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Progressbar
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claushendrik -
1. Juli 2018 um 16:30 -
Unerledigt
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Ja, das ist möglich.
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- Offizieller Beitrag
Naja, wenn man nicht weiß, wann die Anwendungen beendet werden, kann man kein Prozentwert ausrechnen (für die Progressbar).
Also muss man $PBS_MARQUEE verwenden. Dann könnte das Ganze so aussehen:
AutoIt
Alles anzeigen#include <GDIPlus.au3> #include <GUIConstantsEx.au3> #include <ProgressConstants.au3> #include <SendMessage.au3> #include <StaticConstants.au3> #include <WinAPI.au3> #include <WinAPIConstants.au3> #include <WindowsConstants.au3> Global $aLanguageText[][2] = [['Windowtitle', 'Fenstertitel'], ['Please wait...', 'Bitte warten...'], ['Some text', 'Irgendein Text'], ['Some more text', 'Noch mehr Text']] Global $iLanguage = (@OSLang = '0407' ? 1 : 0) Global $hGui = GUICreate($aLanguageText[0][$iLanguage], 640, 312, -1, -1, BitOR($WS_POPUP, $WS_CAPTION, $WS_SYSMENU)) GUISetFont(10, 400, 0, 'Verdana') GUISetBkColor(0xCECAC2) GUISetIcon('shell32.dll', 16) Global $idPic = GUICtrlCreatePic('', 0, 0, 166, 312) _PicSetImage($idPic, _MeinBild()) Global $idText1 = GUICtrlCreateLabel($aLanguageText[1][$iLanguage], 180, 80, 440, 20) Global $idText2 = GUICtrlCreateLabel($aLanguageText[2][$iLanguage], 180, 110, 440, 20, $SS_CENTER, $WS_EX_STATICEDGE) GUICtrlSetBkColor(-1, 0xFFFFFF) Global $idText3 = GUICtrlCreateLabel($aLanguageText[3][$iLanguage], 180, 140, 440, 20, $SS_CENTER, $WS_EX_STATICEDGE) GUICtrlSetBkColor(-1, 0xFFFFFF) Global $idProgress = GUICtrlCreateProgress(180, 200, 440, 25, $PBS_MARQUEE) GUISetState() GUICtrlSendMsg($idProgress, $PBM_SETMARQUEE, 1, 0) Do Until GUIGetMsg() = $GUI_EVENT_CLOSE Func _PicSetImage($hCtrl, $sImgFile) Local $hBitmap, $hGfx, $hImage, $hBMP, $hPrevImage If Not IsHWnd($hCtrl) Then $hCtrl = GUICtrlGetHandle($hCtrl) _GDIPlus_Startup() $hBitmap = _GDIPlus_BitmapCreateFromScan0(166, 312) $hGfx = _GDIPlus_ImageGetGraphicsContext($hBitmap) $hImage = _GDIPlus_BitmapCreateFromMemory($sImgFile) _GDIPlus_GraphicsDrawImage($hGfx, $hImage, 0, 0) $hBMP = _GDIPlus_BitmapCreateDIBFromBitmap($hBitmap) $hPrevImage = _SendMessage($hCtrl, $STM_SETIMAGE, $IMAGE_BITMAP, $hBMP) If $hPrevImage Then If Not _WinAPI_DeleteObject($hPrevImage) Then _WinAPI_DestroyIcon($hPrevImage) EndIf _WinAPI_DeleteObject($hBMP) _GDIPlus_GraphicsDispose($hGfx) _GDIPlus_BitmapDispose($hBitmap) _GDIPlus_BitmapDispose($hImage) _GDIPlus_Shutdown() EndFunc ;Code below was generated by: 'File to Base64 String' Code Generator v1.20 Build 2015-09-19 Func _MeinBild($bSaveBinary = False, $sSavePath = @ScriptDir) Local $MeinBild $MeinBild &= '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' $MeinBild &= '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' $MeinBild &= 'jzdJijbmFzdtreKbZDTlzWjEZl0ePVltBrE/JxRl/VylHR8HqQhuQIQR0SU/7/ngQd/3jJKzQsXAroAlosgDlKBQgSSE0OyxAAAFhJkbTj6pohPcGcqvkOXzg3kwzUhadcJs85Dm8tvaeRmlsCePL1fLddANFggCozbzHIMMDFXnbmK3SHZxYS886B25oCLWIzwHiiS4VCQFoeCE71pJNw/3V3zXL/Zk+b1EiK+jrtu0FGzOGzRmtVZzvNUOkUTEkydPNkP21JdAyaVKhPsY/+sJHMHMza1LdtZ35+cLKRCqeX4KDpuSBwW94XsWNWnOg61OV4X9vrybfpJO8cZT4YST1Kz5t1VTqOtpSi6rJDumJLDa606iutPNZEK4hoieZ52lKCtaWLLg8LGXF2s8DK5i88TM3F3CUMzsZnH9U+N/o8InyD0JKBuHFx70n/Sms4sF8vJJLouIKFEUWbDOEaGcN5JBtaAulLe1KKOKV31wzVozepl8zGjZpHdJ5Se8bBVKZdGTuo4ZfbdlLrBKbq9xwBp06SSu8zAMm5ILAKuyfVcZfH7B3QEY1S/87HzR9R5sXvHAGBJVAChtXe5M7KnYyfzbPXg97HKM5lk70zJWMclpUtYS3JCshlGGiEw361IJu7ws69WqlFzXxFFX7nMKDhly6vjgoj8/71OXAJSo+KbU2HbBVuWe7HEAV6yAU+vgnmT5/LZlzuEbvlufD1XD3McwWuv5Yc1BkZLTuuVGjx4P1aU8e7f9viPPKSiGRJ6fdw8u+kVvUi6lCKbGuymxiNPHOg+K6o8kqtZ2k1jASY391rO5Q9ANyWVMUB1TiSWjEaS1iJkbm+qucCMhT2LyTdHlKq/WWy8etrHtnZNPCW/U6rGSF2fdw7N0dmHgZtgMpWS3PmoUVMpRHS8oVTmPGhySwL3c6+Z7UYudn3rijY20k1OjfWSPhyOVNyW8+YCq9K4VwjYyeW8hL5kF3QN5tcZyGUNOKaUxN+2p9KxnTX1L7mdn6cF5Sl7yMOS8hjq12GhU+g6hZmgVsNnbNTGwpW3VYvkjvmc1RrADdyjLj9+q6VljChvapMeor80a/ZAAEs1rbgxRcnmyXC7XA2dJu6NJY28UXd4tXJwvHpyfdQsTcmgNl4gSAhAzk3rypUtsanmZZPY8crp1qp9Ky39d7HLuPbtlsjbjDQHIx9i5mVfPq6Qhyma9LkWWFpPvsJqwTVI8/3DWn/VdMkp5qK3OzFxiQSt5b+x8tMUV7d94gxtjMNkNk0Dqww7tsTFTuprn2yRiMgFO1DAJycrMKSvV11LdbWIxT6S6tNls8sXDF4DFy7/zicvHWqSLyFkYs9jU/EzEfl7b9V7g+On7bhCSwotCZrDqOhwWHc7Pu0/55BwIZUHnKGcK5RJSzqW1elEgKyKgEIhggIZAMABq6pkWc4y0/jlAhryFOcbvb0Plp+zvua28e81WydpTuKYV0ng7CKDvOsiW603Oz31sdIKqxJiZuREFKl3yB2dnZWt1HbevTh0ffrwm3Bjlp+3vI7faInj0lrfzJpI+lvhWqB8V6M7OQ3b5ZJ1zwKoKuh8beO4gWOMHlQWGm84X/vDheQ1vSwyNYbGxtmb0wTRpPflhduIKN8d6umkh1m6XtP3Kj4nEjVb9fJMhDgXNaKo+c6sp606DRlPNajVd8sV6lZ88Wq4H0RKAguLPR8HYSVCEuQMoeWPUxXl/cb7oXKUIsFBEqIQkjRFxYFthFE1ri+n87s1vgvjbz+OB/T2xbrPxq1Fd34mIV429cria/ZDopLnRafSuBJfrvForioMMxtR98fmFgEBmDaUMXccX3/Tg4jzFcClYNCqHxNKSW6YGLzOiD03K+RXc/jXhdrLcuEXqnpweFenR01a7rlZ8t49sqRCjLS5Sbk27M6b1arO83JQMMBEGlCbzn2egCchAJMfZeXdx0XceMawaV4ciSlap5VGB6l/jNjJW2sfphrd2UdxClp+yv4/I+FOK' $MeinBild &= '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' $MeinBild &= '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' $MeinBild &= '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' $MeinBild &= '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' $MeinBild &= '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' $MeinBild &= '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' $MeinBild &= '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' $MeinBild &= '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' $MeinBild &= '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' $MeinBild &= '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' $MeinBild &= 'A6vkvHxe8lpkuzu3wO6SObAaZHoeORxm7n6bw0PZKoKRGuK/h0DOdSNLIavX8JlyJbJEVKPSzYP+DMjWbCaR6XLxT58iPIMmfkiodz3NF960+XHLy1XkPodhwXJs4d2PsNfDlDWPXLzWuN0iIuUA+nHNgvERB+NLrdL9/e8Lkks4ejhcCwroIsDbgtse0UXMUrSJXqgjAM824b/Xhm7o9p5iYat5j7FQAMbAxbl6Cm4iRqai+xXj0t87inoRMlgj5Wors9jvvsbv/8ml+uy8IX3lNGHJouHLGHdiEWRY6ULrlBE1fjbZL+fvik7Bi4cUNYnZRN9bZ/rdu54XAKLVNIppkaKqcAt1DZDhyP4Uiafwu4wg6bQbC+fWhcHHJb4lZtFZlYkMKpOV8ju/sFoNMoOhmIspWRjGkzA3OSi90H5451ixNyLSG94LwwRkvr1+fPnw4eXlmzK+XuffDI/55mKqquxCEPB2Q8/hVuuUVTUI0e+VNf1eIZ/Lv853gWMFPXnNSNgXUa6fsHMmNbds51MhAjMDJDwi5N4U8Rnz/4wxYkUGdnZRtKrKdJleXq7TdFl6q6w+44gQkdstri+XUi613gBXBQj33sOvx3jjyL7TJT5kiTMzc1+7cA2r9tXHqnRteXlXPHJF2sGk27Ht79sMCbKkVS9yqJsqRINVVaxcGLi9zrUyvlDlzXcN6SnS/Wu+IhEU4WSlvNg337wISrlHyrzy9TWm6TJNRTQkohslYlRaOuAVwNA2dEsKlGWyOTzbVuTk5JyenY33izMUkV57I+G7LsfubjIg8gj45esC775QAUQq+nm5qdbAXMOdWb9r2W2Px5fC/p1nFh2OKrUUu77YNJViQnrZnbRcNmdJyZbVYE2o8egdq1tQwHDV8dRF5HKZXme6u4gx0rX1biL/7qWRLMcg0upuLTh6Ms+uQ/XUi/U2/fkc9oZIr/smQZECiteot4g4cK58zvzfOXabjGSvICgv1+l6KVYke+BuuiEuhJdkraxz1AtFbcEBVXOsmD3YYgd79uKw6ss2TUUknQpkS+p5twbybl6e6kYPVZDuJujRO/u33j3o7siamSu5mZhx7JrxXtVZ53Bf9P795L+2MgY4IMnCI7y7dPXlRS9XU6Mqb7dbeG+AeR+wIT7Nt5guUS6t8wxJsVbIZCTpR7xcVmMco5RMY3AVqSQyJukrFsBZRtIoivb8G4nMeb3n5cu23oopFCmDPTVfL0SyZIIL0jgtPvttnsOh2+yIsQTB1x5p+ehRaFZKuVwu15ewIhG3oJAu9+6NkbVntFALYw6mubUl6wq6kp1tsU6jO6Q7VGQgkV/rpc/fZXv8kSHsTsyO8cNQHKY7VVUAuFevzpWm7EnF1x7jcwGo6vV6fflwfZmmSRQeqK5EES13EYkpkIOXb37JT6w3E1xMWSswXXUCayowxPatZGObhCiZnueqat9cp/n1I8NLKWmk0BNPw1kEbZzEe585LJSqoqAL9WIvQrjfDDI38QSpnZNUKME6ZLyPUyhd3ZOUCqDtMyFmqqGFr/PrR49XUVw+SLQ+R7K9D09s7GcxwGebZYywwBroEWYvANxvgnma8HLFy8t8ucZcSRI6OSMgpBx3Ngayqi3CxWtENn2WTeH/kfGf3UREVGPJ3yH8s2sJnNGGM4oxhrBt76OHUQmnqN9k8n2JGBGBQlQiEL6Ixw8SYs5g+zlizaG4EFEFrqqXS5kmFRV3X8Rk9nJWB7JGn0rehfMtipVrUZLhnpIZgLG86M74sLNZKqEmpVh1wUad+4pjJL9LDLtIb747CJ4tGe+RS3t5u6XumaplDJ16RK1Ra7RI/y86/+ePA1VQRXG5Ti/X6XIxMKJW6IrViaKnWN4pvNxuPpX6Mn0QCZ9nKaUBWCkd8PKg4A4BwaQ2TSWjbqCylKF6/pU+Yy1F9kEQ4EKctPUrP1LTtzdZGFYGL0u3TFBVPKTeYr5lARKIPtg555M8GmcTGtWw4aAyXlXt' $MeinBild &= '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' $MeinBild &= '1kSFw2t3+8NUm6najJTq7r5Bmv00v5D/wD0mM1HU6oywSV8u5XqdAF/F7978uGtosdDzXqbyYJyHSJwM1XCiVs43n0qxIqKk+5k4pq1iWk9aFheRaSpWtU/uh2Dti3oNafX0F12ibbV1GhuIimj3FgoJr157TeMvNLET6tKoY9BnEf1wma5XNeNiKufAv3Gkf/fTNjaZx87T45HBwh68VUwzi6lJZOnrs5cC0GMiArDsLayhy4Se2XZntz+/VDqWryZe7Q6HB0/c/ZSCWxKknuslInpffmh47jvG2Y4v2c8tKKIfrvryoUwmZOUWfh3LB02sP//0zu+aHwAgxARu7pznOk0TClVPeRixlCzIbRGmymmSWYDjruyH4/sIw109S/bbsXzTO2PA8sHCgjRiqYrQI+Y5RSGRc63jSwntKhoRYLxc7HKdigoksgoLcuE6Vu/wm4ydqDsi+ufwcoCqFgSd88x5djOmH/pwNFGtTaIFiJlCVaMbO3fnnzz3TLM4O98SuveqOXuU5jO8HC2lz71W90qKqYJyVgvkS7GphNB1KpeLvVwMEllTCtDR+DF05txIoyO671/nvVPxrF6lFmD1lqP7do+Q7QI9Uw3/hxwPxPXF1OqZViryGd06PmNkMHEp0/V6UdWI6uGLDpw+njfLxi1u8nGU986/SKm1qvr1xSLqd5/m0Jef/uynk/5uoyeNjGclEpG9wyJTHfDTb+K7715VBHZ1dxJqGjGPe2MDidPjDwqZhAECEh4RggBoyzKNtbnI6LLu0se33/4VkPAp5ktUCxB4DXHhy/ECndZx26Lg8lnTHqDI3EVKSzqZf+d6vb5cZGryL00MgNMSgwkQ2pz+AucMWYl8mroF6ndK3efo5buOl+51vkWxEd7LCafbMItjh68S3L3cNH5+v/vhmPKOt9reNoZTFgtxhshl9MvC+B81cj0XY4/FvYT3YKdoT7lcr6WkpxkkI8vo3t0jSfrpbI6W7oFb5fi1VC2676mbYP319fXlZQSbPrhDDtPuh4w00bdaK7vZPN4Hef3J/BcXQDtZusd2sZvubjhGdw1KmoDw2FBIU43T556YaO4eupjEFQ3iwhARA4S8vlyLmZlCPBGDwXSFP//Qw/HIrfLglZapq2Y595tfJlNdxCWS3ex8Eq9umMo0v74GqR2vBKvK+wSwH429FaYj6LI423U/gHf7r1rn8IollPFNRH9jVlvAy9IPnqDAhKJV1S7TlFGzzdiXNbA7Qo/I/Sa8d7Lquwn7QuJSz1FV0iPCZ6JAZRJFVgJ6DBgNlCLFLCJUivYwoh2ZWnnqHVK2zXSmH/OgPMt4+f6GrQ4M9v81fWXRz+/U6ExNO8NyrH3Tt7vNAAidgAlVUVRtyvJDTiZVZ95BsNKt0Qv+rvF+LI/NSi1AygydYrJ4kYHVGX1wH9ZJbbJwD4FCQsLHZI+HWP62otFxcSDsKWxsLQH3hoE7RKdHJo6rZH39h+t8utG5znybl5+sAyYUgalYwVQUWIqBAoDA2BiTj5Aejaxn81mU0vz6boOriKQ9a7fL5jlUmfXdWqnXhyEiJK2UMlHm190yHkJ3bFO2Oe2Re2NjLsimy4dkI70A/ScOoiQZDG+rrKqxCgdnevkZLy/DQ3chSmIokFkBM50uWorRazeqKKhkLjgO/VEPtPD78W69PBXTe6hnAuYQ44pH1A+pwNFUm1LEc9J99PXz1Ppd0Md2qnJ/vM90SdCRHW149wQe0qrWE1e1LKZCRNPASQbCu2E13j2BZfL3+eVvXUlv7gnAhkl7ie/qp08fbz+zD9eXi/Di9QZgOoONKhB6ielFX+cbsnAURQcGvM0i3CDWE2pg7bVcKl2liGohqQM6jG/eAr8WwLe+E/LxVqBF7TUiyJuKSqrCJ889y99eOch4VFRM6DfCzXC9TtMkJu5xY0xNZoKEMBLbCfAA3iLCKKNlhmQrlMK9LfwzDK6nI9erOkt1M6gqEee8nJKJLEadW1zB' $MeinBild &= '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' $MeinBild &= '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' $MeinBild &= '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' $MeinBild &= 'epdxGahZc8/dJZP5TItOMyMxO7ZK8Dlp6af1A7FNYdmJ3WdYXkQCIKtATRPRRN5ohn6A5WaXNq2BNwf91UFGeCa6sxtaZCplOY0UMoLyTFfMZYx6+QazcY/luamjUo3Z3cWSDDYis3ux+1fdfH3v/lADNLxWpLtFbRKDlJpr1PhOatWkL7xmx9oxludlSkFNZNIugo4VoUYs74BHPhHoSnw6VkwASC8ehz2AcfjZSsn4UjKqM7xmAddb1pZkCtOiYm3aS/MkSkZpv1ePfxrLgdwTZEiNamZKhRVTkULi06fz2p3fi5cvb6Jp/Wa4i4tAXMzEzCIiDSIiLefx/kHL54iwDvLlzPtLlhOOuG/DeO8fVFVUUg5w+ugmwVu83GchJYIeiIos/R4khUinsaJT7wKg+txXI4/3GT5e02GUe2/ubnAwzqwvUGtVlgLVkl7CTzgJYdiOpwjA+TQka/cEXVwJRlHTZUHHk5+2BJDcGeoPJIpDYVtEyJriQd+anf5uof5gvH5aGpdIRJCW80lxEABguZ+DQXJqdczSMytIkw6VT9P2gs6ceqFyaWpPylIEEM2ekW4mnTIiTETcKeGQUJGf/AwRMd9Qa7iLiglMpARfl85jIrJgraDrkVuPlvXVb5rJqqbP6NVDKFNQ5llm4Ccf4Coa2WB8Na8op6GAX48DEEGPCBekjGYgWBvWYIQuqZ3jpyc1uoslYKY3AwAxk+4ur+Gh3SjL3kYqt6qKIRAAiRqo7jWCEWNiOGVImYsWX7sUAhdAJG19XNhWM+HJqnnGFkWNe4L/JmF/SkkN0qCAmBAqCqZ8AVaV1U8DCLfRgzhFwWc5U0o3cnBBh3eP++i3Pg6cGojt0g6V+Q1ofZkFwYwL3fpstHFZNg+NStJ5MsuyMnUqUJ0REXOcxl3dHz88uIyd4fbwyG68v7NxL2HAoOiG7ItoKSKK8AhvwFgsYsv/fvbBzZOuHNauGeMUxuHVO/3IJMLxPge0fRQU2pHBJr84ToYTNlm+gHCrGqwm3pTh204yEQ00vpzFcNzDGeHuSS1ERHVtQv702G2CN2G8G2+AfCfJDzgRIsoIUe2RPQr0HocabvRa71PJDpSl7fGnfN7DCRG+VmfYCUqyEPZUxENELLM+R+aNVfwZP/f/kYXjMzaqxWI3E/U60HRlZPVvkp4id4QHgpGmvsOIl0MJ8VB6OLwE3cM/fn2wCR64VQ6o+miaYL58RBpbvYapZVcpVVOElhLiLSq+7xvpsU1jwMWT7ONwePi46MMNewxC3wxoIgWBTdJnu2jsk2ZpiujbADDQ0W4KQMDAIqgf2Np8jsrwcLKvfhCEWNIE5R3w72B8vBUeLMVOocBJAvvbvHz4f/JT972nkghAJERpAjOLW/dz7CZ3pErtZr9+3VXR6wGky2ROtCz2jynjRGrRu/u31Rk+t69pCEtHAsSEzrZVopP0xUudynKCKiojomZuJ8hmEF01GullgO+X5TEv3wH+cB/IFt3vOej7efmgo8vgXzcUgSByMxOZQSkxTSXSjOTNnddlzxOp7S7jcMlnPhF5NEi0NtNjCa+FSgUgCW8AvSjvqMUxpS90LCdpggAZzcmhIEUN9EWaG0i6R+u/QtAr2MpPqRpAy8SfgDT3LJstFY3ovV217e6VT234z4x3gPyxAG8tNi1xzkWT9WkpFlkiIrgIcWRrzbxl5wdS+i5q9n4Oybeie7/vN36X/lYha3P/ExGv7WwV+olSrqtNl31ID14WKSIZ1alprksKmJELra3UGpP6Rvj6IS9/AObHv5bdQixryhanB1kRMtVUA7x51hGN66jcfJGVJPNrAwKG1JuJmAIX80B4pFwzL+IPVFS70TguQnZJbSHOyzsoBHARVdYeg9azBEAwMozBRAyWxgOBiDK7s46vnDWJ1txSAQfFXViycFPILCKCiYxaIeGNGQeyoVbmXRCt6XCxBYs6N20p+BMUQpXuys43OjOg3DUxXgzGR4jRqdQK' $MeinBild &= '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' $MeinBild &= 'r7fXhV1FuFef6xwRlddchdSrVVr/w5D1oWM+mM9rxbOumQuAMM0yMgwIGb0QB1W66VBVlExGExdTAJEtsjpcGaKdUDua2TG/2rRWiBjgQdNpc2Q536bYArUtkTr28E7ifwzKe3X//wcSUYXXD17XLQAAAABJRU5ErkJggg==' Local $bString = _WinAPI_Base64Decode($MeinBild) If @error Then Return SetError(1, 0, 0) $bString = Binary($bString) If $bSaveBinary Then Local Const $hFile = FileOpen($sSavePath & "\MeinBild.png", 18) If @error Then Return SetError(2, 0, $bString) FileWrite($hFile, $bString) FileClose($hFile) EndIf Return $bString EndFunc ;==>_MeinBild Func _WinAPI_Base64Decode($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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Das ist ja lustig... denn bei mir funktioniert dein Script auf Windows 10 nicht. Auf Windows 7 aber wohl... ha, was ist denn das wieder für ein Sch...
; Windows 7: Microsoft Windows [Version 6.1.7601]
; @AutoItVersion: 3.3.14.5, @OSType: WIN32_NT, @OSVersion: WIN_7, @OSArch: X64
; Windows 10: Microsoft Windows [Version 10.0.17134.112]
; @AutoItVersion: 3.3.14.5, @OSType: WIN32_NT, @OSVersion: WIN_10, @OSArch: X64
Auch diese Minimalbeispiel hier funktioniert nur auf Windows 7...
AutoIt
Alles anzeigen#include <GUIConstantsEx.au3> #include <ProgressConstants.au3> Example() Func Example() GUICreate("Marquee Progress Bar", 290, 90, -1, -1) ; An example of starting/stopping a scrolling marquee of a progress bar. Local $idProgress = GUICtrlCreateProgress(10, 10, 270, 20, $PBS_MARQUEE) Local $idStart = GUICtrlCreateButton("&Start", 10, 60, 70, 25) Local $idStop = GUICtrlCreateButton("S&top", 85, 60, 70, 25) Local $idExit = GUICtrlCreateButton("E&xit", 160, 60, 70, 25) GUISetState(@SW_SHOW) ; Loop until the user exits. While 1 Switch GUIGetMsg() Case $GUI_EVENT_CLOSE, $idExit ExitLoop Case $idStart ConsoleWrite('+ Start...' & @CRLF) GUICtrlSendMsg($idProgress, $PBM_SETMARQUEE, 1, 50) ; Send the message $PBM_SETMARQUEE and wParam of 1 to start the scrolling marquee. Case $idStop ConsoleWrite('- Stop...' & @CRLF) GUICtrlSendMsg($idProgress, $PBM_SETMARQUEE, 0, 50) ; Send the message $PBM_SETMARQUEE and wParam of 0 to stop the scrolling marquee. EndSwitch WEnd EndFunc ;==>Example
Edit: Grrr... liegt an meinem Style mit WindowsBlind... ohne sieht es so aus... (Windows 10)
Edit2: Workaround mit WindowsBlind
AutoIt
Alles anzeigen#include <GUIConstantsEx.au3> #include <ProgressConstants.au3> Example() Func Example() GUICreate("Marquee Progress Bar", 290, 90, -1, -1) ; An example of starting/stopping a scrolling marquee of a progress bar. Local $idProgress = GUICtrlCreateProgress(10, 10, 270, 20, $PBS_MARQUEE) DllCall("UxTheme.dll", "int", "SetWindowTheme", "hwnd", GUICtrlGetHandle(-1), "wstr", "Explorer", "wstr", 0) GUICtrlSetColor(-1, 0x66cc00) GUICtrlSetBkColor(-1, 0x44aa00) Local $idStart = GUICtrlCreateButton("&Start", 10, 60, 70, 25) Local $idStop = GUICtrlCreateButton("S&top", 85, 60, 70, 25) Local $idExit = GUICtrlCreateButton("E&xit", 160, 60, 70, 25) GUISetState(@SW_SHOW) ; Loop until the user exits. While 1 Switch GUIGetMsg() Case $GUI_EVENT_CLOSE, $idExit ExitLoop Case $idStart ConsoleWrite('+ Start...' & @CRLF) GUICtrlSendMsg($idProgress, $PBM_SETMARQUEE, 1, 50) ; Send the message $PBM_SETMARQUEE and wParam of 1 to start the scrolling marquee. Case $idStop ConsoleWrite('- Stop...' & @CRLF) GUICtrlSendMsg($idProgress, $PBM_SETMARQUEE, 0, 50) ; Send the message $PBM_SETMARQUEE and wParam of 0 to stop the scrolling marquee. EndSwitch WEnd EndFunc ;==>Example
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- Offizieller Beitrag
Da Du in "Programmieranfragen" gepostet hast, dachte ich, dass Du ein fertiges Script haben willst.
Wenn Du es selbst machen willst, dann wäre "Hilfe & Unterstützung" richtiger gewesen.
Aber abgesehen davon, erzähl' uns doch erstmal was Du erreichen willst.
Wie willst Du zwei Progressbars mit "aufwärtssteigenden Balken" (was immer das sein soll) anzeigen lassen, wenn Du keine Prozentangabe berechnen kannst?
Oder weißt Du, wann die Anwendungen beendet werden?
Was sind das für Anwendungen? Wer startet sie? Wie lange laufen sie?
Um genauer auf Deine Wünsche eingehen zu können, musst Du mehr Informationen liefern.
Das mit dem Bild hinzufügen und das Icon ändern sind Kleinigkeiten, die wir später klären können.
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Guck dir mal diese Scripts an, ob da was Schönes für dich bei ist: _GDIPlus Animated Wait Loading Screens (coded by @UEZ)
Wenn du keine Prozente ermitteln kannst, dann wären die hier sicher erste Wahl:
_GDIPlus_AnotherText.au3
_GDIPlus_GearsAnim.au3
_GDIPlus_GlowingText.au3
_GDIPlus_HypnoticLoader.au3
_GDIPlus_LEDAnim.au3
_GDIPlus_LoadingSpinner.au3
_GDIPlus_LoadingTextAnim.au3
_GDIPlus_MultiColorLoader.au3
_GDIPlus_RingProgressbar.au3
_GDIPlus_RotatingBokeh Example 2.au3
_GDIPlus_SimpleLoadingAnim.au3
_GDIPlus_SpinningAndGlowing.au3
In dem Archiv im Anhang habe ich bei _GDIPlus_RotatingBokeh Example 2.au3 zwei Includes für @AutoItVersion > 3.3.14.2 hinzufügen müssen, ansonsten sind sie identisch mit denen, die ich oben verlinkt habe.
Die ausführende Datei ist eine konvertierte Batch to EXE!
Hast du die Batch-Datei denn noch? Denn dann könnte man das auch mit AutoIt machen und hätte so höchstwahrscheinlich die Möglichkeit, an die benötigten Prozentwerte zu kommen.
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@claushendrik
dann denk noch daran auf die Fragen von Oscar einzugehen
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Hey @claushendrik
bevor Oscar antwortet, möchte ich voranschicken: Man kann den Balken, wie bereits in Oscars Skript geschehen, als Endlosschleife (Marquee-Style) laufen lassen. Dabei kann regelmäßig geprüft werden, ob der gestartete Prozess noch läuft und wenn nicht -> Tata, beendet.
Wird die Progressbar vorher beendet dann soll die ausführende Batch to EXE auch beendet werden!
Dafür muss sich die (Batch).exe aber auch problemlos beenden lassen. Dann ist das kein Problem.
PS: Ich möchte Oscars Hinweis noch einmal bekräftigen. Was du mit Batch machst, kannst du auch mit AutoIt. Machst du es mit AutoIt, so hast du eine viel bessere Kontrolle über den Programmablauf. Daher solltet du wirklich erwägen, die benötigten Abläufe genau zu beschreiben.
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- Offizieller Beitrag
Wird die Progressbar vorher beendet dann soll die ausführende Batch to EXE auch beendet werden!
Wie Bitnugger bereits geschrieben hat, wäre es sehr hilfreich, wenn Du die Batchdatei hier postest, dann kann man das komplett in AutoIt umsetzen und hat damit die volle Kontrolle über den Ablauf.
Damit wäre dann auch eine richtige Progressbar möglich.
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Den Zeitraum wann die Anwendung beendet wird kann ich nicht sagen da es ja davon abhängt was/wie lange geloadet wird!
Auch wenn es schon von Oscar gesagt wurde, aber ohne irgendwelche (und wenn es geschätzte) Fortschritts-Daten, ist nur der Marquee-Stil möglich.