","zoomIn":"","zoomOut":"","info":"","sweep":"","fontStyle":"","hasSeen":"","downloadSolutionSheet":"","showSolution":"","checkmarkGreen":"","multipleChoice":""},"images":{"https://editor.mnweg.org/uploads/images/kasten-mnw-design-rand_d57ccef2-a231-4c04-877e-da7aa5a21238.png?width=1128":"data:image/png;base64,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","https://editor.mnweg.org/uploads/images/gadget-1917227-1280_4f6bb94b-5023-424a-9929-09bb108d4565.png?width=474":"data:image/png;base64,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","https://editor.mnweg.org/uploads/images/wlan-mnw-icon-blau_18c8404e-0fa7-43aa-b146-55da8796245a.png?width=69":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEUAAAA/CAYAAAC2NAWOAAAACXBIWXMAAAsTAAALEwEAmpwYAAAPZUlEQVR4nOVbC4wkR3meOR+2wUkcE7AgnH04ORHnzO1OVc2sDzvxhacgiiCEbEIilJgkwgIBwSBFiCMZiUTxGftup6u6e3b2ceub6aru6Znd27uzHSxiNg4BQWLZymGDbaHEPKzYsowVAufszs509P/V3dPz2NnZzd6ddymp7nZmerqrvvpf31c1qdRWN9+/5FB+afe471/S/dGhfH43K1Venyl6o2yi8lukID8wyt1bMwX1p8k+OuHcygz3fWTCuWXE9t48YpevTuXzu3rvt7Qbeiof9Hx28Vs+vysEIZ18+4AxvyfLnfdQU36OCrdGufso5fIZyuVytlQPcjOLQW76ZP8+sxhki7WAcPkSEer7jLv/RriSjDufIQX37SN3zV/dNYo0jqEPeBe0jcMggiAGgpVKr8haXo4JeZhy9RARzgvZ0rye/NRCAH8z2w+ocAMqVJMI2SBcrvbtQjbgGrgWvoP3mVqIwGoR4TxLuHyAmer2bMF7cz4JRnuRLh4YOeG+KcPlXxPD+Raza6tjs6eD7BQAUA2I0BPUXemJctmiQgVDdS5bEUhRh3tki36Qm14Ixo6fDpjpLRPD+Sbh6vas5V4TDit9YcDJB7ti88znd2W4fAflcpFZ3k/HZk8F4BJUqFY8+I1MfsNdaksTssFMt4VWNHsqIKb731SoE8ws39ged7497i1rQZCOghkgT0Xl/YTLr7Gi30SLMC8UEAOsCV3RWUWAphcCalcbGS7/gRnOWzsWtSvubarlAeHQVRh3biaG8yAr+i0dBNUK4XIFVu2CAzHAgqiQywBSdrIOLtyghlPPmeqGrbCadOSPkEZJoTLHin4jO7WgH7wZi8DvyGYUTON7mG5nj69V+jp8ntqMBcJiNXMzJwNmeeeoIe8cMyq/EFn8Rs1jV2QdpFD5EDXd58aOn4EBby5IctlilhdkJ2uYbiEQYxaZrAXMqkbZKO7xtTOLeC0sBCv6GjB4PgI1PDiEyya1qk2YAzHVd5lReVe3FwzGI9CxY/9R/9WEOw4MjBVrMJAhXSQeNLoYBuBJrDfOUaEep1zVqZB3MlN9khTkBzOm/G3K3d8kwn9LxnBvws7lO4jwPkiF+hThcoJweYYI+V1d38wHYzOnNEgaoOFdl8smfD87WW9Ro3Js79zc5TE4a7XIpHITToaa7uMACBUJM1/PNUzVZJP1AFaEWVWwkieIUBZMkBwt79uf9y9NbbLtOeq/ctRUN1DTvZUKOUu5858IOqTkYi2KJcOOczU3C3NTD7GCf21y7n0BIQX5AWpVf4zpdRgzxYe4zdz0yRb4LuXyaSLUF6ntHYRirudBQYCxSlefYYrv24NdQAvW8v29c0uXM8t7qwZdPgvpGNKyjiNDgbOKWcr0fgiWGo4tYTFhuiUF5/Zs0W+FqzzYLLX1NLFSLdZaGcP5OjPVH7HS6VeFd03H7tiHAmyuaUAT5o73PGDLq5gpbyOGPAvxB1wkzIgDwYE5grVli7WfUEP9QQxMtBKUq7+DIEhNb3Aw1X68DMCF3GQJYkBHwEoWeYnJgOXsM+6/7N3G/Zf140pdLQ2WAtdDP7S0tLtzJXufA/fPCDlOhHwEKYWFc1kePB8HjQDiJjPkR+N7U+EeG5u7NwBfo1yujSwWaO4KZgPTPUuEem9ngYcDjCc67geX7Pf9S6F3AwCTPDjtv3psan5P1pa/wri8PjtR+bUxXr5utOi/AVa/x3WCIB3fb7zjszQCFi4MMGdSkB9mlvc0FJdUqGWd2tdeaGZ5LYihxJCfTlHu3po7fipAXrI2oi3CZQMjd7G2Qgx1x37T/zlcrG5+EcAKL+3uGnSKleRrKFdvy5juZ5npViDIUa6eIlw9T7j8aVTDUC7/h3L1HBHqO0SorxDu3kNMdTvj3s2jE3O/mLxnHJs6FqLNlEfs+aspl7NoNUUf57BObASLWUllZxc5IrTWF7guoSENUst7ikzcc4s23XwUKxLmvrQ7n9A2xozKHmbKjxLu3EeE+zxUmLnpxVa79gjrFNNrP8/0kEiyyVqQjWqa6ZMtSOsgOxAha8RSH2J3l14TAzEOGk5+d3IsSdJKJpzfY1b1OQgPA4FB3qYaKWZX/37snnsDKpzlvoCYbiO8We03bHlVvBpJdxj3L4GBRZZDTOcWKpRHTffHmBVmFlsw0UQxF1apGJ96rTN+vy0loIkDM549pc1cuM8TIaeYqNDYJQGYpOCUWDhiOnupcB/S3wW23vtc4E6QNFIZY/a11Ko+AlmEcKfRk88hzRnyb0PfSEeTj16jq6RCbgQp0pAPQnEERRtUplFZv14mGLL4QlAxOBb9sEbxG8xwTmZtRSIg9Jg63Qz+32cYl4E7aWA6yStwOCxUreqX8EtZ6/g1zK5+G4IS4RJIXgNqD1aswyrd1u2r+uFB/HAyceLXKXdOg0vogg9j0NYAsR5AwIpnAZz6KjWc4weMyp4o2HaPN3pNhPoCjJWYCkQu6CuYeS1viR0pXYmaKl54tLyPWt5jyElKdQw4xKj8WfyApLvgd4I0pEBmyE8zy3sxV1pAswQTPG9ADMiKQB7BqpnpPcO4/JNuILRhg2Xr2EO483lMHKV6E6pbZrpfuV6c+KUe88LAKNRJKtTD2TDddpti9BrSJhHqgdz0IhC1SD7cyGSa3YpaR9eWtiFJgginwexqE6wgw2WZlfwrk/NrA6PnwIT3F1TIbzGupm+aWfx57X0dMSnM83lgjvomnfGjffOscYJQq/pkGIBXhhp8xG516kOVDlnw8dO6z4Y9fI3+DRkHGTQG5eE4GCpyCuMDNd2vs8KJftymHRt1UZjG+fcjhvqDAD/sKZzC15lC+Z2s6P9IM99EYF5r9TgG2iaIzxB8MQDbPrz3fSrk1yiXpwiX91ChBPAYymWZcHWGCfkNwuV/RUw7DIJaBhhiEXScWIA48R/EUiOhlXRMOkrbXdShb0v3lN/hFxiXv8uKtXMoSK8TO4hW60GubEFapqb7AuHuAuHebUz4B6BiHaRlwCCh4CPHVJYa3qcIV1+ipvcTrHEm6xqcdSwHC05Q34r+s2wi1Gx7J78JTpYPAZko38gm6+fC1RpYMsPnEKw1a5WPMC5ve4vds0+DA4o2tLp7v8Gykn8t4+qvqFBP6a0OrFIHEr8ImOxk7ZnRibk3rgHMxtp4LEnWD4eV78ogV6GW10RT5+osM9Tvs4cffkVn5RnuHq6neoXxDa7tTq/AxKkhP0KF+7SOHYO3TRAYyEyl+h8n5/T/B8X2PwukcQAdaOamTkLpDlro37yz/MAV8D1Igfv9xyICl2DSYZHVDU4IRk+dgaU7EMzHLo3SKroXlyabrDezk/M4hjXGtorbH5b/h1sCSioccO6Lc69jdvXfdcbpiifwULAOzZyzGoyl3chmu3buNmW6XcCBRgPVaSyMGerdzKr+ABalGxgYa1hd/+PBo0dfmZzTlgAzwv3rmF19UlOCKK5oQIjpLsRKeVcq7wbj0Nzc5bBdwoT6BBPSoEJ6hMuFsEsq5DEQjZjwKOooa4DTUSbc7V4DKRgr03BsMMYxzFreP2Ng3zJAwhYVNSN3la+jlveEFqTcBpqlcKe6NJV2S2gsMEkwd0jHkMHG5s6gngsMHPebUb0/FYCb6u1QFwLpk0SoO0aE+6b2M7rFplAquKt8BTW9+3W2Uzg2anr/FEsOWwlINzDIOLl8BNMdV9P4sF5AdEEErmeqG4jhnIT6BEBA/VdvV7QZc7hH0yaQsolF3tR8C7dXLO9/iSFnQJRqjyWp9oVZsnT6VUzIe7MlJLL3j1W09Z4XQOIW3hxEJma4v5qgAZ3BMjRt2HiHCaGo3SaKG6EDbeKnq9QXqXA/0n/fRv8Ncicx/X2H8noL4/wCEjV8SPigLgmyrXqVr6ZCfRkYLKTpdYXwYbgNl6vAbcKtl0oskncDE72OLPgCt3THq0jpMp29zPLOQnwIj19soYQASqBqQMwhpvtgLmK2vZO/4GD0tnBQENSY7T8K5fg60l///eUh96lhc/9GUAzt6n0JAF4GQCRaXDPY/ntDbjKYG7VPK6GKBsEXOp504uHRjsEuB2DC9eeIVdOE72If7Vpzy3Vq/v0gOA/QV5qohU5GW57ImF+gXMHO4vcoly9mJ2taziz6PbJh0o2ggxhGbZ/hIF52BwKDUKc94l/JrOo3ejTfZKCEz4R6ggh5GDbWc6b/Or1RZlx2sOi/IWvIQ5TLI0yo74X1ELhWV6UKmirUIdV6wkJeXu7TEWjvnPllpAQIjFpps9VawIrVHxEuPw5pc8BE8D1Qw5hR/gIr1l5iNmzlanoRiczUrH6Z5UvhNu2FzzLDt7DEH51w30gt/1HgI8SQKygjWN7jGaOyH68LGXBCENc6Tu/7KbAcZvvP6FilVkACJab34IE7wtL95RZLBjLrwolriVDfBAWMmOosiOP4fgnkhGFWNkhHxzdGuRyjQv0whzsO6kykv3ZoqtsFmAO2vCprlG9ipdN6Ry9J28Ntkr4iU5JAhlIBCOvUqBwEjoNf3w4W0t1g0PHAwzMnaxLHfi1ZxoNbhn+vKTJvmxZoYTh5/rZ92lJeT0TlMBXqPsrlvzKhvkqErDLT+WS0qZW8HsAY4gjHNmt5bSlaMVPTDIniIm62Rz03tdAmftzJ741I3ba2jLVaRO3vnrueWd6ToKXA1ixuW/ZuhDWoXW3CNcBv4hMGF4Hcnb8WhO5yrPR6Vqx9GywhAwL4ILFZayvLCJ5VvS/VPmqR3llWYrlTWi7sc+xjbcK4jIK46X4c7nHBf51xXgERzgFqei9tdH8Yrme2hweGotNT296NDkWb2bb/eeAqm1DeUF7Ak0x27Xd2hLWMR6cv7eo8gqJFp40qbigqsaJ/uN9JiO3W0tEfRLhfDQ8FbdhSICOhMm+7fCdYSjr6g5reEp4e2gwoYClwWsn0CjsBlFRMDi1fbtp94HTmcTzC8Zmd4D6pOKZY3sfCDfoNb3HA/3D4lxW9m/Gm24kZD0rJB45M7WGW92z8m53hXWcVz9Ta1X9JpOLtnZK7XOgwbrMOOM7RXaPAXjWk44zpvi95r53Q0vgv/CjT8hbhMDOcSxvkSvrYqmrgbwaEe+cOJYVBvN2aMZy6/sVYHbYyek5IRj+ZgWOomYI8siOq2DVbYiOecefPCXeeAmA6ft4PRydsfxV+fJ3l7nsSkuMOBUW3WHUbKZevYJb7Lsrl5/AXXoYqUCH/EiTH+FzKzwAgqaj1Ob7V2eBHEBcpqP4ffnomQN1CBzMAAAAASUVORK5CYII=","https://editor.mnweg.org/uploads/images/bohrmaschine3-sigloch-cc-by-sa_8b203957-4ec1-4d82-a194-f050b8905056.jpg?width=840":"data:image/jpeg;base64,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"},"translations":{"editor.tile.headline":"Überschrift","math.subtractionSign":"−","math.additionSign":"+","editor.tile.definition":"Begriffsdefinition","editor.tile.task":"Aufgabenstellung","editor.tile.image":"Bild","editor.tile.qrcode":"QR-Code","digital.worksheet.prefix":"dAb","digital.worksheet.url":"/dAb/{slug}","digital.toolbar.zoomIn":"Vergrößern {shortcut}","digital.toolbar.zoomOut":"Verkleinern {shortcut}","digital.toolbar.markRightWrong":"Richtige und Falsche anzeigen","digital.toolbar.showSolution":"Lösungen anzeigen","digital.toolbar.scrollNextTask":"Scrollen zur nächsten Aufgabe","digital.toolbar.shareSolution":"Lösung teilen","digital.toolbar.copySolutionUrl":"Lösungs-URL kopieren","digital.toolbar.downloadSolution":"Lösung herunterladen","digital.solution.headline":"Bearbeitetes Dokument","digital.solution.studentId":"Stimmt diese Nummer nicht mit der im Dateinamen überein? Dann handelt es sich womöglich um eine Kopie eines bereits bearbeiteten Arbeitsblattes.
Mehr erfahren.","digital.toolbar.clearInput":"Eingaben löschen","digital.toolbar.clearInputAndSelectTile":"Eingaben löschen (wählen Sie einen Baustein)","digital.toolbar.infoTile":"Baustein-Information","digital.toolbar.infoTileAndSelectTile":"Baustein-Information (wählen Sie einen Baustein)","tile.digital.explanation.fallback.passive":"Du kannst hier nichts weiter tun.","tile.digital.explanation.fallback":"Tippe oder klicke – sofern vorhanden – auf die Lücken, um diese auszufüllen.","tile.digital.overflowMessage":"Text zu lang, bitte kürzen!","tile.allocateWords.digital.explanation":"Tippe oder klicke auf eine Lücke, wähle aus dem Dropdown aus bzw. gib die Wörter ein.","tile.paper.digital.explanation":"Gib einen Text ein.","tile.paper.digital.nonLined.explanation":"Hier kannst du leider nicht schreiben. Eingaben sind nur auf einfacher Lineatur möglich.","tile.multipleChoice.digital.explanation":"Tippe oder klicke in die Kästchen oder Kreise, um eine Antwort zu wählen.","tile.multipleChoiceTable.digital.explanation":"Tippe oder klicke in die Kästchen oder Kreise, um eine Antwort zu wählen.","tile.pairOfTask.lines.digital.explanation":"Um ein Paar zu bilden, tippe oder klicke auf einen Partner und tippe dann auf den dazugehörigen Partner auf der anderen Seite. Um ein Paar zu löschen, tippe auf einen der verbundenen Partner.","tile.pairOfTask.number.digital.explanation":"Um ein Paar zu bilden, klicke auf den rechten Partner und gib die Nummer des dazugehörigen Partners auf der linken Seite ein.","tile.sortTask.digital.explanation":"Tippe oder klicke auf die jeweilige Lücke links und gib eine Zahl ein, die die Reihenfolge kenzeichnet.","tile.wordSearchPuzzle.digital.explanation":"Tippe einzeln auf die jeweiligen Buchstaben, die zu einem Lösungswort gehören. Wenn du mit einer Maus bzw. am Computer bist, kannst du mehrere Buchstaben gleichzeitig markieren. Erneutes tippen oder klicken löscht die Markierung wieder.","tile.crosswordPuzzle.digital.explanation":"Tippe oder klicke auf das auszufüllende Feld und gib den Lösungsbuchstaben ein.","tile.mathplot.digital.explanation":"Hier kannst du aktuell leider noch nichts ausfüllen, eingeben oder einzeichnen.","tile.signature.digital.explanation":"Hier kannst du aktuell noch nichts ausfüllen oder eingeben.","tile.qrcode.digital.explanation":"Tippe oder klicke den Code an, um den Link dahinter aufzurufen bzw. den Inhalt anzuzeigen.","digital.solution.filename":"Lösung","digital.solution.text":"Lösung","digital.noScriptHint":"
Wenn Sie das lesen können, dann wurde das digitale Arbeitsblatt nicht geladen. Hauptsächlich liegt das daran, dass es nicht in einem eigenständigen Browser-Tab geöffnet wurde, sondern in einer Vorschau, die das Laden der Inhalte des Dokuments blockiert.
\nWenn Sie eine Lernplattform nutzen, versuchen Sie das Dokument zunächst herunterzuladen (Rechtsklick, Speichern unter) und dann die Datei zu öffnen.\n Wenn die Lernplattform ermöglicht, per Rechtsklick oder Auswahlmenü das Dokument in einem neuen Tab zu öffnen, dann probieren Sie das ebenfalls.
\nEinige Betriebssysteme, wie iOS (für iPad und iPhone), sind so voreingestellt, dass die digitalen ABs nicht direkt im Browser geöffnet werden. Nutzen Sie dann zunächst eine Lernplattform, die das Öffnen der digitalen ABs in einem Browser-Tab ermöglicht.
\nFür Lehrkräfte: Sie können dieses Dokument auch als Download-Link anbieten. Über diesen wird es Lernenden möglich, das Arbeitsblatt direkt von mnweg.org herunterzuladen. Damit entfällt die Notwendigkeit eine Lernplattform zwischenzuschalten. Aus Datenschutzgründen ist jedoch eine Vorarbeit nötig. Lesen Sie mehr unter: https://editor.mnweg.org/profil/datenschutz.
\n
Wenden Sie sich für Rückfragen gern an: support@tutory.de
","digital.noScriptWithLink":"Auf diesem Weg kann das digitale Arbeitsblatt leider nicht anzeigt werden.
\nDas kann daran liegen, dass Sie es von einem iPad aus öffnen oder es in der Vorschau von anderen Programmen sehen, die unsere digitalen Arbeitsblätter nicht öffnen wollen.
\nWas kann man tun?
\n\n 1) Ermöglichen Sie das Bereitstellen dieses Dokuments per Link. Mehr dazu finden Sie im Dialog zur Bereitstellung des digitalen AB auf MNW.
\n 2) Laden Sie das Dokument in einem Lernmanagementsystem hoch, von welchem aus Lernende es im Browser öffnen können. Ziel des Versuchs muss es also sein, dass Dokument von einem Browser öffnen zu lassen. Wenn das gelingt, so kann das Dokument auch zuverlässig angezeigt werden.\n
Melden Sie sich bei Rückfragen gern beim Materialnetzwerk eG-Support oder lesen Sie Details zur Sache auf https://mnweg.org/faqs
\nViele Grüße
\nIhr MNW-Team
"},"config":{"worksheetFormats":{"a4Portrait":{"code":"a4Portrait","name":"A4 (Hochformat)","grids":[{"id":"main","gutter":1,"columnCount":12,"columnWidth":13.25}],"gridGutter":0,"height":297,"width":210,"paddingTop":10,"paddingLeft":20,"paddingRight":20,"paddingBottom":10,"bindingPosition":"left","headerHeight":26,"headerMarginBottom":4,"footerHeight":12,"footerMarginTop":4,"logoMarginTop":6,"logoMarginLeft":6,"logoMaxWidth":20,"logoMaxHeight":20}},"defaultWorksheetFormat":"a4Portrait","fontDimensions":{"small":{"sizePx":12,"lineHeightPx":16,"label":"9","breakpointSize":"small"},"medium":{"sizePx":14,"lineHeightPx":18,"label":"10½","breakpointSize":"medium","isDefault":true},"large":{"sizePx":16,"lineHeightPx":22,"label":"12","breakpointSize":"large"},"extra-large":{"sizePx":21,"oldFloatSizePx":21.333333333333332,"lineHeightPx":29,"label":"15¾","breakpointSize":"extra-large"}}},"worksheet":{"name":"Die Tischbohrmaschine","format":"a4Portrait","fontSize":"medium","pages":[{"header":{"left":[],"center":[{"tag":"span","attrs":{"className":"meta-name"},"children":[{"tag":"#","children":"Die Tischbohrmaschine"}]}],"right":[{"tag":"span","attrs":{"className":"meta-subject"},"children":[{"tag":"#","children":"Technik"}]}," "," "," "," "]},"footer":{"left":["Bereitgestellt von: ",{"tag":"span","attrs":{"className":"meta-author"},"children":[{"tag":"#","children":"MNWeG"}]},"\nStand: ",{"tag":"span","attrs":{"className":"meta-updatedAt"},"children":[{"tag":"#","children":"20.02.2023"}]},"\nLizenzhinweise: ",{"tag":"span","attrs":{"className":"meta-licenseUrl"},"children":[{"tag":"#","children":"https://editor.mnweg.org/mnw/dokument/die-tischbohrmaschine-2"}]}],"center":["Seite: ",{"tag":"span","attrs":{"className":"meta-page"},"children":[{"tag":"#","children":"1"}]},"/",{"tag":"span","attrs":{"className":"meta-pages"},"children":[{"tag":"#","children":"1"}]}],"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":"c545d655-712b-4fd6-99ff-ddc8ed3af911","z":2,"templateName":"headline","title":"Überschrift - Die Tischbohrmaschine","x":0,"y":2.5,"width":170,"height":10,"busData":{"stylesOutput":{"--top":2.5,"--left":0,"--width":170,"--height":10,"--border-radius":0,"--line-height":"29px","--base-line-height":"29px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"21px","--fontFeatures":"","--font-offset-top":"2.1px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"21px","--cloze-line-height":"42px","--cloze-height":"42px","--cloze-font-offset-top":"2.1px","--cloze-baseline-bottom-offset":"12.6px","--tab-size":2},"worksheetOutput":[{"tag":"h1","attrs":{"className":"isUnderlined"},"children":[{"tag":"span","attrs":{"className":"enumeration"},"children":[]},{"tag":"#","children":" "},{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Die Tischbohrmaschine"}]}]},false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1671619080119,"attrs":{"viewBox":"0 0 642.5196850393702 37.795275590551185","width":642.5196850393702,"height":37.795275590551185,"key":1671619080119,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-c545d655-712b-4fd6-99ff-ddc8ed3af911"},"children":[{"tag":"path","attrs":{"d":"M-0.48688217252492905 1.71065004914999 L641.3082075585414 0.77052291482687 L644.4313066472102 41.68190763814478 L3.6155693903565407 36.945317491126346","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":29,"fontSizePx":21,"className":"tile-headline font-likeWorksheet fontSize-extra-large hyphenation-disabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"extra-large"}},{"id":"661ac4c8-e310-43fd-9c73-817ddf26f565","z":3,"templateName":"definition","license":"cc-by-sa","licenseAuthor":"Mirko Sigloch","licenseVersion":"4.0","title":"Begriffsdefinition - Bohrmaschinenführerschein","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":21,"width":170,"height":35,"busData":{"stylesOutput":{"--top":21,"--left":0,"--width":170,"--height":35,"--border-radius":"var(--default-border-radius)","--line-height":"22px","--base-line-height":"22px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"16px","--fontFeatures":"","--font-offset-top":"1.6px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"16px","--cloze-line-height":"32px","--cloze-height":"32px","--cloze-font-offset-top":"1.6px","--cloze-baseline-bottom-offset":"9.6px","--tab-size":2},"worksheetOutput":[{"tag":"span","attrs":{"className":"icon bookmark"},"children":[{"tag":"<","children":""}]},{"tag":"div","attrs":{"className":"eduMark title"},"children":[{"tag":"#","children":"Die Tischbohrmaschine"}]},{"tag":"div","attrs":{"className":"content align-left"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"p","attrs":{},"children":[{"tag":"#","children":"Eine Ständer-, Stand-, Säulen- oder Tischbohrmaschine ist eine meist senkrecht ausgerichtete stationäre Maschine, die auf den Millimeter genaue Löcher in verschiedene Materialien bohren kann."}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1671619080119,"attrs":{"viewBox":"0 0 642.5196850393702 132.28346456692915","width":642.5196850393702,"height":132.28346456692915,"key":1671619080119,"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":22,"fontSizePx":16,"className":"tile-definition isTextLike hasBackground font-likeWorksheet fontSize-large hyphenation-disabled clozeLength-auto visibility-visible borderStyle-box borderWidth-S backgroundColor-grey fillStyle-solid fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"large","lineSpacing":"likeWorksheet"}},{"id":"5aa21b68-3387-4241-bea9-e1fa9e84d356","z":4,"templateName":"task","license":"cc-by-sa","licenseAuthor":"Mirko Sigloch","licenseVersion":"4.0","title":"Aufgabenstellung - Bohrmaschinenführerschein","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":67,"width":170,"height":25,"busData":{"canHaveParentTask":false,"hasSolutionTile":null,"stylesOutput":{"--top":67,"--left":0,"--width":170,"--height":25,"--border-radius":"var(--default-border-radius)","--line-height":"22px","--base-line-height":"22px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"16px","--fontFeatures":"","--font-offset-top":"1.6px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"16px","--cloze-line-height":"32px","--cloze-height":"32px","--cloze-font-offset-top":"1.6px","--cloze-baseline-bottom-offset":"9.6px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header "},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Die Tischbohrmaschine muss nicht zwingend auf dem Tisch stehen. Der Begriff „Tisch“ bezieht sich auf den Arbeitstisch "},{"tag":"#","children":"/"},{"tag":"#","children":" Bohrmaschinentisch der Bohrmaschine, welche eine z.B. Handbohrmaschine nicht hat."}]}]}]}],{"tag":"div","attrs":{"className":"tile-main"},"children":[{"tag":"ul","attrs":{"className":"none"},"children":[{"tag":"li","key":"7cfdead7-34d3-470c-9ff8-7becae0f940d","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1671619205901,"attrs":{"viewBox":"0 0 642.5196850393702 94.48818897637796","width":642.5196850393702,"height":94.48818897637796,"key":1671619205901,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-5aa21b68-3387-4241-bea9-e1fa9e84d356"},"children":[{"tag":"path","attrs":{"d":"M-1.53645596280694 1.7342193461954594 L643.0217452403892 2.9479633904993534 L639.6605078336586 95.1452920715816 L-0.9764914251863956 94.27060380387377","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":true,"lineHeightPx":22,"fontSizePx":16,"className":"tile-task isTaskLike font-likeWorksheet fontSize-large hyphenation-disabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"large","lineSpacing":"likeWorksheet"}},{"id":"2d2bf388-1ac0-46ed-9405-2b68f3e32bcc","z":0,"templateName":"image","license":"cc-by-sa","licenseAuthor":"Mirko Sigloch","licenseVersion":"4.0","title":"Bild - Bohrmaschinenführerschein","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":96,"y":85,"width":74,"height":119,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":85,"--left":96,"--width":74,"--height":119,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"isFixedToBackground":false,"worksheetOutput":[{"tag":"div","attrs":{"style":{"height":"119mm","width":"calc(74mm - 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/bohrmaschine3-sigloch-cc-by-sa_8b203957-4ec1-4d82-a194-f050b8905056.jpg","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "}},"children":[]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1671619080119,"attrs":{"viewBox":"0 0 279.68503937007875 449.7637795275591","width":279.68503937007875,"height":449.7637795275591,"key":1671619080119,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-2d2bf388-1ac0-46ed-9405-2b68f3e32bcc"},"children":[{"tag":"path","attrs":{"d":"M-2.9710473753511906 0.5721444226801395 L281.66846656309457 -1.985965933650732 L279.12345611559243 453.5785022182904 L-3.5209957100450993 447.7798599405728","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-image isImageLike font-likeWorksheet fontSize-medium hyphenation-disabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"ca38b650-a71c-434b-96dc-3e0419d27ff0","z":1,"templateName":"task","license":"cc-by-sa","licenseAuthor":"Mirko Sigloch","licenseVersion":"4.0","title":"Aufgabenstellung - Bohrmaschinenführerschein","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":92,"width":85,"height":85,"busData":{"canHaveParentTask":false,"hasSolutionTile":null,"stylesOutput":{"--top":92,"--left":0,"--width":85,"--height":85,"--border-radius":"var(--default-border-radius)","--line-height":"22px","--base-line-height":"22px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"16px","--fontFeatures":"","--font-offset-top":"1.6px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"16px","--cloze-line-height":"32px","--cloze-height":"32px","--cloze-font-offset-top":"1.6px","--cloze-baseline-bottom-offset":"9.6px","--tab-size":2},"worksheetOutput":[[{"tag":"div","attrs":{"className":"tile-header "},"children":[{"tag":"div","attrs":{"className":"difficultyLevel"},"children":[{"tag":"div","attrs":{"className":"level-3"},"children":[]},{"tag":"div","attrs":{"className":"level-2"},"children":[]},{"tag":"div","attrs":{"className":"level-1"},"children":[]}]},{"tag":"div","attrs":{"className":"content"},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Der Unterschied zwischen Ständerbohrmaschine und Säulenbohrmaschine ist, dass sich der Arbeitstisch bei der Säulenbohrmaschine wegdrehen lässt. "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"Bei einer Ständerbohrmaschine ist der Tisch meistens fest. Ständerbohrmaschinen werden hauptsächlich in der Industrie genutzt. "},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"span","attrs":{"className":"br"},"children":[{"tag":"br","attrs":{},"children":[]}]},{"tag":"#","children":"Weil alle Bohrmaschinen „stehen“, können sie allgemein auch als Standbohrmaschinen bezeichnet werden."}]}]}]}],{"tag":"div","attrs":{"className":"tile-main"},"children":[{"tag":"ul","attrs":{"className":"none"},"children":[{"tag":"li","key":"7cfdead7-34d3-470c-9ff8-7becae0f940d","attrs":{},"children":[{"tag":"div","attrs":{"className":"eduMark"},"children":[]}]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1671619080119,"attrs":{"viewBox":"0 0 321.2598425196851 321.2598425196851","width":321.2598425196851,"height":321.2598425196851,"key":1671619080119,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-ca38b650-a71c-434b-96dc-3e0419d27ff0"},"children":[{"tag":"path","attrs":{"d":"M-1.9849693812429905 -0.457001980394125 L317.31724691487796 -1.0324396453797817 L324.36572039224154 325.09062869198567 L3.879323121160269 324.06622404701955","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":true,"lineHeightPx":22,"fontSizePx":16,"className":"tile-task isTaskLike font-likeWorksheet fontSize-large hyphenation-disabled clozeLength-auto visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"large","lineSpacing":"likeWorksheet"}},{"id":"6f74335b-c29d-43b5-89bb-88b200d7434a","z":5,"templateName":"image","license":"cc-by-sa","licenseAuthor":"Mirko Sigloch","title":"Bild - Bohrmaschinenführerschein","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":187.5,"width":99,"height":43,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":187.5,"--left":0,"--width":99,"--height":43,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"isFixedToBackground":false,"worksheetOutput":[{"tag":"div","attrs":{"style":{"height":"43mm","width":"calc(99mm - var(--border-padding-left, 0px))"},"className":"overflowContainer"},"children":[{"tag":"div","attrs":{"style":"left:-1px;top:4px;width:376px;","className":"scaleContainer"},"children":[{"tag":"img","attrs":{"src":"https://editor.mnweg.org/uploads/images/kasten-mnw-design-rand_d57ccef2-a231-4c04-877e-da7aa5a21238.png","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "}},"children":[]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1671619080119,"attrs":{"viewBox":"0 0 374.1732283464567 162.5196850393701","width":374.1732283464567,"height":162.5196850393701,"key":1671619080119,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-6f74335b-c29d-43b5-89bb-88b200d7434a"},"children":[{"tag":"path","attrs":{"d":"M1.2277168184518814 -0.8814565092325211 L377.38607118343276 -0.8634163290262222 L376.2036099216835 163.06870281144862 L-2.3631239980459213 164.1611753647018","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-image isImageLike font-likeWorksheet fontSize-medium hyphenation-disabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"6f4f9a0b-899c-4781-8e3e-427b4e96c5d4","z":7,"templateName":"image","license":"cc-by-sa","licenseAuthor":"Mirko Sigloch","title":"Bild - Bohrmaschinenführerschein","licenseUrl":"http://creativecommons.org/licenses/by-sa/4.0/legalcode","x":0,"y":190,"width":13.25,"height":10,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":190,"--left":0,"--width":13.25,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"isFixedToBackground":false,"worksheetOutput":[{"tag":"div","attrs":{"style":{"height":"10mm","width":"calc(13.25mm - var(--border-padding-left, 0px))"},"className":"overflowContainer"},"children":[{"tag":"div","attrs":{"style":"left:13px;top:7px;width:23px;","className":"scaleContainer"},"children":[{"tag":"img","attrs":{"src":"https://editor.mnweg.org/uploads/images/wlan-mnw-icon-blau_18c8404e-0fa7-43aa-b146-55da8796245a.png","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "}},"children":[]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1671619080119,"attrs":{"viewBox":"0 0 50.07874015748032 37.795275590551185","width":50.07874015748032,"height":37.795275590551185,"key":1671619080119,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-6f4f9a0b-899c-4781-8e3e-427b4e96c5d4"},"children":[{"tag":"path","attrs":{"d":"M-1.446992203593254 0.23934035003185272 L51.27677654504307 -1.5855359584093094 L50.67249178170689 34.7799286313179 L-1.813069149851799 39.134343094361114","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-image isImageLike font-likeWorksheet fontSize-medium hyphenation-disabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"4839811a-51fb-40a6-b8f5-5167668ec193","z":9,"templateName":"image","license":"cc-pd","licenseAuthor":"Darwin Laganzon","licenseLink":"https://pixabay.com/de/illustrations/gadget-ger%C3%A4te-technologie-1917227/","title":"Bildschirm","licenseUrl":"https://creativecommons.org/publicdomain/mark/1.0/","x":6,"y":191,"width":41.75,"height":38,"busData":{"canHaveParentTask":false,"stylesOutput":{"--top":191,"--left":6,"--width":41.75,"--height":38,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"isFixedToBackground":false,"worksheetOutput":[{"tag":"div","attrs":{"style":{"height":"38mm","width":"calc(41.75mm - 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/gadget-1917227-1280_4f6bb94b-5023-424a-9929-09bb108d4565.png","style":{"transform":"rotate(0deg)\n scaleX(1)\n scaleY(1)\n "}},"children":[]}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1671619080119,"attrs":{"viewBox":"0 0 157.7952755905512 143.62204724409452","width":157.7952755905512,"height":143.62204724409452,"key":1671619080119,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-4839811a-51fb-40a6-b8f5-5167668ec193"},"children":[{"tag":"path","attrs":{"d":"M-0.8775571994483471 -0.5635745711624622 L161.48715100733668 2.5182436518371105 L155.93459341971308 142.63297871731987 L0.6731440611183643 140.9590214886593","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-image isImageLike font-likeWorksheet fontSize-medium hyphenation-disabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"f70ebfee-6986-4f34-86ba-3285eeaae23b","z":6,"templateName":"headline","title":"Überschrift - Die Tischbohrmaschine","x":10,"y":192,"width":41.75,"height":10,"busData":{"stylesOutput":{"--top":192,"--left":10,"--width":41.75,"--height":10,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"h2","attrs":{"className":""},"children":[{"tag":"span","attrs":{"className":"enumeration"},"children":[]},{"tag":"#","children":" "},{"tag":"div","attrs":{"className":"eduMark"},"children":[{"tag":"#","children":"Onlinematerial"}]}]},false]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1671619080119,"attrs":{"viewBox":"0 0 157.7952755905512 37.795275590551185","width":157.7952755905512,"height":37.795275590551185,"key":1671619080119,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-f70ebfee-6986-4f34-86ba-3285eeaae23b"},"children":[{"tag":"path","attrs":{"d":"M2.870816234499216 1.1704555116593838 L160.85327890066534 -3.1222174800932407 L157.23529400972754 38.924387651664304 L-0.6316980086266994 41.10070117114215","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-headline font-likeWorksheet fontSize-medium hyphenation-disabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}},{"id":"5eefa3bf-7bc7-4d18-a964-078e86082407","z":8,"templateName":"qrcode","title":"QR-Code - Die Tischbohrmaschine","x":59,"y":192,"width":36,"height":38,"busData":{"stylesOutput":{"--top":192,"--left":59,"--width":36,"--height":38,"--border-radius":0,"--line-height":"18px","--base-line-height":"18px","--font":"openSans","--fallback-font":"openSans","--font-serif-type":"sans-serif","--font-size":"14px","--fontFeatures":"","--font-offset-top":"1.4px","--fontVariantLigatures":"normal","--cloze-font":"openSans","--cloze-font-size":"14px","--cloze-line-height":"28px","--cloze-height":"28px","--cloze-font-offset-top":"1.4px","--cloze-baseline-bottom-offset":"8.4px","--tab-size":2},"worksheetOutput":[{"tag":"a","attrs":{"active":false,"className":"label","disabled":false,"href":"https://www.digitale-lernumgebung.de/h5p/572_607be325df520.html","rel":"noopener noreferrer","target":"qr-code"},"children":[{"tag":"div","attrs":{"className":"codeContainer"},"children":[{"tag":"<","children":"","state":{}},{"tag":"span","attrs":{"className":"icon touch"},"children":[{"tag":"<","children":""}]}]},{"tag":"label","attrs":{"className":"hidden"},"children":[{"tag":"#","children":"https://www.digitale-lernumgebung.de/h5p/572_607be325df520.html"}]}]},{"tag":"div","attrs":{"className":"tooltip tooltip-dark tooltip-bottom noFormat"},"children":[{"tag":"a","attrs":{"active":false,"disabled":false,"href":"https://www.digitale-lernumgebung.de/h5p/572_607be325df520.html","rel":"noopener noreferrer","target":"qr-code"},"children":[{"tag":"#","children":"https://www.digitale-lernumgebung.de/h5p/572_607be325df520.html"}]}]}]},"gridId":"main","backgroundOut":[{"tag":"svg","key":1671619080119,"attrs":{"viewBox":"0 0 136.06299212598427 143.62204724409452","width":136.06299212598427,"height":143.62204724409452,"key":1671619080119,"className":"background"},"children":[{"tag":"defs","attrs":{},"children":[{"tag":"clipPath","attrs":{"id":"boundingRectMask-5eefa3bf-7bc7-4d18-a964-078e86082407"},"children":[{"tag":"path","attrs":{"d":"M-3.140113592147827 -0.4232065677642822 L139.4587595763169 -2.909404993057251 L136.17457225942238 145.7066684351193 L2.749511957168579 145.31373172857633","stroke":"none","stroke-width":"0","fill":"transparent"},"children":[]}]}]},{"tag":"symbol","attrs":{"id":"sprinkle"},"children":[{"tag":"path","attrs":{"d":"m 0.06,0.43 c 0,0.2 0.2,0.4 0.4,0.6 0,0 0.2,0.2 0.5,0.2 l 0.2,0 0.2,0 0,-0.2 0,-0.2 -0.2,0 -0.2,0 -0.2,-0.2 -0.4,-0.4 c 0,-0.07 0,-0.13 0,-0.2 -0.2,0 -0.2,0.2 -0.2,0.4 z"},"children":[]}]}]}],"borderRadius":false,"lineHeightPx":18,"fontSizePx":14,"className":"tile-qrcode font-likeWorksheet fontSize-medium hyphenation-disabled visibility-visible borderStyle-none borderWidth-S backgroundColor-grey fillStyle-none fillTone-dark difficultyLevel-0 enumerationStyle-circle","config":{"fontSize":"medium"}}],"className":"fontSize-medium font-openSans clozeStyle-greyBox meta-socialForm-einzelarbeit meta-subject-technics","style":"--page-width:210mm;--page-height:297mm;--page-paddingTop:10mm;--page-paddingLeft:20mm;--page-paddingRight:20mm;--page-paddingBottom:10mm;--page-gridGutter:0mm;--page-headerHeight:26mm;--page-innerWidth:170mm;--page-headerMarginBottom:4mm;--page-footerHeight:12mm;--page-footerMarginTop:4mm;--page-columnHeight:231mm;--page-logoMarginTop:6mm;--page-logoMarginLeft:6mm;--page-logoMaxWidth:20mm;--page-logoMaxHeight:20mm;--line-height:18px;--default-cloze-height:2em;--default-font-size:14px;--font-size:14px;--font:openSans;--fallback-font:openSans;--page-padding-bottom:10mm;--line-height-small:16px;--font-size-small:12px;--line-height-medium:18px;--font-size-medium:14px;--line-height-large:22px;--font-size-large:16px;--line-height-extra-large:29px;--font-size-extra-large:21px;--custom-goal:Ich kenne den Unterschied zwischen Ständerbohrmaschine und Säulenbohrmaschine.;--meta-color:#ddddddff;"}]}}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