Old Regime and OER Revolution

<center>[THE OLD RÉGIME AND THE OPEN REVOLUTION GAME] BARUCH COLLEGE-CUNY CENTER FOR TEACHING AND LEARNING <img src= "https://upload.wikimedia.org/wikipedia/commons/2/2e/Illustration_from_The_Little_Lame_Prince_and_His_Travelling_Cloak_by_Dinah_Maria_Mulock_illustrated_by_Hope_Dunlap_1909_19.jpg"></center/> This game, written with the open-source tool (link:"Twine")[(gotoURL:"http://www.twinery.org")] created by Chris Klimas in 2009) presents you with decisions you make in developing your teaching materials. The Surrealist writer Raymond Queneau, fond of spurring creativity with fun tricks--pioneered its type of narration, which Edward Packard eventually made into a genre and branded Choose Your Own Adventure in the 1980s. In this second-person fictional narrative, the reader becomes the main character and makes choices that determine the protagonist's actions and the plot's outcome--and several scenarios are possible. //The Old Régime and the Open Revolution// game explains the ownership and restrictions on the use of various educational resource materials available electronically and, in some cases, in analog form. Using the technique of binary or ternary choices, it distinguishes between ・ openly licensed/free-culture materials, or [[**OER**]] ・ open materials which have some restrictions ・ zero- or low-cost [[**ZTC**]] materials We use the following graphics to designate these three levels of openness: <center>[<img src= 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[OER] <img 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"> [Openly licensed but not OER] <img 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"> [Zero-cost but not OER or openly licensed] ]</center> The game also distinguishes between materials which are available for distribution and materials distributing which might infringe upon copyright law. The three scenarios explained in the next two pages, differ according to their approach to openness and the kinds of dilemmas they present. Please go through each one if possible. There is an option to go back and pick a different syllabus, i.e. scenario, designated as "OER class conversion" at the bottom of most pages). Alternatively, you can return to the previous page ("Back") or to the first two explanatory pages ("The beginning" and "The situation"). Next|[[The situation]] Note: To follow the live links in this game, you will need to go into your settings and remove pop-up blockers. Also, please open an outside link in a new tab lest you lose your place in the game. [Image sources: Hope Dunlap, Illustration from //The Little Lame Prince and His Travelling Cloak// by Dinah Maria Mulock (1909), Wikimedia Commons Élisabeth Louise Vigée Le Brun, //Marie Antoinette dit 'À la Rose'// (1783), Wikimedia Commons **OER** Spectrum Graphics (2019), Pamela Thielman, Open Educational Resources Coordinator, Baruch Center for Teaching and Learning. This interactive resource has been developed by Katherine Tsan with the help and support of Allison Lehr-Samuels, Director, Baruch CTL and Pamela Thielman, OER Coordinator, Baruch CTL and is licensed by Katherine Tsan under a CC BY-SA (Attribution-ShareAlike) Creative Commons license.]

CAUTION: The first sale doctrine provides that an individual who knowingly purchases a copy of a copyrighted work from the copyright holder receives the right to sell, display or otherwise dispose of that particular copy, notwithstanding the interests of the copyright owner. The right to distribute ends, however, once the owner has sold that particular copy. Therefore, taking the entire PDF of a book and distributing it infringes on copyright. Now go to [[Fair Use doctrine]]

<center>[Syllabus #1, **France from Louis XIV to Napoleon**]</center> <center>[<img src= "https://upload.wikimedia.org/wikipedia/commons/thumb/b/b5/Jacques-Louis_David_-_The_Emperor_Napoleon_in_His_Study_at_the_Tuileries_-_Google_Art_Project_2.jpg/288px-Jacques-Louis_David_-_The_Emperor_Napoleon_in_His_Study_at_the_Tuileries_-_Google_Art_Project_2.jpg">]</center> You are not worried about the copyright status of the primary sources you are going to assign because, being from the 18th century, they are all in the public domain--however, you do go through your syllabus to make sure you are not assigning any translation published after 1923. [[Copyright law]] For ideas about open secondary sources, you look at Syllabus #1, which does not have a [[Creative Commons license]] and appears to consist of some very expensive textbooks, and a few electronic materials, most of them not open content. The professor teaching the class was on your dissertation committee in graduate school. You have often heard him say "I just teach from the books. My TAs do all the copying and the PDFing. And, unless the copyright notice is there, I consider this material a free-for-all. It's on the internet--I got some of it from people's blogs--that means it's up for grabs, in the public domain, correct? Isn't that why they put it online in the first place?" You [[Go to the professor's house for tea to discuss his syllabus.]] Or [[Decide that the professor's attitude is démodé and choose to lead by example.]] Or go back to [[The beginning]] or [[**OER** class conversion]] [Image source: Jacques-Louis David, //The Emperor Napoleon in his Study at the Tuileries//(1812), Wikipedia Commons]

<center>[Syllabus #2, **The French Revolution in the Modern World** [<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/5/5d/Eugène_Delacroix_-_Le_28_Juillet._La_Liberté_guidant_le_peuple.jpg/598px-Eugène_Delacroix_-_Le_28_Juillet._La_Liberté_guidant_le_peuple.jpg">]]</center> This syllabus is heavy on audiovisual resources. Like Syllabus #1, it also does not have a [[Creative Commons license]]. However, most of the items appear to have come from the college library and/or resources that the school subscribed for or that require a low fee, making the class zero- or low-cost. Therefore, you decide to borrow a few items from the list. The syllabus includes a film that you would like to use because it draws connections between the Reign of Terror and Cold War totalitarianism, Andrzej Wajda's //Danton// (1982). However, to watch this film, the professor used Kanopy, a film database that her college's library subscribed to (and paid for), but yours no longer does. You have the option of telling students to get a NYPL library card and ask them to check the public library. However, some of your students live too far from the library, have limited mobility or experience other difficulties. While looking for an alternative way to make the film available, you are happy to find the whole film on Youtube and put the link to the Youtube page into your syllabus. [[Teaching with YouTube resources]] Or you talk to your audiovisual librarian and she suggests a different tactic. [[Go to your next option|Danton screening]] or back to [[The beginning]] or [[**OER** class conversion]] [Image source: Eugène Delacroix, //Liberty Leading the People (La liberté guidant le peuple)// (1830), Wikimedia Commons]

<center>Syllabus #3, **Let Them Eat Cake: A Culinary History of France since the Revolution**</center> <center>[<img src="https://upload.wikimedia.org/wikipedia/commons/a/ac/Gargantua%27s_meal.jpg">]</center/> This syllabus has an open [[Creative Commons license]], CC BY-NC-SA 4.0 (Attribution-NonCommercial-ShareAlike), meaning that its material can be shared, remixed and redistributed, albeit not for commercial purposes. You cannot rest easy after you have tried the divine dish which the professor referred to as the "clafoutis Marie Antoinette"--a lighter, airier, more refined version of the regular recipe--and keep wondering: what else might the tragic queen have enjoyed? So you decide to like to use an assignment from this syllabus that references a French cooking show, //À la cuisine de la guillotine//, dedicated to recreating all of the dishes from Louis XVI's and Marie Antoinette's table. [[You use a Youtube clip of the show, embedding the link directly into your syllabus|Teaching with YouTube resources]] [[You find a clip of the show in the New York Times online version and reference it in your syllabus]] Or go back to [[The beginning]] [Image source: Gustave Doré, //Gargantua's Meal// (1854), Wikimedia Commons]

<center><iframe width="560" height="315" src="https://www.youtube.com/embed/qs4RfJUQSOc" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe> [Video of a recipe for a Bûche de Noël cake from the //New York Times//]</center> You know that your school library subscribes to //The New York Times//, making this assignment [[**ZTC**]]. After your class is over, when you are thinking of publishing your textbook in a local **OER** repository like CUNY Academic Commons or even a national one like OER Commons, you will get in touch with //The New York Times// to make sure embedding this video is still legitimate (your reasoning is that the video, with its "Subscribe to //The Times//" logo is meant to drive customer traffic to the site and think about the wisdom of doing so if the newspaper decides to remove it from its website. <img src= 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"> [Zero-cost but not OER or openly licensed] Now move on to choosing your in-class slides. [[Textbook slides, or please do not parasitize]] Or go back to [[Syllabus #3, Let Them Eat Cake: A Culinary History of France since the Revolution]] [Video source: //Melissa Clark soaks challah bread in heavy cream, rum and spices to make French toast//, Produced by: Jenny Woodward, //The New York Times Online//, December 2014]

<center>[<img style="display: block;" src="https://c2.staticflickr.com/8/7144/6554315179_69fbac133f_z.jpg" alt="On open educational resources -- Beyond definitions"><a href="https://www.flickr.com/photos/opensourceway/6554315179/">"On open educational resources -- Beyond definitions"</a> by <a href="https://www.flickr.com/people/opensourceway/">opensource.com</a> is licensed under <a href="https://creativecommons.org/licenses/by-sa/2.0/?ref=ccsearch&atype=html" style="margin-right: 5px;">CC BY-SA 2.0</a><a href="https://creativecommons.org/licenses/by-sa/2.0/?ref=ccsearch&atype=html" target="_blank" rel="noopener noreferrer" style="display: inline-block;white-space: none;margin-top: 2px;margin-left: 3px;height: 22px !important;"><img style="height: inherit;margin-right: 3px;display: inline-block;" src="https://search.creativecommons.org/static/img/cc_icon.svg" /><img style="height: inherit;margin-right: 3px;display: inline-block;" src="https://search.creativecommons.org/static/img/cc-by_icon.svg" /><img style="height: inherit;margin-right: 3px;display: inline-block;" src="https://search.creativecommons.org/static/img/cc-sa_icon.svg" /></a>]</center> Open Educational Resources (**OER**) are teaching, learning, and research materials that have been released into the public domain or are under a Creative Commons license. An open intellectual property license allows anyone to freely use, adapt and distribute the materials. **OER** materials can be re-used, re-purposed, and “remixed” to better suit the user’s needs. The affordances of the open license are often referred to as the 5R permissions: the rights to retain, reuse, revise, remix, and redistribute these materials (rubrics developed by David Wiley). Simply put, “Open means anyone can freely access, use, modify, and share for any purpose.” (The Open Knowledge Foundation). Open educational resources include full courses, course materials, modules, textbooks, streaming videos, tests, software, and any other tools, materials, or techniques used to support access to knowledge. The growth of the OER field has been closely tied to developments in digital technology and the open source movement in computer science. "Strategic futurist" Wayne Hodgins first used the term "learning object" to indicate teaching material that is designed for reuse, in 1994, and, in 1998, professor of instructional psychology and technology at Brigham Young University David Wiley launched the Open Content Project, which utilized open publication licenses. The first widescale use of open educational technology took place in the educational sphere with the University of Tūbingen in Germany publishing a videoseries of its lectures online. The MIT OpenCourseWare Project put its entire course catalog online in 2002, sparking the worldwide open resources movement. For an introduction to **OER** across the web and examples of openly licensed teaching materials see the online guide developed at Baruch's Center for Teaching and Learning, (link:"TeachOER")[(gotoURL:"http://www.teachoer.org")]. [[Back|The situation]]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/7/79/The_New_York_Times_%282499903005%29.jpg/320px-The_New_York_Times_%282499903005%29.jpg">]</center> Here is where it gets a bit complicated: the course catalog designation for courses that assign open materials is typically ZTC, not OER, acknowledging the reality that, while it is not always possible to find and adopt open/public-domain teaching materials in one's discipline, the main goal of open educational initiatives is save money for students while following best citation practices. **Zero Textbook Cost (ZTC)** courses are those that do not require students to purchase a textbook. Such courses may also feature free online readings, library materials and other materials provided at no cost by the instructor, but can feature other costs (e.g., for course supplies). The zero cost is to the student, not the educational institution. For instance, a //New York Times// online article would be zero cost if the college has a subscription to the newspaper. ZTC courses can have OER materials as well. A category that is used in addition to **ZTC** at some institutions is low textbook cost (LTC) teaching materials--at CUNY, this is defined as materials that cost students $25 or less. Included in the cost cap are textbooks and other text-based materials or manuals, workbooks, online homework platforms and codes or publisher-provided curricular materials for students. Usually excluded from the cost caps are equipment (such as art supplies, calculators, or physical lab materials as well as lab manuals) and also any materials that are copyright-protected or restricted by terms of use policies. Some school administrations do not make a distinction between courses that are zero-cost and low-cost for coding purposes, combining the two in a NoLo tag. Go back to [[The situation]] [Image source: Michal Osmenda, //Trip to USA, 08-12.05: The New York Times Building, Eighth Avenue// (2008), Wikimedia Commons]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/ed/TED_stage_logo_from_Flickr_%28cropped%29.jpg/320px-TED_stage_logo_from_Flickr_%28cropped%29.jpg">]</center> You then see an assignment concerning a TED talk that you like entitled //How To Fight Corruption So You Don't Lose Your Head: Lessons Modern Societies Can Learn from Louis XVI//. Choose one of two options: [[You include the YouTube link to this TED talk in your own syllabus|Restrictions on using TED talks]] You see that another TED talk or a somewhat related theme, //What the Whole World Owes to the French Revolution//, which is under a [[Creative Commons license]] and therefore cite the TED talk with the proper attribution and decide to move on to other syllabi. Back to more syllabi|[[**OER** class conversion]] or [[The end]] [Image source: Julia Rotich, //Julie Freeman at TED Talks//(2014), Flickr]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/8/89/Cordyceps.jpg/320px-Cordyceps.jpg">]</center> You have written an open textbook to use with the class but you also have lecture slides from a paid textbook you once used--a McGraw-Hill European history AP prep guide. Some of your PPTs have quotes and others, actual images from the paid textbook. Here are your options: You put the images into the class Blackboard page, thinking this is fine because you have already paid for them-->[[Copyright law]] You only display the images but don't distribute them so as not to infringe on copyright-->[[Next, searching for visual materials]] Or go back to [[Syllabus #3, Let Them Eat Cake: A Culinary History of France since the Revolution]] or [[**OER** class conversion]] [Image source: Erich G. Vallery, //Wasp parasitized by the fungus Cordyceps (order Hypocreales)// (2005), Wikimedia Commons]

<center>[<img src="https://upload.wikimedia.org/wikipedia/en/6/66/DantonPoster.jpg">]</center/>[Image of a poster for the 1983 film //Danton//, featuring Gérard Depardieu in the title role] The audiovisual librarian examines the Fair Use doctrine pertaining to this specific film and agrees to make a short clip from the movie //Danton// (8 minutes long) to be used as a live link in your hybrid class. <center>[<img 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">]</center> [Zero-cost but not OER or openly licensed] You also hold a screening of the film (using a library-owned DVD) outside of class hours, which abides by copyright law because it is being done for educational purposes as any "performance or display of a work by instructors or pupils in the course of face-to-face teaching activities of a nonprofit educational institution," made "under the actual supervision of an instructor as an integral part of a class session, "offered as a regular part of the systematic mediated instructional activities of a governmental body or an accredited nonprofit educational institution" and "directly related and of material assistance to the teaching content of the transmission." Your audiovisual librarian says, “Since you have a Baruch ID, you might want to check out this tutorial on using media in teaching-->[[Interactive Guide to Using Copyrighted Media]] "There is another great resource about //Danton// that I just discovered," you then say to yourself, "and it's on this proprietary website called Web of Stories, an interview with the director Andrzej Wajda. I wonder if I can tell my distance students to go read it? Actually, it's a pretty great interview--perhaps I could include a link to it in my textbook."-->[[Teaching with YouTube resources]] Or go back to [[Syllabus #2, The French Revolution in the Modern World]] or [[The beginning]] Or, for the fair use rationale of using the image on top of this page-->[[See this example from Wikipedia arguing for the fair use of its reproduction of a poster from the film Danton (1983):]]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/f/fd/El_Tres_de_Mayo%2C_by_Francisco_de_Goya%2C_from_Prado_thin_black_margin.jpg/311px-El_Tres_de_Mayo%2C_by_Francisco_de_Goya%2C_from_Prado_thin_black_margin.jpg">]</center/> You come up with an assignment analyzing several paintings by contemporaries of the French Revolution. The students are responsible for finding the paintings and attaching the image with an attribution next to their analysis of the historical significance of this work. You suggest that the students do their own searches for openly licensed scholarly materials that examine art historical works. In particular, you suggest the (link:"Metropolitan Museum's Heilbrunn Timeline of Art")[(goto-URL:"https://www.metmuseum.org/toah")] and the (link:"Art History Teaching Resources blog")[(goto-URL:"http://arthistoryteachingresources.org")]. The students will then make a (link:"Storymap")[(goto-URL:"https://storymaps.arcgis.com")] out of this essay and publish their work on the web. <img 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J44n6/kDwIq6B5xrOJep83jUhK20K7jrbSFQn7sFjR7C1TQffskVNA9Qolex+vmEJx8gzmqQqF6tkvv9TQfdtb1KAvvLTVdra5U0D3WWDVfmQRbb16OZSILUD7VNK3wmJvk0VevXk3z589PHsBHn1oIOisYsyVgielM37JtsmWh8VwIqKC7AMnmtU/pNt56dcgEf9wrGhdnk3xacYqL+TRYTU1aYb0EamVLOeub+DZZ/pctYX5eyWavq1n/oeQPAtnXhj/pFwSXQd229WQnDbvAYOZ4cf0HgeExYMAAmjJlSmD8hfGy+k/NRQ5elHGYClWWVPl2x7zkLcq/Kug+1P425SP408z+/DWyUFJcRvO3dP37wT+pe4fXv73t229fWtPe3IdP02Ghgu5Akf3D2KrdPO9sw/lr2IbH/LYr08db5/DoxJugt7DOY2zV+K4MQ+jyroLuQ5WM6b4r9+feFHLmtFZrPX289W0fcpQ/Fgvr3vN0Eg+KOIyOxlTukr9CFGDKKug+VGr30mrqx/bMvdhJwzy9nLfT/ndD170ffGXDIiOkXjTuqA5gMbz7l3yoGWUhCKigCxIef4d0G81WVbwd5sCZ9AXcI25t3ugxN/mJ/uqGp0xj5SV1NJZVvDcBN7Qq+YeACrpPWO7e80Bz75iXfe/oCUv5NtEXamb4lKvcspm7+WXPB1Fa+OrpPXodlNuMRyA1FXSfKnn7qj3ar03mOaYXquDh+yvrH/PCIi9x52yaZSzCYNjthRrZ2IQKuhcEE8dVQU+MS8ausPk2oGKYp/V0JIr1Z+x9n7X+0YzzkM8IL9c8TOVF3TztiMO218riHjS025h8FqUg01ZB97Fa9+z1FWqONXreDov56TNr7vXMx8eipWT1Wd0HfFfaR57vnwN2u/XqmvfDpwQoBJ4q6D5WwqTeh7AqydvQHdkp5rl6G08BHl99u4+5C47Vw6tuMT2xF207ltWa+W71ffscHlxGI8xZBd3Hyq/g64hGdt+RbxP1auusiLXOlfTqhidoRcNCH3PoP6u5PDdf3vCp594ca+f9y4fqsN3/KjIcVdB9BvaQft/lm0BruV/31rOjd8S6+h1LLvc5h/6yu3/F9bwc1tPT3By9OS7C2Lv3of5mTrk5CKigO1D487B9jz341pVtPN09JjnBunpt62a6b9mvxSlUv7d+donpyXFPmhdCo4hts1P66rDdC46p4nqroVScI+x3SH/u1VtrfUEAirk5m2fRyzX/8IWfX0weW3UrLayf53ndHPlpiTXRLtWT25cn/cqg8olDQAU9Dg5/Xvbqcyh15+W2Vg83ikpOMISHFZsnVt9JszfOFOe8/s6qeYTX+h/3rIBDITBs38rXIx856Jy8lqnQE1dBD6iGpw44yfTq+JC9EoQd20LvXz6dXt/4rFd2nuI/teYeemTVH03j40XLLpmAaej9+h7BZ891y6tgEsSvCnoQqDJP9Opmru7xnLpkD0LVk68jfmD5b+ixVbeJc05/719+Pb247kHqVdrfk/JNMi03rh4x6Exx0t+AEFBBDwhYsD1myPm0xUczziLsr/IJt+mfnkFrmpYFmPsvWK9jW3a/+vREmrv5Fc8aduEKBVwdn70/bJtTdW4uoAT4GylBnzkzt3Pc7at2p12r9/X1VlAIe2VxFW1qWUfXfnoK/XP1HYF9HtAxYJg+7dOTzQUTGF77MVxHhnEFFU787aua9sDqz2ZcxHNI75NIm2OIn2fMmEHHHXdcznN42fyjsYmdl5BKfE0bVVffttUMpb/a/zs0kXfmeV3qQgY3Nq+lF9bNYH3AM2zisYSwEcgvAQd/mIqq43xfvt191KusH5yUAkYgUoIeMJZJ2b+3+T90z7JrfFNguROCuemG1jrCwZqdqveh3XgUMaJyx4wUXJgGLKx9j97e/BL/zjNWYsqLK1jA/R/0bW5ZT0cPOo/XzQ9zF0XfA0JABT0gYN1s/7HiJnqDNeaVpT2MBRW3vx/vuMK5mdekW3lYXM53lJfznesDK4Yb++i4DBJHYIuLSs1B0ibeV76+eRWtaVzGy1sbzfQC21ARB5tX/OzB7bKhQRrJjdBZI6+znfU5YARU0AMG2Gb/+0Xn06rGJUbgbHe/nzGkb9+CGzNr+bDCZt6Ne3tqEGTYXseRWDzhHHlQwi3la2ajEpV8KeXlY/8iTvqbIwRU0HMENJKBsF3x8fHc47ZQKZt3jhJBsYfRxk9G30b9ygdHqeihKKv/E7BQFCucmUCvefHoW40BRcyro0KYUuBuuR+N+oMKeZ4qXQU9x8Bj08vF3KthGOv9OGuOM59FcujJ61q30oWj/kiDKkZmwUGj+IGADt39QDELHpuaeR18walmflxWXJ4Fh/BHQUMGYxJnjriORnffKfwZLuAcqqDnsXLruaf77cJzCctNFawl92pYMY9F6ZA0BLyENfznjLyBe/IRHfzVIbcIqKDnFu+Eqd2++Gf0Ue3bn6+zd+3ZVPsmnlrqUzqAfjr2Ttbn+7tJKCGA6tgpAironUKUmwA4+vkEb2fFLrQg17GDLA0UjPV8Dn9i76/S8UMuDDIp5Z0hAiroGQIWZPC1TcvpnqVXmcMq3YurA1/X9qss6MUb2up4jbw7/WDY5TSm+85+sVY+PiGggu4TkH6yeaHmQXpy1Z1mC2sZ71QLeiNLtnmHgGNtHDbyJveZSscMviBbVhovYARU0AMGOFv2MJb41+XX0vtbXjfDeVzVFBaBh4DD/FMDG40Y12MifWfIj80++2zLqvGCR0AFPXiMPaWAveg4Krqwbh5r5YmwZ93vU3DpZhAbX7BHHltqR/Fy2bcHnaVr4+mCl+dwKuh5roB0k9/QvIavVH6a/sd243AWvYKNRsJKrB/HUlPlAUdKsR6O3ru6tA9N4AsQYfqpT9nAVNHUL2QIqKCHrELSyc4HW2fTGxuepflb3+JTZ3XGQguG9u09vTmegkvG016Xbz/w0r4XH/9jNxuG5ti9V8qbecb1mER79f4ajaveK53saZgQIqCCHsJKySRL2GE3b8t/6f2tb9CK+gXUQs1meI1hNs6St4u9CP/nN52aU2wQb9gc4YE499o4xYbz59jkMrhilDG/PK56krF7l0l+NGw4EVBBD2e9ZJ0rrGND+Dc0r+Yhfo05Zw5Lqxh6N35ua75bSZU5Kovhfzmv2/fi/fd9ywZR77L+rOmvyjptjRheBFTQw1s3mjNFwDcEuvZ+S99gUEaKQGEjoIJe2PWrpVMEDAIq6PohKAIRQEAFPQKVrEVUBFTQ9RtQBCKAgAp6BCpZi6gIqKDrN6AIRAABFfQIVLIWURFQQddvQBGIAAIq6BGoZC2iIqCCrt+AIhABBFTQI1DJWkRFQAVdvwFFIAIIqKBHoJK1iIqACrp+A4pABBBQQY9AJWsRFQEVdP0GFIEIIKCCHoFK1iIqAiro+g0oAhFAQAU9ApWsRVQEVND1G1AEIoBAaQTKWDBFXL16Nc2YMYPmzp1LdXV1NHDgQJo8eTIdf/zxScvY2NhIDz/8MHXv3j1pGHi0trZSdXU1HXLIIdTQ0EDPP/88bdiwgWpqamjjxo1UX19PpaWl1LdvX5oyZYpJNyVD9QwXAnxhnlLIEVi6dGls1113bb9tATcuJPi7+OKLE5Zi2bJlCcMn4sFCbHi89tpracW5+uqrE6apjuFDQIfu4Wp3O+Rm5syZNHz4cHr33Xc7+NkON9xwA40YMcJ2Ms8lJSUd3JI5VFZWGq/y8vJkQeLcL7/88pSjibjA+pJXBHTonlf4Uye+ePFiM5S2Qw0ePJhOP/106tOnD73//vt0xx13ON5LliyhnXfemebNm+e4uR94ZEBVVVXU1tYW59Xc3EyjRo2Kc5OXCy+80KTX1NRkGpzHH39cvMxU4uyzz6b999/fcdOHECIQvkGG5kgQGD16dNwQ+vbbbxevuN9x48bFhbv++usd/5UrV8b5cWPg+CV7ePPNN+PiuMNt3rw5zv+4445zB9H3kCGgQ/cQNr7I0pw5c2jhwoVO7i666CLTkzsO1gN69l69ejkuV155pfPsfli/fr3bqdN3KP5sgtLu4IMPdpzWrl3rPOtDOBFQQQ9nvdCtt94alzPMwVPRzTff7HjX1tbS7NmznXf7AcP2TCnRPB+Ni9DYsWPlUX9DioDO0UNaMc8995yTs4MOOsh5TvZw9NFH0wknnOB4P/vsszRp0iTnXR5uuukmo9xraWkRJ8Lz0KFD6aSTTnLc7Af4V1RUmCW4d955h0455RTCUp/QeeedJ4/6G1IEVNBDWjFQrAlNnDhRHpP+duvWjfr162fWvRFo/vz5CcPeeOONCd3HjBmTVNB79OiRMA4cr7jiCtppp52S+qtHOBBQQQ9HPaTMRbrDbcydscEFhA0umVBxcWazuN69e9MjjzxC6Yw2MsmHhg0GARX0YHD1leuaNWvS4ocdbEIQxESEXXTYUYedcEIYmo8cOVJe0/pFWgMGDEgrrAbKPwIq6Pmvg4Q5GD9+vNnqCs9nnnkmYRjbEZpxW9D32GMP29t5njZtWtL1cieQ64FXikzDcOmll9L06dMd31122YXgpxR+BDIbr4W/PAWTwyOOOMIpC5bZOuvVn3jiCSc8Hg499NC4d3nhNXB5TPsXjQg079dddx3dfffdcfEuuOCCuHd9CScCRVjXD2fWop0rzLX79+/vgDBhwgTijSzOu/sBh01wCAW07bbbEnbVgVatWkXYTScErTl2x6Wit956i/bcc08nCJbr7EMx4M/77x1//YQcKEL7oD16SKsGGvRjjz3WyR2EL5Hia8uWLWZpTIQcEXgHnRPP/SD72d3umbzfddddccGvueaauHd9CR8C2qOHr07icoQdb+7h9gEHHGD2ni9atIjQQ9vE21HpgQcecJzcPXpZWZnxc/fCUMjtsMMO9OGHH1JnPToYYJQA3iDwxD54pfAioD16eOvG5Gz58uVmfdzO5qxZs+ixxx7rIOSHH354nJDbceQZh1fwB8G2/+CfyZIcH1EVloYf5u9K4UVABT28dWNyhs0q69ato0suuSRpTtHrQxlnnyqTwBDmdEnW4GGswiZ7KU7cTz31VHkk6A9gsEIpvAjo0D28dZMwZ9hj/vbbb5veF8o6DOMxn09FOMiSaL+6HQdDeWya6dmzp1kyw5wfcdBQJOP/0EMPEZbxsKtOKdwIqKCHu340d4qALwjo0N0XGJWJIhBuBFTQw10/mjtFwBcEVNB9gVGZKALhRkAFPdz1o7lTBHxBQAXdFxiViSIQbgRU0MNdP5o7RcAXBFTQfYFRmSgC4UZABT3c9aO5UwR8QUAF3RcYlYkiEG4EVNDDXT+aO0XAFwRU0H2BUZkoAuFGQAU93PWjuVMEfEFABd0XGJWJIhBuBFTQw10/mjtFwBcEVNB9gVGZKALhRkAFPdz1o7lTBHxBQAXdFxiViSIQbgRU0MNdP5o7RcAXBFTQfYFRmSgC4UZABT3c9aO5UwR8QUAF3RcYlYkiEG4EVNDDXT+aO0XAFwRU0H2BUZkoAuFGQAU93PWjuVMEfEFABd0XGJWJIhBuBFTQw10/mjtFwBcEVNB9gVGZKALhRkAFPdz1o7lTBHxBQAXdFxiViSIQbgRU0MNdP5o7RcAXBPIu6LiXe/Pmzb4URpl0XQS2bt1KTU1NXbcAKXLe1tZGW7ZsSREieK/A7kdft24dPf3009StW7eEpWhoaKAjjzySPvjgA9prr73os88+oxEjRiQMC8cpU6bQ+vXrTfiioqKk4dSjayKAOj3jjDPotttu65oFSJHrGTNm0PHHH0+QiX79+qUIGZxXaVCs33jjDfq///u/lOyHDh1Kffv2NWE6E97Zs2dTS0sL1dfXU/fu3VPyVc+uiQDqtxAJPTqos288yLIHJuhTp04lDMuFdtllF0KB33//fXEyv//973/j3pO9NDc3J/NS9wJBoLg47zPJQJAMQ7lyhmxjYyPhLxkNGDCA3nrrLfrOd75DJ5xwAr366qtxQTENuPfee+Pc0Gice+65dPjhh9MFF1xAr7/+epy/++U3v/kNLVq0iOrq6uj888+nY489Ni7I/fffb9xOPvlkwojETRhVnH766Sa9H//4x/Tuu+/GBcE889e//jUdddRRJj/vvPNOnD+Gbtdcc42ZgtgejzzyCN13332O05IlS2j69Onm/c0336Sjjz6afv/73zv+eLjjjjtMXr///e/TQw89FOf33nvvmWEw4t1zzz1xfqle3n77bTrnnHPoiCOOoF/84he0fPnyuOCPPfaYqR+M1ID9E088Qc8884wTZu7cuXTjjTea98cff9xMzc466ywzLXMCpXiorq6mhQsXmvpHGq+88krC0KgH1NExxxxDf//73xOGsR1RD9dee63tZJ7/9Kc/0UsvvRTnPm/ePIPdt771LfrhD3/Y4TvYsGED/exnP6Nvf/vb9Mtf/jLhN71q1Sq68MILTb09++yz1KNHj7g08vLCvW5OaOzYsbExY8Z0SOu1115Dtx9jwTO/kydPjjEw5vmFF15wwu+///6xsrIy550r2IQZOXJkjOf6MZ7fx0pKShx/90Nra6sJf/XVV5tfpMmjDCfYxIkTjTvS2WGHHczzlVde6fj/7ne/M27jxo0z6fXv3z82ZMgQx//f//63w5f1CTHWTZh3rnAnDDdExm3OnDmOGx522mmnWJ8+fRy3Rx991IT77W9/6/C84YYbjD8Pbw0OyP/uu+8e22677UwYiXzzzTeb99GjR8cOPPBA8wyMOiP+qE3Ynj17xvbee2/zzI2JE23ChAnGbdddd43ts88+5hl5+MY3vuGEueqqq4z79773PfN78MEHO+FWr17thEv0AF5S7wcccECMG34T9+yzz44Lzg2QcUc97LfffuZ5zz33jAvjfvnVr35lwrndkeZxxx3nON91110mHOqfBTm27bbbxsX78MMPzTvq9pBDDjHP4LFy5UqHx6xZsxz3r3zlKzEerscqKyuNW01NjRMu1w8YXueEOhN0AMbzbycvEOovfelLzjs+KAiXEJ4hlJkQ0sDfLbfcEhcNAg13HnE47n/5y1+M27Jly4wb/H/wgx84/u4H+LNSMc754osvNjy4dzPuPGIx79zjxoVDPDRUQjx6MeHAk3t3cTa/wATuPJWJc8fLxo0bjR8aCCEevRg3CGEyQoMKntdff33CIDx6Mf7c48f585DUNHriiMYIfFDXQrW1tcbttNNOE6eEv4iHRsumn/zkJyauNIzz58837zz6cYKtXbvWuN16662Om/uBR3ImjNu9oqIixiMDxxmNLQQ4GSGPaIRsGjRoUAyNoBDCoNOwiUeoJn0VdAaHte82NjEe/sbwIQm5BR2AA1QePkqQTn8RHr2gm9CTnHrqqW5nw18aBRkxvPzyyx3C3X333SYsrwp08EOau+22m3HPVNBvv/32OH4LFiww6fztb3+Lc5eXn/70p8Zf3uUXZUvVq0+aNCnGCk4J3uEXZWCtcQd3xEHPJ8TTDZO+3WDCb9iwYab3lXCJfpEGTxs6eMEd3wIIQol3Nx122GEdGlk7TLqCjgYX/P/1r3/Z0c3zf/7zH+PHS4BxftJIwpGnfiaM3cPDXUZo+RT0nM3RGcCUxEPGOP/y8vKUWsp//vOftOOOOxJXsgmHOXM6hPA2YZmPex164IEHiIdqxMNxwmoAC7YJtmLFCvPLUwzaZpttiIfDxFMEM9cWPtAtgLhHECfnF/N1FlDznq7Wlb8NE54bM4cPHjB/BbndjSP/J4pOniKZcqAsKNOdd95Ja9askWAdfjE3//KXv9zBHQ6iCedheAd/yad4yHtpabyON11lVKJ1dJRFyiW/o0aNcsqHeoKuAPoPr/TUU08Rj5iIh9zmm7rkkkscljxsN8/wx/cBbIcPH270EBLof//7n3nkXl6czC++sXxTfI3kMTc8h45LXT6aOEfrBQ0D1uDx8fMQj3jYSE8++SRJhVhB4x6rqqri3iG0SIvnpWatE0IvBHdUOggVC+UUlDUXXXQRXX755cS9O3Hr7yz3IbxbmMFPPnwpk/vDd8eR9HloKY/ml6cz5jfZ5gvxh8KPh7ROXPBHI5WM0KjysD+ht+TdxiVhQMsRqyt2GRPhYgVP+QjlFw/pTRjkBZjwnDtOsFE+aZgTMRPc3X5u3LHGzdMD+uijjwgdBxSiUEDiHRiBeDpmVo/sJTPxkzK7y+9Ox52PnLwzCDmhzuboixcvjssHhoq2cs09dI8LzC/Jhk12OAY0xtpX28k8Q3HFrXQH91QOrF03wzSEkSF5oiE10mTNuGHFPZKJw5r0ONZQbiEPQtyzmHDciImT+eUdhMb9xBNPjHOXl5tuusn4I1wmxCsdJl6yOKiHRIpUKJlY8+1Eu+666wwft/6Ae75O9SnAiVdQHF54WLp0qeHHmnzjzo1rynzGRbZe/vjHPyaMxwIa41UUK2T8I5SRyBeG3J9++ql5fvjhh+MDWW8Y8iM8dziWayyGOHDnBjrOPZcvHSc8AaXut6BjbshLYDHuaYwS76STTjJguudQdnEAdiJB5+UtE/eUU04xlbpp06YYL+HEeJeWE/1rX/taDEo0KLeQJt7BT0i00v/4xz+MP+/0M9p0hOFhpQQzcaCVR6VDkXTppZcaN271Y9wTmHDJBB2eEHLw/MMf/mB48JA8Zs/l4cc9U4xHHjFe7jPKPCjJbEWnk5nPH8AD8aDoQ74R77nnnouJEoynNcb/u9/9rsGHe9kYtOGIgxUDIa+CjgYBGANfpM2jL5OG8BfFIvQNn3zyicknGkMoH1PVOy+DGj5oSHgYHeORmZn3I//QTwihc8E3hXTw524AUVbE4SUzp/7QGHCPLywM9ggD/IA57xOJ9e7d28R78cUXnXBoDHlpL2W+ncA+PHzxpfrALBULLNtA6eUmUWag4myS5QtxE0WJvENDCkDtP3yQyQjLUgj785//PGEQWT6z+clHjA8fvZrth2e30gajDjsMVg7sjwAJ//nPf44LA0UdhBLxeO3W5I3Xxc27O65kHEtCdjp4hrCCPv74Y2f5zQ7DugaJnvDXXhaSePbSoCxRiR+WQXmd2+SDpwqG52WXXWbeIUw2oedkfYrt1OEZfBFG+OMXKyt2I4lI0PzbYeQ5kSLUTgSKPgmLX6yg8B4A48br6SaoLOnZ4dAJ2LTzzjvH8UFYjCaF0AjyNCIuDHDCUi7CCsl3j9FgLiiwve5cqMAJSg7MmTFf33777X1JD/ywC48rlGTOK4wxN8YcDtt2oSRKRFBeYYMGa5pTzouhuIFix1ZCQk8BnUE6hHkg93rUq1cvZw5rx4MSkZcGzdw11fzcjoNnbCjioSrx6kTCvEBxh7INHDjQicofagfdhOOZxQM2/KBcUCQmIx7WE2u3iac8xA1CsmBx7tjQhPobP368ozeJC8Av2GKNb4B7YeJRqNvbvIMPdEFQvor+wB0Qm2bwh7SE8G2IzgNnN6DgBXa5oC4t6LkASNNQBPxGgDdXEe8BIewexK7OXJAKei5Q1jQUAQsBnGbDyIH1LZZrsI8q6MHiq9wVgVAgEJoNM6FAQzOhCBQoAiroBVqxWixFwEZABd1GQ58VgQJFQAW9QCtWi6UI2AiooNto6LMiUKAIqKAXaMVqsRQBG4GCEXQcFeXtn3bZEpr54cMJxHuyCWaE/CTseoLpI5y2CiNhpxw2auSasMuQ93jHmTsGVkGT+zQe6oat3ASdbNb8sRvRbdYqa2aJIuZin20u0uAjgsZ0kqQle5LFQgzc3fvZxWQU4yLRsv6Vk1awTBNG4rPVcXutc5VH3lJr0oXVHBAODAHvTDDHYZ9Uh1bcZcHpMfDHoRQQDpDgHYdu/CIY15BDSH7whIUc5BF5DYIKpkfHWWLsjxaCwQfsIxdz0nD/0Y9+RHwCy+wvZjCNMUkYXEhmdEF4pfMre5j56GY6wXMexn0OP1cZEFzEvj/qhG28EawEp0swtMjmmdINTnwYydQ925QzceScuJ9mwsELxkT9Ismb5NUvvsInNIYnJEN+/bIdOMKfkFg0hdVYITQMMBzhB4nxAT94BcEjqA+os7y6DwYhvFhi6Syu+PPRWcqkoeJjrMQjB4nu/KZ7YMiJkOIBB5BgtdYvCrp+fO3RUSFsJZRwuoeHycbKCASAD/4bPDBHwikzWNzgY47G7LIbKD5GanphCYPTUokIppoRBieXXmZLL27QYT6ZzxqbqJi7izllmAt68MEHjfkheMIcMcz62oRTR/vuu6/hDzPUkn87DOb66GWQBz5C20E/YIdN5xknmdiyqeGHE1Gwdw9b+GI+CjxQZpiFgjlomFNC2shDIr0AdBBoyBAGmErPmiovOBGG+sEcGmVGXLGwg3gQUMkjTo3xmesO7HDyDPlGXPSoYorLDojR1hVXXGE7mZEWBBHx0CPDWhCfCSeYwob+Baai4MbHfJ14bM+PDj30UPMOnogLk2AwSQWLQXwU1AmLB/jDOhB+cTpNTFNLIMyRE52CBO4wfw2C+W0eZptn6B7wLbk7C5gmx8k7pAN5SPQNI58wOYUwuKEmcPJzPgCjAZzhGMzv4hfGEb75zW+aZ7EQClPA8gzjgjaJuV8YCIBBPwbLxLXNDiM8eOOP7Woby6U49413tmPusGPb28YNDu6z1AgrFlNgeRQmjIVwLh7+OCfOQhXjhsC829ZPYBQBYWD0EMYjzzvvPPMONxieyJSQDuLCzDKMXYj1U7ixrXSHHc7gI69wh5EMtvVunt044qw1wsCQAoxSiPlmuKUiGOhEGCkzzBWLzgGWbOGHM/cwhgnDH3i3reqIyWsWlhjmnPwBmzAIZxtd4EYn9tWvftXJCk+vjFlkYPnXv/7VfDM4487HfZ344CF/ElH4wxowN2qGJ4x5wCIMwiKfIDH1DTduwGM4f84NgwljG7cUWwHCX36BL0/vzKsYqJS84Bdmp4WkTmD5Feaj2b6fSQcGKITEUg6wRF7EiAl4Ia9BUOqazzBFMZXEvU1cTACFQnDr57jjA4SbWMwU08jyLgEPOuggE07ek1mSgWEIu9LE/rfEE6UQPkabYFzCNs+Ld2kEJBzMCyOvYqIJZoJt008IJ8YjYDQiExKrKXYjhfgwIIE0YR1FSBo+2BcXYptmJpw0CFIHsO9uEyzBgl8q4rPaJkyicHCDhRmb0PjZYfHM56/tIMZSD9xtQefRlxFmBIS9d/i7DTzYTGB5Bt+Bm/jSDhPXjZ1YzJFGSgQdtuttEnNgYoEYjZZdHgmLhghCKSQNCRsoFSfnF/HRAdkEIyqw+gPi0aJJA9+7TYiDuEEJuq9Dd86oIRzDswlDMfzhZg0hOZDPlWKc+MM0SjG3BU0MVUFcaeYXQ3AMpdxzPwzhYYwhGcmSDpZ7khGGfLA0ihtdbMJtKCAYlICxA9w44745xTbEYMft7BkWTEHuG1US5RNDWVxMyasFDltMG0CynCTDUdy4YhOG2ukS256LCwrjiCBMx2xi89LmFWnjlhYQhtM2wVJqKgJumFagXIluU0Fc/vgda7Q2LxYU8ypDadsv0TMMfdgEQ48g+cZsv1TPUjfyK2FxvhwEw6E24WYXLJ+BZArJNvTtIEkNmcQF8vASiKC7AUCFuJUNIpTiDmsxmM+4aSQrVkCwfAKCwEojYRw+/0/42W72s3wU8mv7ybNYV8WVRJg72X8Ig7TFdLPb+gg+xmwIFk9APG2Ji56sPIJXXGDrBUKZyKKMNHRW0KSPbKwyzo+nM+YdfG1MYGkGhAYS1mxAmMPblE66+F5gcQUCAf4QepuS1ZlglK6FGXde0MDwaJOgm8iEJD/yK3FFn2JjhGcejUiQpLocd96cCD495Ezr7gZF8i/uAD2R0gJXJYNgS1vIvTEG7gDUK8nSGHoWnucapaLwREXAjrz0XPg47J412/RlBIOP3R6lJNMQC16SL3mX9CGM2Bzips4aCDu8O23JI5RhULRhRCMEXNArS0OFjx1mqITSTZcvSDDKN2xmwp1mPNyl559/3rBBGaV8wtePXzQUGCWN/LwzESzdvJOVwe0OxS0I9/YBE+nwwFcaJQmTbhrucNm+B9KjZ5IZAReX6rGBwg4XDbCFT8MOFy+C0Nu4L1uEO8+fHdvbeM+G0LpDGwv+gwcPNjbD0HPjD0IOktGEe3gmH6KsF6ebPitiTFCsFdskdtSRp0wIl1Tio4K22qZEy022v/0sdSJuWPcGsdlio00WTGxcZM1ahvMSV3qqdHBBWfnqKNOjz5w5U1iYFRUZbTmOWTzY9vkQXXZHitYbdQ9y76ADdvbyqTTIaCRs4nm8ecUqEBoPwQmafOkU5AIR9/RQ6tvdeNj8PT1zpfpGopByK7ygoIEpYZv4tlSjfBAlEvy4IOYP2npe6nDM7UKxJgRzxAgHTTusb0IhwqAaN5gHhvlfEKy9IpyQKJr4AxIn8wsNsX1NE5RCiIc8w+wyLIVCu4v7x4SgHUYYrC7ArC/eoaCDGy4WtHdxnXnmmcZyqcRN9GtryWEdVMwmgx+0t0LQLIulWHGD6WKEA15CUIbCDVc0wV3u/oKbaKIlrP0LJR/CJLJMysthxg/pw/ottPBs7ywGRaWQKJSgaQbOqEfwwx/CCuGSQl4WM6/4DriRNBpqaKahdUd44CgkaWNnIy7XFGWXrA5IOPkVBR/rPYyTKOOgsEWeWBBjqBekIzb3ERDWfuHGl3XEUA/c4BttPtwQFwpSIR45xbB6ACUjdh3y0qPxgsIS4aH8BPZQzkLTjyudhGQVBN8V8iIXXCIeVoiCoC8kwQfuIkywiW4Tltjs5RT44RIDFAxaYptwjxbc8QftrP0hSTgALhpohEPFQ7ig2YTQgbCEBzPDQjDAjw/K3QhhCQlp2oTtmrY5afABP5sgMNwDmXyi0cFHKiaT5TIKmD1G/lJdcCg8pWFCeO5ZjM13fGh4F0Ljg4/DJqxSIAxupbWJFZbGHX5okEC4bMFeSrTD41mWFm1Nvx0Gmnxp0CSfEHibsLwEPOAPgUbjj/vx8M5DWRMUN6GyvTTzjNUQWVlBGPwluudNlmnhLzegYpmK5+d28uYZS2xIW1ZAkC6WblEP9nfDG6o6xIVAyu2n+F5kaRemoOUiCUTClmcIu+TZXlaV5TPx49FhDDfp2iSrRwiDJV40RlhWRWMeBIXWZhzmgbh+JxW557WpwmbjByUT5qvuOavNK1U+sRmH18XNXD/dnV1QSqYzzLXzkOoZw3i/h4Opyix5SSeMhJXfzsoOhWequhA+nf2m8910lhdJI1W4VH4SH1Mb6KeCptAKetAFD5o/luIwn8eyoOgXgk5T+SsCyRBQQU+GjEd3KGqwdLbHHnt45KTRFQHvCKige8dQOSgCoUcg78troUdIM6gIFAACKugFUIlaBEWgMwRU0DtDSP0VgQJAQAW9ACpRi6AIdIaACnpnCKm/IlAACKigF0AlahEUgc4QUEHvDKE8+fPWS2MOCSat3GfVg8gSzICddtppJKcFg0hDeeYPARX0/GGfNGU+2ECnn366OTGFk1LuE2FJI3rwwPFSGGAQAwkeWGnUECIQ/CbbEBY67Fm67LLLCMdN/TQn3FmZZb+1H3vJO0tL/XOPgPboucc8rRT5tF+HcHyqyXGDCS45wyyOOEQBa6mpCBZ6M+m1xWBCKp7qF34EVNBDVEcwJSyXScA+Gxs9NH/IIltFNSaeIcgwoABLMnw228k9H90kWMiBBRMYwXDbJENAmNiGWWyYXkIYGJJIRZgyJLKIggYHRiLctgFT8VK//CKggp5f/ONSx/FJMfJYX19vnuUdh2Qg5BA82FRjU8LE57ZNfNheF/viCH/11VcTn20mPo/t8IfFE9iKx6k6Pq9NMB6JhgQ205PRgQceaJRzMI1kExvjIOSPTWLbzvocZgSCOOSuPL0hwN+LsSlvcxFjBizEtnMMRi4Qnu3txbnD7jsMKIDEJHRcAH6ZMGFCjHt54yxGM9j4ZVwwGHaAYQSb+GIMY9PedtPncCOgyriQtcLoKUGYS9vEn5F5RU9tE1s2Ma+wa8ZWTIxpZAyr2RyS6XXhKWaIYSEW83PwwhCe7dc7t4wkM07BlnWIrcEY67cID2ILQh1MPxsP/S+0CKigh7Zq4jMmSjHbSCFCyNDeNikcH/OLMGKg0PaHVVeQNCS2H55htBOCDhvojz76KLF5KxMEbkpdBwEV9C5SV8kEkW2gmRJA457M9Bbm56BkPOAnDUmi5TUs90EZCOLbTczcXCymGkf9L/QIqDIu9FWUOoPocUFsdTRpQDFlJcKaKCCunQYluhQRyj0QlH+wqc9WWc27/AcFn9w4I276GzIEuJVXChECvDZulGvTp0+PyxXbfTfu3PPGueNl2rRpxo977tjZZ58d45tmzDvMDQtxg2Dc2LSVCQNzy/wpxmC5Vwjv+AMPsbQqfnLPGvzdJPFYB+D20veQIKA9On+lYSLsUMP8Vy5NkLxhqQsXDWD92024ygiXX+DCANymgrvg4QbjlEKYW2O5DRZmEQbKO9yKwjbgJYi5uGDq1Kmmd3ZfMYX72LD+znbdnfDygJttcKVSoiuHJYz+5hcBtRmXX/y7TOq4vx3CjKE7GhSlroWACnrXqq+c5habdLBUh94fc3hYtMXSmlLXQ0CH7l2vznKW46OOOspMFaBhh8DzLTc5S1sT8hcB7dH9xbOguOHgDOb+uOOc7wsrqLJFrTAq6FGrcS1vJBHQoXskq10LHTUEVNCjVuNa3kgioIIeyWrXQkcNARX0qNW4ljeSCKigR7LatdBRQ0AFPWo1ruWNJAIq6JGsdi101BBQQY9ajWt5I4mACnokq10LHTUEVNCjVuNa3kgioIIeyWrXQkcNARX0qNW4ljeSCKigR7LatdBRQ0AFPWo1ruWNJAIq6JGsdi101BBQQY9ajWt5I4mACnokq10LHTUEVNCjVuNa3kgioIIeyWrXQkcNARX0qNW4ljeSCKigR7LatdBRQ0AFPWo1ruWNJAIq6JGsdi101BD4f0fNFzsWN+iJAAAAAElFTkSuQmCC"> [OER] Now, move on to [[How do you teach the students to find and cite open-source images with no copyright]] Or [[Openly licensed works of fiction on the Internet]] Or go back to [[Syllabus #3, Let Them Eat Cake: A Culinary History of France since the Revolution]] or [[The beginning]] [Image source: Francisco Goya, //The Third of May 1808//(1814), Wikimedia Commons]

Your textbook needs to find a great image of a monarch being executed. You had in mind Jacques-Louis David's famous sketch //Marie-Antoinette Being Led to Her Execution// (1793) but--alas--the only high-quality image you find is from //The Guardian//, which your library does not have a license for. You do finally find this reproduction, which is in the public domain, yet disappointingly cropped and faded: <center>[<img src="https://uploads1.wikiart.org/images/jacques-louis-david/queen-marie-antoinette-on-the-way-to-her-execution-1793.jpg!PinterestSmall.jpg">]</center> Yet, after taking some time to be a good //citoyen//, you are overjoyed to learn that, even with copyright restrictions, you can find plenty of striking images like this one (even if it is a bit large): <center>[<img 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">]</center> Search for your image in Wikimedia Commons or Flickr, by entering the search words "public domain images" or "Creative Commons images." Flickr has both open and copyrighted images while Wikimedia's are in most cases public domain). Or, in Google: go to Advanced Image Search for images or Advanced Search for anything else. In the "all these words" box, type what you want to search. In the "Usage rights" section, use the drop-down to choose what kind of license you want the content to have. Select Advanced Search. You can also search the websites of museums such as the Metropolitan Museum, the Smithsonian and the J. Paul Getty Museum, as well as national libraries--such as the New York Public Library or the Bibliothèque nationale de France--which have all recently released extensive openly licensed image banks from their collections into the public domain. For examples of how to cite, see any of the footnotes in this game, such as this one. Note that Creative Commons images already have the citation built into their embed code. And consider adding alt-text to content-bearing images for ADA-compliance. <center>[<img 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"> [OER]]</center> Move on to [[Creative Commons license]] Go back to [[Syllabus #3, Let Them Eat Cake: A Culinary History of France since the Revolution]] Or move on to [[The end]] [Image source: Villeneuve, //Matière à reflection pour les jonglers couronnés//, (1793), British Royal Museum]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/f/f1/Frustrated_blue_textbook.jpg">]</center> According to the Bureau of Labor Statistics, textbook prices have risen a almost 1000% in recent years — more than three times the rate of inflation. According to a Cengage survey titled //College Students Consider Buying Course Materials a Top Source of Financial Stress//, “about 43% of students surveyed said they skipped meals because of the expense for books, about 70% said they took on a part-time job because of the the added costs, and around 30% said they had to take fewer classes” A March 2017 study conducted by the Wisconsin Hope Lab found that, “one-third of community college students experiencing food and/or housing insecurity were both working and receiving financial aid.” Think about how a student might have to choose going to work in order to pay rent on time over going to class – or that an entire paycheck might only buy the materials for one or two courses. Even more – consider that these costs come well after many students have drained their savings and financial aid paying for tuition. (excerpts from Torrey Feldman, **The Reality of High Textbook Costs** Oct. 8, 2018, Creative Commons USA website). According to other student surveys, 65% of students say they did not buy the course textbook because it was too expensive. 94% of students who did not purchase the course text were concerned that it would negatively impact their grade in the course. Almost 50% of students said the cost of textbooks impacted how many and/or which courses they enrolled in each semester. 82% of students said they would do better in a course if the textbook were available freely online and buying a hard copy were optional. [(//Fixing the Broken Textbook Market//, a 2014 U.S. Public Interest Research Group (PIRG) study)] For another study on OER and textbook cost, see Freeing the Textbook: Open Education Resources in U.S. Higher Education, Babson Survey Research Group, 2018, pp. 18-21. (link: "link to Babson Survey") [(goto-url: 'https://www.onlinelearningsurvey.com/reports/freeingthetextbook2018.pdf')] [Image Source: //Frustrated Blue Textbook//, IMadeThat (2017), Wikimedia Commons] Go back to [[The situation]] or [[**OER** class conversion]]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/a/af/Youtube.png/240px-Youtube.png">]</center> You discuss with your librarian the pros and cons of teaching with Youtube resources and you learn with dismay that all those medleys of scenes from your favorite movies set to swelling music you love watching are actually violations of copyright. While playing a short video in class, from Youtube or any other website, generally falls under the [[Fair Use doctrine]], distributing videos--even with attribution--is not an open practice (it has not been cleared for revising/reusing/making derivative works). Linking to videos is a practice that also may not abide by copyright laws because, while courts generally agree that linking to another website does not infringe the copyrights of that site, the content in question may be unlicensed and may or may not have been uploaded lawfully. Also consider the permanence of such a resource, i.e. the link may become outdated and the content would cease to be available if it's taken down by the content provider. Some Youtube videos, however, are fine to use--and even embed--for matriculated students-->[[You find a clip of the show in the New York Times online version and reference it in your syllabus]] Or go back to more syllabi [[**OER** class conversion]] or [[The end]] [Image source: Oejitv, Logo Youtube (2014), Wikimedia Commons]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/3/30/FairUseViolationSatire.jpg">]</center> Fair use is a legal doctrine that promotes freedom of expression by permitting the unlicensed use of copyright-protected works in certain circumstances. Fair use is a common justification for copying copyrighted works. It has a long history in U.S. common law, and was included as part of the Copyright Act of 1976. There are four factors involved in fair use, each defining a continuum which favors the public’s right to information at one extreme and the copyright holder’s intellectual-property rights at the other. When these four factors are weighed against one another, they indicate whether or not a work can be used without copyright holder permission. Factor #1: What is the purpose of the use? In other words, are you using the work for commercial or non-profit purposes? Non-profit purposes tip the scale toward use; whereas commercial purposes tip the scale against use. For example, showing a documentary to students in your class would weigh in favor of use; while showing it to the general public and charging admission would weigh against use. Factor #2: What is the nature of the work?Is the work fact-based or fictional? Fair use favors the use of fact-based work over the use of fiction. For example, distributing a chapter from a textbook would weigh in favor of use; whereas distributing excerpts from a novel would weigh against use. Factor #3: How much of the work will be used? Fair use favors small portions. The less of a work you use, the more this factor weighs toward use. For example, showing ten minutes of a two-hour movie would weigh more heavily in favor of use than showing the entire movie. Factor #4: What is the effect upon the market or potential market? Simply put, this asks, “If the use was widespread, would it prevent the copyright holder from legitimately making money from the work?” For example, copying and distributing a magazine article for one-time-use would weigh toward use, while copying and distributing a play for study over the course of the semester would weigh against use. While, in principle, all factors need to be weighed in equal measure to determine whether the Fair Use principle applies in your case, you can also consult this useful checklist: https://copyright.columbia.edu/basics/fair-use/fair-use-checklist.html The Outcome: You ultimately decide to use only the most relevant portion of the book, which in this case amounts to one chapter among 10, or 10% of the whole which does not represent the book's only potential value for readers. Next|[[TED talk]] Back|[[The situation]] Or|[[See this example from Wikipedia arguing for the fair use of its reproduction of a poster from the film Danton (1983):]] [Image source: ∑ssarege∑ (talk), Fair Use Violation Sature (2009), Wikimedia Commons]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/1/10/New_Wikimedia_page_not_found-_http-_zh.wikipedia.org_wikipedia.png/308px-New_Wikimedia_page_not_found-_http-_zh.wikipedia.org_wikipedia.png?">]</center> Placing live links to TED talks depends on several factors: the copyright of the link--the author may or may not have placed it under a Creative Commons license. Consider the following, from the (link:"TED website")[(gotoURL:"http://www.ted.com")] "Transcripts and subtitles may be used under the same [[Creative Commons license]] in conjunction with the TED Talk video. Copyright on the transcripts is owned by TED and any edits, different usage rights or changes to these documents are not permitted without permission. ... Scraping video from TED.com is not permitted." The last sentence hopefully gives some guarantees in terms of safeguarding the content from link permanence, a.k.a. link rot. For more on embedding videos, go to [[Teaching with YouTube resources]] Or, go back to [[Syllabus #1, France from Louis XIV to Napoleon]] For more syllabi [[**OER** class conversion]] or [[The end]] [Image source: D2513850, //Wikimedia Page Not Found// (2011), Wikimedia Commons]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/2/2f/War_and_Peace_book.JPG/180px-War_and_Peace_book.JPG">]</center> You finally get around to looking up Syllabus 1 professor's quote from //War and Peace// to use on your wedding website and, moved by the whole experience, assign a chunk of the book as extra-credit reading. To find openly licensed works of fiction on the Internet, try the following: ・ Project Gutenberg, for works in the public domain ・ The Internet Archive, for books and audiobooks in the public domain ・ Publishers' websites for sample chapters of works under copyright ・ Doing an advanced search for open-access works in your discipline If you find a PDF of a work you need to teach on the Internet, do not assume it is a free-for-all; on the contrary, it is likely under copyright. And [[go to your librarian]] in charge of electronic resources: she or he may get in touch with the rightsholder on your behalf or provide enough copies for your class' use. [Image source: Liannadavis, //Photo of book "War and Peace" by Leo Tolstoy//, 2013, Wikimedia Commons]

Before this situation, you always thought of your subject librarian as a quaint Renaissance person shushing people who talked too loudly, akin to the 16th-century Guiseppe Arcimboldo painting //The Jurist//: <center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/f/f1/Giuseppe_Arcimboldo_-_The_Jurist_-_WGA00837.jpg/188px-Giuseppe_Arcimboldo_-_The_Jurist_-_WGA00837.jpg">] [Image of Guiseppe Arcimboldo's painting //The Jurist//, showing a member of the profession whose grim, sneering features are composed of meat and fish and whose body is made up of legal documents]</center> Yet, from now on, you will think of the profession in connection with Arcimboldo's painting //The Librarian//, now seen as Modernist--Cubist!--much before its time: <center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/7/76/Arcimboldo_Librarian_Stokholm.jpg/176px-Arcimboldo_Librarian_Stokholm.jpg"> [Image of Guiseppe Arcimboldo's painting //The Librarian//, whose features are composed of books and documents and whose mien is more noble than The Jurist's]</center> So you meet with the librarian and explain that you need to create a new syllabus and assignments, to start afresh. The librarian asks "What has worked well for you so far and what hasn't?" You say that used to teach the French Revolution using one textbook and several primary and secondary sources in paperback. The cost added up to $150 per student. This price tag used to give rise to many complaints and voilà--you have written a whole new, free textbook for them to use and base your class on. With the help of the Center of Teaching and Learning, you have added some supplementary resources, such as exam questions, to serve as ancillary online material for your textbook. However, you continue, you have not yet managed to add maps or images since you are not sure of where to look. This is a textbook you would like to eventually publish online, which you would like to give presentations about, something which causes you to feel both proud and secure in the knowledge that everything you have done to supplement it has been legally and ethically above board. So, to sum up, you are looking for primary and secondary textual sources, as well as images, audio and video. You would like to diversify the types of materials you teach from but are wary of stepping into a copyright quagmire. The librarian says: "Fortuitously, your plan--and your new textbook--come at the time that our school is unveiling a new [[**OER**]] initiative the primary goal of which is [[Saving money on textbooks]]. Did you know that you could make your class coded as zero-cost or [[**ZTC**]] if you convert your syllabus to openly licensed and/or free materials that obey copyright law? Of course, you would not be going it alone. The library has partnered with the Center of Teaching and Learning to help you through the process." "I am on board!" you say. "I want to switch up the rest of my materials and review my teaching strategy in the process. And now that I am an open textbook author, I want to abide by the best copyright practices." While doing an internet search to see what if any of your teacher-colleagues are on the same page, you find three full course syllabi, with modules, tests and live links that you would like to use as a jumping-off point for your new course. Choose one of the three syllabi below to encounter several types of teaching materials and best practices in handling them. At several points, the game will give you the choice to go back to the beginning where you can choose another syllabus. Here are your three options: [[Syllabus #1, France from Louis XIV to Napoleon]] [[Syllabus #2, The French Revolution in the Modern World]] [[Syllabus #3, Let Them Eat Cake: A Culinary History of France since the Revolution]] [Image sources: Guiseppe Arcimboldo, //The Librarian// (1562) and //The Jurist// (1566), Wikimedia Commons]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/b/b0/Copyright.svg/197px-Copyright.svg.png"><img src="https://upload.wikimedia.org/wikipedia/commons/3/39/Cc-public_domain_mark_white.svg">]</center/> Not all works are protected by copyright law. Works that are not protected are in the public domain and can be used freely. The following works are in the public domain: 1) Most works created by the U.S. government 2) Most works published before 1923 3) A fact, factual works, ideas, or logos 4) Any work which the creator wants to release to the public to be reproduced, copied and distributed freely 5) Works published between 1923 and 1989 where the copyright holders did not renew copyright or put the © mark. //As a rule, you should always assume a work is protected by copyright unless you can prove it is not.// Remember, even an item that does not bear a copyright notice can be protected by copyright. The Copyright Act doesn’t require a notice. The current law on copyright in the United States extends to the author's life plus 70 years; other clauses depend on other issues, such as the kind of work in question (e.g. corporate). All works published in the United States prior to 1923 entered the public domain on January 1, 2019, the first major release of copyrighted works in 20 years. (The one notable exemption is the Disney Company, which negotiated an extension on the expiration of copyright until 2024). Always consult the (link:"U.S. Copyright Office")[(gotoURL:"https://www.copyright.gov/title17/")] for the most up-to-date legislation. For a website that provides information on finding and using public domain material in the United States, see (link:"Public Domain Sherpa")[(gotoURL:"http://www.publicdomainsherpa.com")]. The first-sale doctrine constitutes an important exception to copyright law. As per the Wikipedia definition, it "enables the distribution chain of copyrighted products, library lending, giving, video rentals and secondary markets for copyrighted works (for example, enabling individuals to sell their legally purchased books or CDs to others)." However, the right of first sale does NOT extend to electronic copies or digital transfers--or digital slides, as in our example, because the recipient receives a new copy of the work. Some more special instances: ・ Doing a translation of a work generally requires getting the rights from the creator of the work or the holder of the copyright unless the claim can be made that the translation is an original work in and of itself--for example, a new translation of an ancient Greek play or epic poem. The underlying work would need to be in the public domain, and the translator may claim copyright if she is working from the original or an early version--there is likely enough originality to make the translation eligible for copyright since these works usually exist in fragmented/multiple versions. ・ According to the U.S. Copyright law, a work must be original to be copyrighted. Therefore, your photograph of a public-domain painting, e.g. //The Mona Lisa// that has no additional element to it and is not original should be treated as just a reproduction and you would not get a copyright to it. As stated by Judge Kaplan in the 1998-99 case //Bridgeman Art Library, LTD v. Corel Corp.//, "[C]opying, per se, however much skill or labour may be devoted to the process, cannot make an original work (loc. cit. at 371). However, because this area of copyright has been rife with disagreements and litigation, the best practice when it comes to disseminating reproductions of artwork is to make sure the reproduction is openly licensed. Move on to [[Creative Commons license]] Or go back to [[Syllabus #1, France from Louis XIV to Napoleon]] Image sources: MikeBlogs, //Copyright Logo, All Rights Reserved// (2008) and Creative Commons Public Domain Mark button, Wikimedia Commons (2012)

This Interactive Guide to Using Copyrighted Media in Your Courses is a resource created by Baruch's Computing and Technology Center and Kognito Interactive, which is owned and managed by Baruch alumni, for use by the Baruch community: (link:"Copyright tutorial")[(gotoURL:"https://www.baruch.cuny.edu/tutorials/copyright/")] To practice further, [[Choose a musical resource]] Or go back to [[**OER** class conversion]]

<center>[<img src=https://upload.wikimedia.org/wikipedia/commons/thumb/5/57/A_Versailles%2C_%C3%A0_Versailles_5_octobre_1789_-_Restoration.jpg/320px-A_Versailles%2C_%C3%A0_Versailles_5_octobre_1789_-_Restoration.jpg>]</center> The librarian lets you know of a student-annotated dramaturgical casebook that she has heard of at an **OER** conference, called (link:"//La France Sauvée ou le Tyran Détrôné//")[(goto-URL: "https://uw.pressbooks.pub/lafrancesauvee/part/play/")], performance notes for a play by a pioneering--and also decapitated--feminist author named Olympes de Gouges, also published as an analog copy through the open book creation platform Pressbooks. "//Quelle chance!//" you exclaim. "I have been to the (link:"Center for Teaching and Learning at Baruch")[(goto-URL:"https://blogs.baruch.cuny.edu/ctl/")] and, based on their recommendations, would like to create an active learning assignment for my students. I have always been against that old "sage-on-the-stage" approach, the “banking model of education” in which learners were simply vessels waiting to be filled with educational material. Like my idol Paolo Freire, I believe that all learning is built from experience. So I would like my students to collect and annotate a series of recipes from eighteenth-century France. I want to the students to add their own research on the availability of various ingredients and then follow up with a discussion of how much French commerce was reliant on its colonies." The librarian turns out to have written a whole guide on open pedagogy (link:"faculty guide on open pedagogy")[(goto-URL:"https://libguides.brooklyn.cuny.edu/research/oer/pedagogy")]. She informs you that this kind of assignment belongs to the domain of [[open educational practices]]. Also, in the conversation with the librarian, she asks how you plan to share your textbook--still a text file sitting in your computer's drive, not backed up--with the world. You say you have thought of printing your textbook with Amazon because of the low printing fees involved and distribute it to students for free or for a small cost. Your librarian suggests (link: "Pressbooks")[(gotoURL: "https://pressbooks.com")] or another publishing platform, (link: "Manifold")[(gotoURL:"https://cuny.manifoldapp.org")], instead. [[**ZTC**]] Or you say that you have selected to upload your textbook on your school's subsite of the most extensive collection of openly licensed academic texts, CUNY Academic Commons or one of the nationwide repositories recommended on (link: "TeachOER") [gotoURL: "https://www.teachoer.org")], an introduction to OER across the web, as well as to teaching materials and purveyors developed especially at Baruch College. You also decide to begin uploading public-domain images and maps into the text of your textbook with the help of your students, making it now just an **OER**, but an open pedagogical resource. Explore [[How do you teach the students to find and cite open-source images with no copyright]] Or go back to [[Syllabus #3, Let Them Eat Cake: A Culinary History of France since the Revolution]] [Image source: //Journées des 5 et 6 octobre, A contemporary illustration of the Women's March on Versailles// (1789), Wikimedia Commons]

You have come to the end of the conversion of your class to open and zero-cost resources and have learned about the intricacies of copyright, Creative Commons and the public domain. Now go ahead and tell other people about it! <img src="https://live.staticflickr.com/7025/6476689463_affd5e415b_b.jpg"> [Image source: Alan Levine, //Open Is Welcoming// (2011), Flickr] To start over again, go to [[The beginning]]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/c/c6/Oeps.jpg">]</center/> Open Educational Practices (OEPs) means practices where the open refers to opening and widening the paradigm of resources and content-based education. The vision behind is to achieve a situation in which resources are no longer the sole focus, but in which practices within a domain (e.g. Engineering, Medicine, etc.) are the focus of education. See Conole, G.C., Ehlers, U.D. (2010) //Open Educational Practices: Unleashing the Power of **OER**.// Paper presented to UNESCO Workshop on **OER** in Namibia 2010. Go back to [[go to your librarian]] [Image source: Arjen, Nederlands Logo (2009), Wikimedia Commons]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e5/Ростова_пастернак.jpeg/170px-Ростова_пастернак.jpeg"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/f/fb/Lindroth_The_Absent-minded_Professor.jpg/196px-Lindroth_The_Absent-minded_Professor.jpg">]</center> The professor meets you with a steaming Limoges porcelain cup, brushing away stray crumpets from his cravat, and declaims, "My dear, you approach your subject from the wrong angle. I was lucky enough to study Russian literature in college and will let you in on a little secret: NO ONE gets why Napoleon was defeated if they have not read //War and Peace//. Listen to this quote: 'For a few seconds they looked silently into each other's eyes, and the distant and impossible suddenly became near, possible, and inevitable.' Aaah... all of humanity... two characters finally confessing their love for each other. Nikolai and Princess Maria... And now--you have not lived until you've tried this clafoutis Marie Antoinette." "What is he talking about?" you wonder to yourself, as you dutifully snap a picture of the Tolstoy quote with your phone. You were always shaky on the Russians--your purview is further to the West. But the quote //was// rather nice. "Wouldn't it be nice to use that quote on my wedding website," you think. "Hmm... I wonder which translation this is," the professor continues, looking at his book, "the old-fashioned nineteenth-century one by Louise and Aylmer Maude or the modernized one from 2011 by Richard Pevear and Larissa Volokhonsky..." Oh... so in one case, the quote is in the public domain and, in the other, under copyright. You make a mental note to yourself to check. Your wedding website is being featured in some fancy publications and you can never be too careful these days. To find out more about copyright--->[[Copyright law]] You complement the professor on his teaching and literary taste explain to him that you would love to use his materials. However, you have some questions and concerns. While you are having tea with the professor, you explain to him that the copyright symbol is no longer the guarantee of copyright--any work authored in the U.S., either electronically or on paper, is automatically protected by U.S. copyright. Moreover, works published on the Internet, including social media, obey the same copyright laws as paper-based ones. In fact, the Digital Millenium Copyright Act, signed into law by President Bill Clinton in 1998, was created for the protection of digital property. "This reminds me, professor," You say. "I know you rely on your teaching fellows to set up your materials. However, check the provenance of all photos, videos and written content you publish and encourage all the contributors to your website to do the same." The professor says, "Tell me more!" [[How do you teach the students to find and cite open-source images with no copyright]] "I do not agree with these newfangled rules," the professor says crabbily. "I am doing quite well with my paper-based textbook." And then (text-style: "fade-in-out") [suddenly the lights fade in and out] and the apartment starts violently (text-style: "rumble") [shaking]! [[There is an earthquake]] or [[A frantic grad student runs in, screaming, "You have been served a DMCA takedown notice!"]] else go back to [[Syllabus #1, France from Louis XIV to Napoleon]] or [[The beginning]] [Image sources: Leonid Pasternak, Illustration of events in Leo Tolstoy's novel //War and Peace// (1895), Wikimedia Commons. Per Lindroth, //The Forgetful Professor// (1929), Wikimedia Commons]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/d/d5/Jacques-louis_david%2C_marat_assassinato%2C_1794%2C_01.jpg/199px-Jacques-louis_david%2C_marat_assassinato%2C_1794%2C_01.jpg">] [Image of Jacques-Louis David's framed painting //Marat Assassinated//]</center> You privately contact the professor emeritus to ask if you can reuse only one or two of his assignments and he agrees. You see that the professor has included a PDF of a short book from 1992 on Robespierre's Terror, //Marat in the Bathtub//, with some of his study questions. You get permission from the professor to use similar questions to his as long as you cite his name in your assignment. As for the book, your find it in your college library. You then either -copy the book in its entirety, create a PDF file of the book and put it on the Blackboard page of your course [[Copyright law]] - or use only the most relevant portion of the book, which amounts to one chapter among 10, or approximately 10% of the whole [[Fair Use doctrine]] [Image source: Jacques-Louis David, //Marat Assassiné/Marat Assassinated// (1793), Wikimedia Commons] Back to [[Syllabus #1, France from Louis XIV to Napoleon]] or [[**OER** class conversion]]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/4/44/Image_removed_DMCA.png">]</center/> HOW TO REACT IF YOU GET A TAKEDOWN NOTICE Do not panic! -Take down the offending content -Or? Willing to risk a fight? Explain that the content is legit/yours/fair use HOW TO PROTECT YOURSELF -Check the provenance of all photos, videos and written content you publish -Encourage all the contributors to your website to do the same HOW TO SERVE ONE (for instance, if the content on your website was used without your permission) -Write a takedown request signed with your address and phone number to the author of the website -If no response comes within 14 days, you can sue -Register your work with the U.S. Copyright Office to file a lawsuit [[Back|Go to the professor's house for tea to discuss his syllabus.]] Or go back to [[Syllabus #1, France from Louis XIV to Napoleon]] or [[The beginning]] [Image source: "Image removed due to DMCA notice" – intended to replace a deleted image in articles where the Commons image has been deleted (2012), Wikimedia Commons]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/a/ac/Earthquake_House_Icons.svg/246px-Earthquake_House_Icons.svg.png"><img src="https://upload.wikimedia.org/wikipedia/commons/thumb/a/aa/Alexis_de_tocqueville.jpg/179px-Alexis_de_tocqueville.jpg">]</center/> As the earth rumbles and splits opens, the professor tries to run back into the house, screaming, "My books! My books! I have to teach tonight and my Tocqueville is in there, along with my handwritten notes for the class! My memory suddenly fails me... tonight will be a disaster without those materials..." You restrain and comfort him--surely, you can find a text for Alexis de Tocqueville's //The Old Regime and the French Revolution//, published in 1856, in the public domain. You also promise the still-distraught professor that you will find resources around the subject in one of the **OER** repositories. You check the websites for OER Commons, Merlot, OpenStax, Orange Grove Textbooks and the Open Textbook Library and, inspired, come up with some ideas for the professor's first ever open-source class--and make a mental note to use some of the quizzes and other supplemental materials for your own course. <center>[<img 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"> [OER]]</center> Next, go to [[TED talk]] Or go back to [[Syllabus #1, France from Louis XIV to Napoleon]]. To see more syllabi--->[[**OER** class conversion]] [Image sources: //Earthquake Identification//, Iconathon (2016), and Théodore Chassériau, //Alexis de Tocqueville//(1850), both Wikimedia Commons]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/4/48/Pils_-_Rouget_de_Lisle_chantant_la_Marseillaise.jpg/296px-Pils_-_Rouget_de_Lisle_chantant_la_Marseillaise.jpg">]</center> What is a resource on the French Revolution without the French revolutionary song //par excellence//? You find a recording of //La Marseillaise// on the French government's website and play it to your class. This specific version does not have an embed code. The one that does is a hip reimagining of the nation's first anthem as a rock song. //C'est la vie//, you sigh, putting in the code, everyone is modernizing the past these days. At least it will be a free sort-of //Marseillaise// to listen to for your students. <center>[<iframe width="543" height="150" margin="0" padding="0" scrolling="no" frameborder="0" src="https://music.instantlicensing.com/embed/french-national-anthem-la-marseillaise-full-mix-1139088"></iframe> [Audio recording of //La Marseillaise// as a rock song]]</center> <center>[<img 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">] [Zero-cost but not OER or openly licensed]</center> You also decide to create a derivative of the national anthem, putting in a voiceover commentary for your students. This is possible because the song is in the public domain. For a review of these concepts, go to [[Copyright law]] Or go on to [[Teaching with YouTube resources]] Or go back to [[Syllabus #2, The French Revolution in the Modern World]] [Image source: Isidore Pils, //Rouget de Lisle Singing The Marseillaise (Rouget de Lisle chantant la Marseillaise)// (1856), Wikimedia Commons. Audio source: Warner Chappell, //French National Anthem--La Marseillaise--Full Mix// (1999), licensed for free for games.]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/d/db/Somov_open-door-garden.jpg/199px-Somov_open-door-garden.jpg">]</center> <center>[**The Situation**]</center> It is the beginning of the semester at your state college where you are an associate professor of European history. Looking out the window at the trees that will soon change color, you are plunged deep in thought about the coming academic year and how it may be different from the ones that passed. You have taught the course //1789: France and the Age of Revolutions// many times over the past decade. You have always struggled with how unsatisfactory and expensive textbooks on the subject are. You would also like the textbook material to pay more than lip service to all the countries in the world that had revolutions on the model of the French one--Haiti (then a French colony), Ireland (then an English colony), several Spanish colonies in Latin America, Serbia and Greece (then colonies of the Ottoman Empire). Given that your students come from so many diverse and international backgrounds, you wish there were some texts that talked more at length about their histories. The last semester that you taught the class, assigning the $120 textbook //The French Revolution// (20th edition, revised, with added audiovisual content) your students staged a minor revolt, refusing to buy or read the overpriced book, dressing up as sans-culottes during your class, and presenting you with a Marie Antoinette wig and a plate of cakes as a not-so-subtle hint. <center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/5/5f/Louise_Elisabeth_Vigée-Lebrun_-_Marie-Antoinette_dit_«_à_la_Rose_»_-_Google_Art_Project.jpg/198px-Louise_Elisabeth_Vigée-Lebrun_-_Marie-Antoinette_dit_«_à_la_Rose_»_-_Google_Art_Project.jpg">]</center/> Scarred by this experience, yet slightly cushioned by a small writing fellowship, you have spent all of last summer writing your own textbook using the material you have taught so many times that you practically know it by heart. You have received help from (link: "Baruch's Center for Teaching and Learning")[("goto-URL:"https://blogs.baruch.cuny.edu/ctl/")] whose team has advised you on matters of pedagogy and suggested a set of in-class exercises to supplement a new, up-to-date text. You also have a student (whom you credit as your coauthor) help you do additional research and content entry and a kind colleague read over the finished text. Looking back, you wish you could have used maps and images but do not feel that you have the technological know-how, so for now the textbook lives as a word document on your laptop. You would like to use this textbook as the basis for revamping your stale course, **The History of the French Revolution**, which you will rename **French Revolution(s): 1789 and the World** and make it zero-cost to your students, with the content being openly licensed and shareable with others. You are doing this because: Inspired by your textbook authorship, you want to have control over your course material and show how lessons from the French Revolution were applicable for global society. You would like to create many of your own assignments for this brand-new course and to promote active learning in your class. You want to be more creative with your pedagogy. You are coming to realize that, as good as your text is, you need auxiliary materials--audiovisual ones--to make it stronger. There is political pressure within your department to follow copyright laws and best practices concerning fair use. You know you are (text-style: "blink")[up for tenure] and need to be extra careful. So you decide to contact your subject librarian.--->[[**OER** class conversion]] Image source: Konstantin Somov, //Open Window on a Garden// (1936), Wikimedia Commons. [This narrative was inspired by the example of Dr. Helmut G. Loeffler, Associate Professor of History at CUNY-Queensborough Community College and his authorship of the **OER** textbook //Introductory Guide to Ancient Civilizations// (2015), in collaboration with Arturo Enamorado III, a Queensborough CC student. The text is available on CUNY Academic Commons; see http://academicworks.cuny.edu/qb_OERs/13. Loeffler and Enamorado's work was the subject of a roundtable presentation at the 16th Annual Open Education Conference, Oct. 30-Nov. 1, 2019 in Phoenix, AZ. For other history **OER**s, see OpenStax, the Open Textbook Library, Orange Grove Textbooks and the "massively collaborative" open U.S. history textbooks by American Yawp and Lard Bucket. For a description of open history resources, see https://libguides.humboldt.edu/openedu/hist]

<center>[<img src="https://upload.wikimedia.org/wikipedia/en/6/66/DantonPoster.jpg">]</center> [Image of a poster for the 1983 film //Danton//, featuring Gérard Depardieu in the title role] Wikipedia's Fair use rationale for //Danton// (1983 film) -The poster's use on Wikipedia is entirely encyclopedic in nature. -For an article about a film, the original poster is arguably one of the most important images that could be included. -No free or public domain images have been located for this film. -The image is of lower resolution than the original poster (copies made from it will be of inferior quality). -The poster is to suggest something of the film's genre and style. -The poster is being used for informational purposes only, and its use is not believed to detract from the original film in any way. -The poster is used on various websites, and its use on Wikipedia does not make it significantly more accessible than it already is. My Fair Use rationale is all of the above, plus: Since the film //Danton// is being discussed in this game, an image of the film arguably needed to be included. The game is being used for educational purposes. Back to [[Fair Use doctrine]]

<center>[<img src="https://upload.wikimedia.org/wikipedia/commons/thumb/e/e1/Creative_commons_license_spectrum.svg/296px-Creative_commons_license_spectrum.svg.png">]</center> The Creative Commons organization was created in 2001 by Lawrence Lessig, Hal Abelson and Eric Eldred with the objective of creating free culture licenses to encourage the redistribution of knowledge. CC Commons has since become the open alternative to copyright, covered by U.S. copyright law, that allows creators to share and distribute their work on their own terms. There are currently six Creative Commons licenses, which are made up by remixing the four icons on this chart. Only three of these, CC0, CC-BY and CC-BY--SA, are fully open licenses; the rest have restrictions on use (such as NC and ND) and are therefore not considered **OER**. Note that the licenses are legal and all it takes to make one for your work is to remix the letters as you would like (sometimes the same work can hold several licenses) and include the code in your footer. The Creative Commons movement has been credited with various transformations in the domain of copyright, such as the 2019 mass release of copyrighted works into the public domain and the introduction of more open material on YouTube. For the most complete and up-to-date information on this subject, as well as instructions on how to craft your own license, go to (link:"Creative Commons website")[(gotoURL:"https://creativecommons.org")] For a video on how to create your own Creative Commons license, see (link:"Creative Commons tutorial")[(gotoURL:"https://creativecommons.org/about/videos/creative-commons-kiwi/")] NB: The license has to carry a proper annotation where you credit the creator, provide the title of the work; provide the URL where the work is hosted; indicate the type of licence it is available under and provide a link to the licence (so others can find out the licence terms). Back to [[Syllabus #1, France from Louis XIV to Napoleon]] or [[The situation]] [Image source: Shaddim, Original Creative Commons license Spectrum (2016), Creative Commons]

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