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zuordnen","editor.tile.allocateWords.fillerWord.count":"{n}x","editor.tile.pairOfTask":"Paare bilden","digital.worksheet.prefix":"dAb","digital.worksheet.url":"/dAb/{slug}","digital.toolbar.zoomIn":"Vergrößern","digital.toolbar.zoomOut":"Verkleinern","digital.toolbar.markRightWrong":"Richtige und Falsche anzeigen","digital.toolbar.showSolution":"Lösungen anzeigen","digital.toolbar.scrollNextTask":"Scrollen zur nächsten Aufgabe","digital.toolbar.shareSolution":"Lösung teilen","digital.toolbar.downloadSolution":"Lösung herunterladen","digital.solution.headline":"Bearbeitetes Dokument","digital.solution.studentId":"Stimmt diese Nummer nicht mit der im Dateinamen überein? 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
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