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"},"translations":{"editor.tile.nameHeader":"Namensfeld","math.subtractionSign":"−","math.additionSign":"+","editor.tile.image":"Bild","editor.tile.task":"Aufgabenstellung","editor.tile.paper":"Linien und Kästchen","editor.tile.pairOfTask":"Paare bilden","editor.tile.textCard":"Textkarte","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.
\n 2) Laden Sie das Dokument in einem Lernmanagementsystem hoch, von welchem aus Lernende es im Browser öffnen können. Ziel des Versuchs muss es also sein, dass Dokument von einem Browser öffnen zu lassen. Wenn das gelingt, so kann das Dokument auch zuverlässig angezeigt werden.\n
Melden Sie sich bei Rückfragen gern beim Materialnetzwerk eG-Support oder lesen Sie Details zur Sache auf https://mnweg.org/faqs
\nViele Grüße
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