Hallo,
ich bin echt am verzweifeln : - (
Ich habe ein umfangreiches Makro programmiert . Ca. 50 DIN-Seiten, daher kopiere ich den Code hier nicht rein. Dieses Makro ging bis vor kurzem problemlos.
Leider stürzt es neuerdings immer mal wieder ab. Mal läufts durch. Mal stürzt es ab. Und das an unterschiedlichen Stellen.
Zudem ist die Datei durch Grafiken relativ groß (7 MB) und es sind viele Formeln in den Tabellenblättern enthalten. Wäre es möglich, dass das zwischenzeitliche Berechnen oder Speichern der Datei während des Makros stört?
Die Alternative die ich noch sehe, ist alles in eine neue Datei zu kopieren. Was aufgrund des Umfanges der Tabellenblätter in der Datei, der anschließenden Kontrolle, aber echt lange dauern würde. Würde ich wenn es geht gerne vermeiden. Vielleicht fällt euch ja noch was anderes ein.
Hoffe sehr, dass ihr mir weiterhelfen könnt.
Anbei das Fehlerprotokoll aus Windows.
LG Hanna
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)
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