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"},"translations":{"editor.tile.headline":"Überschrift","math.subtractionSign":"−","math.additionSign":"+","editor.tile.hint":"Hinweis","editor.tile.text":"Informationstext","editor.tile.cloze":"Lückentext","editor.tile.line":"Linie/Pfeil","editor.tile.multipleChoice":"Multiple-Choice","editor.tile.image":"Bild","editor.tile.task":"Aufgabenstellung","editor.tile.pairOfTask":"Paare bilden","editor.tile.paper":"Linien und Kästchen","editor.tile.qrcode":"QR-Code","editor.tile.definition":"Begriffsdefinition","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 tutory.de herunterzuladen. Damit entfällt die Notwendigkeit eine Lernplattform zwischenzuschalten. Aus Datenschutzgründen ist jedoch eine Vorarbeit nötig. Lesen Sie mehr unter: https://www.tutory.de/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 tutory.
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