67 lines
31 KiB
XML
67 lines
31 KiB
XML
<?xml version="1.0" encoding="UTF-8" standalone="no"?>
|
|
<svg width="63px" height="49px" viewBox="0 0 63 49" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
|
|
<!-- Generator: Sketch 40.3 (33839) - http://www.bohemiancoding.com/sketch -->
|
|
<title>logo_lockup_developer_day_horizontal_clr</title>
|
|
<desc>Created with Sketch.</desc>
|
|
<defs>
|
|
<radialGradient cx="0.890954367%" cy="2.03118334%" fx="0.890954367%" fy="2.03118334%" r="155.168561%" id="radialGradient-1">
|
|
<stop stop-color="#3E2723" stop-opacity="0.2" offset="0%"></stop>
|
|
<stop stop-color="#3E2723" stop-opacity="0.02" offset="100%"></stop>
|
|
</radialGradient>
|
|
<radialGradient cx="99.1096491%" cy="97.9688167%" fx="99.1096491%" fy="97.9688167%" r="155.168561%" id="radialGradient-2">
|
|
<stop stop-color="#BF360C" stop-opacity="0.2" offset="0%"></stop>
|
|
<stop stop-color="#BF360C" stop-opacity="0.02" offset="100%"></stop>
|
|
</radialGradient>
|
|
<radialGradient cx="45.5028044%" cy="-0.78125%" fx="45.5028044%" fy="-0.78125%" r="212.390662%" id="radialGradient-3">
|
|
<stop stop-color="#FFFFFF" stop-opacity="0.1" offset="0%"></stop>
|
|
<stop stop-color="#FFFFFF" stop-opacity="0" offset="100%"></stop>
|
|
</radialGradient>
|
|
<radialGradient cx="-83.3113094%" cy="-0.78125%" fx="-83.3113094%" fy="-0.78125%" r="212.390642%" id="radialGradient-4">
|
|
<stop stop-color="#FFFFFF" stop-opacity="0.1" offset="0%"></stop>
|
|
<stop stop-color="#FFFFFF" stop-opacity="0" offset="100%"></stop>
|
|
</radialGradient>
|
|
</defs>
|
|
<g id="Page-1" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
|
|
<g id="logo_lockup_developer_day_horizontal_clr" transform="translate(-1.000000, -6.000000)">
|
|
<g id="XMLID_1_">
|
|
<g id="XMLID_81_">
|
|
<g id="XMLID_85_" transform="translate(0.000000, 10.189055)">
|
|
<polygon id="XMLID_112_" fill="#DB4437" points="15.4427861 20.3781095 27.1978762 0 13.8714237 0 8.77955821 8.82703602"></polygon>
|
|
<g id="XMLID_107_" transform="translate(0.000000, 6.049751)">
|
|
<image id="XMLID_118_" opacity="0.2" x="0" y="0" width="32.4776119" height="39.800995" xlink:href="data:image/png;base64,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"></image>
|
|
<g id="XMLID_108_" transform="translate(2.547264, 2.547264)" fill="#4285F4">
|
|
<path d="M0.670398408,9.87189174 C-0.0111920398,11.0534464 -0.0111920398,12.5087459 0.670398408,13.6903005 L11.32416,32.159204 L24.6506125,32.159204 L6.23229453,0.230021095 L0.670398408,9.87189174 L0.670398408,9.87189174 Z" id="XMLID_117_"></path>
|
|
</g>
|
|
</g>
|
|
<path d="M3.21766209,21.9689043 C2.90436458,21.425799 2.74207204,20.824527 2.71678726,20.2189055 C2.68707343,20.9308147 2.84936597,21.6488661 3.21766209,22.2873122 L13.8714237,40.7562189 L27.1978762,40.7562189 L27.0142058,40.4378109 L13.8714237,40.4378109 L3.21766209,21.9689043 L3.21766209,21.9689043 Z" id="XMLID_106_" fill="#1A237E" opacity="0.2"></path>
|
|
<g id="XMLID_87_" transform="translate(8.597015, 0.000000)" fill="#FFFFFF" opacity="0.2">
|
|
<polygon id="XMLID_88_" points="5.27440876 0 0.182543284 8.82703602 0.273397811 8.98794985 5.27440876 0.31840796 18.4171908 0.31840796 18.6008613 0"></polygon>
|
|
</g>
|
|
<polygon id="XMLID_103_" fill="#3E2723" opacity="0.2" points="15.4427861 20.3781095 27.1978762 0 27.0142058 0 15.3528836 20.21703"></polygon>
|
|
<path d="M3.21766209,18.7873146 L8.77955821,9.14544716 L27.0142058,40.7562189 L27.1978762,40.7562189 L8.77955821,8.82703602 L3.21766209,18.4689035 C2.84936597,19.1073528 2.68707343,19.825401 2.71678726,20.5373102 C2.74207204,19.9316888 2.90436458,19.3304167 3.21766209,18.7873146 L3.21766209,18.7873146 Z" id="XMLID_102_" fill="#FFFFFF" opacity="0.2"></path>
|
|
<polygon id="XMLID_101_" fill="url(#radialGradient-1)" points="15.4427861 20.3781095 17.228835 17.2819104 8.78719682 8.84027224"></polygon>
|
|
</g>
|
|
<g id="XMLID_76_" transform="translate(31.522388, 5.094527)">
|
|
<polygon id="XMLID_83_" fill="#FFC107" points="14.4875622 25.4726368 2.73247204 45.8507463 16.0589246 45.8507463 21.15079 37.0237102"></polygon>
|
|
<g id="XMLID_93_">
|
|
<image id="XMLID_114_" opacity="0.2" x="0" y="0" width="32.4776119" height="39.800995" xlink:href="data:image/png;base64,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"></image>
|
|
<g id="XMLID_104_" transform="translate(2.547264, 5.094527)" fill="#0F9D58">
|
|
<path d="M24.1654225,22.2873122 C24.8470129,21.1057576 24.8470129,19.6504581 24.1654225,18.4689035 L13.5116609,0 L0.185208358,0 L18.6035264,31.9291829 L24.1654225,22.2873122 L24.1654225,22.2873122 Z" id="XMLID_113_"></path>
|
|
</g>
|
|
</g>
|
|
<path d="M26.7126862,23.881842 C27.0259837,24.4249473 27.1882762,25.0262193 27.213561,25.6318408 C27.2432748,24.9199315 27.0809823,24.2018802 26.7126862,23.563434 L16.0589246,5.09452736 L2.73247204,5.09452736 L2.91614249,5.41293532 L16.0589246,5.41293532 L26.7126862,23.881842 L26.7126862,23.881842 Z" id="XMLID_82_" fill="#FFFFFF" opacity="0.2"></path>
|
|
<polygon id="XMLID_80_" fill="#FFFFFF" opacity="0.2" points="14.4875622 25.4726368 2.73247204 45.8507463 2.91614249 45.8507463 14.5812155 25.6337099"></polygon>
|
|
<path d="M26.7126862,27.0634316 L21.15079,36.7052991 L2.91614249,5.09452736 L2.73247204,5.09452736 L21.15079,37.0237102 L26.7126862,27.3818428 C27.0809823,26.7433934 27.2432748,26.0253453 27.213561,25.313436 C27.1882762,25.9190575 27.0259837,26.5203296 26.7126862,27.0634316 L26.7126862,27.0634316 Z" id="XMLID_79_" fill="#263238" opacity="0.2"></path>
|
|
<polygon id="XMLID_78_" fill="url(#radialGradient-2)" points="14.4875622 25.4726368 12.7015132 28.5688358 21.1431514 37.010474"></polygon>
|
|
</g>
|
|
<path d="M13.8714237,10.1890547 L3.21766209,28.6579614 C2.53607164,29.839516 2.53607164,31.2948155 3.21766209,32.4763701 L13.8714237,50.9452736 L27.1978762,50.9452736 L15.4427861,30.5671642 L27.1978762,10.1890547 L13.8714237,10.1890547 L13.8714237,10.1890547 Z" id="XMLID_75_" fill="url(#radialGradient-3)"></path>
|
|
<path d="M58.2350742,28.6579614 L47.5813126,10.1890547 L34.2548601,10.1890547 L46.0099502,30.5671642 L34.2548601,50.9452736 L47.5813126,50.9452736 L58.2350742,32.476367 C58.9166679,31.2948155 58.9166679,29.8395128 58.2350742,28.6579614 L58.2350742,28.6579614 Z" id="XMLID_74_" fill="url(#radialGradient-4)"></path>
|
|
<rect id="XMLID_84_" x="2.54726368" y="0" width="56.358209" height="61.1343284"></rect>
|
|
<g id="XMLID_72_" transform="translate(34.069652, 41.711443)" fill="#BF360C" opacity="0.2">
|
|
<polygon id="XMLID_73_" points="13.5116609 8.91542289 0.368878806 8.91542289 0.185208358 9.23383085 13.5116609 9.23383085 18.6035264 0.406794826 18.6035455 0.406775721 18.5115065 0.247899701"></polygon>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</svg> |