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","https://editor.mnweg.org/uploads/images/DA735A92-9D4D-4692-9FED-C3CB22883A7E_d9f1da68-b552-4c89-9e38-6abaad4c58b5.png?width=150":"data:image/png;base64,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"},"translations":{"editor.tile.headline":"Überschrift","math.subtractionSign":"−","math.additionSign":"+","editor.tile.image":"Bild","editor.tile.table":"Tabelle (alt)","editor.tile.text":"Informationstext","editor.tile.postIt":"Klebezettel","digital.worksheet.prefix":"dAb","digital.worksheet.url":"/dAb/{slug}","digital.toolbar.zoomIn":"Vergrößern {shortcut}","digital.toolbar.zoomOut":"Verkleinern {shortcut}","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.copySolutionUrl":"Lösungs-URL kopieren","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.
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