier ) Then
						If $iWinMove Then
							GUISetState ( @SW_SHOW, $hGuiMagnifier )
							WinSetOnTop ( $hGuiMagnifier, '', 1 )
						EndIf
					EndIf
				EndIf

				#Region ------ Mag Pos ------------------------------
				$iMargin = 60
				$aMagnifierPos[0] = _Min ( _Max ( $aMousePos[0]+$iMargin, $iMargin ), @DesktopWidth - $iGuiMagnifierSize - $iMargin )
				$aMagnifierPos[1] = _Min ( _Max ( $aMousePos[1]+$iMargin, $iMargin ), @DesktopHeight - $iGuiMagnifierSize - $iMargin )
				If $aMousePos[1] > $aMagnifierPos[1] And $aMousePos[0] > $aMagnifierPos[0] Then
					$aMagnifierPos[0] = $aMousePos[0] - $iMargin - $iGuiMagnifierSize
					$aMagnifierPos[1] = $aMousePos[1] - $iMargin - $iGuiMagnifierSize
				EndIf
				$iWinMove = WinMove ( $hGuiMagnifier, '', $aMagnifierPos[0], $aMagnifierPos[1], $iGuiMagnifierSize, $iGuiMagnifierSize )
				If Not $hGraphic Then $hGraphic = _GDIPlus_GraphicsCreateFromHWND ( $hGuiMagnifier )
				If $iGuiMagnifierState And Not $isHover Then _GuiMagnifierDraw ( $hGuiMagnifier )
				$iXPosOld = $aMousePos[0]
				$iYPosOld = $aMousePos[1]
				#EndRegion --- Mag Pos ------------------------------

			Else
				If $iGuiMagnifierState And Not $isHover Then WinSetOnTop ( $hGuiMagnifier, '', 1 )
			EndIf
			If $iFlash = 1 Then
				$hWnd = _MouseOverGetHwnd ( )
				If $hWnd And $hWnd = $hInfoLabel3 And $iFlash = 1 Then
					AdlibUnRegister ( '_LabelFlash' )
					$iFlash = 0
				EndIf
			Else
				$iFlash = 1
				AdlibRegister ( '_LabelFlash', 1200 )
			EndIf
			If _IsChecked ( $idChkBoxGuiOnTop ) And Not _IsOnTop ( $hGuiMain ) Then WinSetOnTop ( $hGuiMain, '', 1 )
			$iOpenTab = _GUICtrlTab_GetCurSel ( $idTab )
			If $iOpenTab <> $iOpenTabOld Then
				If $iSound = 1 Then
					SoundPlay ( $sTempDir & '\TabChange.wav' )
					$iOpenTabOld = $iOpenTab
				EndIf
			EndIf
	EndSwitch
WEnd
#EndRegion --- Main Loop ------------------------------

Func _AlreadyInArray ( $aSearch, $sItem, $iStart=0, $iPartial=0 )
	_ArraySearch ( $aSearch, $sItem, $iStart, 0, 0, $iPartial )
	If Not @error Then Return 1
EndFunc ;==> _AlreadyInArray ( )

Func _Base64Decode ( $input_string ) ; by trancexx
     Local $struct = DllStructCreate ( 'int' )
     Local $a_Call = DllCall ( 'Crypt32.dll', 'int', 'CryptStringToBinary', 'str', $input_string, 'int', 0, 'int', 1, 'ptr', 0, 'ptr', DllStructGetPtr ( $struct, 1 ), 'ptr', 0, 'ptr', 0 )
     If @error Or Not $a_Call[0] Then Return SetError ( 1, 0, '' )
     Local $a = DllStructCreate ( 'byte[' & DllStructGetData ( $struct, 1) & ']' )
     $a_Call = DllCall ( 'Crypt32.dll', 'int', 'CryptStringToBinary', 'str', $input_string, 'int', 0, 'int', 1, 'ptr', DllStructGetPtr ( $a ), 'ptr', DllStructGetPtr ( $struct, 1 ), 'ptr', 0, 'ptr', 0 )
     If @error Or Not $a_Call[0] Then Return SetError ( 2, 0, '' )
     Return DllStructGetData ( $a, 1 )
EndFunc ;==> _Base64Decode ()

Func _ColorGetBrightness ( $Color )
	Return Round ( ( 299 * BitAND ( BitShift ( $Color, 16 ), 0xFF ) + 587 * BitAND ( BitShift ( $Color, 8 ), 0xFF ) + 114 * BitAND ( $Color, 0xFF ) )/1000 )
EndFunc ;==> _ColorGetBrightness ( )

Func _ColorGetInverse ( $Color )
	Return BitXOR ( $Color, 0xFFFFFF )
EndFunc ;==> _ColorGetInverse ( )

Func _ColorGetStringByFormat ( $CopyColor )
	Select
		Case _IsChecked ( $aIdRadioFormat[1] ) ; hex
			$sColorToCopy = $CopyColor
		Case _IsChecked ( $aIdRadioFormat[2] ) ; html
			$sColorToCopy = StringReplace ( $CopyColor, '0x', '#' )
		Case _IsChecked ( $aIdRadioFormat[3] ) ; hls
			_WinAPI_ColorRGBToHLS ( $CopyColor, $iHue, $iLuminance, $iSaturation )
			$sColorToCopy = StringFormat ( '%03u,%03u,%03u', $iHue, $iLuminance, $iSaturation )
		Case _IsChecked ( $aIdRadioFormat[4] ) ; dec
			$sColorToCopy = Dec ( Hex ( $CopyColor, 6 ) )
		Case _IsChecked ( $aIdRadioFormat[5] ) ; rgb dec
			$sColorToCopy = _WinAPI_GetRValue ( $CopyColor ) & ',' & _WinAPI_GetGValue ( $CopyColor ) & ',' & _WinAPI_GetBValue ( $CopyColor )
		Case _IsChecked ( $aIdRadioFormat[6] ) ; bgr %
			$sColorToCopy = Round ( _WinAPI_GetBValue ( $CopyColor )*100/255, 1 ) & ',' & Round ( _WinAPI_GetGValue ( $CopyColor )*100/255, 1 ) & ',' & Round ( _WinAPI_GetRValue ( $CopyColor )*100/255, 1 )
		Case _IsChecked ( $aIdRadioFormat[7] ) ; argb
			$sColorToCopy = '0x' & Hex ( BitShift ( 0xFF, -24 ) + Int ( $CopyColor ), 8 )
		Case _IsChecked ( $aIdRadioFormat[8] ) ; bgr
			$sColorToCopy = _WinAPI_GetBValue ( $CopyColor ) & ',' & _WinAPI_GetGValue ( $CopyColor ) & ',' & _WinAPI_GetRValue ( $CopyColor )
		Case _IsChecked ( $aIdRadioFormat[9] ) ; HSB
			$aRes = _RGBToHSB ( _WinAPI_GetRValue ( $CopyColor ), _WinAPI_GetGValue ( $CopyColor ) , _WinAPI_GetBValue ( $CopyColor ) )
			$sColorToCopy = $aRes[0] & ',' & $aRes[1] & ',' & $aRes[2]
		Case _IsChecked ( $aIdRadioFormat[10] ) ; CMYK
			$aRes = _RGBToCMYK ( _WinAPI_GetRValue ( $CopyColor ), _WinAPI_GetGValue ( $CopyColor ) , _WinAPI_GetBValue ( $CopyColor ) )
			$sColorToCopy = Round ( $aRes[0], 2 ) & ',' & Round ( $aRes[1], 2 ) & ',' & Round ( $aRes[2], 2 ) & ',' & Round ( $aRes[3], 2 )
	EndSelect
	Return String ( $sColorToCopy )
EndFunc ;==> _ColorGetStringByFormat ( )

Func _CopyToClipBoard ( ByRef $sCopyColor )
	If $iSound = 1 Then SoundPlay ( $sTempDir & '\Clip.wav' )
	$sColorToCopy = _ColorGetStringByFormat ( $sCopyColor )
	ClipPut ( $sColorToCopy )
	Local $iNoTrayTipSound = 16, $iTrayTipDuration = 4000
	TrayTip ( $sSoftTitle, 'Color ' & $sColorToCopy & @CRLF & 'was Copied to the Clipboard', 3, 1 + $iNoTrayTipSound )
	WinActivate ( $hGuiMain, '' )
	AdlibRegister ( '_TrayTipClose', $iTrayTipDuration )
EndFunc ;==> _CopyToClipBoard ( )

Func _Exit ( )
	Exit
EndFunc ;==> _Exit ( )

Func _FileInstall ( )
	Local $sRegKey = 'HKCU\Software\Microsoft\WINDOWS\CurrentVersion\Explorer\Advanced'
	Local $sBalloonTips = RegRead ( $sRegKey, 'EnableBalloonTips' )
	If $sBalloonTips <> 1 Then RegWrite ( $sRegKey, 'EnableBalloonTips', 'REG_DWORD', 1 )
	If Not FileExists ( $sTempDir ) Then DirCreate ( $sTempDir )
	If Not FileExists ( 'C:\pipette1.ico' ) Then Pipette1Ico ( "pipette1.ico", 'C:\' )
	If @error Then ConsoleWrite ( '@error : ' & @error & @Crlf )
	If Not FileExists ( $sTempDir & '\Happy Sans.ttf' ) Then Happysansttf ( "Happy Sans.ttf", $sTempDir )
	If Not FileExists ( $sTempDir & '\Colors.txt' ) Then Colorstxt ( "Colors.txt", $sTempDir )
	; No wait for wav files.
	If Not FileExists ( $sTempDir & '\ShowMag.wav' ) Then Showmagwav ( "ShowMag.wav", $sTempDir )
	If Not FileExists ( $sTempDir & '\DelColor.wav' ) Then Delcolorwav ( "DelColor.wav", $sTempDir )
	If Not FileExists ( $sTempDir & '\Clip.wav' ) Then Clipwav ( "Clip.wav", $sTempDir )
	If Not FileExists ( $sTempDir & '\TabChange.wav' ) Then Tabchangewav ( "TabChange.wav", $sTempDir )
	ToolTip ( '' )
EndFunc ;==> _FileInstall ( )

Func _FileMissing ( )
	If Not FileExists ( $sTempDir ) Then Return True
	If Not FileExists ( 'C:\pipette1.ico' ) Then Return True
	If Not FileExists ( $sTempDir & '\Happy Sans.ttf' ) Then Return True
	If Not FileExists ( $sTempDir & '\Colors.txt' ) Then Return True
	If Not FileExists ( $sTempDir & '\ShowMag.wav' ) Then Return True
	If Not FileExists ( $sTempDir & '\DelColor.wav' ) Then Return True
	If Not FileExists ( $sTempDir & '\Clip.wav' ) Then Return True
	If Not FileExists ( $sTempDir & '\TabChange.wav' ) Then Return True
EndFunc ;==> _FileMissing ( )

Func _FileReadToArray ( $sFilePath, ByRef $aArray )
	Local $hFile = FileOpen ( $sFilePath, $FO_READ )
	If $hFile = -1 Then Return SetError ( 1, 0, 0 )
	Local $aFile = FileRead ( $hFile, FileGetSize ( $sFilePath ) )
	If StringRight ( $aFile, 1 ) = @LF Then $aFile = StringTrimRight ( $aFile, 1 )
	If StringRight ( $aFile, 1 ) = @CR Then $aFile = StringTrimRight ( $aFile, 1 )
	FileClose ( $hFile )
	If StringInStr ( $aFile, @LF ) Then
		$aArray = StringSplit ( StringStripCR ( $aFile ), @LF )
	ElseIf StringInStr ( $aFile, @CR ) Then
		$aArray = StringSplit ( $aFile, @CR )
	Else
		If StringLen ( $aFile ) Then
			Dim $aArray[2] = [1, $aFile]
		Else
			Return SetError ( 2, 0, 0 )
		EndIf
	EndIf
	Return 1
EndFunc ;==> _FileReadToArray ( )

Func _GUICtrlButtonAddIcon ( $idCtrl, $sIconPath, $iIconSize=16 )
	Local $hImageList = _GUIImageList_Create ( $iIconSize, $iIconSize, 5 )
	_GUIImageList_AddIcon ( $hImageList, $sIconPath, 0, False )
	_GUICtrlButton_SetImageList ( $idCtrl, $hImageList )
EndFunc ;==> _GUICtrlButtonAddIcon ( )

Func _GUICtrlGetBkColor ( $hWnd, $hCtrl )
	Local $hDC, $hMemDC, $aRet
	$hDC = DllCall ( 'user32.dll', 'handle', 'GetDC', 'hwnd', $hCtrl )
	$hMemDC = DllCall ( 'gdi32.dll', 'handle', 'CreateCompatibleDC', 'handle', $hDC[0] )
	DllCall ( 'user32.dll', 'int', 'ReleaseDC', 'hwnd', $hCtrl, 'handle', $hDC[0] )
	DllCall ( 'user32.dll', 'lresult', 'SendMessageW', 'hwnd', $hWnd, 'uint', $WM_CTLCOLORSTATIC, 'wparam', $hMemDC[0], 'lparam', $hCtrl )
	$aRet = DllCall ( 'gdi32.dll', 'int', 'GetBkColor', 'ptr', $hMemDC[0] )
	DllCall ( 'gdi32.dll', 'bool', 'DeleteDC', 'handle', $hMemDC[0] )
	Return BitOR ( BitShift ( BitAND ( $aRet[0], 0x0000FF ), -16 ), BitAND ( $aRet[0], 0x00FF00 ), BitShift ( BitAND ( $aRet[0], 0xFF0000 ), 16 ) )
EndFunc ;==> _GUICtrlGetBkColor ( )

Func _GUICtrlTabSetBkColor ( $hWnd, $hSysTab32, $BkColor )
	Local $aTabPos = ControlGetPos ( $hWnd, '', $hSysTab32 )
	Local $aTabRect = _GUICtrlTab_GetItemRect ( $hSysTab32, -1 )
	GUICtrlCreateLabel ( '', $aTabPos[0] +2, $aTabPos[1] +$aTabRect[3] +4, $aTabPos[2] -4, $aTabPos[3] -$aTabRect[3] -7 )
	GUICtrlSetBkColor ( -1, $BkColor )
	GUICtrlSetState ( -1, $GUI_DISABLE )
EndFunc ;==> _GUICtrlTabSetBkColor ( )

Func _GuiMagnifierDraw ( $hWnd )
	If Not $hGraphic Then $hGraphic = _GDIPlus_GraphicsCreateFromHWND ( $hGuiMagnifier )
	WinSetOnTop ( $hGuiMagnifier, '', 1 )
	Local $aMousePos = MouseGetPos ( )
	If @error Then Return
	Local $iXPos = $aMousePos[0] - ( $iGuiMagnifierSize/$iZoom ) / 2 + 1
	Local $iYPos = $aMousePos[1] - ( $iGuiMagnifierSize/$iZoom ) / 2 + 1
	Local $hGuiDC = DllCall ( 'user32.dll', 'int', 'GetDC', 'hwnd', $hWnd )
	Local $hDesktopDC = DllCall ( 'user32.dll', 'int', 'GetDC', 'hwnd', 0 )
	DllCall ( 'gdi32.dll', 'int', 'StretchBlt', 'int', $hGuiDC[0], 'int', 0, 'int', 0, 'int', $iGuiMagnifierSize, 'int', $iGuiMagnifierSize, 'int', $hDesktopDC[0], 'int', $iXPos, 'int', $iYPos, 'int', $iGuiMagnifierSize/$iZoom, 'int', $iGuiMagnifierSize/$iZoom, 'long', $SRCCOPY )
	DllCall ( 'user32.dll', 'int', 'ReleaseDC', 'int', $hDesktopDC[0], 'hwnd', 0 )
	DllCall ( 'user32.dll', 'int', 'ReleaseDC', 'int', $hGuiDC[0], 'hwnd', $hWnd )
	Local $iCenter = 4
	Switch $iZoom
		Case 4
			$iCenter = 1
		Case 8
			$iCenter = 5
		Case 16
			$iCenter = 10
		Case 32
			$iCenter = 18
	EndSwitch
	Local $iBrightnessDiff = Abs ( 76 - _ColorGetBrightness ( '0x' & Hex ( $iDecColor, 6 ) ) )
	$iRvalue = _WinAPI_GetRValue ( '0x' & Hex ( $iDecColor, 6 ) )
	If $iBrightnessDiff < 80 And $iRvalue > 180 Then
		_GDIPlus_PenSetColor ( $hPen, 0xFF000000 )
	Else
		_GDIPlus_PenSetColor ( $hPen, 0xFFFF0000 )
	EndIf
	_GDIPlus_GraphicsDrawLine ( $hGraphic, 0, _ ; HorizontalLeft
		( $iGuiMagnifierSize )/2, _
		( $iGuiMagnifierSize )/2-$iCenter, _
		( $iGuiMagnifierSize )/2, $hPen )
	_GDIPlus_GraphicsDrawLine ( $hGraphic, ( $iGuiMagnifierSize )/2 +$iCenter, _ ; HorizontalRight
		( $iGuiMagnifierSize )/2, _
		$iGuiMagnifierSize, _
		( $iGuiMagnifierSize )/2, $hPen )
	_GDIPlus_GraphicsDrawLine ( $hGraphic, ( $iGuiMagnifierSize )/2, _ ; VerticalTop
		0, _
		( $iGuiMagnifierSize )/2, _
		( $iGuiMagnifierSize )/2-$iCenter, $hPen )
	_GDIPlus_GraphicsDrawLine ( $hGraphic, ( $iGuiMagnifierSize )/2, _ ; VerticalBottom
		( $iGuiMagnifierSize )/2 +$iCenter, _
		( $iGuiMagnifierSize )/2, _
		$iGuiMagnifierSize, $hPen )
	_GDIPlus_GraphicsDrawLine ( $hGraphic, ( $iGuiMagnifierSize )/2 -$iCenter +1, _ ; SquareLineTop
		( $iGuiMagnifierSize )/2 -$iCenter +1, _
		( $iGuiMagnifierSize )/2 +$iCenter -1, _
		( $iGuiMagnifierSize )/2 -$iCenter +1, $hPen )
	_GDIPlus_GraphicsDrawLine ( $hGraphic, ( $iGuiMagnifierSize )/2 -$iCenter +1, _ ; SquareLineBottom
		( $iGuiMagnifierSize )/2 +$iCenter -1, _
		( $iGuiMagnifierSize )/2 +$iCenter -1, _
		( $iGuiMagnifierSize )/2 +$iCenter -1, $hPen )
	_GDIPlus_GraphicsDrawLine ( $hGraphic, ( $iGuiMagnifierSize )/2 -$iCenter +1, _ ; SquareLineLeft
		( $iGuiMagnifierSize )/2 -$iCenter +1, _
		( $iGuiMagnifierSize )/2 -$iCenter +1, _
		( $iGuiMagnifierSize )/2 +$iCenter -1, $hPen )
	_GDIPlus_GraphicsDrawLine ( $hGraphic, ( $iGuiMagnifierSize )/2 +$iCenter -1, _ ; SquareLineRight
		( $iGuiMagnifierSize )/2 -$iCenter +1, _
		( $iGuiMagnifierSize )/2 +$iCenter -1, _
		( $iGuiMagnifierSize )/2 +$iCenter -1, $hPen )
	$sString = 'Zoom X ' & $iZoom
	If Not $hBrush Then
		$hBrush = _GDIPlus_BrushCreateSolid ( 0xFFFFFFFF )
		$hFormat = _GDIPlus_StringFormatCreate ( )
		$hFamily = _GDIPlus_FontFamilyCreate ( 'Arial' )
		$hFont = _GDIPlus_FontCreate ( $hFamily, 7, 1 )
		$tLayout1 = _GDIPlus_RectFCreate ( $iGuiMagnifierSize -55, 1, 55, 10 )
		$tLayout2 = _GDIPlus_RectFCreate ( 1, $iGuiMagnifierSize -12, 90, 10 )
	EndIf
	$hBrushColor = _GDIPlus_BrushGetSolidColor ( $hBrush )
	Opt ( 'PixelCoordMode', 0 ) ; relative
	$aPix = PixelSearch ( $iGuiMagnifierSize - 60, 1, $iGuiMagnifierSize-1, 7, 0x000000, 150, 5, $hWnd )
	If Not @error Then
		If '0x' & Hex ( $hBrushColor, 6 ) <> 0xFFFFFF Then _GDIPlus_BrushSetSolidColor ( $hBrush, 0xFFFFFFFF )
	Else
		If '0x' & Hex ( $hBrushColor, 6 ) <> 0x000000 Then _GDIPlus_BrushSetSolidColor ( $hBrush, 0xFF000000 )
	EndIf
	$aInfo1 = _GDIPlus_GraphicsMeasureString ( $hGraphic, $sString, $hFont, $tLayout1, $hFormat )
	_GDIPlus_GraphicsDrawStringEx ( $hGraphic, $sString, $hFont, $aInfo1[0], $hFormat, $hBrush )
	$aPix = PixelSearch ( 1, $iGuiMagnifierSize-10, 80, $iGuiMagnifierSize-1, 0x000000, 150, 5, $hWnd )
	If Not @error Then
		If '0x' & Hex ( $hBrushColorOld, 6 ) <> 0xFFFFFF Then
			_GDIPlus_BrushSetSolidColor ( $hBrush, 0xFFFFFFFF )
			$hBrushColorOld = 0xFFFFFFFF
		EndIf
	Else
		If '0x' & Hex ( $hBrushColorOld, 6 ) <> 0x000000 Then
			_GDIPlus_BrushSetSolidColor ( $hBrush, 0xFF000000 )
			$hBrushColorOld = 0xFF000000
		EndIf
	EndIf
	$sString = 'Mouse Speed : ' & $iMouseSpeedSet
	$aInfo2 = _GDIPlus_GraphicsMeasureString ( $hGraphic, $sString, $hFont, $tLayout2, $hFormat )
	_GDIPlus_GraphicsDrawStringEx ( $hGraphic, $sString, $hFont, $aInfo2[0], $hFormat, $hBrush )
	Opt ( 'PixelCoordMode', 1 ) ; absolute
EndFunc ;==> _GuiMagnifierDraw ( )

Func _GuiMainSetSizeAndPos ( )
	Local $aWinPos = WinGetPos ( $hGuiMain )
	If @error Then Return
	Local $iNewheight
	Switch $iL
		Case 0
			$iNewheight = $iGuiHeight +40
		Case 1 To 5
			$iXL = 15 + ( $iL -1 ) * $iLabelWidth
			$iYL = $iYRef + 145
			$iNewheight = $iGuiHeight + 100
		Case 6 To 10
			$iXL =  15 + ( $iL -6 ) * $iLabelWidth
			$iYL = $iYRef + 205
			$iNewheight = $iGuiHeight + 160
		Case 11 To 15
			$iXL =  15 + ( $iL -11 ) * $iLabelWidth
			$iYL = $iYRef + 265
			$iNewheight = $iGuiHeight + 220
		Case Else
			$iXL =  15 + ( $iL -16 ) * $iLabelWidth
			$iYL = $iYRef + 325
			$iNewheight = $iGuiHeight + 280
	EndSwitch
	Local $iWinY = Default
	$iWinYOld = $aWinPos[1] + $iNewheight + $iTaskbarHeight
	$iWinMore = $iWinYOld - @DesktopHeight
	If $aWinPos[1] + $iNewheight + $iTaskbarHeight > @DesktopHeight Then $iWinY = $aWinPos[1] - $iWinMore
	WinMove ( $hGuiMain, '', Default, $iWinY, Default, $iNewheight, 100 )
EndFunc ;==> _GuiMainSetSizeAndPos ( )

Func _GuiSavePos ( )
	If Not _IsMinimized ( $hGuiMain ) Then
		Local $aPos = WinGetPos ( $hGuiMain )
		If Not @error Then
			$iXPos1 = _Min ( _Max ( $aPos[0], 0 ), @DesktopWidth  - $aPos[2] )
			$iYPos1 = _Min ( _Max ( $aPos[1], 0 ), @DesktopHeight - $aPos[3] )
		EndIf
	EndIf
	RegWrite ( $sRegKeySettings, 'LastXPos', 'REG_SZ', $iXPos1 )
	RegWrite ( $sRegKeySettings, 'LastYPos', 'REG_SZ', $iYPos1 )
EndFunc ;==> _GuiSavePos ( )

Func _GuisCreate ( )

	#Region ------ GuiSetChooseColorPos Creation ------------------------------
	$hGuiSetChooseColorPos = GUICreate ( '' ) ; gui only used for positioning the Color Chooser window to screen's center.
	GUISetState ( @SW_HIDE, -1 )
	#EndRegion --- GuiSetChooseColorPos Creation ------------------------------

	#Region ------ GuiMain Creation ------------------------------
	$iXPos1 = RegRead ( $sRegKeySettings, 'LastXPos' )
	If @error Then $iXPos1 = @DesktopWidth - $iGuiWidth -50
	$iYPos1 = RegRead ( $sRegKeySettings, 'LastYPos' )
	If @error Then $iYPos1 = 50
	$hGuiMain = GUICreate ( $sSoftTitle, $iGuiWidth, $iGuiHeight, $iXPos1, $iYPos1, -1, $GUI_WS_EX_PARENTDRAG )
	GUISetIcon ( 'C:\pipette1.ico' )
	$iAdapt = RegRead ( $sRegKeySettings, 'AdaptMouseSpeed' )
	If @error Then $iAdapt = 1
	$iSound = RegRead ( $sRegKeySettings, 'SoundsEnable' )
	If @error Then $iSound = 0
	$iConfirm = RegRead ( $sRegKeySettings, 'ConfirmColorDeletion' )
	If @error Then $iConfirm = 1
	$iOnTop = RegRead ( $sRegKeySettings, 'AlwaysOnTop' )
	If @error Then $iOnTop = 1
	$iZoomX = RegRead ( $sRegKeySettings, 'ZoomX' )
	If @error Then $iZoomX = 3
	$iFormat = RegRead ( $sRegKeySettings, 'ColorFormat' )
	If @error Then $iFormat = 1
	$iMagSize = RegRead ( $sRegKeySettings, 'MagSize' )
	If @error Then $iMagSize = 2
	$iShadeIntensity = RegRead ( $sRegKeySettings, 'ShadeIntensity' )
	If @error Then $iShadeIntensity = 1
	$idLabelInfo3 = GUICtrlCreateLabel ( 'Press Middle Mouse button or F12 for Copy Color' & @CRLF & 'Hold Left Shift key for copy Inverse Color', 15, 95, 310, 35, 0x01 )
	GUICtrlSetColor ( -1, 0xFF0000 )
	GUICtrlSetFont ( -1, 9, 800 )
	$hInfoLabel3 = GUICtrlGetHandle ( $idLabelInfo3 )
	GUICtrlCreateGroup ( '', 10, 0, 320, 83 )
	$idLabelInfo1 = GUICtrlCreateLabel ( '', 14, 10, 155, 69, 0x01 )
	GUICtrlSetFont ( -1, 18, 800 )
	$idLabelInfo2 = GUICtrlCreateLabel ( '', 14+155+3, 10, 154, 69, 0x01 )
	GUICtrlSetFont ( -1, 18, 800 )
	$iYRef = $iGuiHeight - 170
	$idTab = GUICtrlCreateTab ( 0, $iYRef - 176, $iGuiWidth, $iGuiHeight - 180, BitOR ( $TCS_FIXEDWIDTH, $TCS_FOCUSNEVER ), $WS_EX_LAYERED )
	GUICtrlSendMsg ( $idTab, $TCM_SETITEMSIZE, 0, BitOR ( BitAnd ( 112, 0xFFFF ), BitShift ( BitAnd ( 20, 0xFFFF), -16 ) ) )
	If FileExists ( $sTempDir & '\Happy Sans.ttf' ) Then DllCall ( 'gdi32.dll', 'int', 'AddFontResourceExW', 'wstr', $sTempDir & '\Happy Sans.ttf', 'dword', 0x30, 'ptr', 0 )
	GUISetFont ( 10, 400, 0, 'Happy Sans' )

	#Region ------ Tab 1 Catch ------------------------------
	GUICtrlCreateTabItem ( 'Catch' )
	_GUICtrlTabSetBkColor ( $hGuiMain, $idTab, 0xF0F0F0 )

	#Region ------ Radios Color Format ------------------------------
	GUICtrlCreateGroup ( 'Color Formats', 15, $iYRef - 146, 150, 182 )
	GUIStartGroup ( )
	Local $aIdRadioFormatName[11] = [5, 'HEX', 'HTML', 'HLS', 'DEC', 'RGB Dec', 'RGB %', 'ARGB', 'BGR', 'HSB', 'CMYK']
	Local $k=25, $l=65, $j
	For $i = 1 To UBound ( $aIdRadioFormat ) -1
		$j=$i
		If $i > 5 Then
			$j = $i -5
			$k = 100
			$l = 60
		EndIf
		$aIdRadioFormat[$i] = GUICtrlCreateRadio ( ' ' & $aIdRadioFormatName[$i], $k, $iYRef -120 + ($j-1)*32, $l, 20 )
		DllCall ( 'UxTheme.dll', 'int', 'SetWindowTheme', 'hwnd', GUICtrlGetHandle ( $aIdRadioFormat[$i] ), 'wstr', 0, 'wstr', 0 )
		If $iFormat = $i Then
			GUICtrlSetState ( -1, $GUI_CHECKED )
			GUICtrlSetColor ( -1, 0xFF0000 )
			$iLabelFont = $aLabelFont[$i]
		EndIf
	Next
	$aIdRadioFormatName=0
	GUIStartGroup ( )
	#EndRegion --- Radios Color Format ------------------------------

	#Region ------ Mouse Pos ------------------------------
	GUICtrlCreateGroup ( 'Mouse Pos', 175, $iYRef-146, 150, 35 )
	$idLabelPosX = GUICtrlCreateLabel ( 'X : ', 195, $iYRef - 131, 50, 20, 0x01 )
	$idLabelPosY = GUICtrlCreateLabel ( 'Y : ', 260, $iYRef - 131, 50, 20, 0x01 )
	#EndRegion --- Mouse Pos ------------------------------

	#Region ------ Radios Zoom ------------------------------
	$iXRef = 175
	GUICtrlCreateGroup ( 'Zoom', $iXRef, $iYRef+40 - 146, 65, 142 )
	For $i = 1 To UBound ( $aIdRadioMagZoomX ) -1
		$aIdRadioMagZoomX[$i] = GUICtrlCreateRadio ( ' x ' & 2^( $i +1 ), $iXRef+10, $iYRef -82 + ( $i-1 )*30, 50, 20 )
		DllCall ( 'UxTheme.dll', 'int', 'SetWindowTheme', 'hwnd', GUICtrlGetHandle ( $aIdRadioMagZoomX[$i] ), 'wstr', 0, 'wstr', 0 )
		If $iZoomX = $i + 1 Then
			GUICtrlSetState ( -1, $GUI_CHECKED )
			GUICtrlSetColor ( -1, 0xFF0000 )
			$iZoom = 2^( $i +1 )
		EndIf
	Next
	#EndRegion --- Radios Zoom ------------------------------

	#Region ------ Radios Mag Size ------------------------------
	Local $aGuiMagnifierSizeName[5] = [5, 'Small', 'Median', 'Large', 'Full']
	$iXRef = 250
	GUICtrlCreateGroup ( 'Mag Size', $iXRef, $iYRef+40 - 146, 77, 142 )
	For $i = 1 To UBound ( $aIdRadioMagSize ) -1
		$aIdRadioMagSize[$i] = GUICtrlCreateRadio ( $aGuiMagnifierSizeName[$i], $iXRef+10, $iYRef -82 + ( $i-1 )*30, 62, 20 )
		DllCall ( 'UxTheme.dll', 'int', 'SetWindowTheme', 'hwnd', GUICtrlGetHandle ( $aIdRadioMagSize[$i] ), 'wstr', 0, 'wstr', 0 )
		If $iMagSize = $i Then
			GUICtrlSetState ( -1, $GUI_CHECKED )
			GUICtrlSetColor ( -1, 0xFF0000 )
			$iGuiMagnifierSize = $aGuiMagnifierSize[$i]
		EndIf
	Next
	$aGuiMagnifierSizeName=0
	#EndRegion --- Radios Mag Size ------------------------------

	#Region ------ Settings ------------------------------
	GUICtrlCreateGroup ( 'Settings', 15, $iYRef+40, 310, 75 )
	$idChkBoxAdapt = GUICtrlCreateCheckbox ( 'Adapt Mouse Speed to Zoom', 25, $iYRef+61, 180, 20, 0x0003 )
	GUICtrlSetTip ( -1, 'For a better capture Mouse Speed is adapted' & @CRLF & 'to Zoom level when magnifier is visible' )
	If $iAdapt = 1 Then GUICtrlSetState ( -1, $GUI_CHECKED )
	$idChkBoxConfirmDel = GUICtrlCreateCheckbox ( 'Confirm History Color Deletion', 25, $iYRef+86, 180, 20, 0x0003 )
	If $iConfirm = 1 Then GUICtrlSetState ( -1, $GUI_CHECKED )
	$idChkBoxSoundsEnable = GUICtrlCreateCheckbox ( 'Enable Sounds', 215, $iYRef+61, 100, 20, 0x0003 )
	If $iSound = 1 Then GUICtrlSetState ( -1, $GUI_CHECKED )
	$idChkBoxGuiOnTop = GUICtrlCreateCheckbox ( 'Always On Top', 215, $iYRef+86, 100, 20, 0x0003 )
	If $iOnTop = 1 Then
		GUICtrlSetState ( $idChkBoxGuiOnTop, $GUI_CHECKED )
		WinSetOnTop ( $hGuiMain, '', 1 )
	EndIf
	#EndRegion --- Settings ------------------------------

	GUICtrlCreateTabItem ( '' )
	#EndRegion --- Tab 1 Catch ------------------------------

	#Region ------ Tab 2 Shades ------------------------------
	GUICtrlCreateTabItem ( 'Shades' )
	_GUICtrlTabSetBkColor ( $hGuiMain, $idTab, 0xF0F0F0 )
	GUISetFont ( 12, 400, 0, 'Happy Sans' )

	#Region ------ Preview ------------------------------
	$idLabelPreviewTitle = GUICtrlCreateLabel ( 'Preview', 20, $iYRef- 150, 140, 20, $SS_CENTER )
	GUICtrlSetColor ( -1, 0x0000FF )
	GUICtrlSetTip ( -1, 'Left click for paste Last copied Color in Preview' )
	GUICtrlSetCursor ( -1, 0 )
	$idLabelPreview = GUICtrlCreateLabel ( '', 20, $iYRef- 130, 140, 90, BitOR ( $SS_SUNKEN, $SS_CENTER ) )
	GUICtrlSetBkColor ( -1, 0x000000 )
	GUICtrlSetTip ( -1, 'Left click for paste Last copied Color in Preview' )
	GUICtrlSetCursor ( -1, 0 )
	#EndRegion --- Preview ------------------------------

	#Region ------ Shades ------------------------------
	$idLabelShades = GUICtrlCreateLabel ( 'Shades', 20, $iYRef -35, 45, 15 )
	GUICtrlSetColor ( -1, 0x7517A1 )
	GUICtrlSetTip ( -1, 'Left click for change Shades Gradient Direction' )
	GUICtrlSetCursor ( -1, 0 )
	For $i = 1 To UBound ( $aIdRadioShadeIntensity ) -1
		$aIdRadioShadeIntensity[$i] = GUICtrlCreateRadio ( $i, 70 + ( $i-1)*32, $iYRef-34, 25, 15 )
		GUICtrlSetTip ( -1, 'Set Shades Intensity to ' & $i )
		GUICtrlSetFont ( -1, 8, 600, 0, 'Arial' )
		If $iShadeIntensity = $i Then GUICtrlSetState ( -1, $GUI_CHECKED )
	Next
	Local $j = $iYRef -17, $p = 18, $m = 1
	For $i = 1 To UBound ( $aIdLabelShades ) -1
		Switch $i
			Case 9, 17, 25, 33, 41, 49, 57
				$j += 15
				$m += 8
			Case Else
		EndSwitch
		$aIdLabelShades[$i] = GUICtrlCreateLabel ( '', 20 + ( $i -$m )*$p, $j, 15, 13, BitOR ( $SS_SUNKEN, $SS_CENTER ) )
		GUICtrlSetBkColor ( -1, 0x000000 )
	Next
	#EndRegion --- Shades ------------------------------

	#Region ------ Sliders & Inputs ------------------------------
	GUISetFont ( 12, 400, 0, 'Happy Sans' )
	GUICtrlCreateLabel ( 'Red', 185, $iYRef- 145, 40, 15 )
	GUICtrlSetColor ( -1, 0xFF0000 )
	GUICtrlCreateLabel ( 'Green', 230, $iYRef- 145, 45, 15 )
	GUICtrlSetColor ( -1, 0x00BF00 )
	GUICtrlCreateLabel ( 'Blue', 285, $iYRef- 145, 40, 15 )
	GUICtrlSetColor ( -1, 0x0000FF )
	GUISetFont ( 8, 300 )
	Dim $aIdInput[3] = [GUICtrlCreateInput ( 0, 180, $iYRef+80, 40, 20, $ES_NUMBER ), GUICtrlCreateInput ( 0, 230, $iYRef+80, 40, 20, $ES_NUMBER ), GUICtrlCreateInput ( 0, 280, $iYRef+80, 40, 20, $ES_NUMBER )]
	Dim $aIdUpDown[3] = [GUICtrlCreateUpdown ( $aIdInput[0], $UDS_ARROWKEYS ), GUICtrlCreateUpdown ( $aIdInput[1], $UDS_ARROWKEYS ), GUICtrlCreateUpdown ( $aIdInput[2], $UDS_ARROWKEYS )]
	Dim $aIdSlider[3] = [GUICtrlCreateSlider ( 180, $iYRef- 130, 40, 200, $TBS_BOTH+$TBS_AUTOTICKS+$TBS_VERT ), GUICtrlCreateSlider ( 230, $iYRef- 130, 40, 200, $TBS_BOTH+$TBS_AUTOTICKS + $TBS_VERT ), GUICtrlCreateSlider ( 280, $iYRef- 130, 40, 200, $TBS_BOTH+$TBS_AUTOTICKS + $TBS_VERT )]
	For $i = 0 To UBound ( $aIdInput ) -1
		GUICtrlSetLimit ( $aIdInput[$i], 255, 0 )
		GUICtrlSetLimit ( $aIdUpDown[$i], 255, 0 )
		GUICtrlSetLimit ( $aIdSlider[$i], 255, 0 )
	Next
	GUICtrlSetColor ( $aIdInput[0], 0xFF0000 )
	GUICtrlSetColor ( $aIdInput[1], 0x00BF00 )
	GUICtrlSetColor ( $aIdInput[2], 0x0000FF )
	Dim $ahSlider[3] = [GUICtrlGetHandle ( $aIdSlider[0] ), GUICtrlGetHandle ( $aIdSlider[1] ), GUICtrlGetHandle ( $aIdSlider[2] )]
	Dim $ahUpDown[3] = [GUICtrlGetHandle ( $aIdUpDown[0] ), GUICtrlGetHandle ( $aIdUpDown[1] ), GUICtrlGetHandle ( $aIdUpDown[2] )]
	#EndRegion --- Sliders & Inputs ------------------------------

	GUICtrlCreateTabItem ( '' )
	#EndRegion --- Tab 2 Shades ------------------------------

	#Region ------ Tab 3 Colors Chart ------------------------------
	GUISetFont ( 8.5, 400 )
	GUICtrlCreateTabItem ( 'Colors Chart' )
	$idListView = GUICtrlCreateListView ( 'Color Names', 0, $iYRef - 153, $iGuiWidth, 276, BitOR ( $LVS_SHOWSELALWAYS, $LVS_SINGLESEL ) )
	_GUICtrlListView_SetColumnWidth ( -1, 0, $iGuiWidth )
	Local $aColorsNames
	_FileReadToArray ( $sTempDir & '\Colors.txt', $aColorsNames )
	$iBrightness1 = _ColorGetBrightness ( 0xFFFFFF )
	_GUICtrlListView_BeginUpdate ( $idListView )
	GUICtrlCreateListViewItem ( 'Black', $idListView )
	GUICtrlSetBkColor ( -1, 0x000000 )
	GUICtrlSetColor ( -1, 0xFFFFFF )
	Local $aSplit
	For $i = 1 To UBound ( $aColorsNames ) -1
		$aSplit = StringSplit ( $aColorsNames[$i], '|' )
		GUICtrlCreateListViewItem ( _StringProper ( $aSplit[1] ), $idListView )
		If Abs ( $iBrightness1 - _ColorGetBrightness ( '0x' & Hex ( $aSplit[2], 6 ) ) ) < 60 Then
			GUICtrlSetColor ( -1, 0x000000 )
		Else
			GUICtrlSetColor ( -1, 0xFFFFFF )
		EndIf
		GUICtrlSetBkColor ( -1, '0x' & Hex ( $aSplit[2], 6 ) )
	Next
	_GUICtrlListView_JustifyColumn ( $idListView, 0, 2 ) ; items centered
	_GUICtrlListView_EnsureVisible ( GUICtrlGetHandle ( $idListView ), UBound ( $aColorsNames ) -1, True )
	_GUICtrlListView_EndUpdate ( $idListView )
	$aColorsNames = 0
	GUICtrlCreateTabItem ( '' )
	#EndRegion --- Tab 3 Colors Chart ------------------------------

	$idLabelInfo4 = GUICtrlCreateLabel ( 'Colors History', 15, $iYRef+125, 320, 17, 0x01 )
	GUICtrlSetColor ( -1, 0xFF0000 )
	GUICtrlSetFont ( -1, 11, 700 )
	GUICtrlSetState ( -1, $GUI_HIDE )

	#Region ------ Buttons ------------------------------
	$idButtonChooseColor = GUICtrlCreateButton ( 'Color Chooser', 10, $iGuiHeight-30, 100, 20 )
	GUICtrlSetResizing ( -1, $GUI_DOCKBOTTOM + $GUI_DOCKHEIGHT )
	GUICtrlSetTip ( -1, 'Open Color Chooser' )
	GUICtrlSetFont ( -1, 9, 800 )
	$idButtonMagnifier = GUICtrlCreateButton ( 'Show Mag', 120, $iGuiHeight-30, 100, 20 )
	GUICtrlSetResizing ( -1, $GUI_DOCKBOTTOM + $GUI_DOCKHEIGHT )
	GUICtrlSetTip ( -1, 'Show/Hide Magnifier' )
	GUICtrlSetFont ( -1, 9, 800 )
	_GUICtrlButtonAddIcon ( -1, 'C:\pipette1.ico' )
	$idButtonRndColor = GUICtrlCreateButton ( 'Random Color', 230, $iGuiHeight-30, 100, 20 )
	GUICtrlSetResizing ( -1, $GUI_DOCKBOTTOM + $GUI_DOCKHEIGHT )
	GUICtrlSetTip ( -1, 'Generate a random Color' )
	GUICtrlSetFont ( -1, 9, 800 )
	#EndRegion --- Buttons ------------------------------

	GUIRegisterMsg ( $WM_VSCROLL, '_WM_VSCROLL' )
	GUISetState ( )
	#EndRegion --- GuiMain Creation ------------------------------

	#Region ------ GuiMagnifier Creation ------------------------------
	$hGuiMagnifier = GUICreate ( '', $iGuiMagnifierSize, $iGuiMagnifierSize, 0, 0, BitOR ( $WS_POPUP, $WS_BORDER ), $WS_EX_TOPMOST, WinGetHandle ( AutoItWinGetTitle ( ) ) )
	GUISetState ( @SW_HIDE, -1 )
	#EndRegion --- GuiMagnifier Creation ------------------------------

	_GDIPlus_Startup ( )
	$hPen = _GDIPlus_PenCreate ( 0xFFFF0000, 1 + Int ( $iZoom > 15 ) )
	$hGraphic = _GDIPlus_GraphicsCreateFromHWND ( $hGuiMagnifier )
EndFunc ;==> _GuisCreate ( )

Func _IsChecked ( $idCtrl )
	Return BitAND ( GUICtrlRead ( $idCtrl ), $GUI_CHECKED ) = $GUI_CHECKED
EndFunc ;==> _IsChecked ( )

Func _IsConnected ( )
	If @OSBuild > 3790 Then
		Local $aRet = DllCall ( 'connect.dll', 'uint', 'IsInternetConnected' )
		If Not @error Then Return Int ( $aRet[0] = 0 )
	EndIf
	If Ping ( 'www.bing.com', 1 ) Or InetRead ( 'http://www.google.com/humans.txt', 19 ) Then Return 1
EndFunc ;==> _IsConnected ( )

Func _IsMinimized ( $hHwnd )
	If BitAnd ( WinGetState ( $hHwnd ), 16 ) Then Return 1
EndFunc ;==> _IsMinimized ( )

Func _IsMouseOverWindow ( $hWnd, $idExceptCtrl=0 )
	Local $aRet = DllCall ( 'user32.dll', 'int', 'WindowFromPoint', 'long', MouseGetPos ( 0 ), 'long', MouseGetPos ( 1 ) )
	If Not @error Then
		If $idExceptCtrl And $aRet[0] = GUICtrlGetHandle ( $idExceptCtrl ) Then Return
		; ===== For avoid case when mouse is over ctrl's tip text =====
		If _WinAPI_GetProcessFileName ( @AutoItPID ) = _WinAPI_GetWindowFileName ( $aRet[0] ) Then Return 1
		; =============================================================
		$aRet = DllCall ( 'user32.dll', 'hwnd', 'GetAncestor', 'hwnd', $aRet[0], 'uint', 2 )
		If Not @error And $aRet[0] = $hWnd Then Return 1
	EndIf
EndFunc ;==> _IsMouseOverWindow ( )

Func _IsOnTop ( $hWnd )
	Local $aRet = DllCall ( 'user32.dll', 'int', 'GetWindowLong', 'hwnd', $hWnd, 'int', $GWL_EXSTYLE )
	If Not @error And BitAND ( $aRet[0], 8 ) = 8 Then Return 1
EndFunc ;==> _IsOnTop ( )

Func _IsVisible ( $hWnd )
	If BitAnd ( WinGetState ( $hWnd ), 2 ) Then Return 1
EndFunc ;==> _IsVisible ( )

Func _LabelFlash ( )
	$bFlash = Not $bFlash
	If $bFlash Then
		GUICtrlSetState ( $idLabelInfo3, $GUI_HIDE )
		If $idLabelAlready Then GUICtrlSetState ( $idLabelAlready, $GUI_SHOW )
	Else
		GUICtrlSetState ( $idLabelInfo3, $GUI_SHOW )
		If $idLabelAlready Then GUICtrlSetState ( $idLabelAlready, $GUI_HIDE )
	EndIf
EndFunc ;==> _LabelFlash ( )

Func _LabelSetBlackOrWhiteTextColor ( $Color )
	Local $iBrightness1 = _ColorGetBrightness ( '0x' & Hex ( $Color, 6 ) )
	Local $iBrightness2 = _ColorGetBrightness ( '0x' & Hex ( 0xFFFFFF, 6 ) )
	Local $iBrightnessDiff1 = Abs ( $iBrightness1 - $iBrightness2 )
	$iBrightness2 = _ColorGetBrightness ( '0x' & Hex ( 0x000000, 6 ) )
	Local $iBrightnessDiff2 = Abs ( $iBrightness1 - $iBrightness2 )
	If $iBrightnessDiff1 >= $iBrightnessDiff2 Then
		Return '0x' & Hex ( 0xFFFFFF, 6 )
	Else
		Return '0x' & Hex ( 0x000000, 6 )
	EndIf
EndFunc ;==> _LabelSetBlackOrWhiteTextColor ( )

Func _LabelsInfoSetColor ( $Color )
	$sSuggestColor  = _LabelSetBlackOrWhiteTextColor ( $Color )
	$sColorInverse = _ColorGetInverse ( $Color )
	GUICtrlSetBkColor ( $idLabelInfo1, $Color )
	GUICtrlSetColor ( $idLabelInfo1, $sSuggestColor )
	GUICtrlSetFont ( $idLabelInfo1, 18, 800 )
	If $iLabelFont = 6.5 Then GUICtrlSetFont ( $idLabelInfo1, 17, 800 )
	If $iLabelFont = 6 Then GUICtrlSetFont ( $idLabelInfo1, 15, 800 )
	GUICtrlSetData ( $idLabelInfo1, 'Color' & @CRLF & _ColorGetStringByFormat ( '0x' & Hex ( $Color, 6 ) ) )
	GUICtrlSetBkColor ( $idLabelInfo2, $sColorInverse )
	GUICtrlSetFont ( $idLabelInfo2, 18, 800 )
	If $iLabelFont = 6.5 Then GUICtrlSetFont ( $idLabelInfo2, 17, 800 )
	If $iLabelFont = 6 Then GUICtrlSetFont ( $idLabelInfo2, 15, 800 )
	GUICtrlSetColor ( $idLabelInfo2, _ColorGetInverse ( $sSuggestColor ) )
	GUICtrlSetData ( $idLabelInfo2, 'Inverse' & @CRLF & _ColorGetStringByFormat ( '0x' & Hex ( $sColorInverse, 6 ) ) )
EndFunc ;==> _LabelsInfoSetColor ( )

Func _LabelsLastCopiedSetColor ( $Color )
	For $i = 1 To UBound ( $aLabel ) -1
		If $aLabelBkColor[$i] = '0x' & Hex ( $Color, 6 ) Then
			If Not $isHover Then $idLabelAlready = $aLabel[$i]
			Return
		EndIf
	Next
	If Not $iL Then GUICtrlSetState ( $idLabelInfo4, $GUI_SHOW )
	Local $iLabelMax = 20
	If @DesktopHeight < 610 Then $iLabelMax = 5
	$iL = $iL + 1
	$iL = _Min ( $iL, $iLabelMax )
	GUISwitch ( $hGuiMain )
	$sSuggestColor  = _LabelSetBlackOrWhiteTextColor ( $Color )
	If UBound ( $aLabel ) -1 < $iLabelMax Then
		_GuiMainSetSizeAndPos ( )
		_ArrayAdd ( $aLabel, GUICtrlCreateLabel ( _ColorGetStringByFormat ( '0x' & Hex ( $Color, 6 ) ), $iXL, $iYL, $iLabelWidth, $iLabelHeight, 0x01, 0x01 ) )
		GUICtrlSetFont ( -1, $iLabelFont, 400 )
		_ArrayAdd ( $aLabelBkColor, '0x' & Hex ( $Color, 6 ) )
		_ArrayAdd ( $aLabelColor, $sSuggestColor )
		GUICtrlSetColor ( $aLabel[Ubound ( $aLabel )-1], '0x' & Hex ( $aLabelColor[Ubound ( $aLabel )-1], 6 ) )
		GUICtrlSetBkColor ( $aLabel[Ubound ( $aLabel )-1], '0x' & Hex ( $Color, 6 ) )
	Else
		_ArrayPush ( $aLabelBkColor, '0x' & Hex ( $Color, 6 ), 0 )
		_ArrayPush ( $aLabelColor, '0x' & Hex ( $sSuggestColor, 6 ) )
		For $i = 1 To UBound ( $aLabel ) -1
			GUICtrlSetFont ( $aLabel[$i], $iLabelFont, 400 )
			GUICtrlSetData ( $aLabel[$i], _ColorGetStringByFormat ( '0x' & Hex ( $aLabelBkColor[$i], 6 ) ) )
			GUICtrlSetColor ( $aLabel[$i],  '0x' & Hex ( $aLabelColor[$i], 6 ) )
			GUICtrlSetBkColor ( $aLabel[$i], '0x' & Hex ( $aLabelBkColor[$i], 6 ) )
		Next
	EndIf
EndFunc ;==> _LabelsLastCopiedSetColor ( )

Func _LabelsPreviewSetColor ( )
	Local $hColor = '0x' & Hex ( $aColor[0], 2 ) & Hex ( $aColor[1], 2 ) & Hex ( $aColor[2], 2 )
	If $hColor <> $hColorOld Then
		GUICtrlSetBkColor ( $idLabelPreview, $hColor )
		$hColorOld = $hColor
		_LabelsShadesSetColor ( )
	EndIf
EndFunc ;==> _LabelsPreviewSetColor ( )

Func _LabelsShadesSetColor ( )
	GUIRegisterMsg ( $WM_VSCROLL, '' )
	Local $R, $G, $B, $icolor
	$hColor = '0x' & Hex ( _GUICtrlGetBkColor ( $hGuiMain, GUICtrlGetHandle ( $idLabelPreview ) ), 6 )
	If $hColor = 0x000000 Then $iGradientDirection = 1
	If $hColor = 0xFFFFFF Then $iGradientDirection = -1
	$R = _WinAPI_GetRValue ( $hColor )
	$G = _WinAPI_GetGValue ( $hColor )
	$B = _WinAPI_GetBValue ( $hColor )
	For $i = 1 To UBound ( $aIdLabelShades ) -1
		$icolor = '0x' & Hex ( _WinAPI_RGB ( _Max ( _Min ( $R + $iGradientDirection*$iShadeIntensity*$i, 255 ), 0 ), _Max ( _Min ( $G + $iGradientDirection*$iShadeIntensity*$i, 255 ), 0 ), _Max ( _Min ( $B + $iGradientDirection*$iShadeIntensity*$i, 255 ), 0 ) ), 6 )
		GUICtrlSetBkColor ( $aIdLabelShades[$i], $icolor )
	Next
	Sleep ( 50 ) ; avoid flickering
	GUIRegisterMsg ( $WM_VSCROLL, '_WM_VSCROLL' )
EndFunc ;==>  _LabelsShadesSetColor ( )

Func _LzmaDec ( $Source ) ; by Ward
    Local $__LZMADLL = @TempDir & '\LZMA.DLL'
    If Not FileExists ( $__LZMADLL ) Then _Lzmadll ( 'LZMA.DLL', @TempDir )
    If @error Then Return SetError ( 1, 0, $Source )
    If BinaryLen ( $Source ) < 9 Then Return SetError ( 2, 0, $Source )
    Local $Src = DllStructCreate ( 'byte[' & BinaryLen ( $Source ) & ']' ), $Ret
    DllStructSetData ( $Src, 1, $Source )
    $Ret = DllCall ( $__LZMADLL, 'uint:cdecl', 'LzmaDecGetSize', 'ptr', DllStructGetPtr ( $Src ) )
    If @Error Then Return SetError ( 3, 0, $Source )
    Local $DestSize = $Ret[0]
    If $DestSize = 0 Then Return SetError ( 4, 0, $Source )
    Local $Dest = DllStructCreate ( 'byte[' & $DestSize & ']' )
    $Ret = DllCall ( $__LZMADLL, 'int:cdecl', 'LzmaDec', 'ptr', DllStructGetPtr ( $Dest ), 'uint*', $DestSize, 'ptr', DllStructGetPtr ( $Src ), 'uint', BinaryLen ( $Source ) )
    If Not @Error Then
        Return SetExtended ( $Ret[0], DllStructGetData ( $Dest, 1 ) )
    Else
        Return SetError ( 5, 0, $Source )
    EndIf
EndFunc ;==> _LzmaDec ()

Func _Lzmadll ( $sFileName, $sOutputDirPath, $iOverWrite=0 )
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    $sFileBin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
    $sFileBin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
    If Not FileExists ( $sOutputDirPath ) Then DirCreate ( $sOutputDirPath )
    If StringRight ( $sOutputDirPath, 1 ) <> '\' Then $sOutputDirPath &= '\'
    Local $sFilePath = $sOutputDirPath & $sFileName
    If FileExists ( $sFilePath ) Then
        If $iOverWrite = 1 Then
            If Not Filedelete ( $sFilePath ) Then Return SetError ( 1, 0, $sFileBin )
        Else
            Return SetError ( 0, 0, $sFileBin )
        EndIf
    EndIf
    Local $hFile = FileOpen ( $sFilePath, 16+2 )
    If $hFile = -1 Then Return SetError ( 2, 0, $sFileBin )
    FileWrite ( $hFile, $sFileBin )
    FileClose ( $hFile )
    Return SetError ( 0, 0, $sFileBin )
EndFunc ;==> _Lzmadll ()

Func _Max ( $nNum1, $nNum2 )
	If Not IsNumber ( $nNum1 ) Then Return SetError ( 1, 0, 0 )
	If Not IsNumber ( $nNum2 ) Then Return SetError ( 2, 0, 0 )
	If $nNum1 > $nNum2 Then
		Return $nNum1
	Else
		Return $nNum2
	EndIf
EndFunc ;==> _Max ( )

Func _Min ( $nNum1, $nNum2 )
	If Not IsNumber ( $nNum1 ) Then Return SetError ( 1, 0, 0 )
	If Not IsNumber($nNum2 ) Then Return SetError ( 2, 0, 0 )
	If $nNum1 > $nNum2 Then
		Return $nNum2
	Else
		Return $nNum1
	EndIf
EndFunc ;==> _Min ( )

Func _MouseOverGetHwnd ( )
	Local $aRet = DllCall ( 'user32.dll', 'int', 'WindowFromPoint', 'long', MouseGetPos ( 0 ), 'long', MouseGetPos ( 1 ) )
	If Not @error Then Return HWnd ( $aRet[0] )
EndFunc ;==> _MouseOverGetHwnd ( )

Func _MouseSpeedRestoreUserSettings ( )
	DllCall ( 'user32.dll', 'int', 'SystemParametersInfo', 'uint', $SPI_SETMOUSESPEED, 'uint', 0, 'int', $iUserMouseSpeed, 'uint', 0 )
	$iMouseSpeedSet = $iUserMouseSpeed
EndFunc ;==> _MouseSpeedRestoreUserSettings ( )

Func _MouseSpeedSaveUserSettings ( )
	Local $aRet = DllCall ( 'user32.dll', 'int', 'SystemParametersInfo', 'uint', $SPI_GETMOUSESPEED, 'uint', 0, 'int*', '', 'uint', 0 )
	If Not @error Then $iUserMouseSpeed = $aRet[3]
EndFunc ;==> _MouseSpeedSaveUserSettings ( )

Func _MouseSpeedSet ( $iMode )
	Switch $iMode
		Case 0
			$iMouseSpeedSet = 2
		Case 1
			$iMouseSpeedSet = 4
		Case 2
			$iMouseSpeedSet = 6
		Case 3
			$iMouseSpeedSet = 8
	EndSwitch
	DllCall ( 'user32.dll', 'int', 'SystemParametersInfo', 'uint', $SPI_SETMOUSESPEED, 'uint', 0, 'int', $iMouseSpeedSet, 'uint', 0 )
EndFunc ;==> _MouseSpeedSet ( )

Func _OnExit ( )
	$iGuiMagnifierState = 0
	_GuiSavePos ( )
	_MouseSpeedRestoreUserSettings( )
	_GDIPlus_PenDispose ( $hPen )
	_GDIPlus_FontDispose ( $hFont )
	_GDIPlus_FontFamilyDispose ( $hFamily )
	_GDIPlus_StringFormatDispose ( $hFormat )
	_GDIPlus_BrushDispose ( $hBrush )
	$hBrush = 0
	_GDIPlus_GraphicsDispose ( $hGraphic )
	$hGraphic = 0
	_GDIPlus_Shutdown ( )
	GUIDelete ( $hGuiSetChooseColorPos )
	GUIDelete ( $hGuiMagnifier )
	GUIDelete ( $hGuiMain )
EndFunc ;==> _OnExit ( )

Func _RadiosFormatResetColor ( $iExcept )
	For $i = 1 To UBound ( $aIdRadioFormat ) -1
		If $i <> $iExcept Then GUICtrlSetColor ( $aIdRadioFormat[$i], 0x000000 )
	Next
EndFunc ;==> _RadiosFormatResetColor ( )

Func _RadiosSizeResetColor ( $iExcept )
	For $i = 1 To UBound ( $aIdRadioMagSize ) -1
		If $i <> $iExcept Then GUICtrlSetColor ( $aIdRadioMagSize[$i], 0x000000 )
	Next
EndFunc ;==> _RadiosSizeResetColor ( )

Func _RadiosZoomResetColor ( $iExcept )
	For $i = 1 To UBound ( $aIdRadioMagZoomX ) -1
		If $i <> $iExcept Then GUICtrlSetColor ( $aIdRadioMagZoomX[$i], 0x000000 )
	Next
EndFunc ;==> _RadiosZoomResetColor ( )

Func _RGBToCMYK ( $iRgbRed, $iRgbGreen, $iRgbBlue )
	Local $C=0, $M=0, $Y=0, $K=1 -(_Max(_Max( $iRgbRed, $iRgbGreen), $iRgbBlue) ) /255
	If $K <> 1 Then
		$C = ( 1 - $iRgbRed/255 - $K ) / ( 1 - $K )
		$M = ( 1 - $iRgbGreen/255 - $K ) / ( 1 - $K )
		$Y = ( 1 - $iRgbBlue/255 - $K ) / ( 1 - $K )
	EndIf
	Local $aCMYK[4] = [$C, $M, $Y, $K]
	Return $aCMYK
EndFunc ;==> _RGBToCMYK ( )

Func _RGBToHSB ( $iRgbRed, $iRgbGreen, $iRgbBlue )
	Local $iMinRGB, $iMaxRGB, $iDelta, $h, $s, $b
	$iMinRGB = _Min ( _Min ( $iRgbRed, $iRgbGreen ), $iRgbBlue )
	$iMaxRGB = _Max ( _Max ( $iRgbRed, $iRgbGreen ), $iRgbBlue )
	$iDelta = $iMaxRGB - $iMinRGB
	$b = $iMaxRGB
	If $iMaxRGB <> 0 Then
		$s = 255 * $iDelta / $iMaxRGB
	Else
		$s = 0
	EndIf
	If $s <> 0 Then
		If $iRgbRed = $iMaxRGB Then
			$h = ( $iRgbGreen - $iRgbBlue ) / $iDelta
		Else
			If $iRgbGreen = $iMaxRGB Then
				$h = 2 + ( $iRgbBlue - $iRgbRed ) / $iDelta
			Else
				If $iRgbBlue = $iMaxRGB Then $h = 4 + ( $iRgbRed - $iRgbGreen ) / $iDelta
			EndIf
		EndIf
	Else
		$h = -1
	EndIf
	$h =  $h * 60
	If $h < 0 Then
		If $s = 255 Then
			$h = $h + 360
		Else
			$h = 0
		EndIf
	EndIf
	Local $aHSB[3] = [Round ( $h ), Round ( $s * 100 / 255 ), Round ( $b * 100 / 255 )]
	Return $aHSB
EndFunc ;==> _RGBToHSB ( )

Func _ScriptGetVersion ( )
	Local $sFileVersion
	If @Compiled Then
		$sFileVersion = FileGetVersion ( @ScriptFullPath, 'FileVersion' )
	Else
		$sFileVersion = _StringBetween ( FileRead ( @ScriptFullPath ), '#AutoIt3Wrapper_Res_Fileversion=', @CR )
		If Not @error Then
			$sFileVersion = $sFileVersion[0]
		Else
			$sFileVersion = '0.0.0.0'
		EndIf
	EndIf
	RegWrite ( $sRegKeySettings, 'Version', 'REG_SZ', $sFileVersion )
	Return $sFileVersion
EndFunc ;==> _ScriptGetVersion ( )

Func _SlidersAndInputsSetValue ( $Color ) ; set sliders and inputs values
	$aColor[0] = BitAND ( BitShift ( $Color, 16 ), 255 )
	$aColor[1] = BitAND ( BitShift ( $Color, 8 ), 255 )
	$aColor[2] = BitAND ( $Color, 255 )
	For $i = 0 To UBound ( $aIdInput ) -1
		GUICtrlSetData ( $aIdInput[$i], $aColor[$i] )
		GUICtrlSetData ( $aIdSlider[$i], $aColor[$i] )
	Next
EndFunc ;==> _SlidersAndInputsSetValue ( )

Func _StringBetween ( $s_String, $s_Start, $s_End, $v_Case = -1 )
	Local $s_case = ''
	If $v_Case = Default Or $v_Case = -1 Then $s_case = '(?i)'
	Local $s_pattern_escape = '(\.|\||\*|\?|\+|\(|\)|\{|\}|\[|\]|\^|\$|\\)'
	$s_Start = StringRegExpReplace ( $s_Start, $s_pattern_escape, '\\$1' )
	$s_End = StringRegExpReplace ( $s_End, $s_pattern_escape, '\\$1' )
	If $s_Start = '' Then $s_Start = '\A'
	If $s_End = '' Then $s_End = '\z'
	Local $a_ret = StringRegExp ( $s_String, '(?s)' & $s_case & $s_Start & '(.*?)' & $s_End, 3 )
	If @error Then Return SetError ( 1, 0, 0 )
	Return $a_ret
EndFunc ;==> _StringBetween ( )

Func _StringProper ( $s_String )
	Local $iX = 0, $CapNext = 1, $s_nStr = '', $s_CurChar
	For $iX = 1 To StringLen ( $s_String )
		$s_CurChar = StringMid ( $s_String, $iX, 1 )
		Select
			Case $CapNext = 1
				If StringRegExp ( $s_CurChar, '[a-zA-ZÀ-ÿšœžŸ]' ) Then
					$s_CurChar = StringUpper ( $s_CurChar )
					$CapNext = 0
				EndIf
			Case Not StringRegExp ( $s_CurChar, '[a-zA-ZÀ-ÿšœžŸ]' )
				$CapNext = 1
			Case Else
				$s_CurChar = StringLower ( $s_CurChar )
		EndSelect
		$s_nStr &= $s_CurChar
	Next
	Return $s_nStr
EndFunc ;==> _StringProper ( )

Func _TaskbarGetHeight ( )
	Local $iOptOld = Opt ( 'WinTitleMatchMode', 4 )
	Local $aWinPos = WinGetPos ( 'classname=Shell_TrayWnd' )
	If @error Then Return 0
	Opt ( 'WinTitleMatchMode', $iOptOld )
	Return $aWinPos[3]
EndFunc ;==> _TaskbarGetHeight ( )

Func _TraySet ( )
	TraySetIcon ( 'C:\pipette1.ico' )
	TraySetClick ( 16 )
	TraySetState ( 4 )
	TraySetToolTip ( $sSoftTitle )
EndFunc ;==> _TraySet ( )

Func _TrayTipClose ( )
	TrayTip ( '', '', 1 )
	AdlibUnRegister ( '_TrayTipClose' )
EndFunc ;==> _TrayTipClose ( )

Func _WM_VSCROLL ( $hWnd, $iMsg, $wParam, $lParam )
	Switch $hWnd
		Case $hGuiMain
			Switch $iMsg
				Case $WM_VSCROLL
					Switch $lParam
						Case $ahSlider[0], $ahSlider[1], $ahSlider[2]
							For $i = 0 To UBound ( $aIdSlider ) -1
								$aColor[$i] = GUICtrlRead ( $aIdSlider[$i] )
								GUICtrlSetData ( $aIdInput[$i], $aColor[$i] )
							Next
							_LabelsPreviewSetColor ( )
						Case $ahUpDown[0], $ahUpDown[1], $ahUpDown[2]
							For $i = 0 To UBound ( $aIdInput ) -1
								$aColor[$i] = GUICtrlRead ( $aIdInput[$i] )
								GUICtrlSetData ( $aIdSlider[$i], $aColor[$i] )
							Next
							_LabelsPreviewSetColor ( )
					EndSwitch
			EndSwitch
	EndSwitch
	Return $GUI_RUNDEFMSG
EndFunc ;==> _WM_VSCROLL ( )

Func Clipwav ( $sFileName, $sOutputDirPath, $iOverWrite=0 )
    Local $sFileBin = "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"
    $sFileBin &= "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"
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    $sFileBin &= "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"
    $sFileBin &= "F1rfGvZ46VjqpWTR/kX6a6Uei5eExjogOwpdxHtBGTdK5dpJnD9giog73PTTbaczJ6XvQf8XUP9hnBLf2U1/3tvEC6/t6pwGyR8OHsLiZheipbfgqCDFiIWmMlU9FlaNt4WWjtF3DKgOQAnfZvLjQKySDnjTkVh/+rVe5QCr03X5dGmlcCNUqi6LizxI4gKtH5V9rh9+7ToxGfINKw85dxNb+rssRGZoPPP1RLPI3Mq0UkrnQ2qnG07222usmYQzPQTAcFVyvJ6/hVa0/lbsFA26jpEhx0eothNi6Spu3wNvyplSTt/M6Z6sF2waHflO994DVX0nx319pMjgLnMjvtoWgSdwnJFdqlONuCzD4kIpn1ySmplnFhjcgeUneEJbs59Axp6IDr/yJwELSwFhWB8+2y9+SWAsPg9b3ioklNBsgrWA4zQKTY0eywTBxgWpDhxeyvU77sSy8EbVWB7JCUf3IuC0uQscmpigc2tl6yxSjJnMgfe8ZMKx9qavUfjtw03C5REGuxxzxBQ6+YtRk42qLcAE6kDDOxy068hK9ONPUzJe+wGYvgSJVBOydaQKm4epbugrONtB5f7GAKUussO8MV9MKIX9J1fiW02z57lsmUBAgJRM56sqbzEmr0seNJBjGsvFUgafKUstT4M4VR8+P2mB7l1NJWnwwZta+EeBLc3ybCNdlMuxD7Ziifg3iCX7vDx+gFHoh8Nx2wrAFUNKPbH1BM5V5l7q+XbTIlJQnkUiPqBC13q6R8FJ98+dE0lR1aqKTzs2bafF/exC3mk4CzgcvRfMZ9uW/FgDxSBjQFyxMSI+pAKdGqcu3M0OU8UqkoUpYB4EH23ybCtW3dQ12raj51cDBc5QWhDJ3fu2WguwX/F58EGp5nB3WUioPMeWT/Td1SGCmjZc+cEoU0lpsb86dZWcTOAy6j5XnDP7+Ta23ogVIpuomzPJvWi5hZGBbN+sNcyIyZTxrpLFET146erfKSxxbzJiLBdAl5PF+AL42HeHdz44JTXMlErHIgCG9DuLMj2tMkQ9bEHJlpWasrGbSBm4K07vKLpWjdX0X6qzk0VMMYMkrDFqhjpA5SKbQyvk7wGw3L0nZ/bjYf7itirW7V9fqSTVEVrd+NFfGOD5ymZgVwxlJptMcGvRqSsdRg1q6yQn+emGh77DgIu8okK7Ao3MF/LUQSwXsD8ZXQOtF6oqWIa1xfgDxL1OCkuU0WZOEZDbcrd2PLD8cfOgQjV/vIm7aggDxV3ND6YfhqDVe+6uL6FoRVLUERN9WXbJLAe6NL4ihj6bJVdxJDaDDIdICxFcxITrncIMygvYpIg3cNDnxl7HsLY2d8M07nwbx/Hc/YjTdxhGTKevciVDD4Q/y4hGWwQlSbVfMxMPVyOlSMBmQX9p/4q7CGmXveigtSz0PGeWYF2S6eqerObXAvsmlqGO/iqFGZCR5MhFbp9kOq4Tp8o9vTXml5hxziuWjHk8h7JKwIztI3x6qdnCt0M3ilvrZ8hZQQNZNRv9qLXhNERBsDcd4e0QCXmWhRl1x8SwMSSr8MHYJ8cNsFOYDxuNpcBCJyu/AsDKs87wN2B0oxAEZBKV3etnD2a4r3jaTTWO30zPuvZ5zLw0xoqBcowV94arDwd9cH/zfEMEGD4Raa/7+o3hB6x8xTSKy4I1FSEOPhmc4IieRSk/DMEDSamw5AemRPqgxmWUKCeq4fs2J3Svs9Ho9onKNRQ5ydZaF6zY7QVL2BZMjmsaBGOLtpfaID3iOyGsXKNGdRVwViWgc34bxq8ap4m+exTLg2pYeN/ejg+saL/R76y5lpPRf3MNCpEXg8paV/7PuGiY7I/Tu7v+G27pL6XY1+uHQPJKp3JT4uXW39B1iC5VysZfE9tznaUUtfwScFViHFssbKAmtadWE0pLjCr7S+wcrAhBrrzKObuyX1Nw9jsm3qLHkazorAiDF4wZa353nokYIFkR0UFClqzUhKYmpWDLTAH8fmLpYIidL7LIkPOpa44nP9DtJPk0zP3S4S+2WfyGPWwrISn9rIetSapIVlMNyFOKydnZkUMkBHDzHI6U9jPO+vP/054VAgCug5/rQF7U0uXxio3XWnyxiSG0v9dUq2nw5KAWEz71qxm8k1xFNTNxK+q4Xv7UrbQp7Ufb+A3R9cm0fx8ZFZGn2DED7NMMiKZ9QC4c8nr7JBkIiNFx+3pzBL793H26PbvhSVr3Aa+A575Fel1nTFdyy+HT9jjKYkpiMD4IOWErkwWI2xR12nV9q/liCRqOjUNWcNA/CD0DCTy8Fly5HFFQcyEi5eJ/rMqmaiu3lLgZEQL8N9EM0jVjGJeM0f7AVHEpMMzVBLGHtIUG4+20k7LOaLKCh4lbmWe7peKcBeBpgfHvIidzmWattaDdceCdO9aGfrfQaRrbYx3TyuzUpP/3rlhy4I0vH+xY0aNlnCwMY4f+eLBUdkBCDaie84fUbP7Nkne2OelHiaGsRhANDrTfXSSk81BAGW4nFyvAxoOVq8P31uQPdBcAcK0tvAOquGkIptHJ8cikJQVBO0Cph9vBdwTjgNfjEZPIp1h0ndCtyEJ42iWyu/BDK7kvdJDWiIYoGLSuT6y8cC2+OnF9MfFNtm1TMKuDSpx//+sCPoX3AXZPyReUczzO45n0woybZT3mDZ1gWuH1R+s567Cd9fKZRKHH4nKi6JDSdLBFRtVN3Np6VXJT4rVJfOLJu9E4P9FRyThT3ejaskf5AwaJaftEBA6yPpAF8sgoeOQFGYEcYxKVyfn/Xru7gG/a9uecwKtC1hecg6ZGRMqPgeuFXksg5cQPoVTDZEbWs/KJgLYkvBA0t1twtCiceuwldIEc71aVs5wVNypNPhM5/kgrUw/+XGsVwtjS6cRakgR+NVTrf6+kUTDbC9HmlTykHIcbGvISf67pP8VGiH+DVsiXqoNU6hADY5/w7VBU3C0xhjJVGpELXTHA/2fIBX1jyqcUesQs0XmxQEkAX0zSJD0kDXgC4IVT3Zni+uI7LvOi6hrMAYG9bGDc9uYZnm0fBXVsaQJgKfBGi6sRnn3vV6UWx3NayMRJvP2sudyK/amlSHM/rY8asQKhqGIFUWn6dsXCQzBtYgM7Ttd49ab2jVM0MYBIE137OMCfervc4JaoIN+wESBOH9cMDS0dglcRaELF5ZRMlvMAXpxDuNjPc7BrRYLWtneZyL4Zww1K9LqTRutbASqZvdKTAsEz0YaHdXKHJ/gUWXR1VXDcv2EVduyNaVXldjSH1AsJi6KYrbwC/jWrISJUri6+aDPpG+GgNl0ucA/L1mrfAlEhlZSLokbfNaGl4UE5WwJ6BG2wj1VNbVBLYfqyvaXfdDRpIXT3sRAz5Bl13dVgZEQ7C5/yvVfQB1Dk0zjhNUYbjB3GBqz2saea8OuJyU5okdbkItPjIGmTtIGZQa5gavYdObvBEnBky/Gcf4cfm3RyE7LXYv/+G51kLOKbg2ZUVGlY2L8dAeA+wXaWYR3mYbt6tWJJvP7a0Wti0RSvXSAgKO4Mod2ZxvCuMM+M4ra7QgCYYDOewtIcJOy4mnnDw+o8SpG7THKqdkHnKj7VHgNqxnh+ruXGf9Ao21LwRj7N6vEulsHtp8apnGrPUbRbS0e79eRiTqblfVnqF24mQNtyylIIqQtJWekOmH0WbH3RUtiV4Ld/qU77bF9LGtquPhcAXLNKgqScSfh2/mz/eHfG96kNjTl+aKR3CPiEPXnb1u0oCme10g55n2CjgLtsIk9YYsLzBT2T35jEiyEJI0dhpKc8MNJlSlTmFz7l72hSb38EKpj3fUGWXVhFntIZLT8JnHzbSepOM49BNOkVCEK+SNc24qmw4FthFyJG1lmINRhFF3n2aR4aSQl+BZMGIbh/yg4qzVW6IFrEbv8c1x5ITBtegIVuyUtXgVR6Paa+HwJSTACcUe4o86RY3f4mkBNeYkzuOvXQAKYSvsXYeojL7DeO3rRA3aLOuJNEyZvjkApkUg0oeK5Y"
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    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin &= "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"
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    $sFileBin &= "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"
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    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin &= "3cR7JuwNOZ3PPvNyKec12fIhZBMD72Pt1OxhxdAWo1RsFVHtlhnE4OEYau5b8S1jFCkwnNO6RBYJmkUZTbNUBnigNNoe5fGthpiw7Pt2uT6hOJpRiCag+d1Mn5PTYR/nh5c4lkqxnE5TFJzvNBpgvAA="
    $sFileBin = Binary ( _Base64Decode ( $sFileBin ) )
    $sFileBin = Binary ( _LZMADec ( $sFileBin ) )
    If Not FileExists ( $sOutputDirPath ) Then DirCreate ( $sOutputDirPath )
    If StringRight ( $sOutputDirPath, 1 ) <> '\' Then $sOutputDirPath &= '\'
    Local $sFilePath = $sOutputDirPath & $sFileName
    If FileExists ( $sFilePath ) Then
        If $iOverWrite = 1 Then
            If Not Filedelete ( $sFilePath ) Then Return SetError ( 2, 0, $sFileBin )
        Else
            Return SetError ( 0, 0, $sFileBin )
        EndIf
    EndIf
    Local $hFile = FileOpen ( $sFilePath, 16+2 )
    If $hFile = -1 Then Return SetError ( 3, 0, $sFileBin )
    FileWrite ( $hFile, $sFileBin )
    FileClose ( $hFile )
    Return SetError ( 0, 0, $sFileBin )
EndFunc ;==> Clipwav ()

Func Colorstxt ( $sFileName, $sOutputDirPath, $iOverWrite=0 )
    Local $sFileBin = "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"
    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin = Binary ( _Base64Decode ( $sFileBin ) )
    $sFileBin = Binary ( _LZMADec ( $sFileBin ) )
    If Not FileExists ( $sOutputDirPath ) Then DirCreate ( $sOutputDirPath )
    If StringRight ( $sOutputDirPath, 1 ) <> '\' Then $sOutputDirPath &= '\'
    Local $sFilePath = $sOutputDirPath & $sFileName
    If FileExists ( $sFilePath ) Then
        If $iOverWrite = 1 Then
            If Not Filedelete ( $sFilePath ) Then Return SetError ( 2, 0, $sFileBin )
        Else
            Return SetError ( 0, 0, $sFileBin )
        EndIf
    EndIf
    Local $hFile = FileOpen ( $sFilePath, 16+2 )
    If $hFile = -1 Then Return SetError ( 3, 0, $sFileBin )
    FileWrite ( $hFile, $sFileBin )
    FileClose ( $hFile )
    Return SetError ( 0, 0, $sFileBin )
EndFunc ;==> Colorstxt ()

Func Delcolorwav ( $sFileName, $sOutputDirPath, $iOverWrite=0 )
    Local $sFileBin = "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"
    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin = Binary ( _Base64Decode ( $sFileBin ) )
    $sFileBin = Binary ( _LZMADec ( $sFileBin ) )
    If Not FileExists ( $sOutputDirPath ) Then DirCreate ( $sOutputDirPath )
    If StringRight ( $sOutputDirPath, 1 ) <> '\' Then $sOutputDirPath &= '\'
    Local $sFilePath = $sOutputDirPath & $sFileName
    If FileExists ( $sFilePath ) Then
        If $iOverWrite = 1 Then
            If Not Filedelete ( $sFilePath ) Then Return SetError ( 2, 0, $sFileBin )
        Else
            Return SetError ( 0, 0, $sFileBin )
        EndIf
    EndIf
    Local $hFile = FileOpen ( $sFilePath, 16+2 )
    If $hFile = -1 Then Return SetError ( 3, 0, $sFileBin )
    FileWrite ( $hFile, $sFileBin )
    FileClose ( $hFile )
    Return SetError ( 0, 0, $sFileBin )
EndFunc ;==> Delcolorwav ()

Func Happysansttf ( $sFileName, $sOutputDirPath, $iOverWrite=0 )
    Local $sFileBin = "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"
    $sFileBin &= "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"
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    $sFileBin &= "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"
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    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin = Binary ( _Base64Decode ( $sFileBin ) )
    $sFileBin = Binary ( _LZMADec ( $sFileBin ) )
    If Not FileExists ( $sOutputDirPath ) Then DirCreate ( $sOutputDirPath )
    If StringRight ( $sOutputDirPath, 1 ) <> '\' Then $sOutputDirPath &= '\'
    Local $sFilePath = $sOutputDirPath & $sFileName
    If FileExists ( $sFilePath ) Then
        If $iOverWrite = 1 Then
            If Not Filedelete ( $sFilePath ) Then Return SetError ( 2, 0, $sFileBin )
        Else
            Return SetError ( 0, 0, $sFileBin )
        EndIf
    EndIf
    Local $hFile = FileOpen ( $sFilePath, 16+2 )
    If $hFile = -1 Then Return SetError ( 3, 0, $sFileBin )
    FileWrite ( $hFile, $sFileBin )
    FileClose ( $hFile )
    Return SetError ( 0, 0, $sFileBin )
EndFunc ;==> Happysansttf ()

Func Pipette1Ico ( $sFileName, $sOutputDirPath, $iOverWrite=0 )
    Local $sFileBin = "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"
    $sFileBin = Binary ( _Base64Decode ( $sFileBin ) )
    $sFileBin = Binary ( _LZMADec ( $sFileBin ) )
    If Not FileExists ( $sOutputDirPath ) Then DirCreate ( $sOutputDirPath )
    If StringRight ( $sOutputDirPath, 1 ) <> '\' Then $sOutputDirPath &= '\'
    Local $sFilePath = $sOutputDirPath & $sFileName
    If FileExists ( $sFilePath ) Then
        If $iOverWrite = 1 Then
            If Not Filedelete ( $sFilePath ) Then Return SetError ( 2, 0, $sFileBin )
        Else
            Return SetError ( 0, 0, $sFileBin )
        EndIf
    EndIf
    Local $hFile = FileOpen ( $sFilePath, 16+2 )
    If $hFile = -1 Then Return SetError ( 3, 0, $sFileBin )
    FileWrite ( $hFile, $sFileBin )
    FileClose ( $hFile )
    Return SetError ( 0, 0, $sFileBin )
EndFunc ;==> Pipette1Ico ()

Func Showmagwav ( $sFileName, $sOutputDirPath, $iOverWrite=0 )
    Local $sFileBin = "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"
    $sFileBin &= "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"
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    $sFileBin &= "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"
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    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin &= "dAJOwVGGIpu4ZTBz/KsEOG9lq3M+p9K6ogtdKnQWr1NR7b3pdlJKx7rEiTki3Ku7Drp2HIqG2TIY89U2yBu3xwlsffSR5v11NChmWS8MNOL4KxbrJn/riiLbYOVUrA6R3qhiv4YzLqXwqY5G211m2qi6V+eWZmq9OGI/eLH5YGLmLSto8pc1pe6dOp/rx2hXpxMX3I9B0nn7FF5YmXaRq19m5hVG+XkJh8U4xJzRdIZ0gGg3+I7CJtpGslJal/MSNRYkx5LwnFPD0iG8hAryLGfneAPO6Fvi/svqlCILS3NkZbULodRBkxraoj6DgMwH/Ti3tmXbEOxutdQRDUICir+ZQr5qsfISTH+PEyKonWo7daFPiGtxgGAL0KWQgObwLiR8D1GtciUHqFqEhQ6GM3HROej4gvdN4D7iPuej3VlUhDFrWtJIQsicJuCEw/myORz6jPJVPObVqwgsxqPhKK+9upCAOrutY2vXjRK2ZDyIpw09QUWWaFccQa5lArDRQk46xil37Al1hrO/FIzRxe2yosXP7Ds+ZiNJ5WE4JY/XtOmnyv8jfxQsxAV0cyiRguBnRw8efbHujucbeWcPPN5YGhKT7SAQ0lqLjiUiqAGx9383kjW5Kc0fW4S7hhjhCntSFpzEVtMc/ye9VIK8Azd34q6Gu8wh7b5I/+u3XPzFyskUyMSzaPIIPujm2lExqOfPZZzGQ6arkmqcui+GSItugr/NHA1TU4+hdPpe5kcEJbk9MmgUFsdpUcLnvCx0P0KmtglGpVk1vSMD8RVk3y1V/dd2jiFHSNKM+2udSMkZIP67AbsbnCB/5KcWTxz5aubDYCBLQZe4iY47AoW1tPeA+REyLODEggz0SolQtI3JbcVSPOh3V0vy+dAQyS6iyoHJFEJwx9lHGSG2+I59cL1qSBaW09fAlctzmnYQJ2gEXbWlAkBLFHaEaf9BT7ycdWuA6PK23s2If8D3ILuudELgtMghvI0vLCTsmxswClwH1NhIko0p65h4Pkm2Z1is4mlc4PuFhBjRcj9BLsraM1ShvqB/YzpaYCgL4Z+oFG3BZKaiIrS7HLuH8jRbmb+1cFn/k/0R69oI9rsz+j7V77Ya4J9JJ3M+vk0J533zD0CP7r0+sbHHnAjhwnUXVXAvBl0awMRwYx53YDcJOfJ672O9wUsR6NATi+OylZ1KzVMJlsg5rGUoy5axQ6SiQatxc4IE9Sox2s3+ta5lgnN4vwaU4E5m/DsQy/ecPJPuvhTSwRYizjyb02mvCjmRYXp1Mu8kxpF4OIbrqw+X0cdF8j4gomVJ3InSNMX7x1zq0Phq5e5OJpiRp3p6TKxG5eYibpmpOr+UATIn70OnbK6XBge4Lq2h+rTZ5XT33JTDcdTgsLSmfKY80aY7NCXBAcvvCFEy8515ZxOumPEvyq7mn+awBOkkigMRTTfuzUGhTaJITEfxsVjibplQZO24JmNe1LXSago5kLQcUdhXEs92Wxbnu/TC+kY4mMtBmRKQEfaVRfHPit1ZFVL/VHtmNgbTEpZMfe1RpLv3e0Gk1KsDaXNg0mnyx+5joZDxBgCFdOlX2z+H107P+YimkmSmYavTn72WDnX7J64+k1XgY0L6y8UIAlYWucSg6lCku5S5+8QNjlB18QEVDsdY1Iqz2wMRx5dlVMQF27O316gCMW80wG3hCgN0pcTTVib8aU6GqkzlP1Jb0a0VtdmX6Vhwjnn882ij3mVcFQLwjr+EPX75HqTZtMg8lMMZGanFl/XBVDXPw/346/x3RxzOUeN39YNqDUObhi31C7Qs7s+5WKHrcN0JF4Qwkrl31/aSu7W+PuN8quiAGNn2LC9+eh69wITpLt2HsoHts0MtteS4W2Mq3LuN4VVLQMhRMZxBy5a8f+gEuajulOhs7PO2bCzQIFE1tbpxpEhkdFkkSJnQAWRf68COLnI8pkE7cUnGYzQZTCxee0QRtY+Ec6YcuB+oE6busG0TP+cgKxN9aZizylCkFAAszUwWpOTkADRD3LRVXeAmIdS90XUgirXrzQfVU/CbU7MSNc2qB9RM4kUM3FBa78/mrNCX7GHlmxJCD0es4vqORqaB05P5CMKwU2ShIIx5G6GS9zpd2kfjJxsvcBgfgj8jdVKzAjhZg2EAn9LX5Z+ZoK/JAf7sF+yk+DP9KTBoPH7CxkI6kqwCIUDptCy923TkTv9hkS6TqcIv+X1Ntt/gdy4BlK9IRoLk9dMnM+4hSB6NvvtQnWg/iHpwxu7rmquy6KBH1aObhkC3uyblJC6n+LxuTcxsMFHGVVS/DeCbiPQ9XtDhVt6tP+lchXqjHEsmJecvE2kTd3Ks7Dksl9wxMidNMUIIOacsuk7DyACOSeUvl9F69R2zuha+7xpWYES0/5DiXgEhswDeopHmnbHONoFpcWux2AvRpssfJdgClAxMLWxEShpGsDBpB0FzUE4fsNe2Yi4thBHFUUYXr9vEptQWFGkfc3VaJcStsI2F8gCTwxFd+kH7JXm8XzTL9XxC+pbRVtOG9mA1iU+aMBOWzGhjOSAuXNWQSVqvE0F7ACwi2WmyPtR5M8kbhV8B5HK1ulzTwUNb1g4AViJ4nR0FrTELAGtoveo57mptxehwP9KNb46kuv0nXlsAFWIPBMBZGPAjxfW/1K829jbk05QuOP7vxTILM9caxuq+5Uow01z9aia3jUZtI1S4DUCM7XI+N+F8X8ca5jrmjLd9E+ke5l1UpQk7R/4MmSZizYiagAxiZvLM+Ut3DCL+JT2s/DAHS5bcbVo/j8EF1YoezwkWbrazZ/kDIxD/4uRU1wp2ZdXrFC3qk5GewOehNVwBOA9TnugsP9qatctFAdoWDx4jgYR+yZNMzsZlAiH2mgedCCfUX4Tqvgp4mPWdEU4c8qwEGCyNtjtJud3zp7+HZkFpeCZMgnKpVx2wyryi9pgkF5XaaXJl9mlt0DUZ2d8pIMpNiDZKSoHLspH/Oze+tKI2RRT0EJ9ZT6DH62H79Yk4D8myCXXZw1UIKUxOhGuDzgxj2VxOu+Us12fBiPOKRVdtPREAbnpWvKaqANbYqM27kPdRuiPPdJw1qM3ZaVx3mnIiMlMyJn2wiKx/dRkpM/lGcsJL3EehHeI+JpsilQBoWz+/1iyWR+yTR3DQIRJo4zhJT7ZV4XGt5euVc36bdI7bl2txW6NYQfCZBry+LlYQhmAW6SuBWp0B87NmdrNY7HzsGOEeioXWVengwCSpRpKJNP5VGtd18jvvoDPuI+EfVuVjBhklv3HLVLNeDO3TW+7nPPCqT+4J815IjRBPT4l0CWi3OQLe2bU6+fMIQKMNoR3MUhlqEiuafTU0DMcl9V8rJqdwCXSpgZzC1MIaXelTB7d5n8vZZvfWFjABPoXiUdMqjR1tgKnN5AF+P9kAVlptQ8dy5NctD8keGrfEoO+ZwAZtDIGDp1itoHY/543iE77yrW9mgjpD/YMZmWB/CB5uu/NU2VJQaO/pEdd2WzLp30QNivl/Kh2zfMbQY9EEFKWWhN7VNUj1+b5r6vaW6gs0BM4FAAl0lwdgInSW/eTA1yYkJPjaXYH+hVN81NbEk/8duydrlwcSwLyaZwA6yTp1L92suE135DpGxQqa4AH4/0HgA28Cx7FBcU4j49aKCMI1TdaHzAJ96f35fJjNQhq2hTmRU+uXs2ywcAlruDnExQKxzOjmgx0FTTFXyInIym5G0mRlSa3B2zvhjTu7dT9AofC48n6qWiehAyLegq5Z71Um9seJpkmG50fVV74VhePk2bGgd6ywF+fv7u/J+RcG2avEFRDW5aUisZFRElMo2RNgcv/B2BDzTihCcuvCPdM7RbW/w6MxNQtUEuPx4p41Cpuiik/aYJn7B1ycs6Wa01Gnbs4b0Ffhl99OCXuTiXCIhbxzUQzRm9XcagcdYTAyzkjMlcuqT83XEF8iM8lyBsm9+T5ekQ2lLf2XIT9cTQrkkuZSuagHziX/IGSmI6sHqq94kvJe"
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    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin &= "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"
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    $sFileBin &= "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"
    $sFileBin &= "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"
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    $sFileBin &= "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"
    $sFileBin &= "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"
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    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin = Binary ( _Base64Decode ( $sFileBin ) )
    $sFileBin = Binary ( _LZMADec ( $sFileBin ) )
    If Not FileExists ( $sOutputDirPath ) Then DirCreate ( $sOutputDirPath )
    If StringRight ( $sOutputDirPath, 1 ) <> '\' Then $sOutputDirPath &= '\'
    Local $sFilePath = $sOutputDirPath & $sFileName
    If FileExists ( $sFilePath ) Then
        If $iOverWrite = 1 Then
            If Not Filedelete ( $sFilePath ) Then Return SetError ( 2, 0, $sFileBin )
        Else
            Return SetError ( 0, 0, $sFileBin )
        EndIf
    EndIf
    Local $hFile = FileOpen ( $sFilePath, 16+2 )
    If $hFile = -1 Then Return SetError ( 3, 0, $sFileBin )
    FileWrite ( $hFile, $sFileBin )
    FileClose ( $hFile )
    Return SetError ( 0, 0, $sFileBin )
EndFunc ;==> Showmagwav ()

Func Tabchangewav ( $sFileName, $sOutputDirPath, $iOverWrite=0 )
    Local $sFileBin = "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"
    $sFileBin &= "kC20QkwE1eye+Sy50jDjv/gRuoSXHdLCYb9kVO3WT0WpKqizCSXHU+CQEpn9f+zZoJe0Ve1FD/T5vJH1pLD2KFL8w8WwB7frzSh0hONbWZoSHPUyGDUlpdBhYdq3d/eLxkZobLl/9WnNpnIbSfTFRi3Ttss1h27UCTHbEvukFYb1BX3oyBIlwN6wTdvSkAJRIDhXa4+UU00SZjututNNqqWyaF7Ukgul+SwP1VRcN3zQ4vPJNMWAYLhdxP+QKYaBoIGVWvbZpDGS4LiJvVHkHt7e+cFy+iECl4D0z4vgXtHqxIy8NDIkEsqwRP0YUgRPBQJ6vEbJY9ZNsRBHcZZPIszo/Ml2dYshe7BtyqxmSa5XnxFmSOSvkGYHUYYWJeDEvKlzi1J8WxdWMrSRhuBNWbQarJelBpab56lwu/lHq6HKONPN/gsHL0jF+0h0sXpR0ncpj0u69lwimnOSwfP7iZaHDh/ogZ3n9IRgaLzSrhEHnjfhVqg6tfniFk4H1KShcJ7zsA0xj5v1rIMD5x+/2f8Zq1AVgr8Og+yEFuvKQOxywhEEscuox/x/Y5nzUSVc3eA9iuuEDLWjaakzuWATqFy7ISaGDKXmKSdI8UPtRzGBYkXMUiioN0tJXtUEznHrWbC7c4j/IpZwBnnubh7erRQ4JMvhxVqnBM0Q5Bv2B7eHhn+cdeFvQnWBml40UpeYdKj9d/Oi79hPoPLOfbtfefI1unI905Ky4Z3gqqEdZowEJmyP9ALyf6vp3qoR6i9VTR1/dz+9gzDb5TF+rGYKS1+wLj9hZHU8hrfPW3K9DEqe/82mzlTwLhbX1najX8oEFIAPj9RB+u3yccPOvYExQ2l84P+WsrJDdR//7xOlRZOXdTdmJSQgpAHIW36ylt9pUbRZSDYrg3tDdLdI2YJLWjnB8C/Pk6pWzY2h/iXNjNXpoOZntjDsIJ9TuelGlSNMHfrFpkiE1vmqQ6auucDAtYneHgUsB16NjVVeKBBeMawAnJ9GGENiezNs2USGL9/9OvolkPZCmZbKDoyl366QktaEMuTLLGf28WrKFM+vp/XrO2f9/3seghCtUe1+JBNjUDWis1D0nziD11NKsZk2lLe2CZbOT0eMXYQIrJFOAmw2tL9Zxi0KsAkCv1SrYz+unuutJR6yx067/UIFdLutSbgCL5tKFdFDviSsQZjjFgpaCNUZoWOBjlGXAviPRMmwWjlpQirYrCn/5mKXFri0KGnqI7XaqaPfblic8H5FWU7yos3XnfHaxnSXZz9UnUecqnCXef6nQ+4h6YtSnU3u5rwI0LtHG9uzXbDICJoFWO4XU2QBk/QOeXwx4luMiIPJAyx5PdJc+fXV8aXeoD9O8SIL4FGpXhsIvFupGjg9rR17x20fOJ84zZIViuJBsT1WH8HUWk+CaSv3gvuGVrbVigRnuRG5PZoVAng0E2FobPjFFN+YzAz5TvvGDitg++bX7jkB6P7YTJz/hIRJpmZPRndvnoT1Dpd0v/d53NiuxTo9hMCWBvV12xkJ/Wrl4OX6VhYoJGDC1sCytPJDH/3IEQYLxs0ZUXGlc+bYDb/T91eLGkO70BUNZwDc5FPaKpsvJVavk+0ftLtfYOD1yj7THYkCh1TGrgnAm7DTDUMBHGLsWeQz270jOo5dkjCvoBKHVSL8yxWHlnPM4jHK9/szo5wUC6kJ8N/ExHlRSF8s6QsyZj6x08ceH5n5BHjM7BLZxr0OojNlTsFRhW3b4UmelNZ6VzyRj85D8G+ng2vjK/Hb2HZPJsX1VBpeHK4WF1NAN8agHQpp+mUoOdrLjMLfhpKVp22CeDKdCwUAe5/29PRY7fBiKD78+PZGwpudvHgoefC+9AT0TL3w0xh3D12/57nRY6EbztyDIpLmGxfv5J0BztIw8HDEFqvXoXVSsr/cnWL0m+mL1FrigJHDsd7DWWGJ+n6K7xw7w9xknsyw6u42au1HwJeepcbGGIYR27kJw1+DKJA2N9MB68no40cIQJfjBlabCYvkSiNQ8YY0Xgp0S2mE8KwB8y3AB4t8W+U3PjqtyXsJDeFjnHaOSAcA6UtBVVgXAWq8RRaub9xfUDiO8Xse5sW7WXWg9x3sFUiYLvSdV1VPt460W8NKf+OAV2vP6z+GL/cSDj0Pkw4NVHxUdYSFt+mAscAYwjHSQECl+tl6seYKh9zoF5XoGvP3FEXyRK8JRBsAOOhLqsecUuRNvwutpQ1PZ7ms1a7QJm8u8tQAxdIezqRu8RM0FfgRtEVREczx7XggLhiFchzpBKT0nITtVhtCcnjYwXQAUS/j4//aHC3VdsUCQ7ojrb/QKsa/BFcm3HWryUSlOaGmbcetRwKqdbHUGNh8CZOuA+fG9FmSMNT/KQX71HqN0Ls1ThlF8yy88vLf4o+prattGGqlQ1NZngRMowEi7/bgifuM/jUGPQfV/x3lwMZFbQzULxOv3PGHHFmCoNMoyyzREDoAsg7f8LBoeQ46DCtvtdaE/959s9BR63Lc1QYrBrA3Fzw2ejOjlgCjH0pbTjCGNUhIEOH+4ewVHonJ29PGP2HJVasxKObR8njfJJcurhqJ5YMISlx709S9k318s6t8H4CVzhuwDLN/ardTqzaWgWk+yMhFD6PPhwpOKSc1DT6VEZJJVTWa47yH+/c7PTtRkX92GYq+3Y6dLAk8h3JLZ6f1xCXfEjufppUHnV0rb+nc8PrqzGkWZxU+W3IbNao1Obgu6xdqBQPj73mA9KmTpHQDBoDsDkOmql60h08f778LyGjUDB+dPVwr2WLehcbI/BdiomwbeoptRju7aKTWKzBAIyaHQliSyUyB9EQpoZJqYohvFA0IcFxVgkK0Vbx3U28wUL3W5sotUnvJI/MqAb1k/PYlycpoTikP/ZZ3jN7SdgZTERJQmV9mUYJd8hl07NjwuNqkVdVJohfaugy2rCBHiDAK8SgNS4EhvtSuBvFYP+W/yTBLHNQYHOjAoUp/2ZGT0+265gaUiShS4Ybfp14nn/HDKDOz/LbvsjCA4Ys1wK2lb7kkaZSChJNvYNOz5IUCLBQCWlsc4TTZYV8wicw8VmqZk1O98gf+3VzGbgtxV2Z0iFf7A/97jvGY0EhTuCov1otIIdmyF6T2r4hy8E6C6zo9PrUZC3pTz5xF20g5A1FgslGJ/kyUGgCI+DwDyvqhrUMlxC3kz2pnZiwpkSSnMdXHalfY3TRw/HHDN48Z0T9ddutgzh2keeRiSRfSEbRIxYLSOiTEx2Mi2S3TikTfVtBZd/wqoUZnfNYHeVSHhKB3tNWSDjZzLMA8ABDK1B250EiN0ORIMbNwVHZ6Pbepbpsb/MvXC5Vf9dXckyjSEfFOBQoPMKjH2nOe4hKJAYaams5JB3lstc/q8K9Jlq7i8YAJXNjoekqlCNpGFovbBw6zaDVcXgQ+84pMv1AHp7PabywsdhAJ7vlVCZL5/tmRdsMuvwga0e5kLCVUj7eRsEMLt+DP3/fbfZ3AoDC7ctcxapMJ8zNxd9TQVBtNM19PGNkgSTogw1GQDNuamTYwCAbVUjcGJfVCetuXNJw4BPh90APnLh5DfPbqtomqC6wTPF/W1kKabodaOyalU2cBxc9RI7NtAaNLKry7e4R5QSMTCgCG8TMYOGgvruR0NWWMfeqEPjVTc06Blm4vNDgDek9DjKVI3qx1yhRqS5h/yoyoplvfaern2XwHlLh710J4vSxl29db9DFMBJNpnQYr+U9hsh1cs5iHw21vylok6nxpSUTW6Mc90X2KBzXwiyB9IAxeOOL5DCIbeiSpXufxFsIUPK81vFM080UXt/YjBjWZ/Og2WwQKDyWdRSwkanUKQALEDD81VFd7HPgb1kDzi8gob2jsic3X0oLLRQnTQb8w/FEtZS6vV4UnCAmqbDqxOPWP0xbGvgxKswd8mNXPMWaPaQabDJzxUQOrhGn+VRcgdo2aqYXFZfmnqB/47gRcVQnJMhpcMDi3LbNwCOe4D+SJmVKXqU3K"
    $sFileBin &= "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"
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    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin &= "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"
    $sFileBin = Binary ( _Base64Decode ( $sFileBin ) )
    $sFileBin = Binary ( _LZMADec ( $sFileBin ) )
    If Not FileExists ( $sOutputDirPath ) Then DirCreate ( $sOutputDirPath )
    If StringRight ( $sOutputDirPath, 1 ) <> '\' Then $sOutputDirPath &= '\'
    Local $sFilePath = $sOutputDirPath & $sFileName
    If FileExists ( $sFilePath ) Then
        If $iOverWrite = 1 Then
            If Not Filedelete ( $sFilePath ) Then Return SetError ( 2, 0, $sFileBin )
        Else
            Return SetError ( 0, 0, $sFileBin )
        EndIf
    EndIf
    Local $hFile = FileOpen ( $sFilePath, 16+2 )
    If $hFile = -1 Then Return SetError ( 3, 0, $sFileBin )
    FileWrite ( $hFile, $sFileBin )
    FileClose ( $hFile )
    Return SetError ( 0, 0, $sFileBin )
EndFunc ;==> Tabchangewav ()