Hier ein Beispiel, wie man ein Bild transparent darstellen kann.
AutoIt
#include <GDIPlus.au3>
#include <GUIConstantsEx.au3>
#include <WindowsConstants.au3>
_GDIPlus_Startup()
Global Const $SC_DRAGMOVE = 0xF012
Global $iW, $iH, $hImage, $hBitmap, $hGUI
$hImage = _GDIPlus_BitmapCreateFromMemory(_Torus())
$hBitmap = _GDIPlus_BitmapCreateHBITMAPFromBitmap($hImage)
$iW = _GDIPlus_ImageGetWidth($hImage)
$iH = _GDIPlus_ImageGetHeight($hImage)
$hGUI = GUICreate("", $iW, $iH, -1, -1, $WS_POPUP, $WS_EX_LAYERED)
GUISetState()
_WinAPI_BitmapDisplayTransparentInGUI($hBitmap, $hGUI)
GUIRegisterMsg($WM_LBUTTONDOWN, "_WM_LBUTTONDOWN")
Do
Until GUIGetMsg() = $GUI_EVENT_CLOSE
_WinAPI_DeleteObject($hBitmap)
_GDIPlus_BitmapDispose($hImage)
_GDIPlus_Shutdown()
GUIDelete()
Func _WinAPI_BitmapDisplayTransparentInGUI(ByRef $hHBitmap, ByRef $hGUI, $iOpacity = 0xFF, $bReleaseGDI = True)
If Not BitAND(GUIGetStyle($hGUI)[1], $WS_EX_LAYERED) = $WS_EX_LAYERED Then Return SetError(1, 0, 0)
Local $tDim = DllStructCreate($tagBITMAP)
If Not _WinAPI_GetObject($hHBitmap, DllStructGetSize($tDim), DllStructGetPtr($tDim)) Then Return SetError(2, 0, 0)
Local $tSize = DllStructCreate($tagSIZE), $tSource = DllStructCreate($tagPOINT), $tBlend = DllStructCreate($tagBLENDFUNCTION)
Local Const $hScrDC = _WinAPI_GetDC(0), $hMemDC = _WinAPI_CreateCompatibleDC($hScrDC), $hOld = _WinAPI_SelectObject($hMemDC, $hHBitmap)
$tSize.X = $tDim.bmWidth
$tSize.Y = $tDim.bmHeight
$tBlend.Alpha = $iOpacity
$tBlend.Format = 1
_WinAPI_UpdateLayeredWindow($hGUI, $hScrDC, 0, DllStructGetPtr($tSize), $hMemDC, DllStructGetPtr($tSource), 0, DllStructGetPtr($tBlend), $ULW_ALPHA)
_WinAPI_ReleaseDC(0, $hScrDC)
_WinAPI_SelectObject($hMemDC, $hOld)
_WinAPI_DeleteDC($hMemDC)
If $bReleaseGDI Then _WinAPI_DeleteObject($hHBitmap)
Return True
EndFunc
Func _WM_LBUTTONDOWN($hWnd, $iMsg, $wParam, $lParam)
_SendMessage($hGUI, $WM_SYSCOMMAND, $SC_DRAGMOVE, 0)
EndFunc ;==>_WM_LBUTTONDOWN
;Code below was generated by: 'File to Base64 String' Code Generator v1.19 Build 2014-11-14
Func _Torus($bSaveBinary = False, $sSavePath = @ScriptDir)
Local $Torus
$Torus &= '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'
$Torus &= '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'
$Torus &= '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'
$Torus &= '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'
$Torus &= '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'
$Torus &= 'zftcZwPBfG/195u4aaDsTXgiQA3RR1wMcB5U4GZv0Ab6kBgLRoTWD74SYD2i5Xzp2kIpRDayFBJeQLpcparRIJrm/Cp88Aywo9fffFW/eKjhtiXAZc2wDHolAWTJL9dMiNAzTBr4a9Ypyo+nWm+uRs+AAW8QW8rQG8v3FBRmbZKILCKJkpMAzoHBuRk7MJo3WFBJ1EoCGlEa3/gpNfBDvbova5FC5gsCKaSDUkd6AR8fyKbUgizsBa7t925p6AkW9vAa5g2aCBACn0v/ibefBXi4U5Z/T96AwS29Qf251uOA2HupjVvkSn6yJkkk07MSL+sQRyeaVY0AIchj3iC8dt6t9UOx6LwAH8ERsW+vxQMRKcTXhFJICzcs3a/clkMRliKDNMQLyHy6BH8TIWIxQNN6okv/0LIGb+BH3OBnDUPegyiAQklk3m9EEsm4QNoUwFHPBTgOBqXQMAkULvNuw0hwMYg0aiwekFKo9sEtUohMSqFwQrvaSxGBMpZoxU293m0tw59I2TMKIZpKfrksKwKQOW/wOfYAct4FHWSDwgkF5fsw76lFEklLAjyEcQH1RT8DvQHUQR4jRLiEXmHerfFDqakEounCtnggiwC/rhfrUogtJoX85Nl+srv6YLumXkCpvTcqFescE046PYo3aCKAPLZsDZ/6l7Gg3y9rdFn2yGfLfQaa5lgTLzeSJariAmmxVCkiODsV4DSoj88WEkI2UG7yCvMeGzSS4AYMihE5Z4YxwMAHtKRGQw8hQR+6YP8ioB4QyxTppn5/Y0NGSHZ0b/MGsqdYjAiHBAHIVhXFralSG6WU1MG2lET8fsJ3AwEZkob3LHHQZMdZEshW+E2EGLbMqzV+IKLguaWp53A/HhrqB4J4IP4t9XggdL38AmJSiM/TyHC3FsXGyKfLLowS+DF5FIJdHpOZomVvbwXY19H6/yHofYDsn3ODJOLzA1kiERfErC0ukLhZi3hCQB0B9Vb4NZXdsJ9Fzs+bNX5YGBSP+q0cLDXFA+EoBubB+/Yng1LI3Atu7y/LXbf0i62RrwxbWMY8QRgHhC1FJTkOGdNF8V18iPsHGrlFJJGMA2qfMSRVWp8WqtnoKgyO151ZBceh7pfH2jwDwGKRgOYZgKBtUVtQHMYDrS+noYIsnKDC3Idz39uKYusuC1ZpYR1A2OJSegd5nSz15bFDytYAPJBqtVVKIiWAHkqi6PSyLdZWXxAGx2DXUydZEowqeRZFErV5gguTcT5p4AHF6wea4oHQZDxA/QUeLsvNkcuaQB+SQpb+cr1s06Cj2NuoKYXS36+Pul0RImatcUGkvmAco9HmT7UZIlniz0YSAcwjEaIf9IjtlrrO3XhjZqgtKB7H2uIBM2ZoWc7cV6pQCoVj+AzzBDEiHLIEYMu1vhZcS01JhLa4YFRrC46bGtOtNv8awR9KoqXzBNcAHIsoOmMuH9xUSdZYP6CaX0BP6/2byjLsLxDGAlLySFJwiR8SQW4fsobP9yaOC9qva64vaKo0m42tr3uCYYBnW1AiNH5Q4hrNzUUSjWthwMZue49Szzxjm0L7S6ECuwqWMEiOEUFuH9KW0WgP+PzCuCCWgFik+4kRAKCdFABxaTQvFv0gRMwxGnjYv9HTo6NkhsZ1uWTbyvKp4FBT6R8SQ4K/afuQtqMA9iJinpjt34dNq5syRKOmSTsAR6yqT2wqgd4kicLOX/PqDaIfgr/3VGWe38LYsMxQGBRvV2pX8BFtpb/0AMOIcMjbG/FZJFpvaAqOh2WI5tswIDjqaFvAzkb+LG5l2aQYvohiS6meEYekFIqV/mFG6LD1Amx5kmyc+6fMn+m4JGqqCFtwQkw8CSKmGpYmOdREhBWbDGsKipt0/7zHBYcKCcLjMkMUEkHOLXZ4mNYPJ5BMRBIAAddZb5tONGn9trhg8ZtST6DFpBAfb/IKoYeYCDAspqEcegomxPshkledCHAMxD1Aky2oJFqOJAg9QFtmCCAulVZsMqwt'
$Torus &= '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'
$Torus &= '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'
$Torus &= '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'
$Torus &= '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'
$Torus &= 'aLKSijxXImbmqQ1BCTJIroab8Y0Pg7ihiQDajoviSnJuCjEeAfoBARQToJjWm3Zv/N4/dXfdOeQnS9kjS3opiYYBPnbNgtmCkIDsHQDPYKD8XtSNp+IvvNgCImhZRUSotTQZTgQ7ioVtQsxG8ijJbcow9ZLIxgo+EHZ1ADYYdnqfwKadHBLegYxJYbYdKdjUGJ5ATpQdAz0fl6W+BH+YtrX9Lmyn+MTFAaZ6AsFN3SIJtEUtBtA+1TkKAUwqVBCA1hof5DN7Hnrw0wee+G5/OCBjJX8oiWRT6FFJsWC2YCQgo0D5owDvRpx/Bn/VKdHk54hEsLW63O6Fj1XyyAzhQm9beAUCbuIGAJNk4O00taCX3sETIUIK/72zJUEA+tp2UOrXRowWg+pa7Z+5lCg1g05M1o3AbCu1CgF8XVvM6NFjEoBah07vfuCpT+7f/KWWxnFsbSV/2G+gDNZL4gXIFnwwqn8G2PxGgCfwl74a34uZYWaADKzDefGHbT0kDz5h/pYArHTV24y69HPAShKIriXQu8on8EO6VF0/5UC0ldRw8yKIEjgTMkQuSbDftviaYNHMIa+ddw3gsuBvg8qyJHcd4SkTRB1j6LcUtvTnLpF+FAjuByC6RpqukIWuKr7EmnqI9VUySAB8pt09D2z/zN6HP/eAVsMaE8qO8LQQYQq37gfH+Tq55uvCZtQLPqfBoozI9hWA+5EIPfxFP0StAaL9hSOlK/cflmCv+h0nPo1phl1R9QyOIYL7jAEyJA7gLYSwx+sjtHngBs2X25Y0BHzaAPoA+BVREgt+Vw9gasvJA4rOLzwqhHI9wWz3SBvgmv3SjR+k6hVhMg06SACUTfsfP/Dl3Q98/mZteuINsxD8DGwpf3rB8XAtCcCkWPB+Hos1LKGeAbjnAiQA/rqXjUsEpUonS6rmFOSmWV+boBdcDAAgPIMeIAODG9ywLWlQ2idpOqDFZWqyIseonmDINQL41firbsxQU0Pu+gK70c5o0DLFGZ9C10aF4DX3CDNgd61BTTxQWJk0GgG2HLjumXu/cpXqD8sEkcXAHzZ9kOAOCVJC3UtIUiy4LdrYnJvwR+0EuBkj5A6+hxfjoalhRKhKfh5iywKb5ZEv9aFqMm09QlKbTNCTgc4FYK68g5BAkgh8bTLoEUZZatfL/gHcbqh2nSOqaztEXU2NhEPUmhHhOONDw6K4AXFlX2CqE7GeoBoVwl4XlPyl7SMcJQCNFrjnof3X7X7gq59XvftGeLUS6KH0kUSQxJABspRNISkWpbffYg5Qqx9H3D6BRLgQYCvi7mXajhvqa5T5FyuXspTN6EoOUJ08UkoPeAVDEOC5dutkqMkk87d6wDt4YjjJJKXPOHFAU1yQD0ikCvSyRSgF6lTyJ6WTPcoOelw6DyCHQDHNHBwR+q5TPLf4LN14oUXpxg31+4g4I48SXxHmskDQ3b1x+5f2PvS5q3Tx8AjvNAQ7A7qAwZgg9AJNwJeSaFFs0Udp3oaYvQpjhNdhsJwDvATf1dEh3f2AWi5rIyunbPBclfB0Svs2P+I41MkAWtfmSpDewROiFvwKUvhGboknx3hLVcon3OJTgt7VX6RuEhOT6iyryi7lRn6r+gK7Xl6uxrdXcMM3V0fAfYILFxcocMMn2mCYGqSb8URFRZguZ/TB3Q889Q/7Nn3ue1qNMul2KHvClqChFOpDXB6FwOf1ovX5Tub+EWNb7pZVv4Wy6Fm23/4FmZ3wMzqWeu6aGLuJOUQzZJdtcft0TSL2qbNOmmcBuFPfhDqpHauGiSHJpP12vZZ4nPQoW1hbDN4rKdteGaAiqJgl0rTl97PAiEny3OjQpWvsVg2Ua3t9me6RvmMMN4vmyTVSof0dAfr79c5dGx74q4NPfvmJ0aZZZb1OYzhJEHehTopucLwQ28OOLZotxXj9nPdNrgXYfhrANScCnKbNpDhYGMb+QMijUjRss5kh7QNjJQJjI3+SqrZXBV6gWupzrJnrqXmF'
$Torus &= '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'
$Torus &= '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'
Local $bString = Binary(_WinAPI_Base64Decode($Torus))
If $bSaveBinary Then
Local $hFile = FileOpen($sSavePath & "\Torus.png", 18)
FileWrite($hFile, $bString)
FileClose($hFile)
EndIf
Return $bString
EndFunc ;==>_Torus
Func _WinAPI_Base64Decode($sB64String)
Local $aCrypt = DllCall("Crypt32.dll", "bool", "CryptStringToBinaryA", "str", $sB64String, "dword", 0, "dword", 1, "ptr", 0, "dword*", 0, "ptr", 0, "ptr", 0)
If @error Or Not $aCrypt[0] Then Return SetError(1, 0, "")
Local $bBuffer = DllStructCreate("byte[" & $aCrypt[5] & "]")
$aCrypt = DllCall("Crypt32.dll", "bool", "CryptStringToBinaryA", "str", $sB64String, "dword", 0, "dword", 1, "struct*", $bBuffer, "dword*", $aCrypt[5], "ptr", 0, "ptr", 0)
If @error Or Not $aCrypt[0] Then Return SetError(2, 0, "")
Return DllStructGetData($bBuffer, 1)
EndFunc ;==>_WinAPI_Base64Decode
Alles anzeigen
Du könntest auch anstelle des Bildes auch ein eigenes Bild erstellen und es darstellen.
