","zoomIn":"","zoomOut":"","info":"","sweep":"","fontStyle":"","hasSeen":"","downloadSolutionSheet":"","showSolution":"","checkmarkGreen":"","multipleChoice":""},"images":{"https://editor.mnweg.org/uploads/images/Starter-20Tonleiter_71a058d4-5749-44fd-81d8-f8e8d5364b98.jpg?width=831":"data:image/jpeg;base64,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","https://editor.mnweg.org/uploads/images/TL-20C-C-20Violin_5dc163ee-2bcc-41cc-af24-e5cfed8857c8.jpg?width=1929":"data:image/jpeg;base64,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","https://editor.mnweg.org/uploads/images/IMG-1633_307a231a-907c-4b6b-aca3-9d4487cebd1d.jpg?width=1668":"data:image/jpeg;base64,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"},"translations":{"editor.tile.image":"Bild","math.subtractionSign":"−","math.additionSign":"+","editor.tile.definition":"Begriffsdefinition","editor.tile.text":"Informationstext","editor.tile.hint":"Hinweis","editor.tile.headline":"Überschrift","editor.tile.task":"Aufgabenstellung","editor.tile.line":"Linie/Pfeil","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 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
"},"config":{"worksheetFormats":{"a4Portrait":{"code":"a4Portrait","name":"A4 (Hochformat)","grids":[{"id":"main","gutter":1,"columnCount":12,"columnWidth":13.25}],"gridGutter":0,"height":297,"width":210,"paddingTop":10,"paddingLeft":20,"paddingRight":20,"paddingBottom":10,"bindingPosition":"left","headerHeight":26,"headerMarginBottom":4,"footerHeight":12,"footerMarginTop":4,"logoMarginTop":6,"logoMarginLeft":6,"logoMaxWidth":20,"logoMaxHeight":20}},"defaultWorksheetFormat":"a4Portrait","fontDimensions":{"small":{"sizePx":12,"lineHeightPx":16,"label":"9","breakpointSize":"small"},"medium":{"sizePx":14,"lineHeightPx":18,"label":"10½","breakpointSize":"medium","isDefault":true},"large":{"sizePx":16,"lineHeightPx":22,"label":"12","breakpointSize":"large"},"extra-large":{"sizePx":21,"oldFloatSizePx":21.333333333333332,"lineHeightPx":29,"label":"15¾","breakpointSize":"extra-large"}}},"worksheet":{"name":"Dur-Tonleiter","format":"a4Portrait","fontSize":"medium","pages":[{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"Info"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"Dur-Tonleiter"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"Musik"}]}," ",{"tag":"span","attrs":{"className":"meta-subjectArea"},"children":[{"tag":"#","children":"JMLA Bronze"}]}," "," "," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"26.04.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/dur-tonleiter-9"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"1"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"2"}]}],"right":""},"bindingOutput":{"tag":"div","attrs":{"className":"page-binding left"},"children":[{"tag":"div","attrs":{"className":"page-binding-top"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-center"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-bottom"},"children":[{"tag":"#","children":""}]}]},"clozeStyle":"greyBox","formatCode":"a4Portrait","tiles":[{"id":"463be4ed-00d9-4888-9ef6-62c5601c7901","z":2,"templateName":"image","license":"cc-by-sa","licenseAuthor":"Patricia Schmidt","licenseVersion":"4.0","title":"Bild - Dur-Tonleiter","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":0,"width":70,"height":55,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":0,"--left":0,"--width":70,"--height":55,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"isFixedToBackground":false,"worksheetOutput":[{"tag":"div","attrs":{"style":{"height":"55mm","width":"calc(70mm - var(--border-padding-left, 0px))"},"className":"overflowContainer"},"children":[{"tag":"div","attrs":{"style":"left:-16px;top:-1px;width:277px;","className":"scaleContainer"},"children":[{"tag":"img","attrs":{"src":"https://editor.mnweg.org/uploads/images/Starter-20Tonleiter_71a058d4-5749-44fd-81d8-f8e8d5364b98.jpg?width=831","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "},"oncreate":false,"onupdate":false},"children":[]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 264.5669291338583 207.87401574803152","width":264.5669291338583,"height":207.87401574803152,"key":1714126571064,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-463be4ed-00d9-4888-9ef6-62c5601c7901"},"children":[{"tag":"path","attrs":{"d":"M1.6454524472355843 3.635080508887768 L261.5381736552974 -1.055705614387989 L264.60121701123916 206.984144798942 L-2.9605835005640984 209.54786001843968","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-image isImageLike font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"a9215a2b-fd34-45a4-acaa-31278f5f6557","z":1,"templateName":"definition","license":"cc-anonym-sa","licenseAuthor":"anonym","licenseVersion":"4.0","title":"Begriffsdefinition - Dur-Tonleiter","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":71,"y":3,"width":99,"height":45,"busData":{"stylesOutput":{"--top":3,"--left":71,"--width":99,"--height":45,"--border-radius":"var(--default-border-radius)","--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"span","attrs":{"className":"icon bookmark"},"children":[{"tag":"<","children":""}]},{"tag":"div","attrs":{"className":"eduMark title"},"children":[{"tag":"#","children":"Tonleiter"}]},{"tag":"div","attrs":{"className":"content align-left"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Eine Tonleiter ist eine Abfolge von "}]},{"tag":"p","attrs":{},"children":[{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"8 hintereinanderliegenden Tönen"}]},{"tag":"#","children":" innerhalb einer Oktave."}]},{"tag":"p","attrs":{"className":"empty"},"children":[{"tag":"<","children":""}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Der Anfangston (= Grundton) bestimmt die "}]},{"tag":"p","attrs":{},"children":[{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Tonart:"}]},{"tag":"#","children":" Eine C-Dur-Tonleiter fängt mit "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"c"}]},{"tag":"#","children":" an."}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 374.1732283464567 170.07874015748033","width":374.1732283464567,"height":170.07874015748033,"key":1714126571064,"className":"background"},"children":[{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":true,"lineHeightPx":18,"fontSizePx":14,"className":"tile-definition isTextLike hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-box borderWidth-S backgroundColor-grey fillStyle-solid fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"e03ee32d-a55a-49fd-b083-9e8a67360821","z":5,"templateName":"text","license":"cc-anonym-sa","licenseAuthor":"anonym","licenseVersion":"4.0","title":"Informationstext - Dur-Tonleiter","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":60,"width":170,"height":25,"busData":{"stylesOutput":{"--top":60,"--left":0,"--width":170,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Du kennst bereits die Stammtöne: C - D - E - F - G - A - H - C."}]},{"tag":"p","attrs":{"className":"empty"},"children":[{"tag":"<","children":""}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Aus ihnen kannst du die"},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":" C-Dur-Tonleiter"}]},{"tag":"#","children":" bilden. An diesem Beispiel schauen wir uns die wichtigsten Merkmale einer Tonleiter an: "}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 642.5196850393702 94.48818897637796","width":642.5196850393702,"height":94.48818897637796,"key":1714126571064,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-e03ee32d-a55a-49fd-b083-9e8a67360821"},"children":[{"tag":"path","attrs":{"d":"M0.2844654992222786 3.434112958610058 L642.5863101054717 0.058565787971019745 L645.5488361884643 90.64330689790916 L3.6971902325749397 97.55790560129356","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"12952f85-9128-4d31-91d7-05a614ec46a0","z":4,"templateName":"image","license":"cc-anonym-sa","licenseAuthor":"anonym","licenseVersion":"4.0","title":"Bild - Dur-Tonleiter","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":75,"width":170,"height":45,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":75,"--left":0,"--width":170,"--height":45,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"isFixedToBackground":false,"worksheetOutput":[{"tag":"div","attrs":{"style":{"height":"45mm","width":"calc(170mm - var(--border-padding-left, 0px))"},"className":"overflowContainer"},"children":[{"tag":"div","attrs":{"style":"left:0px;top:0px;width:643px;","className":"scaleContainer"},"children":[{"tag":"img","attrs":{"src":"https://editor.mnweg.org/uploads/images/TL-20C-C-20Violin_5dc163ee-2bcc-41cc-af24-e5cfed8857c8.jpg?width=1929","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "},"oncreate":false,"onupdate":false},"children":[]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 642.5196850393702 170.07874015748033","width":642.5196850393702,"height":170.07874015748033,"key":1714126571064,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-12952f85-9128-4d31-91d7-05a614ec46a0"},"children":[{"tag":"path","attrs":{"d":"M1.2954910770058632 -1.3502218499779701 L641.9607647527744 -3.6411542668938637 L640.3620678056766 171.73725253372916 L2.0509139075875282 169.74397331505546","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-image isImageLike font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"561b6292-01b7-45cb-9584-e022ef3acd23","z":6,"templateName":"image","license":"cc-anonym-sa","licenseAuthor":"anonym","licenseVersion":"4.0","title":"Bild - Dur-Tonleiter","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":14.25,"y":115,"width":147,"height":85,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":115,"--left":14.25,"--width":147,"--height":85,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"isFixedToBackground":false,"worksheetOutput":[{"tag":"div","attrs":{"style":{"height":"85mm","width":"calc(147mm - var(--border-padding-left, 0px))"},"className":"overflowContainer"},"children":[{"tag":"div","attrs":{"style":"left:0px;top:0px;width:556px;","className":"scaleContainer"},"children":[{"tag":"img","attrs":{"src":"https://editor.mnweg.org/uploads/images/IMG-1633_307a231a-907c-4b6b-aca3-9d4487cebd1d.jpg?width=1668","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "},"oncreate":false,"onupdate":false},"children":[]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 555.5905511811025 321.2598425196851","width":555.5905511811025,"height":321.2598425196851,"key":1714126571064,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-561b6292-01b7-45cb-9584-e022ef3acd23"},"children":[{"tag":"path","attrs":{"d":"M0.43815289810299873 -1.9214556701481342 L557.003897460515 -0.36174647882580757 L557.7262717805452 318.62889821924216 L1.687673319131136 322.9386302987481","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-image isImageLike font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"74779f28-3da5-41ca-8276-b23dcaa24b8a","z":7,"templateName":"text","license":"cc-anonym-sa","licenseAuthor":"anonym","licenseVersion":"4.0","title":"Informationstext - Dur-Tonleiter","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":200,"width":170,"height":25,"busData":{"stylesOutput":{"--top":200,"--left":0,"--width":170,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Unsere "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"C-Dur-Tonleiter"}]},{"tag":"#","children":" besteht nur aus weißen Klaviertasten. Zwischen den meisten Tönen liegt jeweils einen schwarze Klaviertaste dazwischen."}]},{"tag":"p","attrs":{"className":"empty"},"children":[{"tag":"<","children":""}]},{"tag":"p","attrs":{},"children":[{"tag":"u","attrs":{},"children":[{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Ausnahme:"}]}]},{"tag":"#","children":" "}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Zwischen den Tönen "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"E und F"}]},{"tag":"#","children":" sowie "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"H und C"}]},{"tag":"#","children":" gibt es keine schwarze Taste."}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 642.5196850393702 94.48818897637796","width":642.5196850393702,"height":94.48818897637796,"key":1714126571064,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-74779f28-3da5-41ca-8276-b23dcaa24b8a"},"children":[{"tag":"path","attrs":{"d":"M-1.2253671623766422 2.301704917103052 L644.1177385208 3.6396020986139774 L641.7525872346748 97.91005852627825 L1.0650432370603085 97.19028511452746","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-socialForm-einzelarbeit meta-subjectArea-jmla-bronze meta-materialForm-info meta-subject-music","style":"--page-width:210mm;--page-height:297mm;--page-paddingTop:10mm;--page-paddingLeft:20mm;--page-paddingRight:20mm;--page-paddingBottom:10mm;--page-gridGutter:0mm;--page-headerHeight:26mm;--page-innerWidth:170mm;--page-headerMarginBottom:4mm;--page-footerHeight:12mm;--page-footerMarginTop:4mm;--page-columnHeight:231mm;--page-logoMarginTop:6mm;--page-logoMarginLeft:6mm;--page-logoMaxWidth:20mm;--page-logoMaxHeight:20mm;--line-height:18px;--default-cloze-height:2em;--default-font-size:14px;--font-size:14px;--font:openSans;--fallback-font:openSans;--page-padding-bottom:10mm;--line-height-small:16px;--font-size-small:12px;--line-height-medium:18px;--font-size-medium:14px;--line-height-large:22px;--font-size-large:16px;--line-height-extra-large:29px;--font-size-extra-large:21px;--custom-goal:Ich kenne den Aufbau und die wichtigen Merkmale von Durtonleitern. Ich kann Durtonleitern und die dazugehörenden Dreiklänge schreiben. ;--meta-color:#ed8800ff;--meta-image:url(\"https://editor.mnweg.org/uploads/images/0008-diler-icon-bronze_4da5047b-068f-4993-9d0d-f15034fa8e4a.png\");"},{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"Info"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"Dur-Tonleiter"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"Musik"}]}," ",{"tag":"span","attrs":{"className":"meta-subjectArea"},"children":[{"tag":"#","children":"JMLA Bronze"}]}," "," "," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"26.04.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/dur-tonleiter-9"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"2"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"2"}]}],"right":""},"bindingOutput":{"tag":"div","attrs":{"className":"page-binding left"},"children":[{"tag":"div","attrs":{"className":"page-binding-top"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-center"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"page-binding-bottom"},"children":[{"tag":"#","children":""}]}]},"clozeStyle":"greyBox","formatCode":"a4Portrait","tiles":[{"id":"b1fd0209-b8a6-417e-bb65-6a0c2c690521","z":4,"templateName":"hint","license":"cc-anonym-sa","licenseAuthor":"anonym","licenseVersion":"4.0","title":"Hinweis - Dur-Tonleiter","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":0,"width":170,"height":30,"busData":{"stylesOutput":{"--top":0,"--left":0,"--width":170,"--height":30,"--border-radius":"var(--default-border-radius)","--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"span","attrs":{"className":"icon lightBulb"},"children":[{"tag":"<","children":""}]},{"tag":"div","attrs":{"className":"eduMark title"},"children":[{"tag":"#","children":"Ganz- und Halbtonschritte"}]},{"tag":"div","attrs":{"className":"content align-left"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Den Abstand von einer zur nächsten Klaviertaste (egal, ob eine schwarze oder weiße Taste folgt) nennt man "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Halbtonschritt."}]},{"tag":"#","children":" "}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Zwei Halbtonschritte ergeben wiederum einen "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Ganztonschritt."}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 642.5196850393702 113.38582677165356","width":642.5196850393702,"height":113.38582677165356,"key":1714126571064,"className":"background"},"children":[{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":true,"lineHeightPx":18,"fontSizePx":14,"className":"tile-hint isTextLike hasBackground font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-box borderWidth-S backgroundColor-grey fillStyle-solid fillTone-dark difficultyLevel-0 enumerationStyle-circle symbol-lightBulb","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"538f5627-61eb-4108-8f42-f0af802931b6","z":10,"templateName":"image","license":"cc-by-sa","licenseAuthor":"Patricia Schmidt","licenseVersion":"4.0","title":"Bild - Dur-Tonleiter","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":100,"y":30,"width":70,"height":55,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":30,"--left":100,"--width":70,"--height":55,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"isFixedToBackground":false,"worksheetOutput":[{"tag":"div","attrs":{"style":{"height":"55mm","width":"calc(70mm - var(--border-padding-left, 0px))"},"className":"overflowContainer"},"children":[{"tag":"div","attrs":{"style":"left:-16px;top:-1px;width:277px;","className":"scaleContainer"},"children":[{"tag":"img","attrs":{"src":"https://editor.mnweg.org/uploads/images/Starter-20Tonleiter_71a058d4-5749-44fd-81d8-f8e8d5364b98.jpg?width=831","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "},"oncreate":false,"onupdate":false},"children":[]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 264.5669291338583 207.87401574803152","width":264.5669291338583,"height":207.87401574803152,"key":1714126571064,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-538f5627-61eb-4108-8f42-f0af802931b6"},"children":[{"tag":"path","attrs":{"d":"M-0.6766697466373444 0.47466006875038147 L264.88310778352223 -1.7404020726680756 L261.6184793731829 211.25561818433562 L1.3312028348445892 210.3660565311984","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-image isImageLike font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"13391847-e1ab-46b4-a650-0a06da364f3f","z":14,"templateName":"text","license":"cc-anonym-sa","licenseAuthor":"anonym","licenseVersion":"4.0","title":"Informationstext - Dur-Tonleiter","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":40,"width":99,"height":45,"busData":{"stylesOutput":{"--top":40,"--left":0,"--width":99,"--height":45,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"u","attrs":{},"children":[{"tag":"#","children":"Für unsere "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"C-Dur-Tonleiter"}]},{"tag":"#","children":" bedeutet das:"}]}]},{"tag":"p","attrs":{"className":"empty"},"children":[{"tag":"<","children":""}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Zwischen C und D ist ein Ganztonschritt, "}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"zwischen D und E ebenfalls. "}]},{"tag":"p","attrs":{"className":"empty"},"children":[{"tag":"<","children":""}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Zwischen "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"E und F"}]},{"tag":"#","children":" ist jedoch nur ein "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Halbtonschritt,"}]},{"tag":"#","children":" "}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"genauso wie zwischen "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"H und C."}]}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 374.1732283464567 170.07874015748033","width":374.1732283464567,"height":170.07874015748033,"key":1714126571064,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-13391847-e1ab-46b4-a650-0a06da364f3f"},"children":[{"tag":"path","attrs":{"d":"M2.088619440793991 3.7490265667438507 L375.43463163887424 1.198328286409378 L370.67794161354465 169.09285575925836 L2.3742134273052216 167.73508960783013","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"51f5c187-9df5-47d0-acae-1f64e2e8a983","z":12,"templateName":"text","license":"cc-anonym-sa","licenseAuthor":"anonym","licenseVersion":"4.0","title":"Informationstext - Dur-Tonleiter","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":82,"width":170,"height":25,"busData":{"stylesOutput":{"--top":82,"--left":0,"--width":170,"--height":25,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":{"tag":"div","attrs":{"style":"--column-count: 1","className":"text align-left"},"children":[{"tag":"div","attrs":{"className":"text-in-columns"},"children":[{"tag":"[","children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Bei der "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"C-Dur-Tonleiter"}]},{"tag":"#","children":" müssen wir also keine Töne verändern, um die Halbtonschritte zwischen 3. und 4. sowie 7. und 8. Ton zu erhalten. "}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Für alle anderen Tonleitern brauchen wir auch die schwarzen Tasten, d.h. manche Töne müssen "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"durch Vorzeichen"}]},{"tag":"#","children":" erhöht oder erniedrigt werden "},{"tag":"em","attrs":{},"children":[{"tag":"#","children":"(siehe INFO: Quintenzirkel)."}]}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 642.5196850393702 94.48818897637796","width":642.5196850393702,"height":94.48818897637796,"key":1714126571064,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-51f5c187-9df5-47d0-acae-1f64e2e8a983"},"children":[{"tag":"path","attrs":{"d":"M-0.08706000447273254 -2.473475903272629 L645.3643581663061 3.2165103256702423 L642.6896154676367 97.1998918298192 L0.6084384620189667 96.42118909391831","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-text isTextLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"8c9bf429-6a69-4ff3-97c7-ed77ef304cbb","z":2,"templateName":"headline","title":"Überschrift - Dur-Tonleiter","x":0,"y":115,"width":170,"height":10,"busData":{"stylesOutput":{"--top":115,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"h1","attrs":{"className":"isUnderlined"},"children":[{"tag":"span","attrs":{"className":"enumeration"},"children":[]},{"tag":"#","children":" "},{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Das charakteristische Merkmal einer Dur-Tonleiter"}]}]},false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571064,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-8c9bf429-6a69-4ff3-97c7-ed77ef304cbb"},"children":[{"tag":"path","attrs":{"d":"M-2.798306979238987 2.9238051548600197 L641.5183152873803 -1.1192983016371727 L644.8713667114068 35.821266471576976 L0.6058179959654808 41.235758840275096","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-headline font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"a418aef7-96ca-463e-b7c8-04526c41897e","z":3,"templateName":"task","title":"Aufgabenstellung - Dur-Tonleiter","x":0,"y":130,"width":170,"height":10,"busData":{"canHaveParentTask":false,"enumeration":1,"hasSolutionTile":null,"stylesOutput":{"--top":130,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"1"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Jede Tonleiter besteht aus Ganz- und Halbtonschritten. "}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1714126571064,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-a418aef7-96ca-463e-b7c8-04526c41897e"},"children":[{"tag":"path","attrs":{"d":"M-1.359816998243332 0.273677796125412 L645.2205818091322 -1.0120268166065216 L638.9732206259657 38.411576143634605 L-2.5560021102428436 41.01741205824642","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"386d937f-fbf8-4d4c-9a4a-ddb75076cbdd","z":6,"templateName":"task","title":"Aufgabenstellung - Dur-Tonleiter","x":0,"y":140,"width":170,"height":15,"busData":{"canHaveParentTask":true,"enumeration":2,"hasSolutionTile":null,"stylesOutput":{"--top":140,"--left":0,"--width":170,"--height":15,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"2"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Die Halbtonschritte jeder Durtonleiter befinden sich "},{"tag":"em","attrs":{},"children":[{"tag":"#","children":"immer"}]},{"tag":"#","children":" zwischen dem "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"3. und 4."}]},{"tag":"#","children":" und dem "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"7. und 8. Ton."}]}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 642.5196850393702 56.69291338582678","width":642.5196850393702,"height":56.69291338582678,"key":1714126571064,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-386d937f-fbf8-4d4c-9a4a-ddb75076cbdd"},"children":[{"tag":"path","attrs":{"d":"M3.090488910675049 -3.0097928047180176 L644.8112084959437 -1.871227741241455 L644.4853875730921 55.119918676811885 L-2.0275988578796387 54.46844467778845","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"701adb2d-8a72-48be-8b3c-53666c796bbd","z":13,"templateName":"task","title":"Aufgabenstellung - Dur-Tonleiter","x":0,"y":155,"width":170,"height":15,"busData":{"canHaveParentTask":true,"enumeration":3,"hasSolutionTile":null,"stylesOutput":{"--top":155,"--left":0,"--width":170,"--height":15,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header is-enumerated"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal"},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"3"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Je nach Tonleiter müssen manche Töne durch "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Vorzeichen"}]},{"tag":"#","children":" erhöht oder erniedrigt werden "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"em","attrs":{},"children":[{"tag":"#","children":"(siehe INFO: Quintenzirkel)."}]}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 642.5196850393702 56.69291338582678","width":642.5196850393702,"height":56.69291338582678,"key":1714126571064,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-701adb2d-8a72-48be-8b3c-53666c796bbd"},"children":[{"tag":"path","attrs":{"d":"M-2.47639112919569 -1.8761974051594734 L644.5947405864288 -2.9936879351735115 L646.2093662787963 57.29602172483845 L0.642632432281971 53.203052068847846","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-task isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium","lineSpacing":"likeWorksheet"}},{"id":"debebf01-e7eb-476d-b8e1-025245195d34","z":9,"templateName":"line","title":"Linie/Pfeil - Dur-Tonleiter","x":0,"y":171,"width":170,"height":0,"busData":{"stylesOutput":{"--top":171,"--left":0,"--width":170,"--height":0,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"svg","attrs":{"width":"172mm","height":"2mm","className":"strokeColor-black"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-debebf01-e7eb-476d-b8e1-025245195d34-markerStart"},"children":[]},{"tag":"marker","attrs":{"refX":11,"refY":6,"markerWidth":12,"markerHeight":12,"orient":"auto-start-reverse","markerUnits":"strokeWidth","id":"tile-debebf01-e7eb-476d-b8e1-025245195d34-markerEnd"},"children":[]}]},{"tag":"[","children":[{"tag":"path","attrs":{"fill":"none","d":"M 0 0 L 0 0 C 194.54545454545456 0 447.45454545454544 0 642 0 L 642 0","marker-start":"url(#tile-debebf01-e7eb-476d-b8e1-025245195d34-markerStart)","marker-end":"url(#tile-debebf01-e7eb-476d-b8e1-025245195d34-markerEnd)","className":"strokeWidth-S strokeStyle-solid"},"children":[]}]}]},{"tag":"div","attrs":{"style":{"transform":"rotate(0deg) translateY(0px)"},"className":"textContainer"},"children":[{"tag":"div","attrs":{"className":"eduMark textTop"},"children":[{"tag":"#","children":""}]},{"tag":"div","attrs":{"className":"eduMark textBottom"},"children":[{"tag":"#","children":""}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 642.5196850393702 0","width":642.5196850393702,"height":0,"key":1714126571064,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-debebf01-e7eb-476d-b8e1-025245195d34"},"children":[{"tag":"path","attrs":{"d":"M-3.3750714138150215 1.9277837350964546 L642.5683618803312 -2.3202099725604057 L643.6640995760251 2.034098871052265 L3.9866045638918877 -2.6110963746905327","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-line font-likeWorksheet fontSize-medium hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"8f712c6e-463a-4055-82ad-d4b61480837a","z":15,"templateName":"qrcode","title":"QR-Code - Dur-Tonleiter","x":0,"y":181,"width":42,"height":50,"busData":{"stylesOutput":{"--top":181,"--left":0,"--width":42,"--height":50,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"a","attrs":{"active":false,"className":"label","disabled":false,"href":"https://www.dilertube.de/oer-video/dur-tonleiter-violinschluessel.html","rel":"noopener noreferrer","target":"qr-code"},"children":[{"tag":"div","attrs":{"className":"codeContainer"},"children":[{"tag":"<","children":""},{"tag":"span","attrs":{"className":"icon video"},"children":[{"tag":"<","children":""}]}]},{"tag":"label","attrs":{"className":""},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"INFO: Dur-Tonleiter"}]}]}]},{"tag":"div","attrs":{"className":"tooltip tooltip-dark tooltip-bottom noFormat"},"children":[{"tag":"a","attrs":{"active":false,"disabled":false,"href":"https://www.dilertube.de/oer-video/dur-tonleiter-violinschluessel.html","rel":"noopener noreferrer","target":"qr-code"},"children":[{"tag":"#","children":"https://www.dilertube.de/oer-video/dur-tonleiter-violinschluessel.html"}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 158.74015748031496 188.9763779527559","width":158.74015748031496,"height":188.9763779527559,"key":1714126571064,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-8f712c6e-463a-4055-82ad-d4b61480837a"},"children":[{"tag":"path","attrs":{"d":"M1.5420460738241673 -3.8939704336225986 L160.89335608385562 1.0497915111482143 L161.22619211576938 192.35426597288392 L-1.9673804007470608 189.5570534913852","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-qrcode font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"5119db80-5f4b-4955-bf3a-fdc24009c4a5","z":1,"templateName":"qrcode","title":"QR-Code - Dur-Tonleiter","x":128,"y":181,"width":42,"height":50,"busData":{"stylesOutput":{"--top":181,"--left":128,"--width":42,"--height":50,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"a","attrs":{"active":false,"className":"label","disabled":false,"href":"https://www.dilertube.de/oer-video/uebung-tonleiter-schreiben-violinschluessel.html","rel":"noopener noreferrer","target":"qr-code"},"children":[{"tag":"div","attrs":{"className":"codeContainer"},"children":[{"tag":"<","children":""},{"tag":"span","attrs":{"className":"icon video"},"children":[{"tag":"<","children":""}]}]},{"tag":"label","attrs":{"className":""},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Tonleiter schreiben"}]}]}]},{"tag":"div","attrs":{"className":"tooltip tooltip-dark tooltip-bottom noFormat"},"children":[{"tag":"a","attrs":{"active":false,"disabled":false,"href":"https://www.dilertube.de/oer-video/uebung-tonleiter-schreiben-violinschluessel.html","rel":"noopener noreferrer","target":"qr-code"},"children":[{"tag":"#","children":"https://www.dilertube.de/oer-video/uebung-tonleiter-schreiben-violinschluessel.html"}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1714126571064,"attrs":{"viewBox":"0 0 158.74015748031496 188.9763779527559","width":158.74015748031496,"height":188.9763779527559,"key":1714126571064,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-5119db80-5f4b-4955-bf3a-fdc24009c4a5"},"children":[{"tag":"path","attrs":{"d":"M-1.3190626539289951 -0.4733678065240383 L156.80276875846147 0.3090074099600315 L154.83684366099595 188.11500560483478 L-3.3046065010130405 192.31596755227588","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-qrcode font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-socialForm-einzelarbeit meta-subjectArea-jmla-bronze meta-materialForm-info meta-subject-music","style":"--page-width:210mm;--page-height:297mm;--page-paddingTop:10mm;--page-paddingLeft:20mm;--page-paddingRight:20mm;--page-paddingBottom:10mm;--page-gridGutter:0mm;--page-headerHeight:26mm;--page-innerWidth:170mm;--page-headerMarginBottom:4mm;--page-footerHeight:12mm;--page-footerMarginTop:4mm;--page-columnHeight:231mm;--page-logoMarginTop:6mm;--page-logoMarginLeft:6mm;--page-logoMaxWidth:20mm;--page-logoMaxHeight:20mm;--line-height:18px;--default-cloze-height:2em;--default-font-size:14px;--font-size:14px;--font:openSans;--fallback-font:openSans;--page-padding-bottom:10mm;--line-height-small:16px;--font-size-small:12px;--line-height-medium:18px;--font-size-medium:14px;--line-height-large:22px;--font-size-large:16px;--line-height-extra-large:29px;--font-size-extra-large:21px;--custom-goal:Ich kenne den Aufbau und die wichtigen Merkmale von Durtonleitern. Ich kann Durtonleitern und die dazugehörenden Dreiklänge schreiben. ;--meta-color:#ed8800ff;--meta-image:url(\"https://editor.mnweg.org/uploads/images/0008-diler-icon-bronze_4da5047b-068f-4993-9d0d-f15034fa8e4a.png\");"}]}}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.
Wenn Sie eine Lernplattform nutzen, versuchen Sie das Dokument zunächst herunterzuladen (Rechtsklick, Speichern unter) und dann die Datei zu öffnen. Wenn die Lernplattform ermöglicht, per Rechtsklick oder Auswahlmenü das Dokument in einem neuen Tab zu öffnen, dann probieren Sie das ebenfalls.
Einige 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.
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