> ## Documentation Index
> Fetch the complete documentation index at: https://docs.openlit.io/llms.txt
> Use this file to discover all available pages before exploring further.

# Monitor AI Applications using OpenTelemetry

> Track LLM Costs, Agent actions, Tokens, Performance along with User Interactions

Start integrating and monitoring your applications with OpenLIT in just one line of code. Choose from a range of Integrations to **start tracking LLM performance, usage, costs and much more**.

### LLMs

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  <Card
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  <Card
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  <Card
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  <Card
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      <img src="https://cdn.simpleicons.org/typescript/ffa500" width="16" height="16" alt="TypeScript SDK" title="TypeScript SDK" />
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  <Card
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    href="/latest/sdk/integrations/huggingface"
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      <img src="https://cdn.simpleicons.org/python/ffa500" width="16" height="16" alt="Python SDK" title="Python SDK" />

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  <Card
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      <img src="https://cdn.simpleicons.org/python/ffa500" width="16" height="16" alt="Python SDK" title="Python SDK" />
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  </Card>

  <Card
    title="Titan ML"
    href="/latest/sdk/integrations/titan-ml"
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      <img src="https://cdn.simpleicons.org/python/ffa500" width="16" height="16" alt="Python SDK" title="Python SDK" />
    </div>
  </Card>
</CardGroup>

### Databases

<CardGroup cols={2}>
  <Card
    title="PostgreSQL (psycopg3)"
    href="/latest/sdk/integrations/psycopg"
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    </svg>
  }
    iconType="duotone"
  >
    <div style={{position: "absolute", top: "12px", right: "12px", display: "flex", gap: "4px"}}>
      <img src="https://cdn.simpleicons.org/python/ffa500" width="16" height="16" alt="Python SDK" title="Python SDK" />
    </div>
  </Card>
</CardGroup>

### VectorDBs

<CardGroup cols={2}>
  <Card
    title="ChromaDB"
    href="/latest/sdk/integrations/chromadb"
    icon={
    <svg viewBox="0 0 256 256" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"  preserveAspectRatio="xMidYMid">
        <title>Chroma</title>
        <g>
            <ellipse fill="#FFDE2D" cx="170.666795" cy="81.9198362" rx="85.3332053" ry="81.9198362"></ellipse>
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            <path d="M170.666795,81.9199642 C170.666795,127.163394 132.461431,163.83916 85.3330773,163.83916 L85.3330773,81.9199642 L170.666795,81.9199642 Z M85.3332053,81.9198362 C85.3332053,36.6767906 123.538185,8.95998209e-05 170.666795,8.95998209e-05 L170.666795,81.9198362 L85.3332053,81.9198362 Z" fill="#FF6446"></path>
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    </svg>
  }
    iconType="duotone"
  >
    <div style={{position: "absolute", top: "12px", right: "12px", display: "flex", gap: "4px"}}>
      <img src="https://cdn.simpleicons.org/python/ffa500" width="16" height="16" alt="Python SDK" title="Python SDK" />

      <img src="https://cdn.simpleicons.org/typescript/ffa500" width="16" height="16" alt="TypeScript SDK" title="TypeScript SDK" />
    </div>
  </Card>

  <Card
    title="Pinecone"
    href="/latest/sdk/integrations/pinecone"
    icon={
    <svg viewBox="0 0 256 288" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"  preserveAspectRatio="xMidYMid">
        <title>Pinecone</title>
        <g>
            <path d="M108.633615,254.43629 C117.713862,254.43629 125.074857,261.797284 125.074857,270.877532 C125.074857,279.957779 117.713862,287.318774 108.633615,287.318774 C99.5533677,287.318774 92.1923728,279.957779 92.1923728,270.877532 C92.1923728,261.797284 99.5533677,254.43629 108.633615,254.43629 Z M199.849665,224.438339 L216.09705,229.252379 L203.199913,272.780219 C202.072982,276.58361 198.458049,279.095992 194.500389,278.826397 L190.516677,278.552973 L190.419263,278.633409 L149.02918,275.728903 L150.180842,258.822508 L177.989056,260.709686 L159.783784,234.447622 L173.709616,224.792379 L191.938895,251.08702 L199.849665,224.438339 Z M23.0126771,194.347476 L39.9158866,195.544979 L37.935897,223.348728 L64.1501315,205.120082 L73.8271476,219.030793 L47.578736,237.278394 L74.3707554,245.173037 L69.5818063,261.427835 L25.8485266,248.543243 C22.0304448,247.418369 19.5101155,243.787479 19.7913963,239.817092 L23.0126771,194.347476 Z M132.151306,170.671396 L162.658679,207.503468 L148.909247,218.891886 L130.753266,196.972134 L124.866941,230.673893 L107.280249,227.599613 L113.172232,193.845272 L88.7296311,208.256891 L79.6674587,192.874434 L120.745504,168.674377 C124.522104,166.449492 129.355297,167.295726 132.151306,170.671396 Z M217.504528,145.960198 L232.744017,137.668804 L254.94482,178.473633 C256.889641,182.048192 256.088221,186.494171 253.017682,189.164674 L249.876622,191.878375 L217.826246,219.77131 L206.441034,206.680621 L227.988588,187.934494 L195.893546,182.152609 L198.972402,165.078949 L231.044844,170.857793 L217.504528,145.960198 Z M37.7821805,103.299272 L49.2622123,116.306888 L28.0106317,135.050179 L60.1668233,140.664193 L57.1863573,157.755303 L24.9947229,152.136967 L38.822104,177.134576 L23.6411026,185.532577 L1.08439616,144.756992 C-0.885025494,141.196884 -0.115545265,136.746375 2.93488097,134.054184 L37.7821805,103.299272 Z M146.476311,89.8796828 L176.88045,126.612847 L163.1271,137.996532 L144.975445,116.067101 L139.08912,149.778947 L121.502428,146.704666 L127.374238,113.081452 L103.025237,127.354817 L93.9976317,111.952048 L131.398812,90.0233663 L131.435631,89.880899 L131.600545,89.9023265 L135.085833,87.870141 C138.861877,85.6569913 143.68556,86.5079996 146.476311,89.8796828 Z M185.655786,71.8143168 L192.305535,55.7902703 L235.318239,73.6399229 C239.072486,75.1978811 241.2415,79.1537636 240.536356,83.1568091 L239.820231,87.1385839 L232.47517,128.919545 L215.389188,125.909819 L220.312646,97.9413879 L191.776157,113.7129 L183.390302,98.5251862 L211.981072,82.7408038 L185.655786,71.8143168 Z M103.71696,40.2373824 L104.456513,57.5706533 L76.0432671,58.785006 L97.4730368,83.2749086 L84.4165529,94.6993319 L62.9507932,70.1728358 L57.949673,98.1737132 L40.8716575,95.1191088 L49.0561498,49.3603563 C49.771444,45.3612115 53.1664633,42.3942036 57.2253811,42.2210231 L61.246149,42.0411642 L61.3363168,41.9758 L103.71696,40.2373824 Z M161.838155,3.27194826 L192.104824,40.2369789 L178.291207,51.5474574 L160.327329,29.6043227 L154.268381,63.2715157 L136.697231,60.1096121 L142.766468,26.3665075 L118.24002,40.7062765 L109.232678,25.2916494 L150.427675,1.21987397 C154.218286,-0.995121237 159.056796,-0.124957814 161.838155,3.27194826 Z"></path>
        </g>
    </svg>
  }
    iconType="duotone"
  >
    <div style={{position: "absolute", top: "12px", right: "12px", display: "flex", gap: "4px"}}>
      <img src="https://cdn.simpleicons.org/python/ffa500" width="16" height="16" alt="Python SDK" title="Python SDK" />

      <img src="https://cdn.simpleicons.org/typescript/ffa500" width="16" height="16" alt="TypeScript SDK" title="TypeScript SDK" />
    </div>
  </Card>

  <Card
    title="Qdrant"
    href="/latest/sdk/integrations/qdrant"
    icon={
    <svg viewBox="0 0 286 286" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" preserveAspectRatio="xMidYMid">
        <title>qdrant</title>
        <defs>
            <linearGradient x1="81.5619048%" y1="44.8421053%" x2="-18.0857143%" y2="44.8421053%" id="linearGradient-1">
                <stop stop-color="#FF3364" offset="0%"></stop>
                <stop stop-color="#C91540" stop-opacity="0" offset="100%"></stop>
            </linearGradient>
        </defs>
        <g>
            <polygon fill="#24386C" points="201.31705 271.722427 195.422715 109.21267 184.747781 66.3682368 256 73.9112545 256 270.492509 212.474757 295.612626"></polygon>
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            <polyline fill="#24386C" points="156.856906 202.807459 128.001067 245.347371 128.001067 295.603122 168.946605 271.978458 190.043934 240.475027"></polyline>
            <polygon fill="#7589BE" points="128.018523 195.107138 87.0555287 124.184656 95.8787005 100.678309 129.42068 84.4156955 168.946411 124.185819"></polygon>
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            <path d="M168.946605,271.974579 L212.471848,295.601182 L212.471848,99.0393237 L170.226759,74.658205 L128.001067,50.2770864 L85.7559782,74.658205 L43.5302858,99.0393237 L43.5302858,196.581255 L85.7559782,220.962373 L128.001067,245.345432 L168.946605,221.699432 L168.946605,271.974579 Z M168.946605,171.443681 L128.001067,195.087742 L87.0555287,171.443681 L87.0555287,124.174957 L128.001067,100.530897 L168.946605,124.174957 L168.946605,171.443681" fill="#DC244C"></path>
            <polygon fill="url(https://mintlify.s3.us-west-1.amazonaws.com/openlit/latest/sdk/integrations#linearGradient-1)" points="128.018523 245.362888 128.018523 195.099379 87.2863443 171.657041 87.2863443 221.837146"></polygon>
        </g>
    </svg>
  }
    iconType="duotone"
  >
    <div style={{position: "absolute", top: "12px", right: "12px", display: "flex", gap: "4px"}}>
      <img src="https://cdn.simpleicons.org/python/ffa500" width="16" height="16" alt="Python SDK" title="Python SDK" />

      <img src="https://cdn.simpleicons.org/typescript/ffa500" width="16" height="16" alt="TypeScript SDK" title="TypeScript SDK" />
    </div>
  </Card>

  <Card
    title="Milvus"
    href="/latest/sdk/integrations/milvus"
    icon={
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      <img src="https://cdn.simpleicons.org/python/ffa500" width="16" height="16" alt="Python SDK" title="Python SDK" />

      <img src="https://cdn.simpleicons.org/typescript/ffa500" width="16" height="16" alt="TypeScript SDK" title="TypeScript SDK" />
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  <Card
    title="AstraDB"
    href="/latest/sdk/integrations/astradb"
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      <img src="https://cdn.simpleicons.org/python/ffa500" width="16" height="16" alt="Python SDK" title="Python SDK" />
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### Frameworks

<CardGroup cols={2}>
  <Card
    title="LangChain"
    description="🦜️🔗"
    href="/latest/sdk/integrations/langchain"
    icon={
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" 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    </svg>
  }
    iconType="duotone"
  >
    <div style={{position: "absolute", top: "12px", right: "12px", display: "flex", gap: "4px"}}>
      <img src="https://cdn.simpleicons.org/python/ffa500" width="16" height="16" alt="Python SDK" title="Python SDK" />

      <img src="https://cdn.simpleicons.org/typescript/ffa500" width="16" height="16" alt="TypeScript SDK" title="TypeScript SDK" />
    </div>
  </Card>

  <Card
    title="OpenAI Agents"
    href="/latest/sdk/integrations/openai-agents"
    icon={
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      <img src="https://cdn.simpleicons.org/python/ffa500" width="16" height="16" alt="Python SDK" title="Python SDK" />
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  <Card
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    <path d="M0 0 C0.99 0 1.98 0 3 0 C4.19287411 3.87684087 5 6.91621923 5 11 C4.34 11 3.68 11 3 11 C2.34 9.68 1.68 8.36 1 7 C0.67 7.99 0.34 8.98 0 10 C-0.66 10 -1.32 10 -2 10 C-1.85950482 8.52031676 -1.71245174 7.04125484 -1.5625 5.5625 C-1.48128906 4.73878906 -1.40007812 3.91507813 -1.31640625 3.06640625 C-1 1 -1 1 0 0 Z " fill="#EAEAEA" transform="translate(76,225)"/>
    <path d="M0 0 C3.53677664 -0.32152515 5.3962104 -0.4131192 8.375 1.625 C10.4753727 4.69477548 10.53293835 6.34556561 10 10 C8.5 12.375 8.5 12.375 7 14 C6.34 13.67 5.68 13.34 5 13 C5.33 10.03 5.66 7.06 6 4 C4.02 3.34 2.04 2.68 0 2 C0 1.34 0 0.68 0 0 Z " fill="#EAEAEA" transform="translate(193,225)"/>
    <path d="M0 0 C0.99 0 1.98 0 3 0 C4.5111995 5.03733166 3.64599773 9.88171027 3 15 C2.01 15 1.02 15 0 15 C0 10.05 0 5.1 0 0 Z " fill="#DEDDDE" transform="translate(117,225)"/>
    <path d="M0 0 C5.28 0 10.56 0 16 0 C15.67 1.32 15.34 2.64 15 4 C11.9375 5.75 11.9375 5.75 9 7 C9.66 5.68 10.32 4.36 11 3 C7.37 2.67 3.74 2.34 0 2 C0 1.34 0 0.68 0 0 Z " fill="#F0F0F0" transform="translate(142,220)"/>
    <path d="M0 0 C0.99 0 1.98 0 3 0 C3 4.95 3 9.9 3 15 C2.01 15 1.02 15 0 15 C0 10.05 0 5.1 0 0 Z " fill="#F9F9F9" transform="translate(229,225)"/>
    <path d="M0 0 C0.66 0 1.32 0 2 0 C2 4.95 2 9.9 2 15 C1.34 15 0.68 15 0 15 C0 14.01 0 13.02 0 12 C-0.66 11.67 -1.32 11.34 -2 11 C-1.34 7.37 -0.68 3.74 0 0 Z " fill="#F1F0F1" transform="translate(101,225)"/>
    <path d="M0 0 C0.33 0.66 0.66 1.32 1 2 C4.96 2 8.92 2 13 2 C13 2.66 13 3.32 13 4 C8.05 4 3.1 4 -2 4 C-1.34 2.68 -0.68 1.36 0 0 Z " fill="#FCFCFC" transform="translate(144,236)"/>
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    <path d="M0 0 C7.42857143 -0.14285714 7.42857143 -0.14285714 11 1 C10.67 1.66 10.34 2.32 10 3 C9.01 2.67 8.02 2.34 7 2 C7 2.66 7 3.32 7 4 C5.02 4 3.04 4 1 4 C0.67 2.68 0.34 1.36 0 0 Z " fill="#2B262C" transform="translate(164,233)"/>
    <path d="M0 0 C1.670625 0.061875 1.670625 0.061875 3.375 0.125 C0.375 2.125 0.375 2.125 -1.625 3.125 C-1.625 4.775 -1.625 6.425 -1.625 8.125 C-2.615 8.125 -3.605 8.125 -4.625 8.125 C-5.625 7.125 -5.625 7.125 -5.8125 4.6875 C-5.49798355 0.38910851 -4.1611078 0.14348648 0 0 Z " fill="#F4F4F4" transform="translate(54.625,219.875)"/>
    <path d="M0 0 C0.86625 0.4640625 0.86625 0.4640625 1.75 0.9375 C3.84294184 1.92583364 5.74535275 2.5168613 8 3 C8 3.66 8 4.32 8 5 C5.69 5 3.38 5 1 5 C0.67 3.35 0.34 1.7 0 0 Z " fill="#F1F0F1" transform="translate(213,235)"/>
    <path d="M0 0 C0 0.66 0 1.32 0 2 C0.66 2 1.32 2 2 2 C2 2.99 2 3.98 2 5 C0.35 5 -1.3 5 -3 5 C-3.33 3.68 -3.66 2.36 -4 1 C-2 0 -2 0 0 0 Z " fill="#D9D8D9" transform="translate(83,235)"/>
    <path d="M0 0 C1.98 0 3.96 0 6 0 C6 0.99 6 1.98 6 3 C3.69 3 1.38 3 -1 3 C-0.67 2.01 -0.34 1.02 0 0 Z " fill="#262127" transform="translate(165,228)"/>
    <path d="M0 0 C0.33 0.66 0.66 1.32 1 2 C1.99 1.34 2.98 0.68 4 0 C4.99 0 5.98 0 7 0 C7 0.99 7 1.98 7 3 C5.02 3.66 3.04 4.32 1 5 C0.67 3.35 0.34 1.7 0 0 Z " fill="#D4D3D4" transform="translate(180,225)"/>
    <path d="M0 0 C0 0.66 0 1.32 0 2 C-2.97 2.66 -5.94 3.32 -9 4 C-9 3.34 -9 2.68 -9 2 C-5.5647952 -0.29013653 -4.014669 -0.17842973 0 0 Z " fill="#DEDDDE" transform="translate(171,225)"/>
    <path d="M0 0 C2.66666667 0 5.33333333 0 8 0 C7.67 1.32 7.34 2.64 7 4 C5.35 3.67 3.7 3.34 2 3 C2 2.34 2 1.68 2 1 C1.34 0.67 0.68 0.34 0 0 Z " fill="#CBCACB" transform="translate(93,225)"/>
    <path d="M0 0 C0.99 0 1.98 0 3 0 C2.34 1.65 1.68 3.3 1 5 C-0.98 4.34 -2.96 3.68 -5 3 C-5 2.67 -5 2.34 -5 2 C-3.35 2 -1.7 2 0 2 C0 1.34 0 0.68 0 0 Z " fill="#CDCCCD" transform="translate(171,235)"/>
    <path d="M0 0 C2.875 -0.1875 2.875 -0.1875 6 0 C6.66 0.99 7.32 1.98 8 3 C5.16032769 3 2.76264289 2.59732819 0 2 C0 1.34 0 0.68 0 0 Z " fill="#E2E1E2" transform="translate(193,225)"/>
    <path d="M0 0 C0.99 0 1.98 0 3 0 C3 0.99 3 1.98 3 3 C2.195625 3.12375 1.39125 3.2475 0.5625 3.375 C-0.7059375 3.684375 -0.7059375 3.684375 -2 4 C-2.33 4.66 -2.66 5.32 -3 6 C-2.42655063 3.13275314 -2.1385485 2.1385485 0 0 Z " fill="#E2E1E2" transform="translate(112,225)"/>
    </svg>
  }
  >
    <div style={{position: "absolute", top: "12px", right: "12px", display: "flex", gap: "4px"}}>
      <img src="https://cdn.simpleicons.org/python/ffa500" width="16" height="16" alt="Python SDK" title="Python SDK" />
    </div>
  </Card>
</CardGroup>

### GPUs

<CardGroup>
  <Card
    title="NVIDIA"
    href="/latest/sdk/integrations/nvidia-gpu"
    iconType="duotone"
    icon={
    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 60 60">
      <path d="M23.862 23.46v-3.816l1.13-.047c10.46-.33 17.313 8.998 17.313 8.998s-7.396 10.27-15.335 10.27a9.73 9.73 0 0 1-3.086-.495v-11.59c4.075.495 4.9 2.285 7.326 6.36l5.44-4.57s-3.98-5.206-10.67-5.206c-.707-.024-1.413.024-2.12.094m0-12.626v5.7l1.13-.07c14.534-.495 24.026 11.92 24.026 11.92S38.136 41.622 26.806 41.622c-.99 0-1.955-.094-2.92-.26v3.533c.8.094 1.625.165 2.426.165 10.553 0 18.185-5.394 25.58-11.754 1.225.99 6.242 3.368 7.28 4.405-7.02 5.89-23.39 10.623-32.67 10.623a23.24 23.24 0 0 1-2.591-.141v4.97H64v-42.33zm0 27.536v3.015C14.1 39.644 11.4 29.49 11.4 29.49s4.688-5.182 12.46-6.03v3.298h-.024c-4.075-.495-7.28 3.32-7.28 3.32s1.814 6.43 7.302 8.29M6.548 29.067s5.77-8.527 17.337-9.422v-3.11C11.07 17.572 0 28.408 0 28.408s6.266 18.138 23.862 19.787v-3.298c-12.908-1.602-17.313-15.83-17.313-15.83z" fill="#76b900"/>
    </svg>
  }
  >
    <div style={{position: "absolute", top: "12px", right: "12px", display: "flex", gap: "4px"}}>
      <img src="https://cdn.simpleicons.org/python/ffa500" width="16" height="16" alt="Python SDK" title="Python SDK" />
    </div>
  </Card>

  <Card
    title="AMD Radeon"
    href="/latest/sdk/integrations/amd-gpu"
    iconType="duotone"
    icon={
    <svg width="50" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 800 200"><path d="M187.888 178.12H143.52l-13.573-32.735H56.003L43.637 178.12H0L66.667 12.776h47.761zM91.155 52.285L66.912 116.53h50.913zM349.056 12.776h35.88V178.12h-41.219V74.842l-44.608 51.878h-6.301l-44.605-51.878V178.12h-41.219V12.776h35.88l53.093 61.336zM489.375 12.776c60.364 0 91.391 37.573 91.391 82.909 0 47.517-30.058 82.435-96 82.435h-68.369V12.776zm-31.762 135.039h26.906c41.457 0 53.823-28.127 53.823-52.375 0-28.368-15.276-52.363-54.308-52.363h-26.422v104.738z"/><g fill="#00a76d"><path d="M748.028 51.981h-85.259L610.797 0H800v189.21l-51.972-51.975zM662.708 137.296V62.397L609.2 115.901v74.903h74.889l53.505-53.508z"/></g></svg>
  }
  >
    <div style={{position: "absolute", top: "12px", right: "12px", display: "flex", gap: "4px"}}>
      <img src="https://cdn.simpleicons.org/python/ffa500" width="16" height="16" alt="Python SDK" title="Python SDK" />
    </div>
  </Card>

  <Card
    title="Intel"
    href="/latest/sdk/integrations/intel-gpu"
    iconType="duotone"
    icon={
    <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 48 48" width="48" height="48"><path d="M24 4C13 4 4 13 4 24s9 20 20 20 20-9 20-20S35 4 24 4zm-2 28h-4V20h4v12zm-2-14a2 2 0 1 1 0-4 2 2 0 0 1 0 4zm10 14h-4V20h4v12z" fill="#0068b5"/></svg>
  }
  >
    <div style={{position: "absolute", top: "12px", right: "12px", display: "flex", gap: "4px"}}>
      <img src="https://cdn.simpleicons.org/python/ffa500" width="16" height="16" alt="Python SDK" title="Python SDK" />
    </div>
  </Card>
</CardGroup>

***

<CardGroup cols={3}>
  <Card title="Quickstart: LLM Observability" href="/latest/sdk/quickstart-ai-observability" icon="bolt">
    Production-ready AI monitoring setup in 2 simple steps with zero code changes
  </Card>

  <Card title="Deploy OpenLIT Platform" href="/latest/openlit/installation" icon="circle-down">
    Deployment options for scalable LLM monitoring infrastructure
  </Card>

  <Card title="Destinations" href="/latest/sdk/destinations/overview" icon="link">
    Send telemetry to Datadog, Grafana, New Relic, Dash0, and other observability stacks
  </Card>
</CardGroup>

<Card title="Zero-code observability with the OpenLIT Controller" icon="tower-broadcast" href="/latest/controller/overview">
  Discover and instrument LLM traffic across Kubernetes, Docker, and Linux using eBPF — no code changes required.
</Card>
