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und Kästchen","editor.tile.image":"Bild","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
\nIhr MNW-Team
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