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    <title>직장인을 위한 AI 봇&amp;middot;자동화 기록</title>
    <link>https://aibot-work.tistory.com/</link>
    <description>AI 초보 직장인이 챗GPT(ChatGPT), 클로드(Claude), 제미나이(Gemini) 를 직접 써보며 정리하는 실습 기록</description>
    <language>ko</language>
    <pubDate>Fri, 17 Jul 2026 11:17:57 +0900</pubDate>
    <generator>TISTORY</generator>
    <ttl>100</ttl>
    <managingEditor>aibot-work</managingEditor>
    <image>
      <title>직장인을 위한 AI 봇&amp;middot;자동화 기록</title>
      <url>https://tistory1.daumcdn.net/tistory/8503090/attach/539686742efe43c0b370a4740ff7db64</url>
      <link>https://aibot-work.tistory.com</link>
    </image>
    <item>
      <title>[GitHub AI 스킬 #0167] ludwig: YAML 파일 하나로 LLM을 미세조정하는 로우코드 프레임워크</title>
      <link>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0167-ludwig-YAML-%ED%8C%8C%EC%9D%BC-%ED%95%98%EB%82%98%EB%A1%9C-LLM%EC%9D%84-%EB%AF%B8%EC%84%B8%EC%A1%B0%EC%A0%95%ED%95%98%EB%8A%94-%EB%A1%9C%EC%9A%B0%EC%BD%94%EB%93%9C-%ED%94%84%EB%A0%88%EC%9E%84%EC%9B%8C%ED%81%AC</link>
      <description>&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/m3i1o/dJMcad3LcSu/G6qNN1wJBULA3Cc6YZbeyk/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/m3i1o/dJMcad3LcSu/G6qNN1wJBULA3Cc6YZbeyk/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/m3i1o/dJMcad3LcSu/G6qNN1wJBULA3Cc6YZbeyk/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fm3i1o%2FdJMcad3LcSu%2FG6qNN1wJBULA3Cc6YZbeyk%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1200&quot; height=&quot;630&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;div style=&quot;background: #f8f9fa; border-radius: 12px; padding: 16px 20px; margin-bottom: 24px; border: 1px solid #e0e0e0;&quot;&gt;&lt;span style=&quot;display: inline-block; background: #24292e; color: white; padding: 4px 12px; border-radius: 20px; font-size: 0.85em; margin: 4px;&quot;&gt;GitHub&lt;/span&gt; &lt;b&gt;ludwig-ai/ludwig&lt;/b&gt; &lt;span style=&quot;color: #f1c40f;&quot;&gt; ★ 11,733&lt;/span&gt; &lt;br /&gt;&lt;small style=&quot;color: #666; margin-top: 4px; display: block;&quot;&gt;Low-code framework for building custom LLMs, neural networks, and other AI models&lt;/small&gt; &lt;a style=&quot;color: #4361ee; font-size: 0.9em;&quot; href=&quot;https://github.com/ludwig-ai/ludwig&quot;&gt;https://github.com/ludwig-ai/ludwig&lt;/a&gt;&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;회사에서 &quot;우리 고객 문의 데이터로 챗봇 하나 학습시켜볼 수 있냐&quot;는 말을 들었다고 칩시다. 저는 개발자가 아니거든요. 파이썬 코드로 PyTorch 모델 짜고, 데이터로더 만들고, 학습 루프 돌리라고 하면 그 자리에서 멈춥니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그런데 정작 하고 싶은 건 단순하죠. &quot;이 CSV 파일 던져주면 알아서 학습해줘.&quot; 딱 그거.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;ludwig는 바로 그 지점을 노립니다.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;코드 대신 설정 파일로 모델을 만든다는 것&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;ludwig의 핵심 단어는 &quot;declarative(선언형)&quot;입니다. 무슨 뜻이냐면, 어떻게 학습할지를 코드로 일일이 적지 않고, 무엇을 원하는지만 YAML 파일에 적는다는 거예요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;README 첫 화면에 나오는 예시가 이겁니다.&lt;/p&gt;
&lt;pre class=&quot;yaml&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;# Llama-3.1을 LoRA로 미세조정하는 설정 파일 전체
model_type: llm
base_model: meta-llama/Llama-3.1-8B
adapter:
  type: lora
trainer:
  type: finetune
  epochs: 3
input_features:
  - name: instruction
    type: text
output_features:
  - name: response
    type: text&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이게 전부입니다. 입력은 instruction이라는 텍스트, 출력은 response라는 텍스트, 3번 반복 학습, LoRA 방식으로. 사람이 읽어도 무슨 소린지 대충 이해가 되죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그리고 실행은 터미널 한 줄.&lt;/p&gt;
&lt;pre class=&quot;brainfuck&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;ludwig train --config model.yaml --dataset my_data.csv&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;파이썬 파일을 열어서 클래스를 상속받고 어쩌고 하는 과정이 없어요. 설정 파일이랑 데이터만 있으면 되거든요.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;LLM 미세조정만 하는 게 아니었다&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;솔직히 처음엔 &quot;요즘 LLM 붙은 도구 다 그렇지 뭐&quot; 싶었습니다. 근데 README를 뜯어보다가 생각이 좀 바뀌었어요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이름을 보면 LLM 도구로 분류돼 있지만, 실제로는 세 종류를 다 다룹니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;LLM 미세조정 (위의 Llama 예시)&lt;/li&gt;
&lt;li&gt;이미지, 텍스트, 오디오를 섞은 멀티모달 모델&lt;/li&gt;
&lt;li&gt;엑셀 표 같은 tabular 데이터 분류/예측&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;세 번째가 저한테는 오히려 반가웠어요. 회사 실무에서 진짜 자주 나오는 게 &quot;이 고객이 이탈할까 안 할까&quot; 같은 표 데이터 예측이거든요. 그런 걸 LLM 없이도 같은 방식으로 돌릴 수 있다는 게 이 도구의 진짜 무기입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;기술 스택도 최신입니다. PyTorch 2.7, Transformers 5, Ray 2.54를 쓴다고 적혀 있어요. Ray가 들어있다는 건 여러 대의 컴퓨터에 나눠서 학습을 돌릴 수 있다는 뜻이죠. 개인이 노트북에서 굴리는 것부터, 회사 서버 여러 대에 뿌리는 것까지 같은 설정 파일로 커버한다는 얘기.&lt;/p&gt;
&lt;blockquote style=&quot;background: #fff0f6; border-left: 4px solid #f72585; margin: 1.5em 0; padding: 1em 1.5em; border-radius: 0 8px 8px 0;&quot; data-ke-style=&quot;style1&quot;&gt;별이 11,733개인데 왜 이제야 봤나 싶었는데, 이 프로젝트가 Linux Foundation AI &amp;amp; Data 재단에 소속돼 있더군요. 한 회사의 오픈소스가 아니라 재단이 관리하는 프로젝트라는 점이 좀 안심됐습니다.&lt;/blockquote&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;일단 깔아보기&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;파이썬 3.12 환경이 있다는 전제로, 설치는 pip 한 줄입니다.&lt;/p&gt;
&lt;pre class=&quot;sql&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;pip install ludwig

# LLM 관련 기능까지 다 쓰려면
pip install 'ludwig[llm]'&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 초보자가 걸리는 지점을 하나 짚고 갑니다. Llama-3.1 같은 모델은 HuggingFace에서 사용 승인을 받아야 다운로드가 됩니다. 설정 파일에 base_model 이름만 적는다고 알아서 받아지는 게 아니에요. HuggingFace 계정 만들고, 해당 모델 페이지에서 라이선스 동의하고, 토큰을 발급받아야 하죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 부분이 README에는 짧게만 나와 있어서, 처음 하는 사람은 여기서 30분쯤 헤맬 겁니다. (저도 예전에 다른 도구에서 같은 걸로 막혔거든요.)&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h3 style=&quot;font-size: 1.15em; margin: 1.4em 0 0.5em; color: #333;&quot; data-ke-size=&quot;size23&quot;&gt;GPU 문제는 피할 수 없다&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;LLM 미세조정은 무조건 GPU가 필요합니다. 8B(80억 파라미터) 모델을 노트북 CPU로 학습시키겠다는 건 현실적으로 불가능해요. LoRA 같은 경량화 방식을 써도 최소한 괜찮은 그래픽카드가 있는 환경이거나, Google Colab 같은 클라우드 GPU를 빌려야 합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;반대로 표 데이터 분류 같은 가벼운 작업은 CPU로도 돌아가니까, 처음 감을 잡을 땐 그쪽부터 해보는 걸 추천합니다.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;이 도구가 약한 부분&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;솔직하게 말하면, ludwig는 세밀한 커스터마이징에는 약합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;정확히는 약한 게 아니라, 애초에 그걸 목표로 만든 도구가 아니에요. YAML로 다 해결한다는 건 편하지만, 반대로 말하면 YAML이 지원하지 않는 특이한 구조를 만들고 싶을 때 벽에 부딪힌다는 뜻이거든요. 논문에 나온 최신 아키텍처를 처음부터 실험하는 연구자라면, 결국 순수 PyTorch나 HuggingFace Transformers를 직접 만지는 게 낫습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;또 하나. YAML 설정 항목이 생각보다 방대합니다. &quot;로우코드&quot;라는 말만 믿고 들어가면, 옵션이 수십 개 나오는 공식 문서 앞에서 잠깐 멍해질 수 있어요. 코드를 안 쓰는 대신, 설정 문법을 새로 배워야 하는 거죠. 공짜 점심은 없더라고요.&lt;/p&gt;
&lt;h3 style=&quot;font-size: 1.15em; margin: 1.4em 0 0.5em; color: #333;&quot; data-ke-size=&quot;size23&quot;&gt;비슷한 도구랑 비교하면&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;저는 아직 아주 단순한 LLM 미세조정만 할 거라면 HuggingFace의 AutoTrain이나 Unsloth 쪽이 더 직관적이라고 느낍니다. 이유는 오로지 LLM 하나에만 집중해서 설정할 게 적거든요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;반대로 &quot;표 데이터, 텍스트, 이미지를 한 프레임워크로 통일해서 다루고 싶다&quot;면 ludwig가 강합니다. 여러 종류의 AI 모델을 같은 문법으로 관리한다는 게 이 도구의 존재 이유니까요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;결국 &quot;하나만 잘하는 도구&quot;와 &quot;여러 개를 한 방식으로 하는 도구&quot;의 차이입니다. 여러분은 어느 쪽 상황인가요? 만약 회사에서 이미 표 데이터 예측이랑 텍스트 분류를 둘 다 하고 있다면, 댓글로 그 케이스를 남겨주면 좋겠어요. 그런 환경일수록 ludwig의 이득이 커지거든요.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;정리&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;ludwig는 &quot;코드 없이 설정 파일로 AI 모델을 학습한다&quot;는 약속을 꽤 성실하게 지키는 프레임워크입니다. LLM 미세조정부터 표 데이터 예측까지 하나의 문법으로 묶었다는 점이 개발자 아닌 사람에게 특히 반갑고요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;다만 GPU 환경 준비와 HuggingFace 모델 승인 같은 진입 장벽은 여전히 남아 있습니다. 그리고 YAML 옵션의 바다에서 헤엄칠 각오는 해야 하죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;만약 당신이 오직 LLM 하나만, 그것도 최대한 빠르게 미세조정해보고 싶은 완전 초보라면, ludwig보다 Unsloth 노트북 예제를 먼저 열어보길 권합니다. 클릭 몇 번으로 무료 GPU에서 바로 돌려볼 수 있어서, 감을 잡는 데는 그쪽이 덜 아픕니다.&lt;/p&gt;</description>
      <category>GitHub AI 스킬 연구소</category>
      <category>AI도구</category>
      <category>ai입문</category>
      <category>ComputerVision</category>
      <category>datacentric</category>
      <category>github</category>
      <category>LLM 도구</category>
      <category>ludwig</category>
      <category>무료ai</category>
      <author>aibot-work</author>
      <guid isPermaLink="true">https://aibot-work.tistory.com/252</guid>
      <comments>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0167-ludwig-YAML-%ED%8C%8C%EC%9D%BC-%ED%95%98%EB%82%98%EB%A1%9C-LLM%EC%9D%84-%EB%AF%B8%EC%84%B8%EC%A1%B0%EC%A0%95%ED%95%98%EB%8A%94-%EB%A1%9C%EC%9A%B0%EC%BD%94%EB%93%9C-%ED%94%84%EB%A0%88%EC%9E%84%EC%9B%8C%ED%81%AC#entry252comment</comments>
      <pubDate>Fri, 17 Jul 2026 09:11:00 +0900</pubDate>
    </item>
    <item>
      <title>[GitHub AI 스킬 #0166] opik: LLM 앱이 왜 이상하게 답하는지 눈으로 확인하는 도구</title>
      <link>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0166-opik-LLM-%EC%95%B1%EC%9D%B4-%EC%99%9C-%EC%9D%B4%EC%83%81%ED%95%98%EA%B2%8C-%EB%8B%B5%ED%95%98%EB%8A%94%EC%A7%80-%EB%88%88%EC%9C%BC%EB%A1%9C-%ED%99%95%EC%9D%B8%ED%95%98%EB%8A%94-%EB%8F%84%EA%B5%AC</link>
      <description>&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/IjC8V/dJMcafAAbbn/w4hKrmQ8OKWLFAsflIUAx0/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/IjC8V/dJMcafAAbbn/w4hKrmQ8OKWLFAsflIUAx0/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/IjC8V/dJMcafAAbbn/w4hKrmQ8OKWLFAsflIUAx0/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FIjC8V%2FdJMcafAAbbn%2Fw4hKrmQ8OKWLFAsflIUAx0%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1200&quot; height=&quot;630&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;div style=&quot;background: #f8f9fa; border-radius: 12px; padding: 16px 20px; margin-bottom: 24px; border: 1px solid #e0e0e0;&quot;&gt;&lt;span style=&quot;display: inline-block; background: #24292e; color: white; padding: 4px 12px; border-radius: 20px; font-size: 0.85em; margin: 4px;&quot;&gt;GitHub&lt;/span&gt; &lt;b&gt;comet-ml/opik&lt;/b&gt; &lt;span style=&quot;color: #f1c40f;&quot;&gt; ★ 20,528&lt;/span&gt; &lt;br /&gt;&lt;small style=&quot;color: #666; margin-top: 4px; display: block;&quot;&gt;Debug, evaluate, and monitor your LLM applications, RAG systems, and agentic workflows with comprehensive tracing, automated evaluations, and production-ready dashboards.&lt;/small&gt; &lt;a style=&quot;color: #4361ee; font-size: 0.9em;&quot; href=&quot;https://github.com/comet-ml/opik&quot;&gt;https://github.com/comet-ml/opik&lt;/a&gt;&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;챗봇을 만들어서 사내에 배포했다고 칩시다. 어제까지 멀쩡하던 답변이 오늘 갑자기 엉뚱한 소리를 하기 시작합니다. 프롬프트를 바꾼 적도 없는데 말이죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이때 개발자가 아닌 우리가 할 수 있는 건 뭘까요. &quot;음... 뭔가 이상하네요&quot;라고 슬랙에 적는 것 정도.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;문제는 LLM이 답을 만드는 과정이 완전히 블랙박스라는 겁니다. 어떤 문서를 참고했는지, 몇 번 재시도했는지, 토큰을 얼마나 썼는지 아무것도 안 보이거든요. 그래서 뭐가 잘못됐는지 짐작만 하다 하루가 갑니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;오늘 GitHub를 뒤지다 만난 opik은 바로 그 블랙박스를 열어보는 도구입니다.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;opik이 실제로 하는 일&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Comet ML이라는 회사가 만든 오픈소스입니다. 별이 20,528개. 카테고리는 프롬프트 엔지니어링으로 묶여 있지만, 실제로는 &quot;관찰(observability)&quot; 쪽에 훨씬 무게가 쏠려 있어요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;핵심 기능을 정리하면 이렇습니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;트레이싱(추적)&lt;/b&gt;: LLM 앱이 답을 만드는 전 과정을 단계별로 기록. RAG면 어떤 문서를 검색했는지까지 보입니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;평가(evaluation)&lt;/b&gt;: &quot;이 답변이 헛소리인지&quot; 자동으로 채점. 사람이 일일이 안 봐도 됩니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;대시보드&lt;/b&gt;: 운영 중인 앱의 비용, 지연시간, 에러를 한 화면에서 봅니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;프롬프트 최적화&lt;/b&gt;: 프롬프트를 자동으로 이리저리 바꿔가며 더 나은 버전을 찾아줍니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;말이 어려운데, 쉽게 말하면 &lt;b&gt;CCTV + 성적표&lt;/b&gt;예요. 내 챗봇이 뭘 하고 있는지 녹화하고(트레이싱), 잘하고 있는지 점수 매기는(평가) 거죠.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;코드 세 줄이면 녹화 시작&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;솔직히 이런 도구는 &quot;설치가 지옥&quot;인 경우가 많거든요. 근데 opik은 진입이 생각보다 쉬웠습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;파이썬 라이브러리 설치부터.&lt;/p&gt;
&lt;pre class=&quot;properties&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;pip install opik
opik configure&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;opik configure&lt;/code&gt;를 치면 클라우드에 연결할지, 내 컴퓨터에 직접 띄울지 물어봅니다. 계정 만들기 싫으면 Docker로 로컬에 통째로 올릴 수도 있어요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그다음, 기존 코드에 데코레이터 한 줄만 붙이면 녹화가 시작됩니다.&lt;/p&gt;
&lt;pre class=&quot;python&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;from opik import track

@track
def my_llm_function(question: str):
    # 여기가 원래 내 챗봇 로직
    return answer

my_llm_function(&quot;환불 규정이 어떻게 되나요?&quot;)&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이렇게만 해도 이 함수가 언제 호출됐고, 입력이 뭐였고, 뭘 뱉었는지 대시보드에 쌓입니다. OpenAI나 LangChain을 쓴다면 통합(integration)이 이미 준비돼 있어서 데코레이터도 필요 없는 경우가 있고요.&lt;/p&gt;
&lt;blockquote style=&quot;background: #fff0f6; border-left: 4px solid #f72585; margin: 1.5em 0; padding: 1em 1.5em; border-radius: 0 8px 8px 0;&quot; data-ke-style=&quot;style1&quot;&gt;README를 뜯어보다가 눈에 띈 건 지원하는 프레임워크 목록이었습니다. LangChain, LlamaIndex, Haystack에 심지어 DeepSeek, Gemini까지. &quot;일단 다 붙여놓고 보자&quot;는 회사의 야심이 보이더군요. (좋은 뜻으로요.)&lt;/blockquote&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;평가 기능이 진짜 물건&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;트레이싱은 요즘 비슷한 도구가 많아요. LangSmith도 하고, Langfuse도 하죠. 근데 opik에서 제일 손이 갔던 건 평가 쪽입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;예를 들어 RAG 챗봇을 만들면 항상 걱정되는 게 &quot;환각(hallucination)&quot;이잖아요. 문서에 없는 내용을 지어내는 거요. opik은 이걸 자동으로 잡아주는 채점기를 기본으로 줍니다.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;from opik.evaluation.metrics import Hallucination

metric = Hallucination()
score = metric.score(
    input=&quot;한국의 수도는?&quot;,
    output=&quot;한국의 수도는 부산입니다.&quot;,
    context=[&quot;한국의 수도는 서울이다.&quot;]
)
print(score)&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;context에 있는 정보랑 output이 어긋나면 점수가 떨어집니다. 이걸 수백 개 질문에 한꺼번에 돌려서 &quot;우리 챗봇 헛소리 비율이 12%네&quot; 같은 숫자를 뽑을 수 있는 거죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이게 왜 중요하냐면, 개발자가 아닌 저 같은 사람도 &quot;느낌&quot;이 아니라 &quot;숫자&quot;로 말할 수 있게 되거든요. 팀에 보고할 때 &quot;좀 나아진 것 같아요&quot;보다 &quot;환각률 12%에서 5%로 내렸습니다&quot;가 훨씬 먹히잖아요.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;그래서 안 맞는 사람은&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 솔직해질게요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;opik은 코드를 아예 안 만지는 사람에겐 약합니다.&lt;/b&gt; &quot;노코드&quot;라고 광고하지 않아요. 데코레이터 한 줄, 라이브러리 임포트, 이 정도는 결국 파이썬을 열어야 한다는 뜻이거든요. ChatGPT 화면에서 프롬프트만 다듬는 게 목표라면 이 도구는 과합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;또 하나. 대시보드나 평가 지표를 보려면 결국 &quot;내 LLM 앱&quot;이 코드로 존재해야 합니다. 아직 앱을 안 만들었고 아이디어만 있는 단계라면, 옵틱을 먼저 깔 이유가 없어요. 관찰할 대상 자체가 없으니까.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;개인적인 비교를 하자면, 저는 처음 트레이싱을 접할 때 Langfuse의 UI가 조금 더 직관적으로 느껴졌습니다. opik은 기능이 많은 대신 처음 대시보드를 열면 &quot;이게 다 뭐지&quot; 싶은 순간이 있었거든요. 대신 평가와 프롬프트 최적화까지 한 우산 아래 넣은 건 opik이 더 야무집니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여러분은 챗봇 만들면서 &quot;왜 이렇게 답했지&quot;를 어떻게 디버깅하고 있나요? 저는 지금까지 프린트 찍어가며 봤는데(부끄럽지만 사실), 이런 걸 쓰는 게 정석이었나 봅니다.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;짧은 결론&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;opik은 &quot;만든 다음&quot;을 위한 도구입니다. LLM 앱을 이미 굴리고 있는데 왜 이상한지 답답한 사람에게 딱 맞아요. 트레이싱, 평가, 대시보드가 하나로 묶여 있고, 오픈소스라 로컬에 통째로 올려 쓸 수 있다는 것도 마음에 듭니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;반대로 아직 코드 한 줄 안 짠 단계거나, 파이썬 자체가 부담스럽다면 이건 아직 여러분 도구가 아닙니다. 그럴 땐 프롬프트만 정리하고 버전 관리하는 가벼운 도구, 예를 들어 노션에 프롬프트 템플릿을 표로 쌓는 것부터 시작하는 게 낫습니다. 관찰은 관찰할 게 생긴 다음 얘기니까요.&lt;/p&gt;</description>
      <category>GitHub AI 스킬 연구소</category>
      <category>AI도구</category>
      <category>ai입문</category>
      <category>evaluation</category>
      <category>github</category>
      <category>hacktoberfest</category>
      <category>opik</category>
      <category>무료ai</category>
      <category>프롬프트 엔지니어링</category>
      <author>aibot-work</author>
      <guid isPermaLink="true">https://aibot-work.tistory.com/251</guid>
      <comments>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0166-opik-LLM-%EC%95%B1%EC%9D%B4-%EC%99%9C-%EC%9D%B4%EC%83%81%ED%95%98%EA%B2%8C-%EB%8B%B5%ED%95%98%EB%8A%94%EC%A7%80-%EB%88%88%EC%9C%BC%EB%A1%9C-%ED%99%95%EC%9D%B8%ED%95%98%EB%8A%94-%EB%8F%84%EA%B5%AC#entry251comment</comments>
      <pubDate>Thu, 16 Jul 2026 22:13:00 +0900</pubDate>
    </item>
    <item>
      <title>[GitHub AI 스킬 #0165] sentence-transformers: 문장을 숫자로 바꿔 검색과 유사도 계산을 돕는 도구</title>
      <link>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0165-sentence-transformers-%EB%AC%B8%EC%9E%A5%EC%9D%84-%EC%88%AB%EC%9E%90%EB%A1%9C-%EB%B0%94%EA%BF%94-%EA%B2%80%EC%83%89%EA%B3%BC-%EC%9C%A0%EC%82%AC%EB%8F%84-%EA%B3%84%EC%82%B0%EC%9D%84-%EB%8F%95%EB%8A%94-%EB%8F%84%EA%B5%AC</link>
      <description>&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/dkBhCt/dJMb991sogt/GDqCEfTz88jhEiKA4qM7P1/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/dkBhCt/dJMb991sogt/GDqCEfTz88jhEiKA4qM7P1/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/dkBhCt/dJMb991sogt/GDqCEfTz88jhEiKA4qM7P1/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FdkBhCt%2FdJMb991sogt%2FGDqCEfTz88jhEiKA4qM7P1%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1200&quot; height=&quot;630&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;div style=&quot;background: #f8f9fa; border-radius: 12px; padding: 16px 20px; margin-bottom: 24px; border: 1px solid #e0e0e0;&quot;&gt;&lt;span style=&quot;display: inline-block; background: #24292e; color: white; padding: 4px 12px; border-radius: 20px; font-size: 0.85em; margin: 4px;&quot;&gt;GitHub&lt;/span&gt; &lt;b&gt;UKPLab/sentence-transformers&lt;/b&gt; &lt;span style=&quot;color: #f1c40f;&quot;&gt; ★ 18,898&lt;/span&gt; &lt;br /&gt;&lt;small style=&quot;color: #666; margin-top: 4px; display: block;&quot;&gt;State-of-the-Art Embeddings, Retrieval, and Reranking&lt;/small&gt; &lt;a style=&quot;color: #4361ee; font-size: 0.9em;&quot; href=&quot;https://github.com/huggingface/sentence-transformers&quot;&gt;https://github.com/huggingface/sentence-transformers&lt;/a&gt;&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;오늘 GitHub 트렌딩을 뒤지다가 별 18,898개짜리 레포를 하나 열어봤습니다. 이름은 sentence-transformers. HuggingFace가 관리하고 있고, 설명에는 &quot;State-of-the-Art Embeddings, Retrieval, and Reranking&quot;이라고만 딱 적혀 있더군요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;솔직히 첫 문장부터 막혔습니다. &quot;임베딩&quot;이 뭔데?&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그래서 README를 붙잡고 한참 뜯어본 결과를 초보자 눈높이로 풀어봤습니다.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;이게 도대체 뭐 하는 물건이에요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;한 줄로 말하면, 문장을 숫자 덩어리로 바꿔주는 도구입니다. 이 숫자 덩어리를 임베딩(embedding)이라고 불러요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;예를 들어볼게요. &quot;강아지가 뛴다&quot;와 &quot;개가 달린다&quot;는 글자는 다르지만 뜻은 거의 같죠. 사람은 바로 알아채지만 컴퓨터는 못 합니다. 그래서 두 문장을 각각 숫자 배열(예: [0.12, -0.5, 0.8 ...])로 바꾼 다음, 그 숫자들이 얼마나 가까운지를 재는 거예요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;숫자가 가까우면 뜻도 비슷하다. 이게 핵심 아이디어.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이걸로 뭘 할 수 있냐면요.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;의미로 검색하기 (키워드가 안 맞아도 뜻이 통하면 찾아줌)&lt;/li&gt;
&lt;li&gt;두 문장이 얼마나 비슷한지 점수 매기기&lt;/li&gt;
&lt;li&gt;비슷한 문장 무더기에서 짝 찾아내기 (paraphrase mining)&lt;/li&gt;
&lt;li&gt;챗봇이 참고할 문서를 골라주는 RAG의 검색 부분&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;무료인가요? 회원가입 같은 거 해야 해요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;네, 무료입니다. Apache 라이선스 오픈소스라 그냥 설치해서 쓰면 돼요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;README에 따르면 15,000개가 넘는 사전 학습된 모델이 HuggingFace에 올라와 있고, 이걸 이름만 적어서 불러오면 됩니다. 모델을 직접 훈련시킬 필요가 없다는 거죠. 남이 만들어둔 걸 다운받아 쓰는 구조.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;다만 모델 파일 자체를 인터넷에서 받아오기 때문에, 처음 실행할 때 몇백 MB짜리 다운로드가 돌아갑니다. 회사 방화벽이나 느린 와이파이면 여기서 좀 답답할 수 있어요. (저는 카페에서 돌리다가 한 번 멈춰서 당황했습니다.)&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;코딩 몰라도 쓸 수 있나요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;솔직히 말하면, 파이썬을 아예 안 만져봤다면 조금 어렵습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;근데 놀란 건 코드가 생각보다 짧다는 점이에요. README에 있는 기본 예제를 보면 이 정도거든요.&lt;/p&gt;
&lt;pre class=&quot;makefile&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;from sentence_transformers import SentenceTransformer

# 모델 불러오기
model = SentenceTransformer(&quot;all-MiniLM-L6-v2&quot;)

# 바꿀 문장들
sentences = [
    &quot;고양이가 소파에서 잔다&quot;,
    &quot;강아지가 마당에서 뛴다&quot;,
    &quot;냥이가 쿠션 위에서 낮잠 중&quot;,
]

# 문장을 숫자로 변환
embeddings = model.encode(sentences)
print(embeddings.shape)   # (3, 384) 같은 형태로 나옴

# 문장끼리 유사도 계산
similarities = model.similarity(embeddings, embeddings)
print(similarities)&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;줄 수만 보면 열 몇 줄. 첫 번째 문장이랑 세 번째 문장(둘 다 고양이 낮잠 얘기)의 점수가 높게 나올 거예요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;정리하면 이렇습니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;파이썬 설치 + &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;pip install sentence-transformers&lt;/code&gt; 한 줄 &amp;rarr; 이건 넘을 수 있는 산&lt;/li&gt;
&lt;li&gt;모델 이름을 바꿔가며 실험 &amp;rarr; 복붙으로 가능&lt;/li&gt;
&lt;li&gt;이 숫자를 실제 서비스에 연결 &amp;rarr; 여기부터는 개발 영역&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그러니까 &quot;결과를 눈으로 확인하는 것&quot;까지는 비개발자도 됩니다. 그걸 어디에 써먹느냐가 진짜 벽이에요.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;비슷한 거 많던데 뭐가 다른가요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;임베딩만 놓고 보면 OpenAI의 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;text-embedding-3&lt;/code&gt; API도 있고, Cohere도 있죠. 저는 예전에 OpenAI 임베딩을 몇 번 써봤는데, 그건 API 키를 발급받고 호출할 때마다 돈이 나갑니다. 문장 백만 개 돌리면 요금 걱정을 해야 하죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;sentence-transformers의 매력은 내 컴퓨터에서 공짜로, 인터넷 없이도 돌릴 수 있다는 점입니다. 데이터를 외부로 안 보내니까 회사 내부 문서 다룰 때 마음이 편하고요.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;대신 트레이드오프가 있습니다.&lt;/p&gt;
&lt;blockquote style=&quot;background: #fff0f6; border-left: 4px solid #f72585; margin: 1.5em 0; padding: 1em 1.5em; border-radius: 0 8px 8px 0;&quot; data-ke-style=&quot;style1&quot;&gt;OpenAI API는 클릭 몇 번이면 최상급 성능이 나오지만 계속 돈이 든다. sentence-transformers는 공짜지만 좋은 모델일수록 무겁고, 내 노트북 사양이 발목을 잡는다. 어느 쪽이 낫냐는 상황 나름.&lt;/blockquote&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그리고 README를 읽다가 발견한 디테일 하나. 이 도구는 단순 임베딩뿐 아니라 Cross-Encoder(리랭커)랑 Sparse Encoder까지 세 종류를 다 다룹니다. 리랭커는 검색 결과를 다시 한 번 정밀하게 순서 매기는 역할인데, 이걸 한 라이브러리에서 같이 쓸 수 있게 묶어둔 게 실무자 입장에선 편하겠더라고요.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;그래서 뭐부터 하면 되나요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;완전 초보라면 이 순서를 권합니다.&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;파이썬 3.9 이상 설치 (이미 있으면 통과)&lt;/li&gt;
&lt;li&gt;터미널에서 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;pip install -U sentence-transformers&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;위에 붙여둔 예제 코드를 그대로 실행&lt;/li&gt;
&lt;li&gt;&lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;all-MiniLM-L6-v2&lt;/code&gt; 대신 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;paraphrase-multilingual-MiniLM-L12-v2&lt;/code&gt;로 바꿔서 한국어 문장 테스트&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;4번이 중요합니다. 기본 예제 모델은 영어 위주라 한국어 문장을 넣으면 결과가 어정쩡해요. multilingual이 붙은 모델을 써야 한국어 유사도가 그나마 제대로 나옵니다. (이거 모르고 한글 넣었다가 &quot;왜 다 비슷하다고 나오지?&quot; 하고 헤맸습니다.)&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;단점이나 조심할 점은 없어요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;있습니다. 몇 개 짚을게요.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;한국어 특화 성능은 약합니다.&lt;/b&gt; multilingual 모델이 여러 언어를 두루 담다 보니 한국어만 파고든 전용 모델보다 정밀도가 떨어질 때가 있어요. 결이 미묘한 한국어 문장은 헷갈려 합니다.&lt;/li&gt;
&lt;li&gt;GPU가 없으면 대량 처리가 느립니다. 문장 몇 개는 노트북으로 순식간이지만, 수십만 개를 돌리면 CPU로는 하염없이 기다려야 해요.&lt;/li&gt;
&lt;li&gt;임베딩을 만든 다음 그걸 어디에 저장하고 어떻게 빨리 검색하냐(벡터 DB 얘기)는 이 라이브러리가 안 해줍니다. 그 부분은 따로 공부해야 해요.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;문제는 세 번째입니다. 임베딩 만드는 것까지는 쉬운데, 그걸 실제 검색 서비스로 만들려면 FAISS나 Chroma 같은 별도 도구를 붙여야 하거든요. &quot;숫자로 바꿨다&quot;와 &quot;검색이 작동한다&quot; 사이엔 생각보다 큰 강이 있습니다.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;그래서, 블로거님은 이거 추천해요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;조건부로 추천합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;AI가 어떻게 문장의 의미를 이해하는 척하는가&quot;를 직접 손으로 확인해보고 싶다면, 이보다 진입 장벽 낮은 도구를 저는 아직 못 봤습니다. 무료고, 코드 짧고, 결과가 숫자로 딱 나오니까 원리가 손에 잡히거든요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;반대로 &quot;당장 우리 회사 문서 검색 서비스를 만들겠다&quot;는 목표라면, 이건 재료 중 하나일 뿐이라는 걸 알아두셔야 해요. 벡터 DB, 리랭커, API 서버까지 조립해야 완성이라서요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;저는 오늘 예제 돌려보면서 &quot;고양이 낮잠&quot; 문장 두 개의 유사도가 0.7 넘게 나오는 걸 보고 좀 신기했습니다. 컴퓨터가 글자가 아니라 뜻을 보고 있다는 게 눈에 보였거든요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;혹시 이거 말고 한국어 임베딩에 더 잘 맞는 모델 써보신 분 있나요? 댓글로 모델 이름 좀 알려주시면 제가 다음에 직접 돌려보고 비교해보겠습니다. 특히 KoSimCSE 같은 한국어 전용 모델 경험담이 궁금하네요.&lt;/p&gt;</description>
      <category>GitHub AI 스킬 연구소</category>
      <category>AI 도구</category>
      <category>AI도구</category>
      <category>ai입문</category>
      <category>github</category>
      <category>sentence-transformers</category>
      <category>무료ai</category>
      <author>aibot-work</author>
      <guid isPermaLink="true">https://aibot-work.tistory.com/250</guid>
      <comments>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0165-sentence-transformers-%EB%AC%B8%EC%9E%A5%EC%9D%84-%EC%88%AB%EC%9E%90%EB%A1%9C-%EB%B0%94%EA%BF%94-%EA%B2%80%EC%83%89%EA%B3%BC-%EC%9C%A0%EC%82%AC%EB%8F%84-%EA%B3%84%EC%82%B0%EC%9D%84-%EB%8F%95%EB%8A%94-%EB%8F%84%EA%B5%AC#entry250comment</comments>
      <pubDate>Thu, 16 Jul 2026 08:47:00 +0900</pubDate>
    </item>
    <item>
      <title>[GitHub AI 스킬 #0164] unsloth: 로컬에서 오픈모델을 돌리고 학습시키는 웹 UI</title>
      <link>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0164-unsloth-%EB%A1%9C%EC%BB%AC%EC%97%90%EC%84%9C-%EC%98%A4%ED%94%88%EB%AA%A8%EB%8D%B8%EC%9D%84-%EB%8F%8C%EB%A6%AC%EA%B3%A0-%ED%95%99%EC%8A%B5%EC%8B%9C%ED%82%A4%EB%8A%94-%EC%9B%B9-UI</link>
      <description>&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/U4tXT/dJMb991sodD/r6oW5cEeBVgR12xo0bEOg0/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/U4tXT/dJMb991sodD/r6oW5cEeBVgR12xo0bEOg0/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/U4tXT/dJMb991sodD/r6oW5cEeBVgR12xo0bEOg0/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FU4tXT%2FdJMb991sodD%2Fr6oW5cEeBVgR12xo0bEOg0%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1200&quot; height=&quot;630&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;div style=&quot;background: #f8f9fa; border-radius: 12px; padding: 16px 20px; margin-bottom: 24px; border: 1px solid #e0e0e0;&quot;&gt;&lt;span style=&quot;display: inline-block; background: #24292e; color: white; padding: 4px 12px; border-radius: 20px; font-size: 0.85em; margin: 4px;&quot;&gt;GitHub&lt;/span&gt; &lt;b&gt;unslothai/unsloth&lt;/b&gt; &lt;span style=&quot;color: #f1c40f;&quot;&gt; ★ 67,970&lt;/span&gt; &lt;br /&gt;&lt;small style=&quot;color: #666; margin-top: 4px; display: block;&quot;&gt;Unsloth Studio is a web UI for training and running open models like Gemma 4, Qwen3.6, DeepSeek, gpt-oss locally.&lt;/small&gt; &lt;a style=&quot;color: #4361ee; font-size: 0.9em;&quot; href=&quot;https://github.com/unslothai/unsloth&quot;&gt;https://github.com/unslothai/unsloth&lt;/a&gt;&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;매일 GitHub 트렌딩을 훑다 보면 &quot;로컬에서 AI 돌린다&quot;는 도구가 하루에 세 개씩 나옵니다. 대부분은 설치하다 포기하죠. 근데 unsloth는 별이 67,970개나 붙어 있어서 그냥 넘기기가 좀 그랬습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;결론부터 말하면, 개발자가 아닌 저 같은 사람한테도 문턱이 생각보다 낮았습니다. 명령어 한 줄 붙여넣으면 설치가 끝나거든요.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;unsloth가 정확히 뭘 하는 물건인가&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이름은 unsloth인데 실제로 설명에 나오는 건 &quot;Unsloth Studio&quot;입니다. 웹 UI로 Gemma, Qwen, DeepSeek, gpt-oss 같은 오픈모델을 내 컴퓨터에서 돌리거나(inference) 학습(fine-tuning)시키는 프로그램이에요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 두 단어만 알면 됩니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;추론(Inference)&lt;/b&gt;: 이미 만들어진 모델한테 질문하고 답 받는 것. ChatGPT 쓰듯이요.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;파인튜닝(Fine-tuning)&lt;/b&gt;: 기존 모델에 내 데이터를 추가로 먹여서 내 입맛대로 바꾸는 것.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;보통 이 파인튜닝이라는 게 GPU 메모리를 엄청 잡아먹거든요. unsloth의 원래 이름값은 여기서 나옵니다. 같은 학습을 훨씬 적은 메모리로, 더 빠르게 돌리는 최적화가 핵심이었어요. Studio는 그걸 클릭으로 할 수 있게 껍데기를 씌운 버전이고요.&lt;/p&gt;
&lt;blockquote style=&quot;background: #fff0f6; border-left: 4px solid #f72585; margin: 1.5em 0; padding: 1em 1.5em; border-radius: 0 8px 8px 0;&quot; data-ke-style=&quot;style1&quot;&gt;README를 뜯어보다가 눈에 띈 건, 텍스트뿐 아니라 오디오, 임베딩, 비전(이미지) 모델까지 다 지원한다고 적어둔 부분이었습니다. 보통 이런 도구는 텍스트 하나만 되는 경우가 많은데 범위를 넓게 잡았네요.&lt;/blockquote&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;설치부터 첫 화면까지&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;설치는 운영체제별로 명령어 한 줄입니다. 진짜 한 줄.&lt;/p&gt;
&lt;h3 style=&quot;font-size: 1.15em; margin: 1.4em 0 0.5em; color: #333;&quot; data-ke-size=&quot;size23&quot;&gt;macOS, Linux, WSL 사용자&lt;/h3&gt;
&lt;pre class=&quot;vim&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;curl -fsSL https://unsloth.ai/install.sh | sh&lt;/code&gt;&lt;/pre&gt;
&lt;h3 style=&quot;font-size: 1.15em; margin: 1.4em 0 0.5em; color: #333;&quot; data-ke-size=&quot;size23&quot;&gt;Windows 사용자&lt;/h3&gt;
&lt;pre class=&quot;groovy&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;irm https://unsloth.ai/install.ps1 | iex&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 한 가지 짚고 갑니다. 저 명령어는 &quot;인터넷에서 스크립트를 받아서 바로 실행&quot;하는 방식이거든요. 편하긴 한데, 남이 만든 코드를 검증 없이 통째로 돌리는 거라 찜찜하면 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;install.sh&lt;/code&gt; 링크를 브라우저로 먼저 열어서 내용을 눈으로 훑고 실행하는 걸 권합니다. (저는 습관적으로 그렇게 해요.)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;설치가 끝나면 웹 UI가 뜹니다. 터미널에 뜨는 로컬 주소(보통 localhost)를 브라우저에 붙여넣으면 위 이미지 같은 홈 화면이 나옵니다.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;실전: 모델 하나 받아서 내 노트북에서 대화하기&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;파인튜닝은 나중 얘기고, 처음엔 모델을 그냥 돌려보는 게 맞습니다. unsloth Studio가 내세우는 기능 중 제일 실용적인 게 이거였어요.&lt;/p&gt;
&lt;blockquote style=&quot;background: #fff0f6; border-left: 4px solid #f72585; margin: 1.5em 0; padding: 1em 1.5em; border-radius: 0 8px 8px 0;&quot; data-ke-style=&quot;style1&quot;&gt;&quot;Search + download + run models&quot; . 검색하고, 다운로드하고, 실행하는 걸 한 화면에서 끝낸다.&lt;/blockquote&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이게 왜 반가운지 설명하자면. 기존에 로컬 모델 돌리려면 Hugging Face에서 모델을 찾고, GGUF 파일이 뭔지 공부하고, 명령어로 변환하고... 이 과정이 초보자를 다 걸러냈거든요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Studio에서의 흐름은 이렇습니다.&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;검색창에 모델 이름 입력. 예를 들어 &quot;Qwen3&quot; 또는 &quot;gemma&quot;.&lt;/li&gt;
&lt;li&gt;목록에서 용량 감당 가능한 버전 선택. 여기서 &lt;b&gt;양자화(quantization)&lt;/b&gt; 표기를 봐야 해요. Q4니 Q8이니 하는 숫자가 작을수록 파일이 가볍고 메모리를 덜 씁니다. 대신 답변 품질이 약간 떨어지고요.&lt;/li&gt;
&lt;li&gt;다운로드 버튼. 모델 크기가 몇 GB라 시간이 좀 걸립니다.&lt;/li&gt;
&lt;li&gt;Run 눌러서 채팅.&lt;/li&gt;
&lt;/ol&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;제 기준 처음엔 무조건 Q4 정도의 작은 모델부터 받으라고 하고 싶네요. 7B 모델의 Q4면 대략 4~5GB 선이라 웬만한 노트북에서도 돌아가거든요. 32B짜리 큰 모델을 덜컥 받으면 다운로드만 하다 하루가 갑니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;돌려보고 마음에 들면 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;Export&lt;/code&gt; 기능으로 GGUF나 16비트 safetensors로 저장할 수 있어요. 나중에 다른 도구에서 재활용할 때 유용합니다.&lt;/p&gt;
&lt;h3 style=&quot;font-size: 1.15em; margin: 1.4em 0 0.5em; color: #333;&quot; data-ke-size=&quot;size23&quot;&gt;비슷한 도구랑 비교하면&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;솔직히 &quot;로컬에서 모델 돌리기&quot;만 놓고 보면 저는 아직 Ollama가 더 편합니다. 이유는 명령어 하나(&lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;ollama run llama3&lt;/code&gt;)로 끝나고, 커뮤니티 자료가 넘쳐서 막혔을 때 검색이 잘 되거든요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;근데 unsloth Studio의 진짜 무기는 &lt;b&gt;파인튜닝을 GUI로 한다&lt;/b&gt;는 점입니다. Ollama는 학습 기능이 없죠. &quot;내 데이터로 모델을 조금 손보고 싶다&quot;는 순간, unsloth 쪽으로 넘어올 이유가 생깁니다.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;막히기 쉬운 지점&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;제가 README를 읽으며 미리 예상한, 그리고 실제로 초보자가 걸릴 만한 구간을 정리했습니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;GPU 없으면 파인튜닝은 사실상 그림의 떡.&lt;/b&gt; 추론은 CPU로도 느리게나마 되지만, 학습은 NVIDIA GPU가 거의 필수입니다. 맥북(애플 실리콘)은 추론은 되는데 학습 쪽은 제약이 있어요.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&quot;Beta&quot;라는 단어.&lt;/b&gt; README에 대놓고 Studio (Beta)라고 적혀 있습니다. 갑자기 안 되거나 UI가 바뀔 수 있다는 뜻이죠. 회사 업무에 바로 쓸 물건은 아닙니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;모델 이름의 함정.&lt;/b&gt; 설명에 &quot;Gemma 4, Qwen3.6&quot;처럼 아직 나오지도 않은 듯한 버전 번호가 적혀 있어서 혼란스러웠어요. 실제 검색창에서는 배포된 버전(Qwen3, Gemma 3 등)으로 찾는 게 안전합니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;한계도 하나 솔직하게. 이 도구는 &lt;b&gt;여러 모델을 서로 연결해 자동으로 일을 시키는 복잡한 에이전트 워크플로우에는 약합니다.&lt;/b&gt; 툴 콜링(tool calling)은 지원한다고 적혀 있지만, LangChain이나 별도 에이전트 프레임워크가 하는 정교한 오케스트레이션을 대체하는 물건은 아니에요. Studio는 어디까지나 &quot;모델 하나를 돌리고 다듬는&quot; 작업대에 가깝습니다.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;그래서 누구한테 추천하나&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;정리하면 이렇습니다. 로컬에서 그냥 대화만 하고 싶다면 Ollama가 더 쉬워요. 하지만 &quot;내가 가진 데이터로 모델을 조금 커스텀하고 싶은데 코드는 무섭다&quot;는 사람에게는 unsloth Studio가 지금 나온 것 중 문턱이 낮은 편입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;별 6만 개는 원래 라이브러리(파인튜닝 최적화) 시절부터 쌓인 신뢰가 크다고 봅니다. 그 기술력에 GUI를 얹었으니 방향은 좋죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;저는 우선 Qwen3의 작은 모델로 추론만 며칠 써보고, GPU가 있는 데스크톱에서 파인튜닝을 시험해볼 생각입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여러분은 로컬 AI를 돌릴 때 Ollama, LM Studio, unsloth 중 뭘 쓰고 계신가요? 그리고 그걸 고른 결정적인 이유 하나만 댓글로 알려주세요. 다음에 도구 비교할 때 참고하고 싶습니다.&lt;/p&gt;</description>
      <category>GitHub AI 스킬 연구소</category>
      <category>Agent</category>
      <category>AI 에이전트</category>
      <category>AI도구</category>
      <category>ai입문</category>
      <category>deepseek</category>
      <category>github</category>
      <category>unsloth</category>
      <category>무료ai</category>
      <author>aibot-work</author>
      <guid isPermaLink="true">https://aibot-work.tistory.com/249</guid>
      <comments>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0164-unsloth-%EB%A1%9C%EC%BB%AC%EC%97%90%EC%84%9C-%EC%98%A4%ED%94%88%EB%AA%A8%EB%8D%B8%EC%9D%84-%EB%8F%8C%EB%A6%AC%EA%B3%A0-%ED%95%99%EC%8A%B5%EC%8B%9C%ED%82%A4%EB%8A%94-%EC%9B%B9-UI#entry249comment</comments>
      <pubDate>Wed, 15 Jul 2026 19:10:00 +0900</pubDate>
    </item>
    <item>
      <title>[GitHub AI 스킬 #0163] DemoGPT: 프롬프트만 던지면 LLM 에이전트를 조립해주는 도구</title>
      <link>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0163-DemoGPT-%ED%94%84%EB%A1%AC%ED%94%84%ED%8A%B8%EB%A7%8C-%EB%8D%98%EC%A7%80%EB%A9%B4-LLM-%EC%97%90%EC%9D%B4%EC%A0%84%ED%8A%B8%EB%A5%BC-%EC%A1%B0%EB%A6%BD%ED%95%B4%EC%A3%BC%EB%8A%94-%EB%8F%84%EA%B5%AC</link>
      <description>&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/vfOK1/dJMcahkU7yX/AVbUe0KXvY4Kr1NCjHI6yk/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/vfOK1/dJMcahkU7yX/AVbUe0KXvY4Kr1NCjHI6yk/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/vfOK1/dJMcahkU7yX/AVbUe0KXvY4Kr1NCjHI6yk/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FvfOK1%2FdJMcahkU7yX%2FAVbUe0KXvY4Kr1NCjHI6yk%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1200&quot; height=&quot;630&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;div style=&quot;background: #f8f9fa; border-radius: 12px; padding: 16px 20px; margin-bottom: 24px; border: 1px solid #e0e0e0;&quot;&gt;&lt;span style=&quot;display: inline-block; background: #24292e; color: white; padding: 4px 12px; border-radius: 20px; font-size: 0.85em; margin: 4px;&quot;&gt;GitHub&lt;/span&gt; &lt;b&gt;melih-unsal/DemoGPT&lt;/b&gt; &lt;span style=&quot;color: #f1c40f;&quot;&gt; ★ 1,900&lt;/span&gt; &lt;br /&gt;&lt;small style=&quot;color: #666; margin-top: 4px; display: block;&quot;&gt;  Create LLM agents in a second with your prompts. Everything you need to create an LLM Agent - tools, prompts, frameworks, and models - all in one place.&lt;/small&gt; &lt;a style=&quot;color: #4361ee; font-size: 0.9em;&quot; href=&quot;https://github.com/melih-unsal/DemoGPT&quot;&gt;https://github.com/melih-unsal/DemoGPT&lt;/a&gt;&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;오늘 아침에도 GitHub 트렌딩을 훑다가 이 레포에서 멈췄습니다. &quot;Create LLM agents in a second&quot;라는 문구. 1초 만에 에이전트를 만들어준다니, 그 &quot;1초&quot;가 진짜인지 확인해보고 싶었거든요. 개발자가 아닌 저 같은 사람 입장에서는 에이전트라는 단어부터 벽이 좀 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;별 1,900개. 애매하게 유명한 정도.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;그래서 DemoGPT가 대체 뭘 하는 도구냐면&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;ChatGPT한테 &quot;여행 일정 짜주는 봇 만들어줘&quot;라고 말로 부탁하면, 그걸 실제로 돌아가는 파이썬 앱으로 뽑아주는 도구입니다. 정확히는 LangChain이라는 프레임워크 기반의 코드를 자동으로 생성해주죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 에이전트라는 말이 핵심인데, 단순히 질문에 답만 하는 챗봇이 아니라 도구(tool)를 쓰고, 검색하고, 여러 단계를 알아서 처리하는 프로그램을 뜻합니다. 예를 들어 &quot;날씨 물어보면 API 찾아서 답하고, 우산 챙기라고 알려주는 봇&quot; 같은 거요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;README를 뜯어보니 RAG, Knowledge Graph, Vector Database 같은 단어가 배너부터 잔뜩 박혀 있더군요. (솔직히 이 단어들 다 아는 초보자는 드물 겁니다.) 쉽게 말하면 &quot;봇이 내 문서를 읽고 그걸 근거로 답하게 만드는 기술&quot;들입니다.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;설치하고 처음 켜기까지&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;파이썬이 깔려 있다는 전제 하에, 설치 자체는 한 줄입니다.&lt;/p&gt;
&lt;pre class=&quot;cmake&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;pip install demogpt&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그다음 OpenAI API 키가 필요합니다. 이게 첫 번째 관문. DemoGPT는 GPT 모델을 빌려 쓰기 때문에, OpenAI 계정에서 발급받은 키를 환경변수로 넣어줘야 합니다.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;# 맥/리눅스
export OPENAI_API_KEY=sk-여기에_본인_키

# 윈도우 (파워셸)
$env:OPENAI_API_KEY=&quot;sk-여기에_본인_키&quot;&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;키를 넣었으면 실행. 명령어 하나면 웹 화면이 뜹니다.&lt;/p&gt;
&lt;pre class=&quot;ebnf&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;demogpt&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;브라우저에 Streamlit 기반 화면이 열리고, 여기에 &quot;무슨 앱을 만들고 싶은지&quot; 프롬프트를 적는 칸이 나옵니다. 이 방식은 처음 보면 좀 신기해요. 코드를 짜는 게 아니라 요청서를 쓰는 느낌.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;실제로 봇 하나 만들어본 과정&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;저는 블로그 운영자니까, &quot;긴 글을 넣으면 SNS 홍보 문구 3개로 요약해주는 봇&quot;을 만들어보기로 했습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;입력창에 이렇게 적었어요.&lt;/p&gt;
&lt;blockquote style=&quot;background: #fff0f6; border-left: 4px solid #f72585; margin: 1.5em 0; padding: 1em 1.5em; border-radius: 0 8px 8px 0;&quot; data-ke-style=&quot;style1&quot;&gt;&quot;사용자가 블로그 글을 붙여넣으면, 트위터용 짧은 홍보 문구 3개를 이모지 포함해서 생성해주는 앱을 만들어줘.&quot;&lt;/blockquote&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그러자 DemoGPT가 뒤에서 이런 순서로 움직이더군요.&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;내 요청을 여러 단계(step)로 쪼갬. &quot;입력 받기 &amp;rarr; 요약 &amp;rarr; 문구 생성 &amp;rarr; 화면 출력&quot;&lt;/li&gt;
&lt;li&gt;각 단계에 맞는 LangChain 코드 조각을 생성&lt;/li&gt;
&lt;li&gt;그걸 하나의 Streamlit 앱으로 합침&lt;/li&gt;
&lt;li&gt;완성된 코드를 화면에 보여주고, 바로 실행 버튼 제공&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 눈에 띈 디테일 하나. DemoGPT는 코드를 통째로 뱉는 게 아니라 &quot;계획 &amp;rarr; 단계별 코드 &amp;rarr; 최종 조립&quot; 순으로 나눠서 처리합니다. 레포의 로직을 보면 이 방식을 &quot;plan &amp;rarr; task &amp;rarr; code&quot; 파이프라인이라고 부르더군요. 한 번에 큰 코드를 생성하면 오류가 나기 쉬우니, 잘게 쪼개서 실패 확률을 줄이려는 설계로 읽혔습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;결과물은 그럭저럭 돌아갔습니다. 붙여넣은 글을 받아 트윗 문구 3개를 뽑아줬고, 이모지도 붙어 나왔어요. 완벽하진 않았지만, 제가 직접 LangChain 문서를 읽으며 만들었다면 최소 반나절은 걸렸을 걸 몇 분 만에 얻은 거죠.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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/&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;막히기 쉬운 지점들&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;순탄하기만 했던 건 아닙니다. 초보자가 걸려 넘어질 만한 곳을 정리하면 이렇습니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;API 키 요금.&lt;/b&gt; DemoGPT는 코드를 생성할 때마다 GPT를 여러 번 호출합니다. 앱 하나 만드는 데 요청이 수십 번 오갈 수 있어서, 무료라고 착각하면 곤란해요. OpenAI 대시보드에서 사용량을 꼭 확인하세요.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;프롬프트가 두루뭉술하면 결과도 두루뭉술.&lt;/b&gt; &quot;좋은 앱 만들어줘&quot; 같은 요청은 이상하게 나옵니다. 입력, 처리, 출력을 문장에 명확히 박아야 쓸 만한 게 나와요.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;생성된 코드가 항상 완벽하진 않음.&lt;/b&gt; 가끔 라이브러리 버전 충돌로 실행이 안 됩니다. 이때 에러 메시지를 읽고 손봐야 하는데, 이게 개발 지식 없으면 벽입니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;세 번째가 특히 함정.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;솔직히 이 도구는 &quot;코드를 전혀 안 봐도 되는&quot; 완전 무코딩 도구는 아닙니다. 잘 돌아갈 땐 마법 같은데, 한 번 삐끗하면 결국 파이썬 에러 화면을 마주하게 되거든요. 그 지점에서 완전 초보자는 좌절할 수 있습니다.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;비슷한 도구랑 비교하면&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;저는 아직 챗봇 만들기만 놓고 보면 Flowise가 더 편합니다. 이유는 블록을 드래그해서 연결하는 방식이라 코드가 아예 안 보이거든요. 눈으로 흐름이 보이니까 안심이 됩니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;근데 DemoGPT의 강점은 다른 데 있어요. Flowise는 내가 직접 블록을 다 연결해야 하지만, DemoGPT는 &quot;이런 거 만들어줘&quot; 한 문장이면 구조를 알아서 짜줍니다. 백지에서 시작하는 게 막막한 사람한테는 이 자동 설계가 진짜 요긴하죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;정리하면 이런 느낌입니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;DemoGPT: 아이디어를 코드로 빠르게 초안 뽑기 좋음. 대신 결과 손보려면 약간의 코드 감각 필요.&lt;/li&gt;
&lt;li&gt;Flowise: 시각적이라 마음 편함. 대신 처음 구조 잡는 건 직접 해야 함.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;README가 배너와 뱃지로 화려한데, 정작 &quot;초보자가 여기서 막히면 어떻게 한다&quot;는 안내는 얇았습니다. 별 1,900개짜리 프로젝트치고 이 부분은 좀 아쉬웠네요.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;써보고 남은 생각&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;DemoGPT는 &quot;에이전트를 처음부터 손으로 짜기엔 벅찬&quot; 사람에게 좋은 출발점입니다. 완성품 공장이라기보다, 잘 만든 초안을 뽑아주는 조수에 가깝죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;1초 만에 만들어준다는 문구는 과장. 실제로는 몇 분, 그리고 손볼 시간까지 더해집니다. 그래도 그 손봄이 아깝지 않을 만큼 뼈대는 튼튼하게 나와요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;API 키만 준비되면 오늘 저녁에 하나 뚝딱 만들어볼 수 있는 수준입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;궁금한 게 있는데, 여러분은 이런 &quot;말로 요청하면 코드 뽑아주는&quot; 도구와 Flowise처럼 &quot;블록 드래그하는&quot; 도구 중에 어느 쪽이 손에 더 붙나요? 각자 어디서 막혔는지 댓글로 알려주시면 다음에 같은 시나리오로 둘 다 만들어서 비교해볼게요.&lt;/p&gt;</description>
      <category>GitHub AI 스킬 연구소</category>
      <category>Agent</category>
      <category>agents</category>
      <category>AI도구</category>
      <category>ai입문</category>
      <category>DemoGPT</category>
      <category>github</category>
      <category>무료ai</category>
      <category>프롬프트 엔지니어링</category>
      <author>aibot-work</author>
      <guid isPermaLink="true">https://aibot-work.tistory.com/248</guid>
      <comments>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0163-DemoGPT-%ED%94%84%EB%A1%AC%ED%94%84%ED%8A%B8%EB%A7%8C-%EB%8D%98%EC%A7%80%EB%A9%B4-LLM-%EC%97%90%EC%9D%B4%EC%A0%84%ED%8A%B8%EB%A5%BC-%EC%A1%B0%EB%A6%BD%ED%95%B4%EC%A3%BC%EB%8A%94-%EB%8F%84%EA%B5%AC#entry248comment</comments>
      <pubDate>Wed, 15 Jul 2026 08:54:00 +0900</pubDate>
    </item>
    <item>
      <title>[GitHub AI 스킬 #0162] crewAI: 여러 AI가 팀을 짜서 일하게 만드는 프레임워크</title>
      <link>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0162-crewAI-%EC%97%AC%EB%9F%AC-AI%EA%B0%80-%ED%8C%80%EC%9D%84-%EC%A7%9C%EC%84%9C-%EC%9D%BC%ED%95%98%EA%B2%8C-%EB%A7%8C%EB%93%9C%EB%8A%94-%ED%94%84%EB%A0%88%EC%9E%84%EC%9B%8C%ED%81%AC</link>
      <description>&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/dYp1Eu/dJMcahrFE7k/maTLimmVgci0XGGYECtT1k/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/dYp1Eu/dJMcahrFE7k/maTLimmVgci0XGGYECtT1k/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/dYp1Eu/dJMcahrFE7k/maTLimmVgci0XGGYECtT1k/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FdYp1Eu%2FdJMcahrFE7k%2FmaTLimmVgci0XGGYECtT1k%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1200&quot; height=&quot;630&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;div style=&quot;background: #f8f9fa; border-radius: 12px; padding: 16px 20px; margin-bottom: 24px; border: 1px solid #e0e0e0;&quot;&gt;&lt;span style=&quot;display: inline-block; background: #24292e; color: white; padding: 4px 12px; border-radius: 20px; font-size: 0.85em; margin: 4px;&quot;&gt;GitHub&lt;/span&gt; &lt;b&gt;joaomdmoura/crewAI&lt;/b&gt; &lt;span style=&quot;color: #f1c40f;&quot;&gt; ★ 55,174&lt;/span&gt; &lt;br /&gt;&lt;small style=&quot;color: #666; margin-top: 4px; display: block;&quot;&gt;Framework for orchestrating role-playing, autonomous AI agents. By fostering collaborative intelligence, CrewAI empowers agents to work together seamlessly, tackling complex tasks.&lt;/small&gt; &lt;a style=&quot;color: #4361ee; font-size: 0.9em;&quot; href=&quot;https://github.com/crewAIInc/crewAI&quot;&gt;https://github.com/crewAIInc/crewAI&lt;/a&gt;&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;오늘 GitHub 트렌딩을 뒤지다가 별 55,174개짜리 레포를 하나 발견했습니다. 이름은 crewAI. &quot;여러 AI 에이전트가 역할을 나눠 협업한다&quot;는 설명을 보고 솔직히 반신반의했거든요. AI 하나 제대로 부리기도 벅찬데 여러 개를 팀으로 굴린다니.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;README를 한참 뜯어봤습니다. 개발자가 아닌 제 눈높이에서 정리해봤어요.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;이게 대체 뭐 하는 물건인가요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;한마디로 &lt;b&gt;AI들에게 각자 직책을 주고 팀 프로젝트를 시키는 도구&lt;/b&gt;입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;예를 들어 &quot;블로그 글 하나 써줘&quot;라고 시킨다고 칩시다. crewAI에서는 이걸 한 놈한테 다 맡기지 않아요. 대신 이렇게 나눕니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;리서처&lt;/b&gt;: 주제 관련 자료를 찾는 AI&lt;/li&gt;
&lt;li&gt;&lt;b&gt;작가&lt;/b&gt;: 리서처가 넘긴 자료로 초안을 쓰는 AI&lt;/li&gt;
&lt;li&gt;&lt;b&gt;편집자&lt;/b&gt;: 초안을 다듬고 검수하는 AI&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;각 AI에게 &quot;너는 리서처야, 목표는 이거야, 배경은 이래&quot; 하고 캐릭터를 부여합니다. 그리고 이들을 한 팀(Crew)으로 묶어서 순서대로 혹은 협업하게 만드는 거죠.&lt;/p&gt;
&lt;blockquote style=&quot;background: #fff0f6; border-left: 4px solid #f72585; margin: 1.5em 0; padding: 1em 1.5em; border-radius: 0 8px 8px 0;&quot; data-ke-style=&quot;style1&quot;&gt;회사에서 프로젝트 하나 굴릴 때 팀원 역할 나누는 거랑 똑같습니다. 다만 팀원이 사람이 아니라 GPT 같은 LLM이라는 것뿐.&lt;/blockquote&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;비슷한 게 이미 있지 않나요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;맞습니다. LangChain, AutoGen, LangGraph 같은 이름 들어보셨을 거예요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;제가 README를 보면서 인상적이었던 건 crewAI가 &lt;b&gt;LangChain에 의존하지 않고 밑바닥부터 새로 만들었다&lt;/b&gt;고 못 박은 부분이었어요. LangChain은 기능은 많은데 뭔가 하나 하려면 개념을 산더미로 배워야 하는 느낌이거든요. (저만 그런가요?)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;crewAI는 &quot;역할(role), 목표(goal), 작업(task)&quot; 이 세 단어만 알면 일단 시작은 됩니다. 개념 진입장벽이 낮은 편.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;솔직히 마이크로소프트 AutoGen이랑 성격이 겹치긴 합니다. AutoGen은 에이전트끼리 대화하며 문제를 푸는 느낌이 강하고, crewAI는 조직도 짜듯 역할과 순서를 명확히 정하는 쪽이에요. 저는 후자가 초보 입장에서 그림 그리기 더 쉬웠습니다.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;무료인가요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;프레임워크 자체는 MIT 라이선스, 완전 무료입니다. pip로 설치해서 쓰면 돈 안 나가요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;근데 함정이 있습니다. crewAI가 시키는 실제 일은 결국 &lt;b&gt;OpenAI나 Anthropic 같은 LLM API&lt;/b&gt;가 처리하거든요. 그 API 호출 비용은 별도로 나갑니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;더 짚어야 할 건, README 상단에 &quot;Start Cloud Trial&quot; 버튼이 있다는 점. crewAI에는 유료 클라우드 상품(CrewAI Enterprise)이 따로 있어요. 오픈소스로 시작하게 해놓고 규모 커지면 유료 서비스로 유도하는 구조입니다. 나쁘다는 건 아니고, 그냥 이런 회사 배경을 알고 쓰는 게 좋다는 얘기.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;코딩 하나도 몰라도 되나요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 솔직해질게요. &lt;b&gt;파이썬을 아예 모르면 힘듭니다.&lt;/b&gt;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;설치는 명령어 한 줄이라 쉬워요.&lt;/p&gt;
&lt;pre class=&quot;cmake&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;pip install crewai&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;문제는 그다음입니다. 실제로 에이전트를 정의하려면 이런 코드를 만져야 하거든요.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;from crewai import Agent, Task, Crew

researcher = Agent(
    role=&quot;시장 조사원&quot;,
    goal=&quot;AI 도구 트렌드 조사&quot;,
    backstory=&quot;당신은 IT 트렌드에 밝은 분석가입니다&quot;
)

task = Task(
    description=&quot;2025년 AI 에이전트 도구 3개를 조사하라&quot;,
    expected_output=&quot;도구별 요약 정리&quot;,
    agent=researcher
)

crew = Crew(agents=[researcher], tasks=[task])
result = crew.kickoff()
print(result)&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;코드 자체는 영어 문장에 가까워서 읽으면 무슨 뜻인지는 대충 감이 옵니다. role, goal, backstory. 사람 소개하듯 적으면 되니까요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;근데 이걸 &lt;b&gt;직접 타이핑하고 에러를 만났을 때&lt;/b&gt;가 진짜 시작이죠. 파이썬 환경 설정, API 키 등록, 버전 충돌. 이 언덕을 못 넘으면 여기서 멈추게 됩니다. 저도 처음 파이썬 도구 만질 때 가상환경 설정에서 반나절 날렸던 기억이.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;그래서 뭐부터 하면 되죠?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;README가 친절하게도 CLI 명령어로 프로젝트 뼈대를 만들어주는 기능을 넣어놨더라고요. 이게 제가 발견한 반가운 디테일이었습니다.&lt;/p&gt;
&lt;pre class=&quot;sql&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;crewai create crew my-project&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 한 줄이면 폴더 구조랑 설정 파일을 자동으로 깔아줍니다. 특히 에이전트랑 작업을 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;agents.yaml&lt;/code&gt;, &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;tasks.yaml&lt;/code&gt; 파일로 분리해놓은 게 눈에 띄었어요. 파이썬 코드 안 건드리고 YAML 파일에 텍스트만 채워도 되는 구조거든요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;초보 입장에서 순서를 정리하면 이렇습니다.&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;파이썬 3.10 이상 설치&lt;/li&gt;
&lt;li&gt;&lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;pip install crewai&lt;/code&gt; 실행&lt;/li&gt;
&lt;li&gt;OpenAI API 키 발급받아 등록 (여기서 카드 등록 필요, 돈 나감)&lt;/li&gt;
&lt;li&gt;&lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;crewai create crew&lt;/code&gt;로 프로젝트 생성&lt;/li&gt;
&lt;li&gt;YAML 파일에 역할과 작업을 한국어로 적어 넣기&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;공식 문서(docs.crewai.com)가 생각보다 잘 되어 있습니다. 별 5만 개짜리치고 문서 부실한 레포도 많은데, 여긴 예제가 꽤 갖춰져 있더군요.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;단점은 없나요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;있습니다. 제가 느낀 한계를 솔직히 적을게요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;첫째, &lt;b&gt;이 도구는 &quot;즉시 결과가 나오는 단순 작업&quot;에는 약합니다.&lt;/b&gt; 질문 하나 던지고 답 받는 정도면 그냥 ChatGPT 쓰는 게 낫죠. 에이전트를 3개 굴리면 API 호출도 3배, 대기 시간도 길어지고 비용도 올라갑니다. 팀을 짜야 이득인 복잡한 작업에 써야 본전을 뽑아요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;둘째, &lt;b&gt;결과가 매번 똑같지 않습니다.&lt;/b&gt; LLM 기반이라 같은 설정으로 돌려도 결과물이 조금씩 달라져요. 회사 보고서처럼 일관성이 생명인 작업엔 검수가 필수.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;셋째, 에이전트가 늘어날수록 &lt;b&gt;어디서 뭐가 꼬였는지 추적하기 어렵습니다.&lt;/b&gt; AI 세 명이 서로 잘못된 정보를 주고받으면 최종 결과가 산으로 가는데, 초보가 원인을 찾기 쉽지 않죠.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;그래서 써볼 만한가요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;제 솔직한 결론.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;파이썬을 조금이라도 만져본 사람이고, 반복되는 업무 흐름을 자동화하고 싶다면 crewAI는 진지하게 볼 가치가 있습니다. &quot;리서치 후 초안 작성 후 검수&quot; 같은 정해진 파이프라인 있는 작업이라면 특히요. 저처럼 블로그 자료 조사하고 정리하는 일 많은 사람한테는 매력적이더라고요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;반대로 코딩을 완전히 처음 접하는 분이라면, 솔직히 지금 당장은 추천 안 합니다. crewAI 배우기 전에 파이썬 기초랑 API 키 다루는 법부터 익히는 게 순서예요. 그 과정 없이 뛰어들면 설치 단계에서 좌절할 확률이 높거든요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;궁금한 게 하나 있습니다. 여러분은 AI 에이전트에게 어떤 업무를 맡기고 싶으세요? 저는 매일 GitHub 뒤지는 이 리서치 작업 자체를 자동화해보고 싶은데, 실제로 이런 걸 crewAI로 굴려본 분 계시면 댓글로 경험 좀 나눠주세요. 비용이 얼마나 나왔는지가 제일 궁금합니다.&lt;/p&gt;</description>
      <category>GitHub AI 스킬 연구소</category>
      <category>agents</category>
      <category>Ai</category>
      <category>AI 에이전트</category>
      <category>AI도구</category>
      <category>ai입문</category>
      <category>crewai</category>
      <category>github</category>
      <category>무료ai</category>
      <author>aibot-work</author>
      <guid isPermaLink="true">https://aibot-work.tistory.com/247</guid>
      <comments>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0162-crewAI-%EC%97%AC%EB%9F%AC-AI%EA%B0%80-%ED%8C%80%EC%9D%84-%EC%A7%9C%EC%84%9C-%EC%9D%BC%ED%95%98%EA%B2%8C-%EB%A7%8C%EB%93%9C%EB%8A%94-%ED%94%84%EB%A0%88%EC%9E%84%EC%9B%8C%ED%81%AC#entry247comment</comments>
      <pubDate>Tue, 14 Jul 2026 22:53:00 +0900</pubDate>
    </item>
    <item>
      <title>[GitHub AI 스킬 #0161] hyperframes: HTML로 영상을 뽑아내는 에이전트용 렌더링 엔진</title>
      <link>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0161-hyperframes-HTML%EB%A1%9C-%EC%98%81%EC%83%81%EC%9D%84-%EB%BD%91%EC%95%84%EB%82%B4%EB%8A%94-%EC%97%90%EC%9D%B4%EC%A0%84%ED%8A%B8%EC%9A%A9-%EB%A0%8C%EB%8D%94%EB%A7%81-%EC%97%94%EC%A7%84</link>
      <description>&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/4pTdb/dJMcaaTyxJC/zyCUG4k031nE4N2mlf5wDk/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/4pTdb/dJMcaaTyxJC/zyCUG4k031nE4N2mlf5wDk/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/4pTdb/dJMcaaTyxJC/zyCUG4k031nE4N2mlf5wDk/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2F4pTdb%2FdJMcaaTyxJC%2FzyCUG4k031nE4N2mlf5wDk%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1200&quot; height=&quot;630&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;div style=&quot;background: #f8f9fa; border-radius: 12px; padding: 16px 20px; margin-bottom: 24px; border: 1px solid #e0e0e0;&quot;&gt;&lt;span style=&quot;display: inline-block; background: #24292e; color: white; padding: 4px 12px; border-radius: 20px; font-size: 0.85em; margin: 4px;&quot;&gt;GitHub&lt;/span&gt; &lt;b&gt;heygen-com/hyperframes&lt;/b&gt; &lt;span style=&quot;color: #f1c40f;&quot;&gt; ★ 33,641&lt;/span&gt; &lt;br /&gt;&lt;small style=&quot;color: #666; margin-top: 4px; display: block;&quot;&gt;Write HTML. Render video. Built for agents.&lt;/small&gt; &lt;a style=&quot;color: #4361ee; font-size: 0.9em;&quot; href=&quot;https://github.com/heygen-com/hyperframes&quot;&gt;https://github.com/heygen-com/hyperframes&lt;/a&gt;&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;오늘 아침에도 GitHub 트렌딩을 뒤지다가 별이 3만 개 넘게 박힌 레포 하나가 눈에 걸렸습니다. 이름은 hyperframes. HeyGen이라는 회사가 만든 오픈소스인데, 설명 한 줄이 좀 도발적이더라고요.&lt;/p&gt;
&lt;blockquote style=&quot;background: #fff0f6; border-left: 4px solid #f72585; margin: 1.5em 0; padding: 1em 1.5em; border-radius: 0 8px 8px 0;&quot; data-ke-style=&quot;style1&quot;&gt;Write HTML. Render video. Built for agents. (HTML을 쓰면 영상이 나온다. 에이전트를 위해 만들었다.)&lt;/blockquote&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;HTML 짜서 영상을 뽑는다? 저는 개발자가 아니라 처음엔 &quot;그게 되나&quot; 싶었습니다. 근데 별 33,641개가 괜히 붙은 건 아니겠죠.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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iFfLfrWUWItYpiLxaqLKm7skNz/gMr79OTvker9f+QGXMX1OrjIyA0pMiJ1qrk2LUjX/+81aMmGrVk3bKX8OoRYAAAAAVCaP11KLA2qq4+H11OXoBmrctbrTS3I9Qi5UeS0ah46eS8sIvT4nN/R8w7pWzARcaduzNe6hZZr+1joFyLUAAAAAIGL8uQGt+n2nfRr30HL1Paepjry3narXj3d6aa7F4HlUeU0aeHRwL2+x1xcOd04cWsTQriro339S9PQBv2vamwRcAAAAAOC0Ge+v19P9ftfav3c5vRTXsjIys3h7iypvxdpcXf1Qeom3q1fL0hsPJSs+zqryAdebx/2ttG2hrZtB3jhLDTtXV3KdOCXW9Mnrq9qvBwAAAABUttycgDJ25Sh9e7Y2Ltqt3GLiGPMe7MJRvdS8V82Ir9HtaFdETGjT3GtXc/32d6HexEJOOSquygdcWWm5+uDMOXsFXHFJHvU7u5k6H9lA7QfXVUJ1fjwAAAAAQGXITM3R8inbteCnzfrz/XXKSt3zXtUEYe+fMVs3TD/QDrwQPiq5EDNKquaKlSqucQ8v089PrAy5rM1BdXTmW91Vt2Xs7ioJAAAAAE7YuS5DH10yR0t/2RZy+SFXt9TRD3VwbF1uxEwuxFw1VyxXcaXvyNbkZ1eFXNayby1d8k0fAi4AAAAAcECtZom6+Ms+antInZDLp768RikbMx1blxsRciGmnHFMfLFVXMMOqfoD581fBgr2fZsta099uRutiQAAAADgoLgkr059qZu88VbI7otLJoRWd2HfCLkQc9Vc3Tt5YrKKy1g8fmvI+Y5D6qnJfjUcWw8AAAAAIE+D9tXUdXjDkMsWTwh9D4d9I+RCzDn3uISQ8z6vYqKKKxAIaMnE0L8CdBpa37H1AAAAAABCdToi9D3a0p+32RVdCA8hF2JOl3ZeHXGgT5aVF3Bdc3ZCTFRx7VyXqV3rM/f5AxQAAAAA4JzOR4a+R0vblq2ty9McW4/bMIgHMemG8xJ1/bkBWSbpihHmh2NBlkdq0LGaY+sBAAAAAISq0yJJ8cleZaXlFvteDsWjkgsxK5YCruDOigUl1Y6TxxNbrwEAAAAARLuk2qH1SOk7chxbi9sQcgExIit1z18CjMQaFHICAAAAQLRJrBU6MzpzNyFXuAi5gBhl2hUBAAAAANGF92plx0sHAAAAAAAA1yPkAgAAAAAAgOsRcgEAAAAAAMD1CLkAAAAAAADgeoRcAAAAAAAAcD1CLgAAAAAAALgeIRcAAAAAAABcz+f0AoBIyErNVcrGTO36N1Mpm7KUnZorf25AsiSP11JiTZ9qNklQjUYJqt4oXr548l8AAAAAANyEkAtVzvbV6Vozc5fWz0rRulm7tH5OitK355TqGLWbJ6ppjxpq2rOGmvWsoZb9aimpdlylrRkAAAAAAJQPIRdcz+8PaO3MXVowZrMWjNmiTQtSy33MHWsz7NP87zfb5021V6sBtdRleAN1Hl5f9dslV8DKAQAAAABARSHkgmvt2pCpP99dpz/fXa9d6zMr9bFMa+OK33bYpx/uWmJXeQ24qLm6n9xI8cneSn1sAAAAAABQMkIuuM6aGTs15YXVmj96s/w5AUfWsH52ir66doF+uHuJ+pzZRAdf1dJucQQAAAAAAM4g5IJrbFy4W+MeXJ7fQhgNMnbm6LeX12jaW+s04OLmOvSm1kquy+wuAAAAAAAijZALUW/35iz9eN9S/fXxvwr4FZVyMv369cXV+vO9dRp8Q2sdcnVLdmgEAAAAACCCeBeOqBUIBDTn6416ZsAfmvlh9AZcBWWm5OqnB5bp5SF/2rs6AgAAAACAyCDkQtRWb3103lx9csE/StuaLbf595/demnInxr/yHLlZLkgnQMAAAAAwOUIuRB11s3apRcPna5530bP7K2yMEPxJz6+Qm8d/7d2b8lyejkAAAAAAFRphFyIKrO/2KBXj5qpnesyVVWsnLpDLx32p/6dS/siAAAAAACVhZALUTN/a9zDy/TpxfOUk1H12vt2rMnQK8NmaMEYd1enAQAAAAAQrQi5EBUB1+jbF+vnJ1aqKstO8+vDc+baw/QBAAAAAEDFIuRCVARcv7+6VrHAzOn69KJ/NPcbgi4AAAAAACoSIRccNe7h5TETcAUF/LLbMheN2+L0UgAAAAAAqDIIueCYvz/9V7/8r2q3KO6rouuTC/7RpkWpTi8FAAAAAIAqgZALjlgzc6e+vnaBYlnm7ly9f8ZspW3PdnopAAAAAAC4HiEXIi5lY6Y+OGuOcjIDinVbl6fbFV3+XF4LAAAAAADKg5ALER80//V1C5WyIcvppUSNpb9s09RX1ji9DAAAAAAAXI2QCxE169MNWjiWgeuF/fTgMm1Zmub0MgAAAAAAcC1CLkTMrn8z9d1ti51eRlTKyfDri6vm07YIAAAAAEAZEXIhYn64e4kyduY4vYyotXraTs14f73TywAAAAAAwJUIuRAR62bt0pwvNjq9jKg34dHlykrLdXoZAAAAAAC4DiEXIuKnB5Y5vQRXMAP5f3+VIfQAAAAAAJQWIRcq3bLJ27Rk4janl+Eak55epfQd2U4vAwAAAAAAVyHkQqX79cXVTi/BVTJ25TCbCwAAAACAUiLkQqXatjJdi37a6vQyXGfaW+vk97PTIgAAAAAA4SLkQqWa/vY6iaym1LatSNdSWjwBAAAAAAgbIRcqTW62n7a7cpj21lqnlwAAAAAAgGsQcqHSrJi6Q2nbGKBeVksmbFNWaq7TywAAAAAAwBUIuVBpFvyw2ekluFpOpl9Lf6ZlEQAAAACAcBByoVIEAgEtHLPF6WW43oIxBIUAAAAAAISDkAuVYtOiVG1fneH0Mlxv4U9b7MAQAAAAAADsGyEXKsXaGbsceVzLkvpf0FxX/nSAHlgzRI9uG6o75g3SyS/sp/rtkou8T+P9qmvQ1a10wae9dPOfB+v+VUP02I4jdd/Kw3TZd33V75xmshz6l5K6OVs7CAsBABUgNzdX11xzja688kr782jx3XffqW/fvpoxY4Z9/ttvv9XgwYO1cuXKSn3cESNG6Prrry/1/dLS0rR06VKlp6fb52fNmqWXXnpJu3Y587tPuE499VRdeumlUXMcAAAqg69SjoqYt3ZW5H/Ri0/26qIve6v94Hohl9drk6wD2ySr75lN9cH5s/XPt5tCrj/7nR5qsl+NvY5Xo2GCahyeoI6H17fv++ZJfykrLdeR17JOq6SIPy4AoOyysrK0ZUvp2vbr1q2rxMTEkMsyMjK0YcOGUh2nefPm8vn2/hXv1Vdf1cKFC/Xxxx/L6/XaIc+///5b4vFeeeUVO4SKFLOu3377TTfffLPef/99JSWV/v/AX375RTt27NDxxx9fqvvt3r272K+bWUejRo00d+5cXXXVVfmvizn/1ltv2Y9Vs2bNsB5n0qRJevPNN7V8+XLVr1/fvu/ZZ59d5NdtX1asWKEJEybYoZs5Ts+ePTVkyBB5POH9dW7jxo065phj9nmb77//3n7eAAC4ASEXKsX6WSkRf8yTnu0aEnBtmJ+i7Wsy1G5gXTsAi0v06px3e+rJ/r9p0+LUve7v9wf07z8p2rk+Q406VbfDsSBz3OH3d9CoWxbKiddy/5H8cgkAbmJCh3PPPbdU93n66ac1cODAkMv++ecfXX755aU6zo8//qh69UL/4LNq1Sq9++67uuGGG+wwxLjuuuvyq5GMb775RrNnz9a9994bct/WrVsrkizLsiusTjjhBDvkKkvVkHkuixcvLnXI9fPPP+v+++8v8jpTXfbkk0+qvP744w87wOvdu7ddWWcqwV544QXl5OTo4osvDvs4Jqx87rnn7M/btGmjv//+W5988on69Omjxx57TAkJCfnVcUZqaqpq164dcoxatWrp0UcfLfL4JsTbtGmTtm3bpgULFuzzOAAARAtCLlS4vLBod0Qfs0m36up7VrP887O+/FfvnzPb/rxZjxq6bvKB8sZ55EvwaPh9HfTumbPyb5ub7dek51dq8vMrtWNtRn7b43GPddagq/f8Yt/3zGb69taFivSIrPVzIh8YAgAqxu23325XJoWjqCqegm18Jfnf//5nhxzx8fF7XWdCFBNumeAo6Igjjgi5zcyZM+2QK9z1VqYmTZrY63jvvfd04okn5gdz4TLzLP1+f5kf/8MPP1SnTp1UGT777DM7XHr22Wftyj3T/rd69Wq7bTPckMsEY0899ZQOOeQQ3XffffbxzHP+6aef7PMmjDPhoAk1C2rWbM/vSoZ5/MLfB8bmzZvtNR166KEaNWqUxo4dGxJyFT4OAADRgplcqHBpW7OVk1H2XyzLos8Zob9sTXpuzxyPdbNTtOSXrfnnux7dUIm19ryReOOEmfr2toX5AZdhgqzRdy1STtae55FcJ07VGuz9xqGy7VyXGfHHBABUDBNcmYqacE6mhbA8MjPz/r+Ii4sLuXz79u12e9zw4cPtx3ELE8iZds1x48aV+r6mDXPr1q0hlWrRYu3atWrYsGF+a6qpXDPtgDt37gz7GG+//bbd3vrggw/aAVfwOMOGDbPbHseMGWOfHz9+fP6pVatWYR//o48+skNC08poglrT/hk8maoxAACiFZVcqHC7/o18KNO6f+2QSrJ1hWaCrf17lzoPbWB/7ov3qEWvmlryyzb7fMrGrCKPmZsVUPqObHs2V1DGrhzFwusJAHCfYMhVuJLLBFwmsDDtduVlhq6bNrY///zTDmtatmypAw880K5AKjxPzLTfmTBmypQp9uwoU51lWvTM4PtwZld17txZDRo00MSJE3XGGWeU6nUw7ZmmsmnRokX2nCrjP//5j93+GWRa8dq1a1fkMS688MK95lrdeuutIVVupW0jDTKPaZ6Tmf9VvXp1ux3QVGZ179497GOY52VeS3P/wkx1l3ndTcusqcQKCjdENdVgpk10//3316BBg8JeEwAA0YCQCxUuZWPkQ5mCOyeaSrLc7NCewpQNoWuq36FafshVnGY9a4YEXKum74h4hZqRsTNH2em5iksq31/4AQBVm2kjM6FQ4XDmr7/+squ79ttvv3Id3wxyv+CCC+xwyMy6Mqdly5bZgcjkyZPtmV/BIfHZ2dl2u9z8+fN17LHH6uijj9b69ev19ddf27d955137GqmfTHPw7RrmhljJjALdyi72Z3R7B5pKpw++OCD/JDrsMMOU9euXfNvZ4bFF+ehhx7aq2Kp8Jwz0xbYrVs3u53PvAbhMtVWpjrNtCuOHDnSnoFmArnCrYX7Yl7f4kKr4OtkNj8oDbMG89o9/vjjqlatmj2bzFSDnXLKKVq3bl3+7cxxTcAGAEA0IuRChUvZULpfqipCUu09rRnZGXvvgJiVHnpZUs19f+vHJXl0yguhbwbGP75MTjHVZnVbs8MiAKB4JkQyOysWNV+pqPCrtF5//XX7MUyYZaqsgkyFmBlib+ZYBWdKffrpp/aug2Y2VMEKsuOOO05nnXWWXQ12zz33lPiYjRs3tqvQTOthODv8mZa/1157TQcddJAOP/xwu53PBEpDhw7VkUceuddsrOI0bdq0xIH7Zm3mNqZtsDTM62ECRxP4mYCsR48e9qYDpiouXB07drQHzZuqtcItqKbKLvgczNeh4GtT3MD4lStX2jO+pk6daoePJugKruemm26y20aDnnjiiVI9XwAAIomQCxWuqJApkszQ+L0vK+LCYsRX8+rCz3qrRe+8GRfGxCeXa/4PmxWrrykAILqZKhzTPljcEPHCVUilZYIms2OhCY4KBlzGwQcfbLe2FRyc/tVXX9mXFW6RbN++vX2MH374QXfccUeJ1VnBai/zHEoKuVJSUuzdCs0crmuvvVZt27a1Q5u77rrLvswEbOEyFWimjdCEO+a0ceNGexC7eX3LMzvNtCiaCrB58+bZ1VLm2CZEKk3AZZx22mn2Do0PP/yw/ToGW0VNwGUq1Pr3728HWmbDgSDzWIXnco0ePVpffPFFfhunqdD673//G/L9MmDAgJD7vPTSS2V67gAARAIhFyqcPyfC2w9KSt+5Z3ZWXOLev3zGJYb+9Tq9mNlaZiD9Jd/0DZnx9esrq/T93YvlJH+h9ksAgDuYtjdzCocJY0wLoGEqdMzw9HCZKh0T5Jh2QVOVE6w0CoYf5dlp0NiwYYO9puJ2HDRzpkxwY9rozB+WTHvbAQccUOxtzdwnc8yiKs8KCjdQMiGNCXyWL19ufzRhmmFa7kzF2AMPPGA/5i233BLWAHZzjCATxJmAzcwUMzPJatSoobIwLZQmhDOzsh599FF7h8JLLrnEDrlMdZzZQdLM2jKVbiZoMtVnxTGzts4//3z7fr/99pv9dTHtpIsXL7bDvbvvvtv++pt5aEFmF8fCzOwy89qZtsvTTz/dDvFKCh7N92nhzQ0AAIgWhFyocKWpmqooW5am5YdcSXXj5I237MHxQTWbhA7D3bIkda9jVKsfp8u+66dmPfYMw53wxHL9cK+zAZdheSL/mgIAys4EDaZCpjAzvNww7WCFFayeMUGVCTtKy7TgBdvwTEugmWllWhVNFVJ5mDlcRnHtbmbtJkgz1U/BQGdftzW2bNlSYshlKrgM8xz2dZvLLrvMDvieeeYZexB+kAn5TKD0+eef25VowZ0Ii2NCHhPOFdwV03xe8HebadOmqSwmTJhgt3CaCqxgxZ0JQE3wZr4vzNcrOPuqS5cuJR7v6quvtgfDm3ZMMxvNfM+ZarUTTzxxr80HinPmmWfagZmpzluzZo1dDVgSs2lA4U0GAACIFoRcqHCeuMgHMiun7VCbg+rkPb7HsoOq1X/u2Yq7ea89wVVOll9r/g7dfbFm0wRdPrqfGnXes0vRd3cs1C/P5P013GkeHyEXALiJCQGKmukUnJ9U0rwnU5kzY8aMYq+/6KKL7Mqtjz76qMS1mIDIDJ8vzfD2wkyVkREMsQrbvn27fexg2GXmf5k5WkUxFUeGqTQqiWkTNMfaV7uleX5mnpR5zYoK1sz9TXufqWQq6Q9xJigLDs8vjmkFLPi1OfnkkzV8+HDVqZP3e0hxgi2BJngMMgHT9ddfb8/kMtVb5mtkKrzMKRxmR8bS7MpYmFmzOZlWT/M8wmXaGs3sMwAAog0hFypcUq3If1vN/GS9Drthzy5Ih17fRu+dNSt/l8T2g/cMhZ0/ZpO9Y2GQGeh++ff9VK9N3g6NuTl+fXHNPE1/d89OQk5Lqs0/VQBA2ZhAwszAMoPK+/XrV6ZjmEDKtA6adsCimDY5M1cqGKKZ269YsaLI25qWPBMklbS7opkzNmvWLDvEKSmcM8FTkKmgMy2RvXr1KnOluamkK03oY5idCc2w9+IEq6tMa2nhaipTRWXWbdZoqrpKs1ZToWZ2gjQD7MvKtGDuK1QtqKi2RwAAogXvnFHhajQK3eUnEv6dm6IZH61T3zPz/vLZ44TGumXGwdq+JkPtBtaVNy5vJldOpl9j7lsSct8LPumVH3AZKRsy1fnIBvapsC+vm6fULdmKJMtjWinDazsAAKAwM/zdVAlNnjy5zCGXCZmOOuoo/fjjj7rwwgvtUCXIzH0yVUqm7S7omGOOsXdjnD59eshsroULF2rixIk644wzStzt0QRNps2ytGGTaU885ZRT9gq5irpdcW13Jqwqqt20KOZ2n3zySYm3MzsqGh9//LF69uyZP2/MBFpnn322vv/+e7s6b1+tmUUxLY/m+ZYUcpm5ZPsKC4Oz3Epi5q4BABCtCLlQ4Wo2iXzIZXx57XzVbp6k9oPyqrYad61hnwruUPjhBXO0aVHoPK7EWqHDU80xzKko3/1nkVKVHfHQ0OOlXREA3MC0mwXb8Yq7PjiPqjhmblRFDvY27WhmdtOYMWN05ZVXltiOV5wrrrjCnkdlBp6buU+mWssMUTcVTCZgOemkk/Jve84559izoswuhyeccIIdiplqpa+//tqew2XaLUsyatQoO4Q68sgjVRmCoVNxVVcltZQGFTd7rKiwceDAgfrll1/s19CcNzssmtfQvFZmIH5qaqodWnXt2rXESrfSKrwrZmGlCRNLG8QBABAphFyocDUaOVN1lJWWq1eOnq7+5zdXnzOa2gFXfLJXO//N0JKft+rnp1fYA+rdxqnXEwBQemYAeDgD401VVHGCA+Mr0lVXXWXPpTJVRyaAKgsTapmKpRdffFG//vqrvTuiCYLMDoEmtClYJZScnKz333/fnttkgrHvvvvODrdMEHb55ZeXGLSZENAMiz/33HPz54G5nalcMxsOmNfCnMwGAWbHyo4dO9rVcaaay7Ryms/vvPNOvfzyy2WeoVZWpiLstttui+hjAgBQkQi5UOESavhUvWG8dm/KivhjB/zSH2+ttU/herjLJEWzeu32tFICAKJb+/bt9fPPP5frGGWttNoXE0aZwOidd96xA7aiKnHuu+8++1RS1ZIJYMJ9Htddd12JtxsxYoR9KujZZ5+1Q7WyBnJmkHq47XcmfItUmGQq9EwVnDkVV11Wlt0bS/N8zVD74ioFS3McUyFY0m6VAABEGiEXKkWzXjW06Meid1VC6TTruaflEgAQ3cycJTPEOxqZCqoFCxbonnvu0QsvvJA/EyrajB492p4f9u6779oVYWUxduxY+xQOMwurUaNGcrPSPF/TMtqiRYtyH+fGG2+0h+YDABBNrIzMrIDTi0DVM/6R5Zr4eNG7KqF0Lv6ut9oO3Pe25OFYMGaz3j9jTv75em2SdMe8weU+LgAAAACg4jzR71dtmLc7//xpb+6nHic1dnRNbrHvbW2AMqL6qOI07c5rCQAAAABASQi5UClaDagti++ucmuyf3Ul1qKrGAAAAACAkhBDoFIk142zgy6UT5ej2aIbAAAAAIBwEHKh0nQZXjW2/HYSryEAAAAAAOEh5EKloQqpfGo2TVDTHszjAgAAAAAgHIRcqDT12yWree+aTi/DtXqc3EiWZTm9DAAAAAAAXIGQC5Wq/0XNnF6CO1lS/wubO70KAAAAAABcg5ALlar7iY2UVIfdAUur09B6qts6yellAAAAAADgGoRcqFRxSV71Pbup08twnQEXU8UFAAAAAEBpEHKh0h1ydUvFJfOtFq5mvWqo49B6Ti8DAAAAAABXIXlApavRKEEHX9nS6WW4xrD72jNwHgAAAACAUiLkQkQMuqaVkuvGOb2MqNf+sLpqP7iu08sAAAAAAMB1CLkQEYm1fBpyaxunlxHVLK901H3tnV4GAAAAAACuRMiFiBlwSXO1GlDL6WVErUHXtVLTHjWcXgYAAAAAAK5EyIWI8XgtnfRCV/kS+bYrrGGXajr8trZOLwMAAAAAANcibUBE1W+frCPvbuf0MqKuTfHkl7rKl8A/RwAAAAAAyop31Yi4g65ooa7HNnB6GVHj6Ic6qHmvmk4vAwAAAAAAVyPkQsR5PJZOeaWrGnetrljX95ymOujyFk4vAwAAAAAA1yPkgiMSqvt0zsfdlVwvTrHKDOE/7n+dZFmW00sBAAAAAMD1CLngmDqtknTuJz0UX82rWNOwczWd9UF35nABAAAAAFBBeIcNR7XsV0vnfdZD8cnemBq+f+E3vVS9frzTSwEAAAAAoMog5ILj2hxcRxd81VMJ1at+0NWwSzVd8n1v1Wyc4PRSAAAAAACoUgi5EBVaDaitS37oo9rNE1VVtR1UR5d+30c1GhFwAQAAAABQ0Qi5EDWadq+hK3/up9YH1lZVc+ClzXXBlz2VXDd2B+0DAAAAAFCZCLkQVao3iNeFo3rpgAubqSowg+VPeK6zRjzeSd44/rkBAAAAAFBZeNeNqOOL9+j4pzrbA+lrNnFva1/LA2rp6ikHqN+5VSOwAwAAAAAgmhFyIWp1OrK+rvu9v3qf2URu4kv0aPiD7XXpmD5q2LGa08sBAAAAACAmEHIhqiXVjtPJL3XVJT/0Vsv+tRTVLKnXaY11/R8DNPCaVvJ4LadXBAAAAABAzPA5vQAgHG0OqqPLxvbRwrFb9NODy7RxfqqiSedh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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;지금까지 영상을 만들던 방식&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;블로그용 짧은 영상이나 데이터 차트가 움직이는 클립, 저는 보통 이렇게 만들었거든요.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;프리미어나 다빈치 리졸브 같은 편집 프로그램에서 손으로 하나하나 배치&lt;/li&gt;
&lt;li&gt;Canva나 CapCut 템플릿에 텍스트만 갈아끼우기&lt;/li&gt;
&lt;li&gt;개발자 친구한테 &quot;이거 코드로 자동화 안 돼?&quot; 물어보고 미안해하기&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;문제는 반복 작업이었습니다. 숫자 하나 바뀔 때마다 영상 전체를 다시 렌더링하고, 폰트 위치 틀어지고, 결과물이 매번 미묘하게 다르게 나오죠. 특히 &quot;매출 1분기 &amp;rarr; 2분기&quot; 같은 데이터만 바꾼 영상 10개를 만들 땐 진짜 노가다였습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그래서 코드로 영상을 만드는 도구를 찾아다녔던 겁니다.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;hyperframes가 바꾸는 지점&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;핵심은 이겁니다. 우리가 웹페이지 만들 때 쓰는 HTML, CSS를 그대로 써서 MP4 영상으로 뽑아준다는 거죠. 애니메이션도 웹 방식 그대로 넣고요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;README에서 강조하는 단어가 하나 있는데, &quot;deterministic(결정론적)&quot;입니다. 쉽게 말하면 같은 코드를 넣으면 항상 똑같은 영상이 나온다는 뜻이에요. 편집 프로그램에서 손으로 하면 매번 조금씩 달라지는 그 미묘함이 없다는 거죠. 데이터 갈아끼워 영상 100개 찍는 사람한테는 이게 생각보다 큰 얘기입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;사용 방법은 세 가지로 나뉩니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;CLI로 로컬에서&lt;/b&gt;: 내 컴퓨터에서 명령어로 직접 렌더링&lt;/li&gt;
&lt;li&gt;&lt;b&gt;AI 코딩 에이전트로&lt;/b&gt;: Claude나 Cursor 같은 에이전트에게 &quot;스킬&quot;을 설치해서 시키기&lt;/li&gt;
&lt;li&gt;&lt;b&gt;서버 렌더링 코어로&lt;/b&gt;: 서비스 뒤에 붙여서 자동 영상 생성 파이프라인 구축&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이름에 &quot;Built for agents&quot;가 붙은 이유가 여기 있습니다. 사람이 직접 HTML을 쓰는 것도 되지만, AI 에이전트가 HTML을 생성하고 그걸 바로 영상으로 뽑는 흐름을 노리고 만든 도구거든요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;README에 나온 시작 코드는 이런 식입니다.&lt;/p&gt;
&lt;pre class=&quot;properties&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;# npm으로 설치
npm install hyperframes

# 예시: HTML 파일을 영상으로 렌더링
npx hyperframes render input.html --out video.mp4&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;(실제 옵션은 문서마다 조금 다를 수 있으니 &lt;a href=&quot;https://hyperframes.heygen.com/quickstart&quot;&gt;Quickstart&lt;/a&gt; 확인하세요.)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;솔직히 저를 붙잡은 건 Playground였습니다. 설치 없이 &lt;a href=&quot;https://www.hyperframes.dev/&quot;&gt;hyperframes.dev&lt;/a&gt;에서 바로 코드를 넣고 영상이 나오는 걸 볼 수 있어요. 개발자 아닌 저 같은 사람은 이게 있어야 시도라도 해보거든요.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;README를 뜯어보다 걸린 디테일&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Node.js 22 이상을 요구합니다. 배지에 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;node &amp;gt;=22&lt;/code&gt;가 딱 박혀 있어요. 저처럼 옛날 노드 깔아두고 방치한 사람은 여기서 한 번 걸립니다. (저도 18 깔려 있었어요.)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그리고 Catalog라는 게 있는데, 데이터 차트 같은 미리 만들어진 블록을 제공하더라고요. &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;data-chart&lt;/code&gt; 블록 페이지를 보니 막대 그래프가 슥 차오르는 영상을 코드 몇 줄로 만들 수 있게 해놨습니다. 처음부터 HTML을 다 짤 필요는 없다는 얘기죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;근데 여기서 솔직한 생각 하나. 별 3만 개짜리 치고 README 상단이 꽤 간결합니다. 로고, 배지, 링크 나열하고 바로 Quick Start로 넘어가요. 나쁘다는 게 아니라, 상세한 건 전부 별도 문서 사이트로 밀어놨다는 뜻입니다. GitHub 안에서 다 파악하려는 사람한테는 조금 불친절할 수 있어요.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;갈아탈 가치가 있는 경우, 없는 경우&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;제가 오늘 문서 뜯어본 기준으로 정리하면 이렇습니다.&lt;/p&gt;
&lt;h3 style=&quot;font-size: 1.15em; margin: 1.4em 0 0.5em; color: #333;&quot; data-ke-size=&quot;size23&quot;&gt;써볼 만한 사람&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;같은 포맷에 데이터만 바꾼 영상을 대량으로 뽑아야 하는 경우&lt;/li&gt;
&lt;li&gt;HTML, CSS를 어느 정도 다룰 줄 아는 사람&lt;/li&gt;
&lt;li&gt;Claude나 Cursor 같은 AI 에이전트로 영상 생성을 자동화하고 싶은 경우&lt;/li&gt;
&lt;li&gt;&quot;매번 결과가 똑같이 나와야 한다&quot;는 조건이 중요한 작업&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 style=&quot;font-size: 1.15em; margin: 1.4em 0 0.5em; color: #333;&quot; data-ke-size=&quot;size23&quot;&gt;굳이 안 써도 되는 사람&lt;/h3&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;영상 하나 예쁘게 뽑고 끝나는 일회성 작업 (그냥 CapCut이 빠릅니다)&lt;/li&gt;
&lt;li&gt;HTML을 전혀 모르고 앞으로도 배울 생각 없는 경우&lt;/li&gt;
&lt;li&gt;실사 촬영 편집이나 브이로그 같은 작업&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 솔직한 한계 하나. 이 도구는 &quot;손맛으로 다듬는 영상 편집&quot;에는 약합니다. 코드 기반이라 정확하고 반복 가능한 대신, 편집 프로그램에서 타임라인 드래그하며 감각적으로 컷 다듬는 그런 작업엔 맞지 않아요. 결국 코드로 표현 가능한 영상만 잘 만드는 도구입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;비교하자면 저는 개인 취향으로 아직 &lt;b&gt;Remotion&lt;/b&gt;이 더 익숙하긴 합니다. React로 영상 만드는 도구인데, 커뮤니티가 크고 자료가 많거든요. 다만 Remotion은 React를 알아야 진입이 되는데, hyperframes는 순수 HTML/CSS 감각으로 접근한다는 점에서 문턱이 조금 다릅니다. 그리고 hyperframes는 처음부터 AI 에이전트 연동을 전면에 내세운 게 차별점이고요.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;시작하는 법&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;순서는 이렇습니다.&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;먼저 &lt;a href=&quot;https://www.hyperframes.dev/&quot;&gt;Playground&lt;/a&gt;에서 아무거나 눌러보며 감 잡기 (설치 필요 없음)&lt;/li&gt;
&lt;li&gt;해볼 만하다 싶으면 Node.js 22 이상 설치 확인&lt;/li&gt;
&lt;li&gt;&lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;npm install hyperframes&lt;/code&gt;로 설치&lt;/li&gt;
&lt;li&gt;AI 에이전트를 쓴다면 HyperFrames 스킬 설치하고 에이전트에게 시키기&lt;/li&gt;
&lt;li&gt;막히면 &lt;a href=&quot;https://discord.gg/EbK98HBPdk&quot;&gt;Discord&lt;/a&gt; 들어가서 물어보기&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;라이선스는 Apache 2.0이라 상업용으로 써도 문제없습니다. 이 부분은 마음이 편하네요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 여러분께 진짜 궁금한 게 하나 있습니다. 데이터 대량 영상 만들 때 여러분은 지금 뭘 쓰고 계신가요? 코드 기반으로 이미 넘어간 분 계시면 댓글로 어떤 도구 쓰는지 알려주세요. 저도 갈아탈지 결정하는 데 참고하고 싶거든요.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;마무리&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;HTML로 영상을 뽑는다는 발상 자체는 새로운 건 아닙니다. 근데 hyperframes는 그걸 AI 에이전트가 다루기 좋은 형태로 다듬었고, 결과가 항상 똑같이 나온다는 점을 밀고 있죠. 개발자가 아닌 저한테도 Playground 덕분에 문턱이 그렇게 높게 느껴지진 않았습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;저는 매주 올리는 블로그의 조회수 그래프를 막대차트 영상으로 만들어 인스타 릴스에 올려볼 생각입니다. 데이터만 바꿔서 매주 자동으로 뽑을 수 있으면 딱이거든요. Catalog의 data-chart 블록부터 건드려봐야겠네요.&lt;/p&gt;</description>
      <category>GitHub AI 스킬 연구소</category>
      <category>Ai</category>
      <category>AI 에이전트</category>
      <category>AI도구</category>
      <category>ai입문</category>
      <category>ANIMATION</category>
      <category>github</category>
      <category>hyperframes</category>
      <category>무료ai</category>
      <author>aibot-work</author>
      <guid isPermaLink="true">https://aibot-work.tistory.com/246</guid>
      <comments>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0161-hyperframes-HTML%EB%A1%9C-%EC%98%81%EC%83%81%EC%9D%84-%EB%BD%91%EC%95%84%EB%82%B4%EB%8A%94-%EC%97%90%EC%9D%B4%EC%A0%84%ED%8A%B8%EC%9A%A9-%EB%A0%8C%EB%8D%94%EB%A7%81-%EC%97%94%EC%A7%84#entry246comment</comments>
      <pubDate>Tue, 14 Jul 2026 10:47:00 +0900</pubDate>
    </item>
    <item>
      <title>[GitHub AI 스킬 #0160] DragGAN: 마우스로 사진 속 사자 입을 벌리게 만드는 도구</title>
      <link>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0160-DragGAN-%EB%A7%88%EC%9A%B0%EC%8A%A4%EB%A1%9C-%EC%82%AC%EC%A7%84-%EC%86%8D-%EC%82%AC%EC%9E%90-%EC%9E%85%EC%9D%84-%EB%B2%8C%EB%A6%AC%EA%B2%8C-%EB%A7%8C%EB%93%9C%EB%8A%94-%EB%8F%84%EA%B5%AC</link>
      <description>&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/mJl9X/dJMcabETOst/kKjaPJfOqTbQYNMtoHoXD0/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/mJl9X/dJMcabETOst/kKjaPJfOqTbQYNMtoHoXD0/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/mJl9X/dJMcabETOst/kKjaPJfOqTbQYNMtoHoXD0/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FmJl9X%2FdJMcabETOst%2FkKjaPJfOqTbQYNMtoHoXD0%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1200&quot; height=&quot;630&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;div style=&quot;background: #f8f9fa; border-radius: 12px; padding: 16px 20px; margin-bottom: 24px; border: 1px solid #e0e0e0;&quot;&gt;&lt;span style=&quot;display: inline-block; background: #24292e; color: white; padding: 4px 12px; border-radius: 20px; font-size: 0.85em; margin: 4px;&quot;&gt;GitHub&lt;/span&gt; &lt;b&gt;XingangPan/DragGAN&lt;/b&gt; &lt;span style=&quot;color: #f1c40f;&quot;&gt; ★ 35,811&lt;/span&gt; &lt;br /&gt;&lt;small style=&quot;color: #666; margin-top: 4px; display: block;&quot;&gt;Official Code for DragGAN (SIGGRAPH 2023)&lt;/small&gt; &lt;a style=&quot;color: #4361ee; font-size: 0.9em;&quot; href=&quot;https://github.com/XingangPan/DragGAN&quot;&gt;https://github.com/XingangPan/DragGAN&lt;/a&gt;&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;오늘 GitHub를 뒤지다가 별 35,811개짜리 레포를 하나 열었습니다. 이름부터 좀 이상하죠. DragGAN. 드래그(끌기)랑 GAN(이미지 생성 AI)을 붙인 이름인데, 실제로 하는 일이 딱 그렇습니다. 사진 속 한 점을 잡고 마우스로 끌면, 그 방향으로 이미지가 자연스럽게 변형됩니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;SIGGRAPH 2023에서 발표된 논문의 공식 코드예요. 개발자가 아닌 제가 봐도 데모 GIF 하나만으로 &quot;이거 뭐지?&quot; 소리가 나오더군요.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;이게 대체 뭐 하는 물건이에요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;말 그대로 이미지를 &quot;잡아당기는&quot; 도구입니다. 사자 사진에서 입 끝에 점을 찍고, 그 점을 위로 끌면 사자가 입을 벌립니다. 사람 얼굴이라면 옆을 보던 얼굴을 정면으로 돌릴 수도 있고요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;기존 이미지 편집은 포토샵으로 픽셀을 문질러야 했잖아요. 이건 그게 아니라 AI가 &quot;이 부분이 이 방향으로 가면 자연스럽게 이렇게 생겼겠지&quot;를 스스로 그려냅니다. 그림자, 주름, 각도까지 알아서 맞춰준다는 게 핵심.&lt;/p&gt;
&lt;blockquote style=&quot;background: #fff0f6; border-left: 4px solid #f72585; margin: 1.5em 0; padding: 1em 1.5em; border-radius: 0 8px 8px 0;&quot; data-ke-style=&quot;style1&quot;&gt;카테고리에는 'LLM 도구'로 분류돼 있던데, 솔직히 이건 LLM(챗GPT 같은 언어 모델)이랑은 거리가 멉니다. 이미지 생성 쪽이죠. 태그가 잘못 붙은 것 같더라고요. (저만 이거 신경 쓰이나요?)&lt;/blockquote&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;공짜인가요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;네, 코드 자체는 공개돼 있고 무료입니다. MIT나 비슷한 라이선스가 아니라 연구용 라이선스가 걸려 있긴 한데, 개인이 써보는 데는 문제없어요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;돈이 안 드는 대신 다른 게 듭니다. GPU.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 도구는 NVIDIA 그래픽카드를 사실상 요구합니다. README를 보면 CUDA 얘기가 나오는데, 이게 엔비디아 GPU 전용 기술이거든요. 노트북 내장 그래픽으로는 못 돌린다고 보면 됩니다.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;코딩 몰라도 쓸 수 있어요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;반반입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;일단 설치가 관문이에요. README를 뜯어보니 이런 걸 시켜요.&lt;/p&gt;
&lt;pre class=&quot;properties&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;conda env create -f environment.yml
conda activate stylegan3

# 사전 학습된 모델 다운로드
python scripts/download_model.py

# 화면(GUI) 실행
python visualizer_drag_gradio.py&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;conda&lt;/code&gt;가 뭔지 모르는 분이라면 첫 줄부터 막힙니다. conda는 파이썬 환경을 관리하는 프로그램인데, 이거 깔고 세팅하는 데만 초보자는 반나절 날릴 수 있어요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;다만 설치만 넘기면 그다음은 쉬워요. &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;gradio&lt;/code&gt;라는 웹 화면이 뜨는데, 브라우저에서 마우스로 점 찍고 드래그하면 끝. 이 부분은 확실히 친절하게 만들었더라고요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그래서 결론은, 설치는 코딩 지식이 좀 필요하고 사용은 안 필요합니다.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;그럼 뭐부터 하면 되나요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;제 추천은 설치 건너뛰기입니다. (진심입니다.)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;README 상단에 Colab 배지랑 OpenXLab 웹 데모 링크가 붙어 있어요. 이게 뭐냐면, 내 컴퓨터에 아무것도 안 깔고 인터넷 브라우저에서 바로 돌려보는 방법입니다.&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;README의 &quot;Open In Colab&quot; 배지 클릭&lt;/li&gt;
&lt;li&gt;구글 계정으로 로그인&lt;/li&gt;
&lt;li&gt;코드 블록을 위에서부터 순서대로 재생 버튼만 누르기&lt;/li&gt;
&lt;li&gt;마지막에 뜨는 링크로 편집 화면 접속&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Colab은 구글이 GPU를 빌려주는 서비스라, 내 노트북에 그래픽카드가 없어도 됩니다. 무료 버전은 시간 제한이 있긴 한데, 맛보기엔 충분해요.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;아무 사진이나 넣으면 되나요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 제가 오해했던 부분입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;처음엔 &quot;내 셀카 넣고 표정 바꿔야지&quot; 생각했거든요. 근데 그게 함정.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;DragGAN은 GAN이 미리 학습해둔 이미지 위에서만 편집이 잘 됩니다. 기본으로 제공하는 모델이 사람 얼굴, 고양이, 개, 말, 자동차 같은 정해진 카테고리예요. 내 사진을 넣으려면 'GAN inversion'이라는 별도 과정을 거쳐야 하는데, 이게 완벽하지가 않아요. 원본이랑 미묘하게 다른 얼굴이 나오기도 하죠.&lt;/p&gt;
&lt;blockquote style=&quot;background: #fff0f6; border-left: 4px solid #f72585; margin: 1.5em 0; padding: 1em 1.5em; border-radius: 0 8px 8px 0;&quot; data-ke-style=&quot;style1&quot;&gt;저는 여기서 Photoshop의 생성형 채우기가 아직 더 편하다고 느꼈습니다. 이유는 단순해요. 포토샵은 내 실제 사진을 그냥 열어서 바로 만지는데, DragGAN은 &quot;AI가 만든 세계 안에서만&quot; 자유로운 느낌이거든요. 대신 자연스러운 관절 움직임, 각도 변화는 DragGAN이 확실히 앞섭니다.&lt;/blockquote&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;단점은 없어요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;있습니다. 솔직하게 적을게요.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;임의의 실사진에 약합니다.&lt;/b&gt; 위에서 말한 것처럼 내가 찍은 사진을 그대로 편집하는 건 어렵고 결과도 들쭉날쭉해요.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;NVIDIA GPU 없으면 로컬 설치가 사실상 막힙니다.&lt;/b&gt; 맥 쓰는 저 같은 사람은 Colab 아니면 방법이 없더군요.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;모델이 학습한 범위 밖은 못 그립니다.&lt;/b&gt; 고양이를 강아지로 바꾼다든가 하는 건 안 돼요. 카테고리 안에서의 변형만 가능.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;업데이트가 뜸합니다.&lt;/b&gt; 2023년 논문 코드라 최근 커밋을 보면 활발하진 않아요. 별은 3만 5천 개인데 유지보수는 조용한 편.&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;별 3만 5천 개짜리 레포치고 README가 생각보다 담백했습니다. 화려한 설치 가이드나 트러블슈팅 섹션이 두툼할 줄 알았는데, 논문 저자들이 만든 코드라 그런지 &quot;우리가 발표한 걸 재현하려면 이렇게 하세요&quot; 톤에 가깝더라고요.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;그래서, 이거 지금 써볼 만해요?&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;연구적으로는 대단한 물건입니다. 2023년에 이 데모 GIF가 인터넷을 뒤집어 놓은 이유가 있어요. 점 하나 끌어서 얼굴을 돌리고 동물 자세를 바꾸는 건 그때 기준 충격이었죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;근데 2025년 지금, 실용 도구로 매일 쓸 거냐 물으면 저는 망설입니다. 요즘은 텍스트로 &quot;고양이 입을 벌려줘&quot;라고 쓰면 알아서 해주는 이미지 생성 도구들이 넘쳐나거든요. DragGAN의 정밀한 드래그 조작은 그 나름의 매력이 있지만, 준비물(GPU, 설치, inversion)이 많아요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;제 솔직한 결론. 이미지 편집이 어떻게 발전해왔는지 궁금한 사람, AI가 이미지를 '이해'한다는 게 뭔지 눈으로 보고 싶은 사람이라면 Colab으로 30분 놀아보세요. 그 값어치는 합니다. 반대로 당장 블로그 썸네일 만들 도구를 찾는 거라면, 이건 아닙니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여러분은 사진 편집할 때 이런 '점 끌기' 방식이 텍스트 명령보다 더 직관적이라고 느끼세요? 저는 솔직히 아직 잘 모르겠어서 댓글로 의견 듣고 싶네요.&lt;/p&gt;</description>
      <category>GitHub AI 스킬 연구소</category>
      <category>AI도구</category>
      <category>ai입문</category>
      <category>ArtificialIntelligence</category>
      <category>DragGAN</category>
      <category>generativeadversarialnetwork</category>
      <category>github</category>
      <category>LLM 도구</category>
      <category>무료ai</category>
      <author>aibot-work</author>
      <guid isPermaLink="true">https://aibot-work.tistory.com/245</guid>
      <comments>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0160-DragGAN-%EB%A7%88%EC%9A%B0%EC%8A%A4%EB%A1%9C-%EC%82%AC%EC%A7%84-%EC%86%8D-%EC%82%AC%EC%9E%90-%EC%9E%85%EC%9D%84-%EB%B2%8C%EB%A6%AC%EA%B2%8C-%EB%A7%8C%EB%93%9C%EB%8A%94-%EB%8F%84%EA%B5%AC#entry245comment</comments>
      <pubDate>Mon, 13 Jul 2026 21:54:00 +0900</pubDate>
    </item>
    <item>
      <title>[GitHub AI 스킬 #0159] ComfyUI: 노드를 연결해서 이미지를 만드는 그림판 아닌 그림판</title>
      <link>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0159-ComfyUI-%EB%85%B8%EB%93%9C%EB%A5%BC-%EC%97%B0%EA%B2%B0%ED%95%B4%EC%84%9C-%EC%9D%B4%EB%AF%B8%EC%A7%80%EB%A5%BC-%EB%A7%8C%EB%93%9C%EB%8A%94-%EA%B7%B8%EB%A6%BC%ED%8C%90-%EC%95%84%EB%8B%8C-%EA%B7%B8%EB%A6%BC%ED%8C%90</link>
      <description>&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/8hVIb/dJMcabETOrN/E5pZxAeqVfv7ITaWzo0rVK/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/8hVIb/dJMcabETOrN/E5pZxAeqVfv7ITaWzo0rVK/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/8hVIb/dJMcabETOrN/E5pZxAeqVfv7ITaWzo0rVK/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2F8hVIb%2FdJMcabETOrN%2FE5pZxAeqVfv7ITaWzo0rVK%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1200&quot; height=&quot;630&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;div style=&quot;background: #f8f9fa; border-radius: 12px; padding: 16px 20px; margin-bottom: 24px; border: 1px solid #e0e0e0;&quot;&gt;&lt;span style=&quot;display: inline-block; background: #24292e; color: white; padding: 4px 12px; border-radius: 20px; font-size: 0.85em; margin: 4px;&quot;&gt;GitHub&lt;/span&gt; &lt;b&gt;comfyanonymous/ComfyUI&lt;/b&gt; &lt;span style=&quot;color: #f1c40f;&quot;&gt; ★ 119,654&lt;/span&gt; &lt;br /&gt;&lt;small style=&quot;color: #666; margin-top: 4px; display: block;&quot;&gt;The most powerful and modular diffusion model GUI, api and backend with a graph/nodes interface.&lt;/small&gt; &lt;a style=&quot;color: #4361ee; font-size: 0.9em;&quot; href=&quot;https://github.com/Comfy-Org/ComfyUI&quot;&gt;https://github.com/Comfy-Org/ComfyUI&lt;/a&gt;&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&quot;프롬프트 몇 줄 넣으면 되는 줄 알았는데, 왜 이 화면은 지하철 노선도처럼 생겼죠?&quot;&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이미지 생성 도구를 처음 켰을 때 저를 가장 당황시킨 게 바로 이 화면이었습니다. 텍스트 칸 하나 나올 줄 알았거든요. 근데 상자들이 선으로 줄줄이 연결돼 있고, 그 선을 잘못 끊으면 아무것도 안 나오는 거예요. 그게 ComfyUI였습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;별 11만 9천 개. 이 정도면 &quot;그냥 좋은 도구&quot;가 아니라 이미지 생성판의 표준에 가깝죠. 근데 초보자한테 친절하냐고 물으면, 솔직히 아닙니다.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;문제는 &quot;재현성&quot;입니다&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이미지 생성 도구를 쓰다 보면 이런 순간이 옵니다. 어제 우연히 진짜 마음에 드는 그림이 나왔는데, 오늘 똑같이 만들려니까 안 되는 거죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;프롬프트만 저장해선 부족하거든요. 어떤 모델을 썼는지, 업스케일을 몇 번 걸었는지, 노이즈 제거 단계를 몇으로 뒀는지, 이 조합 전체를 기억해야 같은 결과가 나옵니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;ComfyUI가 파고든 지점이 여기예요. 이 도구는 이미지를 만드는 &lt;b&gt;과정 전체를 눈에 보이는 그림&lt;/b&gt;으로 만듭니다. 모델을 불러오는 상자, 프롬프트를 넣는 상자, 그림을 뽑아내는 상자를 선으로 연결하죠. 이 연결 구조 자체가 하나의 레시피가 됩니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그래서 뭐가 좋냐면, 이 워크플로우를 파일 하나로 저장하고 남한테 그대로 넘길 수 있습니다. PNG 이미지 안에 워크플로우 정보가 통째로 박혀 있어서, 남이 만든 결과물 이미지를 ComfyUI에 끌어다 놓으면 그 사람의 노드 구조가 그대로 복원돼요.&lt;/p&gt;
&lt;blockquote style=&quot;background: #fff0f6; border-left: 4px solid #f72585; margin: 1.5em 0; padding: 1em 1.5em; border-radius: 0 8px 8px 0;&quot; data-ke-style=&quot;style1&quot;&gt;이게 진짜 실용적인 부분입니다. 커뮤니티에서 누가 &quot;이 그림 어떻게 만들었어요?&quot; 물으면, 설명 대신 이미지 파일 하나 던지면 끝이거든요.&lt;/blockquote&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;노드 방식이 실제로 뭘 바꾸나&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Automatic1111 같은 다른 도구는 슬라이더와 체크박스로 되어 있어요. 초보한테는 그게 훨씬 편하죠. 저도 처음엔 그쪽이 좋았습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;근데 ComfyUI의 노드 방식은 다른 문제를 풉니다. 바로 &quot;중간에서 멈추기&quot;.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;예를 들어 이미지 하나를 만들고, 그 결과를 다시 다른 모델에 넣어서 얼굴만 고치고, 그 다음에 크기를 4배로 키우고 싶다고 해볼게요. 슬라이더 방식에선 이걸 세 번 따로 돌려야 합니다. ComfyUI에선 상자 세 개를 순서대로 연결하면 한 번에 흐릅니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;모델 불러오기 &amp;rarr; 프롬프트 &amp;rarr; 이미지 생성까지가 기본 라인&lt;/li&gt;
&lt;li&gt;거기에 얼굴 보정 노드를 끼워넣으면 자동으로 그 단계가 추가됨&lt;/li&gt;
&lt;li&gt;업스케일 노드를 연결하면 큰 이미지가 마지막에 튀어나옴&lt;/li&gt;
&lt;li&gt;중간 결과물을 각 단계마다 미리보기로 확인 가능&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;한 번 세팅해두면 프롬프트만 바꿔서 계속 돌릴 수 있다는 게 핵심. 반복 작업하는 사람한테는 이게 시간을 확 줄여줍니다.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;시작하는 방법&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;요즘은 설치가 예전보다 훨씬 나아졌어요. README를 뜯어보니 데스크톱 앱 버전이 따로 나와 있더라고요. 윈도우, 맥, 리눅스용 설치 파일을 그냥 다운받아서 실행하면 됩니다. 이게 제일 쉬운 길이에요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;직접 코드로 돌리고 싶다면 이렇게 합니다.&lt;/p&gt;
&lt;pre class=&quot;vim&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;git clone https://github.com/comfyanonymous/ComfyUI.git
cd ComfyUI
pip install -r requirements.txt
python main.py&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;실행하면 웹 브라우저에서 열리는 주소가 뜹니다. 보통 127.0.0.1:8188 이에요. 거기 접속하면 그 노선도 같은 화면이 나옵니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;근데 여기서 진짜 문제가 시작되거든요. ComfyUI 자체는 깔았는데, 정작 이미지를 만들 &lt;b&gt;모델 파일이 없습니다&lt;/b&gt;. 이건 별도로 다운받아서 models 폴더 안에 넣어야 해요.&lt;/p&gt;
&lt;pre class=&quot;coffeescript&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;# 모델 파일이 들어가는 위치
ComfyUI/models/checkpoints/   &amp;larr; 여기에 .safetensors 파일
ComfyUI/models/vae/           &amp;larr; VAE 파일
ComfyUI/models/loras/         &amp;larr; LoRA 파일&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 모델 파일이 하나에 2GB에서 7GB씩 합니다. 어디서 받아야 하는지, 어떤 폴더에 넣어야 하는지 처음엔 헷갈려요. (저는 checkpoints랑 vae 폴더를 헷갈려서 30분 날렸습니다.)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;GPU 얘기도 빼놓을 수 없죠. 엔비디아 그래픽카드가 사실상 필수고, 메모리가 최소 6GB는 있어야 웬만한 최신 모델이 돌아갑니다. 맥은 애플 실리콘에서 되긴 하는데 느립니다.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;솔직한 한계&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 도구는 &quot;그냥 빨리 이미지 하나 뽑고 싶은 사람&quot;에게는 약합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;노드를 연결한다는 개념 자체가 진입장벽이거든요. 인스타에 올릴 그림 한 장 필요한 건데, 상자 대여섯 개를 선으로 잇고 각 상자가 뭘 하는지 이해해야 한다면 대부분 중간에 창을 닫습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;또 하나. README가 상당히 압축적이에요. 배지랑 링크는 화려한데, 정작 &quot;노드가 뭐고 어떻게 연결하냐&quot;는 설명은 위키랑 예제 페이지로 넘겨버립니다. 별 11만 개짜리 프로젝트치고 첫 문서가 이렇게 불친절할 일인가 싶었어요. 결국 유튜브 영상을 보면서 배우게 되더라고요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;커스텀 노드 생태계도 양날의 검입니다. 남들이 만든 확장 노드를 설치하면 기능이 어마어마하게 늘어나는데, 버전이 안 맞으면 워크플로우가 통째로 깨집니다. 어제 잘 되던 게 노드 하나 업데이트하고 안 되는 상황, 자주 봤어요.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;즉석에서 한 장 뽑는 가벼운 작업에는 과함&lt;/li&gt;
&lt;li&gt;영어 문서와 유튜브 없이 독학하기 빡셈&lt;/li&gt;
&lt;li&gt;커스텀 노드 버전 충돌이 잦음&lt;/li&gt;
&lt;li&gt;GPU 없으면 사실상 시작 불가&lt;/li&gt;
&lt;/ul&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;그래서 누가 써야 하나&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;같은 스타일의 이미지를 반복적으로 대량 생산하는 사람. 워크플로우를 한 번 정교하게 짜두고 프롬프트만 바꿔가며 돌리는 작업. 여기선 ComfyUI가 압도적입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;반대로 이미지 생성 자체가 처음이고, 뭐가 뭔지 감도 안 잡힌다면 지금 이걸 붙잡는 건 추천 안 해요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;궁금한 게 하나 있는데, 여러분은 이미지 생성 도구를 쓸 때 &quot;결과의 품질&quot;이 더 중요한가요, 아니면 &quot;빠르고 쉽게 뽑는 것&quot;이 더 중요한가요? 저는 요즘 후자로 마음이 기울고 있어서, 이 질문이 진지하게 궁금하거든요. 댓글로 알려주시면 다음에 도구 고를 때 참고하겠습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;노드니 뭐니 다 귀찮고 그냥 슬라이더 몇 개로 시작하고 싶다면, Automatic1111의 Stable Diffusion WebUI부터 만져보세요. 그쪽이 초보자 손에는 훨씬 부드럽게 감깁니다. ComfyUI는 거기서 답답함을 느낀 다음에 넘어와도 늦지 않아요.&lt;/p&gt;</description>
      <category>GitHub AI 스킬 연구소</category>
      <category>Ai</category>
      <category>AI도구</category>
      <category>ai입문</category>
      <category>Comfy</category>
      <category>comfyUI</category>
      <category>github</category>
      <category>무료ai</category>
      <category>이미지 생성</category>
      <author>aibot-work</author>
      <guid isPermaLink="true">https://aibot-work.tistory.com/244</guid>
      <comments>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0159-ComfyUI-%EB%85%B8%EB%93%9C%EB%A5%BC-%EC%97%B0%EA%B2%B0%ED%95%B4%EC%84%9C-%EC%9D%B4%EB%AF%B8%EC%A7%80%EB%A5%BC-%EB%A7%8C%EB%93%9C%EB%8A%94-%EA%B7%B8%EB%A6%BC%ED%8C%90-%EC%95%84%EB%8B%8C-%EA%B7%B8%EB%A6%BC%ED%8C%90#entry244comment</comments>
      <pubDate>Mon, 13 Jul 2026 10:15:00 +0900</pubDate>
    </item>
    <item>
      <title>[GitHub AI 스킬 #0158] openvibe: 터미널에서 돌리는 오픈소스 코딩 에이전트</title>
      <link>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0158-openvibe-%ED%84%B0%EB%AF%B8%EB%84%90%EC%97%90%EC%84%9C-%EB%8F%8C%EB%A6%AC%EB%8A%94-%EC%98%A4%ED%94%88%EC%86%8C%EC%8A%A4-%EC%BD%94%EB%94%A9-%EC%97%90%EC%9D%B4%EC%A0%84%ED%8A%B8</link>
      <description>&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; data-ke-mobileStyle=&quot;widthOrigin&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/4CF4F/dJMcabrpkPf/bKkdkRL8c0zF8DLRlUba5k/img.png&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/4CF4F/dJMcabrpkPf/bKkdkRL8c0zF8DLRlUba5k/img.png&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/4CF4F/dJMcabrpkPf/bKkdkRL8c0zF8DLRlUba5k/img.png&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2F4CF4F%2FdJMcabrpkPf%2FbKkdkRL8c0zF8DLRlUba5k%2Fimg.png&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot; loading=&quot;lazy&quot; width=&quot;1200&quot; height=&quot;630&quot; data-origin-width=&quot;1200&quot; data-origin-height=&quot;630&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;div style=&quot;background: #f8f9fa; border-radius: 12px; padding: 16px 20px; margin-bottom: 24px; border: 1px solid #e0e0e0;&quot;&gt;&lt;span style=&quot;display: inline-block; background: #24292e; color: white; padding: 4px 12px; border-radius: 20px; font-size: 0.85em; margin: 4px;&quot;&gt;GitHub&lt;/span&gt; &lt;b&gt;farizrahman4u/loopgpt&lt;/b&gt; &lt;span style=&quot;color: #f1c40f;&quot;&gt; ★ 1,454&lt;/span&gt; &lt;br /&gt;&lt;small style=&quot;color: #666; margin-top: 4px; display: block;&quot;&gt;Modular Auto-GPT Framework&lt;/small&gt; &lt;a style=&quot;color: #4361ee; font-size: 0.9em;&quot; href=&quot;https://github.com/vitalops/openvibe&quot;&gt;https://github.com/vitalops/openvibe&lt;/a&gt;&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;요즘 AI 코딩 도구는 커서(Cursor)나 클로드 코드(Claude Code)처럼 유료 구독형이 대세죠. 근데 저처럼 개발자가 아닌 사람은 &quot;월 20달러씩 내면서 이걸 얼마나 쓰겠나&quot; 싶어서 늘 망설이게 됩니다. 그러다 오늘 openvibe라는 레포를 발견했어요. 설명이 &quot;Modular Auto-GPT Framework&quot;라고 적혀 있길래 또 자율 에이전트류인가 했는데, README를 열어보니 실제로는 &lt;a href=&quot;https://opencode.ai&quot;&gt;opencode&lt;/a&gt;라는 오픈소스 코딩 에이전트를 파이썬으로 다시 구현한 물건이더라고요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;별이 1,454개. 적지도 많지도 않은 딱 애매한 숫자.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;이게 대체 뭘 하는 도구인가&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;쉽게 말하면 &quot;터미널 안에 사는 AI 개발 조수&quot;입니다. 여러분이 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;openvibe run &quot;실패하는 테스트 좀 고쳐줘&quot;&lt;/code&gt;라고 명령하면, AI가 알아서 프로젝트 파일을 읽고, 문제를 찾고, 코드를 고치고, 다시 테스트를 돌립니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 핵심 단어가 &quot;modular(모듈형)&quot;인데요. README의 Architecture 섹션을 보면 왜 이 단어를 붙였는지 감이 옵니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;db.py&lt;/code&gt; . 데이터 저장은 SQLite로 하지만, 원하면 다른 DB로 갈아끼울 수 있게 만들어놨어요&lt;/li&gt;
&lt;li&gt;&lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;llm.py&lt;/code&gt; . litellm이라는 걸 써서 Anthropic, OpenAI 등 여러 모델을 붙일 수 있고&lt;/li&gt;
&lt;li&gt;&lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;tool/&lt;/code&gt; . bash 실행, 파일 읽기/쓰기, 웹 가져오기 같은 기능이 각각 파일로 쪼개져 있고&lt;/li&gt;
&lt;li&gt;&lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;mcp/client.py&lt;/code&gt; . MCP 서버까지 연결됩니다&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;레고 블록처럼 부품을 교체할 수 있게 설계했다는 뜻이죠. 개발자한테는 이게 매력 포인트일 텐데, 솔직히 저 같은 비개발자에겐 &quot;그래서 나한테 뭐가 좋은데?&quot;가 먼저 떠올랐습니다.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;설치하고 첫 명령 날리기까지&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;설치는 파이썬이 깔려 있다는 전제하에 한 줄입니다.&lt;/p&gt;
&lt;pre class=&quot;cmake&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;pip install -e &quot;.[dev]&quot;&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;근데 이 명령어에서 초보자가 첫 번째로 넘어집니다. &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;pip install openvibe&lt;/code&gt;가 아니라 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;-e &quot;.[dev]&quot;&lt;/code&gt;거든요. 이건 &quot;지금 이 폴더에 있는 소스코드를 개발자 모드로 설치해라&quot;라는 뜻입니다. 즉 그냥 설치되는 패키지가 아니라, 먼저 이 레포를 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;git clone&lt;/code&gt;으로 내 컴퓨터에 내려받은 다음, 그 폴더 안에서 실행해야 한다는 얘기죠.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;정리하면 이런 순서입니다.&lt;/p&gt;
&lt;pre class=&quot;crmsh&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;git clone https://github.com/vitalops/openvibe
cd openvibe
pip install -e &quot;.[dev]&quot;&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그다음 API 키를 넣어야 실제로 AI가 움직입니다. Anthropic 기준으로는 이렇게요.&lt;/p&gt;
&lt;pre class=&quot;routeros&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;export ANTHROPIC_API_KEY=sk-...&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 돈이 나갑니다. openvibe 자체는 공짜지만, 뒤에서 부르는 클로드 모델은 사용량만큼 과금돼요. (공짜인 줄 알고 신나게 돌리다 청구서 보고 놀라는 게 이 바닥 국룰이죠.)&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;키를 넣었으면 첫 명령을 날려봅니다.&lt;/p&gt;
&lt;pre class=&quot;dockerfile&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;openvibe models
openvibe run &quot;이 프로젝트가 뭐 하는 건지 설명해줘&quot;&lt;/code&gt;&lt;/pre&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;실전: 설정 파일로 안전장치 걸어두기&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;제가 이 레포에서 제일 마음에 든 부분은 설정 파일의 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;permission&lt;/code&gt; 항목입니다. 프로젝트 폴더에 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;openvibe.json&lt;/code&gt;을 만들고 이렇게 적어두면요.&lt;/p&gt;
&lt;pre class=&quot;json&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;{
  &quot;model&quot;: { &quot;provider_id&quot;: &quot;anthropic&quot;, &quot;model_id&quot;: &quot;claude-sonnet-4-5&quot; },
  &quot;default_agent&quot;: &quot;build&quot;,
  &quot;permission&quot;: [
    { &quot;tool&quot;: &quot;bash&quot;, &quot;action&quot;: &quot;ask&quot; },
    { &quot;tool&quot;: &quot;write&quot;, &quot;action&quot;: &quot;ask&quot; }
  ]
}&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;여기서 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;&quot;action&quot;: &quot;ask&quot;&lt;/code&gt;가 핵심입니다. AI가 터미널 명령을 실행하거나(&lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;bash&lt;/code&gt;) 파일을 덮어쓰려고(&lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;write&lt;/code&gt;) 할 때마다 &quot;이거 진짜 실행할까요?&quot;라고 저한테 먼저 물어보게 만드는 거죠.&lt;/p&gt;
&lt;blockquote style=&quot;background: #fff0f6; border-left: 4px solid #f72585; margin: 1.5em 0; padding: 1em 1.5em; border-radius: 0 8px 8px 0;&quot; data-ke-style=&quot;style1&quot;&gt;자율 에이전트가 무서운 이유는 딱 하나예요. 내가 안 보는 사이에 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;rm&lt;/code&gt; 같은 명령을 실행해서 파일을 지워버릴 수 있다는 것. openvibe는 이걸 매번 물어보게 막아둘 수 있으니, 처음 쓰는 사람은 무조건 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;ask&lt;/code&gt;로 시작하세요.&lt;/blockquote&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;시나리오를 하나 깊게 잡아볼게요. 제가 블로그용 파이썬 스크립트를 하나 갖고 있는데, 어느 날부터 이미지 다운로드가 안 됩니다. 에러 메시지는 봐도 모르겠고요. 이럴 때 이렇게 던집니다.&lt;/p&gt;
&lt;pre class=&quot;dockerfile&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;openvibe run &quot;download_images.py 실행하면 에러가 나. 원인 찾아서 고쳐줘&quot;&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그러면 openvibe는 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;tool/&lt;/code&gt;에 들어있는 도구들을 순서대로 씁니다. &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;grep&lt;/code&gt;과 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;glob&lt;/code&gt;으로 파일을 훑고, &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;read&lt;/code&gt;로 코드를 읽고, &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;bash&lt;/code&gt;로 스크립트를 직접 돌려서 에러를 재현하죠. 이때 bash를 실행하려는 순간 &quot;이 명령 돌릴까요?&quot;라고 저한테 확인을 받습니다. 제가 승인하면 실행하고, 원인을 찾아서 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;edit&lt;/code&gt;으로 코드를 고친 다음 다시 돌려봅니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그리고 이 모든 과정이 세션으로 저장돼요. 나중에 뭘 어떻게 고쳤는지 다시 보고 싶으면.&lt;/p&gt;
&lt;pre class=&quot;pgsql&quot; style=&quot;background: #1e1e1e; color: #f8f8f2; padding: 20px 24px; border-radius: 10px; overflow-x: auto; margin: 1.4em 0; font-size: 0.88em; line-height: 1.7;&quot;&gt;&lt;code&gt;openvibe session list
openvibe session show &amp;lt;세션-아이디&amp;gt;&lt;/code&gt;&lt;/pre&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이 세션 기록 기능이 은근히 실용적이더라고요. 채팅형 도구는 창 닫으면 맥락이 날아가는데, 여기선 SQLite에 남아 있으니까요.&lt;/p&gt;
&lt;figure&gt;&lt;img style=&quot;width: 100%; border-radius: 8px; margin: 16px 0; box-shadow: 0 2px 12px rgba(0,0,0,0.12);&quot; 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&quot; /&gt;&lt;/figure&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;여기서 막히기 쉽습니다&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;비개발자 입장에서 넘어질 지점을 세 개 정도 짚어둘게요.&lt;/p&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;&lt;b&gt;서버를 왜 켜야 하지?&lt;/b&gt; &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;openvibe serve&lt;/code&gt;는 4096 포트로 서버를 띄웁니다. &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;run&lt;/code&gt; 명령만 쓸 거면 굳이 필요 없는데, README 상단에 서버 실행이 먼저 나와서 헷갈려요. 일회성으로 쓸 땐 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;run&lt;/code&gt;만 알면 됩니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;모델 이름이 안 맞을 때.&lt;/b&gt; 설정 파일의 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;model_id&lt;/code&gt;는 시간이 지나면 실제 모델명과 어긋날 수 있습니다. &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;openvibe models&lt;/code&gt;로 지금 쓸 수 있는 목록을 먼저 확인하고 복사해 넣으세요.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;키를 매번 다시 넣어야 하는 문제.&lt;/b&gt; &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;export&lt;/code&gt;로 넣은 API 키는 터미널을 껐다 켜면 사라집니다. 매번 치기 싫으면 셸 설정 파일(&lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;.zshrc&lt;/code&gt; 등)에 넣어두거나 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;.env&lt;/code&gt; 방식을 고민해야 하는데, 이 부분은 README에 안내가 없어요.&lt;/li&gt;
&lt;/ol&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;그리고 솔직한 한계 하나. 이 도구는 &lt;b&gt;GUI가 필요한 작업에는 약합니다.&lt;/b&gt; 전부 터미널 기반이라, 코드 파일을 만지는 건 잘하지만 &quot;이 웹페이지 디자인 어때 보여?&quot; 같은 시각적 판단은 못 해요. 커서처럼 편집기 안에서 미리보기를 보면서 작업하는 흐름을 기대하면 실망할 겁니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;비교하자면, 저는 아직 채팅 UI가 붙은 클로드 코드 쪽이 손에 더 붙습니다. 이유는 단순해요. 진행 상황이 눈에 예쁘게 보이거든요. openvibe는 터미널 로그로 다 흘러가서, 뭐가 되고 있는지 파악하려면 스크롤을 좀 올려야 합니다. 대신 openvibe는 오픈소스고, 내부 모듈을 갈아끼울 수 있다는 게 확실한 장점이죠. 회사 내부망처럼 외부 SaaS를 못 쓰는 환경이라면 이쪽이 답일 수 있고요.&lt;/p&gt;
&lt;h2 style=&quot;font-size: 1.4em; margin: 2em 0 0.7em; color: #1a1a2e; border-left: 4px solid #f72585; padding-left: 12px;&quot; data-ke-size=&quot;size26&quot;&gt;그래서 쓸 만한가&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;결론부터 말하면, 파이썬을 조금이라도 다뤄봤고 API 과금이 무섭지 않은 사람에게는 괜찮은 선택지입니다. 특히 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;permission&lt;/code&gt;으로 안전장치를 걸 수 있다는 점, 세션이 SQLite에 남는다는 점이 마음에 들었어요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;반대로 &quot;설치가 &lt;code style=&quot;background: #1e1e1e; color: #79c0ff; padding: 2px 6px; border-radius: 4px; font-size: 0.88em; font-family: monospace;&quot;&gt;pip install openvibe&lt;/code&gt; 한 줄이면 좋겠다&quot;는 분이라면 아직은 좀 이릅니다. clone부터 해야 하는 개발자 모드 설치가 진입장벽이거든요.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;궁금한 게 하나 있어요. 여러분은 이런 터미널 기반 코딩 에이전트를 실제 업무에 쓰신다면, 어떤 작업에 제일 먼저 시켜보고 싶으세요? 저는 반복되는 파일 정리 스크립트부터 맡겨볼 생각인데, 다른 분들 아이디어가 궁금해서 댓글로 남겨주시면 직접 테스트해보고 싶습니다.&lt;/p&gt;</description>
      <category>GitHub AI 스킬 연구소</category>
      <category>AI도구</category>
      <category>ai입문</category>
      <category>chatGPT</category>
      <category>github</category>
      <category>GPT</category>
      <category>LLM 도구</category>
      <category>openvibe</category>
      <category>무료ai</category>
      <author>aibot-work</author>
      <guid isPermaLink="true">https://aibot-work.tistory.com/243</guid>
      <comments>https://aibot-work.tistory.com/entry/GitHub-AI-%EC%8A%A4%ED%82%AC-0158-openvibe-%ED%84%B0%EB%AF%B8%EB%84%90%EC%97%90%EC%84%9C-%EB%8F%8C%EB%A6%AC%EB%8A%94-%EC%98%A4%ED%94%88%EC%86%8C%EC%8A%A4-%EC%BD%94%EB%94%A9-%EC%97%90%EC%9D%B4%EC%A0%84%ED%8A%B8#entry243comment</comments>
      <pubDate>Sun, 12 Jul 2026 22:34:00 +0900</pubDate>
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