#cs ----------------------------------------------------------------------------

 AutoIt Version: 3.3.16.1
 Author:         Schlapplabimbam der Erste

 Script Function:
	Template AutoIt script.

#ce ----------------------------------------------------------------------------
#include <GDIPlus.au3>
#include <GUIConstantsEx.au3>

	Local $iRGBArray = ["05CFFF","FF3727","78FF4F"]
    _GDIPlus_Startup() ;initialize GDI+
	Local $AnzColor = 0, $iColor2, $iColor, $hPen, $hWinkel = 0
    Local Const $iBgColor = 0x393939

    Local $g_hGUI = GUICreate("GDI+ Lüfter ", 1000, 1000) ;create a test GUI
    GUISetBkColor($iBgColor, $g_hGUI) ;set GUI background color
    GUISetState(@SW_SHOW)

	Local $idRad = _GDIPlus_BitmapCreateFromMemory(Binary(_B64Decode(_7())))
	Local $idBmp = _GDIPlus_BitmapCreateFromMemory(Binary(_B64Decode(_Gehaeuse())))

    Local $g_hGraphics = _GDIPlus_GraphicsCreateFromHWND($g_hGUI) ;create a graphics object from a window handle
    Local $g_hBitmap = _GDIPlus_BitmapCreateFromGraphics(1000, 1000, $g_hGraphics)
    Local $g_hGfxCtxt = _GDIPlus_ImageGetGraphicsContext($g_hBitmap)

	Local $hBmpBgnd = _CreateBgndBmp($g_hGraphics)
	Local $hBrush = _GDIPlus_BrushCreateSolid(0xFF000000)

	While 1
		For $i = 255 To 0 Step - 5
			If GUIGetMsg() = $GUI_EVENT_CLOSE Then Exit
			_GDIPlus_GraphicsFillRect($g_hGfxCtxt, 0, 0, 1000, 1000, $hBrush)
			;_GDIPlus_GraphicsClear($g_hGfxCtxt, 0xFF393939)
			If $hWinkel >= 360 Then $hWinkel -= 360
			_GDIPlus_GraphicsDrawImage($g_hGfxCtxt, $hBmpBgnd, 0, 0)
			Local $iBmpRot = _DrawRotadet($hWinkel, $idRad, $g_hGraphics)
			_GDIPlus_GraphicsDrawImageRect($g_hGfxCtxt, $iBmpRot, 30, 30, 940, 940)
			_GDIPlus_BitmapDispose($iBmpRot)
			$hWinkel -= 10
			If $AnzColor = UBound($iRGBArray) Then $AnzColor -= UBound($iRGBArray)
			$iColor = "0x" & Hex(Round($i), 2) & $iRGBArray[$AnzColor]
			$hPen = _GDIPlus_PenCreate($iColor, 35)
			_GDIPlus_GraphicsDrawEllipse($g_hGfxCtxt, 10, 10, 980, 980, $hPen)
			If $AnzColor + 1 = UBound($iRGBArray) Then
				$iColor2 = $AnzColor - UBound($iRGBArray) + 1
			Else
				$iColor2 = $AnzColor + 1
			EndIf
			$iColor = "0x" & Hex(Round(255 - $i), 2) & $iRGBArray[$iColor2]
			$hPen = _GDIPlus_PenCreate($iColor, 35)
			_GDIPlus_GraphicsDrawEllipse($g_hGfxCtxt, 10, 10, 980, 980, $hPen)
			_GDIPlus_GraphicsDrawImage($g_hGraphics, $g_hBitmap, 0, 0)
		Next
		$AnzColor += 1
	WEnd

    _GDIPlus_PenDispose($hPen)
    _GDIPlus_GraphicsDispose($g_hGraphics)
	 _GDIPlus_BitmapDispose($g_hBitmap)
	_GDIPlus_BrushDispose($hBrush)
    _GDIPlus_Shutdown()
    GUIDelete($g_hGUI)

Func _CreateBgndBmp($hGraphics)
    Local $hBitmap = _GDIPlus_BitmapCreateFromGraphics(1000, 1000, $hGraphics)
    Local $hGfxCtxt = _GDIPlus_ImageGetGraphicsContext($hBitmap)
	Local $hBrush = _GDIPlus_BrushCreateSolid($iBgColor)
	_GDIPlus_GraphicsFillRect($hGfxCtxt, 0, 0, 1000, 1000, $hBrush)
	Local $g_hPen = _GDIPlus_PenCreate(0xFF24282E, 20)
	_GDIPlus_GraphicsDrawBezier($hGfxCtxt, 590, 500, 720, 520, 850, 520, 980, 500, $g_hPen)
	_GDIPlus_GraphicsDrawBezier($hGfxCtxt, 490, 600, 480, 720, 480, 850, 500, 980, $g_hPen)
	_GDIPlus_GraphicsDrawBezier($hGfxCtxt, 390, 500, 280, 480, 150, 480,  20, 500, $g_hPen)
	_GDIPlus_GraphicsDrawBezier($hGfxCtxt, 490, 400, 520, 280, 520, 150, 500,  20, $g_hPen)
	_GDIPlus_GraphicsDrawImageRect($hGfxCtxt, $idBmp, 0, 0, 1000, 1000)
	_GDIPlus_BrushDispose($hBrush)
	_GDIPlus_PenDispose($g_hPen)
	_GDIPlus_GraphicsDispose($hGfxCtxt)
	Return $hBitmap
EndFunc

Func _B64Decode($sSource)
	Local Static $Opcode, $tMem, $tRevIndex, $fStartup = True
	If $fStartup Then
		If @AutoItX64 Then
			$Opcode = '0xC800000053574D89C74C89C74889D64889CB4C89C89948C7C10400000048F7F148C7C10300000048F7E14989C242807C0EFF3D' _
		  & '750E49FFCA42807C0EFE3D750349FFCA4C89C89948C7C10800000048F7F14889C148FFC1488B064989CD48C7C108000000D7C0C0024188C349' _
		  & 'C1E30648C1E808E2EF49C1E308490FCB4C891F4883C7064883C6084C89E9E2CB4C89D05F5BC9C3'
		Else
			$Opcode = '0xC8080000FF75108B7D108B5D088B750C8B4D148B06D7C0C00288C2C1E808C1E206D7C0C00288C2C1E808C1E206D7C0C00288C2' _
		  & 'C1E808C1E206D7C0C00288C2C1E808C1E2060FCA891783C70383C604E2C2807EFF3D75084F807EFE3D75014FC6070089F85B29D8C9C21000'
		EndIf
		Local $aMemBuff = DllCall("kernel32.dll", "ptr", "VirtualAlloc", "ptr", 0, "ulong_ptr", BinaryLen($Opcode), "dword", 4096, "dword", 64)
		$tMem = DllStructCreate('byte[' & BinaryLen($Opcode) & ']', $aMemBuff[0])
		DllStructSetData($tMem, 1, $Opcode)
		Local $aRevIndex[128]
		Local $aTable = StringToASCIIArray('ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/')
		For $i = 0 To UBound($aTable) - 1
			$aRevIndex[$aTable[$i]] = $i
		Next
		$tRevIndex = DllStructCreate('byte[' & 128 & ']')
		DllStructSetData($tRevIndex, 1, StringToBinary(StringFromASCIIArray($aRevIndex)))
		$fStartup = False
	EndIf
	Local $iLen = StringLen($sSource)
	Local $tOutput = DllStructCreate('byte[' & $iLen + 8 & ']')
	DllCall("kernel32.dll", "bool", "VirtualProtect", "struct*", $tOutput, "dword_ptr", DllStructGetSize($tOutput), "dword", 0x00000004, "dword*", 0)
	Local $tSource = DllStructCreate('char[' & $iLen + 8 & ']')
	DllStructSetData($tSource, 1, $sSource)
	Local $aRet = DllCallAddress('uint', DllStructGetPtr($tMem), 'struct*', $tRevIndex, 'struct*', $tSource, 'struct*', $tOutput, 'uint', (@AutoItX64 ? $iLen : $iLen / 4))
	Return BinaryMid(DllStructGetData($tOutput, 1), 1, $aRet[0])
EndFunc   ;==>_B64Decode_MC

Func _DrawRotadet($iArc, $iBmpRotate, $hGraphics)
	Local $iX = _GDIPlus_ImageGetWidth($iBmpRotate)
    Local $iY = _GDIPlus_ImageGetHeight($iBmpRotate)
    Local $i_hBitmap = _GDIPlus_BitmapCreateFromGraphics($iX, $iY, $hGraphics)
	Local $iGraphic = _GDIPlus_ImageGetGraphicsContext($i_hBitmap)
	Local $iMatrix = _GDIPlus_MatrixCreate()
	_GDIPlus_MatrixTranslate($iMatrix, $iX / 2, $iY / 2)
	_GDIPlus_MatrixRotate($iMatrix, $iArc)
	_GDIPlus_GraphicsSetTransform($iGraphic, $iMatrix)
	_GDIPlus_GraphicsDrawImageRect($iGraphic, $iBmpRotate, $iX / 2 * - 1, $iY / 2 * - 1, $iX, $iY)
	_GDIPlus_MatrixDispose($iMatrix)
	_GDIPlus_GraphicsDispose($iGraphic)
    Return $i_hBitmap
EndFunc   ;==>_DrawRotadet

Func _7()
	Local $7
	$7 &= 'iVBORw0KGgoAAAANSUhEUgAAA5gAAAOYBAMAAABC5kGOAAAABGdBTUEAALGPC/xhBQAAAAFzUkdCAK7OHOkAAAAJcEhZcwAACxMAAAsTAQCanBgAAAAYUExURUdwTJGRmqusscTHzdPV2q2utw8NCxMRDzozclYAAAADdFJOUwD+dVAmjV4AASGgSURBVHja7F3Lchs5EpyVNHdRs32XZfm+sQDuG1M19+1p9///ynZVVgHo5mPZpIIt0YA4tMZ2yAwmsx5ZD/z2WzvttNPODc7b8rS35Cueh7e3MUTeP2F8e3tt78/XwfFHPATjDNK/G6JfAMjvGUdySKM+pt/gSCHEaL9P/26AfmIP+WNOSApEHOSh/wWKIQYO+Ux/Jf3d3Ohn5GRBMgp2MUz4yTNPTJT/JRBzeoQUwhCGND1Ftbjt3ftcUH7PbAxRkAuCnqE4/RIVYUCpR/Ac0nSEoOnvZm8/0YnuJhWvmL9IXOSEKgf5M2ISlIFmCoLlMI7DMP3h2Oj5Wc47G0ysAOpDLWwQgzuRMipR5Y/JveaE5jAMYxjGNEoWk1o49DmMLAvdopNOoNRwh4KiyGpmBVoSEwxjO4idHQTKJI8JT04vDc7tzxO79QT7AojIykaSwwalEFX95gRjgKEdJ0sr5JzgpNCc5+YnEzMGEFKfNBKSrBKGVqCMLFaWPAYa9IxJmSlnArjBubWVLbmjw2rmFK5yIilJEqIBrphaqtBUVkog5HC+tHd0w/NICo5kIKSmFnY2iqE1Uk4RrQS2iGgDjPKgcKaamYCzb5Htli7TOEl40vhHItsASOUxRbssQRCz2WA9Ey812czM7PqxEzibrd0uMTGTiggIwAIxQjhEwkwRgFjD2xhdOJAMRbg5ZGJ2Y9d1Q7O1m4KpdlYsKGsiCTlPo1qWxERCn0h4kr8E0JPwUh3nmC3tRM5d1zVybgYm3CASTcGKlJ2MfFM4qXkmQbgVigpLnZ7qMpGhjGJlJzT7vhsbObdKM8kQzECCo6rmQWIXv5lDIoJXhQw0wmsWZvb9rt/tGpobgkkwqxrNmuNkuMcJPQYfNUNRMUEsrYZAwswpDCpOU3gpZ9eNzdRuASYb0ShzUxQfWF6Lflgrm6ziQeRK/Bu0euJw9mpqux3I2dDcQDTQIBUhLQWrXipcHAFnNEsrsKqEQOQBr7BTQyDPTpSbE57T6RqaNz9iO1EoiSYCBeEqtFmT9FTLE0SD8FK/sUK1xLO1cKDJyQ5wNjS3sLNMZmOjinkUTKJFGQyybGkI0vg2UAlnUdfMXlPR3OlpaN76sNczo+UoLtnp95J5RrW01poXwUvmrB2AmpadaEDbZzjb27sFNUOum8TgD3WcUjDRXFOJKdFQQFEM5EzoIMnM7ORrsrPActcylE28JnmXgaJIwavRKg1Jq6UIP9pdgrZLIjK/aSrQLNnMaD639/f21IyzQhjqKOpHlZYayKJ3T3NN1KlzMWxiZnJRr0Oi2buhbW7z5tS0+DTCzhIZNb0diNjsLQIgNczRzWxIQy3Rdp5sNkO7xXkUkEJupqRcR0HLpdhYJaZWwki73cU0R9MOoAOlhZ3duaFt1Lw5NTkUNFHN1PREchPt58rpCXAUppJVT7QpOpXiieaaEzcdzfb+3txrZqeZe51zp551HHg0i7gWzbSxyEBSrK4VWseyxUDbeE3vAyLosmZmVQRi9uxEf9GAyAvV1t+eKjRrZjavuQU1Y4ln8a21BSHNJOZqtgi9QWqRtY227jno1GuWGKh5zdvLQMXAoiUoonaCqRPF0xiKDIXqEZQ5M6viSaPmdjJQSTS9x0tSEwmCDEdJPJWZ2uZltlnSExwEQVILUzwbNbeiJteagX+vzewa0kYLZVGoZoVXw1yPaL2PVi2t9xy0EGgbalLVD22gqqQerK3LQUTPASMkyqZZ0EwzODU/adnJZl4z5ySu00adGdKGLtd+2BNOhZ+h+6VQm1mBsrKyjZq3Pu9cJ5tKTLKyZfTZ'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= 'AkEQahHWA9RDGIHqEu2XqoH1So3pQ1O/35adPbQmH+bZYlRudg2tkX5RX/LZ8Ahq0idWzEvU4O3CyJx4L6sDLAooBuLcpR2pqpmC5FOkWSxsLQVPhkC+r3Cht9w4k40wIaQ7fSPks4I2KuSCzsMBAOjXTcw+mFAr/A+V+1IjRBroKX6LoUQBvupZWokx9QoCI1Yutt1U3hyTM9s8SbYbD9Qg+dwym+vaSt3yvMDMl4f5cZ1GTM+zISDkjQFhcpitO3fswGuqP5nW7NjIlYwNO4F5Znx/f7tYr5W89wi+B2ajW0jjtlBDB4NBcZjYB+tBFLYb36WpFPvT1Je4Akg3FhT9w7hKmG/7Wxia0c6Ks5rOLXjC4TJGdnvhvdLJb5t4dCXzwcCUcrvU/yxGSqe4sy672ifbjEI4MjB1q/U2pYR0jdOld++ZoM4+za4BATliIPutXMyY1KNzuRbH1puRkoOJEgTlAIY74OkEG6cGAZ5RnkpVA4hXPTs1m9il1/MuU/8DRFPIAJjeO74z2WpK6LzlqCrEYtTyzIp5iRpkVT3jL+OVzltu3dSFW5AU9XEkDVYmTxhH73IO4iRY2yIzVZ2c1D476ZnhGYRcU06mH88vVKBbC1NrcNIUNXegOzpzDs6jWOqjw0EjbaIyIAqoKwVeKKc6b8L04P5l329H5yptaGWng9ptuGWHpi9Uwc9uZZlnL5vZ1TQGy7QPXUDdZQcgMTOSlC4hCJYp2Ub/6r2szSYXb9ShFm1/1knHPj3an3TA7IibgYVnPVH1MegILfqTwu+HkHttPSB29EbocNT2adAxCIFKvdCg5GB8y/v7B3UG2b6BixkcRIBOQGxOabf75iJcFM2nBqZcoAZvbguhn6iXBuC5aFLYt0710YEg8GEhDQ7sLs/l1VqhLHI2KdB2Vo1bZRe290Ijv1Ai0rBYq7NJh9wAqGuDrgfDRbftkcYsq6c+MM5AcTJM344SSnqTKw4wRGj1fTpIwNVSBKnJ2gGTzHhuNdxyt4G4+CUmTw3MbZ33w7mZ9Vu+SPts41QJLl18vd3sCyQ6H4tDb4FC9KO/W2LZxhtAv/5kxw6tqyIGedpm1Jp606CqZCM1vSq0OswwpEMyApkXdqHdlZTdTWW4kjvB5gkozMFmCV9aOx+R/u02ado5GQOfnW5wYdee9qqCyVgkhVHMg6T0m/IDPz6cm1kLy8V3fbDEnXC5jm5aiC8b5En6y3Y8z0wBti8wqURcZldsXne022mS/dpXHPmNVFVzXx/0NoTNOU8CeKeYsvs+NfA9BF6HKZvGtyI9mD2NYhn8BaJ7VJl1QGwC7DBz2FjZjnGKriHlI/DzA2qRhw9y0+b+ehZzeWguPMziSmZthCy+nLicGnHTdvmJutorBxEkod476tkXZxSWBFw272z2lgIv4E5zCcbXoG4SC7Pwk+0IRKhpsY/pIB4JULx20B8I3jEowHRGUMgAy/Hfc+AGXMNQOzxXLKbYbxe50hyGS4wytQ/xmG8fD8t7e/3rFTO92qK0ocrYMiRjwt2g0ADvxYZG5YkpSdMO9klpR5SldLA2NKhrUSh7hxjc/03y2VWxcITRsQKdaqc4wEhKaF87RkdAfrb5x64Wg0xF1kay7ojpwX3O4D9b2alH9N0qPrs69OzgkG8q7n117cYVzCYfnhqYWjN/PzWzy4rIXDhsKA6p2krYL4Cixr0eQjLMZIRijAFvvA+fwElUmgLGTJNeP00OkvefK5w89wLwdG9/LLjAdYxKkIBuwTgetjrAeSodnMBiN/S4JuSq/pXcy0VWHZxedZjVsO/fl53gwtD2PLnlTCZW+WoF0UWHjwoMfiAwt8j8/dTM+hU0HDIRXbjvaG5ZQtW8rdE4TpDo8sdlxOl0swTsICGhnWH0Jd41cdndALOkT8ploevxvS0LPU6XtAGiOl0hXPMtpSCo081g8MITcp2YbaALqmZp2hik/Vs+GF0LhhN8m3J4yoU560kgMUF5H56L'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= 'cJMv4VmFD4HTU114tv4hYz7ozq4qAPVZWDT1VVaEBfJE1GGv/LnFSabasu6buSYz4CnLaFjFcbbwpNN4tVrtaKQtRIgvxcXoLopSLW6FNSXbFAm1jCqIvJxuGXtr4c64Q5Ut+BI3J160JSShiaHeL+h6npMT0QcRLR82kFKBiT5NI7AMKya+jwC6X/LlZMo0VVu+uGFbDegvOGIqHYckx80Fw4QkgdpA22TCVfvdm1Uosc8/0eNn0ml2q2FbQicxZTQPgjbODmFbcPNl93kF1G8C4AIz/AJkQMb8pI0JFyQw2y9JqlopWhzqyHioaKJ347ijzbolkNrhff34d75Z9GZqOOyncVUyJzUxxSE/OXUIOudEKn6yTG9KnJEhaHNCSUayAXbhdJmVuOCxAFvxtOSr1AXAUVyG88Z8CQAQFUDLIGnWzyUok10Frzff3C9/bnG9hMnWaxayLN+Jh+5WypK63ZNi82VxNspzWapcub+QnPnKeFpSO8xsDAsBfJUIBEFyRMU4aBNMBFoPk2ZHFULHCdPKF5c2OF0cZtbX/ZNzGHoMvdIssrT+Vv1oNcuMNpZyn2flHxZm15Ay9aFBh3kQ12FgB2kyslZDRdC+nFnc1PPhqWDiTc8mF1Z4XTn1Odv3dHJ6ug/GXBnbur08LmlbFlQnh4NB2undFJIW4BWwdbY1TUJcvPmmV4jrtC/to/r+PNXDLWQmbTKHl41oMjMsgUKkLWbgJDhvyVPEx5Mot6bkrpO/VbuTlohJZIRE53rlMs/Z/gOa2lbOckJgVgXuArafgO/njWkEIDpOnAahu6Jt1YxEyaNYS233AeE6rGQ+VnMFwVpm5LElAYzMwJ7JM8qUfegNE8mUXRUUxiHyjYVfsa7ZNZotrdbu2juqATrHxLbcOc8gcKVfGJHiRc4svd7ud9Pa3+ZACSIE4bN0LdF5q4RFYo/KH4uydtE6k9piUeYPjnrahU9k4MAxs+DuKYcDN9aupKJO28ZOXhSqTYmWY6tgvClM4JBxolobiHwVjlmzJ9SWJ18OvWKW/1t/nDbmw3sm3Q3HQQ4GIezTEiMSwxIO6CLWmNyZLnvXtkQr2TFIUblF6C/nTYIuu2SZ1zppRK985kt38pvibBJQLzfWFMY3N40xz8E5O4LUrRgbF+hNih6AP58yX14dLJPX8dkovvLByBYjQKLLsd9ker6s4kwVmJX6Z2xKpo4t4pvtRpF4oK9XS47BdYwU6OzL1kN5sKogb7cl77c0QaYbgAvg6akJHuXV2cfi0g1zZliZbkyfwpKoF9BSrRB/CIDeL39uYWDidmsliY2pbdvnd8vS2AfZgNCUpPPQ2IeUPPdS+pbOlrJYyMyRyDZAzzZoRKF/cvw88Muuzda15ksKGKvJxrA6aTtUAwYMeB4kkyMAteY8qP8tLJgYOGF9SZX4GA74quyZFkEYLyzEmOrAH+9WeW5NH2MJm13FM5MR25GbGMoroqJnysm6Gf8TE8wZWo/Ncs/5+udpzNrJ3w0A6pFZOqRER8GB518gm+P7fdB7FDFw6anIvY3ZzTHWPN19KUZrIgVHPQlEv/QYhsFA0fBM+jbPhPCwT9gSe1wgukpMm4AXKbOu0fTjYmIAYQOy1zU+PtoGchsTZPq1Ewd+xOmXwrJSYWLC/XFbwpFBc+rgnbLni83rX+/r6neXNs+U7oTxwZZskPQ4lh4/Q/MuXM5lTxinFPdvbNibeKH+eRpTMLaazMZES6ijryR368wvE+6XP7dQy1qTKcMvlH3kEbFzQyls4obpwqvsOuZ/Xm5r88pSBKWS2z5GjtUkZc8qZAUXu5PoeG0D6AI22rzzimjU20N1YzZbltT1OcgiBtRwAXde9ekeNJmWMv3AxCgGE1lbLeSJlEJf9sfXkX9qcXtkRPfaPnt1C+3hbFmYXp9zDx9x5Y5y95W9xogH5zCgdtN1vLSCbmZ2ZWRCxlydOledgEHX0iIJAy+se0Rv7UST+dLvl6zcmtMD'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '767ZI4zi1Wu3+UlZmZI5/zx0eYhdmHgdL2Li09KaRLycZb8rILxfSgCxfhYbfGmwfx7oMk+7laHVG4j7kp4aMicsYXqq6wQTzikJCzkBGroWi7R7r61byAj2nHyBaMpCT26aOyet6V3DGVgQmBl2GBu0zueUPiLGArpz5ZLyx8uxPP3cvu/6gpEEnq9KKSnNHqSB817/h2MqKfpAY5L4Fv3PYpqdnAKEs8NvNhv6SKxziPt/D1/FN9uhrs+N4mrFbQ8D3ZLU28tejw2VTNKYIc0mutA4GBAGxZS42dv//Xowf5AFIAqtV0lLwx7K41lm0CzJOzes87a9UKOzn6R5Bz/rjZ462e44abvQiNyXLLJfxQ3qyPZrO5PTpYUNhu3JfFM7M5aRnYOQtbBI1xAARsywO0eB13BZXppOghZyxPx2Tq3J8ZX5ltWfebUBmRU9GEsvrno1JEeeMcvME7BYYUHPHstz2hIY9Ka28lt97WqHksClhEtkPZn5tuaihmCfkPpevIaNLJvPY6un8Xot65dmhQcXc8rMO6bpzj+8Mj9TZxL774/Qn5OVIcGFX6OTmUQS/Do2bdrW7cUf1oR2lMbOjGJa8YM4SmiXluT32KugircWPJkIK+G61OWpb9S1YkXyt7Ls1mmCnbdoJHf8wxFYTbN/To93JpPP7uu5l9uCeWk/VZIfwUcfTLI8LjvMoG5/iYSsQNKHaITQhh+6YnrGYJguQwoJGZ3zbW236Mq9F0m4gEiKoyQ13CaiH38jmD8QS3PIpF5edzKPZ5kZZp/CMQX+N8ebCU4aGWEG28m0x176NUHcmmlIor3y+Y1n2tGEVVlevoWSjO+ZkTo235GREqiSJDdVSQOzIFKVsc/Z/Fey7HZpbl0kNjQ9caibK/LK/PVYMG3RpOE/H2J5SVYZLemu7Lxcr8m9A63J6nlWs/irSCd4vtyWovpknm33wmyZ5ftn2Ps4z7eQIEnNRSlc5tDifWXOsyEo0MfyNY5Bf2lWuTyUYAnI0ziZH491JnAZ85GJJUK9pUyRdsAkzclO+5NZZ6RJa8RJQFKyjtkiOwYnHjok2JztJbEB7CXPT+YE6rmd7k2zMUnbRaUNcCk5hjKUm/87WbZemjaC28r7WJdulOvLMWTwP96upsltG4lylKna6+qAu6bKvruWwH0yQO5BYPz/v7Ii+5sESCglDZOK7SSWR9NqoPv16/cue808rB7i2fQrGvJIixjwhpCBE7oOrU17di5VDkA+ie23PM2v+yfwqjWMX3Cddz1usZ9VK2ehL75Ifg1RUpZnUIcyf389J5bLpQmq6MDhZDVSb0/Zr2k8M2mZr55JGRj3AFoJbwUzZzwOs3jEqbWhqGQ/Wz6gqQfPrmQgeu2aN6genLPgR7S6XHevzTjz9COqI83v6GBNp6SnnbJwaS63pifJwyjN8Mz857M/7m1vmRlIZPrsyjRLjM1gwnCj5qzVm/HOnKNZmTPKkgwS9vUbPwA4cDlv7YjQi45cxtFcIfQhBB1EGll69qDvul6FZ0B5cmnCHjnpq+7+ZO/P65+3rWGUfL/PCyAGbWLbzugN4HDnqlGWJ5cnT/xKoePFln9M+8MML50NU2+dnYgKGxpTM5s2HAlR+74Abi+kX08L5g/6Gjy3mN6QLEfwHyPNTglEgnnx9M5EPQ6CV3fBvOKereGza6hdrSVttdBTZ0iqVh9kWUFpZobA3WalzBTUvRzKitv6sR1HhJXuL/+s8gc7zZXGDtNyMQVRiufnfkYfW2c+xk/jqYsdk0ZibBPQ37CxZ3RWZGMgMb1MozeK91pE6bOTmhUhSKdP2lCV6xt4jAe2mG/0KV7HUARa+h6gghPGp8XyfmkiM2+eoyIY+Fmvv38NBhM1YZUz+dnKNOOz0vPvg3lFQFx8UqQY8UjQk/lXNP1lOkT0oNfk3MybnU1awYXClrxsSm9oPWw0xx+G5SPy+bxgTuseEkSU0TxzMoz4Gan6JyukWsm/HxpL'
	$7 &= 'RjNJvu1bEzoGNdjGtwOu1andIXXeKo3bzteOfY8zmQnb1OIuRZrfYd55Pj760Cov4B7l9xNjuVya6KzoaQyXzJE/UP9M+5lJpS3bAf5zZD3IpkfdZW0Dt94ac5DWxBtzimQ9mjg1O3fTG1L0sA53AuejVcZiMVGC4Ht8zIZ/m5WM299f7OuZwXyHnEwbCNFHNcy8DQYzM2uWSpR02mWSQKn0mdPUANoBdFM64XJpzrLCt/ERUdu3ByNZwPLWzMzZwLRIIuGKixQsirW+fiiUmJ5lxtPr9sxgXoBesOZlErqY12T209dQQiPZbIP4M8dQn4Romdp+jheHiSNyswZoF5eu1NTxpaeXA2+VuxNXN8rh66KfKqBRSqFlNzV8whaSdFt/Oj31SaA/F1FVjdVFhlmWCgBS2lwQy9nHk1iqpfE2AIS0kao8/3jSiCJLrKZMG7beeOD540tzcubadGpBe1W/mcWSqIBDtRKlLWE8kkotoVByfj43mD+AYICI4q6cHsB/CDOQZXXInXJm5abGVLJS0AxmRbKByszC+FnqOQZv6tne+7gQCIQHgEEPlMt4IWY0igwXEiYpQ5FELpGQGO6Pf24sp/dl0Rb239VuAmOJaTyYuHhH0CzUm2cMaC8jyCadCwsg2VkPm/3MFL1ypvDGy0BmbIcmZh9ZaqDqnMH1UKkPzpogmVnoFgxzZ5uT/7vKXhKcnuFlyteTg3lJ5GCidhMUR2+g/nnTOiNZKbP7s2BGJD8rNcjP9jGrDOxhJVZELRFyiD37WM7a7reAMD2noSbuN9eztioPXLg8rRg1HBZBAUTGkRNF4DEz6ZV+354czCnN4PzuI69NC8Y/QJk1qnlZ+VMMAUCkZsXbCZ+tJR8qT8iRlmZSq+SKrI8la7YWTb9y8KlcQSb4xDDsLqm5xLHOwiQRMHEuGw8x/IWyooJDmcTf2doRa6pnx/J+zlJimhVhPmbjaDC1nRvp9MQR8EdUeFuzKiZeKRVKxbCK0WsjQ1ECjWnbdfbvC4d3suO1MKtHq5nuUNIychFmoXyF3SFbEDiiHnWWMen9t/96ejD/iExk8RoDoqb/azCY7nqlUpAEEAfqH3Ziprr31qlPaI9g+WbIXnMUfZ24c+vWOXqsMH9xDmXAqlO7oJuWExTAqYkmBCEEfcySfyNtdxaBCmDtE/vWV5Q/6zmbvN5hIcmY0WGmAoBwKaSgXNR8Dsxq9ZgeX9kQW42KLfMMNh5OqXNp9q+oj4rAAWSmcR0LBRuVmVwzZOEX9dmUww1DfXBBwlEMlzz/bjhon92XQHOSolfcSj97s8z3azSYSs67EJv9MDWVzB0vErSCea34DWZ6EWtoxVmUlbYOiNr18OycnZxzV9qDyKQSpDRpQ0EqCS4Uke14QRUocqDCHIUQYzuJEia0Yg/IfQ3+9oJgvoMzjWftRs21Hihmp/0GmKh5j+SkGFcdZWbWfgdBkalExDpuW8vNCOXgxlhAwysWP05oXrYQKlqcn5TZsL4pjAyhoHSBXwUKbmEMDz4S9esFsbw3J+RJHP3GU31kmEkAUL5a3YExyAAJlv5gx8c5IbiSlBZWkECbSl7Vs9GoC5HR2AEXmg5aujW5FtpFE0i11tWGd/+MIFTBbIXMDNLW0HN/vd9/vyKYk/e0mcaUWWFzfY0GE1RjMn6/SfzirJqN5IXqY3tosp6AuH6XmTUi/LyIjPbUoOTtnl9H7yKj4BDtKWneNepagwrj/QuoxBEqcNxilTvLfgqRwQIBgfKAmHV8SSwXEIhcFfdX5nAwldAscQHO9kzUlcbTjV7fIKBpqapbJ+065Zkbd8d4lyy2I45xbl6ziSaSMAP1KTPadobAQaUOlDQRgnQw0qFiWi4v8us1wbwkIvFG3lIbR2an/2icnfr6cMrNi2yGxX7LqbnV8nNB2bOsxQYBXzyKdIn4YTT8n51N+3GHtYpHZSdifVvzeACEQiGr6uVjq1QQTCyDhDfoQCKJwU8velLk'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= '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'
	$7 &= 'NNuSLLYj6aUy8txd555Z9ZtaCfW6V9SLpml20phJQnuIfWxNjvLQQrkFKZx/FEZ/rQJKgfZ6rXzzkvb84KJx0lpw2D3bD2co/V7FrvDNWLGhXSMrKO5uldBrOlj1ZDPvLGRm9Am6zdFgveSOgiEIn2R3y3W+uSBnNy9m+QXqCATaaxlrbyXtBZeqsyXBN0M0+kE2KO1uucJtfs9zw1jmTVoWUHoRe5Fm8zojHoyYOPvRIffoYO1k0d0tN+TNuWOSZk1nAb0uajZdTL7OiQdptgl5U4fmXgNltteeLbdYcxZoqWAah09WQLf+5P3ml+8zUtCpKGmzV44R2ST93ltutmZ535IroNbr2eFVyvG5hg50Qf5UdCjAI7HUuUfY1yOtrZgQzUV46GUl0PP1/X1mz7xQhIJsKEiSpif0xx5ht2JB/GRFRwnSL0+fprTZlea8GHiASK0yatPZst2UL1lzWLo2MlOH2Lg+VFgzeeZ1HmrHguU+Ojt6N+VPsCbh0Xbf8fjsLuTxfQa5n06ncg93dBrJbsrPNJzDXf3X8vzW6+/QLeTNPD4BDa/Ep729027KT1mTeEFkG7z0M7CBFEF13jyZwDCmzdtbfeym/OTLrQm3f7jcbn09aeZ2831W0IpYoobaySn3vvJntCjDomgo3IXhz92cOHcVqiftiamnhv5jt+RPK4P4niihU6E/8waJFw3zsGJvs/9rj64/twwyngibwAG53vLnkub0BrO9TcmWH7shf741b6GWwwPd0E8lTXmPjw+15RRe//rYQ+v/MNQy3Zc7G/Ytj6/0+pgO9tESHPQ5eHZ//V9C7d9DddgQXHU35tcLtUPa6FtSk9yN+fXgoEFPwexrO/8I52QiWtqN3I35FZ1zCDTvTmgPs1+0rB2I5utD+5P5kq9vkzlzKcS287H3mV811k7mdD3EyZbD9/2xfF1zDv9t5w5IAABhIACWWoPZP5MTMYTPXYVnz1DxTmfZfxLiPIttvzRLywaUbd9/gQxmxmY7eTpmD4lz2nZ5Xh7Tti4eAQDgfxsdvOj1IcmzEwAAAABJRU5ErkJggg=='
	Return $7
EndFunc   ;==>_7
Func _Gehaeuse()
	Local $Gehaeuse = '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' _
	& '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' _
	& '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' _
	& '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' _
	& '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'
	Return $Gehaeuse
EndFunc   ;==>_Gehaeuse