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	<title>generative art ai 1 | CA Samrat Shukla</title>
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		<title>generative art ai 1</title>
		<link>https://samratshukla.com/generative-art-ai-1/</link>
					<comments>https://samratshukla.com/generative-art-ai-1/#respond</comments>
		
		<dc:creator><![CDATA[Samrat]]></dc:creator>
		<pubDate>Tue, 02 Dec 2025 22:27:48 +0000</pubDate>
				<category><![CDATA[generative art ai 1]]></category>
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					<description><![CDATA[<p>AI has been creating art since the 1970s: the evolution of a paradox Generative AI Meaning: Understanding the Basics The AI artist can continuously adapt to the preferences of its collectors, modifying the aesthetics of its works based on feedback from its community of over 5,000 participants. To ensure generative AI serves society without undermining [&#8230;]</p>
The post <a href="https://samratshukla.com/generative-art-ai-1/">generative art ai 1</a> first appeared on <a href="https://samratshukla.com">CA Samrat Shukla</a>.]]></description>
										<content:encoded><![CDATA[<p>AI has been creating art since the 1970s: the evolution of a paradox </p>
<h1>Generative AI Meaning: Understanding the Basics</h1>
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" width="303px" alt="generative art ai"/></p>
<p><p>The AI artist can continuously adapt to the preferences of its collectors, modifying the aesthetics of its works based on feedback from its community of over 5,000 participants. To ensure generative AI serves society without undermining creators, we need new legal and ethical frameworks that address these challenges head-on. Only by evolving beyond traditional fair use can we strike a balance between innovation and protecting the rights of those who fuel creativity. The fair use doctrine was designed for specific, limited scenarios—not for the large-scale, automated consumption of copyrighted material by generative AI.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="generative art ai"/></p>
<p><p>Over the past few decades, advances in information technologies have allowed firms to move from decision-making on the basis of intuition and experience to more automated and data-driven methods. As a result, businesses have seen efficiency gains, substantial cost reductions, and improved customer service. For one project, our artists drew the main character from every single pose and angle, a handful of background characters and four buildings. Then we can go and make a whole city out of that, and it retains the artist’s style,” said Trillo. “It allows us to do this world building and iterating faster, rather than having the artists do each and every thing.&#8221; This isn’t overly shocking when you realize that most of these datasets are crafted by using AI or some related online tool.</p>
</p>
<p><h2>Prompt Engineering And Personas</h2>
</p>
<p><p>The person devising the dataset tells the AI or tool to generate tons and tons of personas and store them in a dataset. The surprise for many is that the number of AI personas in these datasets is usually in millions or billions of instances. You don’t have to be dogmatic about using the AI personas strictly as specified in the datasets. When AI-generated content competes with human creators, courts are unlikely to view its use of copyrighted material as fair. This process turns a chaotic data ecosystem into something that can be queried with precision.</p>
</p>
<p><h3>Why does AI art screw up hands and fingers? &#8211; Britannica</h3>
<p>Why does AI art screw up hands and fingers?.</p>
<p>Posted: Wed, 15 Jan 2025 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiiwFBVV95cUxPeHhkb2x4MlRtRzBOV3JHR2ctNkg5NWlZQm1VcHNyVmNVV0drSktUN2FZcG9WNlhISkdTOXBXVWh5VG1aUmh1bmZ6dUxqQy1FQldDbU1PUHNLQTFCOEcwWmRsR2g3T3I4bHhXWC1iTzlwVGlvUDZyQjEta2ZoT19Eckdfb3BrMnhjNWVr?oc=5' rel="nofollow">source</a>]</p>
</p>
<p><p>You can invoke multiple AI personas and use just the one from the dataset as the core baseline. Another equally fine approach consists of describing the overall nature of a persona that you want to have invoked. On one side, it invites us to celebrate innovation and the expansion of creativity; on the other, it forces us to confront the limits of our definition of what creation itself means. Perhaps it’s not about determining whether all this is good or bad but about learning to live with a  future where these questions will remain open.</p>
</p>
<p><p>And lastly, the biggest concern is that some fear that generative AI might replace human jobs in creative fields. A commonly referenced method of custom-model training is creating LoRAs, which refers to low-rank adaptation. Sources suggested that an IP or specific project could involve creating and applying a set of distinct LoRAs, such as one for a specific character and another for the animation style. I am going to look at one called FinePersonas and another dataset known as PersonaHub. The datasets that provide AI personas are pretty much all relatively similar. The typical format is a spreadsheet-like structure that houses the AI persona descriptions.</p>
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<p><h2>Devising From Scratch Or From Dataset</h2>
</p>
<p><p>In the film and gaming industries, generative AI creates realistic characters, landscapes, and animations. AI-generated music is also used for background scores and soundtracks. Generative AI meaning can be defined as a type of  artificial intelligence that is used to create content. It differs from traditional AI models, which are typically used to recognise patterns or make predictions.</p>
</p>
<p><p>Governments and organizations will likely establish regulations to address ethical and legal concerns. The term “generative” comes from the word “generation,” meaning the creation or production of something. Essentially, generative AI enables machines to simulate creativity and produce outputs that closely resemble human-made content. Companies face a variety of complex challenges in designing and optimizing their supply chains. Increasing their resilience, reducing costs, and improving the quality of their planning are just a few of them.</p>
</p>
<p><h2>AUGMENTED HUMANS: “AI, CHECK MY GRAMMAR”</h2>
</p>
<p><p>Conventional spreadsheet skills are usually all that you need to know. While fair use—a legal framework allowing limited use of copyrighted material without permission—has long been a pillar of creativity and innovation, applying it to generative AI is fraught with legal and ethical challenges. We can use retrieval + generative technology; grounded on our ontologies and known prior knowledge, to assist in this interrogation. We can begin to identify gaps in our knowledge, areas of contradiction, or create focus and reduce unnecessary duplication.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="308px" alt="generative art ai"/></p>
<p><p>This technology can help synthesise information into insights you can use, making sense of your data, connecting dots and highlighting patterns that would be impossible for humans to identify alone. Data Engineering is the discipline that takes raw, unstructured data and transforms it into actionable, high-value insights. Without a strong data foundation, the $10M average that 1 in 3 enterprises are spending on AI projects next year alone, are setting themselves up for failure. Generative AI is a new and cutting-edge technology that is changing the way we create and consume content.</p>
</p>
<p><p>Fair use traditionally applies to specific, limited uses—not wholesale ingestion of copyrighted content on a global scale. Yet even with the positives described above, fine-tuning for content creation still holds a plausible degree of ethical and legal risk for studios. Likewise, even as a few AI studios and independent creators pursue new methods, sources told VIP+ the major traditional studios still see legal and consumer backlash risks as reasons not to use AI for consumer-facing content. These studio teams see fine-tuning as a way of executing on original IP developed in-house. Sources reflected that training custom models speeded and scaled artistic output while remaining visually consistent with the original IP or project.</p>
</p>
<ul>
<li>On one side, it invites us to celebrate innovation and the expansion of creativity; on the other, it forces us to confront the limits of our definition of what creation itself means.</li>
<li>You don’t have to be dogmatic about using the AI personas strictly as specified in the datasets.</li>
<li>However, some artists have gone further, involving AI not as a mere passive tool but as an active subject in the creative process.</li>
<li>It is also used to create synthetic medical data for research purposes.</li>
</ul>
<p><p>Sources described this process being done and seen as creatively viable for animation. In-house artists or animators develop a “core set” of original concept art representative of the original character or project. These assets form the dataset used to train any foundation image or video model the studio prefers (e.g., Stable Diffusion). The resulting fine-tuned model can then be used to drive subsequent content creation, whether producing outputs that replicate the studio’s specific characters or an aesthetic style present in the art assets. Generative AI is powered by advanced algorithms and machine learning techniques.</p>
</p>
<p><h2>PEOPLE MOVES</h2>
</p>
<p><p>For others, if you are conducting a subject-based study and want to have a swath of AI personas, or if you are unsure of what AI persona you want to invoke, these datasets can be quite valuable. Indeed, any kind of large-scale testing of AI or using AI to generate lots of outputs of synthetic data can be streamlined by leveraging an AI persona dataset. That being said, I don’t want to seemingly diminish the heroic and thankful effort of those who put together these datasets. There is admittedly more elbow grease and hard work that goes into establishing a useful and usable personas dataset.</p>
</p>
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" width="300px" alt="generative art ai"/></p>
<p><p>The use cases for generative range over various topics, from writing to art and marketing to healthcare. One important thing to keep in mind is that it must be used responsibly, like any other AI tool. We can make the most of generative AI by understanding its meaning, workings, and implications. “No scraped data will be part of the pipeline once that becomes available,” said Trillo.</p>
</p>
<p><p>Everyone is enamoured with generative AI and state-of-the-art model releases, often overlooking that it’s the data foundation that will make or break your use case (&amp; the relative investment you’ve made). In today’s column, I showcase a novel twist on the prompting of personas when using generative AI and large language models (LLMs). You conventionally enter a prompt describing the persona you want AI to pretend to be (it’s all just a computational simulation, not somehow sentience). Well, good news, you no longer need to concoct a persona depiction out of thin air.</p>
</p>
<p><p>• Automated writing tools might undercut opportunities for professional writers. • AI-generated text might reorganize or paraphrase existing content without offering unique insights or value. While these factors have worked well in traditional scenarios like criticism, parody or education, generative AI presents unique challenges that stretch these boundaries. Generative AI has been making headlines for it’s potential to revolutionise the way we think,work and solve problems, with McKinsey projecting it will contribute up to $4.4 trillion dollars to the global economy annually.</p>
</p>
<ul>
<li>Though the AI appears to often convincingly fake the nature of the person, it is all still a computational simulation.</li>
<li>Sources suggested that an IP or specific project could involve creating and applying a set of distinct LoRAs, such as one for a specific character and another for the animation style.</li>
<li>Generative AI models are trained on vast datasets, often containing copyrighted materials scraped from the internet, including books, articles, music and art.</li>
<li>All you need to do is search the dataset to find what you are interested in as an AI persona.</li>
</ul>
<p><p>Yet the prospect of using generative AI for animation still poses bigger-picture ethical and legal challenges for the industry. No need to derive AI personas from scratch when you can leisurely and conveniently lean into an AI persona dataset. Of course, this is based simply on the numerous speeches, written materials, and other collected writings that suggest what he was like. The AI has pattern-matched computationally on those works and mimics what Lincoln’s tone and remarks might be.</p>
</p>
<p><p>In an amazing flair, the AI seemingly responds as we assume Lincoln might have responded. These cases underscore the difficulty of applying traditional fair use principles to generative AI’s large-scale, automated processes. The answer depends on whether the AI’s use of copyrighted material satisfies the fair use criteria, and in most cases, it does not. • An AI art generator might create an image resembling a copyrighted painting. Generative AI has emerged as a transformative force in technology, creating text, art, music and code that can rival human efforts.</p>
</p>
<p><h3>Why AI art will always kind of suck &#8211; Vox.com</h3>
<p>Why AI art will always kind of suck.</p>
<p>Posted: Thu, 23 May 2024 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiiwFBVV95cUxQRUo4OFIxRXFvRnpsTGNzdElXY05UMUxxOHRrVERCdDNNRjAxVjUxZGNkNEhocm04eklhRVpRYnBIMzBhYVJBaGdka2VIdEt1VXk4SGhNZndrRW51Z0t3Z3hPV2x1YURMVHVUV1VjSzB3UEhHZjZJOUpqS2psLU4xS1l1Ry1fZDhDa21R?oc=5' rel="nofollow">source</a>]</p>
</p>
<p><p>In those two examples, I used first a physics teacher and then an art teacher. I might want to run through a wider range of teachers that cover a variety of academic specialties. I then used that text in a prompt and got AI to pretend to be that persona.</p></p>The post <a href="https://samratshukla.com/generative-art-ai-1/">generative art ai 1</a> first appeared on <a href="https://samratshukla.com">CA Samrat Shukla</a>.]]></content:encoded>
					
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			</item>
		<item>
		<title>generative art ai 1</title>
		<link>https://samratshukla.com/generative-art-ai-1-2/</link>
					<comments>https://samratshukla.com/generative-art-ai-1-2/#respond</comments>
		
		<dc:creator><![CDATA[Samrat]]></dc:creator>
		<pubDate>Tue, 02 Dec 2025 22:27:48 +0000</pubDate>
				<category><![CDATA[generative art ai 1]]></category>
		<guid isPermaLink="false">https://samratshukla.com/?p=26007</guid>

					<description><![CDATA[<p>AI has been creating art since the 1970s: the evolution of a paradox Generative AI Meaning: Understanding the Basics The AI artist can continuously adapt to the preferences of its collectors, modifying the aesthetics of its works based on feedback from its community of over 5,000 participants. To ensure generative AI serves society without undermining [&#8230;]</p>
The post <a href="https://samratshukla.com/generative-art-ai-1-2/">generative art ai 1</a> first appeared on <a href="https://samratshukla.com">CA Samrat Shukla</a>.]]></description>
										<content:encoded><![CDATA[<p>AI has been creating art since the 1970s: the evolution of a paradox </p>
<h1>Generative AI Meaning: Understanding the Basics</h1>
</p>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="generative art ai"/></p>
<p><p>The AI artist can continuously adapt to the preferences of its collectors, modifying the aesthetics of its works based on feedback from its community of over 5,000 participants. To ensure generative AI serves society without undermining creators, we need new legal and ethical frameworks that address these challenges head-on. Only by evolving beyond traditional fair use can we strike a balance between innovation and protecting the rights of those who fuel creativity. The fair use doctrine was designed for specific, limited scenarios—not for the large-scale, automated consumption of copyrighted material by generative AI.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="generative art ai"/></p>
<p><p>Over the past few decades, advances in information technologies have allowed firms to move from decision-making on the basis of intuition and experience to more automated and data-driven methods. As a result, businesses have seen efficiency gains, substantial cost reductions, and improved customer service. For one project, our artists drew the main character from every single pose and angle, a handful of background characters and four buildings. Then we can go and make a whole city out of that, and it retains the artist’s style,” said Trillo. “It allows us to do this world building and iterating faster, rather than having the artists do each and every thing.&#8221; This isn’t overly shocking when you realize that most of these datasets are crafted by using AI or some related online tool.</p>
</p>
<p><h2>Prompt Engineering And Personas</h2>
</p>
<p><p>The person devising the dataset tells the AI or tool to generate tons and tons of personas and store them in a dataset. The surprise for many is that the number of AI personas in these datasets is usually in millions or billions of instances. You don’t have to be dogmatic about using the AI personas strictly as specified in the datasets. When AI-generated content competes with human creators, courts are unlikely to view its use of copyrighted material as fair. This process turns a chaotic data ecosystem into something that can be queried with precision.</p>
</p>
<p><h3>Why does AI art screw up hands and fingers? &#8211; Britannica</h3>
<p>Why does AI art screw up hands and fingers?.</p>
<p>Posted: Wed, 15 Jan 2025 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiiwFBVV95cUxPeHhkb2x4MlRtRzBOV3JHR2ctNkg5NWlZQm1VcHNyVmNVV0drSktUN2FZcG9WNlhISkdTOXBXVWh5VG1aUmh1bmZ6dUxqQy1FQldDbU1PUHNLQTFCOEcwWmRsR2g3T3I4bHhXWC1iTzlwVGlvUDZyQjEta2ZoT19Eckdfb3BrMnhjNWVr?oc=5' rel="nofollow">source</a>]</p>
</p>
<p><p>You can invoke multiple AI personas and use just the one from the dataset as the core baseline. Another equally fine approach consists of describing the overall nature of a persona that you want to have invoked. On one side, it invites us to celebrate innovation and the expansion of creativity; on the other, it forces us to confront the limits of our definition of what creation itself means. Perhaps it’s not about determining whether all this is good or bad but about learning to live with a  future where these questions will remain open.</p>
</p>
<p><p>And lastly, the biggest concern is that some fear that generative AI might replace human jobs in creative fields. A commonly referenced method of custom-model training is creating LoRAs, which refers to low-rank adaptation. Sources suggested that an IP or specific project could involve creating and applying a set of distinct LoRAs, such as one for a specific character and another for the animation style. I am going to look at one called FinePersonas and another dataset known as PersonaHub. The datasets that provide AI personas are pretty much all relatively similar. The typical format is a spreadsheet-like structure that houses the AI persona descriptions.</p>
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<p><h2>Devising From Scratch Or From Dataset</h2>
</p>
<p><p>In the film and gaming industries, generative AI creates realistic characters, landscapes, and animations. AI-generated music is also used for background scores and soundtracks. Generative AI meaning can be defined as a type of  artificial intelligence that is used to create content. It differs from traditional AI models, which are typically used to recognise patterns or make predictions.</p>
</p>
<p><p>Governments and organizations will likely establish regulations to address ethical and legal concerns. The term “generative” comes from the word “generation,” meaning the creation or production of something. Essentially, generative AI enables machines to simulate creativity and produce outputs that closely resemble human-made content. Companies face a variety of complex challenges in designing and optimizing their supply chains. Increasing their resilience, reducing costs, and improving the quality of their planning are just a few of them.</p>
</p>
<p><h2>AUGMENTED HUMANS: “AI, CHECK MY GRAMMAR”</h2>
</p>
<p><p>Conventional spreadsheet skills are usually all that you need to know. While fair use—a legal framework allowing limited use of copyrighted material without permission—has long been a pillar of creativity and innovation, applying it to generative AI is fraught with legal and ethical challenges. We can use retrieval + generative technology; grounded on our ontologies and known prior knowledge, to assist in this interrogation. We can begin to identify gaps in our knowledge, areas of contradiction, or create focus and reduce unnecessary duplication.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="308px" alt="generative art ai"/></p>
<p><p>This technology can help synthesise information into insights you can use, making sense of your data, connecting dots and highlighting patterns that would be impossible for humans to identify alone. Data Engineering is the discipline that takes raw, unstructured data and transforms it into actionable, high-value insights. Without a strong data foundation, the $10M average that 1 in 3 enterprises are spending on AI projects next year alone, are setting themselves up for failure. Generative AI is a new and cutting-edge technology that is changing the way we create and consume content.</p>
</p>
<p><p>Fair use traditionally applies to specific, limited uses—not wholesale ingestion of copyrighted content on a global scale. Yet even with the positives described above, fine-tuning for content creation still holds a plausible degree of ethical and legal risk for studios. Likewise, even as a few AI studios and independent creators pursue new methods, sources told VIP+ the major traditional studios still see legal and consumer backlash risks as reasons not to use AI for consumer-facing content. These studio teams see fine-tuning as a way of executing on original IP developed in-house. Sources reflected that training custom models speeded and scaled artistic output while remaining visually consistent with the original IP or project.</p>
</p>
<ul>
<li>On one side, it invites us to celebrate innovation and the expansion of creativity; on the other, it forces us to confront the limits of our definition of what creation itself means.</li>
<li>You don’t have to be dogmatic about using the AI personas strictly as specified in the datasets.</li>
<li>However, some artists have gone further, involving AI not as a mere passive tool but as an active subject in the creative process.</li>
<li>It is also used to create synthetic medical data for research purposes.</li>
</ul>
<p><p>Sources described this process being done and seen as creatively viable for animation. In-house artists or animators develop a “core set” of original concept art representative of the original character or project. These assets form the dataset used to train any foundation image or video model the studio prefers (e.g., Stable Diffusion). The resulting fine-tuned model can then be used to drive subsequent content creation, whether producing outputs that replicate the studio’s specific characters or an aesthetic style present in the art assets. Generative AI is powered by advanced algorithms and machine learning techniques.</p>
</p>
<p><h2>PEOPLE MOVES</h2>
</p>
<p><p>For others, if you are conducting a subject-based study and want to have a swath of AI personas, or if you are unsure of what AI persona you want to invoke, these datasets can be quite valuable. Indeed, any kind of large-scale testing of AI or using AI to generate lots of outputs of synthetic data can be streamlined by leveraging an AI persona dataset. That being said, I don’t want to seemingly diminish the heroic and thankful effort of those who put together these datasets. There is admittedly more elbow grease and hard work that goes into establishing a useful and usable personas dataset.</p>
</p>
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" width="300px" alt="generative art ai"/></p>
<p><p>The use cases for generative range over various topics, from writing to art and marketing to healthcare. One important thing to keep in mind is that it must be used responsibly, like any other AI tool. We can make the most of generative AI by understanding its meaning, workings, and implications. “No scraped data will be part of the pipeline once that becomes available,” said Trillo.</p>
</p>
<p><p>Everyone is enamoured with generative AI and state-of-the-art model releases, often overlooking that it’s the data foundation that will make or break your use case (&amp; the relative investment you’ve made). In today’s column, I showcase a novel twist on the prompting of personas when using generative AI and large language models (LLMs). You conventionally enter a prompt describing the persona you want AI to pretend to be (it’s all just a computational simulation, not somehow sentience). Well, good news, you no longer need to concoct a persona depiction out of thin air.</p>
</p>
<p><p>• Automated writing tools might undercut opportunities for professional writers. • AI-generated text might reorganize or paraphrase existing content without offering unique insights or value. While these factors have worked well in traditional scenarios like criticism, parody or education, generative AI presents unique challenges that stretch these boundaries. Generative AI has been making headlines for it’s potential to revolutionise the way we think,work and solve problems, with McKinsey projecting it will contribute up to $4.4 trillion dollars to the global economy annually.</p>
</p>
<ul>
<li>Though the AI appears to often convincingly fake the nature of the person, it is all still a computational simulation.</li>
<li>Sources suggested that an IP or specific project could involve creating and applying a set of distinct LoRAs, such as one for a specific character and another for the animation style.</li>
<li>Generative AI models are trained on vast datasets, often containing copyrighted materials scraped from the internet, including books, articles, music and art.</li>
<li>All you need to do is search the dataset to find what you are interested in as an AI persona.</li>
</ul>
<p><p>Yet the prospect of using generative AI for animation still poses bigger-picture ethical and legal challenges for the industry. No need to derive AI personas from scratch when you can leisurely and conveniently lean into an AI persona dataset. Of course, this is based simply on the numerous speeches, written materials, and other collected writings that suggest what he was like. The AI has pattern-matched computationally on those works and mimics what Lincoln’s tone and remarks might be.</p>
</p>
<p><p>In an amazing flair, the AI seemingly responds as we assume Lincoln might have responded. These cases underscore the difficulty of applying traditional fair use principles to generative AI’s large-scale, automated processes. The answer depends on whether the AI’s use of copyrighted material satisfies the fair use criteria, and in most cases, it does not. • An AI art generator might create an image resembling a copyrighted painting. Generative AI has emerged as a transformative force in technology, creating text, art, music and code that can rival human efforts.</p>
</p>
<p><h3>Why AI art will always kind of suck &#8211; Vox.com</h3>
<p>Why AI art will always kind of suck.</p>
<p>Posted: Thu, 23 May 2024 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiiwFBVV95cUxQRUo4OFIxRXFvRnpsTGNzdElXY05UMUxxOHRrVERCdDNNRjAxVjUxZGNkNEhocm04eklhRVpRYnBIMzBhYVJBaGdka2VIdEt1VXk4SGhNZndrRW51Z0t3Z3hPV2x1YURMVHVUV1VjSzB3UEhHZjZJOUpqS2psLU4xS1l1Ry1fZDhDa21R?oc=5' rel="nofollow">source</a>]</p>
</p>
<p><p>In those two examples, I used first a physics teacher and then an art teacher. I might want to run through a wider range of teachers that cover a variety of academic specialties. I then used that text in a prompt and got AI to pretend to be that persona.</p></p>The post <a href="https://samratshukla.com/generative-art-ai-1-2/">generative art ai 1</a> first appeared on <a href="https://samratshukla.com">CA Samrat Shukla</a>.]]></content:encoded>
					
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