notion-enhancer/media/colour.svg

<svg width="250" height="250" viewBox="0 0 250 250" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="M250 0H0V250H250V0Z" fill="url(#pattern0)"/>
<rect x="77" y="86" width="119" height="120" fill="white"/>
<path d="M161 131L145 118L138 126.5L154 139.5L161 131Z" fill="white"/>
<path d="M161.095 131.298L160.745 131.018L144.854 118.277L144.529 118.016L164.458 93.1746C165.339 92.0767 166.62 91.3736 168.019 91.2199C169.418 91.0663 170.821 91.4746 171.919 92.355L180.204 98.9958C181.302 99.8766 182.005 101.157 182.159 102.557C182.313 103.956 181.904 105.359 181.024 106.457L161.095 131.303L161.095 131.298ZM154.454 139.584L107.955 197.558C107.074 198.656 105.794 199.359 104.394 199.513C102.995 199.666 101.593 199.258 100.494 198.377L92.2135 191.731C91.1156 190.85 90.4125 189.569 90.2588 188.17C90.1052 186.771 90.5135 185.368 91.394 184.27L137.893 126.296L138.246 126.579L154.123 139.318L154.454 139.584Z" fill="#9038FF"/>
<path d="M161.095 131.298L160.745 131.018L144.854 118.277L144.529 118.016L164.458 93.1746C165.339 92.0767 166.62 91.3736 168.019 91.2199C169.418 91.0663 170.821 91.4746 171.919 92.355L180.204 98.9958C181.302 99.8766 182.005 101.157 182.159 102.557C182.313 103.956 181.904 105.359 181.024 106.457L161.095 131.303L161.095 131.298ZM154.454 139.584L107.955 197.558C107.074 198.656 105.794 199.359 104.394 199.513C102.995 199.666 101.593 199.258 100.494 198.377L92.2135 191.731C91.1156 190.85 90.4125 189.569 90.2588 188.17C90.1052 186.771 90.5135 185.368 91.394 184.27L137.893 126.296L138.246 126.579L154.123 139.318L154.454 139.584Z" fill="url(#paint0_linear)"/>
<path d="M144.529 118.016L141.211 122.156L137.893 126.296L138.246 126.579L144.854 118.277L144.529 118.016Z" fill="#9038FF"/>
<path d="M144.529 118.016L141.211 122.156L137.893 126.296L138.246 126.579L144.854 118.277L144.529 118.016Z" fill="url(#paint1_linear)"/>
<path d="M161.095 131.303L161.095 131.298L160.745 131.018L154.123 139.318L154.454 139.584L161.095 131.303Z" fill="#9038FF"/>
<path d="M161.095 131.303L161.095 131.298L160.745 131.018L154.123 139.318L154.454 139.584L161.095 131.303Z" fill="url(#paint2_linear)"/>
<path d="M116.112 116.608L117.236 119.527L117.367 119.866L117.729 119.847L120.853 119.68L118.424 121.651L118.142 121.88L118.272 122.219L119.396 125.138L116.771 123.437L116.466 123.239L116.184 123.468L113.755 125.439L114.562 122.417L114.656 122.066L114.351 121.869L111.726 120.168L114.849 120.001L115.212 119.981L115.306 119.63L116.112 116.608Z" fill="#FDCC80"/>
<path d="M116.112 116.608L117.236 119.527L117.367 119.866L117.729 119.847L120.853 119.68L118.424 121.651L118.142 121.88L118.272 122.219L119.396 125.138L116.771 123.437L116.466 123.239L116.184 123.468L113.755 125.439L114.562 122.417L114.656 122.066L114.351 121.869L111.726 120.168L114.849 120.001L115.212 119.981L115.306 119.63L116.112 116.608Z" fill="url(#paint3_linear)"/>
<path d="M116.112 116.608L117.236 119.527L117.367 119.866L117.729 119.847L120.853 119.68L118.424 121.651L118.142 121.88L118.272 122.219L119.396 125.138L116.771 123.437L116.466 123.239L116.184 123.468L113.755 125.439L114.562 122.417L114.656 122.066L114.351 121.869L111.726 120.168L114.849 120.001L115.212 119.981L115.306 119.63L116.112 116.608Z" stroke="#FDCC80"/>
<path d="M190.715 108.334L191.839 111.253L191.97 111.592L192.333 111.573L195.456 111.406L193.027 113.377L192.745 113.606L192.876 113.945L194 116.864L191.375 115.163L191.07 114.966L190.788 115.194L188.359 117.165L189.165 114.143L189.259 113.792L188.954 113.595L186.329 111.894L189.452 111.727L189.815 111.707L189.909 111.356L190.715 108.334Z" fill="#FDCC80"/>
<path d="M190.715 108.334L191.839 111.253L191.97 111.592L192.333 111.573L195.456 111.406L193.027 113.377L192.745 113.606L192.876 113.945L194 116.864L191.375 115.163L191.07 114.966L190.788 115.194L188.359 117.165L189.165 114.143L189.259 113.792L188.954 113.595L186.329 111.894L189.452 111.727L189.815 111.707L189.909 111.356L190.715 108.334Z" fill="url(#paint4_linear)"/>
<path d="M190.715 108.334L191.839 111.253L191.97 111.592L192.333 111.573L195.456 111.406L193.027 113.377L192.745 113.606L192.876 113.945L194 116.864L191.375 115.163L191.07 114.966L190.788 115.194L188.359 117.165L189.165 114.143L189.259 113.792L188.954 113.595L186.329 111.894L189.452 111.727L189.815 111.707L189.909 111.356L190.715 108.334Z" stroke="#FDCC80"/>
<path d="M142.486 168.803L143.61 171.722L143.741 172.061L144.103 172.042L147.227 171.875L144.798 173.846L144.516 174.075L144.647 174.414L145.77 177.333L143.145 175.632L142.841 175.434L142.558 175.663L140.13 177.634L140.936 174.612L141.03 174.261L140.725 174.063L138.1 172.362L141.223 172.196L141.586 172.176L141.68 171.825L142.486 168.803Z" fill="#FDCC80"/>
<path d="M142.486 168.803L143.61 171.722L143.741 172.061L144.103 172.042L147.227 171.875L144.798 173.846L144.516 174.075L144.647 174.414L145.77 177.333L143.145 175.632L142.841 175.434L142.558 175.663L140.13 177.634L140.936 174.612L141.03 174.261L140.725 174.063L138.1 172.362L141.223 172.196L141.586 172.176L141.68 171.825L142.486 168.803Z" fill="url(#paint5_linear)"/>
<path d="M142.486 168.803L143.61 171.722L143.741 172.061L144.103 172.042L147.227 171.875L144.798 173.846L144.516 174.075L144.647 174.414L145.77 177.333L143.145 175.632L142.841 175.434L142.558 175.663L140.13 177.634L140.936 174.612L141.03 174.261L140.725 174.063L138.1 172.362L141.223 172.196L141.586 172.176L141.68 171.825L142.486 168.803Z" stroke="#FDCC80"/>
<path d="M130.756 99.7448L132.579 104.478L132.709 104.818L133.072 104.798L138.137 104.528L134.199 107.724L133.917 107.953L134.047 108.292L135.87 113.025L131.613 110.267L131.308 110.069L131.026 110.298L127.087 113.495L128.395 108.594L128.489 108.243L128.184 108.045L123.927 105.287L128.992 105.016L129.355 104.997L129.448 104.646L130.756 99.7448Z" fill="#FDCC80"/>
<path d="M130.756 99.7448L132.579 104.478L132.709 104.818L133.072 104.798L138.137 104.528L134.199 107.724L133.917 107.953L134.047 108.292L135.87 113.025L131.613 110.267L131.308 110.069L131.026 110.298L127.087 113.495L128.395 108.594L128.489 108.243L128.184 108.045L123.927 105.287L128.992 105.016L129.355 104.997L129.448 104.646L130.756 99.7448Z" fill="url(#paint6_linear)"/>
<path d="M130.756 99.7448L132.579 104.478L132.709 104.818L133.072 104.798L138.137 104.528L134.199 107.724L133.917 107.953L134.047 108.292L135.87 113.025L131.613 110.267L131.308 110.069L131.026 110.298L127.087 113.495L128.395 108.594L128.489 108.243L128.184 108.045L123.927 105.287L128.992 105.016L129.355 104.997L129.448 104.646L130.756 99.7448Z" stroke="#FDCC80"/>
<path d="M182.314 121.648L184.137 126.382L184.267 126.721L184.63 126.701L189.695 126.431L185.756 129.627L185.474 129.856L185.605 130.195L187.427 134.929L183.17 132.17L182.866 131.973L182.584 132.202L178.645 135.398L179.953 130.497L180.046 130.146L179.741 129.948L175.484 127.19L180.55 126.919L180.912 126.9L181.006 126.549L182.314 121.648Z" fill="#FDCC80"/>
<path d="M182.314 121.648L184.137 126.382L184.267 126.721L184.63 126.701L189.695 126.431L185.756 129.627L185.474 129.856L185.605 130.195L187.427 134.929L183.17 132.17L182.866 131.973L182.584 132.202L178.645 135.398L179.953 130.497L180.046 130.146L179.741 129.948L175.484 127.19L180.55 126.919L180.912 126.9L181.006 126.549L182.314 121.648Z" fill="url(#paint7_linear)"/>
<path d="M182.314 121.648L184.137 126.382L184.267 126.721L184.63 126.701L189.695 126.431L185.756 129.627L185.474 129.856L185.605 130.195L187.427 134.929L183.17 132.17L182.866 131.973L182.584 132.202L178.645 135.398L179.953 130.497L180.046 130.146L179.741 129.948L175.484 127.19L180.55 126.919L180.912 126.9L181.006 126.549L182.314 121.648Z" stroke="#FDCC80"/>
<defs>
<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#image0" transform="scale(0.00195312)"/>
</pattern>
<linearGradient id="paint0_linear" x1="130.712" y1="95.3178" x2="141.707" y2="195.414" gradientUnits="userSpaceOnUse">
<stop stop-color="#F342FF"/>
<stop offset="1" stop-color="white" stop-opacity="0"/>
</linearGradient>
<linearGradient id="paint1_linear" x1="130.712" y1="95.3178" x2="141.707" y2="195.414" gradientUnits="userSpaceOnUse">
<stop stop-color="#F342FF"/>
<stop offset="1" stop-color="white" stop-opacity="0"/>
</linearGradient>
<linearGradient id="paint2_linear" x1="130.712" y1="95.3178" x2="141.707" y2="195.414" gradientUnits="userSpaceOnUse">
<stop stop-color="#F342FF"/>
<stop offset="1" stop-color="white" stop-opacity="0"/>
</linearGradient>
<linearGradient id="paint3_linear" x1="116.026" y1="114.992" x2="116.711" y2="127.821" gradientUnits="userSpaceOnUse">
<stop stop-color="#FFE171"/>
<stop offset="1" stop-color="white" stop-opacity="0"/>
</linearGradient>
<linearGradient id="paint4_linear" x1="190.629" y1="106.719" x2="191.314" y2="119.547" gradientUnits="userSpaceOnUse">
<stop stop-color="#FFE171"/>
<stop offset="1" stop-color="white" stop-opacity="0"/>
</linearGradient>
<linearGradient id="paint5_linear" x1="142.4" y1="167.187" x2="143.085" y2="180.016" gradientUnits="userSpaceOnUse">
<stop stop-color="#FFE171"/>
<stop offset="1" stop-color="white" stop-opacity="0"/>
</linearGradient>
<linearGradient id="paint6_linear" x1="130.67" y1="98.1291" x2="131.641" y2="116.302" gradientUnits="userSpaceOnUse">
<stop stop-color="#FFE171"/>
<stop offset="1" stop-color="white" stop-opacity="0"/>
</linearGradient>
<linearGradient id="paint7_linear" x1="182.228" y1="120.032" x2="183.199" y2="138.206" gradientUnits="userSpaceOnUse">
<stop stop-color="#FFE171"/>
<stop offset="1" stop-color="white" stop-opacity="0"/>
</linearGradient>
<image id="image0" width="512" height="512" xlink:href="data:image/png;base64,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"/>
</defs>
</svg>