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  1. AutoIt.de - Das deutschsprachige Forum.
  2. Mitglieder
  3. Mr. Bungle

Beiträge von Mr. Bungle

  • Tastenreihenfolge nach bestimmten Kriterien

    • Mr. Bungle
    • 21. Mai 2015 um 11:07

    Ja das mit den Bildchen hätt ich mir schon selbst denken können. Entschuldigt bitte...

    HotKeySet("{F11}","_Pixel")
    HotKeySet("{F12}","_Exit")
    While 1
    sleep(20)
    WEnd
    Func _Pixel()
    $pos = MouseGetPos()
    $pixel = PixelGetColor($pos[0],$pos[1])
    MsgBox(0,"",$pixel)
    EndFunc
    Func _Exit()
    Exit
    EndFunc


    HotKeySet("{^}","_fnAusgabe")
    HotKeySet("+{^}","_Exit")
    While 1
    sleep(20)
    WEnd
    Func _fnAusgabe()
    Send("{m}") ;Diese Taste soll so oft hintereinender gedrückt werden, bis eine bestimmte Farbe auf dem angegebenen Pixel erscheint.

    Send("{DOWN}") ;Falls das oben erfüllt ist, sollte das gleiche mit dieser Taste geschehen.

    Send("{DOWN}")


    Send("{ENTER}")

    Send("{DOWN}")


    Send("{DOWN}")


    Send("{ENTER}")

    Send("{ESC}")
    sleep(1000)
    Send("{ESC}")
    sleep(1000)
    Send("{ESC}")


    EndFunc


    Func _Exit()
    Exit
    EndFunc

  • Tastenreihenfolge nach bestimmten Kriterien

    • Mr. Bungle
    • 21. Mai 2015 um 10:53

    Ich arbeite auf einem Programm wo nach dem "m", sich ein Drop down Fenster öffnet. Allerdings ist hier die Geschichte, das ich die Tasten folge bereits mit zeitlichen Abständen abgelaufen lassen habe(sleep7000), was auch funktioniert hat, doch dann könnte ein Anschlag manchmal erst nach 5-7 sec geschehen und das dauert mir zu lange. Dann kann ich das auch selbst machen....
    … und falls ich solch Bots oder dergleichen programmieren wollen würde, dann hätte ich meine Frage auf codebot.de gestellt. Danke

  • Tastenreihenfolge nach bestimmten Kriterien

    • Mr. Bungle
    • 21. Mai 2015 um 03:23

    Hi World,
    ich wollte mir ein Skript schreiben, das mir eine Tastenfolge ausgibt.
    Allerdings soll erst eine Taste gedrückt werden, wenn eine Farbe auf einem bestimmten Pixel erfüllt ist.
    Ich mag mich erinnern, das das irgendwie mit True und False zu tun hat.
    Das benutze ich um die Pixelfarbe zu ermitteln:

    [Blockierte Grafik: data:image/png;base64,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]

    Als nächstes eine Frage: Wie bekomme ich die Pixelposition ausfindig? Oder könnte man das auch beides gleichzeitig herausfinden? (Also Pixelposition & Farbcode mit einem Klick)
    (Ich benutze ausschließlich eine 1920x1080er Auflösung, falls das wichtig ist)
    Als nächstes mein eigentliches Skript:

    [Blockierte Grafik: 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]

    Für Ideen oder gar Lösungsansätze würde ich mich wahnsinnig freuen, da ich seit meiner IT Ausbildung nicht mehr geskriptet habe und das schon ein ganzes Weilchen her ist. <img src="" alt=":)">
    Ich hoffe ich konnte mein Anliegen einigermaßen Verständlich rüber bringen...
    Lg Martin

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