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{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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Für 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.
Wenden Sie sich für Rückfragen gern an: support@tutory.de