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Help about CPNG file

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Hi, maybe it is not the forum, but i wanna know if anyone can tell me how to open (decryp) a cpng ? and how make a cpng (cryp a png).

 

TY

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I don't know what a CPng file is but here what I think it could be:

#include <Crypt.au3>

If Not FileExists(@ScriptDir & "\Torus.cpng") Then _CPng(True) ;generate Cpng file for demo purposes

;Create CPng
;_Crypt_EncryptFile("c:\Program Files (x86)\AutoIt3\Examples\GUI\Torus.png", "c:\Temp\Torus.cpng", "AutoIt", $CALG_AES_128)



;decrypt CPng
_Crypt_DecryptFile(@ScriptDir & "\Torus.cpng", @ScriptDir & "\Torus.png", "AutoIt", $CALG_AES_128)

ShellExecute(@ScriptDir & "\Torus.png") ;show decrpyted png image




;Code below was generated by: 'File to Base64 String' Code Generator v1.20 Build 2015-09-19

Func _CPng($bSaveBinary = False, $sSavePath = @ScriptDir)
    Local $CPng
    $CPng &= '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'
    $CPng &= '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'
    $CPng &= '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'
    $CPng &= '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'
    $CPng &= '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'
    $CPng &= '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'
    $CPng &= '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'
    $CPng &= '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'
    $CPng &= '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'
    $CPng &= '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'
    $CPng &= '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'
    $CPng &= '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'
    $CPng &= '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'
    Local $bString = _WinAPI_Base64Decode($CPng)
    If @error Then Return SetError(1, 0, 0)
    $bString = Binary($bString)
    If $bSaveBinary Then
        Local Const $hFile = FileOpen($sSavePath & "\Torus.cpng", 18)
        If @error Then Return SetError(2, 0, $bString)
        FileWrite($hFile, $bString)
        FileClose($hFile)
    EndIf
    Return $bString
EndFunc   ;==>_CPng

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

 


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