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","https://editor.mnweg.org/uploads/images/PastedGraphic-16_b205c6af-47e8-46b5-b119-6269de858fcc.png?width=261":"data:image/png;base64,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","https://editor.mnweg.org/uploads/images/PastedGraphic-15_4ec6c50d-358d-446a-92e3-1c2721efff11.png?width=1056":"data:image/png;base64,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"},"translations":{"editor.tile.text":"Informationstext","math.subtractionSign":"−","math.additionSign":"+","editor.tile.task":"Aufgabenstellung","editor.tile.paper":"Linien 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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