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"},"translations":{"editor.tile.nameHeader":"Namensfeld","math.subtractionSign":"−","math.additionSign":"+","editor.tile.headline":"Überschrift","editor.tile.task":"Aufgabenstellung","editor.tile.postIt":"Klebezettel","editor.tile.qrcode":"QR-Code","editor.tile.image":"Bild","editor.tile.table":"Tabelle (alt)","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.
\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?
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