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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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