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<p><strong>Hours</strong>: 8</p>
<p><strong>EQF level</strong>: 5</p>
<p><b>LESSON LEARNING OUTCOME/S</b>: </p>
<ul>
<ul>
<ul>
<li>Understanding Legal Frameworks for AI-Generated Works</li>
<li>Analyzing Case Law and Legislation</li>
<li>Applying Protective Measures for Intellectual Property</li>
</ul>
</ul>
</ul>
<p><strong>LESSON OVERALL DURATION</strong>: 500 minutes</p>
<p><strong>Watch the videos attached:</strong></p>
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<div style="padding: 56.25% 0 0 0; position: relative;"><iframe src="https://player.vimeo.com/video/1024735384?h=4d4a055634&badge=0&autopause=0&player_id=0&app_id=58479" frameborder="0" allow="autoplay; fullscreen; picture-in-picture; clipboard-write" style="position: absolute; top: 0; left: 0; width: 100%; height: 100%;" title="Lesson 6.1: Introduction to Legal issues regarding AI"></iframe></div>
<script src="https://player.vimeo.com/api/player.js"></script>
<p></p>
</div>
</div>
<div class="vert vert-2" data-id="block-v1:CYANOTYPES+CUDT+2024_00+type@html+block@babe75eb33f2489f81104fd92a560993">
<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-course-id="course-v1:CYANOTYPES+CUDT+2024_00" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="html" data-usage-id="block-v1:CYANOTYPES+CUDT+2024_00+type@html+block@babe75eb33f2489f81104fd92a560993" data-request-token="a7366dd6bbb711f08f80e26e61a90624" data-graded="False" data-has-score="False">
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<div style="padding: 56.25% 0 0 0; position: relative;"><iframe src="https://player.vimeo.com/video/1024735580?h=a56b61a1b7&badge=0&autopause=0&player_id=0&app_id=58479" frameborder="0" allow="autoplay; fullscreen; picture-in-picture; clipboard-write" style="position: absolute; top: 0; left: 0; width: 100%; height: 100%;" title="Lesson 6.2: A Comparative Overview of the US and EU"></iframe></div>
<script src="https://player.vimeo.com/api/player.js"></script>
<p></p>
</div>
</div>
</div>
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<p><strong>Objective</strong>: The objective of this item is to explore and address the legal challenges of originality and authorship in AI-generated works under EU copyright law.</p>
<p><strong>Duration</strong>: 50 minutes</p>
</div>
</div>
</div>
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<p><strong>Objective</strong>: The objective of this item is to examine the challenges of inventorship and patentability of AI-generated inventions under current patent laws.</p>
<p><strong>Duration</strong>: 50 minutes</p>
</div>
</div>
</div>
<script type="text/javascript">
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<div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-course-id="course-v1:CYANOTYPES+CUDT+2024_00" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="html" data-usage-id="block-v1:CYANOTYPES+CUDT+2024_00+type@html+block@fbda6f041e2c4093a675280c37b68555" data-request-token="a7366dd6bbb711f08f80e26e61a90624" data-graded="False" data-has-score="False">
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<p><strong>Objective</strong>:<strong> </strong>The objective of this item is to explore the issues of distinctiveness and consumer confusion in the context of AI-generated trademarks and their protection under trademark law.</p>
<p><strong>Duration</strong>: 50 minutes</p>
</div>
</div>
</div>
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<p><strong>Objective:</strong> The objective of this item is to address the protection and disclosure challenges of AI-related trade secrets in maintaining competitive advantage.</p>
<p><strong>Duration</strong>: 50 minutes</p>
</div>
</div>
</div>
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<p><strong>Objective</strong>: The objective of this item is to examine legal precedents and emerging trends in intellectual property rights related to generative AI.</p>
<p><strong>Duration</strong>: 50 minutes</p>
</div>
</div>
</div>
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<p><strong>Objective:</strong> The objective of this item is to explore ethical considerations, including ownership, accountability, bias, and fairness, in the context of generative AI and intellectual property.</p>
<p><strong>Duration</strong>: 50 minutes</p>
</div>
</div>
</div>
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<p><strong>Objective</strong>: The objective of this item is to explore ethical considerations, including ownership, accountability, bias, and fairness, in the context of generative AI and intellectual property.</p>
<p><strong>Duration</strong>: 50 minutes</p>
</div>
</div>
</div>
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<p style="text-rendering: optimizelegibility; margin-top: 0px; margin-right: 0px; margin-left: 0px; padding: 0px; border: 0px; outline: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-variant-alternates: inherit; font-variant-position: inherit; font-stretch: inherit; font-family: "Open Sans", "Helvetica Neue", Helvetica, Arial, sans-serif; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit; font-size: 16px; vertical-align: baseline; color: rgb(49, 49, 49);">Falta perguntas para o final assessment:</p>
<p style="text-rendering: optimizelegibility; margin-top: 0px; margin-right: 0px; margin-left: 0px; padding: 0px; border: 0px; outline: 0px; font-variant-numeric: inherit; font-variant-east-asian: inherit; font-variant-alternates: inherit; font-variant-position: inherit; font-stretch: inherit; font-family: "Open Sans", "Helvetica Neue", Helvetica, Arial, sans-serif; font-optical-sizing: inherit; font-size-adjust: inherit; font-kerning: inherit; font-feature-settings: inherit; font-variation-settings: inherit; font-size: 16px; vertical-align: baseline; color: rgb(49, 49, 49);"><img 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