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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 tutory.de herunterzuladen. Damit entfällt die Notwendigkeit eine Lernplattform zwischenzuschalten. Aus Datenschutzgründen ist jedoch eine Vorarbeit nötig. Lesen Sie mehr unter: https://www.tutory.de/profil/datenschutz.
\n
Wenden Sie sich für Rückfragen gern an: support@tutory.de
","digital.noScriptWithLink":"Auf diesen Weg kann das digitale Arbeitsblatt leider nicht angezeigt werden. 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