","zoomIn":"","zoomOut":"","info":"","sweep":"","fontStyle":"","hasSeen":"","downloadSolutionSheet":"","showSolution":"","checkmarkGreen":"","multipleChoice":""},"images":{"https://editor.mnweg.org/uploads/images/Bildschirmfoto-202021-09-10-20um-2020-38-33_72aea4ae-0248-46c4-b917-5b5490e1ff51.png?width=1119":"data:image/png;base64,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"},"translations":{"editor.tile.task":"Aufgabenstellung","math.subtractionSign":"−","math.additionSign":"+","editor.tile.hint":"Hinweis","editor.tile.paper":"Linien und Kästchen","editor.tile.image":"Bild","editor.tile.grid":"Tabelle","editor.tile.table":"Tabelle (alt)","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":"Rechnen mit natürlichen Zahlen","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":"Rechnen mit natürlichen Zahlen"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"Mathematik"}]}," ",{"tag":"span","attrs":{"className":"meta-subjectArea"},"children":[{"tag":"#","children":"Rechnen"}]}," ",{"tag":"span","attrs":{"className":"meta-levelShort"},"children":[{"tag":"#","children":"M"}]}," ",{"tag":"span","attrs":{"className":"meta-phase"},"children":[{"tag":"#","children":"9"}]}," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"08.09.2023"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/rechnen-mit-natuerlichen-zahlen-3"}]}],"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":"0afaa798-2444-4b25-bb71-c6574bbf0c1f","z":2,"templateName":"task","license":"cc-by","licenseAuthor":"Andreas Schöler","licenseVersion":"4.0","title":"Aufgabenstellung - Rechnen mit natürlichen Zahlen","licenseUrl":"http://creativecommons.org/licenses/by/4.0/legalcode","x":0,"y":0,"width":151.97943,"height":80,"busData":{"canHaveParentTask":false,"enumeration":1,"hasSolutionTile":null,"stylesOutput":{"--top":0,"--left":0,"--width":151.97943,"--height":80,"--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":"#","children":"Löse die Aufgaben zu den mathematischen Begriffen."},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]}]}],{"tag":"div","attrs":{"className":"tile-main"},"children":[{"tag":"ul","attrs":{"className":"lower-alpha"},"children":[{"tag":"li","key":"0100f359-cff3-4ca8-9f1b-f1c1e254a236","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Addiere die Zahlen 15 und 35 und dividiere mit 10. "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]},{"tag":"li","key":"48a68f72-688d-4a8c-a63f-ec6005152aa1","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Was ist der Quotient aus 25 und 5?"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]},{"tag":"li","key":"787c82e4-0ff3-4c80-bee1-e17179b2beec","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Bei einer Addition ergibt sich die Summe 85. Der erste "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"Summand ist 25. Wie lautet der zweite Summand?"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]},{"tag":"li","key":"5457e854-f8e1-4ae7-93f3-b1160ad6e319","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Subtrahiere 23 von 73 und multipliziere das Ergebnis mit 3. "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]},{"tag":"li","key":"48d3765f-333c-40a6-9bb6-ee40c15d0c28","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Wie lautet das Ergebnis einer Rechnung, bei der beide Faktoren 11 sind."},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]},{"tag":"li","key":"d93c8f39-5e06-4f86-9443-fcfc9b904576","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Das Produkt einer Rechnung ist 144. Dividiere dieses Ergebnis durch 12."},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]},{"tag":"li","key":"26a892a0-694e-464b-82e6-20e9c32191bb","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Addiere zum Produkt aus 15 und 5 die Zahl 25."}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1694159572727,"attrs":{"viewBox":"0 0 574.4104440944883 302.3622047244095","width":574.4104440944883,"height":302.3622047244095,"key":1694159572727,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-0afaa798-2444-4b25-bb71-c6574bbf0c1f"},"children":[{"tag":"path","attrs":{"d":"M-1.086116824299097 -3.945225741714239 L574.4186658064517 -3.1297418139874935 L570.6433411041888 300.5337599790179 L3.1436952017247677 299.6732871806704","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","lineSpacing":"likeWorksheet"}},{"id":"429b264b-ab07-402b-a1ca-f6d26adf966a","z":7,"templateName":"hint","title":"Hinweis - Rechnen mit natürlichen Zahlen","x":111.121105,"y":0,"width":58.878895,"height":32.5,"busData":{"stylesOutput":{"--top":0,"--left":111.121105,"--width":58.878895,"--height":32.5,"--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":"Rechenweg"}]},{"tag":"div","attrs":{"className":"content align-left"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Schreibe immer den "}]},{"tag":"p","attrs":{},"children":[{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"gesamten"}]},{"tag":"#","children":" Rechenweg auf. "}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"So kannst du Fehler "}]},{"tag":"p","attrs":{},"children":[{"tag":"#","children":"einfacher erkennen. "}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1689941288606,"attrs":{"viewBox":"0 0 222.53440629921263 122.83464566929135","width":222.53440629921263,"height":122.83464566929135,"key":1689941288606,"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":"7704f77e-4861-4062-aa3c-3f4df61a4d26","z":8,"templateName":"paper","license":"cc-pd","licenseUrl":"https://creativecommons.org/publicdomain/mark/1.0/","x":6,"y":6,"width":103.656235,"height":69,"busData":{"taskTile":{"id":"0afaa798-2444-4b25-bb71-c6574bbf0c1f","parentId":"8a896786-8326-4101-a815-ddbdc8367084","pageId":"749218bf-3f4e-4f40-bc83-1743ae04f597","templateName":"task","license":"cc-by","licenseVersion":"4.0","licenseAuthor":"Andreas Schöler","fingerprint":"adf61e0c-1e13-41e0-bb98-319c51172faa","title":"Aufgabenstellung - Rechnen mit natürlichen Zahlen","config":{"task":"Löse die Aufgaben zu den mathematischen Begriffen.\n","solution":"a) (15 + 35) : 10 = 50 : 10 = 5\nb) 25 : 5 = 5\nc) 25 + ? = 85 $\\rightarrow$ ? = 85 - 25 = 60\nd) (73 - 23) · 3 = 50 · 3 = 150\ne) 11 · 11 = 121\nf) ? ˙· ? = 144 $\\rightarrow$ 144 : 12 = 12 (statt ? kann man auch x schreiben)\ng) 15 · 5 + 25 = 75 + 25 = 100","points":0,"difficultyLevel":0,"isEnumerated":true,"isRestartEnumeration":false,"enumerationStyle":"circle","isSubtask":false,"indentEnumeration":false,"visibility":"visible","hasBackground":false,"font":"likeWorksheet","fontSize":"medium","languageCode":"likeWorksheet","isHyphenationEnabled":"likeWorksheet","lineSpacing":"likeWorksheet","clozeStyle":"likeWorksheet","clozeLength":0,"columnCount":1,"subtasks":[{"isVisible":true,"task":"Addiere die Zahlen 15 und 35 und dividiere mit 10. \n\n","id":"0100f359-cff3-4ca8-9f1b-f1c1e254a236"},{"isVisible":true,"task":"Was ist der Quotient aus 25 und 5?\n\n","id":"48a68f72-688d-4a8c-a63f-ec6005152aa1"},{"isVisible":true,"task":"Bei einer Addition ergibt sich die Summe 85. Der erste \nSummand ist 25. Wie lautet der zweite Summand?\n\n","id":"787c82e4-0ff3-4c80-bee1-e17179b2beec"},{"isVisible":true,"task":"Subtrahiere 23 von 73 und multipliziere das Ergebnis mit 3. \n\n","id":"5457e854-f8e1-4ae7-93f3-b1160ad6e319"},{"isVisible":true,"task":"Wie lautet das Ergebnis einer Rechnung, bei der beide Faktoren 11 sind.\n\n","id":"48d3765f-333c-40a6-9bb6-ee40c15d0c28"},{"isVisible":true,"task":"Das Produkt einer Rechnung ist 144. Dividiere dieses Ergebnis durch 12.\n\n","id":"d93c8f39-5e06-4f86-9443-fcfc9b904576"},{"isVisible":true,"task":"Addiere zum Produkt aus 15 und 5 die Zahl 25.","id":"26a892a0-694e-464b-82e6-20e9c32191bb"}],"background":{"borderStyle":"none","fillStyle":"none","color":"grey","fillTone":"dark","borderWidth":"S","borderRadius":true},"vignettes":[],"listType":"lower-alpha","tabSize":2},"x":0,"y":0,"z":2,"width":151.97943,"height":80,"gridId":"main","createdAt":"2023-07-21T11:54:37.912Z","updatedAt":"2023-09-08T07:52:52.727Z","changeIds":["0207b79f-06fa-4435-bff0-9d1fad6d550d"],"additionalData":{}},"stylesOutput":{"--top":6,"--left":6,"--width":103.656235,"--height":69,"--border-radius":"var(--default-border-radius)","--line-height":"16px","--base-line-height":"16px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"12px","--fontFeatures":"","--font-offset-top":"1.2px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"12px","--cloze-line-height":"24px","--cloze-height":"24px","--cloze-font-offset-top":"1.2px","--cloze-baseline-bottom-offset":"7.2px","--tab-size":2},"worksheetContentOutput":{"tag":"div","attrs":{"className":"eduMark text none","style":"\n --font-size: 15px;\n --cloze-font-size: 15px;\n --line-height: 38px;\n --cloze-line-height: 38px;\n "},"children":[]},"worksheetSolutionOutput":{"tag":"div","attrs":{"className":"solutionContainer"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal hasPrefix"},"children":[{"tag":"span","attrs":{"className":"label"},"children":[{"tag":"#","children":"Lösung"}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"1"}]}]}]},{"tag":"div","attrs":{"className":"solution"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"a) (15 + 35) : 10 = 50 : 10 = 5"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"b) 25 : 5 = 5"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"c) 25 + ? = 85 "},{"tag":"<","children":"→"},{"tag":"#","children":" ? = 85 - 25 = 60"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"d) (73 - 23) ·"},{"tag":"#","children":" "},{"tag":"#","children":"3 = 50 · 3 = 150"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"e) 11 · 11 = 121"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"f) ? ˙· ? = 144 "},{"tag":"<","children":"→"},{"tag":"#","children":" 144 : 12 = 12 (statt ? kann man auch x schreiben)"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"g) 15 · 5 + 25 = 75 + 25 = 100"}]}]}]},"fontSizeInPx":15,"isInteractive":false},"gridId":"main","backgroundOut":[{"tag":"svg","key":1694159584537,"attrs":{"viewBox":"0 0 391.77159685039373 260.7874015748032","width":391.77159685039373,"height":260.7874015748032,"key":1694159584537,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-7704f77e-4861-4062-aa3c-3f4df61a4d26"},"children":[{"tag":"path","attrs":{"d":"M3.956846658140421 0.945035096257925 L393.56072831669303 3.16500973328948 L393.9564324668929 260.98744560698947 L0.3254776634275913 259.919692888064","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":16,"fontSizePx":12,"className":"tile-paper font-likeWorksheet fontSize-small hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle backwards-flag-taskSolutionContainerEdumarkRestricted","config":{"visibility":"visible","hasBackground":false,"paperType":"none","clefType":"none","lineHeight":10,"checkeredWidth":10,"isDotted":false,"paperDotType":"plus","paperDotSize":"S","staffSpace":10,"text":"","taskTileId":"0afaa798-2444-4b25-bb71-c6574bbf0c1f","enumerationLabel":"Lösung","showSolutionInPaper":false,"lineEnumerationType":"none","omitTrailingLine":true,"showTask":false,"showEnumeration":true,"font":"likeWorksheet","fontSize":"small","languageCode":"likeWorksheet","isHyphenationEnabled":"likeWorksheet","svgSize":[103.71666666666665,69.05624999999999],"background":{"borderStyle":"none","fillStyle":"none","color":"grey","fillTone":"dark","borderWidth":"S","borderRadius":true},"useObsoleteLineHeightCalculation":false,"isContentCentered":false,"strokeColor":"black","strokeWidth":"S","tabSize":2,"backwardsCompatibleFlags":["taskSolutionContainerEdumarkRestricted"],"clozeStyle":"likeWorksheet"}},{"id":"d5f5a477-8c1b-41b9-b105-076cdedda056","z":1,"templateName":"task","license":"cc-by","licenseAuthor":"Andreas Schöler","licenseVersion":"4.0","title":"Aufgabenstellung - Rechnen mit natürlichen Zahlen","licenseUrl":"http://creativecommons.org/licenses/by/4.0/legalcode","x":0,"y":87.5,"width":170,"height":137.5,"busData":{"canHaveParentTask":true,"enumeration":2,"hasSolutionTile":null,"stylesOutput":{"--top":87.5,"--left":0,"--width":170,"--height":137.5,"--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":"#","children":"Löse die Aufgaben zu den Grundrechenarten, die du noch nicht sicher beherrschst. "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"Mache "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"vorher"}]},{"tag":"#","children":" einen Überschlag. "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"Nicht vergessen"}]},{"tag":"#","children":": Unbedingt "},{"tag":"strong","attrs":{},"children":[{"tag":"#","children":"alle"}]},{"tag":"#","children":" Aufgaben auf einem karierten Blatt lösen."}]}]}]}],{"tag":"div","attrs":{"className":"tile-main"},"children":[{"tag":"ul","attrs":{"className":"lower-alpha"},"children":[{"tag":"li","key":"0100f359-cff3-4ca8-9f1b-f1c1e254a236","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Addition"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"1) 3.508 + 6.507 + 986 ="},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"2) 9.786 + 3.487 + 78 ="},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]},{"tag":"li","key":"48a68f72-688d-4a8c-a63f-ec6005152aa1","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Subtraktion"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"3) 8.537 - 3.589 ="},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"4) 6.523 - 56 - 1.296 ="},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]},{"tag":"li","key":"af947325-8b40-4f82-bdb4-3cb492a49f8e","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Multiplikation "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"5) 346 · 45 ="},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"6) 682 · 169 ="},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]},{"tag":"li","key":"4fd28365-b550-4683-8ced-aa6c816ca324","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Division"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"7) 2.574 : 9 = "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"8) 1.652 : 7 = "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"9) 45.684 : 12 = "}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1689941311053,"attrs":{"viewBox":"0 0 642.5196850393702 519.6850393700788","width":642.5196850393702,"height":519.6850393700788,"key":1689941311053,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-d5f5a477-8c1b-41b9-b105-076cdedda056"},"children":[{"tag":"path","attrs":{"d":"M0.2801695168018341 -3.937254458665848 L643.3097107802321 -0.6674628555774689 L639.4201834593703 519.6442711937616 L0.07936099171638489 518.5194705116937","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","lineSpacing":"likeWorksheet"}},{"id":"641d8ab1-bcf0-4124-9f86-a667208b2ce8","z":9,"templateName":"image","license":"cc-by","licenseAuthor":"Andreas Schöler","licenseVersion":"4.0","title":"Bild - Rechnen mit natürlichen Zahlen","licenseUrl":"http://creativecommons.org/licenses/by/4.0/legalcode","x":71.25,"y":107.5,"width":98.75,"height":123.5,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":107.5,"--left":71.25,"--width":98.75,"--height":123.5,"--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},"isFixedToBackground":false,"worksheetOutput":[{"tag":"div","attrs":{"style":{"height":"123.5mm","width":"calc(98.75mm - var(--border-padding-left, 0px))"},"className":"overflowContainer"},"children":[{"tag":"div","attrs":{"style":"left:0px;top:0px;width:auto;","className":"scaleContainer"},"children":[{"tag":"img","attrs":{"src":"https://editor.mnweg.org/uploads/images/Bildschirmfoto-202021-09-10-20um-2020-38-33_72aea4ae-0248-46c4-b917-5b5490e1ff51.png","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "}},"children":[]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1689940477912,"attrs":{"viewBox":"0 0 373.228346456693 466.77165354330714","width":373.228346456693,"height":466.77165354330714,"key":1689940477912,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-641d8ab1-bcf0-4124-9f86-a667208b2ce8"},"children":[{"tag":"path","attrs":{"d":"M0.24634211510419846 3.1802381947636604 L374.50624589334564 -2.516293339431286 L373.2325587690933 470.1041854201692 L0.6462280079722404 468.8438263713258","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-image isImageLike font-likeWorksheet fontSize-medium hyphenation-enabled visibility-onSolution 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-phase-9 meta-subject-math meta-level-secondarymodernschoolqualification meta-materialForm-ab meta-subjectArea-rechnen","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 kann die Grundrechenarten mit natürlichen Zahlen.;--meta-color:#0433ffff;--meta-image:url(\"/public/images/subjectAreaLogos/rechnen.png\");"},{"header":{"left":[{"tag":"span","attrs":{"className":"meta-materialFormShort"},"children":[{"tag":"#","children":"AB"}]}],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"Rechnen mit natürlichen Zahlen"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"Mathematik"}]}," ",{"tag":"span","attrs":{"className":"meta-subjectArea"},"children":[{"tag":"#","children":"Rechnen"}]}," ",{"tag":"span","attrs":{"className":"meta-levelShort"},"children":[{"tag":"#","children":"M"}]}," ",{"tag":"span","attrs":{"className":"meta-phase"},"children":[{"tag":"#","children":"9"}]}," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"08.09.2023"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/rechnen-mit-natuerlichen-zahlen-3"}]}],"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":"41ac74a6-2426-43a4-9b8d-0b7315f42a01","z":2,"templateName":"task","license":"cc-by","licenseAuthor":"Andreas Schöler","licenseVersion":"4.0","title":"Aufgabenstellung - Rechnen mit natürlichen Zahlen","licenseUrl":"http://creativecommons.org/licenses/by/4.0/legalcode","x":0,"y":0,"width":127,"height":65,"busData":{"canHaveParentTask":true,"enumeration":3,"hasSolutionTile":null,"stylesOutput":{"--top":0,"--left":0,"--width":127,"--height":65,"--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":"#","children":"Achte bei den Aufgaben auf die Rechenregeln."}]}]}]}],{"tag":"div","attrs":{"className":"tile-main"},"children":[{"tag":"ul","attrs":{"className":"lower-alpha"},"children":[{"tag":"li","key":"0100f359-cff3-4ca8-9f1b-f1c1e254a236","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"(23 + 54) : 7 = "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]},{"tag":"li","key":"48a68f72-688d-4a8c-a63f-ec6005152aa1","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"12 · (12 - 7) = "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]},{"tag":"li","key":"ec7d9e23-2b31-4c8a-a78d-a571b5441a0f","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"4 + 2 · 5 - 8 ="},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]},{"tag":"li","key":"777edc5e-8aa4-4999-ac1a-e020333cfee0","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"15 + (22 - 7) · 2 ="},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]},{"tag":"li","key":"0176f87a-44aa-490c-bd81-f23ff3a10a1e","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"18 - 3 · 6 + 6 ·"},{"tag":"#","children":" "},{"tag":"#","children":"4 - 3 ="},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]}]}]},{"tag":"li","key":"535ec35e-aabb-4e85-b168-584f545a348e","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"(112 - 52) : 10 - 6 = "}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1689941333160,"attrs":{"viewBox":"0 0 480.00000000000006 245.6692913385827","width":480.00000000000006,"height":245.6692913385827,"key":1689941333160,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-41ac74a6-2426-43a4-9b8d-0b7315f42a01"},"children":[{"tag":"path","attrs":{"d":"M-1.0654565952718258 1.3446896336972713 L477.51330820098525 -3.0998302437365055 L480.09430459514266 245.84640346716827 L-2.620441045612097 242.35957859705871","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","lineSpacing":"likeWorksheet"}},{"id":"8b4b441a-e7bd-4ae2-bb0f-90045b285d19","z":4,"templateName":"paper","license":"cc-pd","licenseUrl":"https://creativecommons.org/publicdomain/mark/1.0/","x":85.25,"y":15,"width":84.75,"height":40,"busData":{"taskTile":{"id":"41ac74a6-2426-43a4-9b8d-0b7315f42a01","parentId":"6c94e6e7-8c88-449e-9664-bb22ccf4ece7","pageId":"2890a075-6116-4000-9d81-28d6663d0121","templateName":"task","license":"cc-by","licenseVersion":"4.0","licenseAuthor":"Andreas Schöler","fingerprint":"73d98e47-eea9-44e0-8890-e81061a0a960","description":"","title":"Aufgabenstellung - Rechnen mit natürlichen Zahlen","config":{"task":"Achte bei den Aufgaben auf die Rechenregeln.","solution":"a) (23 + 54) : 7 = 77 : 7 = 11\nb) 12 · (12 - 7) = 12 · 5 = 60\nc) 4 + 2 · 5 - 8 = 4 + 10 - 8 = 14 - 8 = 6\nd) 15 + (22 - 7) · 2 = 15 + 15 · 2 = 15 + 30 = 45\ne) 18 - 3 · 6 + 6 · 4 - 3 = 18 - 18 + 24 - 3 = 24 - 3 = 21\nf) (112 - 52) : 10 - 6 = 60 : 10 - 6 = 6 - 6 = 0","points":0,"difficultyLevel":0,"isEnumerated":true,"isRestartEnumeration":false,"enumerationStyle":"circle","isSubtask":false,"indentEnumeration":false,"visibility":"visible","hasBackground":false,"font":"likeWorksheet","fontSize":"medium","languageCode":"likeWorksheet","isHyphenationEnabled":"likeWorksheet","lineSpacing":"likeWorksheet","clozeStyle":"likeWorksheet","clozeLength":0,"columnCount":1,"subtasks":[{"isVisible":true,"task":"(23 + 54) : 7 = \n\n","id":"0100f359-cff3-4ca8-9f1b-f1c1e254a236"},{"isVisible":true,"task":"12 · (12 - 7) = \n\n","id":"48a68f72-688d-4a8c-a63f-ec6005152aa1"},{"isVisible":true,"task":"4 + 2 · 5 - 8 =\n\n","id":"ec7d9e23-2b31-4c8a-a78d-a571b5441a0f"},{"isVisible":true,"task":"15 + (22 - 7) · 2 =\n\n","id":"777edc5e-8aa4-4999-ac1a-e020333cfee0"},{"isVisible":true,"task":"18 - 3 · 6 + 6 · 4 - 3 =\n\n","id":"0176f87a-44aa-490c-bd81-f23ff3a10a1e"},{"isVisible":true,"task":"(112 - 52) : 10 - 6 = ","id":"535ec35e-aabb-4e85-b168-584f545a348e"}],"background":{"borderStyle":"none","fillStyle":"none","color":"grey","fillTone":"dark","borderWidth":"S","borderRadius":true},"vignettes":[],"listType":"lower-alpha","tabSize":2},"x":0,"y":0,"z":2,"width":127,"height":65,"gridId":"main","createdAt":"2023-07-21T11:54:37.912Z","updatedAt":"2023-07-21T12:08:53.160Z","changeIds":["0207b79f-06fa-4435-bff0-9d1fad6d550d"],"additionalData":{}},"stylesOutput":{"--top":15,"--left":85.25,"--width":84.75,"--height":40,"--border-radius":"var(--default-border-radius)","--line-height":"16px","--base-line-height":"16px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"12px","--fontFeatures":"","--font-offset-top":"1.2px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"12px","--cloze-line-height":"24px","--cloze-height":"24px","--cloze-font-offset-top":"1.2px","--cloze-baseline-bottom-offset":"7.2px","--tab-size":2},"worksheetContentOutput":{"tag":"div","attrs":{"className":"eduMark text none","style":"\n --font-size: 15px;\n --cloze-font-size: 15px;\n --line-height: 38px;\n --cloze-line-height: 38px;\n "},"children":[]},"worksheetSolutionOutput":{"tag":"div","attrs":{"className":"solutionContainer"},"children":[{"tag":"span","attrs":{"className":"enumeration enumerationType-plain-decimal hasPrefix"},"children":[{"tag":"span","attrs":{"className":"label"},"children":[{"tag":"#","children":"Lösung"}]},{"tag":"span","attrs":{"className":"number digit1"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":"3"}]}]}]},{"tag":"div","attrs":{"className":"solution"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"a) (23 + 54) : 7 = 77 : 7 = 11"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"b) 12 · (12 - 7) = 12 · 5 = 60"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"c) 4 + 2 · 5 - 8 = 4 + 10 - 8 = 14 - 8 = 6"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"d) 15 + (22 - 7) · 2 = 15 + 15 · 2 = 15 + 30 = 45"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"e) 18 - 3 · 6 + 6 · 4 - 3 = 18 - 18 + 24 - 3 = 24 - 3 = 21"},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"f) (112 - 52) : 10 - 6 = 60 : 10 - 6 = 6 - 6 = 0"}]}]}]},"fontSizeInPx":15,"isInteractive":false},"gridId":"main","backgroundOut":[{"tag":"svg","key":1689940477912,"attrs":{"viewBox":"0 0 320.3149606299213 151.18110236220474","width":320.3149606299213,"height":151.18110236220474,"key":1689940477912,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-8b4b441a-e7bd-4ae2-bb0f-90045b285d19"},"children":[{"tag":"path","attrs":{"d":"M-2.857921998947859 -2.752811212092638 L319.36494170619164 -2.3634673543274403 L321.3822998900524 152.71452815153117 L3.9962765760719776 151.4477059326362","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":16,"fontSizePx":12,"className":"tile-paper font-likeWorksheet fontSize-small hyphenation-enabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle backwards-flag-taskSolutionContainerEdumarkRestricted","config":{"visibility":"visible","hasBackground":false,"paperType":"none","lineHeight":10,"text":"","taskTileId":"41ac74a6-2426-43a4-9b8d-0b7315f42a01","enumerationLabel":"Lösung","showSolutionInPaper":false,"lineEnumerationType":"none","omitTrailingLine":true,"showTask":false,"showEnumeration":true,"font":"likeWorksheet","fontSize":"small","languageCode":"likeWorksheet","isHyphenationEnabled":"likeWorksheet","background":{"borderStyle":"none","fillStyle":"none","color":"grey","fillTone":"dark","borderWidth":"S","borderRadius":true},"useObsoleteLineHeightCalculation":false,"strokeColor":"black","strokeWidth":"L","tabSize":2,"backwardsCompatibleFlags":["taskSolutionContainerEdumarkRestricted"],"clozeStyle":"likeWorksheet"}},{"id":"2e3b5be0-97f6-42c8-a0a1-5ddc29507cc5","z":1,"templateName":"task","title":"Aufgabenstellung - Rechnen mit natürlichen Zahlen","x":0,"y":70,"width":170,"height":5,"busData":{"canHaveParentTask":true,"enumeration":4,"hasSolutionTile":null,"stylesOutput":{"--top":70,"--left":0,"--width":170,"--height":5,"--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":"4"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Runde die Zahlen auf die angegebene Stelle. In der ersten Zeile siehst du jeweils ein Beispiel."}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1694159604727,"attrs":{"viewBox":"0 0 642.5196850393702 18.897637795275593","width":642.5196850393702,"height":18.897637795275593,"key":1694159604727,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-2e3b5be0-97f6-42c8-a0a1-5ddc29507cc5"},"children":[{"tag":"path","attrs":{"d":"M-3.0809591449797153 -0.978887315839529 L638.650062149464 1.433481339365244 L646.097417539059 15.623130276417875 L0.24755721911787987 16.73216183445468","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","lineSpacing":"likeWorksheet"}},{"id":"a20f7708-bf00-43d1-b1b7-d182078371c4","z":6,"templateName":"grid","license":"cc-by","licenseAuthor":"MNWeG","licenseVersion":"4.0","title":"Tabelle - Rechnen mit natürlichen Zahlen","licenseUrl":"http://creativecommons.org/licenses/by/4.0/legalcode","x":0,"y":80,"width":170,"height":82.5,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":80,"--left":0,"--width":170,"--height":82.5,"--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},"selectedCells":{"length":0,"entries":[]},"gridTemplateColumns":"22fr 27fr 27fr 24fr","gridTemplateRows":"auto auto auto auto auto","isInteractive":true},"gridId":"main","backgroundOut":[{"tag":"svg","key":1694159791510,"attrs":{"viewBox":"0 0 642.5196850393702 311.8110236220473","width":642.5196850393702,"height":311.8110236220473,"key":1694159791510,"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-grid isTextLike font-likeWorksheet fontSize-medium hyphenation-disabled clozeLength-8 clozeAlignmentType-center visibility-visible borderStyle-box borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"title":"","isEnumerated":false,"isRestartEnumeration":false,"enumerationStyle":"circle","vAlign":"top","isFullHeight":false,"isFullWidth":true,"columns":[{"id":"719a4674-b779-4c10-bec7-1fd09bb01398","width":22},{"id":"1746d3db-ebe4-4b3a-b3fc-8b54dc484cba","width":27},{"id":"9c531eb2-b7e9-4a03-adb7-8e9e8f68679a","width":27},{"id":"8a9435a4-4d8e-4771-80e2-a4480cb89112","width":24}],"cellGap":0,"visibility":"visible","font":"likeWorksheet","fontSize":"medium","languageCode":"likeWorksheet","isHyphenationEnabled":false,"clozeStyle":"likeWorksheet","clozeLength":8,"clozeAlignmentType":"center","hasBackground":false,"hasTitleColumn":true,"hasTitleRow":true,"alterRowsBackground":true,"compactMode":false,"rows":[{"id":"4f9d5bf4-5c2f-4cc8-a4b0-99e3e8177e30","height":"auto","cells":[{"id":"cd2ace38-e10f-4262-9372-4874c73c4865","borderTop":"solid","borderLeft":"solid","borderRight":"none","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"Zehner","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":0,"data-column":0,"className":"border-top-solid border-left-solid border-right-none border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 titleColumn titleRow odd firstRow firstColumn isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:0;--column:0;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Zehner"}]}]}},{"id":"08fa50bc-d8ed-4efc-8487-05473995dd94","borderTop":"solid","borderLeft":"none","borderRight":"none","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"Hunderter","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":0,"data-column":1,"className":"border-top-solid border-left-none border-right-none border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 titleRow odd firstRow isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:0;--column:1;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Hunderter"}]}]}},{"id":"10d92625-461a-4212-ad35-a6f2843c35b3","borderTop":"solid","borderLeft":"none","borderRight":"none","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"Tausender","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":0,"data-column":2,"className":"border-top-solid border-left-none border-right-none border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 titleRow odd firstRow isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:0;--column:2;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Tausender"}]}]}},{"id":"1368fa3f-14e8-49aa-80e3-f3d5c3fa616a","borderTop":"solid","borderLeft":"none","borderRight":"solid","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"Zehntausender","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":0,"data-column":3,"className":"border-top-solid border-left-none border-right-solid border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 titleRow odd firstRow lastColumn isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:0;--column:3;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Zehntausender"}]}]}}]},{"id":"d9b1084e-34dd-49c9-81b9-7bf539bd27ec","height":"auto","cells":[{"id":"122b1e12-9533-45e5-8c30-f8601ae163c8","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"2.457 ${\\approx}$ 2.460","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":1,"data-column":0,"className":"border-top-none border-left-solid border-right-solid border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 titleColumn even firstColumn isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:1;--column:0;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"2.457 "},{"tag":"<","children":"≈"},{"tag":"#","children":" 2.460"}]}]}},{"id":"b8a5a391-8133-4369-98d4-9f50d045ed94","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"27.845 ${\\approx}$ 27.800","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":1,"data-column":1,"className":"border-top-none border-left-solid border-right-solid border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 even isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:1;--column:1;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"27.845 "},{"tag":"<","children":"≈"},{"tag":"#","children":" 27.800"}]}]}},{"id":"6cf954c8-5eb3-4d3c-b53b-995cd3ff3bc9","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"950 ${\\approx}$ 1.000","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":1,"data-column":2,"className":"border-top-none border-left-solid border-right-solid border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 even isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:1;--column:2;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"950 "},{"tag":"<","children":"≈"},{"tag":"#","children":" 1.000"}]}]}},{"id":"6b388cc2-fea3-4cfe-b54b-e5a8b1dab6ee","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"34.522 ${\\approx}$ 30.000","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":1,"data-column":3,"className":"border-top-none border-left-solid border-right-solid border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 even lastColumn isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:1;--column:3;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"34.522 "},{"tag":"<","children":"≈"},{"tag":"#","children":" 30.000"}]}]}}]},{"id":"f5cf7fbc-b689-44bc-9bdf-e4fc84677c74","height":"auto","cells":[{"id":"8a6a4d8f-deb2-413a-b2f2-8d00be37dd92","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"3.470 ${\\approx}$ \n[3.470]","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":2,"data-column":0,"className":"border-top-none border-left-solid border-right-solid border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 titleColumn odd firstColumn isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:2;--column:0;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"3.470 "},{"tag":"<","children":"≈"},{"tag":"#","children":" "}]},{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":5,"className":"form-print-input form-print-input-5 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}},{"id":"03687e88-0be2-413d-be6d-7e41e55299ca","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"783.451 ${\\approx}$ [783.500]","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":2,"data-column":1,"className":"border-top-none border-left-solid border-right-solid border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 odd isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:2;--column:1;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"783.451 "},{"tag":"<","children":"≈"},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":7,"className":"form-print-input form-print-input-7 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}},{"id":"0ff996f0-5fff-4cd8-a1e2-05be732a4276","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"947.401 ${\\approx}$ [947.000]","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":2,"data-column":2,"className":"border-top-none border-left-solid border-right-solid border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 odd isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:2;--column:2;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"947.401 "},{"tag":"<","children":"≈"},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":7,"className":"form-print-input form-print-input-7 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}},{"id":"8a806561-4925-4d43-937b-916360fd6270","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"129.530 ${\\approx}$ [130.000]","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":2,"data-column":3,"className":"border-top-none border-left-solid border-right-solid border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 odd lastColumn isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:2;--column:3;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"129.530 "},{"tag":"<","children":"≈"},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":7,"className":"form-print-input form-print-input-7 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}}]},{"id":"14443779-f8e7-4b93-a87a-fe02892e79ac","height":"auto","cells":[{"id":"849e5bc7-fec9-436a-8542-1a3686905e29","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"1.897 ${\\approx}$ \n[1.900]","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":3,"data-column":0,"className":"border-top-none border-left-solid border-right-solid border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 titleColumn even firstColumn isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:3;--column:0;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"1.897 "},{"tag":"<","children":"≈"},{"tag":"#","children":" "}]},{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":5,"className":"form-print-input form-print-input-5 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}},{"id":"fabca86a-342e-4c60-b8be-ce48702d9575","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"123.709 ${\\approx}$ [123.700]","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":3,"data-column":1,"className":"border-top-none border-left-solid border-right-solid border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 even isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:3;--column:1;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"123.709 "},{"tag":"<","children":"≈"},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":7,"className":"form-print-input form-print-input-7 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}},{"id":"2d3ad7aa-a720-43bc-80ed-a9ecb356ad69","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"19.950 ${\\approx}$ \n[20.000]","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":3,"data-column":2,"className":"border-top-none border-left-solid border-right-solid border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 even isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:3;--column:2;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"19.950 "},{"tag":"<","children":"≈"},{"tag":"#","children":" "}]},{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":6,"className":"form-print-input form-print-input-6 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}},{"id":"672e0a2e-72f2-49f6-ba12-f31010cd66e6","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"none","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"2.367.115 ${\\approx}$ [2.370.000]","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":3,"data-column":3,"className":"border-top-none border-left-solid border-right-solid border-bottom-none vAlign-top hAlign-center hasCustomFont rotation-0 even lastColumn isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:3;--column:3;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"2.367.115 "},{"tag":"<","children":"≈"},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":9,"className":"form-print-input form-print-input-9 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}}]},{"id":"2eea323d-53ce-4aea-aa01-6a2621e2dc16","height":"auto","cells":[{"id":"d743b508-46a5-44ef-86b2-13f7df6d385d","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"solid","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"2.995 ${\\approx}$ \n[3.000]","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":4,"data-column":0,"className":"border-top-none border-left-solid border-right-solid border-bottom-solid vAlign-top hAlign-center hasCustomFont rotation-0 titleColumn odd lastRow firstColumn isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:4;--column:0;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"2.995 "},{"tag":"<","children":"≈"},{"tag":"#","children":" "}]},{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":5,"className":"form-print-input form-print-input-5 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}},{"id":"704a38ad-6932-4ac6-947e-faecc5d2128b","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"solid","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"39.980 ${\\approx}$ \n[40.000]","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":4,"data-column":1,"className":"border-top-none border-left-solid border-right-solid border-bottom-solid vAlign-top hAlign-center hasCustomFont rotation-0 odd lastRow isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:4;--column:1;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"39.980 "},{"tag":"<","children":"≈"},{"tag":"#","children":" "}]},{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":6,"className":"form-print-input form-print-input-6 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}},{"id":"9e5eabae-1b13-48e3-8c3b-a12ff984f5c6","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"solid","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"29.498 ${\\approx}$ \n[29.000]","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":4,"data-column":2,"className":"border-top-none border-left-solid border-right-solid border-bottom-solid vAlign-top hAlign-center hasCustomFont rotation-0 odd lastRow isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:4;--column:2;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"29.498 "},{"tag":"<","children":"≈"},{"tag":"#","children":" "}]},{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":6,"className":"form-print-input form-print-input-6 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}},{"id":"617d1f6a-5af5-40a6-9ff2-fe5ad3c61e47","borderTop":"none","borderLeft":"solid","borderRight":"solid","borderBottom":"solid","fillColor":"transparent","font":"likeWorksheet","fontSize":"likeWorksheet","languageCode":"likeWorksheet","hAlign":"likeWorksheet","solutionFillColor":"transparent","text":"999.999 ${\\approx}$ [1.000.000]","vAlign":"likeWorksheet","rotation":0,"isSolution":false,"attrs":{"lang":"de_DE","data-row":4,"data-column":3,"className":"border-top-none border-left-solid border-right-solid border-bottom-solid vAlign-top hAlign-center hasCustomFont rotation-0 odd lastRow lastColumn isAutoHeight","style":"--font-size:14px;--cloze-height:28px;--font:openSans;--fontVariantLigatures:normal;--row:4;--column:3;--cloze-font:openSans;--cloze-font-offset-top:1.4px;--cloze-baseline-bottom-offset:8.4px;"},"textOutput":{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"999.999 "},{"tag":"<","children":"≈"},{"tag":"#","children":" "},{"tag":"span","attrs":{"data-cloze-length":9,"className":"form-print-input form-print-input-9 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}}]}],"background":{"borderStyle":"box","fillStyle":"none","color":"grey","fillTone":"dark","borderWidth":"S","borderRadius":true},"cellBorderWidth":1,"hAlign":"center","tabSize":2,"enumerationScope":"table"}},{"id":"45829fef-a01e-4fd0-bda6-031144de5d10","z":3,"templateName":"task","title":"Aufgabenstellung - Rechnen mit natürlichen Zahlen","x":0,"y":168.5,"width":85,"height":7.5,"busData":{"canHaveParentTask":true,"enumeration":5,"hasSolutionTile":null,"stylesOutput":{"--top":168.5,"--left":0,"--width":85,"--height":7.5,"--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":"5"}]}]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Setze die Zahlenreihen um drei Zahlen fort."}]}]}]}],false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1689940477912,"attrs":{"viewBox":"0 0 321.2598425196851 28.34645669291339","width":321.2598425196851,"height":28.34645669291339,"key":1689940477912,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-45829fef-a01e-4fd0-bda6-031144de5d10"},"children":[{"tag":"path","attrs":{"d":"M-0.7960824370384216 -3.695318281650543 L320.55106896631366 2.7918052077293396 L324.4890248226369 32.205402479866365 L3.172082006931305 27.917013273933744","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","lineSpacing":"likeWorksheet"}},{"id":"534d85ca-f364-42c9-a2ed-c7c7e63b60c0","z":8,"templateName":"table","title":"Tabelle (alt) - Rechnen mit natürlichen Zahlen","x":0,"y":177,"width":170,"height":54,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":177,"--left":0,"--width":170,"--height":54,"--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":"5%"}},"children":[]},{"tag":"col","attrs":{"style":{"width":"11%"}},"children":[]},{"tag":"col","attrs":{"style":{"width":"11%"}},"children":[]},{"tag":"col","attrs":{"style":{"width":"11%"}},"children":[]},{"tag":"col","attrs":{"style":{"width":"11%"}},"children":[]},{"tag":"col","attrs":{"style":{"width":"11%"}},"children":[]},{"tag":"col","attrs":{"style":{"width":"10%"}},"children":[]},{"tag":"col","attrs":{"style":{"width":"10%"}},"children":[]},{"tag":"col","attrs":{"style":{"width":"11%"}},"children":[]},{"tag":"col","attrs":{"style":{"width":"11%"}},"children":[]}]},{"tag":"tbody","attrs":{},"children":[{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"a)"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"1"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"2"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"4"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"5"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"7"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"8"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"b)"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"10"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"6"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"12"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"8"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"16"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"12"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"c)"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"12"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"9"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"11"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"8"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"10"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"7"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]}]},{"tag":"tr","attrs":{},"children":[{"tag":"th","attrs":{"className":"titleColumn"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"d)"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"24"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"12"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"16"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"8"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"12"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"6"}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]},{"tag":"td","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"span","attrs":{"data-cloze-length":2,"className":"form-print-input form-print-input-2 hideSolution"},"children":[{"tag":"span","attrs":{},"children":[{"tag":"#","children":" "}]}]}]}]}]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1689940477912,"attrs":{"viewBox":"0 0 642.5196850393702 204.0944881889764","width":642.5196850393702,"height":204.0944881889764,"key":1689940477912,"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"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-phase-9 meta-subject-math meta-level-secondarymodernschoolqualification meta-materialForm-ab meta-subjectArea-rechnen","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 kann die Grundrechenarten mit natürlichen Zahlen.;--meta-color:#0433ffff;--meta-image:url(\"/public/images/subjectAreaLogos/rechnen.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