SVG
Viewer
Dark mode
Light mode
Hide sidebar
Any license
Apache
BSD
CC Attribution
CC0
GPL
MIT
OFL
Public domain
Sheep
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
54.05 KB
47.72 KB
-12%
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="#C8E3E3"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M63.6053 109.991C62.2672 112.001 60.5531 113.773 58.5541 115.223C59.4842 117.299 60 119.591 60 122C60 122.091 59.9993 122.181 59.9978 122.271C63.7889 122.966 67.1453 124.953 69.621 127.776C73.011 123.621 77.9724 121 83.5 121C83.8355 121 84.1689 121.01 84.5 121.029C84.8311 121.01 85.1645 121 85.5 121C91.0276 121 95.989 123.621 99.379 127.776C101.855 124.953 105.211 122.966 109.002 122.271C109.001 122.181 109 122.091 109 122C109 120.69 109.152 119.415 109.441 118.19C106.537 119.795 103.192 120.71 99.6303 120.71C96.3658 120.71 93.2825 119.942 90.5546 118.577C87.8266 119.942 84.7433 120.71 81.4789 120.71C73.7154 120.71 66.9764 116.363 63.6053 109.991ZM128.988 138.83C137.474 137.656 144 130.568 144 122C144 117.997 142.576 114.318 140.193 111.413C142.588 108.126 144 104.089 144 99.7249C144 88.6868 134.97 79.7387 123.832 79.7387C118.986 79.7387 114.539 81.4327 111.061 84.2557C107.812 82.037 103.874 80.738 99.6303 80.738C96.3658 80.738 93.2825 81.5066 90.5546 82.8711C87.8266 81.5066 84.7433 80.738 81.4789 80.738C74.2074 80.738 67.8347 84.5515 64.2863 90.2704C60.6903 84.0045 53.5779 79.7387 45.3913 79.7387C33.5772 79.7387 24 88.6223 24 99.5808C24 104.179 25.6863 108.412 28.5167 111.777C26.3089 114.622 25 118.163 25 122C25 130.568 31.5255 137.656 40.0122 138.83C40.0041 139.052 40 139.276 40 139.5C40 149.165 47.6112 157 57 157C61.3714 157 65.3574 155.302 68.3693 152.511C71.7179 157.646 77.2466 161 83.5 161C83.8355 161 84.1689 160.99 84.5 160.971C84.8311 160.99 85.1645 161 85.5 161C91.7534 161 97.2821 157.646 100.631 152.511C103.643 155.302 107.629 157 112 157C121.389 157 129 149.165 129 139.5C129 139.276 128.996 139.052 128.988 138.83Z" fill="#FAFAFA"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M124.489 137.083C132.127 136.029 138 129.662 138 121.965C138 118.369 136.718 115.064 134.574 112.454C136.73 109.502 138 105.875 138 101.954C138 92.0384 129.873 84 119.849 84C115.487 84 111.485 85.5217 108.355 88.0577C105.431 86.0646 101.887 84.8976 98.0672 84.8976C95.1292 84.8976 92.3543 85.5881 89.8991 86.8139C87.444 85.5881 84.669 84.8976 81.731 84.8976C75.1867 84.8976 69.4513 88.3234 66.2577 93.4609C63.0213 87.8321 56.6201 84 49.2522 84C38.6195 84 30 91.9805 30 101.825C30 105.956 31.5177 109.758 34.065 112.781C32.078 115.337 30.9 118.517 30.9 121.965C30.9 129.662 36.773 136.029 44.411 137.083C44.4037 137.283 44.4 137.484 44.4 137.686C44.4 146.368 51.25 153.407 59.7 153.407C63.6342 153.407 67.2216 151.881 69.9323 149.374C72.9461 153.987 77.922 157 83.55 157C83.8519 157 84.152 156.991 84.45 156.974C84.748 156.991 85.048 157 85.35 157C90.978 157 95.9539 153.987 98.9677 149.374C101.678 151.881 105.266 153.407 109.2 153.407C117.65 153.407 124.5 146.368 124.5 137.686C124.5 137.484 124.496 137.283 124.489 137.083ZM65.6448 111.177C64.4405 112.983 62.8978 114.575 61.0986 115.877C61.9358 117.742 62.4 119.801 62.4 121.965C62.4 122.046 62.3993 122.127 62.398 122.209C65.81 122.832 68.8308 124.618 71.0589 127.153C74.1099 123.421 78.5751 121.067 83.55 121.067C83.8519 121.067 84.152 121.075 84.45 121.092C84.748 121.075 85.048 121.067 85.35 121.067C90.3249 121.067 94.7901 123.421 97.8411 127.153C100.069 124.618 103.09 122.832 106.502 122.209C106.501 122.127 106.5 122.046 106.5 121.965C106.5 120.788 106.637 119.643 106.897 118.542C104.284 119.984 101.272 120.806 98.0672 120.806C95.1292 120.806 92.3543 120.116 89.8991 118.89C87.444 120.116 84.669 120.806 81.731 120.806C74.7438 120.806 68.6788 116.901 65.6448 111.177Z" fill="white"/> <path d="M27.5061 73.8715C27.224 72.8118 27.8765 71.7781 28.9565 71.5874C32.2836 70.9998 39.4137 70.3189 45.3161 73.6971C53.3101 78.2723 56.025 88.5606 56.025 88.5606C56.025 88.5606 45.0259 92.7468 37.0318 88.1715C31.0333 84.7384 28.4313 77.3475 27.5061 73.8715Z" fill="#FFECD4"/> <path d="M138.089 73.8715C138.371 72.8118 137.719 71.7781 136.639 71.5874C133.312 70.9998 126.182 70.3189 120.279 73.6971C112.285 78.2723 109.57 88.5606 109.57 88.5606C109.57 88.5606 120.569 92.7468 128.563 88.1715C134.562 84.7384 137.164 77.3475 138.089 73.8715Z" fill="#FFECD4"/> <g style="mix-blend-mode:multiply"> <path d="M32.3296 76.6276C32.0166 75.5765 32.672 74.5418 33.7573 74.3844C36.167 74.0348 40.4547 73.8336 44.0578 75.8957C49.3998 78.9532 51.2141 85.8284 51.2141 85.8284C51.2141 85.8284 43.8638 88.6259 38.5217 85.5684C34.8389 83.4606 33.0719 79.1204 32.3296 76.6276Z" fill="#FFECD4" fill-opacity="0.8"/> </g> <g style="mix-blend-mode:multiply"> <path d="M133.682 77.0079C133.995 75.9569 133.34 74.9222 132.254 74.7647C129.845 74.4152 125.557 74.2139 121.954 76.2761C116.612 79.3335 114.798 86.2088 114.798 86.2088C114.798 86.2088 122.148 89.0062 127.49 85.9487C131.173 83.8409 132.94 79.5007 133.682 77.0079Z" fill="#FFECD4" fill-opacity="0.8"/> </g> <path d="M44.5384 107.363C43.1695 124.963 57.0822 140 74.7357 140H91.2498C108.909 140 122.823 124.955 121.446 107.35L118.598 70.9449C117.674 59.1221 107.81 50 95.9513 50H70.0181C58.1554 50 48.29 59.1279 47.3702 70.9548L44.5384 107.363Z" fill="url(#paint0_linear_57_75)"/> <ellipse cx="64" cy="109.5" rx="4" ry="4.5" fill="#3A211F"/> <circle cx="65.75" cy="107.75" r="0.75" fill="white"/> <ellipse rx="4" ry="4.5" transform="matrix(-1 0 0 1 104 109.5)" fill="#3A211F"/> <circle r="0.75" transform="matrix(-1 0 0 1 105.75 107.75)" fill="white"/> <rect x="84.9924" y="118.135" width="1.66414" height="7.21125" rx="0.832068" fill="#3A211F"/> <path d="M91.714 115.419C91.714 113.866 89.0918 112.608 85.857 112.608C82.6223 112.608 80.0001 113.866 80.0001 115.419C80.0001 116.972 82.6223 120.661 85.8571 120.661C89.0918 120.661 91.714 116.972 91.714 115.419Z" fill="#3A211F"/> <circle cx="82.5625" cy="115.17" r="1.09818" fill="white"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M73.6286 38C69.0784 38 65.1921 40.6647 63.6486 44.4202C62.2929 43.8372 60.7847 43.5121 59.1956 43.5121C53.3378 43.5121 48.5804 47.9283 48.5052 53.4027C42.8418 55.0882 39 58.3639 39 62.1286C39 64.8496 41.0068 67.315 44.2577 69.1093C43.5442 70.4528 43.1429 71.9675 43.1429 73.5701C43.1429 79.1052 47.9295 83.5923 53.8341 83.5923C55.4233 83.5923 56.9315 83.2672 58.2872 82.6842C59.8306 86.4398 63.717 89.1044 68.2672 89.1044C71.2465 89.1044 73.9412 87.962 75.88 86.119C77.8296 88.0587 80.5953 89.2697 83.6627 89.2697C86.4913 89.2697 89.0633 88.2399 90.9755 86.5585C92.8661 88.1419 95.361 89.1044 98.0957 89.1044C102.571 89.1044 106.404 86.5266 107.998 82.8685C109.232 83.3353 110.581 83.5923 111.994 83.5923C117.899 83.5923 122.686 79.1052 122.686 73.5701C122.686 72.0055 122.303 70.5247 121.621 69.2053C124.324 67.3867 126 64.8541 126 62.0531C126 57.937 122.38 54.4005 117.203 52.8577C116.832 47.6382 112.198 43.5121 106.536 43.5121C105.123 43.5121 103.774 43.7691 102.539 44.2359C100.946 40.5778 97.1124 38 92.637 38C88.4989 38 84.9099 40.2039 83.1328 43.4278C81.3557 40.2039 77.7667 38 73.6286 38Z" fill="#FAFAFA"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M74.7222 41.1601C70.7329 41.1601 67.3256 43.4964 65.9725 46.789C64.7839 46.2778 63.4616 45.9928 62.0683 45.9928C56.9326 45.9928 52.7617 49.8645 52.6958 54.6641C47.7306 56.1418 44.3624 59.0137 44.3624 62.3143C44.3624 64.6998 46.1218 66.8613 48.9719 68.4345C48.3464 69.6123 47.9946 70.9403 47.9946 72.3453C47.9946 77.198 52.1911 81.1319 57.3678 81.1319C58.7611 81.1319 60.0834 80.847 61.272 80.3358C62.6252 83.6284 66.0324 85.9646 70.0218 85.9646C72.6338 85.9646 74.9963 84.9631 76.696 83.3473C78.4053 85.0479 80.83 86.1095 83.5193 86.1095C85.9992 86.1095 88.2542 85.2067 89.9307 83.7325C91.5882 85.1207 93.7756 85.9646 96.1732 85.9646C100.097 85.9646 103.458 83.7046 104.855 80.4974C105.937 80.9067 107.12 81.1319 108.358 81.1319C113.535 81.1319 117.732 77.198 117.732 72.3453C117.732 70.9736 117.396 69.6753 116.798 68.5186C119.168 66.9242 120.638 64.7038 120.638 62.2481C120.638 58.6395 117.464 55.5389 112.925 54.1863C112.599 49.6102 108.537 45.9928 103.573 45.9928C102.334 45.9928 101.151 46.2181 100.069 46.6273C98.6717 43.4202 95.3111 41.1601 91.3874 41.1601C87.7594 41.1601 84.6128 43.0923 83.0548 45.9188C81.4968 43.0923 78.3502 41.1601 74.7222 41.1601Z" fill="white"/> <circle cx="60" cy="122" r="5" fill="#FFC6AD"/> <circle cx="109" cy="122" r="5" fill="#FFC6AD"/> <path d="M71.3565 59.4298C75.7226 56.5833 77.4976 48.7118 77.4976 48.7118C77.4976 48.7118 69.579 47.16 65.2129 50.0065C60.8468 52.853 59.0718 60.7245 59.0718 60.7245C59.0718 60.7245 66.9904 62.2763 71.3565 59.4298Z" fill="#34876F"/> <path d="M100.323 68.1913C95.9377 64.207 87.0622 64.1947 87.0622 64.1947C87.0622 64.1947 87.9234 73.0284 92.309 77.0127C96.6945 80.9971 105.57 81.0093 105.57 81.0093C105.57 81.0093 104.709 72.1756 100.323 68.1913Z" fill="#34876F"/> <path d="M87.5629 124.174C82.4537 123.144 75.8911 126.419 75.8911 126.419C75.8911 126.419 80.6717 131.981 85.781 133.011C90.8902 134.041 97.4528 130.767 97.4528 130.767C97.4528 130.767 92.6721 125.204 87.5629 124.174Z" fill="#34876F"/> <path d="M98.1306 143.107C99.6142 145.9 104.287 147.393 104.287 147.393C104.287 147.393 105.665 142.685 104.181 139.893C102.698 137.1 98.0253 135.607 98.0253 135.607C98.0253 135.607 96.647 140.315 98.1306 143.107Z" fill="#34876F"/> <path d="M72.3862 75.8239C72.5101 75.7527 72.6317 75.675 72.7508 75.5907C74.7853 74.1508 75.2753 71.3453 73.8451 69.3245C72.4149 67.3036 69.6062 66.8325 67.5716 68.2724C67.3741 68.4122 67.1911 68.5649 67.0231 68.7284C66.8979 66.9873 65.7946 65.3998 64.0858 64.7725C61.7741 63.9239 59.2298 65.154 58.4028 67.5199C57.962 68.7812 58.0982 70.1107 58.6718 71.2058C58.4883 71.1832 58.3016 71.1713 58.1124 71.1708C55.6061 71.1638 53.5999 73.1542 53.6313 75.6164C53.6627 78.0787 55.72 80.0804 58.2263 80.0874C58.3616 80.0878 58.4954 80.0824 58.6275 80.0713C58.5732 80.1923 58.5235 80.3167 58.4789 80.4444C57.6519 82.8103 58.8555 85.4162 61.1671 86.2648C63.4788 87.1133 66.0231 85.8833 66.8501 83.5173C66.9235 83.3072 66.9809 83.0952 67.023 82.8827C67.8418 83.6214 68.9307 84.0746 70.121 84.0779C72.6272 84.0849 74.6335 82.0945 74.6021 79.6323C74.5815 78.0237 73.6963 76.6116 72.3862 75.8239Z" fill="#FFCE05"/> <g style="mix-blend-mode:multiply"> <circle cx="65.0558" cy="75.8549" r="3.38163" transform="rotate(79.3678 65.0558 75.8549)" fill="#FED402"/> </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_57_75" transform="scale(0.00714286 0.00641026)"/> </pattern> <linearGradient id="paint0_linear_57_75" x1="81.7454" y1="140" x2="81.5032" y2="80.9678" gradientUnits="userSpaceOnUse"> <stop stop-color="#FFECD5"/> <stop offset="1" stop-color="#FFE9CF"/> </linearGradient> <image id="image0_57_75" 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
54.05 KB
47.72 KB
-12%
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="#C8E3E3"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M63.6053 109.991C62.2672 112.001 60.5531 113.773 58.5541 115.223C59.4842 117.299 60 119.591 60 122C60 122.091 59.9993 122.181 59.9978 122.271C63.7889 122.966 67.1453 124.953 69.621 127.776C73.011 123.621 77.9724 121 83.5 121C83.8355 121 84.1689 121.01 84.5 121.029C84.8311 121.01 85.1645 121 85.5 121C91.0276 121 95.989 123.621 99.379 127.776C101.855 124.953 105.211 122.966 109.002 122.271C109.001 122.181 109 122.091 109 122C109 120.69 109.152 119.415 109.441 118.19C106.537 119.795 103.192 120.71 99.6303 120.71C96.3658 120.71 93.2825 119.942 90.5546 118.577C87.8266 119.942 84.7433 120.71 81.4789 120.71C73.7154 120.71 66.9764 116.363 63.6053 109.991ZM128.988 138.83C137.474 137.656 144 130.568 144 122C144 117.997 142.576 114.318 140.193 111.413C142.588 108.126 144 104.089 144 99.7249C144 88.6868 134.97 79.7387 123.832 79.7387C118.986 79.7387 114.539 81.4327 111.061 84.2557C107.812 82.037 103.874 80.738 99.6303 80.738C96.3658 80.738 93.2825 81.5066 90.5546 82.8711C87.8266 81.5066 84.7433 80.738 81.4789 80.738C74.2074 80.738 67.8347 84.5515 64.2863 90.2704C60.6903 84.0045 53.5779 79.7387 45.3913 79.7387C33.5772 79.7387 24 88.6223 24 99.5808C24 104.179 25.6863 108.412 28.5167 111.777C26.3089 114.622 25 118.163 25 122C25 130.568 31.5255 137.656 40.0122 138.83C40.0041 139.052 40 139.276 40 139.5C40 149.165 47.6112 157 57 157C61.3714 157 65.3574 155.302 68.3693 152.511C71.7179 157.646 77.2466 161 83.5 161C83.8355 161 84.1689 160.99 84.5 160.971C84.8311 160.99 85.1645 161 85.5 161C91.7534 161 97.2821 157.646 100.631 152.511C103.643 155.302 107.629 157 112 157C121.389 157 129 149.165 129 139.5C129 139.276 128.996 139.052 128.988 138.83Z" fill="#FAFAFA"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M124.489 137.083C132.127 136.029 138 129.662 138 121.965C138 118.369 136.718 115.064 134.574 112.454C136.73 109.502 138 105.875 138 101.954C138 92.0384 129.873 84 119.849 84C115.487 84 111.485 85.5217 108.355 88.0577C105.431 86.0646 101.887 84.8976 98.0672 84.8976C95.1292 84.8976 92.3543 85.5881 89.8991 86.8139C87.444 85.5881 84.669 84.8976 81.731 84.8976C75.1867 84.8976 69.4513 88.3234 66.2577 93.4609C63.0213 87.8321 56.6201 84 49.2522 84C38.6195 84 30 91.9805 30 101.825C30 105.956 31.5177 109.758 34.065 112.781C32.078 115.337 30.9 118.517 30.9 121.965C30.9 129.662 36.773 136.029 44.411 137.083C44.4037 137.283 44.4 137.484 44.4 137.686C44.4 146.368 51.25 153.407 59.7 153.407C63.6342 153.407 67.2216 151.881 69.9323 149.374C72.9461 153.987 77.922 157 83.55 157C83.8519 157 84.152 156.991 84.45 156.974C84.748 156.991 85.048 157 85.35 157C90.978 157 95.9539 153.987 98.9677 149.374C101.678 151.881 105.266 153.407 109.2 153.407C117.65 153.407 124.5 146.368 124.5 137.686C124.5 137.484 124.496 137.283 124.489 137.083ZM65.6448 111.177C64.4405 112.983 62.8978 114.575 61.0986 115.877C61.9358 117.742 62.4 119.801 62.4 121.965C62.4 122.046 62.3993 122.127 62.398 122.209C65.81 122.832 68.8308 124.618 71.0589 127.153C74.1099 123.421 78.5751 121.067 83.55 121.067C83.8519 121.067 84.152 121.075 84.45 121.092C84.748 121.075 85.048 121.067 85.35 121.067C90.3249 121.067 94.7901 123.421 97.8411 127.153C100.069 124.618 103.09 122.832 106.502 122.209C106.501 122.127 106.5 122.046 106.5 121.965C106.5 120.788 106.637 119.643 106.897 118.542C104.284 119.984 101.272 120.806 98.0672 120.806C95.1292 120.806 92.3543 120.116 89.8991 118.89C87.444 120.116 84.669 120.806 81.731 120.806C74.7438 120.806 68.6788 116.901 65.6448 111.177Z" fill="white"/> <path d="M27.5061 73.8715C27.224 72.8118 27.8765 71.7781 28.9565 71.5874C32.2836 70.9998 39.4137 70.3189 45.3161 73.6971C53.3101 78.2723 56.025 88.5606 56.025 88.5606C56.025 88.5606 45.0259 92.7468 37.0318 88.1715C31.0333 84.7384 28.4313 77.3475 27.5061 73.8715Z" fill="#FFECD4"/> <path d="M138.089 73.8715C138.371 72.8118 137.719 71.7781 136.639 71.5874C133.312 70.9998 126.182 70.3189 120.279 73.6971C112.285 78.2723 109.57 88.5606 109.57 88.5606C109.57 88.5606 120.569 92.7468 128.563 88.1715C134.562 84.7384 137.164 77.3475 138.089 73.8715Z" fill="#FFECD4"/> <g style="mix-blend-mode:multiply"> <path d="M32.3296 76.6276C32.0166 75.5765 32.672 74.5418 33.7573 74.3844C36.167 74.0348 40.4547 73.8336 44.0578 75.8957C49.3998 78.9532 51.2141 85.8284 51.2141 85.8284C51.2141 85.8284 43.8638 88.6259 38.5217 85.5684C34.8389 83.4606 33.0719 79.1204 32.3296 76.6276Z" fill="#FFECD4" fill-opacity="0.8"/> </g> <g style="mix-blend-mode:multiply"> <path d="M133.682 77.0079C133.995 75.9569 133.34 74.9222 132.254 74.7647C129.845 74.4152 125.557 74.2139 121.954 76.2761C116.612 79.3335 114.798 86.2088 114.798 86.2088C114.798 86.2088 122.148 89.0062 127.49 85.9487C131.173 83.8409 132.94 79.5007 133.682 77.0079Z" fill="#FFECD4" fill-opacity="0.8"/> </g> <path d="M44.5384 107.363C43.1695 124.963 57.0822 140 74.7357 140H91.2498C108.909 140 122.823 124.955 121.446 107.35L118.598 70.9449C117.674 59.1221 107.81 50 95.9513 50H70.0181C58.1554 50 48.29 59.1279 47.3702 70.9548L44.5384 107.363Z" fill="url(#paint0_linear_57_75)"/> <ellipse cx="64" cy="109.5" rx="4" ry="4.5" fill="#3A211F"/> <circle cx="65.75" cy="107.75" r="0.75" fill="white"/> <ellipse rx="4" ry="4.5" transform="matrix(-1 0 0 1 104 109.5)" fill="#3A211F"/> <circle r="0.75" transform="matrix(-1 0 0 1 105.75 107.75)" fill="white"/> <rect x="84.9924" y="118.135" width="1.66414" height="7.21125" rx="0.832068" fill="#3A211F"/> <path d="M91.714 115.419C91.714 113.866 89.0918 112.608 85.857 112.608C82.6223 112.608 80.0001 113.866 80.0001 115.419C80.0001 116.972 82.6223 120.661 85.8571 120.661C89.0918 120.661 91.714 116.972 91.714 115.419Z" fill="#3A211F"/> <circle cx="82.5625" cy="115.17" r="1.09818" fill="white"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M73.6286 38C69.0784 38 65.1921 40.6647 63.6486 44.4202C62.2929 43.8372 60.7847 43.5121 59.1956 43.5121C53.3378 43.5121 48.5804 47.9283 48.5052 53.4027C42.8418 55.0882 39 58.3639 39 62.1286C39 64.8496 41.0068 67.315 44.2577 69.1093C43.5442 70.4528 43.1429 71.9675 43.1429 73.5701C43.1429 79.1052 47.9295 83.5923 53.8341 83.5923C55.4233 83.5923 56.9315 83.2672 58.2872 82.6842C59.8306 86.4398 63.717 89.1044 68.2672 89.1044C71.2465 89.1044 73.9412 87.962 75.88 86.119C77.8296 88.0587 80.5953 89.2697 83.6627 89.2697C86.4913 89.2697 89.0633 88.2399 90.9755 86.5585C92.8661 88.1419 95.361 89.1044 98.0957 89.1044C102.571 89.1044 106.404 86.5266 107.998 82.8685C109.232 83.3353 110.581 83.5923 111.994 83.5923C117.899 83.5923 122.686 79.1052 122.686 73.5701C122.686 72.0055 122.303 70.5247 121.621 69.2053C124.324 67.3867 126 64.8541 126 62.0531C126 57.937 122.38 54.4005 117.203 52.8577C116.832 47.6382 112.198 43.5121 106.536 43.5121C105.123 43.5121 103.774 43.7691 102.539 44.2359C100.946 40.5778 97.1124 38 92.637 38C88.4989 38 84.9099 40.2039 83.1328 43.4278C81.3557 40.2039 77.7667 38 73.6286 38Z" fill="#FAFAFA"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M74.7222 41.1601C70.7329 41.1601 67.3256 43.4964 65.9725 46.789C64.7839 46.2778 63.4616 45.9928 62.0683 45.9928C56.9326 45.9928 52.7617 49.8645 52.6958 54.6641C47.7306 56.1418 44.3624 59.0137 44.3624 62.3143C44.3624 64.6998 46.1218 66.8613 48.9719 68.4345C48.3464 69.6123 47.9946 70.9403 47.9946 72.3453C47.9946 77.198 52.1911 81.1319 57.3678 81.1319C58.7611 81.1319 60.0834 80.847 61.272 80.3358C62.6252 83.6284 66.0324 85.9646 70.0218 85.9646C72.6338 85.9646 74.9963 84.9631 76.696 83.3473C78.4053 85.0479 80.83 86.1095 83.5193 86.1095C85.9992 86.1095 88.2542 85.2067 89.9307 83.7325C91.5882 85.1207 93.7756 85.9646 96.1732 85.9646C100.097 85.9646 103.458 83.7046 104.855 80.4974C105.937 80.9067 107.12 81.1319 108.358 81.1319C113.535 81.1319 117.732 77.198 117.732 72.3453C117.732 70.9736 117.396 69.6753 116.798 68.5186C119.168 66.9242 120.638 64.7038 120.638 62.2481C120.638 58.6395 117.464 55.5389 112.925 54.1863C112.599 49.6102 108.537 45.9928 103.573 45.9928C102.334 45.9928 101.151 46.2181 100.069 46.6273C98.6717 43.4202 95.3111 41.1601 91.3874 41.1601C87.7594 41.1601 84.6128 43.0923 83.0548 45.9188C81.4968 43.0923 78.3502 41.1601 74.7222 41.1601Z" fill="white"/> <circle cx="60" cy="122" r="5" fill="#FFC6AD"/> <circle cx="109" cy="122" r="5" fill="#FFC6AD"/> <path d="M71.3565 59.4298C75.7226 56.5833 77.4976 48.7118 77.4976 48.7118C77.4976 48.7118 69.579 47.16 65.2129 50.0065C60.8468 52.853 59.0718 60.7245 59.0718 60.7245C59.0718 60.7245 66.9904 62.2763 71.3565 59.4298Z" fill="#34876F"/> <path d="M100.323 68.1913C95.9377 64.207 87.0622 64.1947 87.0622 64.1947C87.0622 64.1947 87.9234 73.0284 92.309 77.0127C96.6945 80.9971 105.57 81.0093 105.57 81.0093C105.57 81.0093 104.709 72.1756 100.323 68.1913Z" fill="#34876F"/> <path d="M87.5629 124.174C82.4537 123.144 75.8911 126.419 75.8911 126.419C75.8911 126.419 80.6717 131.981 85.781 133.011C90.8902 134.041 97.4528 130.767 97.4528 130.767C97.4528 130.767 92.6721 125.204 87.5629 124.174Z" fill="#34876F"/> <path d="M98.1306 143.107C99.6142 145.9 104.287 147.393 104.287 147.393C104.287 147.393 105.665 142.685 104.181 139.893C102.698 137.1 98.0253 135.607 98.0253 135.607C98.0253 135.607 96.647 140.315 98.1306 143.107Z" fill="#34876F"/> <path d="M72.3862 75.8239C72.5101 75.7527 72.6317 75.675 72.7508 75.5907C74.7853 74.1508 75.2753 71.3453 73.8451 69.3245C72.4149 67.3036 69.6062 66.8325 67.5716 68.2724C67.3741 68.4122 67.1911 68.5649 67.0231 68.7284C66.8979 66.9873 65.7946 65.3998 64.0858 64.7725C61.7741 63.9239 59.2298 65.154 58.4028 67.5199C57.962 68.7812 58.0982 70.1107 58.6718 71.2058C58.4883 71.1832 58.3016 71.1713 58.1124 71.1708C55.6061 71.1638 53.5999 73.1542 53.6313 75.6164C53.6627 78.0787 55.72 80.0804 58.2263 80.0874C58.3616 80.0878 58.4954 80.0824 58.6275 80.0713C58.5732 80.1923 58.5235 80.3167 58.4789 80.4444C57.6519 82.8103 58.8555 85.4162 61.1671 86.2648C63.4788 87.1133 66.0231 85.8833 66.8501 83.5173C66.9235 83.3072 66.9809 83.0952 67.023 82.8827C67.8418 83.6214 68.9307 84.0746 70.121 84.0779C72.6272 84.0849 74.6335 82.0945 74.6021 79.6323C74.5815 78.0237 73.6963 76.6116 72.3862 75.8239Z" fill="#FFCE05"/> <g style="mix-blend-mode:multiply"> <circle cx="65.0558" cy="75.8549" r="3.38163" transform="rotate(79.3678 65.0558 75.8549)" fill="#FED402"/> </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_57_75" transform="scale(0.00714286 0.00641026)"/> </pattern> <linearGradient id="paint0_linear_57_75" x1="81.7454" y1="140" x2="81.5032" y2="80.9678" gradientUnits="userSpaceOnUse"> <stop stop-color="#FFECD5"/> <stop offset="1" stop-color="#FFE9CF"/> </linearGradient> <image id="image0_57_75" 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