Monkey

Скачать
<?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"/> <g clip-path="url(#clip0_109_58)"> <rect x="14" y="16" width="140" height="156" rx="4" fill="#FFE5DA" fill-opacity="0.8"/> <circle cx="32" cy="97" r="16" fill="#D2714C"/> <circle cx="33" cy="97" r="12" fill="#FFE1C2"/> <circle r="16" transform="matrix(-1 0 0 1 135 97)" fill="#D2714C"/> <circle r="12" transform="matrix(-1 0 0 1 134 97)" fill="#FFE1C2"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M90.7634 43.3029C93.3582 44.2474 94.6962 47.1166 93.7517 49.7115L89.9895 60.0481C89.1803 62.2712 86.9584 63.5718 84.7065 63.3048C84.3371 63.5734 83.9243 63.7955 83.4737 63.9595C80.8788 64.904 78.0096 63.5661 77.0651 60.9712L73.3029 50.6346C72.3584 48.0397 73.6964 45.1705 76.2913 44.226C78.8861 43.2815 81.7554 44.6195 82.6998 47.2144L83.3593 49.0263L84.3548 46.2913C85.2993 43.6964 88.1685 42.3584 90.7634 43.3029Z" fill="#D2714C"/> <path d="M135 102.152C135 125.816 111.943 145 83.5 145C55.0573 145 32 125.816 32 102.152C32 78.4874 55.0573 52 83.5 52C111.943 52 135 78.4874 135 102.152Z" fill="#D2714C"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M40.3676 125.573C40.838 116.159 48.5875 108 58.862 108H108.224C118.46 108 126.192 116.098 126.713 125.47C117.534 137.221 101.619 144.994 83.522 145C83.5147 145 83.5073 145 83.5 145C83.4927 145 83.4854 145 83.478 145C65.4335 144.994 49.5588 137.266 40.3676 125.573Z" fill="#FFE1C2"/> <path fill-rule="evenodd" clip-rule="evenodd" d="M84 109.381C80.5546 117.678 73.1294 123.419 64.525 123.419C52.6371 123.419 43 112.46 43 98.9424C43 85.4244 52.6371 74.4659 64.525 74.4659C73.1294 74.4659 80.5546 80.2068 84 88.5039C87.4454 80.2068 94.8706 74.4659 103.475 74.4659C115.363 74.4659 125 85.4244 125 98.9424C125 112.46 115.363 123.419 103.475 123.419C94.8706 123.419 87.4454 117.678 84 109.381Z" fill="#FFE1C2"/> <ellipse rx="8" ry="10" transform="matrix(-1 0 0 1 63 104)" fill="#562B30"/> <ellipse rx="3" ry="3.5" transform="matrix(-1 0 0 1 65 100.5)" fill="white"/> <circle r="1.5" transform="matrix(-1 0 0 1 60.5 105.5)" fill="white"/> <ellipse cx="106" cy="104" rx="8" ry="10" fill="#562B30"/> <ellipse cx="104" cy="100.5" rx="3" ry="3.5" fill="white"/> <circle cx="108.5" cy="105.5" r="1.5" fill="white"/> <path d="M91.6846 114.146C91.6846 116.014 88.7433 117.218 85.1151 117.218C81.4869 117.218 78.5457 116.014 78.5457 114.146C78.5457 112.279 81.4869 110 85.1151 110C88.7433 110 91.6846 112.279 91.6846 114.146Z" fill="#562B30"/> <circle cx="88.1293" cy="112.581" r="0.927448" fill="white"/> <path d="M85.0855 111.903V118.74C85.0855 120.973 86.8954 122.783 89.1282 122.783H89.693C91.6138 122.783 93.1709 121.226 93.1709 119.305V119.305" stroke="#562B30" stroke-width="1.70032" stroke-linecap="round" stroke-linejoin="round"/> <path d="M85.0854 111.903V118.74C85.0854 120.973 83.2755 122.783 81.0427 122.783H80.4779C78.5571 122.783 77 121.226 77 119.305V119.305" stroke="#562B30" stroke-width="1.70032" stroke-linecap="round" stroke-linejoin="round"/> <ellipse cx="54.5" cy="118.5" rx="7.5" ry="5.5" fill="#FFB99B"/> <ellipse cx="113.5" cy="118.5" rx="7.5" ry="5.5" fill="#FFB99B"/> <g clip-path="url(#clip1_109_58)"> <path d="M103.29 139.113C104.038 137.574 104.282 136.057 104.138 134.666C104.02 133.523 104.342 132.349 105.015 131.372C105.062 131.304 105.111 131.236 105.162 131.17L107.121 128.598C108.232 127.14 108.109 125.098 106.786 124.027C105.413 122.915 103.337 123.253 102.192 124.756L101.118 126.166C100.146 127.441 98.6502 128.187 97.1256 128.15C95.6369 128.113 94.0511 128.537 92.5146 129.552C87.1861 133.07 81.2085 135.491 74.9467 136.575C68.6849 137.659 62.4412 137.354 56.6139 135.767C52.9693 134.775 49.6348 136.547 47.8035 139.292C45.9647 142.049 45.6415 145.786 48.0429 148.691C50.9592 152.219 54.6771 155.08 59.0278 156.998C70.4531 162.034 84.1826 159.657 94.2604 150.898C98.1016 147.559 101.149 143.522 103.29 139.113Z" fill="#EEBF00"/> <path d="M105.015 131.372C105.062 131.304 105.111 131.236 105.162 131.17L106.189 129.821L107.121 128.598C108.232 127.14 108.109 125.098 106.786 124.027C105.413 122.915 103.337 123.253 102.192 124.756L101.199 126.06L101.118 126.166C100.146 127.441 98.6502 128.187 97.1256 128.15C95.6369 128.113 94.0511 128.537 92.5146 129.552C87.1861 133.07 81.2085 135.491 74.9467 136.575C68.6849 137.659 62.4412 137.354 56.6139 135.767C52.9693 134.775 49.6348 136.547 47.8035 139.292C55.6097 146.61 66.3743 149.915 77.3513 148.363C88.2551 146.822 98.3199 140.636 105.015 131.372Z" fill="#FFD422"/> <path d="M106.189 129.821L107.121 128.598C108.232 127.14 108.109 125.098 106.786 124.027C105.413 122.915 103.337 123.253 102.192 124.756L101.199 126.06C102.494 127.747 104.212 129.041 106.189 129.821Z" fill="#AA6100"/> </g> <g clip-path="url(#clip2_109_58)"> <path d="M121.195 62.7688C120.931 61.8878 120.476 61.1993 119.914 60.701C119.451 60.2916 119.152 59.71 119.063 59.0789C119.057 59.0347 119.052 58.9902 119.048 58.9455L118.888 57.216C118.798 56.2352 118.007 55.472 117.094 55.5292C116.147 55.5885 115.448 56.4762 115.542 57.4872L115.629 58.4359C115.708 59.2934 115.387 60.1322 114.771 60.6716C114.169 61.1984 113.695 61.9425 113.456 62.9024C112.626 66.231 111.141 69.3616 109.058 72.0665C106.974 74.7715 104.393 76.9202 101.511 78.4105C99.7082 79.3426 99.0331 81.2559 99.3063 83.0076C99.5807 84.7665 100.811 86.3627 102.817 86.6392C105.253 86.975 107.764 86.7556 110.183 85.933C116.534 83.7728 121.102 77.842 121.906 70.7135C122.212 67.9963 121.95 65.2916 121.195 62.7688Z" fill="#EEBF00"/> <path d="M119.063 59.0789C119.057 59.0347 119.052 58.9902 119.048 58.9455L118.964 58.0383L118.888 57.216C118.798 56.2352 118.007 55.472 117.094 55.5292C116.147 55.5885 115.448 56.4762 115.542 57.4872L115.623 58.3642L115.629 58.4359C115.708 59.2934 115.387 60.1322 114.771 60.6716C114.169 61.1984 113.695 61.9425 113.456 62.9024C112.626 66.231 111.141 69.3616 109.058 72.0665C106.974 74.7715 104.393 76.9202 101.511 78.4105C99.7082 79.3426 99.0331 81.2559 99.3063 83.0076C105.055 83.0655 110.515 80.4604 114.294 75.8566C118.048 71.2834 119.782 65.1777 119.063 59.0789Z" fill="#FFD422"/> <path d="M118.964 58.0384L118.888 57.2161C118.798 56.2352 118.007 55.4721 117.094 55.5292C116.147 55.5885 115.448 56.4762 115.542 57.4872L115.623 58.3642C116.748 58.5609 117.898 58.4488 118.964 58.0384Z" fill="#AA6100"/> </g> <g clip-path="url(#clip3_109_58)"> <path d="M40.679 59.6889C40.4541 59.0999 40.4134 58.5357 40.5108 58.0297C40.5909 57.614 40.5105 57.1729 40.2948 56.7929C40.2797 56.7663 40.264 56.7399 40.2476 56.7139L39.6114 55.7073C39.2507 55.1365 39.3613 54.3913 39.8812 54.0408C40.4207 53.6771 41.1714 53.8675 41.5433 54.4559L41.8922 55.008C42.2077 55.5071 42.7327 55.8287 43.2933 55.864C43.8407 55.8986 44.409 56.1051 44.9402 56.5267C46.7823 57.9888 48.8978 59.0691 51.1606 59.6682C53.4234 60.2672 55.7243 60.3559 57.9134 59.961C59.2826 59.714 60.4492 60.4715 61.0329 61.5376C61.6191 62.6081 61.6176 63.9898 60.643 64.9785C59.4596 66.1793 58.0034 67.1096 56.3454 67.6735C51.9913 69.1543 47.0299 67.8409 43.6136 64.3031C42.3115 62.9546 41.3232 61.3755 40.679 59.6889Z" fill="#EEBF00"/> <path d="M40.2948 56.7929C40.2797 56.7663 40.264 56.7399 40.2476 56.7139L39.9139 56.1859L39.6114 55.7073C39.2507 55.1365 39.3613 54.3913 39.8812 54.0408C40.4207 53.6771 41.1714 53.8675 41.5433 54.4559L41.8659 54.9663L41.8922 55.008C42.2077 55.5071 42.7327 55.8287 43.2933 55.864C43.8407 55.8986 44.409 56.1051 44.9402 56.5267C46.7823 57.9888 48.8978 59.0691 51.1606 59.6682C53.4234 60.2672 55.7243 60.3559 57.9134 59.961C59.2826 59.714 60.4492 60.4715 61.0329 61.5376C57.9334 63.9718 53.8774 64.8385 49.8995 63.9164C45.9481 63.0004 42.4538 60.4072 40.2948 56.7929Z" fill="#FFD422"/> <path d="M39.9139 56.1859L39.6114 55.7073C39.2506 55.1365 39.3612 54.3913 39.8812 54.0408C40.4207 53.6771 41.1714 53.8675 41.5432 54.4559L41.8658 54.9663C41.3364 55.5437 40.6646 55.9634 39.9139 56.1859Z" fill="#AA6100"/> </g> </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_109_58" transform="scale(0.00714286 0.00641026)"/> </pattern> <clipPath id="clip0_109_58"> <rect x="14" y="16" width="140" height="156" rx="4" fill="white"/> </clipPath> <clipPath id="clip1_109_58"> <rect width="52" height="56" fill="white" transform="translate(73.9348 99) rotate(37.2993)"/> </clipPath> <clipPath id="clip2_109_58"> <rect width="27.9379" height="30.0869" fill="white" transform="translate(95 57.5679) rotate(-5.27369)"/> </clipPath> <clipPath id="clip3_109_58"> <rect width="19.1533" height="20.6267" fill="white" transform="matrix(-0.845318 0.534264 0.534264 0.845318 52.7394 45.9135)"/> </clipPath> <image id="image0_109_58" width="140" height="156" xlink:href="data:image/png;base64,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"/> </defs> </svg>
  • Yan Liu
  • CC Attribution
  • 25 просмотров
  • 8 скачиваний