export const ExclamationMarkTriangleIcon = (
  <svg
    width="13.3967723px"
    height="12px"
    viewBox="0 0 13.3967723 12"
    version="1.1"
    xmlns="http://www.w3.org/2000/svg"
  >
    <g id="Page-1" stroke="none" strokeWidth="1" fill="none" fillRule="evenodd">
      <g id="exclamation-triangle" fill="#CD2121">
        <path
          d="M5.39935802,0.75 C5.97670802,-0.25 7.42007802,-0.25 7.99742802,0.75 L13.193588,9.75 C13.770888,10.75 13.049288,12 11.894588,12 L1.50223802,12 C0.34753802,12 -0.37414898,10.75 0.20319802,9.75 L5.39935802,0.75 Z M6.69838802,2.5 C7.11260802,2.5 7.44838802,2.83579 7.44838802,3.25 L7.44838802,6.25 C7.44838802,6.66421 7.11260802,7 6.69838802,7 C6.28417802,7 5.94838802,6.66421 5.94838802,6.25 L5.94838802,3.25 C5.94838802,2.83579 6.28417802,2.5 6.69838802,2.5 Z M6.69838802,10.5 C7.25067802,10.5 7.69838802,10.0523 7.69838802,9.5 C7.69838802,8.9477 7.25067802,8.5 6.69838802,8.5 C6.14610802,8.5 5.69838802,8.9477 5.69838802,9.5 C5.69838802,10.0523 6.14610802,10.5 6.69838802,10.5 Z"
          id="Shape"
        ></path>
      </g>
    </g>
  </svg>
);

export const ExclamationMarkIcon = (
  <svg
    width="14px"
    height="14px"
    viewBox="0 0 14 14"
    version="1.1"
    xmlns="http://www.w3.org/2000/svg"
  >
    <g id="Page-1" stroke="none" strokeWidth="1" fill="none" fillRule="evenodd">
      <g id="exclamation-circle" fill="#EC662C">
        <path
          d="M7,14 C10.866,14 14,10.866 14,7 C14,3.13401 10.866,0 7,0 C3.13401,0 0,3.13401 0,7 C0,10.866 3.13401,14 7,14 Z M7,3 C7.41421,3 7.75,3.33579 7.75,3.75 L7.75,6.75 C7.75,7.16421 7.41421,7.5 7,7.5 C6.58579,7.5 6.25,7.16421 6.25,6.75 L6.25,3.75 C6.25,3.33579 6.58579,3 7,3 Z M7,11 C7.55228,11 8,10.5523 8,10 C8,9.4477 7.55228,9 7,9 C6.44772,9 6,9.4477 6,10 C6,10.5523 6.44772,11 7,11 Z"
          id="Shape"
        ></path>
      </g>
    </g>
  </svg>
);

export const ChevronDownIcon = (
  <svg
    width="7px"
    height="4px"
    viewBox="0 0 7 4"
    version="1.1"
    xmlns="http://www.w3.org/2000/svg"
    fill="currentColor"
  >
    <g id="Page-1" stroke="none" strokeWidth="1" fill="none" fillRule="evenodd">
      <g id="Group" fill="currentColor" fillRule="nonzero">
        <path
          d="M3.71690723,3.90271086 C3.59268176,4.03242971 3.39143629,4.03242971 3.26721082,3.90271086 L0.0853966595,0.57605615 C-0.0314221035,0.444981627 -0.0279751448,0.240725043 0.0931934622,0.114040675 C0.214362069,-0.0126436935 0.409725445,-0.0162475626 0.535093061,0.105888951 L3.49205902,3.19746006 L6.44902499,0.105888951 C6.52834574,0.0168884389 6.64780588,-0.0197473458 6.7605411,0.0103538404 C6.87327633,0.0404550266 6.96130636,0.132492308 6.99009696,0.250359396 C7.01888756,0.368226483 6.98384687,0.493124608 6.89872139,0.57605615 L3.71690723,3.90271086 Z"
          id="Path"
        ></path>
      </g>
    </g>
  </svg>
);

export const CheckIcon = (
  <svg
    width="14px"
    height="14px"
    viewBox="0 0 14 14"
    version="1.1"
    xmlns="http://www.w3.org/2000/svg"
  >
    <g id="Page-1" stroke="none" strokeWidth="1" fill="none" fillRule="evenodd">
      <g
        id="Group-2"
        transform="translate(-118, 0)"
        fill="#1BC030"
        fillRule="nonzero"
      >
        <g id="Group" transform="translate(118, 0)">
          <path
            d="M0,7 C0,3.13384615 3.13384615,0 7,0 C10.8661538,0 14,3.13384615 14,7 C14,10.8661538 10.8661538,14 7,14 C3.13384615,14 0,10.8661538 0,7 Z M9.59179487,5.69764103 C9.70905818,5.54139023 9.73249341,5.33388318 9.65303227,5.15541491 C9.57357113,4.97694665 9.40367989,4.85551619 9.20909814,4.83811118 C9.01451638,4.82070616 8.82577109,4.91005717 8.71589744,5.07158974 L6.39261538,8.32389744 L5.22666667,7.15794872 C5.01450582,6.96025518 4.68389046,6.9660885 4.47883563,7.17114332 C4.27378081,7.37619815 4.26794748,7.70681351 4.46564103,7.91897436 L6.08102564,9.53435897 C6.19289944,9.64614839 6.3482622,9.70310251 6.50588106,9.69010587 C6.66349993,9.67710922 6.80743532,9.59547613 6.89948718,9.46687179 L9.59179487,5.69764103 L9.59179487,5.69764103 Z"
            id="Shape"
          ></path>
        </g>
      </g>
    </g>
  </svg>
);

export const CopilotKitIcon = (
  <svg
    width="33px"
    height="35px"
    viewBox="0 0 33 35"
    version="1.1"
    xmlns="http://www.w3.org/2000/svg"
  >
    <title>bd5c9079-929b-4d55-bdc9-16d1c8181b71</title>
    <g id="Page-1" stroke="none" strokeWidth="1" fill="none" fillRule="evenodd">
      <image
        x="0"
        y="0"
        width="33"
        height="35"
        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"
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