SVG
Viewer
Dark mode
Light mode
Hide sidebar
Any license
Apache
BSD
CC Attribution
CC0
GPL
MIT
OFL
Public domain
Lion
Animal Sticker Stamp Vectors
View collection
Send feedback
Browse all SVGs
Terms & Conditions
Privacy Policy
Rotate
Flip Y
Flip X
Colors
Edit colors
-1px x -1px
Change dimensions
Optimize
58.72 KB
51.14 KB
-13%
Optimize options
Prettify
Prettify options
Edit
with AI
Describe a change to make
Create
Describe a new SVG to make
Wrap
Stop wrapping long lines
Clear
<?xml version="1.0" encoding="utf-8"?> <!-- License: CC Attribution. Made by Yan Liu: https://twitter.com/abbpandalyn --> <svg width="800px" height="800px" viewBox="-10 0 188 188" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"> <path d="M17.5 7C21.0899 7 24 4.08985 24 0.5C24 0.331764 23.9936 0.165021 23.9811 0H33.0189C33.0064 0.165021 33 0.331764 33 0.5C33 4.08985 35.9101 7 39.5 7C43.0899 7 46 4.08985 46 0.5C46 0.331764 45.9936 0.165021 45.9811 0H55.0189C55.0064 0.165021 55 0.331764 55 0.5C55 4.08985 57.9101 7 61.5 7C65.0899 7 68 4.08985 68 0.5C68 0.331764 67.9936 0.165021 67.9811 0H77.0189C77.0064 0.165021 77 0.331764 77 0.5C77 4.08985 79.9101 7 83.5 7C87.0899 7 90 4.08985 90 0.5C90 0.331764 89.9936 0.165021 89.9811 0H99.0189C99.0064 0.165021 99 0.331764 99 0.5C99 4.08985 101.91 7 105.5 7C109.09 7 112 4.08985 112 0.5C112 0.331764 111.994 0.165021 111.981 0H121.019C121.006 0.165021 121 0.331764 121 0.5C121 4.08985 123.91 7 127.5 7C131.09 7 134 4.08985 134 0.5C134 0.331764 133.994 0.165021 133.981 0H143.019C143.006 0.165021 143 0.331764 143 0.5C143 4.08985 145.91 7 149.5 7C153.09 7 156 4.08985 156 0.5C156 0.331764 155.994 0.165021 155.981 0H168V12.0189C167.835 12.0064 167.668 12 167.5 12C163.91 12 161 14.9101 161 18.5C161 22.0899 163.91 25 167.5 25C167.668 25 167.835 24.9936 168 24.9811V34.0189C167.835 34.0064 167.668 34 167.5 34C163.91 34 161 36.9101 161 40.5C161 44.0899 163.91 47 167.5 47C167.668 47 167.835 46.9936 168 46.9811V56.0189C167.835 56.0064 167.668 56 167.5 56C163.91 56 161 58.9101 161 62.5C161 66.0899 163.91 69 167.5 69C167.668 69 167.835 68.9936 168 68.9811V78.0189C167.835 78.0064 167.668 78 167.5 78C163.91 78 161 80.9101 161 84.5C161 88.0899 163.91 91 167.5 91C167.668 91 167.835 90.9936 168 90.9811V100.019C167.835 100.006 167.668 100 167.5 100C163.91 100 161 102.91 161 106.5C161 110.09 163.91 113 167.5 113C167.668 113 167.835 112.994 168 112.981V122.019C167.835 122.006 167.668 122 167.5 122C163.91 122 161 124.91 161 128.5C161 132.09 163.91 135 167.5 135C167.668 135 167.835 134.994 168 134.981V144.019C167.835 144.006 167.668 144 167.5 144C163.91 144 161 146.91 161 150.5C161 154.09 163.91 157 167.5 157C167.668 157 167.835 156.994 168 156.981V166.019C167.835 166.006 167.668 166 167.5 166C163.91 166 161 168.91 161 172.5C161 176.09 163.91 179 167.5 179C167.668 179 167.835 178.994 168 178.981V188H155.981C155.726 184.644 152.922 182 149.5 182C146.078 182 143.274 184.644 143.019 188H133.981C133.726 184.644 130.922 182 127.5 182C124.078 182 121.274 184.644 121.019 188H111.981C111.726 184.644 108.922 182 105.5 182C102.078 182 99.2743 184.644 99.0189 188H89.9811C89.7257 184.644 86.9216 182 83.5 182C80.0784 182 77.2743 184.644 77.0189 188H67.9811C67.7257 184.644 64.9216 182 61.5 182C58.0784 182 55.2743 184.644 55.0189 188H45.9811C45.7257 184.644 42.9216 182 39.5 182C36.0784 182 33.2743 184.644 33.0189 188H23.9811C23.7257 184.644 20.9216 182 17.5 182C14.0784 182 11.2743 184.644 11.0189 188H0V178.981C0.165021 178.994 0.331764 179 0.5 179C4.08985 179 7 176.09 7 172.5C7 168.91 4.08985 166 0.5 166C0.331764 166 0.165021 166.006 0 166.019V156.981C0.165021 156.994 0.331764 157 0.5 157C4.08985 157 7 154.09 7 150.5C7 146.91 4.08985 144 0.5 144C0.331764 144 0.165021 144.006 0 144.019V134.981C0.165021 134.994 0.331764 135 0.5 135C4.08985 135 7 132.09 7 128.5C7 124.91 4.08985 122 0.5 122C0.331764 122 0.165021 122.006 0 122.019V112.981C0.165021 112.994 0.331764 113 0.5 113C4.08985 113 7 110.09 7 106.5C7 102.91 4.08985 100 0.5 100C0.331764 100 0.165021 100.006 0 100.019V90.9811C0.165021 90.9936 0.331764 91 0.5 91C4.08985 91 7 88.0899 7 84.5C7 80.9101 4.08985 78 0.5 78C0.331764 78 0.165021 78.0064 0 78.0189V68.9811C0.165021 68.9936 0.331764 69 0.5 69C4.08985 69 7 66.0899 7 62.5C7 58.9101 4.08985 56 0.5 56C0.331764 56 0.165021 56.0064 0 56.0189V46.9811C0.165021 46.9936 0.331764 47 0.5 47C4.08985 47 7 44.0899 7 40.5C7 36.9101 4.08985 34 0.5 34C0.331764 34 0.165021 34.0064 0 34.0189V24.9811C0.165021 24.9936 0.331764 25 0.5 25C4.08985 25 7 22.0899 7 18.5C7 14.9101 4.08985 12 0.5 12C0.331764 12 0.165021 12.0064 0 12.0189V0H11.0189C11.0064 0.165021 11 0.331764 11 0.5C11 4.08985 13.9101 7 17.5 7Z" fill="white"/> <rect x="14" y="16" width="140" height="156" rx="4" fill="#FFF4D4"/> <path d="M111.566 153.901C105.64 154.307 100.134 152.158 96.1591 148.406C92.7513 152.664 87.6005 155.545 81.6752 155.951C74.3259 156.455 67.6207 153.027 63.6841 147.487C60.7154 149.62 57.1208 150.981 53.1844 151.251C42.3917 151.992 32.9879 144.253 31.7022 133.797C24.2299 131.287 18.6328 124.567 18.0497 116.326C17.5165 108.79 21.3154 101.941 27.3586 98.1438C23.1436 94.7884 20.3015 89.7838 19.8951 84.04C19.1189 73.0689 27.5227 63.5556 38.6656 62.7913C38.7915 62.7826 38.9172 62.7751 39.0428 62.7688C38.4758 51.9524 46.8164 42.6406 57.8357 41.8847C60.6961 41.6885 63.4589 42.0879 65.9989 42.9757C69.1025 36.9054 75.2845 32.5555 82.6698 32.049C91.6351 31.434 99.642 36.6701 102.833 44.4542C104.948 43.52 107.262 42.9304 109.709 42.7625C120.852 41.9982 130.514 50.2725 131.29 61.2435C131.424 63.1337 131.285 64.9806 130.907 66.747C139.685 68.4171 146.582 75.7192 147.232 84.9168C147.556 89.4885 146.285 93.807 143.887 97.3449C146.76 100.521 148.627 104.624 148.95 109.196C149.727 120.167 141.323 129.681 130.18 130.445C130.139 130.448 130.098 130.45 130.057 130.453C130.189 131.172 130.283 131.906 130.336 132.652C131.112 143.623 122.708 153.137 111.566 153.901Z" fill="url(#paint0_linear_118_134)"/> <path d="M129.737 101.276C129.737 119.539 109.818 137 84 137C58.182 137 38.2632 121.229 38.2632 102.966C38.2632 96.0856 41.0898 88.292 45.9936 81.2494C42.5819 79.3745 40.2847 75.8573 40.2847 71.8276C40.2847 65.8286 45.3757 60.9655 51.6557 60.9655C55.915 60.9655 59.6274 63.2025 61.5754 66.5136C68.1495 62.5068 75.7754 60 84 60C91.9961 60 99.4264 62.2074 105.874 65.7974C107.914 62.884 111.389 60.9655 115.334 60.9655C121.614 60.9655 126.705 65.8286 126.705 71.8276C126.705 75.3381 124.961 78.4596 122.256 80.4453C127.006 87.1004 129.737 94.5137 129.737 101.276Z" fill="#FFCF63"/> <circle cx="51.579" cy="72.1579" r="6.94737" fill="#FFE7B1"/> <circle cx="116.421" cy="72.1579" r="6.94737" fill="#FFE7B1"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M55.4287 129.518C55.1469 128.051 55 126.541 55 125C55 110.641 67.7599 99 83.5 99C99.2401 99 112 110.641 112 125C112 126.531 111.855 128.031 111.577 129.489C103.98 134.125 94.4756 137 84 137C73.0621 137 63.183 134.169 55.4287 129.518Z" fill="#FFE7B1"/> <g style="mix-blend-mode:multiply" opacity="0.5"> <path fill-rule="evenodd" clip-rule="evenodd" d="M61.4981 66.3844C60.1531 70.8993 59.2365 76.9309 63 79C70.2757 83 77.9212 74.1193 77.9212 74.1193C77.9212 74.1193 76.4999 84.0002 84.9999 84C93.4999 83.9999 92.395 74.1193 92.395 74.1193C92.395 74.1193 97.2631 82.918 104.5 79.9999C109.173 78.1158 107.603 70.7435 105.904 65.7558C105.894 65.7696 105.884 65.7835 105.874 65.7974C99.4264 62.2074 91.9961 60 84 60C75.7754 60 68.1495 62.5068 61.5754 66.5136C61.5499 66.4704 61.5242 66.4273 61.4981 66.3844Z" fill="#FFCF63"/> </g> <circle r="6" transform="matrix(-1 0 0 1 58 101.487)" fill="#3A3A3A"/> <ellipse rx="1.8" ry="2.1" transform="matrix(-1 0 0 1 60.4 99.3872)" fill="white"/> <circle r="0.9" transform="matrix(-1 0 0 1 57.7 102.387)" fill="white"/> <path d="M53.9706 92.4289C57.1857 90.7795 58.9307 90.9467 61.9596 92.8476" stroke="#3A3A3A" stroke-width="2.5" stroke-linecap="round"/> <rect x="14" y="16" width="140" height="156" rx="4" fill="#FFEBA8"/> <path d="M111.566 153.901C105.64 154.307 100.134 152.158 96.1591 148.406C92.7513 152.664 87.6005 155.545 81.6752 155.951C74.3259 156.455 67.6207 153.027 63.6841 147.487C60.7154 149.62 57.1208 150.981 53.1844 151.251C42.3917 151.992 32.9879 144.253 31.7022 133.797C24.2299 131.287 18.6328 124.567 18.0497 116.326C17.5165 108.79 21.3154 101.941 27.3586 98.1438C23.1436 94.7884 20.3015 89.7838 19.8951 84.04C19.1189 73.0689 27.5227 63.5556 38.6656 62.7913C38.7915 62.7826 38.9172 62.7751 39.0428 62.7688C38.4758 51.9524 46.8164 42.6406 57.8357 41.8847C60.6961 41.6885 63.4589 42.0879 65.9989 42.9757C69.1025 36.9054 75.2845 32.5555 82.6698 32.049C91.6351 31.434 99.642 36.6701 102.833 44.4542C104.948 43.52 107.262 42.9304 109.709 42.7625C120.852 41.9982 130.514 50.2725 131.29 61.2435C131.424 63.1337 131.285 64.9806 130.907 66.747C139.685 68.4171 146.582 75.7192 147.232 84.9168C147.556 89.4885 146.285 93.807 143.887 97.3449C146.76 100.521 148.627 104.624 148.95 109.196C149.727 120.167 141.323 129.681 130.18 130.445C130.139 130.448 130.098 130.45 130.057 130.453C130.189 131.172 130.283 131.906 130.336 132.652C131.112 143.623 122.708 153.137 111.566 153.901Z" fill="url(#paint1_linear_118_134)"/> <path d="M112.28 153.901C106.309 154.307 100.761 152.158 96.7557 148.406C93.3219 152.664 88.1318 155.545 82.1613 155.951C74.7559 156.455 67.9994 153.027 64.0329 147.487C61.0414 149.62 57.4194 150.981 53.453 151.251C42.5779 151.992 33.1023 144.253 31.8068 133.797C24.2775 131.287 18.6377 124.567 18.0501 116.326C17.5128 108.79 21.3407 101.941 27.43 98.1438C23.1829 94.7884 20.3191 89.7838 19.9096 84.04C19.1274 73.0689 27.5954 63.5556 38.8233 62.7913C38.9502 62.7826 39.0769 62.7751 39.2034 62.7688C38.6321 51.9524 47.0364 42.6406 58.1398 41.8847C61.022 41.6885 63.8059 42.0879 66.3653 42.9757C69.4926 36.9054 75.7218 32.5555 83.1635 32.049C92.1972 31.434 100.265 36.6701 103.481 44.4542C105.611 43.52 107.944 42.9304 110.409 42.7625C121.637 41.9982 131.373 50.2725 132.155 61.2435C132.29 63.1337 132.15 64.9806 131.769 66.747C140.614 68.4171 147.563 75.7192 148.219 84.9168C148.545 89.4885 147.265 93.807 144.848 97.3449C147.743 100.521 149.624 104.624 149.95 109.196C150.732 120.167 142.264 129.681 131.036 130.445C130.995 130.448 130.953 130.45 130.912 130.453C131.046 131.172 131.14 131.906 131.194 132.652C131.976 143.623 123.508 153.137 112.28 153.901Z" fill="#764C24"/> <path d="M132 103.42C132 122.632 111.096 141 84 141C56.9045 141 36 124.41 36 105.197C36 97.9602 38.9665 89.7617 44.1129 82.3532C40.5324 80.3809 38.1215 76.681 38.1215 72.442C38.1215 66.1314 43.4644 61.0157 50.0552 61.0157C54.5253 61.0157 58.4213 63.3689 60.4658 66.852C67.3651 62.637 75.3684 60 84 60C92.3918 60 100.19 62.322 106.957 66.0985C109.097 63.0338 112.744 61.0157 116.884 61.0157C123.475 61.0157 128.818 66.1314 128.818 72.442C128.818 76.1349 126.988 79.4186 124.149 81.5074C129.134 88.5082 132 96.3066 132 103.42Z" fill="#FFCF63"/> <circle cx="49.8948" cy="72.7895" r="7.30827" fill="#FFE7B1"/> <circle cx="118.105" cy="72.7895" r="7.30827" fill="#FFE7B1"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M51.4144 131.448C51.1423 130.161 51 128.843 51 127.5C51 113.417 66.6553 102 83.5 102C100.345 102 116 113.417 116 127.5C116 128.808 115.865 130.093 115.607 131.347C107.246 137.242 96.2561 141 84 141C71.2594 141 59.8877 137.332 51.4144 131.448Z" fill="#FFE7B1"/> <g style="mix-blend-mode:multiply" opacity="0.5"> <path fill-rule="evenodd" clip-rule="evenodd" d="M61.4981 66.3844C60.1531 70.8993 59.2365 76.9309 63 79C70.2757 83 77.9212 74.1193 77.9212 74.1193C77.9212 74.1193 76.4999 84.0002 84.9999 84C93.4999 83.9999 92.395 74.1193 92.395 74.1193C92.395 74.1193 97.2631 82.918 104.5 79.9999C109.173 78.1158 107.603 70.7435 105.904 65.7558C105.894 65.7696 105.884 65.7835 105.874 65.7974C99.4264 62.2074 91.9961 60 84 60C75.7754 60 68.1495 62.5068 61.5754 66.5136C61.5499 66.4704 61.5242 66.4273 61.4981 66.3844Z" fill="#FFCF63"/> </g> <path d="M84.1342 103.412V109.444C84.1342 111.414 85.7313 113.011 87.7013 113.011H88.1997C89.8945 113.011 91.2684 111.638 91.2684 109.943V109.943" stroke="#6B4A32" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> <path d="M84.1342 103.412V109.444C84.1342 111.414 82.5372 113.011 80.5671 113.011H80.0688C78.3739 113.011 77 111.638 77 109.943V109.943" stroke="#6B4A32" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> <path d="M91.1177 103.952C91.1177 106.199 87.9573 108.021 84.0588 108.021C80.1603 108.021 77 106.199 77 103.952C77 101.704 80.1603 99 84.0588 99C87.9573 99 91.1177 101.704 91.1177 103.952Z" fill="#6B4A32"/> <ellipse cx="80.2624" cy="102.176" rx="1.02344" ry="0.983047" fill="white"/> <circle cx="59" cy="98" r="8" fill="#6B4A32"/> <circle cx="61.7007" cy="96.4657" r="2.76923" transform="rotate(-150 61.7007 96.4657)" fill="white"/> <circle cx="57.9783" cy="101.358" r="1.84615" transform="rotate(-150 57.9783 101.358)" fill="white"/> <circle cx="110" cy="98" r="8" fill="#6B4A32"/> <circle cx="112.701" cy="96.4657" r="2.76923" transform="rotate(-150 112.701 96.4657)" fill="white"/> <circle cx="108.978" cy="101.358" r="1.84615" transform="rotate(-150 108.978 101.358)" fill="white"/> <circle cx="50.5" cy="114.5" r="7.5" fill="#FEB1AA"/> <circle cx="117.5" cy="114.5" r="7.5" fill="#FEB1AA"/> <circle cx="63.25" cy="112.25" r="1.25" fill="#6B4A32" fill-opacity="0.7"/> <circle cx="67.25" cy="113.25" r="1.25" fill="#6B4A32" fill-opacity="0.7"/> <circle cx="64.25" cy="116.25" r="1.25" fill="#6B4A32" fill-opacity="0.7"/> <circle r="1.25" transform="matrix(-1 0 0 1 104.75 112.25)" fill="#6B4A32" fill-opacity="0.7"/> <circle r="1.25" transform="matrix(-1 0 0 1 100.75 113.25)" fill="#6B4A32" fill-opacity="0.7"/> <circle r="1.25" transform="matrix(-1 0 0 1 103.75 116.25)" fill="#6B4A32" fill-opacity="0.7"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M35.0913 37.3466C34.5188 36.9718 33.886 36.8838 33.3554 37.1052C32.8248 37.3266 32.4423 37.8382 32.3058 38.5088C32.1805 39.1248 32.2642 39.8302 32.5416 40.495C32.819 41.1598 33.2614 41.7155 33.7874 42.0598C34.36 42.4346 34.9927 42.5225 35.5234 42.3011C36.054 42.0797 36.4365 41.5682 36.573 40.8976C36.6983 40.2816 36.6146 39.5762 36.3372 38.9114C36.0598 38.2466 35.6174 37.6908 35.0913 37.3466ZM37.6427 43.7404C36.1857 42.9748 34.6922 42.8416 33.4372 43.3652C32.1823 43.8888 31.2263 45.0441 30.7456 46.6182C30.3134 48.0331 30.3464 49.5752 30.8339 50.7435C31.0706 51.311 31.4245 51.6708 31.8856 51.8131C32.3407 51.9536 32.8262 51.8628 33.3236 51.6552C33.8529 51.4344 34.3956 51.0814 34.9288 50.7346C35.3947 50.4315 35.8349 50.1452 36.2022 49.9919C36.5192 49.8597 37.0009 49.7561 37.5107 49.6465C38.7023 49.3905 40.0528 49.1001 40.5257 48.196C40.7505 47.7662 40.7461 47.2646 40.5127 46.7051C40.0253 45.5369 38.9524 44.4286 37.6427 43.7404ZM29.0457 38.9035C29.5763 38.6821 30.209 38.7701 30.7816 39.1448C31.3075 39.4891 31.75 40.0448 32.0274 40.7096C32.3048 41.3745 32.3885 42.0798 32.2632 42.6959C32.1268 43.3665 31.7442 43.878 31.2136 44.0995C30.6829 44.3209 30.0503 44.2329 29.4777 43.8581C28.9516 43.5138 28.5092 42.9581 28.2318 42.2933C27.9544 41.6285 27.8707 40.9231 27.996 40.3071C28.1325 39.6365 28.515 39.1249 29.0457 38.9035ZM40.3619 39.9355C40.0161 39.509 39.5624 39.2836 39.0844 39.3008C38.6997 39.3146 38.3331 39.4924 38.0522 39.8015C37.665 40.2274 37.4657 40.8563 37.5055 41.527C37.538 42.0752 37.7281 42.5895 38.0409 42.9754C38.3867 43.4019 38.8404 43.6273 39.3185 43.6101C39.4839 43.6042 39.6459 43.5679 39.7993 43.5039C40.0026 43.4191 40.1906 43.2855 40.3507 43.1094C40.7379 42.6835 40.9372 42.0546 40.8974 41.3839L40.8974 41.3838C40.8649 40.8358 40.6747 40.3214 40.3619 39.9355ZM27.6581 44.1383C28.2331 44.1627 28.8203 44.4634 29.269 44.9635C29.6357 45.3722 29.8675 45.8692 29.9218 46.3629C29.9817 46.9087 29.8228 47.3897 29.4742 47.7174C29.3536 47.8308 29.2138 47.9205 29.0605 47.9845C28.8572 48.0693 28.6301 48.1089 28.3922 48.0988C27.8172 48.0744 27.23 47.7736 26.7812 47.2736L26.7812 47.2736C26.4145 46.8649 26.1827 46.3679 26.1285 45.8742C26.0686 45.3284 26.2275 44.8474 26.576 44.5197C26.8565 44.256 27.2407 44.1205 27.6581 44.1383Z" fill="#BE7E40" fill-opacity="0.74"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M133.476 146.347C134.048 145.972 134.681 145.884 135.211 146.105C135.742 146.327 136.125 146.838 136.261 147.509C136.386 148.125 136.303 148.83 136.025 149.495C135.748 150.16 135.305 150.716 134.779 151.06C134.207 151.435 133.574 151.523 133.044 151.301C132.513 151.08 132.13 150.568 131.994 149.898C131.869 149.282 131.952 148.576 132.23 147.911C132.507 147.247 132.95 146.691 133.476 146.347ZM130.924 152.74C132.381 151.975 133.875 151.842 135.13 152.365C136.385 152.889 137.341 154.044 137.821 155.618C138.253 157.033 138.22 158.575 137.733 159.743C137.496 160.311 137.142 160.671 136.681 160.813C136.226 160.954 135.741 160.863 135.243 160.655C134.714 160.434 134.171 160.081 133.638 159.735C133.172 159.431 132.732 159.145 132.365 158.992C132.048 158.86 131.566 158.756 131.056 158.647C129.865 158.39 128.514 158.1 128.041 157.196C127.816 156.766 127.821 156.265 128.054 155.705C128.542 154.537 129.614 153.429 130.924 152.74ZM139.521 147.904C138.991 147.682 138.358 147.77 137.785 148.145C137.259 148.489 136.817 149.045 136.539 149.71C136.262 150.374 136.178 151.08 136.304 151.696C136.44 152.366 136.823 152.878 137.353 153.099C137.884 153.321 138.517 153.233 139.089 152.858C139.615 152.514 140.058 151.958 140.335 151.293C140.612 150.628 140.696 149.923 140.571 149.307C140.434 148.637 140.052 148.125 139.521 147.904ZM128.205 148.936C128.551 148.509 129.004 148.284 129.483 148.301C129.867 148.315 130.234 148.492 130.515 148.801C130.902 149.227 131.101 149.856 131.061 150.527C131.029 151.075 130.839 151.589 130.526 151.975C130.18 152.402 129.727 152.627 129.248 152.61C129.083 152.604 128.921 152.568 128.768 152.504C128.564 152.419 128.376 152.286 128.216 152.109C127.829 151.684 127.63 151.055 127.67 150.384L127.67 150.384C127.702 149.836 127.892 149.321 128.205 148.936ZM140.909 153.138C140.334 153.163 139.747 153.463 139.298 153.964C138.931 154.372 138.699 154.869 138.645 155.363C138.585 155.909 138.744 156.39 139.093 156.717C139.213 156.831 139.353 156.92 139.506 156.984C139.71 157.069 139.937 157.109 140.175 157.099C140.75 157.074 141.337 156.774 141.786 156.274L141.786 156.274C142.152 155.865 142.384 155.368 142.438 154.874C142.498 154.328 142.339 153.847 141.991 153.52C141.71 153.256 141.326 153.121 140.909 153.138Z" fill="#BE7E40" fill-opacity="0.74"/> <path d="M103.702 57.9454C103.716 57.8032 103.722 57.659 103.722 57.5131C103.722 55.0206 101.715 53 99.2397 53C96.7639 53 94.7569 55.0206 94.7569 57.5131C94.7569 57.7551 94.7758 57.9926 94.8122 58.2243C93.3187 57.3207 91.3855 57.3042 89.8863 58.3367C87.8583 59.7334 87.3926 62.5208 88.8461 64.5626C89.621 65.6511 90.7849 66.3079 92.0101 66.4723C91.8857 66.609 91.7682 66.7545 91.6584 66.9087C90.2049 68.9504 90.6706 71.7379 92.6986 73.1346C94.7267 74.5313 97.549 74.0084 99.0026 71.9666C99.081 71.8564 99.1539 71.744 99.2212 71.6298C99.2885 71.744 99.3614 71.8564 99.4399 71.9666C100.893 74.0084 103.716 74.5313 105.744 73.1346C107.772 71.7379 108.238 68.9504 106.784 66.9087C106.655 66.7273 106.515 66.558 106.366 66.4009C107.442 66.1593 108.441 65.5322 109.131 64.5626C110.585 62.5208 110.119 59.7334 108.091 58.3367C106.766 57.4242 105.102 57.331 103.702 57.9454Z" fill="white"/> <g style="mix-blend-mode:multiply"> <circle cx="99.493" cy="63.9469" r="3.38163" transform="rotate(24.6549 99.493 63.9469)" fill="#FFCE05" fill-opacity="0.6"/> </g> <g style="mix-blend-mode:soft-light"> <rect x="14" y="16" width="140" height="156" fill="url(#pattern0)"/> </g> <defs> <pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1"> <use xlink:href="#image0_118_134" transform="scale(0.00714286 0.00641026)"/> </pattern> <linearGradient id="paint0_linear_118_134" x1="83.5" y1="32" x2="83.5" y2="156" gradientUnits="userSpaceOnUse"> <stop stop-color="#764C24"/> <stop offset="1" stop-color="#58391B"/> </linearGradient> <linearGradient id="paint1_linear_118_134" x1="83.5" y1="32" x2="83.5" y2="156" gradientUnits="userSpaceOnUse"> <stop stop-color="#764C24"/> <stop offset="1" stop-color="#58391B"/> </linearGradient> <image id="image0_118_134" width="140" height="156" xlink:href="data:image/png;base64,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"/> </defs> </svg>
Upload
Copy
Download
Share
Preview
React
React Native
PNG
Data URI
100%
Download
SVG
Viewer
Dark mode
Light mode
Edit
Export
Rotate
Flip Y
Flip X
Colors
Edit colors
-1px x -1px
Change dimensions
Optimize
58.72 KB
51.14 KB
-13%
Optimize options
Prettify
Prettify options
Edit
with AI
Describe a change to make
Create
Describe a new SVG to make
Wrap
Stop wrapping long lines
Clear
<?xml version="1.0" encoding="utf-8"?> <!-- License: CC Attribution. Made by Yan Liu: https://twitter.com/abbpandalyn --> <svg width="800px" height="800px" viewBox="-10 0 188 188" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"> <path d="M17.5 7C21.0899 7 24 4.08985 24 0.5C24 0.331764 23.9936 0.165021 23.9811 0H33.0189C33.0064 0.165021 33 0.331764 33 0.5C33 4.08985 35.9101 7 39.5 7C43.0899 7 46 4.08985 46 0.5C46 0.331764 45.9936 0.165021 45.9811 0H55.0189C55.0064 0.165021 55 0.331764 55 0.5C55 4.08985 57.9101 7 61.5 7C65.0899 7 68 4.08985 68 0.5C68 0.331764 67.9936 0.165021 67.9811 0H77.0189C77.0064 0.165021 77 0.331764 77 0.5C77 4.08985 79.9101 7 83.5 7C87.0899 7 90 4.08985 90 0.5C90 0.331764 89.9936 0.165021 89.9811 0H99.0189C99.0064 0.165021 99 0.331764 99 0.5C99 4.08985 101.91 7 105.5 7C109.09 7 112 4.08985 112 0.5C112 0.331764 111.994 0.165021 111.981 0H121.019C121.006 0.165021 121 0.331764 121 0.5C121 4.08985 123.91 7 127.5 7C131.09 7 134 4.08985 134 0.5C134 0.331764 133.994 0.165021 133.981 0H143.019C143.006 0.165021 143 0.331764 143 0.5C143 4.08985 145.91 7 149.5 7C153.09 7 156 4.08985 156 0.5C156 0.331764 155.994 0.165021 155.981 0H168V12.0189C167.835 12.0064 167.668 12 167.5 12C163.91 12 161 14.9101 161 18.5C161 22.0899 163.91 25 167.5 25C167.668 25 167.835 24.9936 168 24.9811V34.0189C167.835 34.0064 167.668 34 167.5 34C163.91 34 161 36.9101 161 40.5C161 44.0899 163.91 47 167.5 47C167.668 47 167.835 46.9936 168 46.9811V56.0189C167.835 56.0064 167.668 56 167.5 56C163.91 56 161 58.9101 161 62.5C161 66.0899 163.91 69 167.5 69C167.668 69 167.835 68.9936 168 68.9811V78.0189C167.835 78.0064 167.668 78 167.5 78C163.91 78 161 80.9101 161 84.5C161 88.0899 163.91 91 167.5 91C167.668 91 167.835 90.9936 168 90.9811V100.019C167.835 100.006 167.668 100 167.5 100C163.91 100 161 102.91 161 106.5C161 110.09 163.91 113 167.5 113C167.668 113 167.835 112.994 168 112.981V122.019C167.835 122.006 167.668 122 167.5 122C163.91 122 161 124.91 161 128.5C161 132.09 163.91 135 167.5 135C167.668 135 167.835 134.994 168 134.981V144.019C167.835 144.006 167.668 144 167.5 144C163.91 144 161 146.91 161 150.5C161 154.09 163.91 157 167.5 157C167.668 157 167.835 156.994 168 156.981V166.019C167.835 166.006 167.668 166 167.5 166C163.91 166 161 168.91 161 172.5C161 176.09 163.91 179 167.5 179C167.668 179 167.835 178.994 168 178.981V188H155.981C155.726 184.644 152.922 182 149.5 182C146.078 182 143.274 184.644 143.019 188H133.981C133.726 184.644 130.922 182 127.5 182C124.078 182 121.274 184.644 121.019 188H111.981C111.726 184.644 108.922 182 105.5 182C102.078 182 99.2743 184.644 99.0189 188H89.9811C89.7257 184.644 86.9216 182 83.5 182C80.0784 182 77.2743 184.644 77.0189 188H67.9811C67.7257 184.644 64.9216 182 61.5 182C58.0784 182 55.2743 184.644 55.0189 188H45.9811C45.7257 184.644 42.9216 182 39.5 182C36.0784 182 33.2743 184.644 33.0189 188H23.9811C23.7257 184.644 20.9216 182 17.5 182C14.0784 182 11.2743 184.644 11.0189 188H0V178.981C0.165021 178.994 0.331764 179 0.5 179C4.08985 179 7 176.09 7 172.5C7 168.91 4.08985 166 0.5 166C0.331764 166 0.165021 166.006 0 166.019V156.981C0.165021 156.994 0.331764 157 0.5 157C4.08985 157 7 154.09 7 150.5C7 146.91 4.08985 144 0.5 144C0.331764 144 0.165021 144.006 0 144.019V134.981C0.165021 134.994 0.331764 135 0.5 135C4.08985 135 7 132.09 7 128.5C7 124.91 4.08985 122 0.5 122C0.331764 122 0.165021 122.006 0 122.019V112.981C0.165021 112.994 0.331764 113 0.5 113C4.08985 113 7 110.09 7 106.5C7 102.91 4.08985 100 0.5 100C0.331764 100 0.165021 100.006 0 100.019V90.9811C0.165021 90.9936 0.331764 91 0.5 91C4.08985 91 7 88.0899 7 84.5C7 80.9101 4.08985 78 0.5 78C0.331764 78 0.165021 78.0064 0 78.0189V68.9811C0.165021 68.9936 0.331764 69 0.5 69C4.08985 69 7 66.0899 7 62.5C7 58.9101 4.08985 56 0.5 56C0.331764 56 0.165021 56.0064 0 56.0189V46.9811C0.165021 46.9936 0.331764 47 0.5 47C4.08985 47 7 44.0899 7 40.5C7 36.9101 4.08985 34 0.5 34C0.331764 34 0.165021 34.0064 0 34.0189V24.9811C0.165021 24.9936 0.331764 25 0.5 25C4.08985 25 7 22.0899 7 18.5C7 14.9101 4.08985 12 0.5 12C0.331764 12 0.165021 12.0064 0 12.0189V0H11.0189C11.0064 0.165021 11 0.331764 11 0.5C11 4.08985 13.9101 7 17.5 7Z" fill="white"/> <rect x="14" y="16" width="140" height="156" rx="4" fill="#FFF4D4"/> <path d="M111.566 153.901C105.64 154.307 100.134 152.158 96.1591 148.406C92.7513 152.664 87.6005 155.545 81.6752 155.951C74.3259 156.455 67.6207 153.027 63.6841 147.487C60.7154 149.62 57.1208 150.981 53.1844 151.251C42.3917 151.992 32.9879 144.253 31.7022 133.797C24.2299 131.287 18.6328 124.567 18.0497 116.326C17.5165 108.79 21.3154 101.941 27.3586 98.1438C23.1436 94.7884 20.3015 89.7838 19.8951 84.04C19.1189 73.0689 27.5227 63.5556 38.6656 62.7913C38.7915 62.7826 38.9172 62.7751 39.0428 62.7688C38.4758 51.9524 46.8164 42.6406 57.8357 41.8847C60.6961 41.6885 63.4589 42.0879 65.9989 42.9757C69.1025 36.9054 75.2845 32.5555 82.6698 32.049C91.6351 31.434 99.642 36.6701 102.833 44.4542C104.948 43.52 107.262 42.9304 109.709 42.7625C120.852 41.9982 130.514 50.2725 131.29 61.2435C131.424 63.1337 131.285 64.9806 130.907 66.747C139.685 68.4171 146.582 75.7192 147.232 84.9168C147.556 89.4885 146.285 93.807 143.887 97.3449C146.76 100.521 148.627 104.624 148.95 109.196C149.727 120.167 141.323 129.681 130.18 130.445C130.139 130.448 130.098 130.45 130.057 130.453C130.189 131.172 130.283 131.906 130.336 132.652C131.112 143.623 122.708 153.137 111.566 153.901Z" fill="url(#paint0_linear_118_134)"/> <path d="M129.737 101.276C129.737 119.539 109.818 137 84 137C58.182 137 38.2632 121.229 38.2632 102.966C38.2632 96.0856 41.0898 88.292 45.9936 81.2494C42.5819 79.3745 40.2847 75.8573 40.2847 71.8276C40.2847 65.8286 45.3757 60.9655 51.6557 60.9655C55.915 60.9655 59.6274 63.2025 61.5754 66.5136C68.1495 62.5068 75.7754 60 84 60C91.9961 60 99.4264 62.2074 105.874 65.7974C107.914 62.884 111.389 60.9655 115.334 60.9655C121.614 60.9655 126.705 65.8286 126.705 71.8276C126.705 75.3381 124.961 78.4596 122.256 80.4453C127.006 87.1004 129.737 94.5137 129.737 101.276Z" fill="#FFCF63"/> <circle cx="51.579" cy="72.1579" r="6.94737" fill="#FFE7B1"/> <circle cx="116.421" cy="72.1579" r="6.94737" fill="#FFE7B1"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M55.4287 129.518C55.1469 128.051 55 126.541 55 125C55 110.641 67.7599 99 83.5 99C99.2401 99 112 110.641 112 125C112 126.531 111.855 128.031 111.577 129.489C103.98 134.125 94.4756 137 84 137C73.0621 137 63.183 134.169 55.4287 129.518Z" fill="#FFE7B1"/> <g style="mix-blend-mode:multiply" opacity="0.5"> <path fill-rule="evenodd" clip-rule="evenodd" d="M61.4981 66.3844C60.1531 70.8993 59.2365 76.9309 63 79C70.2757 83 77.9212 74.1193 77.9212 74.1193C77.9212 74.1193 76.4999 84.0002 84.9999 84C93.4999 83.9999 92.395 74.1193 92.395 74.1193C92.395 74.1193 97.2631 82.918 104.5 79.9999C109.173 78.1158 107.603 70.7435 105.904 65.7558C105.894 65.7696 105.884 65.7835 105.874 65.7974C99.4264 62.2074 91.9961 60 84 60C75.7754 60 68.1495 62.5068 61.5754 66.5136C61.5499 66.4704 61.5242 66.4273 61.4981 66.3844Z" fill="#FFCF63"/> </g> <circle r="6" transform="matrix(-1 0 0 1 58 101.487)" fill="#3A3A3A"/> <ellipse rx="1.8" ry="2.1" transform="matrix(-1 0 0 1 60.4 99.3872)" fill="white"/> <circle r="0.9" transform="matrix(-1 0 0 1 57.7 102.387)" fill="white"/> <path d="M53.9706 92.4289C57.1857 90.7795 58.9307 90.9467 61.9596 92.8476" stroke="#3A3A3A" stroke-width="2.5" stroke-linecap="round"/> <rect x="14" y="16" width="140" height="156" rx="4" fill="#FFEBA8"/> <path d="M111.566 153.901C105.64 154.307 100.134 152.158 96.1591 148.406C92.7513 152.664 87.6005 155.545 81.6752 155.951C74.3259 156.455 67.6207 153.027 63.6841 147.487C60.7154 149.62 57.1208 150.981 53.1844 151.251C42.3917 151.992 32.9879 144.253 31.7022 133.797C24.2299 131.287 18.6328 124.567 18.0497 116.326C17.5165 108.79 21.3154 101.941 27.3586 98.1438C23.1436 94.7884 20.3015 89.7838 19.8951 84.04C19.1189 73.0689 27.5227 63.5556 38.6656 62.7913C38.7915 62.7826 38.9172 62.7751 39.0428 62.7688C38.4758 51.9524 46.8164 42.6406 57.8357 41.8847C60.6961 41.6885 63.4589 42.0879 65.9989 42.9757C69.1025 36.9054 75.2845 32.5555 82.6698 32.049C91.6351 31.434 99.642 36.6701 102.833 44.4542C104.948 43.52 107.262 42.9304 109.709 42.7625C120.852 41.9982 130.514 50.2725 131.29 61.2435C131.424 63.1337 131.285 64.9806 130.907 66.747C139.685 68.4171 146.582 75.7192 147.232 84.9168C147.556 89.4885 146.285 93.807 143.887 97.3449C146.76 100.521 148.627 104.624 148.95 109.196C149.727 120.167 141.323 129.681 130.18 130.445C130.139 130.448 130.098 130.45 130.057 130.453C130.189 131.172 130.283 131.906 130.336 132.652C131.112 143.623 122.708 153.137 111.566 153.901Z" fill="url(#paint1_linear_118_134)"/> <path d="M112.28 153.901C106.309 154.307 100.761 152.158 96.7557 148.406C93.3219 152.664 88.1318 155.545 82.1613 155.951C74.7559 156.455 67.9994 153.027 64.0329 147.487C61.0414 149.62 57.4194 150.981 53.453 151.251C42.5779 151.992 33.1023 144.253 31.8068 133.797C24.2775 131.287 18.6377 124.567 18.0501 116.326C17.5128 108.79 21.3407 101.941 27.43 98.1438C23.1829 94.7884 20.3191 89.7838 19.9096 84.04C19.1274 73.0689 27.5954 63.5556 38.8233 62.7913C38.9502 62.7826 39.0769 62.7751 39.2034 62.7688C38.6321 51.9524 47.0364 42.6406 58.1398 41.8847C61.022 41.6885 63.8059 42.0879 66.3653 42.9757C69.4926 36.9054 75.7218 32.5555 83.1635 32.049C92.1972 31.434 100.265 36.6701 103.481 44.4542C105.611 43.52 107.944 42.9304 110.409 42.7625C121.637 41.9982 131.373 50.2725 132.155 61.2435C132.29 63.1337 132.15 64.9806 131.769 66.747C140.614 68.4171 147.563 75.7192 148.219 84.9168C148.545 89.4885 147.265 93.807 144.848 97.3449C147.743 100.521 149.624 104.624 149.95 109.196C150.732 120.167 142.264 129.681 131.036 130.445C130.995 130.448 130.953 130.45 130.912 130.453C131.046 131.172 131.14 131.906 131.194 132.652C131.976 143.623 123.508 153.137 112.28 153.901Z" fill="#764C24"/> <path d="M132 103.42C132 122.632 111.096 141 84 141C56.9045 141 36 124.41 36 105.197C36 97.9602 38.9665 89.7617 44.1129 82.3532C40.5324 80.3809 38.1215 76.681 38.1215 72.442C38.1215 66.1314 43.4644 61.0157 50.0552 61.0157C54.5253 61.0157 58.4213 63.3689 60.4658 66.852C67.3651 62.637 75.3684 60 84 60C92.3918 60 100.19 62.322 106.957 66.0985C109.097 63.0338 112.744 61.0157 116.884 61.0157C123.475 61.0157 128.818 66.1314 128.818 72.442C128.818 76.1349 126.988 79.4186 124.149 81.5074C129.134 88.5082 132 96.3066 132 103.42Z" fill="#FFCF63"/> <circle cx="49.8948" cy="72.7895" r="7.30827" fill="#FFE7B1"/> <circle cx="118.105" cy="72.7895" r="7.30827" fill="#FFE7B1"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M51.4144 131.448C51.1423 130.161 51 128.843 51 127.5C51 113.417 66.6553 102 83.5 102C100.345 102 116 113.417 116 127.5C116 128.808 115.865 130.093 115.607 131.347C107.246 137.242 96.2561 141 84 141C71.2594 141 59.8877 137.332 51.4144 131.448Z" fill="#FFE7B1"/> <g style="mix-blend-mode:multiply" opacity="0.5"> <path fill-rule="evenodd" clip-rule="evenodd" d="M61.4981 66.3844C60.1531 70.8993 59.2365 76.9309 63 79C70.2757 83 77.9212 74.1193 77.9212 74.1193C77.9212 74.1193 76.4999 84.0002 84.9999 84C93.4999 83.9999 92.395 74.1193 92.395 74.1193C92.395 74.1193 97.2631 82.918 104.5 79.9999C109.173 78.1158 107.603 70.7435 105.904 65.7558C105.894 65.7696 105.884 65.7835 105.874 65.7974C99.4264 62.2074 91.9961 60 84 60C75.7754 60 68.1495 62.5068 61.5754 66.5136C61.5499 66.4704 61.5242 66.4273 61.4981 66.3844Z" fill="#FFCF63"/> </g> <path d="M84.1342 103.412V109.444C84.1342 111.414 85.7313 113.011 87.7013 113.011H88.1997C89.8945 113.011 91.2684 111.638 91.2684 109.943V109.943" stroke="#6B4A32" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> <path d="M84.1342 103.412V109.444C84.1342 111.414 82.5372 113.011 80.5671 113.011H80.0688C78.3739 113.011 77 111.638 77 109.943V109.943" stroke="#6B4A32" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/> <path d="M91.1177 103.952C91.1177 106.199 87.9573 108.021 84.0588 108.021C80.1603 108.021 77 106.199 77 103.952C77 101.704 80.1603 99 84.0588 99C87.9573 99 91.1177 101.704 91.1177 103.952Z" fill="#6B4A32"/> <ellipse cx="80.2624" cy="102.176" rx="1.02344" ry="0.983047" fill="white"/> <circle cx="59" cy="98" r="8" fill="#6B4A32"/> <circle cx="61.7007" cy="96.4657" r="2.76923" transform="rotate(-150 61.7007 96.4657)" fill="white"/> <circle cx="57.9783" cy="101.358" r="1.84615" transform="rotate(-150 57.9783 101.358)" fill="white"/> <circle cx="110" cy="98" r="8" fill="#6B4A32"/> <circle cx="112.701" cy="96.4657" r="2.76923" transform="rotate(-150 112.701 96.4657)" fill="white"/> <circle cx="108.978" cy="101.358" r="1.84615" transform="rotate(-150 108.978 101.358)" fill="white"/> <circle cx="50.5" cy="114.5" r="7.5" fill="#FEB1AA"/> <circle cx="117.5" cy="114.5" r="7.5" fill="#FEB1AA"/> <circle cx="63.25" cy="112.25" r="1.25" fill="#6B4A32" fill-opacity="0.7"/> <circle cx="67.25" cy="113.25" r="1.25" fill="#6B4A32" fill-opacity="0.7"/> <circle cx="64.25" cy="116.25" r="1.25" fill="#6B4A32" fill-opacity="0.7"/> <circle r="1.25" transform="matrix(-1 0 0 1 104.75 112.25)" fill="#6B4A32" fill-opacity="0.7"/> <circle r="1.25" transform="matrix(-1 0 0 1 100.75 113.25)" fill="#6B4A32" fill-opacity="0.7"/> <circle r="1.25" transform="matrix(-1 0 0 1 103.75 116.25)" fill="#6B4A32" fill-opacity="0.7"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M35.0913 37.3466C34.5188 36.9718 33.886 36.8838 33.3554 37.1052C32.8248 37.3266 32.4423 37.8382 32.3058 38.5088C32.1805 39.1248 32.2642 39.8302 32.5416 40.495C32.819 41.1598 33.2614 41.7155 33.7874 42.0598C34.36 42.4346 34.9927 42.5225 35.5234 42.3011C36.054 42.0797 36.4365 41.5682 36.573 40.8976C36.6983 40.2816 36.6146 39.5762 36.3372 38.9114C36.0598 38.2466 35.6174 37.6908 35.0913 37.3466ZM37.6427 43.7404C36.1857 42.9748 34.6922 42.8416 33.4372 43.3652C32.1823 43.8888 31.2263 45.0441 30.7456 46.6182C30.3134 48.0331 30.3464 49.5752 30.8339 50.7435C31.0706 51.311 31.4245 51.6708 31.8856 51.8131C32.3407 51.9536 32.8262 51.8628 33.3236 51.6552C33.8529 51.4344 34.3956 51.0814 34.9288 50.7346C35.3947 50.4315 35.8349 50.1452 36.2022 49.9919C36.5192 49.8597 37.0009 49.7561 37.5107 49.6465C38.7023 49.3905 40.0528 49.1001 40.5257 48.196C40.7505 47.7662 40.7461 47.2646 40.5127 46.7051C40.0253 45.5369 38.9524 44.4286 37.6427 43.7404ZM29.0457 38.9035C29.5763 38.6821 30.209 38.7701 30.7816 39.1448C31.3075 39.4891 31.75 40.0448 32.0274 40.7096C32.3048 41.3745 32.3885 42.0798 32.2632 42.6959C32.1268 43.3665 31.7442 43.878 31.2136 44.0995C30.6829 44.3209 30.0503 44.2329 29.4777 43.8581C28.9516 43.5138 28.5092 42.9581 28.2318 42.2933C27.9544 41.6285 27.8707 40.9231 27.996 40.3071C28.1325 39.6365 28.515 39.1249 29.0457 38.9035ZM40.3619 39.9355C40.0161 39.509 39.5624 39.2836 39.0844 39.3008C38.6997 39.3146 38.3331 39.4924 38.0522 39.8015C37.665 40.2274 37.4657 40.8563 37.5055 41.527C37.538 42.0752 37.7281 42.5895 38.0409 42.9754C38.3867 43.4019 38.8404 43.6273 39.3185 43.6101C39.4839 43.6042 39.6459 43.5679 39.7993 43.5039C40.0026 43.4191 40.1906 43.2855 40.3507 43.1094C40.7379 42.6835 40.9372 42.0546 40.8974 41.3839L40.8974 41.3838C40.8649 40.8358 40.6747 40.3214 40.3619 39.9355ZM27.6581 44.1383C28.2331 44.1627 28.8203 44.4634 29.269 44.9635C29.6357 45.3722 29.8675 45.8692 29.9218 46.3629C29.9817 46.9087 29.8228 47.3897 29.4742 47.7174C29.3536 47.8308 29.2138 47.9205 29.0605 47.9845C28.8572 48.0693 28.6301 48.1089 28.3922 48.0988C27.8172 48.0744 27.23 47.7736 26.7812 47.2736L26.7812 47.2736C26.4145 46.8649 26.1827 46.3679 26.1285 45.8742C26.0686 45.3284 26.2275 44.8474 26.576 44.5197C26.8565 44.256 27.2407 44.1205 27.6581 44.1383Z" fill="#BE7E40" fill-opacity="0.74"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M133.476 146.347C134.048 145.972 134.681 145.884 135.211 146.105C135.742 146.327 136.125 146.838 136.261 147.509C136.386 148.125 136.303 148.83 136.025 149.495C135.748 150.16 135.305 150.716 134.779 151.06C134.207 151.435 133.574 151.523 133.044 151.301C132.513 151.08 132.13 150.568 131.994 149.898C131.869 149.282 131.952 148.576 132.23 147.911C132.507 147.247 132.95 146.691 133.476 146.347ZM130.924 152.74C132.381 151.975 133.875 151.842 135.13 152.365C136.385 152.889 137.341 154.044 137.821 155.618C138.253 157.033 138.22 158.575 137.733 159.743C137.496 160.311 137.142 160.671 136.681 160.813C136.226 160.954 135.741 160.863 135.243 160.655C134.714 160.434 134.171 160.081 133.638 159.735C133.172 159.431 132.732 159.145 132.365 158.992C132.048 158.86 131.566 158.756 131.056 158.647C129.865 158.39 128.514 158.1 128.041 157.196C127.816 156.766 127.821 156.265 128.054 155.705C128.542 154.537 129.614 153.429 130.924 152.74ZM139.521 147.904C138.991 147.682 138.358 147.77 137.785 148.145C137.259 148.489 136.817 149.045 136.539 149.71C136.262 150.374 136.178 151.08 136.304 151.696C136.44 152.366 136.823 152.878 137.353 153.099C137.884 153.321 138.517 153.233 139.089 152.858C139.615 152.514 140.058 151.958 140.335 151.293C140.612 150.628 140.696 149.923 140.571 149.307C140.434 148.637 140.052 148.125 139.521 147.904ZM128.205 148.936C128.551 148.509 129.004 148.284 129.483 148.301C129.867 148.315 130.234 148.492 130.515 148.801C130.902 149.227 131.101 149.856 131.061 150.527C131.029 151.075 130.839 151.589 130.526 151.975C130.18 152.402 129.727 152.627 129.248 152.61C129.083 152.604 128.921 152.568 128.768 152.504C128.564 152.419 128.376 152.286 128.216 152.109C127.829 151.684 127.63 151.055 127.67 150.384L127.67 150.384C127.702 149.836 127.892 149.321 128.205 148.936ZM140.909 153.138C140.334 153.163 139.747 153.463 139.298 153.964C138.931 154.372 138.699 154.869 138.645 155.363C138.585 155.909 138.744 156.39 139.093 156.717C139.213 156.831 139.353 156.92 139.506 156.984C139.71 157.069 139.937 157.109 140.175 157.099C140.75 157.074 141.337 156.774 141.786 156.274L141.786 156.274C142.152 155.865 142.384 155.368 142.438 154.874C142.498 154.328 142.339 153.847 141.991 153.52C141.71 153.256 141.326 153.121 140.909 153.138Z" fill="#BE7E40" fill-opacity="0.74"/> <path d="M103.702 57.9454C103.716 57.8032 103.722 57.659 103.722 57.5131C103.722 55.0206 101.715 53 99.2397 53C96.7639 53 94.7569 55.0206 94.7569 57.5131C94.7569 57.7551 94.7758 57.9926 94.8122 58.2243C93.3187 57.3207 91.3855 57.3042 89.8863 58.3367C87.8583 59.7334 87.3926 62.5208 88.8461 64.5626C89.621 65.6511 90.7849 66.3079 92.0101 66.4723C91.8857 66.609 91.7682 66.7545 91.6584 66.9087C90.2049 68.9504 90.6706 71.7379 92.6986 73.1346C94.7267 74.5313 97.549 74.0084 99.0026 71.9666C99.081 71.8564 99.1539 71.744 99.2212 71.6298C99.2885 71.744 99.3614 71.8564 99.4399 71.9666C100.893 74.0084 103.716 74.5313 105.744 73.1346C107.772 71.7379 108.238 68.9504 106.784 66.9087C106.655 66.7273 106.515 66.558 106.366 66.4009C107.442 66.1593 108.441 65.5322 109.131 64.5626C110.585 62.5208 110.119 59.7334 108.091 58.3367C106.766 57.4242 105.102 57.331 103.702 57.9454Z" fill="white"/> <g style="mix-blend-mode:multiply"> <circle cx="99.493" cy="63.9469" r="3.38163" transform="rotate(24.6549 99.493 63.9469)" fill="#FFCE05" fill-opacity="0.6"/> </g> <g style="mix-blend-mode:soft-light"> <rect x="14" y="16" width="140" height="156" fill="url(#pattern0)"/> </g> <defs> <pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1"> <use xlink:href="#image0_118_134" transform="scale(0.00714286 0.00641026)"/> </pattern> <linearGradient id="paint0_linear_118_134" x1="83.5" y1="32" x2="83.5" y2="156" gradientUnits="userSpaceOnUse"> <stop stop-color="#764C24"/> <stop offset="1" stop-color="#58391B"/> </linearGradient> <linearGradient id="paint1_linear_118_134" x1="83.5" y1="32" x2="83.5" y2="156" gradientUnits="userSpaceOnUse"> <stop stop-color="#764C24"/> <stop offset="1" stop-color="#58391B"/> </linearGradient> <image id="image0_118_134" width="140" height="156" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIwAAACcCAYAAACtFkOlAAAgAElEQVR4XnzdCdi/b1rP8WsikS3ZKm3K0hgkJEKrnQipLJUmjKUsY9/SSKEUYw1jTSJLtkKU7EuWUCqlBSGiLAlhHK+v+/0cn7k9f/dxPL/f83y/93Jd5/I5P+d5LfeLzjkfcc75Xeec9znn/N5zzhefc/7n9fkvOOd8y3POl51zvs055wvOOd/onPOfzjmffc751eecP3HOecNzzhedc97jnPNPr9+/2znnTc45n3bO+ZJzzvc557z2OecHn3N+wznnX51zvuk550PPOT/9/N/D7z/pnPOyc86fuj77+HPOK845//mc86/POd/3nPOXzzm//TrPc//tOeftzjk//pzzieecn3zO+annnJ9ytfUfnnM++JzzK6/z3ug6zyP+/PX5Z51z/uM558XnnM855/zsc87bnHPe75zz3c85/+ic8/7Xc53zz845H3DO+W3nnK8+53y9617vdvWvPr3xOedfXueS06865/yKc84fv+TmPn5+1NWPv3b1m3x/7jnnd15y9PEPP+f8gEueH3md94fOOR99zvk7l/y/9JzzN885X/ec8waXPj3za845P/ac817nHG36pOv6P3zO+TmXPr7tOefzLx392XMOHf69Sw5ves758hedc77hOccfbvojr5u8/Tnnm59z/uQ55zucc773JTSK/AnnnH9/zvnF55x3uDpBGZ9+zvn9l2AJjxAdL7mET4nf6Zzzuuecn3917jrlfJ1zzv/oj+t/Svp255w/eP2tLRSuA45vchngd7yM0vl/9xL8S885P+yc85vOOR90zmEg7qWNjre8+vHrL4PyGWP/o9OGV59zyIcB/7tLFm9xKZcTMdI/cp1PRvqpf//4nPMtLsP6c1ebfuZleN/5nPNPzjm/+XIO7fqMqz2M5pPPOR9+zvmqc87/umTpEb/xMh5Kd853Oef8gXPOm199/KuXUzHEHNx1+vcXzzn/7XJijv7lV7s5+l+4+vgjzjm/4zIMTvGqc863uozzQ845L7+M/I0JxPGZVyP8DjU+7JzzXy5L5B0s/Z3OOT/rnPOF55xfcnUsoX6/y3NZ6E8coeu8czvPV7z2H1znvPU55+ufc/7GXMNQKWgPSPXe5xxeBaEYzS+82vX9r45DyI+92vjKuZjQINn7nnPe8Xoeob/WpWDo4yCo33M5Cqd4vUtIv/uSCTlwAudrdwdhQub/cLURQvgeKpPZrzvnvNnl6eTtPv5n0H//+p2HMzr9It9PuW4OKd79nPNvrvNCq+9xzmGMr38ZHCPkzO7h/p6dbt3qdc45//2659e6jFG7IRNH/q7nnJ92ziFLCMOBIe+3voDC5z57RTdlqcKQi0EjT3nu+MYXbPed80EmWCM0MOo+b3t5JMsGjQ5G8qMvgUCsv357gE55NnSDCnuAcuHIwSgpjtdCCgjwFdd3GTJv+ReXQH3lfN9lFBDQtcKQg7ApPMTwmRD6Xy80FVIzzJ9xGe0vPef8luu8H3LOgR6/ZhrN64XPDmgnDHNIx6eec971aiNlQQyozVm1nfEwOKH4fgi/QtAHXggDpYROhgMR9IMuHBxUaPYMh7DmfM7MMYQmOvpB5xzGxOl+3DyQYQq97v/hDEandI5S/M7jCQj3cLKGgzXxTKdYewfFEgT4clPokLI94Pc909ks/K9cIa1TKFHjNRgPogDPwkkcEEHI/GOXkTiPZzBEkP2V1zk/7zofqvj5odf93Nv13+wy2h9z8RztYKj6wLtTkGuFXv+TyT+fvuBiQjkuRSbCU+gEHSkUEgmT+vFbzzm4zZ++7iF0aDNHIzfnC4d0wOGEbSFD6GE0wgz+of3QlkE5GAGeImx/3sVPGJI2QH33YOAMGz/85ZeOISDUQw0cDIZzO/BFaC38OvBNfI6DvR6D0RhWKe5qgM7rHAQQSqAPpVCQGzl4q0ZQUvHc58iguAwSeTUCTdhi57tcAkT2kGfKRtDA6F+6jIcxOSg5xQsJOAmDgkIMhhJ/7TkHIaaQ/32hBZ7C2BBURg52OxgegX/M5V0M4J0vRfBAB2T6qKvPIFk44ARkoJ8OKOD5wghk0kdEUhj8nvO8fpVQQBbhReglsw7kGuxTWIijDwyX4Th+0YVccTRhiK4+95zz7a/rEGyyFKqQYMgDPRlo9xEBGAhZcRZchpH+wCv8uC+k5ACMHxrTv2jjXmzl1f5xIjgGQ8groVImlImxa/iGBeeyaJ0QpmRaDp7KIMD1n7m8DNdwLmtHVGUyyJss5xucc97qIoa8VrgBq3sIezrrGkiIT4nxCDdFE7p7QzrP34Mn8xiG6DzKcIBlWRil4zjgGJo6cB3knVfxLgcnYKyu5921kcAhHzQNmTgV48JdHAxJe10jo6NcBscgoRRlcDAHR/E3fWwowt+0P74FgZxL6RyOMzNeBlmo12bIxVHoq+TBc+J7IoC2M3hox+HphzEyLHoryXDdB8dhwB1vpTSKiQuwLuyf1Tqk2R4s7DAEByt3YwclQhMkWtbFm5FUPMfBMyCYjADEdfBinutzyLVoBkEgxh5SZtlIwmGwCNyGS+dLQSlL//ARimD4wpIw4WDwkCRUKowhf9CKQRM4w5O5OPAQjkZJQgYF4liQmOExQIrA5YQIjtHzoCXUdEB2fffznhexlC1qk8yFgzAyBJkDbvbpetktMss4yAOyZOR0R3ae75nku06QPBmL7JLetQFg0BPn5aw+Y/Se/zkMBkyV0wsbuMtmMkKKBrNAhxuKfxqGNIEwh86BVUIA9zqjoZQk7kIAh9iq8QifA5Ihi9AHEeP5OiCFdsi6IIR7g3/h4Zddlq8G0iGE8eqPu+6vDZCJcSDbnEHm1xHUz0cPxKRoWZQ6RDxmzxEKpee+7xDGIB9ijDMwQE6j/1Jkwv/bF7coUehaXEZfyYlXZ+SMTqb2Cdfn+oxjMiR8A9ln1MI742Vkwp0Q5DP/C7lQUZpMDpAMKiLWjDueST7qa0IR5KNDaAOxtV+7ON0jLlV0EmsRMB4FkjrcgAKFGQcrpThhALRREIG4xv2Ktc6V8YBJjYYsxe+tuzAUDVI0EwqlmhCGRfudUCAPoS6JBscQRnt4ofDjHBkTpIMYfngYY9YvhipOMwjH175qIhCrg0d5NkTaA9fwHAVMKOo5Min8i6OpB1G+Yx2ue+iHa4WkNXTfM0woFZllFBSFh3Ew5NtnQijDSE4QB6pCugqeZHU/hE0yZlgQEW3oYJhkwqG1UdsZi0hCLqIEg5LSv7KQxNsxa3GSJYnhGubmCmZVP59pywNJIESpmFBDIDxFQ/1EvMA6zsBwWK/YTEEExiu+1yUoJFDjhUntYQj4FXShNAYo5CG1ns+AhQRCp2iFMfAMASFTKTljJiDX8jhGJ8uANoxEuziHo7iuP8gs45AU+J8BMiDP5SwQ0DkQTWYDXXiyYqBwhI8k6ww2HuVZnEY/OJK2VnDD8xz+RgsYgzbv4T6css+FQaGTTBXmOqrQ402UT9cd1ckgGKMiE6GckcqWoD6D+8o6UdmfAlxMWQToYOXQBTxCG/Gbgbgx65OW+kzMjJTVEEbE8PKohOl7XIWiGJHnEriiE2gW7ngVgxVqxGi1BYYEFTa0KCZWqBM61Xh4Ks7AACEAIitL8Tm4ZVjCCGP0rDxJX/EzBslRIBxv7mDclMBAcAeGADG0C4eCMJxLm8mCIUAioUE77kfFM8/Qd+FKuHC4H14iTPQ3vojsOkQEz3F/6CLsOKCQqEE3DjLQd3Ur7fPDIDhhdSjRQuYk1HEoiEnHUH+P98hgxGUZkVoLT8dLCEZMdjTGQBlIGYLEE8REpFbayMKhBi9x+B6s8UqNZ4gOitQwKR8hlgr7jvA9n3VXJfY5r8ARKNvzoID75VU+JxQG7aA0ncW/GL8yASEQpgNJxncoh5KEE+FTWkr45MLjeSqkQFKl3A7PotwURIFCIJRm5PonPFMQPuOoFoKHkB9jqq2voZEhpqHqUoRQi67ogCHuwfElLNC1kMqZhDfPg/ZkTkcQg1y2zgXxGaXw7iAHzoEKPOpNCQZBRHx1lOWCL+EgzyQQN6J4ythDI7BqcTGhy5pYv4zhXtHd0j+OwRgYSoNdvIpQnyOc+9zSRiksEg42hRrPlQlBRbUEgqNw/eGtvMm5PoNWDFrowJsohBIIkbFDSJAPSSBfCCpzRKLJ47naC8TFl/SJ4+FMEVFO6DmQl7MwaGFPmGisq356Hp7of6hBNxCQPiC7e7mP+0ksIDkkhhLQEyelC4bvb0bsqODqd6jpuThmB2RXsohmCOVI8stCmCp9kSOhQ2dwD3GNoEMRBqOm4FqNoDg3E6J0SAd4KrIJkVgzq+Yx4L+iE4vn5QSq8kgoMjahTW1BoymeQB0Mi0EzDu1CxBTx6rRswiHW8xSoKa2ESA4ZizArg8HRoJzYr81CkWyNEeE8DIqhaQuu43uHvjIwbSMXRsE4aovvhCr3YXQUqK0yTH3CEzkWI+D1uAnUk62QUegNqRjRncBWVyJf7cKH8ChyrMBJuZBVFRrvoxtozjnJ435oI7Bg+JyEHiEu3embfnJ6RvciSqcEQgVjYL/qL9KqozxWjKVYjaBAQiA8xkBoWDqli40MATKBdMLhmZg8Y3F+w/7b8AwMr8BpZCHImzEPh+8VkCiG8ggicsuQOzxPWMSPhAGFK6SNcVAgg8FzOnyHRCvKCS3gN8NzDgSKsEMa5zk8hwApnXIIGB/I8SjGuY1Ee75KrAPSIeUhb+Gep/tdmCQ/IRdpV4mFVBl+xUYh12CqPjIwKKPfiLe/VYvLsiA/B8ZD76SZ0zE4fadHhL7wyznpT1+063UZB4jmdY4KduIwqwTPYjbl3KuFLJNHuZYhiLUgEpIwLgIgfGM4EbU1EnFYykhhlIyDOCpVMzwxn9DxDN7Ge0GndJLHECJPpAAHgetkiOAz3+NmwgJIxo14kcP1QgHHQPIg0xoqD+YE5MRgCNe9GemWBmRCEXF1KmSXwXquo9pKhVHtx6MQdmil9rUH5XFEIdbROBDUrGBaNOg6CMFgFVfxq1Jnz3YdNGMw+pzxQXDGTdZQxr1xm/tBpozzjQjCH6xfeBHHHZRJSZt6iY06IRa7sU4KPyCRwKSSlZy3MxoPbUA/xTTxyTlyfqjBUPeANH/rQhVeLjxqI69hKAwMJAsfEIBBy3wcCDFYdvjO9QTESxUBeWAHY5Uee54+5QQEnwFIoyGe50rr9Re64lj4VocUFPy7D6OmMAjE0MmZc7n/hprkxMgin92vQeF7XUxoxTG1D3LpF0RxRK5XltWPfNaIu98VEslQe4RgslSLgZxKCgzE/Zqh8Bg01hEEjhUyFjHWZ4RKuH4HUYQmFPFM0CYNhSSs2WcETFiMDxeALBAG6WIoimuIo5gI9oQlyIWQgUjPobQGC6uB6FjDFn6HeIQl5XVAoLwwIemL+8kiGDXkcE4G0HgXNBFqCVxGJzQzChwNEjjiJvqlBNAUARDPcRhGBFQYMZQgNHmWMMqgGHNcEawLiwyPsqCUfjezzTOhk5BLZmQLVct4GjIhV8aO92mjhEQmA53Jng58TgaiBRRFOSAx42DwjBd6I8iNBRqxdy9yIzMZFptwvvD4EY8RyOmQhsjreYdwARF4EmvDwrFp0CUD4e0OcZNXQRnGx1KRRQoQxnREmkyRjuJ8fAKnYAQIF09znUYyJF4nNlMsftWBkGkXJIRYagieI9wQkrZRZAYezxH/KaBxHY6BjDLmhip6RoYqzPFCwuVt6hhIM8XoM2RR7ebtBE5u+In+NmZUnWTrUKXNeCH5dsSHytKW3GfsFKhPlM4hzH3hbP6PG0F2z1WH4exQnlHjK8ohwq0kAxigDZwPV4FsDRUVMXL8VzEYgpJWmivhRPArtoJLKMDaHRun/c3bdBZkFi/Bn7QZCkXUNIQipYEax4NVVMVVPInSeXiVV+jB07XHwYjwCmGrAqMRVUq6H8KoZ7sf7/cM3oIn8Gpt9myKZLi82Oeu6fA8CEKYSDHjI2ylB8hX1tSAa20spDB+Bzk2EwD/IeuQsWeRh3DCq3FJ/0MbxsK76eF+aDcuRrm4jUPocG/1IYc+CT8GfbWL4umYc4gK96NR6/1cGBd+0ZJmKry2TvgC/6h8fie3wgChExQuwdswZ8Jg5QyLZzEQxTFcAlFEdMF+4yMaw5MYGS+FVu4LlcR5mVRe1wQfXIT1I2JlTO4jnkI5no5b6RTv2SNP3c+0S6hogrnveD0yK8wi69CMYYL8nukznkeJz80WdB91C21lZMK48AGVhWEIq68MVBgJ2aGCc4QKMoAYwhSPdgjf0ED/GCg+xsiag8MhOnzO+SCxyMB4hCichKzL9rZQuogXytFPMobIHFPfH9ljsbWHMh4hCeF0SBkRNwIU03hiHup7iESAMhDn4D0Uwmv8NNgIQimfokA8IfDADlArNKn3QBYledfLJhiR8KDjpbxNNmrEOTIrdSd4hiT0MF7GrVDFKAitAlUpZ+NkSy45hzCrNkLRzUbb9jZgyjhSRoOtzpOackTFS20gC4KH6JCbp+MO5MLxCpuFoDtBV6AkDxSAgXFQyNJkdMijxqVddAHRoQqZCc/QscrzgkJpfX2L6/gb8igDQCZDFQ+DQUCL6Wt965nFMMUz8R5nYPV4BrRQyFNUygDBJTjk9crPvBUZZBisWpgrHhdmSqehkuIbYYrPlEUQvKojhPO3sCYtJESC0D6f4WaMQax2P1xHW6SfHKJ5K91T2KNIyFiGQlD6BuLBuhCgeizDaBKV79RCoKI2MhQo4dnQJMPwHAaFZBbmfSZTFDIZF8JLDhyCo7oHJ6V8B+NiBEKENuCKQqjstTEn53E6IQ6P8ayGIZrTvLwVL4OC7KAK9eqeIbaM6IMomGI8QOxlRQQT8wdlOtPc1lAFBwB7ikdSMR0stWNcvISiHNBF/u9/ApVd5D2QCUlrwM35dYYR60RzSn3HOMEyxYYU2qed7g0lGJjv/TgaioCWshc8qymo2rJI5/xSXG0mrCZllclQEq7BARB0siI7z0cwGV5TPjkRxQknkMh3e2gv49cXHBEC83CGpV0Qn5JVgqGp+4fajfU1KY1zCf8QSEYDQckcWjs4tz6Rn4Pu3VsYk905SsGFYIaOF0GYp2NDEvhW3EEoNb7JNVAFFOpU9QzCFyp4M8UIS0IZryPkZottFZbn6IR7Uyou5PytS1RHaCKXhiKfjIfHOXSG4utk4yKUhodwgISoOow3UC4+wIM8G4oh1mAeinAAGRMkYmBCmv+3Kgo5kFEpLq9nqLI5Bk5mlBHkx2fIp/qO1NaPrA/KUJR+JGdtQLDxM9Vu9RZGKCRCMIhCRxBSn6CoHwbdsECKhf6N+XFOIIDrQf1mDXJWBtMSlpW5+1Rz8nsR5uUZDCjU8Z2g3MORKEqBAh4InnghS+ZpKc75cZ6bIz3+bJgdXPPKqrE72QiRJhBhqslIEWXCZggMA6I0civ8UYr2lzUITUifZ8kWfE9JEJHhhj7bzgggo5OOgn/3wbd4KhLLSFRGOUKL3nKi+IvKN1ShbD8cybkGD3k3o2jOjX5AhuYTa08FPjJgNLJDxt7cGO1Ru4FGDWjWD/1EhAv3fZ7C/Y2f0Zu0HyIJW6E6zkavjfBX4/K9bPfDGIzi0n0dEoJI+GBJvG8eBRhUwmd9dVojdr6HUESIjIz38FLZA5SiDAJn2Q6QB40I0mcaTAiO5q82E9BnuyArxUBA3i9OQ4nmreoT4xLyqkmAajEdClEgQcicHoTuOnymlqKyrL3uJzRW/XzOGXwmpdeOeyJBfmCd0VHorrDkfNrBUcu+PFOoa+R65wDjVtoL5VrqWnuQWzKExLgTRKFwyKE+w9CguxAvDNItuTMgKBN/3fGzJqJlxP9P50AuLkLZhQeeLX6Lw5SHyBpVZZ1SYp0l3MZWfKaBq9w6tWuVmr4gPYZerhcywK4G7oy0rtMZgid0tRHKbOASgkAPqSBUAr276oGH+hu6UW6GhW8pKRi5hiqEB530CZ9Qx2giFOiHHkISxSGqDt4uvAkdjuo30nAVcOFEpsdYOZNUFZqSM2MSPvSpuot2uLeMijwZNGPR5iZMec6mxf7eIp+/WwvVshEOyuGhWmNmqtpkwzAdnI5DQf6mtEQtHqPVfkCtmK44pQgn5stsWB/u4mbN+3Rz30OmlnxkEI2N4DEasksltjgUOriu1LjplUbHGS32zhtwFkpcPrRe3lgHNNFO11QJ3fOgC4EyTrxFGymGoqEcj4OGng3l1EgojWJxCofUXyW5rCO0cF+pNSOT1mrTzrCDWDsgyghwpFDkPpDoWQixflN6Y3zVVdwLt2MA0OI+Ar0pectm6AuK3Ul+CMZZpeqM0HPwHvfeif4vZSxlIyvcxmjAs6Ic4Yq9iJ28vYKWYpHfoREkaoiAF8iiWDMF4gw8kyfxKH/zXNAZBPJmqCQ+O2QYKsTid6PR2oOQajdiWX0E+fO3tjIAaCNk4lcEgbsQTJlctRfFPciGtILw6k95X2l1smkE3vWUjLQat/FsCtFfqOG5DEj22D0aZ3MvMmNQUBbqMDRyogvXQkEJAeNzXWvRXYuftBSFLqAfZIqHVJZwD0U4z2iQkv6k4EKTEFY1eUfe/e7ZOFROLKxJ7d+e4Js7gp2DvBS29ZlSSlzGjSgXxxB6dl0SgVGWuKyjyBPv9fnO6KrUTgANCaSURmJBoiynJRy8hrEQolpJMZygoIEMz4FP8XAGSmkyGUqBnoQFTR17D38jhgyGwnA06MHbCIohCwsZEpQVnhkgzsDBpK9C1g6crhP6vTrHZob3ker7EIzrmmDm96rEqx+fQ3vGwREZZOV8jmfcDieFNlC1Nelk7MjYoCzn0j9htBDrnAdKerhQA2p3YpPMAjkV813kfwKhDHyiHRpqVAS1v90LlFPAQjFo1fDNrEBk4y8axpsI1vMpYic43xXgbyjBaBkNyL0fCCLi2zwPYaAF8TIFyNCwSKFjV0k0KYsRQUOeyzB2JahnthoAwkFYvIbzUB6lUWYTohpjKjQzYj88m3EaLsCpClnqZIy/dnteqNBa9fotXEIgoazpHWVw2o0/4WBqLhBeEVYWh7fEU7VVGyGvBIjB6tObLKPXyFJXiMDqQBnyuQN9LBjvKN6XyuEamDh49QCN5NXL5ilHmtj8Ul7dhG68w3NAqrDF6AiMApBQwm0UNY9rwhdhIaFiPu7EuLUTijSJaceAKky6LgSTzoP3FqhROIP3t76K6yBdJoKDKDEgz8V4fRO6hYndPgWPY0wKd2QqY6OowmyKLgRzPopqpcUdCZ3PoSlaKGTQRqAZGHQSKuMp2gQpGQq50g9j4pQItf60+N59RQO8iBFCaboVLeiJfTxlSUIEkqOj4ItHeqiOujH45WEO4YhBCSUEwDOk22KyNA4qONQDpJnNS6VkRFpDZFjuK8Y3Iw+v0UHP1/G4SClvtQWEG6pQoHZTxC6882xIKHvb2M85cA61IgdFaAeyD2nEa4OEQhlii2QLuS09dU3LdmUZ2uv5FLDDFhXZMkbtc08eDcEY2n2dl8+Fgh1gZQiQRRsolcx5uVDx3NGca+FGH8tWnUumUH03J/C5+0N8CA/Z9IWMOCy+tod2f3EIQ9k63c5NbU0mprFQOfoO51dJ7YagGj8gXI3VeZbpWt+Bb8qBJivcrudNhK9Cife4BpnUnhbYEzoh4jGU29phRsbYGar/hR7eC8VkIniXzKiVm3iJEMy4U67rIAl5eLYQ1ey0nQeMwDJ6fdMfHgnNdioCY+a5FEaJFEC+y9UUMSmKoewh3JMZrtE2YlYmtJy5YZKmakIWyYgyAu5kKYgioNDG+QvDrUatrrLPLEL4TH84WiPWSgCcqeU5DwHJMJTEeRqIw/KxdSGFcDt0GlSW3lb/8D/YhwqFDIpSi+ANjIuA21tG1uPQeL/rLINCwEInKEQA4Hl3k3IeiId2LcJyr1b6MVRGzqicg3gLMwxy59Co80A2IbMFXu6zM/jEdIZJeGCakngpoivDgHx5LKPU/2oZ1W3c07PwKIatTYxeWBM6cIcWixXiyFDY4vW7ndkdVYTr1l1DcQaJa/ofslYUdZ20nwFrnzaQK7INGOi95TnOrS7WGF3PfdTVQpiWSygOIUviIY9m8eJ4HuziO6sXw41LaAw4JCBkj0IZksyi2V6ub8Zd8Z6HMEwGpgOgt73iaqwUnXIZICGKqbxHWBAWeUnTDF3T3BC/N/F6sxfX4B8Uw3AVLPWZAfD8wlbZA8MTRnivrAjquB9ncR8GiU9BB4p2z1ZBIuQ4BMRsHCfFUCKHai11/Y0M4x3azzBM12huDeeFUigDZxS2mpx13y+wxf+4lZCGj1X5Zkj4CgNivDItY4T3gmCI9mYMplUDLhbDKWGnQ9aJ+8QqSkMkGQrOwPMbLsgAG2dxD/Ef19jNDyEMfiQTamlnzwP/lAjeFZDEWyUAB6VSGgMidM+nJMQV6RYuttS+90YWd2sygoQOzocMzfhr+exOxGqsLIXiJcKdMMXwIYnr/V/BrElhHE0oZEASCUYobLQiVL+gHTnuVAU1FmESOVce4Ihk42isR1SAMkKpe0pemrimf47Wd0FGmRQHYGxSaGjruW15op1+RxGq2mvnezGYhv/bfbGJxmUPTvTQxnha4K6oBlp5JyvmeZXwm0+ytYJgmtDBJo9rF4KMJDhcT+MVwsJmC0122hrQQjbCxnDuqy4ZHyUzXF7VjEBheWsdfheeG312b/fSDkjCGHhkC90gLDkZWRa22g2iuTA7KBvUC/naUgYKIcE+A4lvMT5hmNJQAf3CMSA4NJQ4kKMaF4Rm3GV1RQ/Pk3zgoY0JKYvQR7Ur/duhGIjGkCQ4AKHNEh4cRkN1jOGATN7MCvGAXfV33wSomVqUwEOlvluSr6YhxEACpBl0I2BZOGGwbh5RyOA9OIzrhMemaOsv6A8AACAASURBVOoU8iW8+Z+hCpequ4wcR9AfRJbn7CZEwh8BIbJCWstntJny2++ugVjConSe7T7aJDOiSGGoNVQpvwnb0I4y2jtOmxknA69qCu04I0QSbqpW7/CAe0AIhtG9GJewxHBEgAqsyzFaFy1a7NHcGaFbyNQPcuPY+kB+ZIbAk4nKrnlOMlHhiH5wwKe02gcsqU18dkeEyuE1oFFbJE0V1QM6B3GlDEIRwxtTue+X0v15K6FJG3f8o9livJbB8A5CInzne15rj2rXvYBFQTq8632EVaFt14dzBGhDgbhPR1MKKJLxqPgKP8Ke+2hH0xKq65AFWTp26mMV4t2FlHG6rh1Abzp+oBu0UjvJ+JvQ1pQNiFGo4fDKAbKypoyWmTEMPBR3oWeAUPEUkpIHJ+TA2qoG5RnAY7cs+8At3LFg3EDI4SlOFhMJnbWrJ4hteZcOKpa1tGQ73Myt8nyeKkS0sWBogSQTTFNFeRBOs1MIC5WejTsocEEMnecdrhWuKND/wqNMA0+hQB038MmjGC7usw4hbSckvGsPMC8k4CdIK5QRchiOTKlNsPENQsWhGgEnI4rGMXynbXE3SCt8Mz5t4lhKALyfcUMD3I3BNwUDR5HJtn8xJCELIR3vJLP7IjbhhLGTgXu1U5g+cjj3Forvy1ygOsPLGYRbaCPUfSJhE4rUTvWWcRCAmKuTvLYBu4QpHroBJfCQFoiBZY1rGUOVV4JRCAKlMhve2Rxi8fsBdZeRtBOCENYcG7zI57yJIemssjWDoESpZKFBHDfWpR0NAHYfymG0PJEzPBaX30jnGgzHoWzn3DdqdB4FMybcpnXTcRWK1F+VZzISzhimcMBgclQohLdwKMjd7uqM8an2MY2ShUkemhPc5DKOR95xNk4MIdutQYLC6RlXTuy2uBqeqZzAGOOGOamQaBhB+/C1T12E0cC80s0oGeMWwxon0UCGRElgTL4PxkBt1damDAglG5dxCA0gDEoHl6ybwXgOhfIUHcgbGcZykZ2Vr33u3/ZmhZCmFiLkBERRJlkh6UIl5xB6efki2RpLO2rjZu1EiZMJXe21W8X5HkrMJ9EmaS9izEChc6ksbtiSGO2HnEJAyt898BqIdA9EtP1gKrbhGvrDsOOMDAL5ZYBk4h74ToQXURZ+OTLnLelpZwj9idf6nc4gpud83KbVvgRzkMMD4jNSXh3WEUJqbXIZDsWw7GJiqTTBuh+DM8eFl0ExDQZ5BAreNYiRuY8wQHgYe5kWxHDIaNxDfIZiIJIAGYiMQft4Au/wI7XlzcKqtoB+Hgfd9A8q7PIRbWG4eaV+uLaNk+6GEZRrA5TgVK6thoT3cCrhz3fQT9hiIG1CTXE+V/3Wdgjs91ZQ3J+pzxxKcsHBIY4MRoja7fdd16rF5uqugXMg13B4AKDNEJEs6bK17YCAoeOXItFXMBgkCDxTEs9AOB14AIauiFNVlbJ23YrzxFbxsS3Odlfp+x4nBrAIuJnylKqRruUNkVs1CnxDTA8Flah5hM5CFxmS0FM6yGtBMWIok3L4Hj9B8u4Th1YZ7t185l0FiZSrTwjB2i68lAZvpbcdLBl3I9WUqf/agNNpd+jkb0qiBCGGwdMDjqQfwgcuoyZGgY1hQXHox7DuW7DWH1kcVM4ZGHOlBDMHIK5iIcdtnvAirVDMgfExoIADPi2YSxl4go5RtlACCRiCC5SyxWaCpwxKbS2Ooe+2FWWhxXpjHlCg0CJs8XpCg1YO1UpejyP5HkKxZqEDmkh1O6CO9B3c8uwGLncdjXbxUm1oFpn+qTXo/B7ug4txlDZH5gyhJA/HzaSfkOY+T9e9hEdKkYq23sfnlf2F17KUHVWvHZDGqDXjgBiMnLJljFCBkuihZSKuK/OiFwbM4Bof2rm/PUM0qFSgDQ3r0I0Ew7DLTqXFBdV1mgstnDmgGCN77NPL0pEd/EWcxOxZKHbMGu+r/u7FNTeEEKwedLWtZ3viUySWjlRBJ8Su2WcUz1jFekYhpuuYzoibaiaIdzsgQLsdgfbsKrcNWVTPkfExfkhUaZuxQVBcRpawCNhuUCC6dUfuXz96kYPQJ8bvjgv4g3CEPMpW8BTlBWEDj+IQzm9ejHDYfRuFhxj1ExmV7jNaziMUNdhawqBteB/KAHX0u0WBHEK67fk+5+yezwAdO5dH6IJ8ELbXBbWLF0NBUZ42YVrP2Y2O/S69Yv0avCOaTaJmpeJ7E42zdEjAs3ggCOTdUjRwS7lN6/Rdi8Sq4t5rPnmKRpsKIU5XcfZdQ/jCEiIuNMhcCAGJJMz7TuIpCKFmpIqJO98Hd+IwSF7rfeJrQiSj4IGVF/J6WQo0BuFQd18isS+m4CxCgDEfioO4ajf4jjAEzSEzw+aceFWzA6APY4eMveImgqrf0Fl9rKo6Q9NOfNR4HOOhfJVj55MN0itkQTnnaRsA0Gbfux8Q4OgvyWB4p5tj18aDGIXvWKybs9h2kYozbNxbpUCmVj0SShOZUn7MHwIIaQQiVlN2qWTLWXeu7H0vGO1FKIWR0kBIJr2HFu7bSHDzdqEDQ95J6v4mHALh2QY5pa24BOULCZBBuCMHRqrdUBl6IPSMn+AZDLILTSsZtLwYUgp75MpYIat7+z2upl2Qb9FLlga59VO/PI8xcZxmI27/3ZMxcZjGwSBMewZqN/2EyE2daJA2PYXc9YNRfYjGPzdHgiJ4kZgnFm+c28E4MZDikUYNpCQe24bMoK4dFjIqigGreAIoJTBku8lDPIHSxWfCEp7cN29n/ZCvzX102DOgVYgB0QwmCl9gnoBkQbxbW5E63oprOReXwsugD5ILDYUEfUP4W8jPgTy7l1Ul3FJSEM4h8IBmr93o01PYaLervi+ZUAcj+8r7iL5wJCRCLfxGG5OXLMtn5LPbjbkOUjEgPI1+6EMfGU/ZIEeAyDis9gtHzoVMOBVgYEyP6aIMhtJ4K4XySFmMH17mM3Ge5wgJ+AxIK2W7C2P3y/MdLqBzKpmMQAiTRrNWSESwDgpglFVKG17HqYRHSpIt6ICDd7gXGCfgZsr7DunUaZ5KkTx7F7/fl6BwDhAO5aSTDJqgQT+0EELxOkJmnLIjSCF0IJrOlW0wJkYm42GcSgeMAoJ1CG3u16pO/eOUDAEqCGscWN+EGsjHeIQ4WWsrOz2/JTySB/qCosIjVGzrsV1jHuoK72pfuJ327hLZiq1NO4X6+tXwwIsZTA/UqZaz+r2LxFlhChyz4qCLoREopRM00tZO2zgAC9VJVdsWdPPiVkLKPnAWTF5aTmBidVuSQjZesJsUahcjMc1BR32PMKtN8C6KkP2I5drMkFrPrL6hL+K4MEH4jJfBaEuDg54hJW7lo9DBQCsyUgaDRjgZDeNA7CElb20JrfsxvjZGSqYGXivxt2EyNHSvHbRUZsBV2kA6B4e62ic0CUXxO8oVthmPPkPtamLRB30ha4ZFv+TUdmiN99GbZ2/BNFt4HQZT3UT5WOMoceeLZHUaDMKdIyz1ShzFNBAG0kqFQSjlg3+EGTwidC1eJ0TZkCwJeaYQwtahxpJ4J4Hzki2TI9W8peW2O1mq4py2FptBdi+ekroKFWot+EcVam0UAiPEMh0GU00qhNjdyfuMUgidQTFCYVpfhEiKEvqg4+77TzlCEJlDICFTPxmNbIVeagsH8J0MkiG0dorRtx3IzqUmDzoURptquZEAH6IXemz3TnKmZw7o2bgcBONQ6EPbt73LGoyb4g/QQi0DbIEshK75rU0jdG4ZDU8npN7z2D69Te80cKbTwo70lkcIfRQiHRVjFfL2IAhQyJh5DAFDv930Z9+e2rUMlzBUUBne7jp+nzsD9YSPlpi4x9Z1Cl28VhhiFCEwo6VYIQmSeF5liOUHlKpgyHnIUIghfH2DAO2Tx9AYD5RmxG1/ApFlSsi6o00SOZiqeC8Txd2E/JyYsQnljBGiQot2/Gy1gfaUfQm/QuFOe42Heq4+kdNHMxiNBaNtw6HBbakKaiGHkxvCV+4XV6GEVFZYwnOEGoZjGgLhMgzW2dao1W+Cx5ZiiNWljggoFIMu7o+cErrftaX9hHsHtfszYuRW52VyzVaL3UMXhqcCm9A2S+IYwgsvlxkxZEgi9Oh7y2UQQtcJsWSGR0CPXdFIuLiYH4ai7/qGCzIWcqJsoYZxCpH6WAW4KR7QR5iiRA7HYFwje5KGC+PQGorGU3rbi6SgPQd33ErIhlIZu/YoHMoKW1aCoxai2vGhjaT17W220qvj8vCG/hFhKKKTEIJi/NxnyREoCOPxBEkAIJ+CEWRKyhMgAIHrqMZTDgLcDDPPlB0QVhDOWyDd/U0pjEObPa/J1wTLoyAXw2ynb51t9j/D11YcABRzDkbG8H1OgHkelJHaI30p1b2W9+m/kOA8IQ/ayOBUsCGclNnv+qoQd19nLSzjJRxDe3YcicEwOOEDKmk7xGVYzQ9ux1Iku8FeSCWcupejvZG1k2FBF5HgnqmF1JU1+lvbyPOrGAyjAG/Spl2O4WSNkW2IZ0gpotuO3BtCKl5RHOGCPegj9Oz8GYqhKAJVz0BW8Qfw2RzaJjz3QtKesy/GggAQkXcJZ+4FkoVPRu+5DbY9vRzquhHjVsPgTYy1vWr0DcI1yYln4QtQIIOtptIUAQbq/mJ9h3YIYc1vrmzBGHgvFK6WRfGeAakQdM6Be+irvsjAyB3KkItaDEe810xuEf01/hRaOChHapZe4RayQL+tnjNo4RZwoCgcjSw4yWcymEaRCYqiwR2Y9l0j0xTLU4QmnUUcZSo7zqGVO6NsB8egAOUSmh9G6n47XoTQIV3iKQNYj35OII1m+w5hbWtT3qEszqur3UivGX7PcI1QBYGEqhbO73N6mUMFMg7VEMP9Zec77UI4gqxCmFQXguGE+m303PN8hwbEqyrJaw/ewglcI91uIaCwKezLYCCxPiK4rvFZc2L0gQML15RfFOEYsisybhjEufcpHrtClOHqKyrA8D7ZzWQrysSlvjIaykYaG6qXNVAA5n9/RQtCimGDTB3HSVglOO5tI6uIZtE7TzbGg51LQYpRPZM34xSGAxiYirOUkIDwEwS0TXB6DZ3sZNeIC4HQ03WQzGivtub9vIYwIBJCzavAP7RrUpQQICRT0I5k77sWhBptv7+Qqn4v+aZMxm2cS0jdt9QyBAjFAKFwGxKSGUUzNt+RhwyI03GC9uf1PEoWbvAnhsQA256ETslB+CQT7eV4QpS+kxfDQi2EZcZDRiKAn9fK+hrpZBigHM/gkRSqcS2rUODCHWQiGgoNQKXPSwkJj1KRV4jEw3rBKNKG6YvzEEpK2jILivEcDedJ7YPfkgcxG2IIBxk3Yi1l7e0bdyTaF6DuO4LyIsRPWJKOR6SFDIil3XfvC9UIndFS1A5gMoDewEYOlOYgB45BbkK2jBJp9XtlDejFadyXAoUNPy3Ah0oyNuFBu/CVXaICkTmHPtOZfrV7KL1CO8bZzAGZFaPwDDyJs5OjEMhYZXH05BkQj6N9DYPhxS5A+Ho9HeWIzW6uY1BEXBO+Opr6SOmUqlFtL9bssa3A7sY0vd2DENw3AkcYCNr9BZ1IIeNtnsvyGkjTNqMQsCUe7u0+iocMYOsg+yJTfdMvBJHHSXs9p7VMvNQP/tWbcT2fbIRUSqKYzZaEA+iawTgfoghDMhiyaMt97RLa6YJSVH6lsVtD2VoTY9NnUYHSc3qRAWGncGiIO0KFxqq0YefG+HvH55Dvtn/VdhzSiHsv+xA+P9/DKJWXsr7ImIZrJNTgxS2xYAh+GIa0ERMXQihHIU01tZ2XeInQhqBBC9Zcabv5tRot9Ej1PN81uMVuwyrUycyk8sIFosZIm7DF+ChShwhT5Zm3uod6DqPhEAwBASVMYaGlvtCRZ0sjcTfFQ8d977/dw7idnJwDYTxbHUZoZAzuo83kG8+DYGpRZFFFtxCI9GpzS1KsmRbyEOLWdilwogW97INjkPkmFZAcIuGAyCyuwtD1nWNyfuER2eY00vcOOuAk7MHRMA3DoQN9emsdknHgJR6gocgpj6dcqIH0+K55GA0iUprYiFtQTLEU8WXVPMChU02MggS76d4uYqcwNQadEafb+Mc9Cie8FFzypLuH1PHd+gxMqz9AT4iYwXZuIUYIZZCMm1AZPigmVAJMwWUXMipoKEuCBOC7Er4Q435I6yYBUKsNmT0/g60t7k2xuJOs1PPbYb1pEKIBB4BU7UXnOQwYwpEdpVeHEd7ohU5zZCDgnLJQzwEI91UT0LOlwQ1qfhaDQYDiAPfqKZRBglzcbkUEgvy1YIzgKBrpcz8NIeSmQ+yE4hbE6xhkWYivoDRG/8gSoFebD0IXxgN2HTgAD2ckEey2YINWxnkaWcZ/ICdSGHo0p9a9oI7KLxm413Mvv+hVvs6HnhDl/p6j2q8dQgIk7s32EFybIUC1KecLhYzLAaGgpHZSIgTRD+GBg+JDZEIfjFt73UvB1D0gme/1Vzbbq4x6HXLhjsEi0p7naMwOMio9VAB1X5yS8XwZBTfbXvoIenYA0o1kKY24MiAIgVRtNrLVQNdAH6ijHkFoOirXZ0Q6z4OWhLqmF07ICCgD9wgyM7Tez4j07hIVBogEElIQXtxvzkh7wUFTqTevQnYZG2H2Du3eZ3Df6LjX5fV+ALGdwSiYCR1GlHf9eSP6FIYk41fS3OU1nuFvelCfgvAQFNeQeBRuICVjVnjDWzJmTsG4hBsOSH/qLRUyyVUIVHNCwv3OqKTqrmW8DLM1S5AUh3L/xuWgk+RAux77wxQ38wz8ghA8tEnP0AMHaRtTDUOY2rqsa4UYEE3hFKEy7PdK8xCj+SmegSwyKDyIVTfvlOe34zeEuE/L7HllNv5uklGcxWcIpXChRC5D02kG5Nhxsa2+th56q51tDEnQbW1KuZTXewBaRtIi/Ip8rdlmXPrPQGSQ0MbR5HUchrNyGEbdhgh0IOxvcqANwl4L6N2DMTQyDo3axeE+2i+EtZi/aSTqQ2QgM4YmQhxU5wRCnbaKBm/HYHaO7mYPsf6KXzyXoVRzYInBK89yH1CoE+3y6H+NcIilUk4KhViI9gu9ahg3wJ94PYOGULIYn0EAUNy0Tt8LIZ7fEL22Mhae1S4Gu/k0JfBu3iO8+o5w4iiUDPqRUZyCZyv+4TYMAY/TRryL0Zem6xtDghZCFc7ESLRfW8hSEiEUQFCoxej2VYk5Q//v/jWFbY4J1ZBcjtliQn87X8huwJiOhUfP44htFVsm6zmcU18Q5q3pQGV6E8JFjC/YOb15qdgFTsFUxKwMAeuWDlKMNHf33hWXecjO32gycSsT71uG8GYEDA+BYJQkvdNBUC6LoEyC0HDhMy9qPi/WzyuFuNYU97Z6WRGj3UValOtcxhgaeFavedHHRuL3fYkIKBSAoL1qhgHzfmQcX+gNbGTpHjyYHPWJl/bieAkBlLhXyvUXkkAAYUmbUADOxTmFUTyMt1O47I4T7oI4zzb9RBuFTd/5IRuft2lBS2t3W/qdU92Ecs5jwJRzvSuDoXyFGYIHTVg0xbk5YXT4m2epRBKEEMAqeRM04kWE6aE8gfHwZDGSxfu8ReGNhWgUo2IghC2Vc75UWUc8T0jbmKw9QpQ2ZPA8maETAg+hdM/WDwgDjUAzD1rUayAVKeWZ7fApZMhY7se+1VXWQ8Ge497aTIFCGS+WAvteXUn5QWjFNzifcNzuor25bufxei4lCQ8SilWkrIbTCiG9tAO3g9ruzfiFW8/DATkcvZTpMB6f4yitsGhnjrZrKfnRJtwLyj6KmATOM8TM1uO6iAHICPatqRXCeInOSJfdxO8YNOGAeZ7YNmNQA5RVhCr1biI4ZIAY2gFakWXhBUJAlV3X7RzPQ7DFZ8rjQToPnhHE5oEIIcJWwxAU0Gi1rECG5x6eTbCeSQH3RXoMATKEakJUe8RwFH2HXnGB3bEBv+JwCLt2tTAwI8SrhC9hTia1IbN1TAyfMai+7xhPpYkdrwspoCbjiMiSGYTXFmgh40WoGTikZZSIMKehRyWRdoRomCa0eTUlLOy6aduaE7hOIHWEsvNi3ZiHEMKGtTrA61g/VOpAmFtiIlQIZ8ZvjHVAHkpre1VpPjhmlDom7bzPHiMQAscbeAp0uI8me7YMxb1lgYTpua6BpPpHOZyAN7XJ0Ba0IslqP6q6yCCD1m/1jiZgxcfcE7mGCsIOpDXKrL337UcosJH25JQMMz6GACGNNN9lQHfQnEFSOpRs9l17wixKchbZlntKZBBrQyAlFb4jC457X1XwuI9Og2UCLScnfKEgy6dQMde5IJfSEVkeIgyoATS41pvi3buinDAhJOEprJcCCbOdASgAQlAY0ul+vUkF6kjx2lqjFQuEp8PiOiMTz9ueAlI4X/a17zoI8rWfoBXDpMi9RJygIKQygjTW/RBSht9GzCv8zbJ8ThaqsztAWbmfUTW8whGRVIrWH0aMs2iX74Ro9ylTFZKgtkN7hRzyxlFUmIWWyH5c7b42W9/prJWpu5CN4+CqMkEojKTTGW4EoZ2LLD/KLaHDTopq94BK6FtQEyd50Jbui+u8r92sE2yMXJVRyAK9DPG+5hrBA5XCkHCoYNV8V8aAe+A9SLN78Xae6G+Q3SE0QL3IZUXJph/IVAj6ufddb4Hxzl0olRe2azgh8kaZIgXzatVxCis06A8HwwuD9O67U02bJ4wzyUoQXI5SDQYHo8R7wkAm+rEbLW676VR7GV5HfdwdRXe3iL3e84Rt+hCKH7yRwUhTkTJhgTfFW+T5iB1+s41FmnzHOHgi9CibalDRg3klsgQF2tlp58xCGcqXfjKiKo7ILyEiXoyweCqei8eM1f1azAXWcaLeZYB7CWH6Vha3KwJ6SQVFyFJ2T/1G7Vu7jdhDHeihrTuAKuaTSwOAbT+ya4N2SQs0wJfap1jY8zt05eW4RCsmGeLdEFoFCZm1z49kRejCcXA7f+tz0QMBV3ZolyvOzqHaQl6NqnrQGgtug+y2GEAiItx/NaHuvE8XgfIgTyNaUK/gpBM6SkiUZpwJw5aGUxz4dE9FpBZONUk6ApVSGCq2T2iyB6EJquACOiZMCo2bqmqfdFiY1B5hSe3IddqqIqmTYjrj2rI95UEj8dnR7gul1lu8A+EULCOs4tviN4rlDJAVF9rUGIoSNGO8b79Bpsg2WQn7jtC7rHHHnnxfLQX/yaGaQqsyzjiEK8ba8ltGWRLhme2WnkHgLbhXY31V+OkH16If4ZasJEC7W9fjxn2we8xh4fJ9/KDUi4GwfAqDQju0XmGt9dlgzLVydw3qxeFtuQFpxG0ZmoMgZVQQK+7T1q2MSqgiMGgGYbQJ4kA0mRIPZcxCznaw4YemloLiNcAyE4gmI2sKY1kP5BK7EUiC9wyouStBGXarFHc9tX41+t8wRXNrk5dzqgQzaAgDHYUOSCB0yyzp5mlB/OWQ6jUchWygjBDNGIUYXITstQcyOneNznORXeWDwpZQTVdsgv5Em5Y8P+0t02g1yyLsqpZIFOUxHDdBiBgLToBQitltjxUR5ZXQBvzpSIph+RABiig4KXLpPKRqdSHPEkravaAXRmmHUAkFdbp0PJLXxK7mumawjA86yeTwBdf6X3/dQ2bSHBjKkwHyWBwE52CM+kzYjMT9y4agp9hOIfrYOiFKaMIWg1MTIWhEUxgX2v3PeKTIrm8aBuUZgYauSL9siDNASoYsvadc9223yw0h/d7GkIVUn+/sgM67vxNySXAV9CaPVWqghzcnwCxX+sy6ebgCGiUyhuoNBC5zYCwmJGH0LBqxE05AGs9wH+mue/jfYe4GT+CtuA8BudfOvnd+S1Q9g5ERnqxA+OrlUIxKp9wbsaSQCow8g1cwhti+8OB5DF7YaZcnzB+yyaS0r7XG2qssgCwinpSqei1VxpN2ElkKEJaQzIZRyI5H4z7gvwnsnEo7yEqZAaK0twxdQEDy4wj6CF05rqzJeZUa9AnKaXMbOkHgDKVZfEUNYZWTQA2hluwYEqOsFMEJoSjdkh27cD7j4jDa/diBypE1eaBGY8RNPQCVoBE/8bsHIb07t7eBrhfaaFljWTHvkLK1JQXCiXM0Gs4oWqISpIvRQhDBEZpQ11tECFKnmmWnHyqnFLSZAGOkIOELdINtym/SkD4RWJOFeHPTD+4ZXUbCOBkGh2EsuJiYz9D21TacAhdRmoc6Lc913w78iNGTT1lT++BB1523W4ov8xLOoJbEAqojuIgseeJoeAh04nTOgaDqTg7ncUoOIaSTiygA0YCGpAKHk3w8LXBjMDrphxVWrIEGuAoF7ATmSBnheFir54QivITHE4rQIK4T3m7ryQgZSVVIhtkLQXWElzAO5LV0j4B4tVAAeaCU9vFAz20EvUKX+xMCz96iJD4B1YxfuQ8U0R9eDiFbfRm/CIqlujySQjoIGPpksEKgdgpnbZMhpOFIu92p6yG183pxGRk2uandEvY1OLsFnJoRROnVge5H0ZzGd1BToZHMyy5dry+cwHcMXRskDdqIKzJKYVn9hlEBhj3wQij/plulpbwmSUXSGuCT6bDoXaDthixY7OXV4rJ4T6FtSc7SpYMQAMzyKp7PCB08h5fgNffNn3eDozIaKMOYVFoZJER0tICL8VXJrcNtshi5xMmQWwSc1zM+CMnLZTaVCHzmOdpG+LIHbUSkHcIUrqWdEA2C6hvH652Tvu+5yKWQRTatOLi/hm9fK8Qh6UGfUQUhgsOpiUAM2Rh5clTch5w9X8jdN7dJrUUEjsU4hPCiR9Xpu2NJeJpUp3QA+WScb8Bg2l0KGcQhNIx36ji+EKnbt5jIOghceGhd074C94VCUxOKy7yaeIVQSfPczzOhG48PPZA9iLIFQ0oT2hTKhISWjkAX4YZRJBBeQ0k+5036InZTSnuruJ/MRLgr7aUof/sftDM2BgWFIBrjqnMnPQAAIABJREFU3O08GAoUazKUKizEYUwUQNkcp5dsKNYh++4Doe5vzm0jhPbKa2epJbIpu6xSPyCn8S+K9n/79zBgSQmDCwmhDXlrk/tDXJlgfeGMQizj/hgGo1roZDeCJLyIVxK2w+Aha1a1ZWUeqpMMS4xrsXxvTtsJ3rITHincUDZ4rrP+R9ygjYbqOIKFKILLXXEQWjROopag2ru7TOzMegaGlOv4vvK4LGv3twHpeFJ74HpWwwVNz9BOJQB95L0pvHaBeWGaPN0PTxPGhHQGBjn2VYbChP42D4YxI7BCuOwOunnebhXiWfiEcNirdHrZalTBc/xOFtCGwbZvMk4mLKMf9/S/mQcclxFDWs9g+IyLzrXrZRuSFI8oSmzvcBIUQDbxhYjdTrKp8BWcipUES6GNMG88BOFCmKKfhuEUDJK3N+TfdUKZjorNjlbyMWyFQeX5XULbc4QB9+NhQi3jadt5WVoLzoTRFqlzDJ7ue8gmRdYXSBpSyW4gk3YLp6rVsgroV9v1hwJKJJB45QPhCIeQ+rbd6crF9b3PANLsNvvOQ9w5XCWHJeOMgnFrB34EZZU9hDPP4+zaQY6MQD8ZvUiinYi2++1oexnfa2zAlMGEChCBt7gQN+k9jxnDrukV+xFTAt0hAcTJ/arD7GtVKMW9hB3Ebr0/ftJMv0LlvjCq6YUNhFJgRyFTaNQPqbTYnSCFo3YkYCSPdTZzvb5Je4VgaChrMfBJGbIpzlT/m3zEkymG0Pf1wS3iV2sptYWkajkU6HeIjvPteqbm/yDukEDBEOoKe4wYuW1cKkRNdztHeqfdQiRRA7kWchHmwpFQwwil6WgGVGra7f1lH4+3uBG80OCkZsqV1bip0LODewQgo5By4Q3iLs+gVEILUmUA+EUVU1Cn3oFA8UCdYzTuvROHeDSvxco33Nw3CWhuCP5C+Z6FDIP62iyM+L3dnu5hbb27kef6npI5DuLfxkL7AlDXC43uz5gYqgqrMKg8L8ySEUW0dlo2JG1lANCTEvUFcuI35CnMtEoiHskYGZjUOD7DKPWdATRFc9/5tMU44Z2x6p8w5T6NOXFMRud7obENrqsM63NTSR7LTDqaZVVGUlqJMIq/yvI8FLwKIeCTp/QqmYTZbH4CcC2hGyYXGxE/1WLHbq6425LqqPEesEwZjECDsf2WlxCsc8RipFsqj7xBB58RCHTUNuGvt7gichSGP/gB3bIfwu/9irsPrnY21MBoxfNFJYrmnW3lUf+0AScR1iCFgpv2k1mKrMjGGBFN3q2d0AA3vB/QjcMqEgpPnLAjMrzLYPourkheQpLrc1KFVgaiprZjX3SP2G9fRYpXMJideX9vZJsIlXJjymKf65BEcFmaqRGslKKltyAsIrz3XcJZjQEf4WnCxs4JbpQZVBu64H08TSi7E8JnZPyoqILWPFabGK5wqZ3VG57bRXtRjecpXEKOXmZaCHIvnu38FpDlPPvuRPdQLBNWKUnSIJOjKLxDeGiAEf9DxHvRJ6eQnKi4CrOQjPFxktYs9XpiBi9jZASer00QjbPQtcSBnI2BQdbGiypjMCzXQ3q6btqm9n5eCMN6dJontK3oVkrbKl7avSPAeA5CpTMyKwp1Y3DbPBl/J9zeSc1yXcvYkGp8Q6d6uXfKz6D2Hcy+Y7jNwhcKpJ+e05vnEUPwj1zufGDxHMzjS1t72I2Vpfe+I1hezJgdkXtt0j/hE3/xTAqAErgcg5AUhEyU5nPeXCjVJsiyW7VVlpDGMnRJQXvLrTMkE5yGsfpppmTn4SoMUFhGBRgzKqAP/tc2yNtkdm2GWjn4Lmhs+ofI8fHVYUCpk8DezuNdWGNxvfpGxtQc2fs2pl2DnPFIkNhQOsPByHlV+7FRljSWITI6B0jXHnWPYqrPm99SVZqHIY6yjzI395XGg1/cgfA8wzMLGRkLxBEahaNCqMIar4QolMczm/GGM1FQk5J2d4cVMgVqkxCuv2V5GZ2+NPGKvJ0HCRU9GVPFRs7IOSiSvCmbc8gOe4uuPpHT7gtMP22tijZADfWn0KVtX3eTR/ySA0in9UvdiVFVZGXgD9Lb4FNrkhq3aHE4QQs1LtSQZqHzPF4s1vXmdaGDVWtYqx8Zjk6rD/DGxlk8u5l+SKOYT9DiPsKLv/BaxxYN2wLdebiN9oj5xe/mxLYhkOshGAiWHitx924n4ZFhMLze17Q7cUqxGafaCwTUTtCNyBKuSrF0VblBpdV3+BquBSGQUqFPRtaoeK8VQlR7+YM2QlHPQFDxm9Y3LbpAZMZ6fwMvQ2Q0dIV/QGr60W/hTJj3PTmiEfQjDBrewOkagG4TSnpgIPqlEKkMwYk/m9J4lP8RW2kcIidWtuAdLBMQmGcwFI9t6xhh82xGItVsSGCnfIrT4Bv3iM0nBA0DuxTJ+HSyCVXO0REdjuXrHG9Fclk/HlMlWurL6HvJpdCqo5BDu8R6fWlnq1Y2VsfhxZ7diLm2OJ9wS8dbvE+xalPKCs3NFSJkjOTnc8+p4NnevYVT3ISBK9ztVAQpNgfb5bSqztBKRlVtKfLvfrt5c3IlT8bhPO1oizU6bs1752qzjLjNinqfg/N6pQCq8hiUZigYNqtlCBrMc3QarxG/KJW3NF4DEnVWHQA8g2JhqZnn9/mrNYzRVSnd2e8UBv40mGDxDM/i2donnPGQ1v5AFESMMTGIXqfjOe0ssVXf5vNuylntw73AL4Ioo2OYYJ+Q3V9IbdpCuzpUm2ry1W5Xdt9McNFh9zuukuxafWDk/qdQDlKfyqg4pHDVDIH7GBS0gAT0AenImVwlImsgIgGEd65ncAAGr4+t8dZmMtG23UoE2f5CCtmlslUPGx/afXSRInANZu/1CA+REkqP9w31Pqccyoh8IoCEjgzqOKLMI3iaqq4wxAhZOnQAzYxNiR0nYQy9mg+EqgG1gL7O8kjeSxBgXEgIsXAFHqc92izthyKb8kfmOYawRHhQQUnAffEqVWSGL5QKMwqYGzozFkYImRFLdRv9u79C2Ln6gCfiIpxDCOWE1YgaUrkX1CQNIsIOPeB1zlNE5cCGW9S9hBmRoN3dhXWykQ3LPP3gNc/tpPHoD4NhRaxXx7F/yqly62+IA30aCMQbCFTFFhdwcyStObvrVcsj7js/9m7GzuexDc/zFG3CTTZTWJIpM9MWBklxjByx2xd6CrGMlREzCoSOwpvMDUUoRRahWJfSdkqBzEY/ZBsRS6krXqM9ke24H/KIZ1EaD9YuoU47nM94NqspfDcgmzxCy90ZoykfjJMxO+KgTcuAFJwPMSYfGRxUYSxCD+LOQX3fCLcMiDE3Y1I5Q8jfHcY9651LqyEGK5MdIEeUv7tCrxHwXiEKMrSqL+vf2gZlQSTwLk4yAh0Fi5WxZSAa57ntX6cIFtzfX6277bj/zmtBcZsZ+p4AZEwgm2HjHYyHwhKwa5BIXleoRF5lV83cb38XaCdTI1z3ZUwUVHqcwXn2onBbrxZiGEN7x1EcTy975EjagXcJyw6EGIeBar2xHuLRQVNlk0ejzD7nCOiG8KTP0Bg60gljohc8h1HhkGpMwn2rS/G5nF7S81Zb6X1u7qeGKvb0YibKLp3WQJ6Kb+A7lOF8iNV9hQ/CEUL2xVgELdwIeY52Bd8R6tZFMV41F3+nBJ2SubkvQi2sIKYUopJJQP7v3c7Ip37w/jZU9B3jYlSQA2wbqpDeMy7P0y9CJcxG02VhntegqVK9QiUk6aUX7oOnyFYYfZykeSqR0LYIYbBSd0ajjZCwAdL71mkNzApVjB/3E8qgnrBNlmTLgSQq+I8MZ+VP5ozeORCc0bcVvUgixDIu/Ye8ztXvxz69vMZPb0d7zovBttStGs0W0pbk8hqCdF4rESNXsg4pKJ7EMKCK8MBrWD0lOcCmzyEc74MA9/k1kKt9Y4RGRrOrHlRUwSxDI0BTDhnZc6Pn29+e41wIxEjwCQrg+U1k4jS8Ufva+mt3kXJPhkQWfhpk3UVj1a+gNKeAaoXf5UK4HKOVtWqH9B/y+Bsf4jj4GHQX3nqTS0M69U8blA+glwhBRpBPZglNfS8M7bug4jI+lzR8BgGK1zyj7a8YA+TAaUqDG/epbiEm6yj+oLE8pcnRZQMajyyqqZQGNhKM8PJAoQkHqHpMiGKz+kYeoR06uJlVs/N12LM9g9c7SoEZOASTWeBDlMXz8a4WpHs+Y/Os6kPVcaCZezJwKbqQmXNAMIZqbEmKT3HOYVwcg9yQ6KZSMAjIJjyQt79RAByh3Slkg5DMj8lQlQvaEAi3XH5W3YkshH+OAbkZNmcRruiSsjugknBUgdTnEgwDkHTKEXf+MENqj+KnpbK9zb2bIo4QwsngkUKFHfHc7wzBA3nOfQZco7ItH2HlBgJ55Au9ocxze69PbQDJOkwJbbXaAOUOWipCgVschcCkkIwCvOoo5KQQXuR3CNIy1Z1a4bnu4ftS1shoUwGgJ4PWn8bN+mzfiFL7luRHsslUWMJ5KFVoQvQhqvDdbhXIsudyFv9DEyWO+3LZNSIZkdAEjQBAGxr0xpbmZpc4VJlusyEGG4Emj91NIr28PoSBCIgSb2GhvINHi29iF+MwCAWiIQpP5RngnieAQPeQtrX4HeqInTiFMMRgKkOL6/iEe4NhBuqHJ0sNyzqkirxSPGWs8ZfdK6U5LVJ9xgmFIMquu9E27cZX3JvAGIMwu3xspzg+F5b7LG615zBUIdh9oY2+NWmcoiBS0wmqwUB0KIhnaL9Q0+J/94EcwnnvYHBPumny1W5fnxHgNIY5IK7zyd49tgbVGNdOKylVp39hCH/BZZDeNixSIHzscecXsK4wA22MVKqKqlFURSxlLhS0S4MHSeEIgUIdUnAKNrPL9WAflIq7vbXEuSza8EMvytrC1v1VgHc0aEoiZWgD/hVhLmUVjprKyKM9H29iPBBty+tQSLopPMmIeBeBSwTwCqik7Qyd5wq17lWVluGD81YPKAcIOcJVu3Ii4T7Xd6ihvUIGlNEmslXWZ/TujXdBEKHeM9uXeA21FZhxnudmHwr/lM7BUYPSdW3hXOo9kK0qdqszd3VnO5O+L4PxEClcxa0a1H6vMpGFPqGFYTVnQ5xW1Gtz4zbzc5+8ozAgVEArBgGNeBQIb46pqrMOiqcNWDI+92+mu+fIbNqBikeVtpZS8lyhBczL8Np1Mn6jbQxI6BXChIoymebhcgpICbn8znikmOI9HgAFGAjUQtA9i+HhEzkYzicDQUg9OyIOHdSyerOuvlXF9b/7tUdNzsKQOJcQtv1YA6JLqAK1tBGqy1rNH2LkLaHlyKESoIDaSDv0b4akkIoPQVQOqv9Pc3qrbJbRtOQDLwBnIIoSCLeJVQSOmAlFpWg1vsnJHuheSK17tFBcBuF+Dafv7ky4CsUQ8m5VgSxqOKPT2ba65zEOJFAltjeJ8SiGxCCFKJ/vhKBN4cteDAZCpmbYFdPdS9lf6GipzWZl9xdEQFcpLs7RvnvPjfkkL2ju/MIWg9M/siBjbW+KCL6DU5IpZGtKLbTCr4SSHMf9IaSU3TUMVf0F59o9knefuxcKx9ryfhBmi007LoLgUTijYRRuilBBHkUkGQPe0ZsyPKjND1MAD6LodtLWWBBYVnRvKBjnXZg96BYioItDMUmxCjJRAphtugBj4X0Ujav4vmJb5+gPpYN7/YAO0ILxSjGhW9M8GZZshbB5rCKd8LdbY7Q9K0VDG3LZjaKb5XdXAG4GNfUtPtK+LSUNRpmFPxV3yALFIIbQzjBkYhwqHlJlnpGRqfRbiKk6rw0tfYk460vJSPoQwhlgx4Yln70bg2ldcIOLzYz3YPWI+0BXcZLAQJ+H8vpILdQAxToEnbbM7qERUgrWICiCQ20RkfdrPCUJW2C6reQZDQMk+I5d9NY2pfdNBiEc7kKQhNcLxSmBgSLcEEnmhz/oP27U7lttAeb/tq+HRoyraZ2yMSiEt+kfGBdCoYMsB+cRfn2GZAsHMkHGu2uB9Ou+zIZ8hOEGeaG6cKcfMjy0gW5az05eKIH7MMCqxmvAnBIYaBddsAUckAzJVD/RCWHN/J2PWiV1I2y9oXfK1ZGm/+3DShV1Hmlq+cOO2PodrPcmEQLCl9yPh2msZ2lUW301DwQf4E0tUNtnt5dLhT2cxjMIqJWLVUido4prfAe68EL3VVeR2QjH6hPOZ+RCR/OWEV28g7ExUGRVH6Cq7M19ZR1CiX74nOMxQqihjoOQVoFVU4Fa+sSgKUZ43aNsbaeIQjgIybgkCo+R44sDIf2+58AKjZR8TxJ2YNWzdpqGwmAcM0TZd0AADBwOnXhLBkMxvAKRlba1gRCu4ka7QSDEYdWs2Xcyg90gWGOgAgEzNBbMOgnR4VmUSmBqC0JIy3N9r6E8qDfBbQrt+yrMTa+Qzey7np1DaJChDaVXGdJ83ENMF26FSAVI3E2YghRkIrXkUUIBku87SheCd85x90YQfU/4jIJS9a3dRJ0HhcsOeT0q0G5VbaFmhp0QBIXow73oA/JBQD9kw9EYLFTHrzr0XejC2xiycMwwF+XLgnbOUhVwoU0o7qXy9+3zn8IAr/dgyiJoHABMEwRlg6ymKYp9jAURo3RZhMY3xREUeqDrIQHhCCmUWFGLESLQvhfSeNkiE6NC0Bibe1NuuxmoFQgT+JbwKSRQDmVCAe2HepCEEoUFkC1OtzHO1iXaBo3S3JOXEVpTPFIGQ+EMnITBuh/D97mSAGSCKvrOUJo3Ey8kR4gEsapabxleJdUoMnlEDzwb4rs/Qqut5M8oyJmD42GQj5HqM2OC6vvOTHwOskFANS8HOXFgB8eRSTUhfNdK0ZWhG872kYUkJyOxwgLF6xjSZeCMV1NKg2HSRwhDSbxG2uqmPtdhHfDj0EEKcw+W7r68F7xSDAPNu3h6VV0erXKpQLjjSLscJUXiJbwQ52F0UnLCFyZ4sBDX4ixGKCWl6F18515gnBAhCoXz1sbDfI+fUAK59DLy+xZjnefzlvsi6ZBh57EIyUb9hZWmoTJ+jsoZ9YfhUJKMBwdiZMImo9BO4dJ3HB1qMFQh0HfN2ONsQrGw7HthGM1A8IFEu6VyZG1hbA1Ct2+NpIDuhc8vYTCqgixUauhhPBmymIpQiX+LXN2IcGLcDR5WfGs/XOEK16nDYJ5VN9DJ8lv0JhzstlwNWfT6FvfSKUVFyuxg1GI0Y8Nl1I18r07Eg8H2C1VxGQn+xRA5QGtz9pVAnmNGPyLbS7raoqxxnt102T1lSI1Mc0AyhoAIe1vGMxhkFP/grJKFQlgrFz1Tfxk6RcpOoTpiqs/4EdTTDobHQcjpvhQX+nAo96VzBsVB6dx3qEYbL2iDiABJGTm5QvTHUMJzpDeCpKEQhzdQBAbNK1kaz8NRwHLDA+7VktotLJW1aJAQQWgtQ6UgBI734CIqkUFm1+0kLFkC49uXZdVGmQ9jbk2PUCit9LnUnLcSBo9U99GnygU8uxWeWy0NQRTwIIy2EDo0hX6NM1V45Fi8mec2eFiWWV0G+nGSzYI4mGyxqReMtMyPYg2OIuRI7+6p5zwKx7Wk5GWGLZ/VLmG/tU/N3kvHDBCiCnHCFcQS6uhcnznS8qMvouTilRuzKBe6kY4inYTAAHpppVjKskGcKqtGreHFd4Sc+yGEgUTwC8HE86aFqoUgywTdZHLXL6kuO/AMnoozCIO8TJbUy8CFTGGSFzMyNRyxH0JBoHiQ+1cL4s14Wq/9rRzfyK7MgkHjF+SED1EWBJHRMBQyMkZUwXGJ5S7HEQIUz6CbrIbH82DkG7q3953ntPyHMzJUIZzMDSlAQuk1J2LQFAzhDEmoqBvjcn1FOigGfVzf5gHpqMrvlii0jZMwQI7+nhTdOARliXftut2NCjM6TBHPPYhCNIqhUQryqQHCSlu740E6RMC9GMoYT+l4dQ6NFGsZHO7RGhrtYTAMZHdouhslofBIaMh7mjQFDXg3NCMASCIEFlYInyARbYazW6KCbkpuxQFD4O2MncP11lwIAa04leuRSc9QQnBATffxfMa+UzYi2TgY1HavnMk1EF279KGDYZAvuQjDyDg91Paq8rgdJyujMrCMVyqsQl2cTibF2Mto76T/gfiLDCyLUnsVXnucaJAMgIdpUPNMGksCXSCR5yJThCEuU5Q4Dv4ZBgPyGUu9vzWWABrg8rt0Dp+CRO2E5L6Ui2vsHB7n7540/hYqM3wkkicTxs479rmxE+Ftt4bXV4SyqRPa1VQFDgM9cCP9dQ/eTVZQgdEJgRTpEC5Vr3k1nrBvuytlFSoho/ICI2dgkEEfyUztqKEaBNTnjeiLCoyFLrRFGyB1r/qTWuMjOJB2eI5EQxblRyZbSYVzpdOySEYlxHNaMn2fDIYh6Exl/i1ra7DiVjfb+TOssV0x754OImUwCLHzInS8hCfvVh1d2+gvDsCrdlE6iKWYKtOucX8MnsLxqsZtoAkDQdaEU5kNsk1IClw8WF+FNcatzoEURvIZvpCJVxGk8yFtqzUZiWdDQcjo/BbHVTRrGoNMxb21HTJ1MArGQcGMU/uFKQZZFVs4dQ3jkjxAESR0kYlRQW7f40XOaXYhJeN1DAdyI9/0RZ/OdR/XcWpHg8zQhCFDSKEX2pl7/e4ZjIuFmsKDuNh4hxvtKjzjRMgVBYJ+1qtD0EM4YukI4X3CFO8gkLYwdd/GTvzO2oUinUL0xGud3GP3gNuUlqIJWTgSshgR42BIPIghSc/1ETJI+6sl6au0F2djZAR+fz9Ti/XxKz/63Es0eTmoR7DbjZIchV3xH++BOBTP4FwvbcZF8CqIxOAgAJlRElTYLegZLgdUwrivvrg7KvkylJadCC2cRXsZl7YnF9cKqeiIdri/NuNznIxDtO0/g3m8LwmksVANYRhCD6FW1NkG3TcOCpF4CmYtdjKW9ohzLc8S7qBKh2IWQkoRyLMYj/BJHYNbXkyIxW2hQogDqTrcqry2/WpIYPdFafPBnou3uJ7hNiGr68o+2tho+51hNw7WTk1N39BnSMIQIFhzkiUNwoSDgeI90l9ZW+9opEQkvPdfC4fNO+IA7i2kR/hr131ZjyxKCaJtVZ1XpVwE8Tn5ciwoiKv1WmZGJcL0IrTaCzUbSPb8d2QwzX9oHKHUDBwyAoKEHhToOzCmKEbh4NN1bswzeanMB3HjNc8d0AzMETZS1i4PFKdx7g0JCAoUtiz2/k4EFu+a5pEQSiV83sJ41WAi3RFTyhGmtF2GxHCgFSdhlBCKgVPsDmCSkzGinX0vm2O8TQnFAdt9kxMwkqZU9God970TSlXhJlQZMmC0IQnE6e1uHIhjKSByHvxK6GSgDLCQKcxAGKjkO8YIBekT0kK7Uvi2JKFHMmJM+tB+NngM7iNMPV7h5yBU5XNZCciCAITYa2Z4PbLJAj0UrCo6OZBSSm6JbVkUAug8ECcFdB0eoIPqAYiV2Co8CD06rw6AVAtJLbDzDGknAyP8++Kq3eCPMVC49upPVdTd9iyyiVMx6oYcMm7oQS47Gu47WaL4j1c1a61rkgGugj9VRYXWpmFsgrDvOpBdMgJoWU3HPbWJ0bjWvRkwlGmYITRsYwKfMwr1FmWBOGh8cwcyy5wgBgRWUV+0Ik+fMygccDcaepBeimUw6g2UKYRokGrsrjRcWIcoVYINmEmVHeAeWQV1GWM7UaoHgETpoRAmXiuWMQwGg4ekWJ0Bsc4RkpTXhU3IpTzO2yFLL7vw7DyF9/AOPKb3L0Mc9yDItt5wTcVBSvNsBl3G1IbM/makUnkKhIjgvWwSClGWfvQGW/dmBAyYHJvM5XPOwNlabntH4Tbw2W1sm2fUufdXC/e5fiDjvTiEsjkQw9Vvzgt1tKnQv5OtmuSlzxC8dz7KJN3rSzet1lBKlaOrESCDwkEvl3LjZvMzMgKGDjrf6jucxEMYXQcFuo7CGRqlQKtmqQklPB3hdH3LPXq7WAOWjalg+HEI9+QxvAQCILpSbJVkYZSnNxek8ET5DEd8z9CFSIYPkRibNkAg13TsW85aiNbMws7hYO0gKiRoB6jXl3bcjGMImUi8awpbwgrUpQOkWQLgMwgghHIiiudIeJgIQPnNxquqDJGRcM+FGEIaUOjVOxw2PpphkptzereSPkVX6JATv4TBBIWNt9zfViYbAomsj8dSTBOSSyHFX52W8oqtGHbTJIJPsIj/UCpkka4zEMbHaJr4o6EsnBch1T4H6QS1mwutZxIYhOFhKbmt0bSb0rSdYTAEswhlDe3nl3BkUxCNcilItsFQKEDmIHPRfgbVfF6V6F37s/u+9GYQ9+ck+sI5GBq5KjfgBxv+yJIDug/l4WmMxvX4FhSPAEMe/eTcdJmylSfcH4fqSA9tbkBOzcjjQGiCjIgzoCNQmX5xKbpgF5++COMkFopUuRnhVzZXLII6oIm1l1m4Oc4DAgkWXIunLLU3o2pwa2CqGrdEtM40l9hzFOy0C3R6ppI7r/M70lmbG/PRId8TBMKoMMg4IIkwJwxCSVlMxBmR4ygKUhkmxINcoFdhDpTzcM/3XA5AUfiaGM+IKZxxUThl7pZr923W9A3M4yJtRBAfQ5oZILTQlwg6+eCVuCOjZBzaR7aIO8fCEysUJt99P0RFv96BJJJUPtEOctZfmVszJT13s01oTTYvfW7w0cmtXVkPbJbWejaj8jDkiEewYortZQvObUpC8ZGi8Y+qvQwQ1O4rh4UfnICHV35vvgyjZYC4UTtNyEh2+y3CEWJcywkISXhwnVBRrYXBg2dGj38Ez232jLdQFMTkfRQqVNz34tPPnEu44OkGbx05B2SCppxjXyTqHHwCauEYEK7NKNV4yED4EDLamIiBkDMEkAW1k2kvpC9kM1BGTTfNQfY8oZjRKBe80AqEhiXIVQYpSXllBiP3d3Ek0kn4hhRSZ8AoofKwJut48A6uMZLeNEu4oBbxpDgt+AUgAAAVk0lEQVTwSBgafp/TUljj7QxJ2IEWUEIsJ1yVyCb8INQLtRlwW4/eNxIMipFQIWlXDrgWgijd4y/kAf4hqPZGYo216BPyuvUQ6SsDwNFkJAhtQxnNYvMMaMRLO3avO5/d35ftGZDoHoLJm4MyCLWuXsbO6LWREbk3g9C2XrHjPrggOsGImutbe1AOshaGWylxX/nome+vUxTjAuFELESmcAIpHyWIXdAA3KkfMBxeI+soNBEUgQkJdbLhe17LyIQqsZvRSEulfzIexoQjMM7SxApidUhYQcDa1pSB4zRSv91tyvlIJI+DUv7n+WUVzaeleMYg1jtHX9vxG1ruThaMvo0RG5dRzqc8HCsn853wQWmQRIjuTSmgHhpyKPJzyBYbHyML92y3KO0R+pQAoEqFvOQBNbRRmNwtYw0DKGtstuYaesXbyFkIpQdOSW9CXNyPDHbZr2vZh7YIsZ+whTvkjXdpHLhv+kKNbOlsfzfuA555LsGDYor1HchjRDuo1abP3YOQNRyJJiSQ3wsv/S3+ysSacFXm5PoGHD1LZyCXdmh7k9bLYlRowXov4nK9DMozmgQW58jDdsMjxk4eG8I9z6i0cFrohoacqCmWuycx4k254B1auu7+CmAGJXQIexDDeUoJcRIKbiRamFSEK9uEJlCEcxvfktIzWmGVAbkPGXguvqUvJRocmOygCqPCZ4RlqF8UeWxomQDAKGXgLtDGcV9ekvdWM0npBCyEQZdWD7bWGHFE6HAIZeueJyX3LKEmbuQ+iJ/nE6SDEIxp+Z8yoNouGvMc3IQwtlbhnrxGqk6BPF26jwRDwPtedKu4yumE20R3MI8fQNtCDe/WJs+VXTFKyAKN1HAooUV2E40evMM8l+o4EERIxKsKZ3t+a7MYUG+W870wh0i7xsAlZDWcs5PCOQjUaSaj/ugLQ4DurYdC7lEHfYfiDJdxtpW9LFYb33Y9xsNkSu1IIH1DEimQJ7ohgkRJWDoF4zeUwSgoFqJIxygF4hCM71Qt73NY4hyKZ+3fSxDNcO8l6ZttQEFQLmtgPNVooJrP8BMharez4P3QDhEWnqAoftXGRwwKIiUL3iwMMYiN47IxYUPobHYaZavziO9lHvedKFb5OSGj4mRQq53UI58Zb3sJ0wfFQhS8UgXb9Y3eZ8AhLrlKkYURctdXaAExlTaMGTEahi46QGFhKATdUoAShHM8F2q+g4dpmHhIoK0IpORWwYFu1uXGVTvFbVYrnVS/4VEZRJXSfbuH0OPclkE0KUrnQTAy1oswQWJbvibsdlFiuATFi6rYErh6AgOP2TOCwggDhHzgG5eShupn85BBrv5DC3AvrBKqZyGWu/WYdpBFk8p3Gcx9dL4qOU9FNKFdS3B7nQ5uxfGgDuNraQxZUnwv8yKH1oHJpvBAYZoehCAG71yZDN4DvX0WueZQ+itzc72wTWZ4jWRHXQxdEJ7ZhMyV3BB/sn4CFr+wRhxC/aL1wuDbQyhWugspeC3ru9dQdKZtM/JIRTEodCdQzmW1kAF8uzdFxjkYlA4jno1VuQaBbvZ9g3KKgHgV2IdykIGgW0VY2V8hUZsRS54pE2CUOwaFK+EjzTbzTLKAuhxA2MNZwD+DExYhXc9wvsFY9xdm9WffPSQ99vzeg7R7IMdV7mUBxrkFvXhMSLL3XxS7b67YeSG1NjLYNihwLYfHFRkRWaeP1qln/J+W5TAE4QiDVzElPDDEY9ubnqVFBN1AYYcSG+DDC1g7BVJQqakGtbkh4xA6eHDVUV7KQHh47WkerxoD4gbFmhuDS/BIMN0SWhmc5xWKGiUWJtsASDgiGEJhIDyYgSjo7VAGRBC2IJnYjfcwOqjLSIRpzxeC8BCycF5747SOSEjV7qeXhN8GVN1DbUoIF0qFCxmLQdjGxQrLCKxwpg/SavKV1YZCrhEuyRIytLxE36u/ZNw7j0j6jU9q51aoe8su3omfQS4c7VMoCEyxOg1xMVjMGrF1QtqtsnyGhbNkDRLThR8oxJMIcaFanUMDdCjE4Y06HSIhXa5h+YzXM+9zhxvLycMadYYUlKn9nsHD7y8zRei1EwS3O6gYThBQlIFBt4y4N7wwQrDOoHAh6SkDgcaU53chBXpwJlCur9BVuGEUeB1vbhbgbuuh/sLRKBGCoQXOg7yyVQ7IoBikIqPPqunIfOhJWFLugIIIKyNr72FOrt36o214m7CjDdAOguhbu4BudXfpANk+uFUerdGRwK0c6oDG82DFJB5LSMKF9FAmcZ/bQZgUBFIhhxDC+6pXZHAphVAJiWc/974fgmxKhUbzKvG+eTQ6Vp2F96skN1uPA8gStIGgd4KW69SIZBhQErkXHjJUKAdxxX4hCKdRysdHGHQvumrdFLngUzyyV/xmHDkQHkKJjRS3FIV8peBQk9zIXZ/amIhTMwLypFTGop3CutBJ8U0ka03TFlVDGY6Bmypi9k5qiM9woVSz/EIu2aZsSsZJry++Dw2AMvAb+drJ0S4iRMybtfJmXs67KUYxjQIYEKE1BdF3CCnvUKVFlpEuaCQut0iO0JTt29ID1+CdOBblVApHQglFutmiOv/rHMEKd6Xr1WvcR1GKkBqFp3yCrw6jjc0WpGCoC1kZG0fBO9oA0n21w72cS5nkxjEYpUTB+foI2aDXFvnwLIjUEEGbCwjZPL/w5jlk1ooOoQMyN9OxrFbfIr7IMLmSBaeULeGjsj6EHRJxKGjkXtBPHyU1beXSQr6tIz3mADGYGsv6sXhpIagTX3XAjwcKI1Iv8bSDkhBP0O3mLLWtyyr0Nb0A6iCREKD6RKmk4huvbSJ1WYTnUBwB8Oxd0ceLeRdUIgShSbZFcAyGYctcQDrv5zXieFMa3PtejDS80SI5IUB7KF4G5954DQNRD+n1w9qu/3iI8MVxIJbP8BxIIPzhgwyFjLXjPl85vqJdspz2spHiQ3MHJxT+fOZ50AGShGSVKhiyMA+p6Eidqklc7ZrRdBBOjte1BBqiSyi0d4kxZHtvBrMjmzwZ+an4w0iQKN6u8xTT0Dno9DAN4VE1kCXrSAN3eAGuI3yB/d55tHvRtlUZheFDYJ4AW1fdYn3Kw4OECEppOH/7EMdpC3Wwr6gYwsjoKrXzWNwLnONekFM77+8CKOxATykoJQgr/Qi3jAmZzpCQVDwPKu9GTTmbYQrPJM+dHuF7ht7if3/3sjNyEFYYXkVSdRapMrlAWsbCUBhlB66GSJM9A4NMzafBkzizfuEq0n/nKzGwB+j2tCKTwSCTYnd7vIBflb620Sil8hBxTuP9j0DiDCAzPgH6eQ4iqBEdrLVdFAgIL2BEhAyVnGushfdCKh4stXdUZr+nixk7YTM0SEL57idEtE0JiG4vfffLYP0eX9vJ7fexKecpBQgVbeIo24K0PHtTa4jJ+Hduj+sJXZs4XIfzKIuSIC9HoawSDuiGkLdZkf62pw2Zy1rcr/1lGG1rlPAt5N73vVkOub3vG0PebSPfevHaB2lxOIQY4vn/Y+MwlCyei+NCg0bgE3Jy3tsGhW6GyzAaHSWseA4jgzTuQXC4AeNwNLd0i2DQQ8ca32EQuI92QJAGGuuAuApR3LdFarsjwi5BcY2/CTBiyYiRUiEL+ghbQg00VLwC28KAkNmItHaTA+/jVOCa4BgARTJWIZxXSxoYOiPy3S7xxduSqbZBOwZCEWTg2UKYUCNc90bd57IW1zciD8W0pXIGJ4HiSg8tldn5utoh3GuzPqvGC3EcriXTnAOy0HHTN6MOb8FgkE2ZAshihayymMjLwWMZDQhHkDpYvFl2Hk4J0AGUSo3bXquRcNfw5H3JVtudKlr1Ik/nURpFZdBCgPgNRe6vGKREIVSqv7P8dRKsUjAjFlahjXvhEch1c3U9k2G51/21xb5zH8YDUfWXQhBZxBWH0mcG4neO49lNXGqRv++gKLhHhCnDfTgIfkbB+uf+PBsiMUDcUqhB/peEllEyKu2CKC3k0+YmZ3FoTibRgPIKdIx0kdH5VclDcu3zo7aFhzL4l6eQyFIEOINoDxMdhDysvz3W7nM6WCvl6GhT/3gCYyBcDe8VK82cbwrEfa8WyMHLPZMgCJYw3EPovGd3hKfDmD6Uc21bYajO3tf0uB/B4CT6o18QTJbQQn/e26H9QhJUFT6FJueRi+GN/9/hGYivH6gKRTgTDkgR+iUrFXqFOTKHMHQiE/Uczy5t3t1DoTMZ9yLTpoXshtW1TRbnmZy+jYwUCuNcMkJGK7VG+Bkr9Gkk/rEqMsG3hz4rUifZohn44v0V3UCWWWFSu3bEFNOz2GZ9aajOg+piN0FRJEMBx/iSDECokmIyJNDYPJVewLAKqb4Qs+c9EEDH1WkqCew2p9V+tsZEyAwcYslitAmkUyDhEmxHA4rKDtCWpwoF2s8LGUHLW4QH9xSuKFAoNGvONQwPR9FOCikzke1pvwRDticDYhhksbPzhApcAyox8t7v0HRVYbhXC0OthklEEfeDXH7HW9R5KjaiGTgr+QvV5LQvpvBMnOaTMhgnsq7giFJ1iFDbg7e1wg2Jy0aqa7Rx4b5ZdZVcqVuNBGLIpFg5xNABjWH97cDJs3o/oRjsXOMqO1nIOSBaRuN7hgm6kcEXes8SJetTmzSqQuNnFFpx6z77DXJqL6VwHHUnnwlrUEHWwjsJ1d/IvOcIYX73f+878qxdL77lAwbLsRibcCKzq2LNkDiKn14q1kSs5KzfOB7uwZGhlxCryImEQ37hseGTXsLh+viLzJQsIT6+1wtToba2vYrBaAQC1hzUGrDrYnyGlPFUni1PB1cUyIs0FIRXSGtO8L772j1aIMd6pWpVi++QDprFZlVJ6XkEspS5hVrQDBrJgnaNkvv1Kl9CYuQEzascDBhSBuWt+oQk5AC1eKoCWmk44bfycV/i5VpIE3+gOMjY64opnax49V3JDW/IXsgQzxImtkoLlYQyPBNpbdMBjuY7MhH2IRq5O3amQMYgLCPjjIABGu1f3hgQCO2MRr0KF8OphEio+wEhjMIcb1hBuBAEitEQxwg0g0CIkUuWy+t4NuvFfzS8Acq27mxfFiSTockQeBAuIGOBYLwVLLo3L9wMA6HWBgLHUfaloHdDu2+mDGZdT6GUwdPUVBpP0g8kUHq5Rzuj+6xpCyDej7a2QB2XgVYco3cmSArwIv0TThDy1lwxop1uyYAlCG3zGjUQvhiEOo/2eQ50VmxjkJTHKFzfZkFFCW02kCnL1M5mB+hz23gwVEZZ+o8v9RoeutnSQjzzke4zGBYn3JQdtB2XuF5joYjvQZ26TWuZoE2j1byEMndTGo3frTt1tuEH8ZcyWLBDKHC9+IxblNJtKr7V0FUw7mVWX3NdW8GAqPldp3tVD6OTMUA7ipFS9uaPXuvn3gxfW1W3VZjbwYJBU5LwCXW0TwZ3n25Z+xgBZ+Jwkc3kt6+bIQf8h/zJDLI2RCDEKTVAC8bYvOmMeY2F84oE1W9WTsJuaXcTvuKcuBM0FSbJDWJzEG36P23dW6rDMAyE4QV0HV1yd5n3vpbP8MNgGjicW5rY0kgayTdGgrs9ALNbafkdd+D6uGUEiJL2XMFmeNUQmQILY02Ke9wnbyXc4EFc8rrYPoc/aExjSUALvP/SWp8RorxbxtBes4U5AMNxpIs4jXCKO+gwt4srIeoJwGgy0ojcE5J0O66m3fos/dY3YOTq8SJWzfX7n4vXU2DjAYRRXtQFlO4RKr2TLKXehXTEXHu1i+yAQx+EVxxGbQgR9myAVx/iAVR0FTt9TlgHVKEFNdjqdAd8dE43ufL+3uW+JmNpK8P1Hv3yHPftCIAsjCHq+zn+hkC9mOCgDuFp/TKhAw0yuxcBEnbZD0RytfekqWIpZXPVO5OOdVEsLsOiWA1wtTUaoukL4ilUpxBOV/yqrGXbtktqdR45LiV1H08gTCDq/d1UBR5FZgRYailAziIpCh8ySYvSd0VBg6n6TZas3/3CCU7DiIRgIc8Xz6TSzJsK8/rFUzWY2BSOeIeJZsAjbAn9m8IDMs/V4jvGB3i8J4+DcwKXi4fVfp9puGX3Ak5+QjEw8b5I884IOBPndBIB8kVhLEAo6lwjcVkHgQjZ0kCIo5RmrbN21tXul3kDaTiihcQRoEvM5aJZHHfuM8AakFg5BQcMYC01JQQVaS5bkdAzO4ihDhOYdzQflqcQBsVlpByR48H0lxCRufaIAwTvbcF9e6bgEWUrLFYbtH/PuqRgRqH4R15AoHrr7z6bklqOTI761i7oPDFgqAXJGBkEhbffcWUB5BkIPN93MuHNXWW4aliMkT6bGB9vAmY8lYwjyD67p8n4XXiXnXIK9A64ri/AAANi1Oq51galhA7eQhDb0h3pkk00aNbxd+1X64We135sgUmnWBqBEFoppkwGI2+sY09Ucz9uA4A8GRe/5w8gg2J5qx1qN8FRqrax7Bbjs0jgoFwhgGchFArnkivY6QsP20hxY2rcvWfqH4/SWI4475nCGEttSUyDoLIu6TtFAC4lKZAxGP/TPjJoULK16S2Vqe6kX/rD+smFUeNhwiOw7qHvZFH6vAdUABQQy/CiGwqcPJ738GgLqGT6BhiEimstW2i5iNwb0xYSxEuWxaK9zFU2VJV4MxTPc68sSlxXqxA+cIydu8rCkFyhECn1bO5dG3gbISPwsFQKJmjxHc/qRFXK8QwW5TOsteNvNlz5mbtFJu8TcoUIXg9ohAhpOEt0NU4VByIPXA+oKAT4KYxRcfWEDwgsFNEtO+m7+pHqNOBtkRQBZWRk1NKQXcvF+8g0DSHQh3fpu3ap0ApbshmJCGDRHyDzRrK5dNQWa+QJA9rinYBIB/RF7nQTcBj7y81ugnQujOURHDesZtD6Z/FLGILk3cO+iiwFdDiURgEhQcooKE/KrBpaHULtgEAhnHD9D7IJZKdX7gQunfIcXAsPEZp4MlceCkiBSNghPM9D+PRLu3ghhiCz4SEXVIDKClms57jc6+9KDEIwb8ejCHlCjksJQDmALJtyqn9k0KCtdjICZFeow9OARag0P4UhATJuI9w1Jlahk5enMIRfiQAJ1h/eUvbkKlttKkVZpnsQaoDQr/Zj5lWBqll2HcuYgfG4MkOGoc9nisOOyXBDOiq9u4+cUUATunRyi0KeAe0tvaDU0tf2dAMI7NzV4JmYCqCAqDFAglNQdCsTKMt9hIfwsrwW7DdaywpkZrhIJLkOt76po10YBu8DXACk7zIQwGtri11JsJmEZ+5hDn7HoWR4wigj40kQZsU9odNz9QGn0k4Ay1MxFAS3kE5mjFRdygj6DgwySobKkzRlpH1bWD/5tll2x/FVOwFmoQvAAIv8hG/EuMFL34XJQpNnaUc1OWDucJHPD/qokYTyRCiWAAAAAElFTkSuQmCC"/> </defs> </svg>
Upload
Copy
Download
Share
Preview
React
React Native
PNG
Data URI
100%
Download