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"},"translations":{"editor.tile.nameHeader":"Namensfeld","math.subtractionSign":"−","math.additionSign":"+","editor.tile.textCard":"Textkarte","editor.tile.image":"Bild","editor.tile.task":"Aufgabenstellung","editor.tile.text":"Informationstext","editor.tile.paper":"Linien und Kästchen","editor.tile.pointsFooter":"Bewertungsfeld","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?
\n\n 1) Ermöglichen Sie das Bereitstellen dieses Dokuments per Link. Mehr dazu finden Sie im Dialog zur Bereitstellung des digitalen AB auf MNW.
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