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\nWenn Sie eine Lernplattform nutzen, versuchen Sie das Dokument zunächst herunterzuladen (Rechtsklick, Speichern unter) und dann die Datei zu öffnen.\n Wenn die Lernplattform ermöglicht, per Rechtsklick oder Auswahlmenü das Dokument in einem neuen Tab zu öffnen, dann probieren Sie das ebenfalls.
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\nWas kann man tun?
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\n 2) Laden Sie das Dokument in einem Lernmanagementsystem hoch, von welchem aus Lernende es im Browser öffnen können. Ziel des Versuchs muss es also sein, dass Dokument von einem Browser öffnen zu lassen. Wenn das gelingt, so kann das Dokument auch zuverlässig angezeigt werden.\n
Melden Sie sich bei Rückfragen gern beim Materialnetzwerk eG-Support oder lesen Sie Details zur Sache auf https://mnweg.org/faqs
\nViele Grüße
\nIhr MNW-Team
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