","zoomIn":"","zoomOut":"","info":"","sweep":"","fontStyle":"","hasSeen":"","downloadSolutionSheet":"","showSolution":"","checkmarkGreen":"","multipleChoice":"","checkSymbol-check":""},"images":{"https://editor.mnweg.org/uploads/images/tree_c913ac25-f782-4ede-a3ca-5cdb9aa11825.png?width=1929":"data:image/png;base64,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","https://editor.mnweg.org/uploads/images/AEEA6DB1-9B35-42EE-AD5A-29A1742C8EC9_3a6d3e76-7036-46e0-990b-a8e82965e014.jpeg?width=1929":"data:image/jpeg;base64,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","https://editor.mnweg.org/uploads/images?url=https%3A%2F%2Fsvgsilh.com%2Fpng%2F145521-ff9800.png&width=306&tileId=b9fb35a4-fea2-4940-9a0c-be8073a6d5b0":"data:image/png;base64,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"},"translations":{"editor.tile.headline":"Überschrift","math.subtractionSign":"−","math.additionSign":"+","editor.tile.text":"Informationstext","editor.tile.task":"Aufgabenstellung","editor.tile.qrcode":"QR-Code","editor.tile.table":"Tabelle (alt)","editor.tile.multipleChoiceTable":"Auswahltabelle","editor.tile.hint":"Hinweis","editor.tile.image":"Bild","editor.tile.textCard":"Textkarte","editor.tile.paper":"Linien und Kästchen","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":"Description of my family","format":"a4Portrait","fontSize":"medium","pages":[{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"AB"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"Description of my family"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"English"}]}," "," ",{"tag":"span","attrs":{"className":"meta-levelShort"},"children":[{"tag":"#","children":"R, E"}]}," ",{"tag":"span","attrs":{"className":"meta-phase"},"children":[{"tag":"#","children":"5"}]}," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"22.01.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/description-of-my-family-1"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"1"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"6"}]}],"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":"87856ebf-e543-4a45-a631-d9ebfd69157c","z":1,"templateName":"headline","title":"Überschrift - Description of my family","x":0,"y":0,"width":170,"height":10,"busData":{"stylesOutput":{"--top":0,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"22px","--base-line-height":"22px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"16px","--fontFeatures":"","--font-offset-top":"1.6px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"16px","--cloze-line-height":"32px","--cloze-height":"32px","--cloze-font-offset-top":"1.6px","--cloze-baseline-bottom-offset":"9.6px","--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":"I'm Ola"}]}]},false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1619083762053,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1619083762053,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-87856ebf-e543-4a45-a631-d9ebfd69157c"},"children":[{"tag":"path","attrs":{"d":"M-0.3205592632293701 -1.7161953449249268 L640.0541901682307 -3.9029247760772705 L644.4378190134455 36.04033818019657 L-0.5837352275848389 36.31210484279423","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":22,"fontSizePx":16,"className":"tile-headline font-likeWorksheet fontSize-large hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"large"}},{"id":"cdeed608-9d93-4423-be4c-6bd97968d6bc","z":2,"templateName":"text","license":"cc-zero","licenseAuthor":"","licenseLink":"Www.dilertube.com","title":"Informationstext - Package 1 R/E \"Me and my family\"","licenseUrl":"https://creativecommons.org/publicdomain/zero/1.0/legalcode","x":0,"y":15,"width":170,"height":135,"busData":{"stylesOutput":{"--top":15,"--left":0,"--width":170,"--height":135,"--border-radius":"var(--default-border-radius)","--line-height":"22px","--base-line-height":"22px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"16px","--fontFeatures":"","--font-offset-top":"1.6px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"16px","--cloze-line-height":"32px","--cloze-height":"32px","--cloze-font-offset-top":"1.6px","--cloze-baseline-bottom-offset":"9.6px","--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":"\""},{"tag":"#","children":"Hi, I'm Ola and I'm ten years old. "}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"My family is super big and we all live very close to each other in the city of London."}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"There is always a lot of going on birthdays or other family events."}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Both of my cousins look alike since they are twins. "}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"They both also like to wear the same clothes which makes it hard to find out who is who."}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"We call them Tin and Tan in our family, even though their names are Thomas and Otto."}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Their mother, my aunt Lucy, is such a sweetheart and her most favourite thing to do is baking cakes."}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Oh, her cakes are delicious!"}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"She brings them to every occasion and the people go crazy about them."}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"My other aunt, Linda, is one busy woman. "}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"She is running two businesses together with my uncle and her daughter Ruby. "}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"So their whole family is always busy thinking about their shops and their costumers."}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"I love being in their shop!"}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Linda's goal is to sell nice things to nice people, whereas my uncle's dream is to make a lot of money."}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Sometimes there are big arguments about this and my mother, Linda's sister, usually tries to help out. "}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"But what do you think helps the most?"}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Lucy's cakes of course!"},{"tag":"#","children":"\""}]},{"tag":"p","attrs":{"className":"empty"},"children":[{"tag":"<","children":""}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1608465207158,"attrs":{"viewBox":"0 0 642.5196850393702 510.236220472441","width":642.5196850393702,"height":510.236220472441,"key":1608465207158,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-cdeed608-9d93-4423-be4c-6bd97968d6bc"},"children":[{"tag":"path","attrs":{"d":"M3.2048001550137997 2.908282671123743 L644.2325028535713 -0.571290697902441 L641.7464065906395 511.31222179247527 L3.6597193740308285 512.5501243145624","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":true,"lineHeightPx":22,"fontSizePx":16,"className":"tile-text isTextLike font-likeWorksheet fontSize-large hyphenation-enabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"large","lineHeight":22}},{"id":"3fd5b821-061c-42b8-bf4f-ced0866697c9","z":3,"templateName":"task","license":"cc-zero","licenseVersion":"4.0","title":"Aufgabenstellung - Package 1 R/E \"Me and my family\"","licenseUrl":"https://creativecommons.org/publicdomain/zero/1.0/legalcode","x":0,"y":152.5,"width":170,"height":15,"busData":{"canHaveParentTask":false,"enumeration":1,"hasSolutionTile":null,"stylesOutput":{"--top":152.5,"--left":0,"--width":170,"--height":15,"--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":"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":"strong","attrs":{},"children":[{"tag":"span","attrs":{"className":"color1"},"children":[{"tag":"#","children":"Read the text more than one time. Underline words you don't know and look them up."}]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"em","attrs":{},"children":[{"tag":"#","children":"Lies den Text mehrmals durch. Unterstreiche unbekannte Wörter und schaue sie in einem Onlinewörterbuch (leo.org oder deepl.com) nach. Du kannst sie unten in die Tabelle notieren."}]},{"tag":"span","attrs":{"className":"color1"},"children":[]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1617974962217,"attrs":{"viewBox":"0 0 642.5196850393702 56.69291338582678","width":642.5196850393702,"height":56.69291338582678,"key":1617974962217,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-3fd5b821-061c-42b8-bf4f-ced0866697c9"},"children":[{"tag":"path","attrs":{"d":"M-0.3860950544476509 2.805626757442951 L640.9288935680677 2.9048887565732002 L640.4048535843183 59.66374657561226 L-2.91109586507082 55.18441055228157","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":true,"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"}},{"id":"0d96252a-866e-46ad-a425-be86e3f9938c","z":4,"templateName":"qrcode","title":"QR-Code - Description of my family","x":28.5,"y":177.5,"width":41.75,"height":50,"busData":{"stylesOutput":{"--top":177.5,"--left":28.5,"--width":41.75,"--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://dict.leo.org/englisch-deutsch/very%20close%20to","rel":"noopener noreferrer","target":"qr-code"},"children":[{"tag":"div","attrs":{"className":"codeContainer"},"children":[{"tag":"<","children":""},{"tag":"span","attrs":{"className":"icon bookI"},"children":[{"tag":"<","children":""}]}]},{"tag":"label","attrs":{"className":""},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"leo.org"}]}]}]},{"tag":"div","attrs":{"className":"tooltip tooltip-dark tooltip-bottom noFormat"},"children":[{"tag":"a","attrs":{"active":false,"disabled":false,"href":"https://dict.leo.org/englisch-deutsch/very%20close%20to","rel":"noopener noreferrer","target":"qr-code"},"children":[{"tag":"#","children":"https://dict.leo.org/englisch-deutsch/very%20close%20to"}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1664886978096,"attrs":{"viewBox":"0 0 157.7952755905512 188.9763779527559","width":157.7952755905512,"height":188.9763779527559,"key":1664886978096,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-0d96252a-866e-46ad-a425-be86e3f9938c"},"children":[{"tag":"path","attrs":{"d":"M1.581851501017809 -2.4461943693459034 L157.54687289444834 1.3534564189612865 L154.490075270814 187.6517439185693 L2.5905357785522938 188.72894445052884","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":"9ad79943-3b56-4ee5-8788-f4fd61eada9f","z":5,"templateName":"qrcode","title":"QR-Code - Description of my family","x":99.75,"y":177.5,"width":42.25,"height":50,"busData":{"stylesOutput":{"--top":177.5,"--left":99.75,"--width":42.25,"--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.deepl.com/translator#en/de/very%20close%20to%0A","rel":"noopener noreferrer","target":"qr-code"},"children":[{"tag":"div","attrs":{"className":"codeContainer"},"children":[{"tag":"<","children":""},{"tag":"span","attrs":{"className":"icon bookI"},"children":[{"tag":"<","children":""}]}]},{"tag":"label","attrs":{"className":""},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"deepl.com"}]}]}]},{"tag":"div","attrs":{"className":"tooltip tooltip-dark tooltip-bottom noFormat"},"children":[{"tag":"a","attrs":{"active":false,"disabled":false,"href":"https://www.deepl.com/translator#en/de/very%20close%20to%0A","rel":"noopener noreferrer","target":"qr-code"},"children":[{"tag":"#","children":"https://www.deepl.com/translator#en/de/very%20close%20to%0A"}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1619083762053,"attrs":{"viewBox":"0 0 159.68503937007875 188.9763779527559","width":159.68503937007875,"height":188.9763779527559,"key":1619083762053,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-9ad79943-3b56-4ee5-8788-f4fd61eada9f"},"children":[{"tag":"path","attrs":{"d":"M0.487673744559288 -3.50067637860775 L162.53556759538145 -2.152036413550377 L158.7353208798358 185.11513543492697 L-2.037578120827675 185.04290748006247","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-subject-english meta-phase-5 meta-level-secondaryschoolleavingcertificate meta-level-matriculationstandard meta-materialForm-ab","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;--meta-color:#daab09ff;"},{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"AB"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"Description of my family"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"English"}]}," "," ",{"tag":"span","attrs":{"className":"meta-levelShort"},"children":[{"tag":"#","children":"R, E"}]}," ",{"tag":"span","attrs":{"className":"meta-phase"},"children":[{"tag":"#","children":"5"}]}," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"22.01.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/description-of-my-family-1"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"2"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"6"}]}],"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":"5f64ad5f-3e47-4f1b-af64-fc9ddb9aa0d3","z":5,"templateName":"table","title":"Tabelle - Description of my family","x":0,"y":0,"width":170,"height":130,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":0,"--left":0,"--width":170,"--height":130,"--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":"table","attrs":{"className":"fixed striped align-center"},"children":[{"tag":"colgroup","attrs":{},"children":[{"tag":"col","attrs":{"style":{"width":"51%"}},"children":[]},{"tag":"col","attrs":{"style":{"width":"49%"}},"children":[]}]},{"tag":"tbody","attrs":{},"children":[{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn titleRow"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"English "}]}]}]},{"tag":"th","attrs":{"className":"titleRow"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"German "}]}]}]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"very close to "}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"sehr nahe zusammen"}]}]}]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[]},{"tag":"td","attrs":{},"children":[]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1619083762053,"attrs":{"viewBox":"0 0 642.5196850393702 491.3385826771654","width":642.5196850393702,"height":491.3385826771654,"key":1619083762053,"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-table font-likeWorksheet fontSize-medium hyphenation-disabled clozeLength-auto visibility-visible borderStyle-box borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"b055629b-cbf7-4c52-b3da-1a678ff60ef1","z":3,"templateName":"task","title":"Aufgabenstellung - Description of my family","x":0,"y":135,"width":170,"height":15,"busData":{"canHaveParentTask":true,"enumeration":2,"hasSolutionTile":null,"stylesOutput":{"--top":135,"--left":0,"--width":170,"--height":15,"--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":"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":"strong","attrs":{},"children":[{"tag":"span","attrs":{"className":"color1"},"children":[{"tag":"#","children":"Decide whether the statements ar true or false."}]}]},{"tag":"#","children":" "},{"tag":"em","attrs":{},"children":[{"tag":"#","children":"Entscheide, welche Aussagen zum Text richtig oder falsch sind."}]}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1619083762053,"attrs":{"viewBox":"0 0 642.5196850393702 56.69291338582678","width":642.5196850393702,"height":56.69291338582678,"key":1619083762053,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-b055629b-cbf7-4c52-b3da-1a678ff60ef1"},"children":[{"tag":"path","attrs":{"d":"M3.4699698835611343 2.916249379515648 L644.7934836392094 -1.4677871614694595 L638.965613747089 58.11756368239565 L1.2944656759500504 53.845557170707416","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":true,"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-2 has-enumeration enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"621c71f1-836d-41d4-b960-784f50042155","z":4,"templateName":"multipleChoiceTable","license":"cc-zero","licenseVersion":"4.0","title":"Auswahltabelle - Package 1 R/E \"Me and my family\"","licenseUrl":"https://creativecommons.org/publicdomain/zero/1.0/legalcode","x":0,"y":150,"width":170,"height":81,"busData":{"canHaveParentTask":true,"stylesOutput":{"--top":150,"--left":0,"--width":170,"--height":81,"--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},"tileHeaderOutput":[{"tag":"div","attrs":{"className":"tile-header "},"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":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"strong","attrs":{},"children":[{"tag":"span","attrs":{"className":"color1"},"children":[{"tag":"#","children":"Tick true or false. "}]}]},{"tag":"em","attrs":{},"children":[{"tag":"#","children":"Hake richtig oder falsch an."}]}]}]}]}],"isInteractive":true},"gridId":"main","backgroundOut":[{"tag":"svg","key":1602618510103,"attrs":{"viewBox":"0 0 642.5196850393702 306.1417322834646","width":642.5196850393702,"height":306.1417322834646,"key":1602618510103,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-621c71f1-836d-41d4-b960-784f50042155"},"children":[{"tag":"path","attrs":{"d":"M1.3747722432017326 1.6309515908360481 L642.1839262862493 0.5892281010746956 L645.1493520160009 306.7963612233912 L-0.4064408019185066 302.8377828752314","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":true,"lineHeightPx":18,"fontSizePx":14,"className":"tile-multipleChoiceTable isTaskLike font-likeWorksheet fontSize-medium hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"question":"*%Tick true or false. %*/Hake richtig oder falsch an./","points":0,"difficultyLevel":0,"rows":[{"label":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Ola is ten years old."}]},"isVisible":true,"id":"e48cecb8-eee2-4ea8-ac07-24daf0d07eeb"},{"label":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Ola lives with her family in York."}]},"isVisible":true,"id":"7dcad47f-4c42-4e2d-b80c-934a18d5af82"},{"label":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Both cousins look very different."}]},"isVisible":true,"id":"4f287d94-5462-4c7e-8858-1220f54c1f6d"},{"label":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"The cousins' names are Tim and Tom."}]},"isVisible":true,"id":"a788154b-8d86-42e5-9439-bb571eaeb270"},{"label":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Aunt Lucy loves baking cakes."}]},"isVisible":true,"id":"8853923e-91d8-4a56-80ca-1bafaa6af154"},{"label":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Linda's daughter is called Rosie."}]},"isVisible":true,"id":"9bff19c5-abb3-48fa-a72f-9aeaf7a0d108"},{"label":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Ola loves being in her aunt's shop."}]},"isVisible":true,"id":"e8715da6-9d3b-4531-a61b-d764dcb659c0"},{"label":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Her uncle's dream is having a fast car."}]},"isVisible":true,"id":"53d04733-6b89-460a-be44-cf0d14ab5bf6"},{"label":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"My mother helps in the shop."}]},"isVisible":true,"id":"179f7223-0372-4a9d-9612-9f41456ba475"}],"columns":[{"label":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"true"}]},"isVisible":true,"id":"596d3d8b-d5c9-4c0f-9d6f-17e9787f9ea0"},{"label":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"false"}]},"isVisible":true,"id":"28cae680-f808-46ce-9cd6-5c612f1d376d"}],"checked":[],"inputStyle":"radio","questionWidth":50,"alterRowsBackground":true,"displayOrder":"questionFirst","font":"likeWorksheet","fontSize":"medium","isHyphenationEnabled":"likeWorksheet","visibility":"visible","hasBackground":false,"isEnumerated":false,"isRestartEnumeration":false,"listType":"none","background":{"borderStyle":"none","fillStyle":"none","color":"grey","fillTone":"dark","borderWidth":"S","borderRadius":true},"checkSymbol":"check","checkSymbolColor":"black","tabSize":2,"clozeStyle":"likeWorksheet"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-subject-english meta-phase-5 meta-level-secondaryschoolleavingcertificate meta-level-matriculationstandard meta-materialForm-ab","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;--meta-color:#daab09ff;"},{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"AB"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"Description of my family"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"English"}]}," "," ",{"tag":"span","attrs":{"className":"meta-levelShort"},"children":[{"tag":"#","children":"R, E"}]}," ",{"tag":"span","attrs":{"className":"meta-phase"},"children":[{"tag":"#","children":"5"}]}," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"22.01.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/description-of-my-family-1"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"3"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"6"}]}],"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":"2a3a1b3c-a079-4790-8de1-f18611b7c7a7","z":2,"templateName":"headline","title":"Überschrift - Description of my family","x":0,"y":2.5,"width":170,"height":15,"busData":{"stylesOutput":{"--top":2.5,"--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":"h1","attrs":{"className":"isUnderlined"},"children":[{"tag":"span","attrs":{"className":"enumeration"},"children":[]},{"tag":"#","children":" "},{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Furthermore: Description of my family"}]}]},false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1619083762052,"attrs":{"viewBox":"0 0 642.5196850393702 56.69291338582678","width":642.5196850393702,"height":56.69291338582678,"key":1619083762052,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-2a3a1b3c-a079-4790-8de1-f18611b7c7a7"},"children":[{"tag":"path","attrs":{"d":"M0.9099908582866192 -1.8312796466052532 L644.819863757192 -0.07311202213168144 L641.3292647209753 57.91372414563937 L1.7561869136989117 53.59142454599185","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":"595d8d24-191e-406a-bf17-303de5a7d65c","z":9,"templateName":"hint","license":"cc-by-sa","licenseAuthor":"VG","licenseVersion":"4.0","title":"Hinweis - Package 1 R/E \"Me and my family\"","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":17.5,"width":170,"height":33,"busData":{"stylesOutput":{"--top":17.5,"--left":0,"--width":170,"--height":33,"--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":"Listen to Ola at least five times. "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"Read the text aloud. Go to your English teacher and read the text aloud. "}]},{"tag":"div","attrs":{"className":"content align-left"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"em","attrs":{},"children":[{"tag":"#","children":"Höre die Aufnahme mindestens fünfmal an. Lies den Text dazu laut vor. "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"Gehe zu deinem Englischlernbegleiter und lese den Text flüssig vor."}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1617996692781,"attrs":{"viewBox":"0 0 642.5196850393702 124.7244094488189","width":642.5196850393702,"height":124.7244094488189,"key":1617996692781,"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"}},{"id":"e9fd61a3-2cc2-4960-a7d7-d3047d86181b","z":8,"templateName":"qrcode","title":"QR-Code - Description of my family","x":57.5,"y":61,"width":56,"height":57.5,"busData":{"stylesOutput":{"--top":61,"--left":57.5,"--width":56,"--height":57.5,"--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/iam-ola.html","rel":"noopener noreferrer","target":"qr-code"},"children":[{"tag":"div","attrs":{"className":"codeContainer"},"children":[{"tag":"<","children":""},{"tag":"span","attrs":{"className":"icon headphones"},"children":[{"tag":"<","children":""}]}]},{"tag":"label","attrs":{"className":""},"children":[{"tag":"#","children":"https://www.dilertube.de/oer-video/iam-ola.html"}]}]},{"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/iam-ola.html","rel":"noopener noreferrer","target":"qr-code"},"children":[{"tag":"#","children":"https://www.dilertube.de/oer-video/iam-ola.html"}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1703165672524,"attrs":{"viewBox":"0 0 211.65354330708664 217.3228346456693","width":211.65354330708664,"height":217.3228346456693,"key":1703165672524,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-e9fd61a3-2cc2-4960-a7d7-d3047d86181b"},"children":[{"tag":"path","attrs":{"d":"M0.27661190927028656 0.3334723860025406 L212.69908803572338 -2.5104039758443832 L207.94322532286327 220.56341819957956 L2.2087308019399643 218.96737508968576","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":"085942e4-192f-4318-9c07-54e85851d9bf","z":10,"templateName":"image","license":"cc-by-sa","licenseAuthor":"VG","licenseVersion":"4.0","title":"Bild - Package 1 R/E \"Me and my family\"","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":130,"width":170,"height":101,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":130,"--left":0,"--width":170,"--height":101,"--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":"101mm","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/AEEA6DB1-9B35-42EE-AD5A-29A1742C8EC9_3a6d3e76-7036-46e0-990b-a8e82965e014.jpeg?width=1929","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "},"oncreate":false,"onupdate":false},"children":[]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1703165701751,"attrs":{"viewBox":"0 0 642.5196850393702 381.732283464567","width":642.5196850393702,"height":381.732283464567,"key":1703165701751,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-085942e4-192f-4318-9c07-54e85851d9bf"},"children":[{"tag":"path","attrs":{"d":"M-3.6767679043114185 -1.2635090164840221 L643.6759503391374 -1.917714934796095 L640.5020674970735 381.31589926307015 L-3.28179045394063 382.42528129641823","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"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-subject-english meta-phase-5 meta-level-secondaryschoolleavingcertificate meta-level-matriculationstandard meta-materialForm-ab","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;--meta-color:#daab09ff;"},{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"AB"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"Description of my family"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"English"}]}," "," ",{"tag":"span","attrs":{"className":"meta-levelShort"},"children":[{"tag":"#","children":"R, E"}]}," ",{"tag":"span","attrs":{"className":"meta-phase"},"children":[{"tag":"#","children":"5"}]}," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"22.01.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/description-of-my-family-1"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"4"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"6"}]}],"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":"0dfd6c16-2be6-4e48-802e-d937ba110121","z":3,"templateName":"task","license":"cc-zero","licenseVersion":"4.0","title":"Aufgabenstellung - Package 1 R/E \"Me and my family\"","licenseUrl":"https://creativecommons.org/publicdomain/zero/1.0/legalcode","x":0,"y":2.5,"width":170,"height":25,"busData":{"canHaveParentTask":true,"enumeration":1,"hasSolutionTile":null,"stylesOutput":{"--top":2.5,"--left":0,"--width":170,"--height":25,"--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":"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":"strong","attrs":{},"children":[{"tag":"span","attrs":{"className":"color1"},"children":[{"tag":"#","children":"Fill in your family‘s names. "}]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"em","attrs":{},"children":[{"tag":"#","children":"Setze die Namen deiner Familienmitglieder ein."}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1617978529514,"attrs":{"viewBox":"0 0 642.5196850393702 94.48818897637796","width":642.5196850393702,"height":94.48818897637796,"key":1617978529514,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-0dfd6c16-2be6-4e48-802e-d937ba110121"},"children":[{"tag":"path","attrs":{"d":"M-3.633480694144964 0.2534129284322262 L643.0151533913602 -3.2471810914576054 L641.8412192893018 96.26796742338013 L-0.31458475813269615 93.16732915300202","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":true,"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"}},{"id":"8c62440f-7f15-4577-84fd-a8b86696466d","z":5,"templateName":"image","license":"cc-zero","licenseVersion":"4.0","title":"Bild - Package 1 R/E \"Me and my family\"","licenseUrl":"https://creativecommons.org/publicdomain/zero/1.0/legalcode","x":0,"y":25,"width":170,"height":143,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":25,"--left":0,"--width":170,"--height":143,"--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":"137.97291666666666mm","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/tree_c913ac25-f782-4ede-a3ca-5cdb9aa11825.png?width=1929","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "},"oncreate":false,"onupdate":false},"children":[]}]}]},{"tag":"div","attrs":{"className":"label position-below"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"https:"},{"tag":"#","children":"//"},{"tag":"#","children":"freefamilytreetemplates.com"}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1703165648846,"attrs":{"viewBox":"0 0 642.5196850393702 521.4724409448819","width":642.5196850393702,"height":521.4724409448819,"key":1703165648846,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-8c62440f-7f15-4577-84fd-a8b86696466d"},"children":[{"tag":"path","attrs":{"d":"M-3.754366934299469 -3.046285569667816 L643.2689516042162 -0.15364831686019897 L641.7617818807055 520.7290690409856 L-3.3051729798316956 521.4675314891057","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"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-subject-english meta-phase-5 meta-level-secondaryschoolleavingcertificate meta-level-matriculationstandard meta-materialForm-ab","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;--meta-color:#daab09ff;"},{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"AB"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"Description of my family"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"English"}]}," "," ",{"tag":"span","attrs":{"className":"meta-levelShort"},"children":[{"tag":"#","children":"R, E"}]}," ",{"tag":"span","attrs":{"className":"meta-phase"},"children":[{"tag":"#","children":"5"}]}," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"22.01.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/description-of-my-family-1"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"5"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"6"}]}],"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":"77c99152-f828-49b6-ae7d-7f3befe8a207","z":2,"templateName":"task","license":"cc-zero","title":"Aufgabenstellung - Package 1 R/E \"Me and my family\"","licenseUrl":"https://creativecommons.org/publicdomain/zero/1.0/legalcode","x":0,"y":0,"width":170,"height":25,"busData":{"canHaveParentTask":true,"enumeration":2,"hasSolutionTile":null,"stylesOutput":{"--top":0,"--left":0,"--width":170,"--height":25,"--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":"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":"strong","attrs":{},"children":[{"tag":"span","attrs":{"className":"color1"},"children":[{"tag":"#","children":"Draw a family tree about your family and name the most important members of your family. "}]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"em","attrs":{},"children":[{"tag":"#","children":"Zeichne einen Familienstammbaum und benenne die wichtigsten Mitglieder deiner Familie."}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1617978405240,"attrs":{"viewBox":"0 0 642.5196850393702 94.48818897637796","width":642.5196850393702,"height":94.48818897637796,"key":1617978405240,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-77c99152-f828-49b6-ae7d-7f3befe8a207"},"children":[{"tag":"path","attrs":{"d":"M-3.2644254080951214 -1.078874159604311 L644.1851267796744 0.5382462255656719 L640.2032393199195 93.33686537104916 L0.4582471735775471 94.53750473815273","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":true,"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"}},{"id":"f746c918-ea75-4d8e-a77c-9435accc4fb8","z":1,"templateName":"textCard","title":"Textkarte - Description of my family","x":0,"y":30,"width":170,"height":190,"busData":{"stylesOutput":{"--top":30,"--left":0,"--width":170,"--height":190,"--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":"inner borderColor-grey"},"children":[{"tag":"div","attrs":{"className":"textCardText"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1619083762052,"attrs":{"viewBox":"0 0 642.5196850393702 718.1102362204725","width":642.5196850393702,"height":718.1102362204725,"key":1619083762052,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-f746c918-ea75-4d8e-a77c-9435accc4fb8"},"children":[{"tag":"path","attrs":{"d":"M-2.580022368580103 3.740246269851923 L643.9473770615448 -3.878397610038519 L644.3886508700241 718.9598477151627 L3.5964601896703243 714.840051796698","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-textCard 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"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-subject-english meta-phase-5 meta-level-secondaryschoolleavingcertificate meta-level-matriculationstandard meta-materialForm-ab","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;--meta-color:#daab09ff;"},{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"AB"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"Description of my family"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"English"}]}," "," ",{"tag":"span","attrs":{"className":"meta-levelShort"},"children":[{"tag":"#","children":"R, E"}]}," ",{"tag":"span","attrs":{"className":"meta-phase"},"children":[{"tag":"#","children":"5"}]}," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"22.01.2024"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/description-of-my-family-1"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"6"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"6"}]}],"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":"b9fb35a4-fea2-4940-9a0c-be8073a6d5b0","z":4,"templateName":"image","license":"cc-zero","licenseAuthor":"","licenseLink":"https://svgsilh.com/ms/ff9800/image/145521.html","title":"air pancut","licenseUrl":"https://creativecommons.org/publicdomain/zero/1.0/legalcode","x":142.5,"y":0,"width":27,"height":60,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":0,"--left":142.5,"--width":27,"--height":60,"--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":"60mm","width":"calc(27mm - var(--border-padding-left, 0px))"},"className":"overflowContainer"},"children":[{"tag":"div","attrs":{"style":"left:0px;top:2px;width:auto;","className":"scaleContainer"},"children":[{"tag":"img","attrs":{"src":"https://editor.mnweg.org/uploads/images?url=https%3A%2F%2Fsvgsilh.com%2Fpng%2F145521-ff9800.png&tileId=b9fb35a4-fea2-4940-9a0c-be8073a6d5b0","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "}},"children":[]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1664886955578,"attrs":{"viewBox":"0 0 102.0472440944882 226.7716535433071","width":102.0472440944882,"height":226.7716535433071,"key":1664886955578,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-b9fb35a4-fea2-4940-9a0c-be8073a6d5b0"},"children":[{"tag":"path","attrs":{"d":"M-0.3909467048943043 0.6116080470383167 L104.97928268107492 -3.5653868727385998 L101.25751012953836 225.52343144927792 L3.0712991170585155 225.45133307491116","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":"d2cecb0f-b77e-4a5a-a40e-ca643560aea1","z":1,"templateName":"task","title":"Aufgabenstellung - Description of my family","x":0,"y":2.5,"width":170,"height":25,"busData":{"canHaveParentTask":true,"enumeration":3,"hasSolutionTile":null,"stylesOutput":{"--top":2.5,"--left":0,"--width":170,"--height":25,"--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":"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":"strong","attrs":{},"children":[{"tag":"span","attrs":{"className":"color1"},"children":[{"tag":"#","children":"Describe your family. Write 5 to 8 sentences."}]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"em","attrs":{},"children":[{"tag":"#","children":"Beschreibe deine Familie. Schreibe 5 bis 8 Sätze."}]},{"tag":"#","children":" "}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1619083762052,"attrs":{"viewBox":"0 0 642.5196850393702 94.48818897637796","width":642.5196850393702,"height":94.48818897637796,"key":1619083762052,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-d2cecb0f-b77e-4a5a-a40e-ca643560aea1"},"children":[{"tag":"path","attrs":{"d":"M-1.6816349625587463 1.7987223267555237 L644.6451198552538 -3.136002480983734 L640.54392547354 90.59818678531121 L1.704235017299652 95.61670904788446","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":true,"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"}},{"id":"ea722c24-0e1f-43d7-8691-6fa14c4e1903","z":3,"templateName":"text","title":"Informationstext - Description of my family","x":0,"y":35,"width":98.75,"height":25,"busData":{"stylesOutput":{"--top":35,"--left":0,"--width":98.75,"--height":25,"--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":"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":"strong","attrs":{},"children":[{"tag":"#","children":"Start like Ola:"}]}]},{"tag":"p","attrs":{"className":"empty"},"children":[{"tag":"<","children":""}]},{"tag":"p","attrs":{},"children":[{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Hi, I'm... and I'm ... years old..."}]}]}]},{"tag":"div","attrs":{"className":"originator sourceAlign-right"},"children":[]}]}]}]}},"gridId":"main","backgroundOut":[{"tag":"svg","key":1619083762052,"attrs":{"viewBox":"0 0 373.228346456693 94.48818897637796","width":373.228346456693,"height":94.48818897637796,"key":1619083762052,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-ea722c24-0e1f-43d7-8691-6fa14c4e1903"},"children":[{"tag":"path","attrs":{"d":"M-0.17086775973439217 0.04236986115574837 L370.4639143058224 -1.9043546728789806 L376.12393191541867 91.29386712420057 L-1.1101264543831348 91.574109448076","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":true,"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","lineHeight":18}},{"id":"20bac8a8-c73c-4f3b-ae89-1f47e2fde4ec","z":2,"templateName":"paper","title":"Linien und Kästchen - Description of my family","x":0,"y":60,"width":170,"height":115,"busData":{"stylesOutput":{"--top":60,"--left":0,"--width":170,"--height":115,"--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},"worksheetSvgOutput":{"tag":"svg","attrs":{"width":642.5196850393702,"height":420},"children":[{"tag":"[","children":[{"tag":"line","attrs":{"className":"lined","x1":0,"x2":642.5196850393702,"y1":38,"y2":38,"fill":"none"},"children":[]},{"tag":"text","attrs":{"x":0,"y":38,"style":{"fontSize":"22px"},"className":"lineNumber"},"children":[{"tag":"#","children":""}]}]},{"tag":"[","children":[{"tag":"line","attrs":{"className":"lined","x1":0,"x2":642.5196850393702,"y1":76,"y2":76,"fill":"none"},"children":[]},{"tag":"text","attrs":{"x":0,"y":76,"style":{"fontSize":"22px"},"className":"lineNumber"},"children":[{"tag":"#","children":""}]}]},{"tag":"[","children":[{"tag":"line","attrs":{"className":"lined","x1":0,"x2":642.5196850393702,"y1":114,"y2":114,"fill":"none"},"children":[]},{"tag":"text","attrs":{"x":0,"y":114,"style":{"fontSize":"22px"},"className":"lineNumber"},"children":[{"tag":"#","children":""}]}]},{"tag":"[","children":[{"tag":"line","attrs":{"className":"lined","x1":0,"x2":642.5196850393702,"y1":152,"y2":152,"fill":"none"},"children":[]},{"tag":"text","attrs":{"x":0,"y":152,"style":{"fontSize":"22px"},"className":"lineNumber"},"children":[{"tag":"#","children":""}]}]},{"tag":"[","children":[{"tag":"line","attrs":{"className":"lined","x1":0,"x2":642.5196850393702,"y1":190,"y2":190,"fill":"none"},"children":[]},{"tag":"text","attrs":{"x":0,"y":190,"style":{"fontSize":"22px"},"className":"lineNumber"},"children":[{"tag":"#","children":""}]}]},{"tag":"[","children":[{"tag":"line","attrs":{"className":"lined","x1":0,"x2":642.5196850393702,"y1":228,"y2":228,"fill":"none"},"children":[]},{"tag":"text","attrs":{"x":0,"y":228,"style":{"fontSize":"22px"},"className":"lineNumber"},"children":[{"tag":"#","children":""}]}]},{"tag":"[","children":[{"tag":"line","attrs":{"className":"lined","x1":0,"x2":642.5196850393702,"y1":266,"y2":266,"fill":"none"},"children":[]},{"tag":"text","attrs":{"x":0,"y":266,"style":{"fontSize":"22px"},"className":"lineNumber"},"children":[{"tag":"#","children":""}]}]},{"tag":"[","children":[{"tag":"line","attrs":{"className":"lined","x1":0,"x2":642.5196850393702,"y1":304,"y2":304,"fill":"none"},"children":[]},{"tag":"text","attrs":{"x":0,"y":304,"style":{"fontSize":"22px"},"className":"lineNumber"},"children":[{"tag":"#","children":""}]}]},{"tag":"[","children":[{"tag":"line","attrs":{"className":"lined","x1":0,"x2":642.5196850393702,"y1":342,"y2":342,"fill":"none"},"children":[]},{"tag":"text","attrs":{"x":0,"y":342,"style":{"fontSize":"22px"},"className":"lineNumber"},"children":[{"tag":"#","children":""}]}]},{"tag":"[","children":[{"tag":"line","attrs":{"className":"lined","x1":0,"x2":642.5196850393702,"y1":380,"y2":380,"fill":"none"},"children":[]},{"tag":"text","attrs":{"x":0,"y":380,"style":{"fontSize":"22px"},"className":"lineNumber"},"children":[{"tag":"#","children":""}]}]},{"tag":"[","children":[{"tag":"line","attrs":{"className":"lined","x1":0,"x2":642.5196850393702,"y1":418,"y2":418,"fill":"none"},"children":[]},{"tag":"text","attrs":{"x":0,"y":418,"style":{"fontSize":"22px"},"className":"lineNumber"},"children":[{"tag":"#","children":""}]}]}]},"worksheetContentOutput":{"tag":"div","attrs":{"className":"eduMark text lined","style":"\n --font-size: 22px;\n --cloze-font-size: 22px;\n --line-height: 38px;\n --cloze-line-height: 38px;\n "},"children":[]},"fontSizeInPx":22,"isInteractive":true},"gridId":"main","backgroundOut":[{"tag":"svg","key":1619083762052,"attrs":{"viewBox":"0 0 642.5196850393702 434.6456692913386","width":642.5196850393702,"height":434.6456692913386,"key":1619083762052,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-20bac8a8-c73c-4f3b-ae89-1f47e2fde4ec"},"children":[{"tag":"path","attrs":{"d":"M1.2517889998853207 1.1068134643137455 L645.5124209281792 -1.6459113024175167 L640.7352060434212 432.0600558357152 L-2.147116396576166 431.19009016322224","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":true,"lineHeightPx":18,"fontSizePx":14,"className":"tile-paper font-likeWorksheet hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"visibility":"visible","hasBackground":false,"paperType":"lined","text":"","taskTileId":"no task","enumerationLabel":"Lösung","showSolutionInPaper":false,"lineEnumerationType":"none","omitTrailingLine":true,"showTask":true,"showEnumeration":true,"font":"likeWorksheet","background":{"borderStyle":"none","fillStyle":"none","color":"grey","fillTone":"dark","borderWidth":"S","borderRadius":true},"strokeWidth":"L","tabSize":2,"clozeStyle":"likeWorksheet"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-subject-english meta-phase-5 meta-level-secondaryschoolleavingcertificate meta-level-matriculationstandard meta-materialForm-ab","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;--meta-color:#daab09ff;"}]}}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