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","https://editor.mnweg.org/uploads/images?url=https%3A%2F%2Fpixabay.com%2Fget%2Fgd61a095c9ffb8f888487a6ce1d44313ecc36141d393fc5057de87c839a7be9de67daf1bdfc41a780d4c233263e83a84a_640.png&width=549&tileId=98af66e7-b11c-4f1b-b2dc-d6b321998c10":"data:image/png;base64,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","https://editor.mnweg.org/uploads/images?url=https%3A%2F%2Fpixabay.com%2Fget%2Fgd61a095c9ffb8f888487a6ce1d44313ecc36141d393fc5057de87c839a7be9de67daf1bdfc41a780d4c233263e83a84a_640.png&width=549&tileId=c4c2d771-9527-4455-86e3-b885516ead0d":"data:image/png;base64,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und Kästchen","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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