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Dann handelt es sich womöglich um eine Kopie eines bereits bearbeiteten Arbeitsblattes.
Mehr erfahren.","digital.toolbar.clearInput":"Eingaben löschen","digital.toolbar.clearInputAndSelectTile":"Eingaben löschen (wählen Sie einen Baustein)","digital.toolbar.infoTile":"Baustein-Information","digital.toolbar.infoTileAndSelectTile":"Baustein-Information (wählen Sie einen Baustein)","tile.digital.explanation.fallback.passive":"Du kannst hier nichts weiter tun.","tile.digital.explanation.fallback":"Tippe oder klicke – sofern vorhanden – auf die Lücken, um diese auszufüllen.","tile.digital.overflowMessage":"Text zu lang, bitte kürzen!","tile.allocateWords.digital.explanation":"Tippe oder klicke auf eine Lücke, wähle aus dem Dropdown aus bzw. gib die Wörter ein.","tile.paper.digital.explanation":"Gib einen Text ein.","tile.paper.digital.nonLined.explanation":"Hier kannst du leider nicht schreiben. Eingaben sind nur auf einfacher Lineatur möglich.","tile.multipleChoice.digital.explanation":"Tippe oder klicke in die Kästchen oder Kreise, um eine Antwort zu wählen.","tile.multipleChoiceTable.digital.explanation":"Tippe oder klicke in die Kästchen oder Kreise, um eine Antwort zu wählen.","tile.pairOfTask.lines.digital.explanation":"Um ein Paar zu bilden, tippe oder klicke auf einen Partner und tippe dann auf den dazugehörigen Partner auf der anderen Seite. Um ein Paar zu löschen, tippe auf einen der verbundenen Partner.","tile.pairOfTask.number.digital.explanation":"Um ein Paar zu bilden, klicke auf den rechten Partner und gib die Nummer des dazugehörigen Partners auf der linken Seite ein.","tile.sortTask.digital.explanation":"Tippe oder klicke auf die jeweilige Lücke links und gib eine Zahl ein, die die Reihenfolge kenzeichnet.","tile.wordSearchPuzzle.digital.explanation":"Tippe einzeln auf die jeweiligen Buchstaben, die zu einem Lösungswort gehören. Wenn du mit einer Maus bzw. am Computer bist, kannst du mehrere Buchstaben gleichzeitig markieren. Erneutes tippen oder klicken löscht die Markierung wieder.","tile.crosswordPuzzle.digital.explanation":"Tippe oder klicke auf das auszufüllende Feld und gib den Lösungsbuchstaben ein.","tile.mathplot.digital.explanation":"Hier kannst du aktuell leider noch nichts ausfüllen, eingeben oder einzeichnen.","tile.signature.digital.explanation":"Hier kannst du aktuell noch nichts ausfüllen oder eingeben.","tile.qrcode.digital.explanation":"Tippe oder klicke den Code an, um den Link dahinter aufzurufen bzw. den Inhalt anzuzeigen.","digital.solution.filename":"Lösung","digital.solution.text":"Lösung","digital.noScriptHint":"
Wenn Sie das lesen können, dann wurde das digitale Arbeitsblatt nicht geladen. Hauptsächlich liegt das daran, dass es nicht in einem eigenständigen Browser-Tab geöffnet wurde, sondern in einer Vorschau, die das Laden der Inhalte des Dokuments blockiert.
\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.
\nEinige Betriebssysteme, wie iOS (für iPad und iPhone), sind so voreingestellt, dass die digitalen ABs nicht direkt im Browser geöffnet werden. Nutzen Sie dann zunächst eine Lernplattform, die das Öffnen der digitalen ABs in einem Browser-Tab ermöglicht.
\nFür Lehrkräfte: Sie können dieses Dokument auch als Download-Link anbieten. Über diesen wird es Lernenden möglich, das Arbeitsblatt direkt von mnweg.org herunterzuladen. Damit entfällt die Notwendigkeit eine Lernplattform zwischenzuschalten. Aus Datenschutzgründen ist jedoch eine Vorarbeit nötig. Lesen Sie mehr unter: https://editor.mnweg.org/profil/datenschutz.
\n
Wenden Sie sich für Rückfragen gern an: support@tutory.de
","digital.noScriptWithLink":"Auf diesem Weg kann das digitale Arbeitsblatt leider nicht anzeigt werden.
\nDas kann daran liegen, dass Sie es von einem iPad aus öffnen oder es in der Vorschau von anderen Programmen sehen, die unsere digitalen Arbeitsblätter nicht öffnen wollen.
\nWas kann man tun?
\n\n 1) Ermöglichen Sie das Bereitstellen dieses Dokuments per Link. Mehr dazu finden Sie im Dialog zur Bereitstellung des digitalen AB auf MNW.
\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
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