61 lines
17 KiB
XML
61 lines
17 KiB
XML
<svg width="250" height="144" viewBox="0 0 250 144" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
|
|
<rect x="2" width="245.667" height="144" rx="6" fill="url(#paint0_radial_4870_357167)"/>
|
|
<rect opacity="0.2" width="249.6" height="144" fill="url(#pattern0)"/>
|
|
<rect x="34.9768" y="32.5508" width="179.713" height="78.8984" rx="6.57487" fill="white"/>
|
|
<circle cx="47.0308" cy="44.6048" r="3.28743" fill="#E5E7EB"/>
|
|
<rect x="43.7434" y="52.2754" width="26.2995" height="2.28743" rx="1.09581" fill="#D1D5DB"/>
|
|
<rect x="43.7434" y="58.9463" width="18.2995" height="2.19162" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="43.7434" y="65.521" width="10.2995" height="2.19162" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="43.7434" y="72.0957" width="18.2995" height="2.19162" rx="1.09581" fill="#E5E7EB"/>
|
|
<path d="M77.7135 36.9341V107.066H79.9051V36.9341H77.7135Z" fill="#E5E7EB" mask="url(#path-4-inside-1_4870_357167)"/>
|
|
<rect x="87.5757" y="41.3174" width="26.2995" height="2.19162" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="87.5757" y="47.8921" width="8.76649" height="2.19162" rx="1.09581" fill="#D1D5DB"/>
|
|
<rect x="98.5339" y="47.8921" width="8.76649" height="2.19162" rx="1.09581" fill="#D1D5DB"/>
|
|
<rect x="109.492" y="47.8921" width="8.76649" height="2.19162" rx="1.09581" fill="#D1D5DB"/>
|
|
<rect x="120.45" y="47.8921" width="8.76649" height="2.19162" rx="1.09581" fill="#D1D5DB"/>
|
|
<rect x="131.408" y="47.8921" width="8.76649" height="2.19162" rx="1.09581" fill="#D1D5DB"/>
|
|
<rect x="142.366" y="47.8921" width="8.76649" height="2.19162" rx="1.09581" fill="#D1D5DB"/>
|
|
<rect x="153.324" y="47.8921" width="8.76649" height="2.19162" rx="1.09581" fill="#D1D5DB"/>
|
|
<rect x="109.492" y="54.4668" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="120.45" y="54.4668" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="131.408" y="54.4668" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="142.366" y="54.4668" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="153.324" y="54.4668" width="8.76649" height="8.76649" rx="1.09581" fill="#F3F4F6"/>
|
|
<rect x="87.5757" y="67.6167" width="8.76649" height="8.76649" rx="1.09581" fill="#F3F4F6"/>
|
|
<rect x="98.5339" y="67.6167" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="109.492" y="67.6167" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="120.45" y="67.6167" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="131.408" y="67.6167" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="142.366" y="67.6167" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="153.324" y="67.6167" width="8.76649" height="8.76649" rx="1.09581" fill="#F3F4F6"/>
|
|
<rect x="87.5757" y="80.7666" width="8.76649" height="8.76649" rx="1.09581" fill="#F3F4F6"/>
|
|
<rect x="98.5339" y="80.7666" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="109.492" y="80.7666" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="120.45" y="80.7666" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="131.408" y="80.7666" width="8.76649" height="8.76649" rx="1.09581" fill="#9CA3AF"/>
|
|
<rect x="142.366" y="80.7666" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="153.324" y="80.7666" width="8.76649" height="8.76649" rx="1.09581" fill="#F3F4F6"/>
|
|
<rect x="87.5757" y="93.916" width="8.76649" height="8.76649" rx="1.09581" fill="#F3F4F6"/>
|
|
<rect x="98.5339" y="93.916" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="109.492" y="93.916" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="120.45" y="93.916" width="8.76649" height="8.76649" rx="1.09581" fill="#E5E7EB"/>
|
|
<path d="M169.762 36.9341V107.066H171.953V36.9341H169.762Z" fill="#E5E7EB" mask="url(#path-11-inside-2_4870_357167)"/>
|
|
<rect x="179.624" y="41.3174" width="26.2995" height="2.19162" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="179.624" y="47.8921" width="26.2995" height="5.47906" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="179.624" y="57.7544" width="26.2995" height="5.47906" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="179.624" y="67.6167" width="26.2995" height="5.47906" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="179.624" y="77.479" width="26.2995" height="5.47906" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="179.624" y="87.3413" width="26.2995" height="5.47906" rx="1.09581" fill="#E5E7EB"/>
|
|
<rect x="179.624" y="97.2036" width="26.2995" height="5.47906" rx="1.09581" fill="#E5E7EB"/>
|
|
<defs>
|
|
<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
|
|
<use xlink:href="#image0_4870_357167" transform="scale(0.00480769 0.00833333)"/>
|
|
</pattern>
|
|
<radialGradient id="paint0_radial_4870_357167" cx="0" cy="0" r="1" gradientUnits="userSpaceOnUse" gradientTransform="translate(457.368 -66) rotate(151.954) scale(454.486 744.445)">
|
|
<stop stop-color="#A2ABBE"/>
|
|
<stop offset="1" stop-color="#D4D4D5"/>
|
|
</radialGradient>
|
|
<image id="image0_4870_357167" width="208" height="120" xlink:href="data:image/png;base64,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"/>
|
|
</defs>
|
|
</svg>
|