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"},"translations":{"editor.tile.headline":"Überschrift","math.subtractionSign":"−","math.additionSign":"+","editor.tile.text":"Informationstext","editor.tile.sortTask":"Sortieraufgabe","editor.tile.task":"Aufgabenstellung","editor.tile.hint":"Hinweis","editor.tile.cloze":"Lückentext","editor.tile.image":"Bild","editor.tile.definition":"Begriffsdefinition","editor.tile.qrcode":"QR-Code","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?
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