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","fcImage":null,"gridSize":0,"offsetX":0,"offsetY":0,"zoomLvl":0,"gridOffsetX":0,"gridOffsetY":0,"gridZoomLvl":0,"gridSizeX":0,"gridSizeY":0,"gridIsHidden":false,"imgRotation":0,"toggleFieldsLeft":false,"numClickableFields":0,"thresholdCorrectAnswers":0,"cvIsColored":false,"gridLineColor":null,"numberOfDots":0,"gridType":null,"scaleFactor":null,"gridScaleFactor":null,"imageQuestion":false,"textAnswerEnabled":false,"hint":null,"solution":null,"session":"e90036cd8fd351c07e5db4a16000fa4b","answers":[{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a160012c85","answerText":"Ja","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":5,"abstention":false,"abstentionCount":0,"answerThumbnailImage":null},{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a160012c85","answerText":"Nein","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":3,"abstention":false,"abstentionCount":0,"answerThumbnailImage":null}]},{"type":"skill_question","questionType":"abcd","questionVariant":"lecture","subject":"B: Picture Question","text":"B4: Please classify these trains. Which classification is yours?","active":true,"releasedFor":"all","possibleAnswers":[{"id":"A","text":"{A, B, C, F} {D, G, H, I, J} {E}","correct":false,"value":0},{"id":"B","text":"{A, D, I} {B, C, E, G} {F, H, J}","correct":false,"value":0},{"id":"C","text":"{A, E} {D, H, I, J} {B, C, F, G}","correct":false,"value":0},{"id":"D","text":"{A, E, F, H, I} {B, C, D, G, J}","correct":false,"value":0},{"id":"E","text":"My classification is different","correct":false,"value":0}],"noCorrect":true,"sessionId":"e90036cd8fd351c07e5db4a16000fa4b","sessionKeyword":"96407759","timestamp":0,"number":0,"duration":0,"piRound":1,"piRoundEndTime":0,"piRoundStartTime":0,"piRoundFinished":false,"piRoundActive":false,"votingDisabled":false,"showStatistic":true,"showAnswer":false,"abstention":true,"_id":"e90036cd8fd351c07e5db4a16001369e","_rev":"1-b6dcbef3ed47afdf3ac8d98cc080b018","image":"data:image/png;base64,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B, C, F} {D, G, H, I, J} {E}","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":1,"abstention":false,"abstentionCount":0,"answerThumbnailImage":null},{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a16001369e","answerText":"{A, E, F, H, I} {B, C, D, G, J}","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":2,"abstention":false,"abstentionCount":0,"answerThumbnailImage":null},{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a16001369e","answerText":"{A, E} {D, H, I, J} {B, C, F, G}","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":3,"abstention":false,"abstentionCount":0,"answerThumbnailImage":null}]},{"type":"skill_question","questionType":"freetext","questionVariant":"lecture","subject":"C: Didactic Concepts","text":"C1: If you're a teacher, you probably want to know about the didactic advantages of using ARSnova in class. See our brochure [Feedback](https://arsnova.thm.de/blog/wp-content/uploads/2015/08/ARSnova-Produktprospekt-v5.pdf) for further information. If German is no problem for you, study our [blog](https://arsnova.eu/blog/features/) about the ARSnova Open-Source Project.\n\nHave you got any questions concerning the pedagogical concepts behind ARSnova, i.e., **Instant Feedback**, **Peer Instruction**, and **Just-in-Time Teaching**? Please, let us know...","active":true,"releasedFor":"all","possibleAnswers":[],"noCorrect":false,"sessionId":"e90036cd8fd351c07e5db4a16000fa4b","sessionKeyword":"96407759","timestamp":0,"number":0,"duration":0,"piRound":0,"piRoundEndTime":0,"piRoundStartTime":0,"piRoundFinished":false,"piRoundActive":false,"votingDisabled":false,"showStatistic":true,"showAnswer":false,"abstention":true,"_id":"e90036cd8fd351c07e5db4a1600137b1","_rev":"1-67bca4a6d8da69b535c0949c1883db7a","image":null,"fcImage":null,"gridSize":0,"offsetX":0,"offsetY":0,"zoomLvl":0,"gridOffsetX":0,"gridOffsetY":0,"gridZoomLvl":0,"gridSizeX":0,"gridSizeY":0,"gridIsHidden":false,"imgRotation":0,"toggleFieldsLeft":false,"numClickableFields":0,"thresholdCorrectAnswers":0,"cvIsColored":false,"gridLineColor":null,"numberOfDots":0,"gridType":null,"scaleFactor":null,"gridScaleFactor":null,"imageQuestion":false,"textAnswerEnabled":true,"hint":null,"solution":null,"session":"e90036cd8fd351c07e5db4a16000fa4b","answers":[{"_id":"e90036cd8fd351c07e5db4a1604ac3a6","_rev":"1-826e8f41675ada22dfc867095c0f17f7","type":"skill_question_answer","sessionId":"e90036cd8fd351c07e5db4a16000fa4b","questionId":"e90036cd8fd351c07e5db4a1600137b1","answerText":null,"answerSubject":null,"questionVariant":"lecture","questionValue":0,"piRound":0,"timestamp":1444976175599,"read":false,"answerCount":1,"abstention":true,"abstentionCount":0,"answerThumbnailImage":null},{"_id":"e90036cd8fd351c07e5db4a16008e014","_rev":"1-6ca6d795c60325b6445a7c9f7def06a4","type":"skill_question_answer","sessionId":"e90036cd8fd351c07e5db4a16000fa4b","questionId":"e90036cd8fd351c07e5db4a1600137b1","answerText":"Kappa","answerSubject":"Kappa","questionVariant":"lecture","questionValue":0,"piRound":0,"timestamp":1444733809903,"read":false,"answerCount":1,"abstention":false,"abstentionCount":0,"answerThumbnailImage":null},{"_id":"e90036cd8fd351c07e5db4a16001ec5a","_rev":"1-c4d59cf82af798af429704f829a20ea3","type":"skill_question_answer","sessionId":"e90036cd8fd351c07e5db4a16000fa4b","questionId":"e90036cd8fd351c07e5db4a1600137b1","answerText":null,"answerSubject":null,"questionVariant":"lecture","questionValue":0,"piRound":0,"timestamp":1443104771895,"read":false,"answerCount":1,"abstention":true,"abstentionCount":0,"answerThumbnailImage":null}]},{"type":"skill_question","questionType":"mc","questionVariant":"lecture","subject":"C: Didactic Concepts","text":"C2: Just-in-Time Teaching (JiTT) is a pedagogical strategy that uses feedback between classroom activities and work that students do at home, in preparation for the classroom meeting. The goals are to increase learning during classroom time, to enhance student motivation, to encourage students to prepare for class, and to allow the instructor to fine-tune the classroom activities to best meet students’ needs. ([Wikipedia](https://en.wikipedia.org/wiki/Just_in_Time_Teaching))\n\n[![Just-in-Time Teaching, Dr. Fidelma Rigby](https://img.youtube.com/vi/D5ADk2gi6JM/0.jpg)](https://www.youtube.com/watch?v=D5ADk2gi6JM)\n\nWhat can you test with a JiTT question?","active":true,"releasedFor":"all","possibleAnswers":[{"id":"","text":"Whether students have done prep work","correct":true,"value":10},{"id":"","text":"Whether students have problems with the prep material","correct":true,"value":10},{"id":"","text":"Whether the video has been watched","correct":false,"value":-10},{"id":"","text":"Whether students are sufficiently prepared for class","correct":true,"value":10}],"noCorrect":false,"sessionId":"e90036cd8fd351c07e5db4a16000fa4b","sessionKeyword":"96407759","timestamp":1429356681,"number":0,"duration":0,"piRound":1,"piRoundEndTime":0,"piRoundStartTime":0,"piRoundFinished":false,"piRoundActive":false,"votingDisabled":false,"showStatistic":true,"showAnswer":true,"abstention":true,"_id":"e90036cd8fd351c07e5db4a1600145d8","_rev":"1-1130fa0bd433d5e1ba30a255535edde0","image":null,"fcImage":null,"gridSize":0,"offsetX":0,"offsetY":0,"zoomLvl":0,"gridOffsetX":0,"gridOffsetY":0,"gridZoomLvl":0,"gridSizeX":0,"gridSizeY":0,"gridIsHidden":false,"imgRotation":0,"toggleFieldsLeft":false,"numClickableFields":0,"thresholdCorrectAnswers":0,"cvIsColored":false,"gridLineColor":null,"numberOfDots":0,"gridType":null,"scaleFactor":null,"gridScaleFactor":null,"imageQuestion":false,"textAnswerEnabled":false,"hint":null,"solution":null,"session":"e90036cd8fd351c07e5db4a16000fa4b","answers":[{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a1600145d8","answerText":"0,0,1,0","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":1,"abstention":false,"abstentionCount":0,"answerThumbnailImage":null},{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a1600145d8","answerText":"1,1,0,1","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":2,"abstention":false,"abstentionCount":0,"answerThumbnailImage":null}]},{"type":"skill_question","questionType":"yesno","questionVariant":"lecture","subject":"C: Didactic Concepts","text":"C3: 30,000 students gave feedback and answered questions in the MOOC trilogy \"Web Engineering\" at iversity.org ([Part I](https://iversity.org/de/courses/web-engineering-i-grundlagen-der-web-entwicklung), [Part II](https://iversity.org/de/courses/web-engineering-ii-developing-mobile-html5-apps), [Part III](https://iversity.org/de/courses/web-engineering-iii-web-application-quality-assurance)) using ARSnova around the world: \n\n[![MOOC Web Engineering III: Web Application Quality Assurance ](https://img.youtube.com/vi/Bxio5HztqbM/0.jpg)](https://www.youtube.com/watch?v=Bxio5HztqbM)\n\nHave you ever been enrolled in a MOOC?","active":true,"releasedFor":"all","possibleAnswers":[{"id":"","text":"Ja","correct":false,"value":0},{"id":"","text":"Nein","correct":false,"value":0}],"noCorrect":true,"sessionId":"e90036cd8fd351c07e5db4a16000fa4b","sessionKeyword":"96407759","timestamp":1431353556,"number":0,"duration":0,"piRound":1,"piRoundEndTime":0,"piRoundStartTime":0,"piRoundFinished":false,"piRoundActive":false,"votingDisabled":false,"showStatistic":true,"showAnswer":false,"abstention":false,"_id":"e90036cd8fd351c07e5db4a1600145e0","_rev":"3-7e95f729211c2205ff1673787d12b5c7","image":null,"fcImage":null,"gridSize":0,"offsetX":0,"offsetY":0,"zoomLvl":0,"gridOffsetX":0,"gridOffsetY":0,"gridZoomLvl":0,"gridSizeX":0,"gridSizeY":0,"gridIsHidden":false,"imgRotation":0,"toggleFieldsLeft":false,"numClickableFields":0,"thresholdCorrectAnswers":0,"cvIsColored":false,"gridLineColor":null,"numberOfDots":0,"gridType":null,"scaleFactor":null,"gridScaleFactor":null,"imageQuestion":false,"textAnswerEnabled":false,"hint":null,"solution":null,"session":"e90036cd8fd351c07e5db4a16000fa4b","answers":[{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a1600145e0","answerText":"Ja","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":3,"abstention":false,"abstentionCount":0,"answerThumbnailImage":null}]},{"type":"skill_question","questionType":"flashcard","questionVariant":"lecture","subject":"D: Text Formatting Flashcards","text":"D1: [Markdown](https://en.wikipedia.org/wiki/Markdown) allows you to write using an easy-to-read, easy-to-write plain text format.\n\nWhat can be formatted in ARSnova?\n\n","active":true,"releasedFor":"all","possibleAnswers":[{"id":"","text":"See also: [GitHub Flavored Markdown](https://help.github.com/articles/github-flavored-markdown/).\n\nThis [Cheatsheet](https://gist.github.com/jonschlinkert/5854601) is from Jon Schlinkert.\n\n# Typography \n\n## Headings\n\nHeadings from `h1` through `h6` are constructed with a `#` for each level:\n\n``` markdown\n# h1 Heading\n## h2 Heading\n### h3 Heading\n#### h4 Heading\n##### h5 Heading\n###### h6 Heading\n```\n\nRenders to:\n\n# h1 Heading\n## h2 Heading\n### h3 Heading\n#### h4 Heading\n##### h5 Heading\n###### h6 Heading\n\nHTML:\n\n``` html\n

h1 Heading

\n

h2 Heading

\n

h3 Heading

\n

h4 Heading

\n
h5 Heading
\n
h6 Heading
\n```\n\n
\n
\n
\n\n\n## Horizontal Rules\n\nThe HTML `
` element is for creating a \"thematic break\" between paragraph-level elements. In markdown, you can create a `
` with any of the following:\n\n* `___`: three consecutive underscores\n* `---`: three consecutive dashes\n* `***`: three consecutive asterisks\n\nrenders to:\n\n___\n\n---\n\n***\n\n\n
\n
\n
\n\n\n## Body Copy \n\nBody copy written as normal, plain text will be wrapped with `

` tags in the rendered HTML.\n\nSo this body copy:\n\n``` markdown\nLorem ipsum dolor sit amet, graecis denique ei vel, at duo primis mandamus. Et legere ocurreret pri, animal tacimates complectitur ad cum. Cu eum inermis inimicus efficiendi. Labore officiis his ex, soluta officiis concludaturque ei qui, vide sensibus vim ad.\n```\nrenders to this HTML:\n\n``` html\n

Lorem ipsum dolor sit amet, graecis denique ei vel, at duo primis mandamus. Et legere ocurreret pri, animal tacimates complectitur ad cum. Cu eum inermis inimicus efficiendi. Labore officiis his ex, soluta officiis concludaturque ei qui, vide sensibus vim ad.

\n```\n\n\n
\n
\n
\n\n\n## Emphasis\n\n### Bold\nFor emphasizing a snippet of text with a heavier font-weight.\n\nThe following snippet of text is **rendered as bold text**.\n\n``` markdown\n**rendered as bold text**\n```\nrenders to:\n\n**rendered as bold text**\n\nand this HTML\n\n``` html\nrendered as bold text\n```\n\n### Italics\nFor emphasizing a snippet of text with italics.\n\nThe following snippet of text is _rendered as italicized text_.\n\n``` markdown\n_rendered as italicized text_\n```\n\nrenders to:\n\n_rendered as italicized text_\n\nand this HTML:\n\n``` html\nrendered as italicized text\n```\n\n\n### strikethrough\nIn GFM you can do strickthroughs. \n\n``` markdown\n~~Strike through this text.~~\n```\nWhich renders to:\n\n~~Strike through this text.~~\n\n\n
\n
\n
\n\n\n## Blockquotes\nFor quoting blocks of content from another source within your document.\n\nAdd `>` before any text you want to quote. \n\n``` markdown\nAdd `>` before any text you want to quote. \n```\n\nRenders to:\n\n> Lorem ipsum dolor sit amet, consectetur adipiscing elit. Integer posuere erat a ante.\n\nand this HTML:\n\n``` html\n
\n

Lorem ipsum dolor sit amet, consectetur adipiscing elit. Integer posuere erat a ante.

\n
\n```\n\nBlockquotes can also be nested:\n\n``` markdown\n> Donec massa lacus, ultricies a ullamcorper in, fermentum sed augue. \nNunc augue augue, aliquam non hendrerit ac, commodo vel nisi. \n>> Sed adipiscing elit vitae augue consectetur a gravida nunc vehicula. Donec auctor \nodio non est accumsan facilisis. Aliquam id turpis in dolor tincidunt mollis ac eu diam.\n>>> Donec massa lacus, ultricies a ullamcorper in, fermentum sed augue. \nNunc augue augue, aliquam non hendrerit ac, commodo vel nisi. \n```\n\nRenders to:\n\n> Donec massa lacus, ultricies a ullamcorper in, fermentum sed augue. \nNunc augue augue, aliquam non hendrerit ac, commodo vel nisi. \n>> Sed adipiscing elit vitae augue consectetur a gravida nunc vehicula. Donec auctor \nodio non est accumsan facilisis. Aliquam id turpis in dolor tincidunt mollis ac eu diam.\n>>> Donec massa lacus, ultricies a ullamcorper in, fermentum sed augue. \nNunc augue augue, aliquam non hendrerit ac, commodo vel nisi. \n\n\n
\n
\n
\n\n\n## Lists\n\n### Unordered\nA list of items in which the order of the items does not explicitly matter.\n\nYou may use any of the following symbols to denote bullets for each list item:\n\n```markdown\n* valid bullet\n- valid bullet\n+ valid bullet\n```\n\nFor example\n\n``` markdown\n+ Lorem ipsum dolor sit amet\n+ Consectetur adipiscing elit\n+ Integer molestie lorem at massa\n+ Facilisis in pretium nisl aliquet\n+ Nulla volutpat aliquam velit\n - Phasellus iaculis neque\n - Purus sodales ultricies\n - Vestibulum laoreet porttitor sem\n - Ac tristique libero volutpat at\n+ Faucibus porta lacus fringilla vel\n+ Aenean sit amet erat nunc\n+ Eget porttitor lorem\n```\nRenders to:\n\n+ Lorem ipsum dolor sit amet\n+ Consectetur adipiscing elit\n+ Integer molestie lorem at massa\n+ Facilisis in pretium nisl aliquet\n+ Nulla volutpat aliquam velit\n - Phasellus iaculis neque\n - Purus sodales ultricies\n - Vestibulum laoreet porttitor sem\n - Ac tristique libero volutpat at\n+ Faucibus porta lacus fringilla vel\n+ Aenean sit amet erat nunc\n+ Eget porttitor lorem\n\nAnd this HTML\n\n``` html\n\n```\n\n### Ordered\n\nA list of items in which the order of items does explicitly matter.\n\n``` markdown\n1. Lorem ipsum dolor sit amet\n2. Consectetur adipiscing elit\n3. Integer molestie lorem at massa\n4. Facilisis in pretium nisl aliquet\n5. Nulla volutpat aliquam velit\n6. Faucibus porta lacus fringilla vel\n7. Aenean sit amet erat nunc\n8. Eget porttitor lorem\n```\nRenders to:\n\n1. Lorem ipsum dolor sit amet\n2. Consectetur adipiscing elit\n3. Integer molestie lorem at massa\n4. Facilisis in pretium nisl aliquet\n5. Nulla volutpat aliquam velit\n6. Faucibus porta lacus fringilla vel\n7. Aenean sit amet erat nunc\n8. Eget porttitor lorem\n\nAnd this HTML:\n\n``` html\n
    \n
  1. Lorem ipsum dolor sit amet
    2. \n
  2. Consectetur adipiscing elit
    3. \n
  3. Integer molestie lorem at massa
    4. \n
  4. Facilisis in pretium nisl aliquet
    5. \n
  5. Nulla volutpat aliquam velit
    6. \n
  6. Faucibus porta lacus fringilla vel
    7. \n
  7. Aenean sit amet erat nunc
    8. \n
  8. Eget porttitor lorem
    9. \n
\n```\n\n**TIP**: If you just use `1.` for each number, GitHub will automatically number each item. For example:\n\n``` markdown\n1. Lorem ipsum dolor sit amet\n1. Consectetur adipiscing elit\n1. Integer molestie lorem at massa\n1. Facilisis in pretium nisl aliquet\n1. Nulla volutpat aliquam velit\n1. Faucibus porta lacus fringilla vel\n1. Aenean sit amet erat nunc\n1. Eget porttitor lorem\n```\n\nRenders to:\n\n1. Lorem ipsum dolor sit amet\n2. Consectetur adipiscing elit\n3. Integer molestie lorem at massa\n4. Facilisis in pretium nisl aliquet\n5. Nulla volutpat aliquam velit\n6. Faucibus porta lacus fringilla vel\n7. Aenean sit amet erat nunc\n8. Eget porttitor lorem\n\n\n
\n
\n
\n\n\n## Code\n\n### Inline code\nWrap inline snippets of code with `` ` ``.\n\nFor example, `
` should be wrapped as \"inline\".\n\n``` html\nFor example, `
` should be wrapped as \"inline\".\n```\n\n\n### Indented code\n\nOr indent several lines of code by at least four spaces, as in:\n\n``` js\n // Some comments\n line 1 of code\n line 2 of code\n line 3 of code\n```\n\n // Some comments\n line 1 of code\n line 2 of code\n line 3 of code\n\n\n### Block code \"fences\"\n\nUse \"fences\" ```` ``` ```` to block in multiple lines of code. \n\n
\n``` html\nSample text here...\n```\n
\n\n\n```\nSample text here...\n```\n\nHTML:\n\n``` html\n
\n  
Sample text here...
\n
\n```\n\n### Syntax highlighting\n\nGFM, or \"GitHub Flavored Markdown\" also supports syntax highlighting. To activate it, simply add the file extension of the language you want to use directly after the first code \"fence\", ` ``` js `, and syntax highlighting will automatically be applied in the rendered HTML. For example, to apply syntax highlighting to JavaScript code:\n\n
\n``` javascript\ngrunt.initConfig({\n  assemble: {\n    options: {\n      assets: 'docs/assets',\n      data: 'src/data/*.{json,yml}',\n      helpers: 'src/custom-helpers.js',\n      partials: ['src/partials/**/*.{hbs,md}']\n    },\n    pages: {\n      options: {\n        layout: 'default.hbs'\n      },\n      files: {\n        './': ['src/templates/pages/index.hbs']\n      }\n    }\n  }\n};\n```\n
\n\nRenders to:\n\n``` javascript\ngrunt.initConfig({\n assemble: {\n options: {\n assets: 'docs/assets',\n data: 'src/data/*.{json,yml}',\n helpers: 'src/custom-helpers.js',\n partials: ['src/partials/**/*.{hbs,md}']\n },\n pages: {\n options: {\n layout: 'default.hbs'\n },\n files: {\n './': ['src/templates/pages/index.hbs']\n }\n }\n }\n};\n```\n\nAnd this complicated HTML:\n\n``` xml\n
grunt.initConfig({\n  assemble: {\n    options: {\n      assets: 'docs/assets',\n      data: 'src/data/*.{json,yml}',\n      helpers: 'src/custom-helpers.js',\n      partials: ['src/partials/**/*.{hbs,md}']\n    },\n    pages: {\n      options: {\n        layout: 'default.hbs'\n      },\n      files: {\n        './': ['src/templates/pages/index.hbs']\n      }\n    }\n  }\n};\n
\n```\n\n\n
\n
\n
\n\n\n\n## Tables\nTables are created by adding pipes as dividers between each cell, and by adding a line of dashes (also separated by bars) beneath the header. Note that the pipes do not need to be vertically aligned.\n\n\n``` markdown\n| Option | Description |\n| ------ | ----------- |\n| data | path to data files to supply the data that will be passed into templates. |\n| engine | engine to be used for processing templates. Handlebars is the default. |\n| ext | extension to be used for dest files. |\n```\n\nRenders to:\n\n| Option | Description |\n| ------ | ----------- |\n| data | path to data files to supply the data that will be passed into templates. |\n| engine | engine to be used for processing templates. Handlebars is the default. |\n| ext | extension to be used for dest files. |\n\nAnd this HTML:\n\n``` html\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
OptionDescription
datapath to data files to supply the data that will be passed into templates.
engineengine to be used for processing templates. Handlebars is the default.
extextension to be used for dest files.
\n```\n\n### Right aligned text\n\nAdding a colon on the right side of the dashes below any heading will right align text for that column.\n\n``` markdown\n| Option | Description |\n| ------:| -----------:|\n| data | path to data files to supply the data that will be passed into templates. |\n| engine | engine to be used for processing templates. Handlebars is the default. |\n| ext | extension to be used for dest files. |\n```\n\n| Option | Description |\n| ------:| -----------:|\n| data | path to data files to supply the data that will be passed into templates. |\n| engine | engine to be used for processing templates. Handlebars is the default. |\n| ext | extension to be used for dest files. |\n\n\n
\n
\n
\n\n\n## Links\n\n### Basic link\n\n``` markdown\n[Assemble](http://assemble.io)\n```\n\nRenders to (hover over the link, there is no tooltip):\n\n[Assemble](http://assemble.io)\n\nHTML:\n\n``` html\nAssemble\n```\n\n\n### Add a title\n\n``` markdown\n[Upstage](https://github.com/upstage/ \"Visit Upstage!\")\n```\n\nRenders to (hover over the link, there should be a tooltip):\n\n[Upstage](https://github.com/upstage/ \"Visit Upstage!\")\n\nHTML:\n\n``` html\nUpstage\n```\n\n### Named Anchors\n\nNamed anchors enable you to jump to the specified anchor point on the same page. For example, each of these chapters:\n\n```markdown\n# Table of Contents\n * [Chapter 1](#chapter-1)\n * [Chapter 2](#chapter-2)\n * [Chapter 3](#chapter-3)\n```\nwill jump to these sections:\n\n```markdown\n## Chapter 1 \nContent for chapter one.\n\n## Chapter 2 \nContent for chapter one.\n\n## Chapter 3 \nContent for chapter one.\n```\n**NOTE** that specific placement of the anchor tag seems to be arbitrary. They are placed inline here since it seems to be unobtrusive, and it works.\n\n\n
\n
\n
\n\n\n## Images\nImages have a similar syntax to links but include a preceding exclamation point.\n\n``` markdown\n![Minion](https://octodex.github.com/images/minion.png)\n```\n![Minion](https://octodex.github.com/images/minion.png)\n\nor\n``` markdown\n![Alt text](https://octodex.github.com/images/stormtroopocat.jpg \"The Stormtroopocat\")\n```\n![Alt text](https://octodex.github.com/images/stormtroopocat.jpg \"The Stormtroopocat\")\n\nLike links, Images also have a footnote style syntax\n\n``` markdown\n![Alt text][id]\n```\n![Alt text][id]\n\nWith a reference later in the document defining the URL location:\n\n[id]: https://octodex.github.com/images/dojocat.jpg \"The Dojocat\"\n\n\n [id]: https://octodex.github.com/images/dojocat.jpg \"The Dojocat\"\n","correct":true,"value":0}],"noCorrect":false,"sessionId":"e90036cd8fd351c07e5db4a16000fa4b","sessionKeyword":"96407759","timestamp":1438408029,"number":0,"duration":0,"piRound":1,"piRoundEndTime":0,"piRoundStartTime":0,"piRoundFinished":false,"piRoundActive":false,"votingDisabled":false,"showStatistic":true,"showAnswer":false,"abstention":false,"_id":"e90036cd8fd351c07e5db4a160014c62","_rev":"1-0911df0fcb274015bfe9fdb9f7331e7d","image":null,"fcImage":null,"gridSize":0,"offsetX":0,"offsetY":0,"zoomLvl":0,"gridOffsetX":0,"gridOffsetY":0,"gridZoomLvl":0,"gridSizeX":0,"gridSizeY":0,"gridIsHidden":false,"imgRotation":0,"toggleFieldsLeft":false,"numClickableFields":0,"thresholdCorrectAnswers":0,"cvIsColored":false,"gridLineColor":null,"numberOfDots":0,"gridType":null,"scaleFactor":null,"gridScaleFactor":null,"imageQuestion":false,"textAnswerEnabled":false,"hint":null,"solution":null,"session":"e90036cd8fd351c07e5db4a16000fa4b","answers":[{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a160014c62","answerText":"See also: [GitHub Flavored Markdown](https://help.github.com/articles/github-flavored-markdown/).\n\nThis [Cheatsheet](https://gist.github.com/jonschlinkert/5854601) is from Jon Schlinkert.\n\n# Typography \n\n## Headings\n\nHeadings from `h1` through `h6` are constructed with a `#` for each level:\n\n``` markdown\n# h1 Heading\n## h2 Heading\n### h3 Heading\n#### h4 Heading\n##### h5 Heading\n###### h6 Heading\n```\n\nRenders to:\n\n# h1 Heading\n## h2 Heading\n### h3 Heading\n#### h4 Heading\n##### h5 Heading\n###### h6 Heading\n\nHTML:\n\n``` html\n

h1 Heading

\n

h2 Heading

\n

h3 Heading

\n

h4 Heading

\n
h5 Heading
\n
h6 Heading
\n```\n\n
\n
\n
\n\n\n## Horizontal Rules\n\nThe HTML `
` element is for creating a \"thematic break\" between paragraph-level elements. In markdown, you can create a `
` with any of the following:\n\n* `___`: three consecutive underscores\n* `---`: three consecutive dashes\n* `***`: three consecutive asterisks\n\nrenders to:\n\n___\n\n---\n\n***\n\n\n
\n
\n
\n\n\n## Body Copy \n\nBody copy written as normal, plain text will be wrapped with `

` tags in the rendered HTML.\n\nSo this body copy:\n\n``` markdown\nLorem ipsum dolor sit amet, graecis denique ei vel, at duo primis mandamus. Et legere ocurreret pri, animal tacimates complectitur ad cum. Cu eum inermis inimicus efficiendi. Labore officiis his ex, soluta officiis concludaturque ei qui, vide sensibus vim ad.\n```\nrenders to this HTML:\n\n``` html\n

Lorem ipsum dolor sit amet, graecis denique ei vel, at duo primis mandamus. Et legere ocurreret pri, animal tacimates complectitur ad cum. Cu eum inermis inimicus efficiendi. Labore officiis his ex, soluta officiis concludaturque ei qui, vide sensibus vim ad.

\n```\n\n\n
\n
\n
\n\n\n## Emphasis\n\n### Bold\nFor emphasizing a snippet of text with a heavier font-weight.\n\nThe following snippet of text is **rendered as bold text**.\n\n``` markdown\n**rendered as bold text**\n```\nrenders to:\n\n**rendered as bold text**\n\nand this HTML\n\n``` html\nrendered as bold text\n```\n\n### Italics\nFor emphasizing a snippet of text with italics.\n\nThe following snippet of text is _rendered as italicized text_.\n\n``` markdown\n_rendered as italicized text_\n```\n\nrenders to:\n\n_rendered as italicized text_\n\nand this HTML:\n\n``` html\nrendered as italicized text\n```\n\n\n### strikethrough\nIn GFM you can do strickthroughs. \n\n``` markdown\n~~Strike through this text.~~\n```\nWhich renders to:\n\n~~Strike through this text.~~\n\n\n
\n
\n
\n\n\n## Blockquotes\nFor quoting blocks of content from another source within your document.\n\nAdd `>` before any text you want to quote. \n\n``` markdown\nAdd `>` before any text you want to quote. \n```\n\nRenders to:\n\n> Lorem ipsum dolor sit amet, consectetur adipiscing elit. Integer posuere erat a ante.\n\nand this HTML:\n\n``` html\n
\n

Lorem ipsum dolor sit amet, consectetur adipiscing elit. Integer posuere erat a ante.

\n
\n```\n\nBlockquotes can also be nested:\n\n``` markdown\n> Donec massa lacus, ultricies a ullamcorper in, fermentum sed augue. \nNunc augue augue, aliquam non hendrerit ac, commodo vel nisi. \n>> Sed adipiscing elit vitae augue consectetur a gravida nunc vehicula. Donec auctor \nodio non est accumsan facilisis. Aliquam id turpis in dolor tincidunt mollis ac eu diam.\n>>> Donec massa lacus, ultricies a ullamcorper in, fermentum sed augue. \nNunc augue augue, aliquam non hendrerit ac, commodo vel nisi. \n```\n\nRenders to:\n\n> Donec massa lacus, ultricies a ullamcorper in, fermentum sed augue. \nNunc augue augue, aliquam non hendrerit ac, commodo vel nisi. \n>> Sed adipiscing elit vitae augue consectetur a gravida nunc vehicula. Donec auctor \nodio non est accumsan facilisis. Aliquam id turpis in dolor tincidunt mollis ac eu diam.\n>>> Donec massa lacus, ultricies a ullamcorper in, fermentum sed augue. \nNunc augue augue, aliquam non hendrerit ac, commodo vel nisi. \n\n\n
\n
\n
\n\n\n## Lists\n\n### Unordered\nA list of items in which the order of the items does not explicitly matter.\n\nYou may use any of the following symbols to denote bullets for each list item:\n\n```markdown\n* valid bullet\n- valid bullet\n+ valid bullet\n```\n\nFor example\n\n``` markdown\n+ Lorem ipsum dolor sit amet\n+ Consectetur adipiscing elit\n+ Integer molestie lorem at massa\n+ Facilisis in pretium nisl aliquet\n+ Nulla volutpat aliquam velit\n - Phasellus iaculis neque\n - Purus sodales ultricies\n - Vestibulum laoreet porttitor sem\n - Ac tristique libero volutpat at\n+ Faucibus porta lacus fringilla vel\n+ Aenean sit amet erat nunc\n+ Eget porttitor lorem\n```\nRenders to:\n\n+ Lorem ipsum dolor sit amet\n+ Consectetur adipiscing elit\n+ Integer molestie lorem at massa\n+ Facilisis in pretium nisl aliquet\n+ Nulla volutpat aliquam velit\n - Phasellus iaculis neque\n - Purus sodales ultricies\n - Vestibulum laoreet porttitor sem\n - Ac tristique libero volutpat at\n+ Faucibus porta lacus fringilla vel\n+ Aenean sit amet erat nunc\n+ Eget porttitor lorem\n\nAnd this HTML\n\n``` html\n\n```\n\n### Ordered\n\nA list of items in which the order of items does explicitly matter.\n\n``` markdown\n1. Lorem ipsum dolor sit amet\n2. Consectetur adipiscing elit\n3. Integer molestie lorem at massa\n4. Facilisis in pretium nisl aliquet\n5. Nulla volutpat aliquam velit\n6. Faucibus porta lacus fringilla vel\n7. Aenean sit amet erat nunc\n8. Eget porttitor lorem\n```\nRenders to:\n\n1. Lorem ipsum dolor sit amet\n2. Consectetur adipiscing elit\n3. Integer molestie lorem at massa\n4. Facilisis in pretium nisl aliquet\n5. Nulla volutpat aliquam velit\n6. Faucibus porta lacus fringilla vel\n7. Aenean sit amet erat nunc\n8. Eget porttitor lorem\n\nAnd this HTML:\n\n``` html\n
    \n
  1. Lorem ipsum dolor sit amet
    2. \n
  2. Consectetur adipiscing elit
    3. \n
  3. Integer molestie lorem at massa
    4. \n
  4. Facilisis in pretium nisl aliquet
    5. \n
  5. Nulla volutpat aliquam velit
    6. \n
  6. Faucibus porta lacus fringilla vel
    7. \n
  7. Aenean sit amet erat nunc
    8. \n
  8. Eget porttitor lorem
    9. \n
\n```\n\n**TIP**: If you just use `1.` for each number, GitHub will automatically number each item. For example:\n\n``` markdown\n1. Lorem ipsum dolor sit amet\n1. Consectetur adipiscing elit\n1. Integer molestie lorem at massa\n1. Facilisis in pretium nisl aliquet\n1. Nulla volutpat aliquam velit\n1. Faucibus porta lacus fringilla vel\n1. Aenean sit amet erat nunc\n1. Eget porttitor lorem\n```\n\nRenders to:\n\n1. Lorem ipsum dolor sit amet\n2. Consectetur adipiscing elit\n3. Integer molestie lorem at massa\n4. Facilisis in pretium nisl aliquet\n5. Nulla volutpat aliquam velit\n6. Faucibus porta lacus fringilla vel\n7. Aenean sit amet erat nunc\n8. Eget porttitor lorem\n\n\n
\n
\n
\n\n\n## Code\n\n### Inline code\nWrap inline snippets of code with `` ` ``.\n\nFor example, `
` should be wrapped as \"inline\".\n\n``` html\nFor example, `
` should be wrapped as \"inline\".\n```\n\n\n### Indented code\n\nOr indent several lines of code by at least four spaces, as in:\n\n``` js\n // Some comments\n line 1 of code\n line 2 of code\n line 3 of code\n```\n\n // Some comments\n line 1 of code\n line 2 of code\n line 3 of code\n\n\n### Block code \"fences\"\n\nUse \"fences\" ```` ``` ```` to block in multiple lines of code. \n\n
\n``` html\nSample text here...\n```\n
\n\n\n```\nSample text here...\n```\n\nHTML:\n\n``` html\n
\n  
Sample text here...
\n
\n```\n\n### Syntax highlighting\n\nGFM, or \"GitHub Flavored Markdown\" also supports syntax highlighting. To activate it, simply add the file extension of the language you want to use directly after the first code \"fence\", ` ``` js `, and syntax highlighting will automatically be applied in the rendered HTML. For example, to apply syntax highlighting to JavaScript code:\n\n
\n``` javascript\ngrunt.initConfig({\n  assemble: {\n    options: {\n      assets: 'docs/assets',\n      data: 'src/data/*.{json,yml}',\n      helpers: 'src/custom-helpers.js',\n      partials: ['src/partials/**/*.{hbs,md}']\n    },\n    pages: {\n      options: {\n        layout: 'default.hbs'\n      },\n      files: {\n        './': ['src/templates/pages/index.hbs']\n      }\n    }\n  }\n};\n```\n
\n\nRenders to:\n\n``` javascript\ngrunt.initConfig({\n assemble: {\n options: {\n assets: 'docs/assets',\n data: 'src/data/*.{json,yml}',\n helpers: 'src/custom-helpers.js',\n partials: ['src/partials/**/*.{hbs,md}']\n },\n pages: {\n options: {\n layout: 'default.hbs'\n },\n files: {\n './': ['src/templates/pages/index.hbs']\n }\n }\n }\n};\n```\n\nAnd this complicated HTML:\n\n``` xml\n
grunt.initConfig({\n  assemble: {\n    options: {\n      assets: 'docs/assets',\n      data: 'src/data/*.{json,yml}',\n      helpers: 'src/custom-helpers.js',\n      partials: ['src/partials/**/*.{hbs,md}']\n    },\n    pages: {\n      options: {\n        layout: 'default.hbs'\n      },\n      files: {\n        './': ['src/templates/pages/index.hbs']\n      }\n    }\n  }\n};\n
\n```\n\n\n
\n
\n
\n\n\n\n## Tables\nTables are created by adding pipes as dividers between each cell, and by adding a line of dashes (also separated by bars) beneath the header. Note that the pipes do not need to be vertically aligned.\n\n\n``` markdown\n| Option | Description |\n| ------ | ----------- |\n| data | path to data files to supply the data that will be passed into templates. |\n| engine | engine to be used for processing templates. Handlebars is the default. |\n| ext | extension to be used for dest files. |\n```\n\nRenders to:\n\n| Option | Description |\n| ------ | ----------- |\n| data | path to data files to supply the data that will be passed into templates. |\n| engine | engine to be used for processing templates. Handlebars is the default. |\n| ext | extension to be used for dest files. |\n\nAnd this HTML:\n\n``` html\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
OptionDescription
datapath to data files to supply the data that will be passed into templates.
engineengine to be used for processing templates. Handlebars is the default.
extextension to be used for dest files.
\n```\n\n### Right aligned text\n\nAdding a colon on the right side of the dashes below any heading will right align text for that column.\n\n``` markdown\n| Option | Description |\n| ------:| -----------:|\n| data | path to data files to supply the data that will be passed into templates. |\n| engine | engine to be used for processing templates. Handlebars is the default. |\n| ext | extension to be used for dest files. |\n```\n\n| Option | Description |\n| ------:| -----------:|\n| data | path to data files to supply the data that will be passed into templates. |\n| engine | engine to be used for processing templates. Handlebars is the default. |\n| ext | extension to be used for dest files. |\n\n\n
\n
\n
\n\n\n## Links\n\n### Basic link\n\n``` markdown\n[Assemble](http://assemble.io)\n```\n\nRenders to (hover over the link, there is no tooltip):\n\n[Assemble](http://assemble.io)\n\nHTML:\n\n``` html\nAssemble\n```\n\n\n### Add a title\n\n``` markdown\n[Upstage](https://github.com/upstage/ \"Visit Upstage!\")\n```\n\nRenders to (hover over the link, there should be a tooltip):\n\n[Upstage](https://github.com/upstage/ \"Visit Upstage!\")\n\nHTML:\n\n``` html\nUpstage\n```\n\n### Named Anchors\n\nNamed anchors enable you to jump to the specified anchor point on the same page. For example, each of these chapters:\n\n```markdown\n# Table of Contents\n * [Chapter 1](#chapter-1)\n * [Chapter 2](#chapter-2)\n * [Chapter 3](#chapter-3)\n```\nwill jump to these sections:\n\n```markdown\n## Chapter 1 \nContent for chapter one.\n\n## Chapter 2 \nContent for chapter one.\n\n## Chapter 3 \nContent for chapter one.\n```\n**NOTE** that specific placement of the anchor tag seems to be arbitrary. They are placed inline here since it seems to be unobtrusive, and it works.\n\n\n
\n
\n
\n\n\n## Images\nImages have a similar syntax to links but include a preceding exclamation point.\n\n``` markdown\n![Minion](https://octodex.github.com/images/minion.png)\n```\n![Minion](https://octodex.github.com/images/minion.png)\n\nor\n``` markdown\n![Alt text](https://octodex.github.com/images/stormtroopocat.jpg \"The Stormtroopocat\")\n```\n![Alt text](https://octodex.github.com/images/stormtroopocat.jpg \"The Stormtroopocat\")\n\nLike links, Images also have a footnote style syntax\n\n``` markdown\n![Alt text][id]\n```\n![Alt text][id]\n\nWith a reference later in the document defining the URL location:\n\n[id]: https://octodex.github.com/images/dojocat.jpg \"The Dojocat\"\n\n\n [id]: https://octodex.github.com/images/dojocat.jpg \"The Dojocat\"\n","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":5,"abstention":false,"abstentionCount":0,"answerThumbnailImage":null}]},{"type":"skill_question","questionType":"freetext","questionVariant":"lecture","subject":"E: Feedback to the Developers","text":"E1: What has pleased you about ARSnova? 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Place a virtual adhesive 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Klassendiagramm vs. Objektdiagramm","text":"A1: Lesen Sie bitte das [Kapitel 18 \"Objekte IV: Vererbung\"](http://michaelkipp.de/processing/18%20objekte4.html) und schauen Sie sich das folgende Video aufmerksam an. Der Sprecher zeichnet zwei grafische Elemente **streng genommen** in falscher [UML-Notation](https://homepages.thm.de/~hg11260/mat/uml.pdf). Welche sind das?\n[![Klassendiagramm vs. Objektdiagramm](https://img.youtube.com/vi/Jtv6sYLGglg/0.jpg)](https://www.youtube.com/watch?v=Jtv6sYLGglg)","active":true,"releasedFor":"all","possibleAnswers":[{"id":"","text":"UML-Darstellung einer Klasse","correct":false,"value":-10},{"id":"","text":"UML-Darstellung eines Objekts","correct":true,"value":10},{"id":"","text":"UML-Darstellung einer Assoziation","correct":true,"value":10},{"id":"","text":"UML-Darstellung einer Vererbungsbeziehung","correct":false,"value":-10}],"noCorrect":false,"sessionId":"e90036cd8fd351c07e5db4a16000fa4b","sessionKeyword":"96407759","timestamp":1441903933,"number":0,"duration":0,"piRound":1,"piRoundEndTime":0,"piRoundStartTime":0,"piRoundFinished":false,"piRoundActive":false,"votingDisabled":false,"showStatistic":true,"showAnswer":true,"abstention":true,"_id":"e90036cd8fd351c07e5db4a1600169c0","_rev":"1-25c4350e3451219a018f0409d1072ffe","image":null,"fcImage":null,"gridSize":0,"offsetX":0,"offsetY":0,"zoomLvl":0,"gridOffsetX":0,"gridOffsetY":0,"gridZoomLvl":0,"gridSizeX":0,"gridSizeY":0,"gridIsHidden":false,"imgRotation":0,"toggleFieldsLeft":false,"numClickableFields":0,"thresholdCorrectAnswers":0,"cvIsColored":false,"gridLineColor":null,"numberOfDots":0,"gridType":null,"scaleFactor":null,"gridScaleFactor":null,"imageQuestion":false,"textAnswerEnabled":false,"hint":"1. Lesen Sie die UML-Spezifikation für Klassen- und Objektdiagramme.\n2. Stoppen Sie das Video an den befragten Stellen und vergleichen Sie die UML-Notation.","solution":"Die **UML-Typografie** ist entscheidend für die **Semantik**: Ob ein Bezeichner fett ausgezeichnet oder unterstrichen ist, ob ein Pfeilschaft durchgezogen oder gestrichelt ist, ob die Pfeilspitze flächig ist, alles differenziert die Semantik der Diagrammelemente.","session":"e90036cd8fd351c07e5db4a16000fa4b","answers":[{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a1600169c0","answerText":null,"answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":4,"abstention":false,"abstentionCount":4,"answerThumbnailImage":null},{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a1600169c0","answerText":"0,0,1,1","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":1,"abstention":false,"abstentionCount":4,"answerThumbnailImage":null},{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a1600169c0","answerText":"0,1,0,0","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":3,"abstention":false,"abstentionCount":4,"answerThumbnailImage":null},{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a1600169c0","answerText":"0,1,1,0","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":14,"abstention":false,"abstentionCount":4,"answerThumbnailImage":null},{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a1600169c0","answerText":"1,0,0,0","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":2,"abstention":false,"abstentionCount":4,"answerThumbnailImage":null},{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a1600169c0","answerText":"1,1,0,0","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":2,"abstention":false,"abstentionCount":4,"answerThumbnailImage":null}]},{"type":"skill_question","questionType":"mc","questionVariant":"preparation","subject":"B: Klassenhierarchie und Vererbung","text":"B1: Schauen Sie sich das folgende Video aufmerksam an.\n[![Klassenhierarchie und Vererbung](https://img.youtube.com/vi/Zf-aL6gCPxQ/0.jpg)](https://www.youtube.com/watch?v=Zf-aL6gCPxQ)\n\nWarum moniert der Compiler den folgenden Aufruf? p2.getGehalt();","active":true,"releasedFor":"all","possibleAnswers":[{"id":"","text":"p2 ist vom Typ Person","correct":false,"value":-10},{"id":"","text":"p2 ist vom Typ Prof","correct":false,"value":-10},{"id":"","text":"getGehalt() ist nicht public","correct":false,"value":-10},{"id":"","text":"getGehalt() ist nicht für den Typ Person definiert","correct":true,"value":10}],"noCorrect":false,"sessionId":"e90036cd8fd351c07e5db4a16000fa4b","sessionKeyword":"96407759","timestamp":1434444324,"number":0,"duration":0,"piRound":1,"piRoundEndTime":0,"piRoundStartTime":0,"piRoundFinished":false,"piRoundActive":false,"votingDisabled":false,"showStatistic":true,"showAnswer":true,"abstention":true,"_id":"e90036cd8fd351c07e5db4a160016e13","_rev":"1-5a03bcd3f1654ca4adefc7b07834260a","image":null,"fcImage":null,"gridSize":0,"offsetX":0,"offsetY":0,"zoomLvl":0,"gridOffsetX":0,"gridOffsetY":0,"gridZoomLvl":0,"gridSizeX":0,"gridSizeY":0,"gridIsHidden":false,"imgRotation":0,"toggleFieldsLeft":false,"numClickableFields":0,"thresholdCorrectAnswers":0,"cvIsColored":false,"gridLineColor":null,"numberOfDots":0,"gridType":null,"scaleFactor":null,"gridScaleFactor":null,"imageQuestion":false,"textAnswerEnabled":false,"hint":null,"solution":null,"session":"e90036cd8fd351c07e5db4a16000fa4b","answers":[{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a160016e13","answerText":null,"answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":5,"abstention":false,"abstentionCount":5,"answerThumbnailImage":null},{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a160016e13","answerText":"0,0,0,1","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":8,"abstention":false,"abstentionCount":5,"answerThumbnailImage":null},{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a160016e13","answerText":"0,0,1,0","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":1,"abstention":false,"abstentionCount":5,"answerThumbnailImage":null},{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a160016e13","answerText":"0,1,0,0","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":2,"abstention":false,"abstentionCount":5,"answerThumbnailImage":null},{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a160016e13","answerText":"0,1,1,0","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":1,"abstention":false,"abstentionCount":5,"answerThumbnailImage":null},{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a160016e13","answerText":"1,0,0,0","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":1,"abstention":false,"abstentionCount":5,"answerThumbnailImage":null},{"_id":null,"_rev":null,"type":"skill_question_answer","sessionId":null,"questionId":"e90036cd8fd351c07e5db4a160016e13","answerText":"1,0,1,0","answerSubject":null,"questionVariant":null,"questionValue":0,"piRound":1,"timestamp":0,"read":false,"answerCount":1,"abstention":false,"abstentionCount":5,"answerThumbnailImage":null}]}],"feedbackQuestions":[{"id":"e90036cd8fd351c07e5db4a160061c18","subject":"Splash Screen","text":"![Hessen](https://upload.wikimedia.org/wikipedia/de/thumb/7/72/Hessische_Landesregierung.svg/379px-Hessische_Landesregierung.svg.png)\n\n##Willkommen auf dem Landesserver!##\n\nAls Dozent/in melden Sie sich bitte mit Ihrer Dienstadresse an. Zur Registrierung","timestamp":1444211887844,"read":true,"type":"interposed_question"}]}}