[
    [
        "week-one",
        [
            [
                "welcome",
                [
                    [
                        "syllabus",
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                                    "http://intro-webdesign.com/html5-plain.html",
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                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <h1 level=\"1\">\n  Welcome\n </h1>\n <p>\n  Welcome to Introduction to HTML5. This course is an introduction to how web pages are created, sent across the Internet, and viewed on your computer, tablet, or smartphone. This course is meant for the absolute beginner, but also touches on information that may be new to someone who has been using HTML for some years. In particular, the new options available in HTML5 and some recommended policies for making sure that your page is accessible.\n </p>\n <p>\n  <strong>\n   <em>\n    HTML\n   </em>\n  </strong>\n  stands for HyperText Markup Language, a way of marking up files so that browsers (Internet Explorer, Chrome, Safari, Edge, etc) know how to display your content as a webpage.   HTML uses\n  <em>\n   <strong>\n    tags\n   </strong>\n  </em>\n  to distinguish between content (what the user should see) and the instructions for displaying them (make this a list, make this a link to a different page, show this picture, etc...)   There are so many things you can do with HTML.  While it is possible to make a long list of HTML tags, this approach won't help you as much as practice with a smaller subset.  Therefore we focus on the following:\n </p>\n <ul bullettype=\"bullets\">\n  <li>\n   <p>\n    What HTML is and how we got from the original version to HTML5\n   </p>\n  </li>\n  <li>\n   <p>\n    The \"magic\" behind the Internet and how your web page isn't just one file, but many pieced put together by your browser using something called  the Response/Request Cycle\n   </p>\n  </li>\n  <li>\n   <p>\n    The syntax behind the tags -- how to write good syntactic HTML.\n   </p>\n  </li>\n  <li>\n   <p>\n    The semantics behind the tags - some tags have special meaning and are extremely useful if you want to make your pages accessible.  Accessible pages are ones that can be accessed by the widest range of people and that includes those who have  physical or cognitive disabilities.\n   </p>\n  </li>\n  <li>\n   <p>\n    Getting your page on the web - This class will not require you to post your site on the Internet.  However, you will learn how to publish your site if you choose.  (And we hope you do and share your work with me and others in the class.)\n   </p>\n  </li>\n </ul>\n <p>\n  Throughout the entire course there will be an emphasis on the importance of good habits and examples of potential pitfalls.  This course is about learning the proper syntax of HTML5 and\n  <strong>\n   styling is not covered\n  </strong>\n  .  You can see an example site at\n  <a href=\"http://intro-webdesign.com/html5-plain.html\" title=\"\">\n   http://intro-webdesign.com/html5-plain.html\n  </a>\n  . However, upon completion of this course you will be ready to take the next course in the Web Design Specialization, Introduction to CSS3.\n </p>\n <p>\n </p>\n <h1 level=\"1\">\n  How this course works:\n </h1>\n <p>\n  This course assumes absolutely no previous knowledge. In each module you will be asked to do the following:\n </p>\n <h3 level=\"3\">\n  Watch video lectures.\n </h3>\n <p>\n  The information has been broken down into pieces to help you learn the material in the smallest chunks that still give you enough information to do something with it. The goal is to give you the ability to listen to these during any time you have. You will find that some of the videos have material that makes sense to you at once. Sometimes you may want to replay other videos to clarify the material.  Some of the videos are not traditional lectures, instead they are videos where I demonstrate the concepts from an earlier lecture. I highly recommend that you code along with me while you watch these videos.\n  <strong>\n   <em>\n    <u>\n     The key to success in this course is in writing code.\n    </u>\n   </em>\n  </strong>\n  I put these videos in so that you have something specific to practice. It is also a great way for you to see how often I mess up when I am coding!!\n </p>\n <h3 level=\"3\">\n  Change the video speed to one that works best for you.\n </h3>\n <p>\n  You may find that you can speed the videos up and still retain the information. On the other hand, my mom is always telling me I talk too quickly so you may want to slow the videos down. The important thing is to find something that works well for you. Use the in-\u00advideo quizzes to help you gauge how your learning is going.\n </p>\n <h3 level=\"3\">\n  Read extra materials\n </h3>\n <p>\n  Each module will include reading material. It is impossible to learn everything you need to learn just by listening to the lectures. Some of the material will come from a (free) online textbook. Other material will be other online readings.\n </p>\n <h3 level=\"3\">\n  Quizzes\n </h3>\n <p>\n  Each module will include graded quiz. These quizzes are intended to reinforce your confidence in the material, not \"trick\" you. As often as possible each question will be linked to a specific lecture or reading. You can take the quizzes as many times as you like, but there is a limit on how many times you can take each quiz in a certain time period.\n </p>\n <h3 level=\"3\">\n  Final Project\n </h3>\n <p>\n  This course will culminate the creation of an html document. You will be provided with an example document and asked to style it.  This will not be a creative project, rather one that shows you can write syntactically correct code. An example site can be found at\n  <a href=\"http://intro-webdesign.com/html5-plain.html\" title=\"\">\n   http://intro-webdesign.com/html5-plain.html\n  </a>\n  .  We will be peer grading this assignment which means that you will grade the code created by your fellow students and they will grade yours.  But don't worry, we all want each other to succeed in my courses!\n </p>\n <h3 level=\"3\">\n  Optional materials\n </h3>\n <p>\n  There will also be optional material provided in many of the modules. These may range from links to recent articles to videos on pioneers in the fields of design and accessibility. None of these materials will be required for the quizzes, but rather provide additional ways for you to branch out and learn more about the history of the field or the emerging ideas.\n </p>\n <h3 level=\"3\">\n  \"Passing\" the course\n </h3>\n <p>\n  Learners must pass every graded assessment to pass the course, regardless of their final grade.  A passing grade for each of the quizzes is 70%.   The final project requires a perfect score.  As a side note, if you are not paying for this course then Coursera doesn't show you the quizzes or project.  But if you would still like to take them you can\n  <a href=\"https://wd4e.com/\" title=\"\">\n   find a copy of all of the material here at wd4e.com\n  </a>\n  .  However, completing the material there won't count toward a Coursera certificate.\n </p>\n <p>\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "instructions"
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                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <p>\n  <strong>\n   Welcome to Introduction to HTML5\n  </strong>\n  , taught by Colleen van Lent!\n </p>\n <p>\n  This course is an introduction to how web pages are created, sent across the Internet, and viewed on your computer, tablet, or smartphone. This course is meant for the absolute beginner, but also touches on information that may be new to someone who has been using HTML for some years. In particular, the new options available in HTML5 and some recommended policies for making sure that your page is accessible.\n </p>\n <p>\n  Throughout the entire course there will be an emphasis on the importance of good habits and examples of potential pitfalls.  This course about learning the proper syntax of HTML5 and\n  <strong>\n   styling is not covered\n  </strong>\n  .  You can see an example site at\n  <a href=\"http://intro-webdesign.com/html5-plain.html\" title=\"\">\n   http://intro-webdesign.com/html5-plain.html\n  </a>\n  . However, upon completion of this course you will be ready to take the next course in the Web Design Specialization, Introduction to CSS3.\n </p>\n <h2 level=\"2\">\n  Participation Strategies\n </h2>\n <p>\n  Engaged learning looks different for everybody. In this course, we hope you will define your own measures of success and engage with the material in a way that best suits your needs. We recognize and celebrate the diverse ways learners engage in courses. As you go through this course, we hope you will reflect on your unique skills, needs, and aspirations, and engage in the course material in a way that aligns with your own goals. While the course provides time estimates for completion, you should feel empowered to engage in the material in whatever ways make sense to you.\n </p>\n <h2 level=\"2\">\n  Course Schedule &amp; Grading Policy\n </h2>\n <h3 level=\"3\">\n  Quizzes\n </h3>\n <p>\n  Each module will include graded quiz. These quizzes are intended to reinforce your confidence in the material, not \"trick\" you. As often as possible each question will be linked to a specific lecture or reading. You can take the quizzes as many times as you like, but there is a limit on how many times you can take each quiz in a certain time period.\n </p>\n <h3 level=\"3\">\n  Final Project\n </h3>\n <p>\n  This course will culminate the creation of an html document. You will be provided with an example document and asked to style it.  This will not be a creative project, rather one that shows you can write syntactically correct code. An example site can be found at\n  <a href=\"http://intro-webdesign.com/html5-plain.html\" title=\"\">\n   http://intro-webdesign.com/html5-plain.html\n  </a>\n  .  We will be peer grading this assignment which means that you will grade the code created by your fellow students and they will grade yours.  But don't worry, we all want each other to succeed in my courses!\n </p>\n <h3 level=\"3\">\n  Passing the Course\n </h3>\n <p>\n  Learners must pass every graded assessment to pass the course, regardless of their final grade.  A passing grade for each of the quizzes is 70%.   The final project requires a perfect score.  As a side note, if you are not paying for this course then Coursera doesn't show you the quizzes or project.  But if you would still like to take them you can\n  <a href=\"https://wd4e.com/\" title=\"\">\n   find a copy of all of the material here at wd4e.com\n  </a>\n  .  However, completing the material there won't count toward a Coursera certificate.\n </p>\n <p>\n  You can see the grading breakdown below for each assignment:\n </p>\n <table columns=\"2\" rows=\"5\">\n  <tr>\n   <td>\n    <p>\n     Quiz: Week One - HTML/Web basics\n    </p>\n   </td>\n   <td>\n    <p>\n     15%\n    </p>\n   </td>\n  </tr>\n  <tr>\n   <td>\n    <p>\n     Quiz: Tags!\n    </p>\n   </td>\n   <td>\n    <p>\n     20%\n    </p>\n   </td>\n  </tr>\n  <tr>\n   <td>\n    <p>\n     Quiz: Hosting and Validation\n    </p>\n   </td>\n   <td>\n    <p>\n     20%\n    </p>\n   </td>\n  </tr>\n  <tr>\n   <td>\n    <p>\n     Peer Review: Final Project\n    </p>\n   </td>\n   <td>\n    <p>\n     25%\n    </p>\n   </td>\n  </tr>\n  <tr>\n   <td>\n    <p>\n     Quiz: Final Quiz - Putting it Together\n    </p>\n   </td>\n   <td>\n    <p>\n     20%\n    </p>\n   </td>\n  </tr>\n </table>\n <h2 level=\"2\">\n  Ground Rules\n </h2>\n <p>\n  We expect everyone to be mindful of what they say and its potential impact on others. The goal is to have respectful discussions that do not violate the community space created for these conversations. Here are some productive ways to engage in this course:\n </p>\n <ul bullettype=\"bullets\">\n  <li>\n   <p>\n    <strong>\n     Participate:\n    </strong>\n    This is a community. Read what others have written and share your thoughts.\n   </p>\n  </li>\n  <li>\n   <p>\n    <strong>\n     Stay curious:\n    </strong>\n    Learn from experts and each other by listening and asking questions, not making assumptions.\n   </p>\n  </li>\n  <li>\n   <p>\n    <strong>\n     Keep your passion positive:\n    </strong>\n    When replying to a discussion forum post, respond with thoughts on what was said, not about the person who posted. Avoid using all caps, too many exclamation points, or aggressive language.\n   </p>\n  </li>\n  <li>\n   <p>\n    <strong>\n     Acknowledge discomfort:\n    </strong>\n    The topics discussed in this course might be challenging or hard to talk about. Stick with it and remember the benefits of having these tough conversations that surface from multiple perspectives.\n   </p>\n  </li>\n </ul>\n <p>\n  We expect all learners to abide by our full\n  <a href=\"https://docs.google.com/document/d/18Ucy-lT33FmkDDYdtxHEJ_nRytVLr_XGRVq2moAsPB4/edit\" title=\"\">\n   Learner Engagement Policy\n  </a>\n  . We will specifically be monitoring this course for language that could be considered inflammatory, incivil, racist, or otherwise unacceptable for this learning space, and we will remove language deemed such.\n </p>\n <h2 level=\"2\">\n  Academic Honesty\n </h2>\n <p>\n  All submitted work should be your own and academic dishonesty is not allowed. Academic dishonesty can be defined as:\n </p>\n <ul bullettype=\"bullets\">\n  <li>\n   <p>\n    Copying answers\n   </p>\n  </li>\n  <li>\n   <p>\n    Copying words, ideas, or other materials from another source without giving credit to the original author\n   </p>\n  </li>\n  <li>\n   <p>\n    Copying from your peers within the course\n   </p>\n  </li>\n  <li>\n   <p>\n    Employing or allowing another person to alter or revise your work, and then submitting the work as your own\n   </p>\n  </li>\n </ul>\n <p>\n  <strong>\n   Please don\u2019t share or reuse solutions to assignments which is an academic integrity concern. Please do\u00a0not:\n  </strong>\n </p>\n <ul bullettype=\"bullets\">\n  <li>\n   <p>\n    Share complete assignment code in the course discussion forums\n   </p>\n  </li>\n  <li>\n   <p>\n    Upload completed assignments to public websites with the goal of sharing solutions. (You can share your work and ideas for professional purposes though).\n   </p>\n  </li>\n  <li>\n   <p>\n    Take a peer\u2019s solution and submit it as your own\n   </p>\n  </li>\n </ul>\n <h2 level=\"2\">\n  Course Support\n </h2>\n <p>\n  Questions and discussion of course material should take place within the course itself. Please do not contact instructors or teaching assistants off the platform, as responding to individual questions is virtually impossible. We encourage you to direct your questions to [forum], where your question might be answered by a fellow learner or one of our course team members. For technical help please contact the\n  <a href=\"https://learner.coursera.help/hc/en-us\" title=\"\">\n   Coursera Learner Help Center\n  </a>\n  or use the support forums.\n </p>\n <h2 level=\"2\">\n  Accessibility\n </h2>\n <p>\n  We are committed to developing accessible learning experiences for the widest possible audience. We recognize that learners with disabilities (including but not limited to visual impairments, hearing impairments, cognitive disabilities, or motor disabilities) might need more specific accessibility-related support to achieve learning goals in this course.\n </p>\n <p>\n  Please use the\n  <a href=\"https://forms.gle/sxxDQvstDYJF9PtR6\" title=\"\">\n   accessibility feedback form\n  </a>\n  to let us know about any accessibility challenges such as urgent issues that keep you from making progress in the course (e.g., missing or inadequate alt-text, captioning errors).\n </p>\n <h2 level=\"2\">\n  Diversity, Equity, Inclusion, and Justice\n </h2>\n <p>\n  <strong>\n   We welcome all learners to this course.\n  </strong>\n  People like you are joining from all over the world and we value this diversity. We strive to create a community of mutual respect and trust, where people from all backgrounds, identities and views are valued and heard without the threat of bias, harassment, intimidation, or discrimination. We pay attention to your feedback, how different types of learners experience this course, and aim to make improvements so the course can best serve everyone. We hope you enjoy learning about topics that are important to you.\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
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                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <p>\n  As part of getting to know you better, your backgrounds, your interest in this specific course and in digital education in general, we at the University of Michigan have crafted a survey that should only take a few minutes to complete. Our goal is to keep our communication with you focused on learning and staying in touch, but we believe that both this and an end-of-course survey are important to our mutual educational goals.\n </p>\n <p>\n  <a href=\"https://umich.qualtrics.com/SE/?SID=SV_0jlCNjOO8x2jA7X&amp;phoenix_session_user_id=87f8ca2a305c657bba9986010e5addf17e89a30d&amp;name=%NAME%&amp;platform_id=coursera_phoenix&amp;course_id=html\" title=\"Take the survey\">\n   Take the survey\n  </a>\n </p>\n <p>\n  Thank you for participating!\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
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                                [
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                                    "tryit"
                                ]
                            ],
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                                [
                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <h1 level=\"1\">\n  Required Materials\n </h1>\n <h2 level=\"2\">\n  <strong>\n   TEXTBOOK\n  </strong>\n  :\n </h2>\n <p>\n  It is really difficult to find a textbook that focuses on just the basics.  In the past I used a textbook that covered too many \"extras\".  The new version of this course (and the entire specialization) will be using an online resource from Shay Howe.  The link is\n  <a href=\"https://learn.shayhowe.com/html-css/.\" title=\"\">\n   https://learn.shayhowe.com/html-css/.\n  </a>\n  You can also purchase a paper copy of the book if you prefer, but everything you need is free and online.\n </p>\n <p>\n  This book isn't perfect - it covers more than I would like to cover but it is a really good start.   I do my best to direct you to sections that most closely follow what I will be covering in each video lecture.\n </p>\n <p>\n  While you are reading, make sure to look closely for code.  This site uses CodePen - a tool that lets you see the code and the output.  Clicking on the code will also take you to the CodePen site where you can try changing the code to see what happen.\n </p>\n <h2 level=\"2\">\n  <strong>\n   SOFTWARE\n  </strong>\n  :\n </h2>\n <p>\n  The\n  <strong>\n   preferred\n  </strong>\n  way to code in this class is editor software (Notepad, TextWrangler, Sublime, etc).   Recently I have been using Visual Studio Code and I really like it.  The software is free and works on most types of computers.\n </p>\n <p>\n  If you do not have the ability to access or install this type of software, there is an online editor at:\n  <a href=\"http://www.w3schools.com/html/tryit.asp?filename=tryhtml_intro\" title=\"\">\n   http://www.w3schools.com/html/tryit.asp?filename=tryhtml_intro\n  </a>\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "instructions"
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                        }
                    ],
                    [
                        "optional-resources",
                        {
                            "asp": [
                                [
                                    "http://www.w3schools.com/html/default.asp",
                                    "default"
                                ]
                            ],
                            "html": [
                                [
                                    "https://intro-webdesign.com/resources.html",
                                    "resources"
                                ],
                                [
                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <p>\n  I originally placed these optional resources at the end of Week Two.  But students like them so much I am putting them here at the beginning instead.  The textbook I link to throughout the course has nice, short chapters that go well with nice short lectures.  These other (free) online resources are just as good if not maybe even a little better in some cases.  So feel free to read them now or at the end of the class to help reinforce what you learn over the next few weeks.\n </p>\n <p>\n  <strong>\n   W3Schools -\n  </strong>\n  <em>\n   <strong>\n    Optional\n   </strong>\n  </em>\n </p>\n <p>\n  Many people do not like the W3Schools approach to teaching web concepts. However, many students really appreciate the ability to manipulate existing HTML code and see (immediately) what it does. So if you would like the ability to write and test snippets of code, this is a good resource. Don't forget that you still need to validate your code.\n </p>\n <p>\n  <a href=\"http://www.w3schools.com/html/default.asp\" title=\"\">\n   http://www.w3schools.com/html/default.asp\n  </a>\n </p>\n <p>\n </p>\n <h3 level=\"3\">\n  Codecademy -\n  <em>\n   Optional and more of a long-term prospect\n  </em>\n </h3>\n <p>\n  If you are looking for even more hands-on practice many people use the\n  <a href=\"https://www.codecademy.com/\" title=\"\">\n   Codecademy\n  </a>\n  website. This site awards badges as you complete skills. This site is free, but\n  <strong>\n   <em>\n    registration is required\n   </em>\n  </strong>\n  . My advice is to make sure you are doing more than just trying to \"get through,\" and focusing on the concepts that you are practicing.\n </p>\n <p>\n </p>\n <h3 level=\"3\">\n  Lecture Slides\n </h3>\n <p>\n  Slides for all of the lectures are provided in two formats below:\n </p>\n <asset assettype=\"generic\" extension=\"zip\" id=\"5io27oQEEeWxkwr1Aw_Qww\" name=\"intro-html-slides-pdf\">\n </asset>\n <p>\n </p>\n <asset assettype=\"generic\" extension=\"zip\" id=\"ldQBRIQFEeWK5gr42LSaFQ\" name=\"intro-html-slides-ppt\">\n </asset>\n <p>\n  Please note, there may be some typos in these slides since they were uploaded before some corrections were made to the videos.  One that I know of is 01-04 Slide 6.  It says \"Microsoft\" when it should say \"Mozilla\"\n </p>\n <p>\n </p>\n <h3 level=\"3\">\n  HTML files from lectures:\n </h3>\n <p>\n  At the site linked below, you will find html files discussed in the lecture videos.\n </p>\n <p>\n  <a href=\"https://intro-webdesign.com/resources.html\" title=\"\">\n   HTML code examples\n  </a>\n </p>\n <p>\n  Files with all the code and other text discussed in the videos  are available in the resources section of the course. These are available in pdf and docx format.\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "instructions"
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                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/8z7MfTUAT2u-zH01AC9rsw?expiry=1665792000000&hmac=ey9gjLtBUEK_oI0BjRKhLBRYLFuwRC7qC3y4d_JJYLw&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "tr.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/yypAR_VvTFWqQEf1bwxVWQ?expiry=1665792000000&hmac=-3n8qjtTs5bqNh1MXxuwnqIbxKErRtaId_R81ZNoff0&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "th.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/lMX8lBvZRBaF_JQb2XQW9A?expiry=1665792000000&hmac=pRVMo0RSQeJmiD_DoPAtEouJEZYSqGBjVOTcENOPAXw&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "sk.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/Btp3FS6XQ8madxUul2PJNw?expiry=1665792000000&hmac=NwL1M6FpgC3ppLIikSWZWB29mjDe863euTVkkbyqJpA&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ja.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/-zQxoOJoSXm0MaDiaDl5qQ?expiry=1665792000000&hmac=cm_1g8AFbtXkCDCUCg1UBtpifgKpt7iyS8B7mn4T3PE&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "kk.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/1dyqO0Y4RQ-cqjtGOLUPOA?expiry=1665792000000&hmac=UbUXXrJNGjAjRQORo9v2WJxX0JXKkIqgHaSFnOM6NH4&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ar.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/5n-VHvbZSkq_lR722UpKKg?expiry=1665792000000&hmac=kSC0adyIovjKa6Q5I8zes4eSIdsnJ2RHEjl4hKen_Qc&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ta.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/U60h3hwMTg2tId4cDO4Nfg?expiry=1665792000000&hmac=WykdEHCYQNpMXeZXqzCQQAKd4FaI7gZvBNHJMZsMadk&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ru.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/TLP1ANKQSLiz9QDSkEi4Bw?expiry=1665792000000&hmac=kvkj2kcL92g7uFNIJLGwrSeTWn4xiZUfJvbBqWrbbiM&fileExtension=txt",
                                    ""
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                            ],
                            "de.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/PgkTi1y0SFqJE4tctBhalQ?expiry=1665792000000&hmac=0uDkiZIEw13uYWs4zkkyxJX63Wrvjd3DJmTxL-wQEEY&fileExtension=txt",
                                    ""
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                            ],
                            "cs.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/gZiOAWaBSeCYjgFmgangew?expiry=1665792000000&hmac=3Bku4tFmz9SzOwTU3uPN-9V0gHfF5hL5cFVUzMPbvhM&fileExtension=txt",
                                    ""
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                            ],
                            "sq.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/RreIncNET--3iJ3DRJ_vDQ?expiry=1665792000000&hmac=-wrbKwtYxSTzslh6bGG6yJvBSeAe-5OWXdZOeAZ5hC0&fileExtension=txt",
                                    ""
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                            ],
                            "lt.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/thwUJJChQCWcFCSQoeAlKw?expiry=1665792000000&hmac=6asNyS3UCuE-EwMn3nUOd2YU4Y-rSvvziUKEjOPP3JI&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "pt-PT.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/ffplXyYVTlu6ZV8mFQ5b_Q?expiry=1665792000000&hmac=dqrDfNfSS-8lF33V8ec88bk4Xt3J-nusRTLnMnEAimA&fileExtension=txt",
                                    ""
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                            ],
                            "ro.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/zq4BHc1XSpquAR3NV2qaeA?expiry=1665792000000&hmac=M1TdAQmOK0enHzJ_J-XDGpsUkIpZgOQYAiQT3_SN0cM&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "zh-CN.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/o4UAbe2pRt-FAG3tqUbfjQ?expiry=1665792000000&hmac=nd2CYlee31aKplbdFv_4p34EDVQ8YKxbXMZcTJNCv5o&fileExtension=txt",
                                    ""
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                            ],
                            "te.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/nMXCeDZFQsGFwng2RULBpA?expiry=1665792000000&hmac=fVy2z_L7ndhpuyuDZlw5w4diiaVAIsEvkxiY7BJgrb0&fileExtension=txt",
                                    ""
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                            ],
                            "it.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/bYZfNyIsQU-GXzciLKFPAA?expiry=1665792000000&hmac=j3ITPnE9lrbwqohCGthyo0mM-c8dyMz7ysJVnClIncU&fileExtension=txt",
                                    ""
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                            ],
                            "es.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/i_HisNepSOGx4rDXqfjhcA?expiry=1665792000000&hmac=ctaRhQW_EhOm4mcxmum_hGcTe_PLnEMylt0GKhIiKMk&fileExtension=txt",
                                    ""
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                            ],
                            "fr.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/pGs1dSDzQLyrNXUg8zC89A?expiry=1665792000000&hmac=IVJ0oOMG_hWIhnnJa4B0LP5ntl5qXWzi9LspbMZ26rc&fileExtension=txt",
                                    ""
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                            ],
                            "sr.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/v9noIgJRRfyZ6CICUWX8Ew?expiry=1665792000000&hmac=szl29ypf5V7y04DjwwpctFhMi-YOhNhwB2Xyhg4Hao0&fileExtension=txt",
                                    ""
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                            ],
                            "sv.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/SUY-2qnLTCaGPtqpy7wmvA?expiry=1665792000000&hmac=1XgCKwqJb-qEheRmGXU_JXXpP8fns2JFUblCv6xqrSg&fileExtension=txt",
                                    ""
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                            "vi.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/7tEmNpCQRheRJjaQkLYXKg?expiry=1665792000000&hmac=jQxMwCTnHNqizB4Nk51FZfjcxlIgz6fwqbedBwzh0_4&fileExtension=txt",
                                    ""
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                            ],
                            "mn.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/Hf4s4hSFQ---LOIUhfPvqg?expiry=1665792000000&hmac=oUsUpRKpZ48urJgiUPLiQbSQkCrzLp7dNhJhgVku2V0&fileExtension=txt",
                                    ""
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                            ],
                            "ne.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/1WSow6JATQakqMOiQG0GzQ?expiry=1665792000000&hmac=Dowh9DyEXDbuJA3MXyy0q1br3AWdHdWJQGK9QMPXIKM&fileExtension=txt",
                                    ""
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                            ],
                            "et.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/VD-0-WQFRFG_tPlkBRRRJg?expiry=1665792000000&hmac=VLf3aKh7SdWl_Yz_Iv1gwDJp3xkV2bGTlllS8_VoYLs&fileExtension=txt",
                                    ""
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                            ],
                            "en.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/8z7MfTUAT2u-zH01AC9rsw?expiry=1665792000000&hmac=xSqatTJISRW9NLOTrTJUcmbBaDQpCqP-VJlJ7KbiCYo&fileExtension=txt",
                                    ""
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                            ],
                            "tr.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/yypAR_VvTFWqQEf1bwxVWQ?expiry=1665792000000&hmac=4xxAfs3l9fSghjZo9tArjh-YVFYYcjSylXsK0FVXD14&fileExtension=txt",
                                    ""
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                            ],
                            "th.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/lMX8lBvZRBaF_JQb2XQW9A?expiry=1665792000000&hmac=VGMWamROx-5iCr7pX7POeTbnPlNsdb9ZvUZRH1VhVW4&fileExtension=txt",
                                    ""
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                            ]
                        }
                    ],
                    [
                        "optional-the-browser-wars",
                        {
                            "html": [
                                [
                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <h3 level=\"3\">\n  <strong>\n   The browser wars -\n  </strong>\n  <strong>\n   <em>\n    Optional\n   </em>\n  </strong>\n </h3>\n <p>\n  This is a link to an interesting video on the browser wars.  This is not required material for the quizzes or any other type of evaluation.  I hope you find it useful.\n  <a href=\"https://www.youtube.com/watch?v=Gh6N1uPjGno\" title=\"\">\n   https://www.youtube.com/watch?v=Gh6N1uPjGno\n  </a>\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "instructions"
                                ]
                            ]
                        }
                    ],
                    [
                        "optional-the-origins-of-mosaic",
                        {
                            "html": [
                                [
                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <h3 level=\"3\">\n  The origins of MOSAIC -\n  <em>\n   optional\n  </em>\n </h3>\n <p>\n  If you are interested in learning more about the people who developed  Mosaic, here is an interview with Joseph Hardin.   The material in this video is just meant as a supplemental resource and is not required for the quizzes or any other evaluation.\n  <a href=\"https://www.youtube.com/watch?v=-c8iWUh3Sv4&amp;app=desktop\">\n   https://www.youtube.com/watch?v=-c8iWUh3Sv4&amp;app=desktop\n  </a>\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "instructions"
                                ]
                            ]
                        }
                    ]
                ]
            ],
            [
                "how-it-works",
                [
                    [
                        "01-03-how-it-works-the-magic-of-page-requests",
                        {
                            "mp4": [
                                [
                                    "https://d3c33hcgiwev3.cloudfront.net/qmLL-MytEeibDRJgCTeJlA.processed/full/540p/index.mp4?Expires=1665792000&Signature=PonsZccJI-UpywwTZsFo~VfmHkHKMP0I4orDAduVqe57yq253LtgUNQlBJi-0ZxPboZuAbybAAEIAgOf5QcIpn0yxhyrxrQYcrzpvWDkRfpsfY1SNgGpBkkHle1fxDZapXyizo73m8mR-DBKetzhuqsvkaaNJisdO8AYHLOavMg_&Key-Pair-Id=APKAJLTNE6QMUY6HBC5A",
                                    ""
                                ]
                            ],
                            "it.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/nCggYISWQjOoIGCElvIzWQ?expiry=1665792000000&hmac=OCnTEFPhq7UyCF7gVwnnSR37KlUHqK6FNBxwi-TCHNU&fileExtension=srt",
                                    ""
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                            ],
                            "es.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/qQ-w69MwR-aPsOvTMFfmcQ?expiry=1665792000000&hmac=AUEgDf3bOpFjWh45_VC1jvmqa7_r-xx_S12cyS0J7PE&fileExtension=srt",
                                    ""
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                            ],
                            "fr.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/AtE5utO7ThCRObrTu24QcA?expiry=1665792000000&hmac=xz5eRq5869BiTy3VLsGKr-DKGUrBJaex3PhjVu_D3nw&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "ar.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/YMTcyTvAQV2E3Mk7wAFdpw?expiry=1665792000000&hmac=9b1xNyoHMQyKqi-qYCDfzDKVwNxfMbEzQa-99Fm6xw0&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "vi.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/zgo6mcNnT8OKOpnDZ6_Duw?expiry=1665792000000&hmac=ppEjvD7GHhcXo3LkL2FfGG1fzTNWDRO868dLSdPYNN4&fileExtension=srt",
                                    ""
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                            "ru.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/VkjEL4kkRxOIxC-JJMcTeQ?expiry=1665792000000&hmac=Do--sS6E2_nF_FiuSpTXEdtufKbnM_OWq1eGxjuaE30&fileExtension=srt",
                                    ""
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                            "ro.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/hkkd5EAAQqeJHeRAAFKndA?expiry=1665792000000&hmac=cMcZy9EZRZhh03yDpRA6kwRXEe8pd58aIpNbEr0FWoc&fileExtension=srt",
                                    ""
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                            "cs.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/ggqxSejnRuWKsUno51blOQ?expiry=1665792000000&hmac=kMw4J1Gbtan7EjQ7nHCr6PGXXFuoOltu0lbsTi3424U&fileExtension=srt",
                                    ""
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                            "de.srt": [
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                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/2fWMM0xEREC1jDNMRPRAhw?expiry=1665792000000&hmac=jT5VZ0bIuE0KZ_mvQ5gNU_8_PsRI0x76Vpn8EHpnMZw&fileExtension=srt",
                                    ""
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                            "en.srt": [
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                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/5NJrFcQfQW-SaxXEH2Fvng?expiry=1665792000000&hmac=IbVcf6dRxn0S7MnDJ1BZB2S2nPjUvVT1lIQf0wYwy2Y&fileExtension=srt",
                                    ""
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                            ],
                            "pt-PT.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/T6AgV-EJRRKgIFfhCYUSLA?expiry=1665792000000&hmac=OVdzNe7I-r13ClUeCS-pLcUVkvaZVFL8WLxHPvc1ck8&fileExtension=srt",
                                    ""
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                            ],
                            "it.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/nCggYISWQjOoIGCElvIzWQ?expiry=1665792000000&hmac=u8Clspm2mWDK-5r1PzGaASqxImkP5tpkGMiVLDhbSQ4&fileExtension=txt",
                                    ""
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                            ],
                            "es.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/qQ-w69MwR-aPsOvTMFfmcQ?expiry=1665792000000&hmac=DBgBDNVcrMOFPcD8m990vQmTvIsDx2-8IN1bF6vA2rU&fileExtension=txt",
                                    ""
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                            ],
                            "fr.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/AtE5utO7ThCRObrTu24QcA?expiry=1665792000000&hmac=gNJ5gMLLiZDQpMqfJpABabVIsTuWzDnzhkUYeVy5jiY&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ar.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/YMTcyTvAQV2E3Mk7wAFdpw?expiry=1665792000000&hmac=v4sH8BSU87V8hLevY4RsGoJN4HKjCSnlYt2eFMHGBYs&fileExtension=txt",
                                    ""
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                            ],
                            "vi.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/zgo6mcNnT8OKOpnDZ6_Duw?expiry=1665792000000&hmac=6qMUsuMSd_me489dMpqPIDh7-hB0HipGCi1kIlA1cu8&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ru.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/VkjEL4kkRxOIxC-JJMcTeQ?expiry=1665792000000&hmac=NUZKr2bNVrvNnYfRtfO1Jbr4Lg6JXcLR2xltndmq2rw&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ro.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/hkkd5EAAQqeJHeRAAFKndA?expiry=1665792000000&hmac=sDwt55PNPNwjcXJ2pPpYTYGyOpZQr1vNsznjhdkzwsY&fileExtension=txt",
                                    ""
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                            ],
                            "cs.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/ggqxSejnRuWKsUno51blOQ?expiry=1665792000000&hmac=S0_Gf0TQ5kamyFC5qMgBrbdGyl5MnflFdZtJyfPB1eA&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "de.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/2fWMM0xEREC1jDNMRPRAhw?expiry=1665792000000&hmac=OS0lRZhc4cSuoyfw4R9E2Z83sTOziKkPHNPRikM6VCw&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "en.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/5NJrFcQfQW-SaxXEH2Fvng?expiry=1665792000000&hmac=FrQhzLHGsbI49WjkWkrdEN6UYHdStjCFmbKYTTXwrT0&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "pt-PT.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/T6AgV-EJRRKgIFfhCYUSLA?expiry=1665792000000&hmac=U3w8pitF24ZfvjVL_6XDkrrS0aOeN1u29HTySdiBuzU&fileExtension=txt",
                                    ""
                                ]
                            ]
                        }
                    ]
                ]
            ],
            [
                "tools-and-tips",
                [
                    [
                        "browsers",
                        {
                            "html": [
                                [
                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <p>\n  Browsers are constantly changing.  Changing so much that it is difficult to keep up with all of the changes once you pick a favorite.  Myself?  I got a Mac a few years ago and have been using Chrome.  But oftentimes I switch to Firefox because it allows me to run some programs that Chrome has trouble with.\n  <strong>\n   <em>\n    So please remember that many times a page that doesn't work in one browser will work in another.\n   </em>\n  </strong>\n  It is a great time saver if you make sure to have two on your computer so that you can do a quick check if you ever get stuck on a site.\n </p>\n <p>\n  In the lecture video I will do my best to touch on some of the most popular browsers.  But I am including here a link to an optional reading on the \"best\" browsers of 2018.  This is an optional reading because I don't like the popups that accompany it.\n </p>\n <p>\n  <a href=\"https://www.techradar.com/news/the-best-web-browser\">\n  </a>\n  <a href=\"https://www.techradar.com/news/the-best-web-browser\">\n  </a>\n  <a href=\"https://www.techradar.com/news/the-best-web-browser\">\n   https://www.techradar.com/news/the-best-web-browser\n  </a>\n </p>\n <p>\n  Some people are very loyal to their browsers, any of my comments here are just my views!   I hope that we have taken some of the mystery away from how browsers work and why there are so many.\n </p>\n <p>\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "instructions"
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                            ]
                        }
                    ],
                    [
                        "01-04-looking-at-your-browser-options",
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                    [
                        "optional-how-well-does-your-browser-support-html5",
                        {
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                                [
                                    "http://html5test.com/index.html",
                                    "index"
                                ],
                                [
                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <p>\n  You can check to see if the browser that you are using supports most of the HTML5 tags by going to\n  <a href=\"http://html5test.com/index.html\" title=\"http://html5test.com/index.html\">\n   http://html5test.com/index.html\n  </a>\n  .  This site will give you a score for the browser you are using.  You can also click on the \"Other Browsers\" link to get an idea of how the other browsers are doing.\n </p>\n <p>\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "instructions"
                                ]
                            ]
                        }
                    ],
                    [
                        "01-05-editors-how-to-use-an-editor-to-create-an-html-file",
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                        "how-to-use-codepen",
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                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/K84aIVRpTUaOGiFUaR1Gxw?expiry=1665792000000&hmac=5eL7g7M42qK91qJXNRYxcV2egLKgrLhctiPlmEEKthU&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "es.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/BBWaGgAeTZmVmhoAHg2Zgg?expiry=1665792000000&hmac=jEvLdVeE55f7LktOUv09S2ym6Egq238r_b9MLuvJ4SQ&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "fr.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/M_vHq2h3Tfa7x6tod932gA?expiry=1665792000000&hmac=qeksVZfnJeVazjDbkdl4INfKsXF_FqihmAuAlwTGQnY&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ar.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/eaBjdNddR2agY3TXXedmGQ?expiry=1665792000000&hmac=KfZ9l7pn-rJuL3YJcbFBe5REGBzM-IQtp5YSBU0AVzw&fileExtension=txt",
                                    ""
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                            ],
                            "vi.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/pj_f3jnwTxa_39458H8WrQ?expiry=1665792000000&hmac=jkY2pHMzwoYCxOwhfU92YrrtHHV2cNQYqkP-LxQmWgg&fileExtension=txt",
                                    ""
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                            ],
                            "ru.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/Z65MthhARwGuTLYYQIcB1g?expiry=1665792000000&hmac=6BBke8P0D2A3dU0nMCESHxm6WzWp38KI35yEQz1mdqo&fileExtension=txt",
                                    ""
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                            ],
                            "ro.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/o8WBAQtQTV6FgQELUL1etQ?expiry=1665792000000&hmac=8ET95oz_zuTDRH4cH0N0RjemG2zDUuH85fT-FsqnZso&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "de.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/8p8yIIVRQh6fMiCFUfIekg?expiry=1665792000000&hmac=GIWKh4DBEOCc7JKelie64oYQFPCumRkWGXai8okHL5A&fileExtension=txt",
                                    ""
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                            ],
                            "en.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/xGYxmrquTp-mMZq6rj6fwA?expiry=1665792000000&hmac=2gMTyfbH5pa9bkB1uCOpIQcanDO1FtQ8aeMRTkBEyF0&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "pt-PT.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/q88PuXt9TR6PD7l7fc0eGw?expiry=1665792000000&hmac=Q3Gy-UiUceWCfGPVHrdYsYtH-UtsL-0reMGTRQTHjdo&fileExtension=txt",
                                    ""
                                ]
                            ]
                        }
                    ],
                    [
                        "cheatsheets",
                        {
                            "html": [
                                [
                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <p>\n  There are many online \"cheatsheets\" for HTML.  These files list all of the HTML5 tags, and also include information about tags that are common, but no longer supported by HTML.   There are many cheatsheets available, but here is a link to one that is recommended by the W3 consortium webpage.\n </p>\n <p>\n  <a href=\"https://www.wpkube.com/html5-cheat-sheet/\" title=\"https://www.wpkube.com/html5-cheat-sheet/\">\n   https://www.wpkube.com/html5-cheat-sheet/\n  </a>\n </p>\n <p>\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "instructions"
                                ]
                            ]
                        }
                    ],
                    [
                        "02-03-semantic-tags",
                        {
                            "mp4": [
                                [
                                    "https://d3c33hcgiwev3.cloudfront.net/juoirlj8EeW8DgokIUG0Mw.processed/full/540p/index.mp4?Expires=1665792000&Signature=YL4Myd6eM00j2bbHJgOixMcOp8h4UMuzqU7Lxt7mzDo~BSPFP6x9gW6oQ-Rhmh46v13EV5zA4uSJsqN6ffglyOTHL4vj1diTqvGRsFVtzCmOGSS2eJ2kmNOp9R7w~jZ-S9hjyHvjRP4oi5ztfO2VmvHeedPxOWCy8CMaCTL81lI_&Key-Pair-Id=APKAJLTNE6QMUY6HBC5A",
                                    ""
                                ]
                            ],
                            "it.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/EBHc9dRuSKiR3PXUbmiogQ?expiry=1665792000000&hmac=v1CuxC4IMfVRx4fzeE2O6G2YwERzhBWIYvSQmrhGUnA&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "es.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/y7SY69b0Ty20mOvW9B8tQQ?expiry=1665792000000&hmac=Dupuz7R9ZIlEGqZKlczem7XDeJ2BMp_Qyh2QXGUPNiE&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "fr.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/CG7HtNulS5Sux7TbpYuUNg?expiry=1665792000000&hmac=e910cctqv3EVk5iJ8q7jOTUzJ2EN7fV_VGMicJn1Y8I&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "ar.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/pxogEBI2TXCaIBASNg1wTw?expiry=1665792000000&hmac=8sr2efuZAAtmm2jvsfLbKGiNVedcYUpHuNDQHZMNnww&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "vi.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/lUgn7jOlRiaIJ-4zpYYmnQ?expiry=1665792000000&hmac=NK3QukHgtJqhXkXZR_HM4v4e-bZeG8e56mf_r1QwZs8&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "ru.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/QIAvTaQMQ16AL02kDENelw?expiry=1665792000000&hmac=wAnDwnHIeBdjnptmTQAHv3yKkwetK5_qnY-O1NNlf7Y&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "ro.srt": [
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                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/IOlFrwiUR0SpRa8IlKdEnQ?expiry=1665792000000&hmac=k77mD7VHc8xGwuOqmUw0DhC1rr2t0ozA-xIbA8wyodo&fileExtension=srt",
                                    ""
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                            ],
                            "de.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/F3vjFkSpToO74xZEqb6D0A?expiry=1665792000000&hmac=pDRg_TFJfyI39MSWYBGVUUH1at2oH0iPrMCK-Xr5REM&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "en.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/Ce-YT1meEeW3ixKYyDXzVQ?expiry=1665792000000&hmac=p7ljZdHmvaBj2LaFHNbnCBGPFcGIIn15Mgo6dhFYVZo&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "pt-PT.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/L6j0dxIxTeeo9HcSMU3nmQ?expiry=1665792000000&hmac=43kuotRHAZOJX00QV_JsuHD07cnjJjQUlxDZweP8F7o&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "it.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/EBHc9dRuSKiR3PXUbmiogQ?expiry=1665792000000&hmac=ONcZ8Hl-ZbCRhgFRZwsOIzwJcgySRu59hXhENdE5v7Y&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "es.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/y7SY69b0Ty20mOvW9B8tQQ?expiry=1665792000000&hmac=Qsn3qCYr3KyaPaRHeotaRfhYpV5ZHi0a5CyE9erEdnQ&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "fr.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/CG7HtNulS5Sux7TbpYuUNg?expiry=1665792000000&hmac=yJuS1GuwSv_sLXCPNXpxCGiVtAwKv65wRW2tNIdCvWQ&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ar.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/pxogEBI2TXCaIBASNg1wTw?expiry=1665792000000&hmac=9Krp5lrquX62ota1oKO0h5_ZNcGEZTP5Ooo9d4RPwog&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "vi.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/lUgn7jOlRiaIJ-4zpYYmnQ?expiry=1665792000000&hmac=LQRZFQkjz6kDcngpLsR9HoRfU_hIyCI7VDBjHuhHnx0&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ru.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/QIAvTaQMQ16AL02kDENelw?expiry=1665792000000&hmac=jTxGF8jxxeUKtHqYD31y44n3RzE8Jph7I8FueqyQJIw&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ro.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/IOlFrwiUR0SpRa8IlKdEnQ?expiry=1665792000000&hmac=JutLmxi88aXgdxhcg9kxb1nTAMAFwiYytcOlMBWhrs0&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "de.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/F3vjFkSpToO74xZEqb6D0A?expiry=1665792000000&hmac=7XQrh0aeq3u1T2e3puMNT84L4w5Kk1Ah96Lclja6RBc&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "en.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/Ce-YT1meEeW3ixKYyDXzVQ?expiry=1665792000000&hmac=FpxUnu5W18uTAcoCw3RX3F4nTRPp4pJIwJ_Z0EL6CeY&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "pt-PT.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/L6j0dxIxTeeo9HcSMU3nmQ?expiry=1665792000000&hmac=Cdsd9HtVlvUWPig6gXHXVLUdXlJZqwEBwmfQFz-LjWU&fileExtension=txt",
                                    ""
                                ]
                            ]
                        }
                    ],
                    [
                        "02-04-template-page",
                        {
                            "mp4": [
                                [
                                    "https://d3c33hcgiwev3.cloudfront.net/6X_spFf_EeWrFBItj2jomw.processed/full/540p/index.mp4?Expires=1665792000&Signature=lXjd9VjFag3g9fZ1JGM~Ff5fhewWeIg7GXC5s88kZBo22gK~TOt3DDonM5iEw~-pHAz0gmq-QyKPMwN4ydjt~v874~z6V21~pKa~SOYT8AEfW15h~wfG9lHPqHYibr6~3HK5LPLrrmA8WxTBvgGUufkl3johuWqCWncvqRJLO-A_&Key-Pair-Id=APKAJLTNE6QMUY6HBC5A",
                                    ""
                                ]
                            ],
                            "it.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/fvx9BPeBT9q8fQT3gb_aAg?expiry=1665792000000&hmac=usErscRjwXjCSC3N0D14_s3Sker4WGL-itoJoZX4AHE&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "es.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/i8OWMbrhQo6DljG64UKOtw?expiry=1665792000000&hmac=ZXwtFkKAj2oXBA-UaIekLhpF5-wU-ObmjIB5SbTLsb0&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "fr.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/nTdt0xNxSYe3bdMTcQmHEw?expiry=1665792000000&hmac=z-CXNMhZJ-qfYKi2rybzVAT2ZIb1cyI01uTl_gKFPYE&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "ar.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/rL07XkanQGm9O15Gp0BpXA?expiry=1665792000000&hmac=29WgrVUjlltlVLCJuBTM3JL6XIwruE2o-VWh-YSkxB8&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "vi.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/fHTkULJsQ6W05FCybAOlSA?expiry=1665792000000&hmac=HpoeQeVfQeHtsJeuZGjYjNhIS0VxNShuxBK0fErzZQ0&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "ru.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/y5Zm0_mgSzqWZtP5oPs6NQ?expiry=1665792000000&hmac=Y9_lJO2trpuGuNoLWSzIkrmYl3vDkCI6BbegR1kagl0&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "ro.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/pEYhj92SSFaGIY_dklhWTg?expiry=1665792000000&hmac=dn2IcZF2JtlkcoDAEziToUYMXvwkD9g0RiGSjbHS7nY&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "de.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/6Rub8UY3ToSbm_FGN06E_A?expiry=1665792000000&hmac=sVZNgNbcqW7cogOXi1Cr90nqSN_lCAZwehxq7ou_7Wo&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "en.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/S7NVClgGEeWrFBItj2jomw?expiry=1665792000000&hmac=ejsvI8IyVtQiQGxoi_fiFYS5Gt1GwCC0roOsZDt1uJc&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "pt-PT.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/SjUDZUM4Rau1A2VDOGWrHg?expiry=1665792000000&hmac=P22_maYxk0hm4rNKSf-nKMFV48LePiXIG-v2Lt0aEtE&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "it.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/fvx9BPeBT9q8fQT3gb_aAg?expiry=1665792000000&hmac=tmIIYL8n5j80YoWtRuVx041wTuGrLrEyZFiV1g2AH6A&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "es.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/i8OWMbrhQo6DljG64UKOtw?expiry=1665792000000&hmac=v7XA1Utbjjo0rRBGNEdBYYesVGyX9KExOETBNbhXDl4&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "fr.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/nTdt0xNxSYe3bdMTcQmHEw?expiry=1665792000000&hmac=sF-3pH8e29ALy131DTEp3Wiv5MI3cNO3Ve-VDC7g5uY&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ar.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/rL07XkanQGm9O15Gp0BpXA?expiry=1665792000000&hmac=IuRbRwwN4ZbGMhlEy0x9jQzOvXg8BYJJteF1o2Zmn10&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "vi.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/fHTkULJsQ6W05FCybAOlSA?expiry=1665792000000&hmac=PCfyv3Ex21vObFg-O7ZQ_WhvLjv9U45o0dzi6XEiH44&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ru.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/y5Zm0_mgSzqWZtP5oPs6NQ?expiry=1665792000000&hmac=rdNFFZlazFtaCg6BeYzSk7HMBg-EbEttrBqwdPXVZlQ&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ro.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/pEYhj92SSFaGIY_dklhWTg?expiry=1665792000000&hmac=3QbaEmWfHMXWZ1Yf-_xzw4_Cap7AwYy50yJhT8LI_WM&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "de.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/6Rub8UY3ToSbm_FGN06E_A?expiry=1665792000000&hmac=dsAay0wqDL1JiQ01M2BuxTABDm-CR2CZp05HqJ9q3wI&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "en.txt": [
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                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/S7NVClgGEeWrFBItj2jomw?expiry=1665792000000&hmac=gUKRJz-LiH9J8C2TnB5AfSTnPilAECCZet15mImvQ0Q&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "pt-PT.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/SjUDZUM4Rau1A2VDOGWrHg?expiry=1665792000000&hmac=euR9yCl6yg_McfnsaobePtfsLUuKnspxlOnqh6dCMEI&fileExtension=txt",
                                    ""
                                ]
                            ]
                        }
                    ],
                    [
                        "starter-template-page",
                        {
                            "html": [
                                [
                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <p>\n  I just want to give you some sample template code.  If need be, you can copy and paste this to get you started:\n </p>\n <p>\n  *************************************\n </p>\n <pre language=\"html\">&lt;!DOCTYPE html&gt;\n&lt;html lang=\"en\"&gt;\n&lt;head&gt;\n    &lt;meta charset=\"UTF-8\"&gt;\n    &lt;title&gt;Document&lt;/title&gt;\n&lt;/head&gt;\n&lt;body&gt;\n    \n&lt;/body&gt;\n&lt;/html&gt;\n</pre>\n <p>\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "instructions"
                                ]
                            ]
                        }
                    ]
                ]
            ],
            [
                "images",
                [
                    [
                        "02-05-images",
                        {
                            "mp4": [
                                [
                                    "https://d3c33hcgiwev3.cloudfront.net/oBNLS1j8EeW3iArkUPtdlw.processed/full/540p/index.mp4?Expires=1665792000&Signature=dfqwUjak~e9EXeoz4IHSIZ-IEzzAjS360xWC1TNy5ACp33EZyzuPqRYtKlrR-OWA6gco530rGAxKjp-rFArUuwv-WhJBfn4h0DuPnt0qdcZ7SaUiZACEF5cNZ4SRFRLxV~Ju0lDqRMV9nOIyYqYE-u4VOc72U25hngRMBVt~kPg_&Key-Pair-Id=APKAJLTNE6QMUY6HBC5A",
                                    ""
                                ]
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                                [
                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <p>\n  Creating good alternative text is almost an art.  The good news is that it is an art that even artistically-challenged people like myself can do well.  The key is to think about the meanings behind your images, not a description of them.  So here are some tips:\n </p>\n <h2 level=\"2\">\n  Tips\n </h2>\n <ul bullettype=\"bullets\">\n  <li>\n   <p>\n    <strong>\n     Decide what information the image conveys:\n    </strong>\n    Does someone need to see the page to understand your message?  If not, you can treat the image as decorative use a null (empty) text alternative (alt=\"\").  Make sure not to include a space inside the quotes since some screen readers may then read it aloud.\n   </p>\n  </li>\n  <li>\n   <p>\n    <strong>\n     If the image is information,\n    </strong>\n    <strong>\n     be complete, but concise\n    </strong>\n    : In most cases you should be able to use a short phrase or sentence as alt text.\n   </p>\n  </li>\n  <li>\n   <p>\n    <strong>\n     Prioritize information in text alternative:\n    </strong>\n    Aim to put the most important information at the beginning.\n   </p>\n  </li>\n </ul>\n <ul bullettype=\"bullets\">\n  <li>\n   <p>\n    <strong>\n     Avoid superfluous information:\n    </strong>\n    There is rarely a need to use the words \u201cimage\u201d, \u201cicon\u201d, or \u201cpicture\u201d in the alt text.\n   </p>\n  </li>\n  <li>\n   <p>\n    <strong>\n     Handle complex images as a special case:\n    </strong>\n    Complex images such as graphs, charts, maps, and illustrations contain substantial information \u2013 more than can be conveyed in a short phrase or sentence.   In these cases, a two-part text alternative is required. The first part is the short description to identify the image and, where appropriate, indicate the location of the long description. The second part is the long description \u2013 a textual representation of the essential information conveyed by the image.\n   </p>\n  </li>\n </ul>\n <p>\n  If you want to learn more about creating good alt text, I recommend the W3 alt decision tree site as a resource:\n  <a href=\"https://www.w3.org/WAI/tutorials/images/decision-tree/\">\n   https://www.w3.org/WAI/tutorials/images/decision-tree/\n  </a>\n  This site guides you with simple \"yes/no\" questions on how to create your alt text.\n </p>\n <p>\n </p>\n <p>\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "instructions"
                                ]
                            ]
                        }
                    ],
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                        "font-awesome-demo",
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                    [
                        "does-your-browser-support-accessibility",
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                                    "instructions"
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                            ]
                        }
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                ]
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            [
                "putting-your-code-on-the-web",
                [
                    [
                        "putting-your-code-out-on-to-the-web",
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                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <p>\n  The videos in this next section are intended for those students who want to post their websites to the Web.  Until now you have been viewing your files\n  <strong>\n   <em>\n    locally\n   </em>\n  </strong>\n  .  This means that the browser isn't sending a Request to a server, but rather just retrieving a file from your computer.  (This is why the protocol in the address bar is\n  <strong>\n   file\n  </strong>\n  , not\n  <strong>\n   http\n  </strong>\n  .)   So go ahead and watch the \"Hosting Your Files\" video but feel free to skip the lectures on cPanel and SFTP if you don't plan on hosting your files on the web.  You can always change your mind and host them later.\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "instructions"
                                ]
                            ]
                        }
                    ],
                    [
                        "03-03-hosting-your-site",
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                            "it.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/MPvUshH1Rqm71LIR9dapqw?expiry=1665792000000&hmac=8T_qYHcIuBTmzCn839Uq0vYSt6udghHGQbMz0JxjIhE&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "es.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/TcbDpvzFRqqGw6b8xXaqqA?expiry=1665792000000&hmac=3lqJAb4rQiKNNIG2KAaXyYH_l2z0A9jz--aaHt4IFlo&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "fr.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/n_rl870rSvW65fO9K4r1vg?expiry=1665792000000&hmac=8oQ4IU9CeKdA_KmszmHk6ddZ2Te8MLy6EWTq_AM7vFE&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ar.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/9a0hjCL2QZ6tIYwi9mGeMw?expiry=1665792000000&hmac=fK0yuNDhv3AMxdfMMxdub4BKGf6oCHJ3kaM_oSZGHg8&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "vi.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/oseGoXYSQ9mHhqF2EtPZsQ?expiry=1665792000000&hmac=mT8XYzgldtsQ2ZcvQdGB8_kA_ahtpn-PuGNZsi3qQ84&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ru.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/UwoM5TpQTBKKDOU6UFwSsw?expiry=1665792000000&hmac=KXOl9M5tU0Sp0pN2WRXSeqAlxG_yCdzBQSCrQOyFFKc&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "de.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/cRKDoNDqTxySg6DQ6s8cjw?expiry=1665792000000&hmac=7qf_yNy07E_JFBSnQ0gPRq4Ii1GLzPRohrz5hfB239Y&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "en.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/WmqB1KMCQRuqgdSjAvEb-Q?expiry=1665792000000&hmac=NSKwlhm-YKdG30LAjxi1GFrxx94aKAu5FhWUdyAkUTE&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "pt-PT.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/S1PGNNIhTnqTxjTSIS56LQ?expiry=1665792000000&hmac=KlRId9B4ihARiLGOR69BIE4A2bV1xEv-t9B61IsAVyo&fileExtension=txt",
                                    ""
                                ]
                            ]
                        }
                    ],
                    [
                        "03-05-using-secure-file-transfer-protocol",
                        {
                            "mp4": [
                                [
                                    "https://d3c33hcgiwev3.cloudfront.net/vfhENVYpEeWZsQrI-4Rctw.processed/full/540p/index.mp4?Expires=1665792000&Signature=EruwHG1N8GnMSGGOIPp2WK4wjWf4Z-A10QbF3QHHW71J8ZKl12asnhzQUX-PdM7a4EG9vB5x65GkRFPid1zWX9OzhSACd0yhL8XxUZy01v1WTzwNSpE4uv5KxlZjJxuEW1WK2TO8XTUYSqgxO704KLl2uv8wUyQrKOA8Z-lBMY4_&Key-Pair-Id=APKAJLTNE6QMUY6HBC5A",
                                    ""
                                ]
                            ],
                            "it.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/wFqZL6-SRX6amS-vkuV-Xg?expiry=1665792000000&hmac=jQyljxFW3bFYX8kbaFNbSKIYtNCVCYqS4m5wlUVemPE&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "es.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/g_KPai3rTl6yj2ot615eZw?expiry=1665792000000&hmac=98UI-7z3jbLkSpgwysqzpjq4uYBQKKAMt2BYyuJoH9o&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "fr.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/8nh00EzdS0u4dNBM3etLMw?expiry=1665792000000&hmac=7Xf6vbcvLEDRsY0t3J9amrrWHVd7LQ3IjznKyjzxxYs&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "ar.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/VWRlYqnLQ7OkZWKpyyOz_w?expiry=1665792000000&hmac=4WnC6VwL_boDYoabS0tlz7b8zn3wljw92U37EJVZVUk&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "vi.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/UWJqlzB2Se-iapcwdlnv6Q?expiry=1665792000000&hmac=DHz4trmeyCofamEEDNJc3t04iIuykj6Vfs96mkQhyJ4&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "ru.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/shRJGQG6RFuUSRkBuhRbrQ?expiry=1665792000000&hmac=Rc2gHyVOXYA7k4IFhf2x7eniDXuI8Rs6uU_Y9qlsDPI&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "de.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/3c4c8ElmTa2OHPBJZp2t0Q?expiry=1665792000000&hmac=5ayqvuUSsEOtC_jY6D5WhgOdZegWGdhB5fRm8p54dCw&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "en.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/CMt6hHqsTMSLeoR6rNzEVA?expiry=1665792000000&hmac=F7yNUavtw6YgyteKgwRIb_Pe36ttlzfLPeihLRmevu0&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "pt-PT.srt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/S1ATlN72RimQE5Te9lYpZw?expiry=1665792000000&hmac=ia-9uqKHkWtY7q5_eTwgCeKjm0LJ0FbWhvStP_jf99I&fileExtension=srt",
                                    ""
                                ]
                            ],
                            "it.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/wFqZL6-SRX6amS-vkuV-Xg?expiry=1665792000000&hmac=I5VS0Xfbp2xvtpr0XqJeek-lXXtLxHj5ay39DlRx0uU&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "es.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/g_KPai3rTl6yj2ot615eZw?expiry=1665792000000&hmac=QpftkPeb9nnZow9gqB4tfjtiO3is2hfzF2HgMiAKLcU&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "fr.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/8nh00EzdS0u4dNBM3etLMw?expiry=1665792000000&hmac=AWYmTIf2DuiP3vpuzg_GgleGHE-gJMgwBDLcd1SM3E4&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ar.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/VWRlYqnLQ7OkZWKpyyOz_w?expiry=1665792000000&hmac=TYSE0sKtmtd5dZm1fAiBZsf07Ouic-lZY01JBWOL858&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "vi.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/UWJqlzB2Se-iapcwdlnv6Q?expiry=1665792000000&hmac=cnsIAZ_CTuXvGM150uLeP4GHV-Sch-TZA6BAi86mxuI&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "ru.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/shRJGQG6RFuUSRkBuhRbrQ?expiry=1665792000000&hmac=NmTrZxNlOUA7oHUWhG8gU9AG3i_aaxldMxxEpLpuMms&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "de.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/3c4c8ElmTa2OHPBJZp2t0Q?expiry=1665792000000&hmac=4zVixedJFhZsHK91-8efx91_kGBuKKtDBYWsAx8ggqk&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "en.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/CMt6hHqsTMSLeoR6rNzEVA?expiry=1665792000000&hmac=n0wd26CDizEJUoXQ8IJ-C3XiMA8_vpJGoPEt2WKJna0&fileExtension=txt",
                                    ""
                                ]
                            ],
                            "pt-PT.txt": [
                                [
                                    "https://api.coursera.org/api/subtitleAssetProxy.v1/S1ATlN72RimQE5Te9lYpZw?expiry=1665792000000&hmac=6oU-maSTZ_6c82mO_QjXV6t3WrXq8SpwqG0N5I_THAw&fileExtension=txt",
                                    ""
                                ]
                            ]
                        }
                    ]
                ]
            ],
            [
                "final-project",
                [
                    [
                        "final-project-description",
                        {
                            "html": [
                                [
                                    "http://intro-webdesign.com/projectdescription.html",
                                    "projectdescription"
                                ],
                                [
                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <h1 level=\"1\">\n  Final Project Description\n </h1>\n <h2 level=\"2\">\n  Specification\n </h2>\n <p>\n  Your final project is to create a web page that matches the example given here.  Your page must match mine exactly other than the title and any parts that have been highlighted in yellow.  (If you would like to open this image in a separate window you can find it\n  <a href=\"http://www.intro-webdesign.com/HTML5/HTML5project.png\">\n   here\n  </a>\n  .  If you need help with this content due to difficulties accessing the text, you can find a textual description of the image below at\n  <a href=\"http://intro-webdesign.com/projectdescription.html\">\n   http://intro-webdesign.com/projectdescription.html\n  </a>\n  .)\n </p>\n <p>\n </p>\n <img alt=\"\" assetid=\"1xKCIUHSEeWNnhLBZy0LHQ\" 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<h2 level=\"2\">\n </h2>\n <h2 level=\"2\">\n </h2>\n <h2 level=\"2\">\n </h2>\n <h2 level=\"2\">\n </h2>\n <h2 level=\"2\">\n  Grading Checklist\n </h2>\n <ol bullettype=\"numbers\">\n  <li>\n   <p>\n    <strong>\n     doctype\n    </strong>\n   </p>\n  </li>\n  <li>\n   <p>\n    <strong>\n     head\n    </strong>\n   </p>\n  </li>\n  <li>\n   <p>\n    <strong>\n     body\n    </strong>\n   </p>\n  </li>\n </ol>\n <ul bullettype=\"bullets\">\n  <li>\n   <p>\n    <strong>\n     nav -- add four links, they can go to anywhere you like or nowhere at all\n    </strong>\n   </p>\n  </li>\n  <li>\n   <p>\n    <strong>\n     section - Favorite Foods\n    </strong>\n   </p>\n  </li>\n  <li>\n   <p>\n    <strong>\n     section - Achievements\n    </strong>\n   </p>\n  </li>\n  <li>\n   <p>\n    <strong>\n     section - More About Me\n    </strong>\n   </p>\n  </li>\n </ul>\n <p>\n  4\n  <strong>\n   .  footer  - The image from the footer can be found at my website:\n  </strong>\n  <a href=\"http://www.intro-webdesign.com/images/newlogo.png\">\n   http://www.intro-webdesign.com/images/newlogo.png\n  </a>\n </p>\n <p>\n </p>\n <p>\n </p>\n <h2 level=\"2\">\n  Peer Grading\n </h2>\n <p>\n  For this assignment you will be grading the submission of your peers and they will be be grading your work as well.\n </p>\n <p>\n  Please note that you must get this COMPLETELY correct to receive credit.  You will get frustrated.  You will put in silly mistakes.  But hang in there.  And don't forget to reach out for help if you need it.\n </p>\n <p>\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "instructions"
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                            ],
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                                    "http://www.intro-webdesign.com/HTML5/HTML5project.png",
                                    "HTML5project"
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                                    "http://www.intro-webdesign.com/images/newlogo.png",
                                    "newlogo"
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                        "03-06-final-project-demo",
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                                [
                                    "http://intro-webdesign.com",
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                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <p>\n  In the final project students will demonstrate the ability to use HTML5 tags to create a valid web page.\n </p>\n</co-content>\n<h3 level=\"3\">\n Review criteria\n</h3>\n<co-content>\n <p>\n  The assignment will be graded based on the presence of all the required tags.  Specifically the grading rubric questions will be\n </p>\n <ol bullettype=\"numbers\">\n  <li>\n   <p>\n    Was the doctype included correctly? (&lt;!DOCTYPE html&gt;)\n   </p>\n  </li>\n  <li>\n   <p>\n    Is there a head tag with a title for the page?\n   </p>\n  </li>\n  <li>\n   <p>\n    Is there a body tag?\n   </p>\n  </li>\n  <li>\n   <p>\n    Is there a nav tag with four anchor tags inside? Did they remember to change the text for the fourth link?\n   </p>\n  </li>\n  <li>\n   <p>\n    Is the Favorite Foods section complete with an h2 heading and four unordered list items?\n   </p>\n  </li>\n  <li>\n   <p>\n    Is the Achievements section complete with an h2 heading and three progress bars?\n   </p>\n  </li>\n  <li>\n   <p>\n    Is the More About Me section complete with an h2 heading and a details and summary tag?\n   </p>\n  </li>\n  <li>\n   <p>\n    Is the image correctly linked?\n   </p>\n  </li>\n  <li>\n   <p>\n    Is the link to intro-webdesign working?\n   </p>\n  </li>\n  <li>\n   <p>\n    Does everything else on the page appear to be where it belongs?\n   </p>\n  </li>\n </ol>\n</co-content>\n<h3 level=\"3\">\n Step-By-Step Assignment Instructions\n</h3>\n<co-content>\n <p>\n  <strong>\n   How to submit:\n  </strong>\n </p>\n <p>\n  You must submit a single HTML file.  (Make sure that you link to image at\n  <a href=\"http://intro-webdesign.com\" title=\"intro-webdesign.com\">\n   http://intro-webdesign.com,\n  </a>\n  not one of your own images.\n </p>\n <p>\n  <strong>\n   How to create your assignment:\n  </strong>\n </p>\n <p>\n  Follow the instructions in the text description and the video to prepare your assignment.  If you have trouble with images, I have also included a textual description of the required components at http://intro-webdesign.com/projectdescription.html.\n </p>\n</co-content>\n<h3 level=\"3\">\n Examples of Good Feedback\n</h3>\n<co-content>\n <p>\n  As a reviewer, you will be required to provide feedback on other people's assignment.\n </p>\n <p>\n  When providing feedback, it is a good practice to first indicate what the learner did well on the assignment. After that, help the learner improve by providing specific, actionable advice.  Don't feel badly about pointing out mistakes - we are all here to learn.\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "peer_assignment_instructions"
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                        }
                    ]
                ]
            ],
            [
                "where-to-go-from-here",
                [
                    [
                        "congratulations",
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                            "html": [
                                [
                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <h1 level=\"1\">\n  Congratulations!\n </h1>\n <p>\n  Well done on taking the leap and learning more about the way web pages are created and transferred across the Internet.  If you enjoyed this course and would like to take a next step you may be wondering where to go.  This course is the first course in the Web Design for Everyone Specialization offered by Coursera.  The other courses in this specialization include:\n </p>\n <h3 level=\"3\">\n  Introduction to CSS3\n </h3>\n <p>\n  In this course you will take simple HTML documents and use Cascading Style Sheets (CSS) to make them look less like the are from 1992 and more like the beautiful, well-designed sites you see today.  All of the major aspects of styling will be covered, while still maintaining our focus on accessibility.  In fact, designing with accessibility in mind takes on even greater importance since many people ignore the core principles and tend to use color, images, and font to convey information instead of using semantic tags.\n </p>\n <h3 level=\"3\">\n  Adding Interaction with JavaScript\n </h3>\n <p>\n  Ever notice how some pages react to mouse clicks, screen swipes, or information you type into forms?  This is often done using the JavaScript programming language.  This course offers you an overview of the techniques and best practices for adding interaction to your site.\n </p>\n <h2 level=\"2\">\n  Responsive Design\n </h2>\n <p>\n  Responsive design is the ability to design a site with multiple screen sizes (or \"platforms\") in mind.  We have all been to a site that doesn't really work from a mobile device, or other sites that waste space by using small text on a big screen.  In this course you will learn to design your site to automatically respond to the platform it is viewed on.  Techniques include determining specific screen sizes yourself, or using popular template platforms such as Bootstrap to handle the responsive aspects for you.\n </p>\n <h3 level=\"3\">\n  Web Design for Everyone Capstone\n </h3>\n <p>\n  The capstone is your chance to fail.  Again and again.  Why would I put it that way?  Because you can not really call yourself a web designer until you have had to test and debug your site multiple times.  New information will not be covered in this course, instead you will be given weekly checkpoints as you design, code, and debug your own responsive, interactive site.  The emphasis on accessibility will remain.  Upon completion of the capstone you will have a portfolio-ready site.\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
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<p>\n  Want to keep learning? Explore hundreds of learning experiences from the University of Michigan faculty and instructional teams on\n  <a href=\"https://online.umich.edu/?utm_source=coursera&amp;utm_medium=course-resource&amp;utm_campaign=michigan-online-branding\" title=\"\">\n   <u>\n    Michigan Online\n   </u>\n  </a>\n  .\n </p>\n <p>\n  Be the first to know about new learning experiences from the University of Michigan!\n  <a href=\"https://online.umich.edu/subscribe/?utm_source=coursera&amp;utm_medium=course-resource&amp;utm_campaign=michigan-online-branding&amp;utm_content=email-subscription\" title=\"\">\n   <u>\n    Subscribe\n   </u>\n  </a>\n  to the Michigan Online email list!\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "instructions"
                                ]
                            ]
                        }
                    ]
                ]
            ],
            [
                "the-secret-lecture",
                [
                    [
                        "watch-for-a-link-to-more-material",
                        {
                            "html": [
                                [
                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <p>\n  Keep an eye out for an email from me once you complete this course.  In the email I will include a link to the \"Secret Lecture\" I taped for you.  In this lecture I break some of my own rules of coding and show you simple (but not best-practice) tips on styling your final project to make it more attractive.  So if you haven't finished the final project,\n  <em>\n   how can you possibly procrastinate now that you know there is a secret lecture???\n  </em>\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "instructions"
                                ]
                            ]
                        }
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                ]
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    [
        "Resources",
        [
            [
                "code-and-text-examples",
                [
                    [
                        "",
                        {
                            "html": [
                                [
                                    "https://intro-webdesign.com/resources.html",
                                    "resources"
                                ],
                                [
                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <p>\n  Here is a link to a page that contains all the examples live on the web:\n </p>\n <p>\n  <a href=\"https://intro-webdesign.com/resources.html\" title=\"\">\n   Web Design for Everybody - Resources\n  </a>\n </p>\n <p>\n </p>\n <p>\n  Linked below are files that include all of the code and other text discussed throughout the videos in this course.\n </p>\n <asset assettype=\"generic\" extension=\"docx\" id=\"Hn8P-d0qQci_D_ndKlHIHQ\" name=\"Code and Text Examples from Introduction to HTML5 on Coursera\">\n </asset>\n <asset assettype=\"pdf\" extension=\"pdf\" id=\"rEf16fpORByH9en6TjQcKg\" name=\"Code and Text Examples from Introduction to HTML5 on Coursera\">\n </asset>\n <p>\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "resources"
                                ]
                            ],
                            "docx": [
                                [
                                    "https://d3c33hcgiwev3.cloudfront.net/Hn8P-d0qQci_D_ndKlHIHQ_7d1b26ef1c174ff682f6e959f59e0df1_Code-and-Text-Examples-from-Introduction-to-HTML5-on-Coursera.docx?Expires=1665792000&Signature=bcfRNq0-G~eaWPKmFHy43WITneNyMCYlqqnUSDQNOV4iZov1aw2a-NNhxT0uBAn-r6NWHCe8NU~TtvzLZ8agTUcT1lq54sMVjEJMQ9~QlJs9HzepnmuxPBWFX9K0baG1opWcVnomOE3llnKtIW4EAFI4YReJugTOSZye4CGWOpM_&Key-Pair-Id=APKAJLTNE6QMUY6HBC5A",
                                    "Code_and_Text_Examples_from_Introduction_to_HTML5_on_Coursera"
                                ]
                            ],
                            "pdf": [
                                [
                                    "https://d3c33hcgiwev3.cloudfront.net/rEf16fpORByH9en6TjQcKg_f3b1dd50964a46d1bdf9cac31c0c3df1_Code-and-Text-Examples-from-Introduction-to-HTML5-on-Coursera.pdf?Expires=1665792000&Signature=iHW1N8et~LYovDhGjr3m5vxuhQ5jmUbkELB7j~7~jjtniXpAGrPZyhjqrhx7eLQPQYSH~zDUo0TfdareePNTxLCrqgiHY2BskEaAxRWUH8TbY6R4SyD3Gug8FDDjtI4zYC4kl3Mgl0YrsHtlcpE2sWg23boo-z95QNzrAYb1mxA_&Key-Pair-Id=APKAJLTNE6QMUY6HBC5A",
                                    "Code_and_Text_Examples_from_Introduction_to_HTML5_on_Coursera"
                                ]
                            ]
                        }
                    ]
                ]
            ],
            [
                "attributions-credits",
                [
                    [
                        "",
                        {
                            "html": [
                                [
                                    "#inmemory#<meta charset=\"utf-8\"/>\n<co-content>\n <p>\n  This course was originally launched on 10/17/2016.\n </p>\n</co-content>\n<style>\n body {\n    padding: 50px 85px 50px 85px;\n}\n\ntable th, table td {\n    border: 1px solid #e0e0e0;\n    padding: 5px 20px;\n    text-align: left;\n}\ninput {\n    margin: 10px;\n}\n}\nth {\n    font-weight: bold;\n}\ntd, th {\n    display: table-cell;\n    vertical-align: inherit;\n}\nimg {\n    height: auto;\n    max-width: 100%;\n}\npre {\n    display: block;\n    margin: 20px;\n    background: #424242;\n    color: #fff;\n    font-size: 13px;\n    white-space: pre-wrap;\n    padding: 9.5px;\n    margin: 0 0 10px;\n    border: 1px solid #ccc;\n}\n</style>\n<script async=\"\" src=\"https://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML\" type=\"text/javascript\">\n</script>\n<script type=\"text/x-mathjax-config\">\n MathJax.Hub.Config({\n    tex2jax: {\n      inlineMath: [ ['$$','$$'], ['$','$'] ],\n      displayMath: [ [\"\\\\[\",\"\\\\]\"] ],\n      processEscapes: true\n    }\n  });\n</script>\n",
                                    "resources"
                                ]
                            ]
                        }
                    ]
                ]
            ]
        ]
    ]
]