Raccoon

<?xml version="1.0" encoding="utf-8"?> <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="#FFEDB2"/> <path d="M38.0285 35.6887C27.4705 41.1696 34.574 82.2711 34.574 82.2711L73.14 58.2937C73.14 58.2937 46.3894 31.3483 38.0285 35.6887Z" fill="#888888"/> <path d="M41.4445 42.7029C33.7269 46.7092 38.9194 76.7531 38.9194 76.7531L67.1098 59.2264C67.1098 59.2264 47.556 39.5302 41.4445 42.7029Z" fill="#464646"/> <path d="M130.422 35.2905C140.98 40.7714 133.877 81.8729 133.877 81.8729L95.311 57.8955C95.311 57.8955 122.062 30.9501 130.422 35.2905Z" fill="#888888"/> <path d="M127.007 42.3047C134.724 46.311 129.532 76.3549 129.532 76.3549L101.341 58.8282C101.341 58.8282 120.895 39.132 127.007 42.3047Z" fill="#464646"/> <path d="M34.0195 77.2451C33.9704 77.3797 33.8758 77.4878 33.756 77.5463C25.2785 81.6905 18.2526 90.5052 17.0249 94.3453C16.9217 94.6681 17.1536 94.9749 17.4625 94.9751C22.6154 94.9778 23.8503 95.053 27.9428 97.1432C28.2621 97.3063 28.3297 97.7782 28.0712 98.0424L24.0851 102.117C23.741 102.469 23.9896 103.15 24.4564 103.187C26.3369 103.332 28.6617 103.957 31.1871 104.877C31.3589 104.94 31.4856 105.103 31.519 105.3C35.449 128.47 53.7911 146 75.825 146H88.7062C110.265 146 128.289 129.218 132.738 106.791C132.773 106.612 132.887 106.462 133.041 106.395C136.989 104.672 140.754 103.402 143.543 103.187C144.01 103.15 144.258 102.469 143.914 102.117L139.928 98.0424C139.67 97.7782 139.737 97.3063 140.056 97.1432C144.149 95.053 145.384 94.9778 150.537 94.9751C150.846 94.9749 151.078 94.6714 150.975 94.3485C149.563 89.9212 140.43 78.8678 130.252 76.003C130.102 75.9608 129.978 75.845 129.915 75.6882C122.895 58.1959 107.085 46 88.7062 46H75.825C56.906 46 40.7087 58.9238 34.0195 77.2451Z" fill="#888888"/> <path d="M133.981 77.2451C134.03 77.3797 134.124 77.4878 134.244 77.5463C142.722 81.6905 149.748 90.5052 150.975 94.3453C151.078 94.6681 150.846 94.9749 150.537 94.9751C145.384 94.9778 144.149 95.053 140.056 97.1432C139.737 97.3063 139.67 97.7782 139.928 98.0424L143.914 102.117C144.258 102.469 144.01 103.15 143.543 103.187C141.662 103.332 139.338 103.957 136.813 104.877C136.641 104.94 136.515 105.103 136.481 105.3C132.551 128.47 114.209 146 92.1752 146H79.2939C57.7353 146 39.7109 129.218 35.2622 106.791C35.2267 106.612 35.1133 106.462 34.9592 106.395C31.0115 104.672 27.2449 103.402 24.4564 103.187C23.9896 103.15 23.741 102.469 24.0851 102.117L28.0712 98.0424C28.3297 97.7782 28.2621 97.3063 27.9428 97.1432C23.8503 95.053 22.6154 94.9778 17.4625 94.9751C17.1536 94.9749 16.9218 94.6714 17.0248 94.3485C18.4375 89.9212 27.5705 78.8678 37.7478 76.003C37.8977 75.9608 38.022 75.845 38.0849 75.6883C45.1054 58.1959 60.9154 46 79.2939 46H92.1752C111.094 46 127.291 58.9238 133.981 77.2451Z" fill="#888888"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M134.04 77.364C130.685 76.471 127.15 76 123.5 76C102.807 76 85.8303 91.1366 84.1386 112.486C84.0591 112.479 83.9795 112.472 83.8998 112.465C82.4461 90.6573 65.3617 76 44.5 76C40.8637 76 37.3421 76.4453 33.9981 77.2963C33.9453 77.407 33.8602 77.4954 33.756 77.5463C25.2785 81.6905 18.2526 90.5052 17.0249 94.3453C17.0089 94.3955 17.0009 94.4453 17.0001 94.4936C16.9941 94.7568 17.2007 94.9749 17.4625 94.9751C22.6154 94.9778 23.8503 95.053 27.9428 97.1432C28.2621 97.3063 28.3297 97.7782 28.0712 98.0424L24.0851 102.117C23.741 102.469 23.9896 103.15 24.4564 103.187C24.6915 103.205 24.9335 103.231 25.1819 103.263C26.9212 103.493 28.9774 104.072 31.1871 104.877C31.3589 104.94 31.4856 105.103 31.519 105.3C35.449 128.47 53.7911 146 75.825 146H79.2687L79.2939 146L88.7062 146L92.1752 146C114.209 146 132.551 128.47 136.481 105.3C136.515 105.103 136.641 104.94 136.813 104.877C138.5 104.263 140.097 103.78 141.532 103.483C142.245 103.336 142.919 103.235 143.543 103.187C144.01 103.15 144.258 102.469 143.914 102.117L139.928 98.0424C139.67 97.7782 139.737 97.3063 140.056 97.1432C144.149 95.053 145.384 94.9778 150.537 94.9751C150.799 94.9749 151.007 94.7556 151 94.4916C150.999 94.4439 150.991 94.3948 150.975 94.3453C149.748 90.5052 142.722 81.6905 134.244 77.5463C134.162 77.5063 134.092 77.443 134.04 77.364Z" fill="#EDEDED"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M55.5152 140.651C55.9168 140.072 56.2953 139.473 56.6485 138.855C60.349 132.378 64.5465 126.594 69.4173 121.039C78.2333 110.984 77.0029 95.0024 65.4191 88.3205C57.7931 83.9215 48.0718 85.1623 42.2212 91.7408C38.2237 96.2357 34.71 100.562 31.4354 105.081C31.4766 105.145 31.5055 105.22 31.5191 105.3C34.146 120.787 43.2118 133.754 55.5152 140.651Z" fill="#888888"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M136.693 104.942C132.69 100.402 128.46 96.15 123.644 91.7599C117.138 85.8289 107.34 85.6111 100.215 90.7831C89.3935 98.6393 89.8404 114.661 99.6591 123.74C104.981 128.661 109.681 133.867 113.971 139.779C125.516 132.695 133.961 120.157 136.481 105.3C136.506 105.153 136.583 105.024 136.693 104.942Z" fill="#888888"/> <rect x="83.2783" y="108.483" width="2" height="12" rx="1" fill="#2D2D2D"/> <ellipse cx="84.3255" cy="108.076" rx="7.41811" ry="4.87696" fill="#2D2D2D"/> <circle cx="80.5001" cy="106.5" r="1.5" fill="white"/> <path d="M76.2092 117.349C79.9987 120.884 88.4198 120.884 92.2092 117.349" stroke="#2D2D2D" stroke-width="2.5" stroke-linecap="round"/> <ellipse cx="43.0001" cy="113.5" rx="6" ry="4.5" fill="#FFD4DC"/> <ellipse cx="125" cy="113.5" rx="6" ry="4.5" fill="#FFD4DC"/> <circle r="1" transform="matrix(1 0 0 -1 52.0001 124.5)" fill="#EDEDED"/> <circle r="1" transform="matrix(1 0 0 -1 56.0001 123.5)" fill="#EDEDED"/> <circle r="1" transform="matrix(1 0 0 -1 53.0001 120.5)" fill="#EDEDED"/> <circle cx="116" cy="124.5" r="1" transform="rotate(-180 116 124.5)" fill="#EDEDED"/> <circle cx="112" cy="123.5" r="1" transform="rotate(-180 112 123.5)" fill="#EDEDED"/> <circle cx="115" cy="120.5" r="1" transform="rotate(-180 115 120.5)" fill="#EDEDED"/> <circle r="11" transform="matrix(-1 0 0 1 57.0001 102)" fill="white"/> <circle cx="57.0001" cy="102" r="8" fill="#2D2D2D"/> <ellipse cx="57.34" cy="98.4374" rx="2.3399" ry="2.4374" fill="white"/> <ellipse cx="61.6001" cy="102.667" rx="1.6" ry="1.66667" fill="white"/> <circle r="11" transform="matrix(-1 0 0 1 57.0001 102)" fill="white"/> <circle cx="57.0001" cy="102" r="8" fill="#2D2D2D"/> <ellipse cx="57.34" cy="99.4374" rx="2.3399" ry="2.4374" fill="white"/> <ellipse cx="61.6001" cy="103.667" rx="1.6" ry="1.66667" fill="white"/> <circle r="11" transform="matrix(-1 0 0 1 111 102)" fill="white"/> <circle r="8" transform="matrix(-1 0 0 1 111 102)" fill="#2D2D2D"/> <ellipse rx="2.3399" ry="2.4374" transform="matrix(-1 0 0 1 110.66 99.4374)" fill="white"/> <ellipse rx="1.6" ry="1.66667" transform="matrix(-1 0 0 1 106.4 103.667)" fill="white"/> <path d="M82.0203 52.2373C82.2453 52.2003 82.4706 52.1524 82.6956 52.0932C86.5418 51.0813 88.845 47.164 87.8399 43.3437C86.8348 39.5234 82.9021 37.2467 79.0559 38.2586C78.6826 38.3568 78.3237 38.4824 77.981 38.6327C78.769 35.9613 78.0097 32.9714 75.8078 31.0772C72.8293 28.5149 68.339 28.9278 65.7785 31.9996C64.4135 33.6372 63.8724 35.6999 64.1161 37.6572C63.8547 37.5207 63.5825 37.3984 63.3 37.2916C59.5593 35.8776 55.4472 37.7279 54.1153 41.4243C52.7833 45.1207 54.736 49.2636 58.4767 50.6776C58.6786 50.7539 58.8816 50.8207 59.0851 50.8783C58.9362 51.0285 58.7924 51.1866 58.6542 51.3524C56.0937 54.4242 56.4326 58.9916 59.4111 61.554C62.3897 64.1164 66.88 63.7034 69.4405 60.6316C69.6679 60.3588 69.8724 60.0742 70.0542 59.7803C70.8639 61.3425 72.2371 62.6295 74.0135 63.301C77.7542 64.715 81.8663 62.8648 83.1983 59.1683C84.0684 56.7534 83.5367 54.1479 82.0203 52.2373Z" fill="#F09AA5"/> <g style="mix-blend-mode:multiply"> <circle cx="71.0509" cy="48.1784" r="5.39568" transform="rotate(99.9151 71.0509 48.1784)" fill="#ED653B" fill-opacity="0.5"/> </g> <g style="mix-blend-mode:multiply"> <path fill-rule="evenodd" clip-rule="evenodd" d="M67.416 52.1671C68.1481 52.8355 69.0729 53.3103 70.1218 53.4936C73.0573 54.0067 75.8529 52.0431 76.366 49.1076C76.8276 46.4665 75.2843 43.9386 72.8321 43.0845C74.1489 44.2867 74.8421 46.1155 74.5123 48.0021C73.9992 50.9376 71.2036 52.9012 68.2682 52.3881C67.9739 52.3367 67.6893 52.2623 67.416 52.1671Z" fill="#ED653B" fill-opacity="0.5"/> </g> <path d="M30.7366 129.451C44.2025 144.631 52.9515 148.381 74.2972 154.061" stroke="#BBD468" stroke-width="1.84133" stroke-linecap="round"/> <path d="M25.0763 127.336C25.6528 128.091 26.4006 128.737 27.2013 129.283C29.6534 130.957 32.4437 128.639 31.3292 125.887C30.9776 125.02 30.5346 124.173 29.977 123.443C29.4528 122.758 28.8017 122.142 28.1062 121.6C25.727 119.744 22.7268 121.898 23.7321 124.743C24.0623 125.677 24.4989 126.581 25.0763 127.336Z" fill="#BBD468"/> <path d="M35.3674 132.099C35.3561 132.79 35.4547 133.501 35.6078 134.179C35.9862 135.852 38.0074 135.885 38.4405 134.225C38.6157 133.553 38.7377 132.845 38.749 132.154C38.7603 131.464 38.6617 130.752 38.5086 130.075C38.1302 128.402 36.1091 128.368 35.676 130.028C35.5007 130.7 35.3788 131.408 35.3674 132.099Z" fill="#BBD468"/> <path d="M33.1556 137.738C33.8463 137.735 34.5559 137.622 35.2298 137.455C36.8948 137.042 36.8864 135.02 35.218 134.622C34.5427 134.46 33.8322 134.353 33.1415 134.356C32.4508 134.359 31.7411 134.472 31.0672 134.639C29.4022 135.052 29.4106 137.073 31.079 137.472C31.7543 137.633 32.4649 137.741 33.1556 137.738Z" fill="#BBD468"/> <path d="M42.2354 137.973C42.2241 138.663 42.3227 139.375 42.4758 140.052C42.8542 141.726 44.8753 141.759 45.3084 140.099C45.4837 139.427 45.6056 138.719 45.617 138.028C45.6283 137.338 45.5297 136.626 45.3766 135.949C44.9982 134.275 42.9771 134.242 42.544 135.902C42.3687 136.574 42.2468 137.282 42.2354 137.973Z" fill="#BBD468"/> <path d="M40.9567 144.467C41.6265 144.298 42.2881 144.018 42.9021 143.693C44.419 142.893 43.9249 140.932 42.2095 140.946C41.5153 140.952 40.7997 141.019 40.13 141.188C39.4602 141.356 38.7986 141.637 38.1846 141.961C36.6677 142.762 37.1618 144.722 38.8771 144.708C39.5714 144.702 40.287 144.636 40.9567 144.467Z" fill="#BBD468"/> <path d="M49.9176 143.351C49.9539 144.041 50.1014 144.744 50.3008 145.409C50.7936 147.052 52.8122 146.946 53.1299 145.26C53.2584 144.578 53.3313 143.863 53.295 143.173C53.2587 142.483 53.1112 141.78 52.9118 141.115C52.419 139.472 50.4004 139.578 50.0827 141.264C49.9542 141.946 49.8813 142.661 49.9176 143.351Z" fill="#BBD468"/> <path d="M49.2114 149.236C49.8499 148.973 50.4644 148.6 51.0255 148.191C52.4117 147.18 51.6412 145.312 49.9456 145.572C49.2594 145.677 48.5608 145.846 47.9223 146.109C47.2837 146.372 46.6692 146.745 46.1082 147.154C44.7219 148.164 45.4924 150.033 47.188 149.773C47.8743 149.668 48.5728 149.499 49.2114 149.236Z" fill="#BBD468"/> <path d="M58.3993 146.786C58.4934 147.471 58.6994 148.159 58.954 148.805C59.5831 150.401 61.5857 150.125 61.7606 148.419C61.8314 147.728 61.8438 147.01 61.7497 146.325C61.6556 145.641 61.4496 144.953 61.195 144.307C60.5658 142.711 58.5633 142.986 58.3884 144.693C58.3176 145.383 58.3051 146.102 58.3993 146.786Z" fill="#BBD468"/> <path d="M58.5637 153.551C59.1667 153.214 59.7328 152.771 60.2416 152.299C61.4986 151.132 60.5126 149.367 58.8597 149.826C58.1907 150.012 57.517 150.262 56.914 150.599C56.311 150.936 55.7449 151.378 55.2362 151.851C53.9791 153.018 54.9651 154.783 56.6181 154.324C57.2871 154.138 57.9608 153.888 58.5637 153.551Z" fill="#BBD468"/> <path d="M136.341 128.987C122.876 144.166 114.127 147.916 92.7808 153.596" stroke="#BBD468" stroke-width="1.84133" stroke-linecap="round"/> <path d="M142.002 126.872C141.425 127.626 140.677 128.272 139.877 128.819C137.425 130.492 134.634 128.174 135.749 125.423C136.1 124.555 136.544 123.708 137.101 122.979C137.625 122.293 138.276 121.677 138.972 121.135C141.351 119.28 144.351 121.433 143.346 124.278C143.016 125.212 142.579 126.116 142.002 126.872Z" fill="#BBD468"/> <path d="M131.711 131.634C131.722 132.325 131.623 133.037 131.47 133.714C131.092 135.387 129.071 135.42 128.638 133.76C128.462 133.089 128.34 132.38 128.329 131.69C128.318 130.999 128.416 130.287 128.569 129.61C128.948 127.937 130.969 127.904 131.402 129.564C131.577 130.235 131.699 130.944 131.711 131.634Z" fill="#BBD468"/> <path d="M133.923 137.273C133.232 137.27 132.522 137.157 131.848 136.99C130.183 136.577 130.192 134.556 131.86 134.157C132.535 133.995 133.246 133.888 133.937 133.891C134.627 133.894 135.337 134.007 136.011 134.174C137.676 134.587 137.667 136.608 135.999 137.007C135.324 137.169 134.613 137.276 133.923 137.273Z" fill="#BBD468"/> <path d="M124.843 137.508C124.854 138.199 124.755 138.91 124.602 139.588C124.224 141.261 122.203 141.294 121.77 139.634C121.594 138.962 121.472 138.254 121.461 137.563C121.45 136.873 121.548 136.161 121.701 135.484C122.08 133.811 124.101 133.777 124.534 135.437C124.709 136.109 124.831 136.817 124.843 137.508Z" fill="#BBD468"/> <path d="M126.121 144.002C125.452 143.833 124.79 143.553 124.176 143.229C122.659 142.428 123.153 140.468 124.869 140.482C125.563 140.487 126.278 140.554 126.948 140.723C127.618 140.892 128.279 141.172 128.893 141.496C130.41 142.297 129.916 144.257 128.201 144.243C127.507 144.238 126.791 144.171 126.121 144.002Z" fill="#BBD468"/> <path d="M117.16 142.886C117.124 143.576 116.977 144.279 116.777 144.944C116.284 146.587 114.266 146.481 113.948 144.795C113.82 144.113 113.747 143.398 113.783 142.708C113.819 142.019 113.967 141.315 114.166 140.65C114.659 139.007 116.678 139.113 116.995 140.799C117.124 141.481 117.197 142.196 117.16 142.886Z" fill="#BBD468"/> <path d="M117.867 148.771C117.228 148.508 116.614 148.135 116.053 147.726C114.666 146.716 115.437 144.847 117.132 145.107C117.819 145.212 118.517 145.381 119.156 145.644C119.794 145.908 120.409 146.28 120.97 146.689C122.356 147.7 121.586 149.569 119.89 149.308C119.204 149.203 118.505 149.034 117.867 148.771Z" fill="#BBD468"/> <path d="M108.679 146.322C108.585 147.006 108.379 147.694 108.124 148.34C107.495 149.936 105.492 149.661 105.317 147.954C105.247 147.263 105.234 146.545 105.328 145.861C105.422 145.176 105.628 144.488 105.883 143.842C106.512 142.246 108.515 142.522 108.69 144.228C108.76 144.919 108.773 145.637 108.679 146.322Z" fill="#BBD468"/> <path d="M108.514 153.086C107.911 152.749 107.345 152.307 106.836 151.834C105.579 150.667 106.565 148.902 108.218 149.361C108.887 149.547 109.561 149.797 110.164 150.134C110.767 150.471 111.333 150.914 111.842 151.386C113.099 152.553 112.113 154.318 110.46 153.859C109.791 153.673 109.117 153.423 108.514 153.086Z" fill="#BBD468"/> <path d="M67.5247 150.237C67.6953 150.209 67.8662 150.173 68.0369 150.128C70.9537 149.36 72.7003 146.39 71.9381 143.492C71.1759 140.595 68.1934 138.869 65.2766 139.636C64.9935 139.711 64.7213 139.806 64.4615 139.92C65.0591 137.894 64.4832 135.626 62.8134 134.19C60.5546 132.247 57.1493 132.56 55.2075 134.889C54.1723 136.131 53.762 137.696 53.9468 139.18C53.7486 139.077 53.5421 138.984 53.3279 138.903C50.4911 137.83 47.3726 139.234 46.3625 142.037C45.3524 144.84 46.8333 147.982 49.6701 149.054C49.8232 149.112 49.9771 149.163 50.1315 149.206C50.0186 149.32 49.9095 149.44 49.8047 149.566C47.8629 151.895 48.1199 155.359 50.3787 157.302C52.6376 159.246 56.0428 158.932 57.9846 156.603C58.1571 156.396 58.3122 156.18 58.4501 155.957C59.0641 157.142 60.1055 158.118 61.4526 158.627C64.2894 159.7 67.4079 158.296 68.418 155.493C69.0779 153.662 68.6747 151.686 67.5247 150.237Z" fill="#F09AA5"/> <g style="mix-blend-mode:multiply"> <circle cx="59.2059" cy="147.159" r="4.09188" transform="rotate(99.9151 59.2059 147.159)" fill="#ED653B" fill-opacity="0.5"/> </g> <g style="mix-blend-mode:multiply"> <path fill-rule="evenodd" clip-rule="evenodd" d="M56.4495 150.184C57.0047 150.691 57.706 151.051 58.5014 151.19C60.7275 151.579 62.8476 150.09 63.2367 147.864C63.5868 145.861 62.4164 143.944 60.5567 143.296C61.5553 144.208 62.0811 145.595 61.831 147.025C61.4419 149.251 59.3218 150.741 57.0957 150.351C56.8725 150.312 56.6567 150.256 56.4495 150.184Z" fill="#ED653B" fill-opacity="0.5"/> </g> <path d="M115.547 150.114C115.718 150.086 115.889 150.049 116.059 150.005C118.976 149.237 120.723 146.266 119.961 143.369C119.198 140.472 116.216 138.746 113.299 139.513C113.016 139.587 112.744 139.683 112.484 139.797C113.082 137.771 112.506 135.503 110.836 134.067C108.577 132.124 105.172 132.437 103.23 134.766C102.195 136.008 101.784 137.572 101.969 139.057C101.771 138.953 101.565 138.861 101.35 138.78C98.5136 137.707 95.3951 139.11 94.385 141.914C93.3749 144.717 94.8557 147.859 97.6925 148.931C97.8456 148.989 97.9996 149.04 98.154 149.083C98.041 149.197 97.932 149.317 97.8272 149.443C95.8854 151.772 96.1424 155.236 98.4012 157.179C100.66 159.122 104.065 158.809 106.007 156.48C106.18 156.273 106.335 156.057 106.473 155.834C107.087 157.019 108.128 157.995 109.475 158.504C112.312 159.576 115.43 158.173 116.44 155.37C117.1 153.539 116.697 151.563 115.547 150.114Z" fill="#F09AA5"/> <g style="mix-blend-mode:multiply"> <circle cx="107.228" cy="147.036" r="4.09188" transform="rotate(99.9151 107.228 147.036)" fill="#ED653B" fill-opacity="0.5"/> </g> <g style="mix-blend-mode:multiply"> <path fill-rule="evenodd" clip-rule="evenodd" d="M104.472 150.061C105.027 150.568 105.728 150.928 106.524 151.067C108.75 151.456 110.87 149.967 111.259 147.74C111.609 145.737 110.439 143.82 108.579 143.173C109.578 144.084 110.104 145.471 109.853 146.902C109.464 149.128 107.344 150.617 105.118 150.228C104.895 150.189 104.679 150.133 104.472 150.061Z" fill="#ED653B" fill-opacity="0.5"/> </g> <path d="M94.4124 146.852C94.5617 146.726 94.7064 146.592 94.846 146.449C97.2313 144.018 97.2069 140.126 94.7916 137.756C92.3762 135.387 88.4845 135.438 86.0991 137.869C85.8676 138.105 85.6587 138.355 85.4725 138.616C84.8802 136.305 83.0099 134.439 80.5592 134.012C77.244 133.434 74.1221 135.707 73.5862 139.09C73.3006 140.894 73.8075 142.648 74.8455 143.981C74.5933 143.996 74.3394 144.025 74.0848 144.07C70.7127 144.671 68.4995 147.836 69.1414 151.14C69.7833 154.443 73.0373 156.634 76.4093 156.033C76.5913 156.001 76.7699 155.961 76.9449 155.914C76.9013 156.09 76.8648 156.269 76.8359 156.452C76.3 159.835 78.5531 163.046 81.8683 163.624C85.1835 164.202 88.3054 161.928 88.8413 158.546C88.8889 158.245 88.9145 157.946 88.9193 157.65C90.2003 158.444 91.775 158.788 93.3764 158.503C96.7484 157.902 98.9616 154.737 98.3197 151.433C97.9003 149.275 96.3661 147.592 94.4124 146.852Z" fill="#94D9FF"/> <g style="mix-blend-mode:multiply"> <circle cx="84.5627" cy="148.679" r="4.62138" transform="rotate(69.1033 84.5627 148.679)" fill="#94D9FF" fill-opacity="0.5"/> </g> <g style="mix-blend-mode:multiply"> <path fill-rule="evenodd" clip-rule="evenodd" d="M83.6387 153.207C84.4704 153.378 85.359 153.321 86.211 152.996C88.5955 152.086 89.7904 149.415 88.8801 147.03C88.061 144.885 85.8166 143.702 83.6381 144.15C85.1341 144.457 86.4464 145.498 87.0315 147.03C87.9419 149.415 86.7469 152.086 84.3625 152.996C84.1234 153.087 83.8814 153.157 83.6387 153.207Z" fill="#94D9FF" fill-opacity="0.5"/> </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_115_1850" transform="scale(0.00714286 0.00641026)"/> </pattern> <image id="image0_115_1850" width="140" height="156" xlink:href="data:image/png;base64,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"/> </defs> </svg>