Files
ODOO4projects.com/images/settings_chat.svg
T
oliver b58468556c h
2026-06-23 14:29:43 -03:00

76 lines
46 KiB
XML

<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:xhtml="http://www.w3.org/1999/xhtml" viewBox="0 0 985 975" data-forced-size="true" width="850" height="841.3705583756346" data-img-aspect-ratio="16:9" data-img-perspective="[[7.64, 4.51], [95.39, 3.23], [89.69, 69.2], [3.02, 59.64]]">
<defs>
<linearGradient id="gradient_01" x1="676.83" y1="1005.41" x2="646.66" y2="748.99" gradientTransform="matrix(-0.63, 0.1, 0, 1, 854.33, -35.1)" gradientUnits="userSpaceOnUse">
<stop offset="0" stop-color="#a5a5a5"/>
<stop offset="0.33" stop-color="#a3a3a3"/>
<stop offset="0.58" stop-color="#3f3f3f"/>
<stop offset="0.84" stop-color="#6a6a6a"/>
</linearGradient>
<linearGradient id="gradient_02" x1="578.98" y1="722.99" x2="636.72" y2="1011.48" gradientTransform="matrix(-0.63, 0.1, 0, 1, 854.33, -35.1)" gradientUnits="userSpaceOnUse">
<stop offset="0" stop-color="#5c5c5c"/>
<stop offset="0.43" stop-color="#494949"/>
<stop offset="0.5" stop-color="#6d6d6d"/>
<stop offset="0.53" stop-color="#878787"/>
<stop offset="0.54" stop-color="#303030"/>
<stop offset="0.59" stop-color="#575757"/>
<stop offset="0.67" stop-color="#686868"/>
<stop offset="0.84" stop-color="#6a6a6a"/>
</linearGradient>
<linearGradient id="gradient_03" x1="372.53" y1="855.95" x2="953.47" y2="855.95" gradientTransform="matrix(-0.63, 0.1, 0, 1, 854.33, -35.1)" gradientUnits="userSpaceOnUse">
<stop offset="0" stop-color="#737373"/>
<stop offset="0.34" stop-color="#7e7e7e"/>
<stop offset="0.41" stop-color="#b0b0b0"/>
<stop offset="0.47" stop-color="#787878"/>
<stop offset="0.64" stop-color="#929292"/>
<stop offset="1" stop-color="#9c9c9c"/>
</linearGradient>
<linearGradient id="gradient_04" x1="561.23" y1="881.13" x2="750.64" y2="587.1" gradientTransform="matrix(-0.63, 0.1, 0, 1, 854.33, -35.1)" gradientUnits="userSpaceOnUse">
<stop offset="0.39" stop-color="#fff" stop-opacity="0"/>
<stop offset="0.67" stop-color="#fff"/>
</linearGradient>
<linearGradient id="gradient_05" x1="681.31" y1="1044.74" x2="903.28" y2="724.17" gradientTransform="matrix(-0.63, 0.1, 0, 1, 854.33, -35.1)" gradientUnits="userSpaceOnUse">
<stop offset="0.4" stop-color="#fff" stop-opacity="0"/>
<stop offset="0.43" stop-color="#fff" stop-opacity="0.03"/>
<stop offset="0.47" stop-color="#fff" stop-opacity="0.12"/>
<stop offset="0.52" stop-color="#fff" stop-opacity="0.26"/>
<stop offset="0.56" stop-color="#fff" stop-opacity="0.37"/>
</linearGradient>
<linearGradient id="gradient_06" x1="126.17" y1="742.22" x2="858.23" y2="-31.58" gradientTransform="matrix(-1, 0, 0, 1, 985, 0)" gradientUnits="userSpaceOnUse">
<stop offset="0" stop-color="#e8e9eb"/>
<stop offset="1" stop-color="#eff0f2"/>
</linearGradient>
<linearGradient id="gradient_07" x1="137.8" y1="851.18" x2="932.45" y2="550.64" gradientTransform="matrix(-1, 0, 0, 1, 985, 0)" gradientUnits="userSpaceOnUse">
<stop offset="0" stop-color="#8c8c8c"/>
<stop offset="0.35" stop-color="#999"/>
<stop offset="1" stop-color="#a1a1a1"/>
</linearGradient>
<linearGradient id="gradient_08" x1="632.65" y1="382.57" x2="1309.3" y2="-287.07" gradientUnits="userSpaceOnUse">
<stop offset="0" stop-color="#fff" stop-opacity="0.5"/>
<stop offset="1" stop-color="#fff"/>
</linearGradient>
<clipPath id="screen_path">
<polygon points="75.35 44.04 939.6 31.58 883.48 674.71 29.77 581.56"/>
</clipPath>
<path id="filterPath" d="M0.8969,0.692,0.0302,0.5965,0.0765,0.0451,0.9539,0.0324Z"/>
</defs>
<image xlink:href="data:image/webp;base64,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" clip-path="url(#screen_path)" preserveAspectRatio="none" width="100%" height="100%">
<animateMotion dur="1ms" repeatCount="indefinite"/>
</image>
<g id="device">
<path d="M279,909.62c-16.1,4.34-23.46,4.21-23.06,13.29s-2.16,13.75,6.67,15.28S453.49,973,461.6,974s19.3,2.28,30.82-1.86,116.25-43.47,121.92-45.69,6.36-7.52,6.07-12.79.78-4.88-6-7.89-218.21-33.6-218.21-33.6Z" fill="url(#gradient_01)"/>
<polygon points="357.83 737.41 378.54 877.8 604.45 913.02 590.2 778.76 357.83 737.41" fill="url(#gradient_02)"/>
<line x1="617.68" y1="906.79" x2="393.01" y2="871.72" fill="none"/>
<path d="M255.92,922.91a11.42,11.42,0,0,1,.2-2.9c8,1.52,191.93,34.66,204.09,36.8,12.66,2.24,17.57,1.46,28.41-1.62,7.33-2.08,67.78-24.55,105.24-38.54L579.43,770.2l10.77,8.56L604,912.87l14.21-5.32c2.56,1.4,2.18,2.16,2.24,6.11.13,8.93,1,10-6.07,12.79-5.66,2.27-110.45,41.58-121.92,45.69S469.69,975,461.6,974s-190.21-34.29-199-35.81S256.32,932,255.92,922.91Z" fill="url(#gradient_03)"/>
<polygon points="374.36 849.46 357.83 737.41 550.54 771.53 374.36 849.46" opacity="0.39" fill="url(#gradient_04)"/>
<path d="M460.21,956.81c-12.16-2.14-196-35.28-204.09-36.8,1.31-6.21,8.71-6.57,22.86-10.39l99.47-31.79,89.15,80C465.41,957.65,463,957.31,460.21,956.81Z" fill="url(#gradient_05)"/>
<polygon points="75.35 44.04 29.77 581.56 883.48 674.71 939.6 31.58 75.35 44.04" fill="none" stroke="#4c4c4c" stroke-miterlimit="10" stroke-width="2.2"/>
<path d="M13,704.93C25.2,710.44,749.78,807,861.33,824.79h0c28.83,4.4,53,6.8,55.06-15.43h0c1.85-22.19,67-769.69,68.52-785.06,1.12-11.21-8.56-21.21-23.47-24-14.27-2.69-790.39,16.37-869,15.22h0c-12.83-.06-37.77-3.65-39.72,20.38h0C49.71,73.49.84,674.16.19,683.16-.47,692.33-.06,699,13,704.93ZM29.77,581.56,75.35,44,939.6,31.58,883.48,674.71Z" fill="url(#gradient_06)"/>
<path d="M.19,683.16c.14-2,2.29-28.53,6.28-77.81L913,706.84c-5.15,58.59-9.28,105.45-9.58,109.27-.46,5.86-2.4,9.26-5.16,11-9.83,1.46-22.83-.21-37-2.36h0C749.78,807,25.2,710.44,13,704.93-.06,699-.47,692.33.19,683.16Z" fill="url(#gradient_07)"/>
<path d="M903.45,816.11c1.4-17.85,68.81-778.93,69.63-788.58,0-.56.09-1.11.14-1.67h0c.08-1,.15-2,.18-3,.67-13-1-20.55-12-22.64,14.91,2.82,24.59,12.82,23.47,24-1.53,15.37-66.68,762.9-68.52,785.07-1.07,11.35-7.88,16.27-18.1,17.79C901.05,825.37,903,822,903.45,816.11Z" fill="#2d2d2d"/>
<path d="M469.08,17.76c-1.18,2.7-.52,5.95,1.46,7.26s4.54.18,5.72-2.52.52-5.95-1.46-7.26S470.26,15.06,469.08,17.76Z" fill="#4c4c4c"/>
<path d="M.19,683.16c.14-2,2.29-28.53,6.28-77.81L913,706.84c0,.53-.09,1.06-.14,1.6C931.78,494.14,972.44,35,973.08,27.53c0-.56.09-1.11.14-1.67h0c.08-1,.15-2,.18-3,.67-13-1-20.55-12-22.64,14.91,2.82,24.59,12.82,23.47,24-1.53,15.37-66.68,762.9-68.52,785.07-1.07,11.35-7.88,16.27-18.1,17.79-9.83,1.46-22.83-.21-37-2.36h0c-37.53-6-144.46-20.88-270.3-38.23l12.41,117a98,98,0,0,1,10.92,2.23c1.73.77,2.95,1.31,3.81,1.78h0l.53.31.06,0c1.9,1.2,1.59,2.15,1.65,5.76h0c0,.76.06,1.53,0,2.28.18,6.83.28,7.94-6.1,10.5h0c-5.69,2.28-103.32,38.9-120.38,45.13l-1.52.55C480.9,976.28,469.69,975,461.6,974c-5.9-.72-104-18.56-160.35-28.8l-2.93-.53-.64-.12c-19.19-3.49-32.84-6-35.09-6.36-3.32-.57-5-1.6-5.89-3.13a5.57,5.57,0,0,1-.46-1.09l-.06-.22a18.14,18.14,0,0,1-.29-4.8v-.1c0-.61,0-1.26.05-1.94,0-.27,0-.55,0-.83,0-1,0-2.05,0-3.17h0v-.07c-.36-9,7-8.89,23.06-13.22l99.56-31.82-18.14-123C179.3,729.87,18.71,707.5,13,704.93-.06,699-.47,692.33.19,683.16Z" fill="#FFF" opacity="0.2"/>
<path d="M.19,683.16c.14-2,2.29-28.53,6.28-77.81L913,706.84c0,.53-.09,1.06-.14,1.6C931.78,494.14,972.44,35,973.08,27.53c0-.56.09-1.11.14-1.67h0c.08-1,.15-2,.18-3,.67-13-1-20.55-12-22.64,14.91,2.82,24.59,12.82,23.47,24-1.53,15.37-66.68,762.9-68.52,785.07-1.07,11.35-7.88,16.27-18.1,17.79-9.83,1.46-22.83-.21-37-2.36h0c-37.53-6-144.46-20.88-270.3-38.23l12.41,117a98,98,0,0,1,10.92,2.23c1.73.77,2.95,1.31,3.81,1.78h0l.53.31.06,0c1.9,1.2,1.59,2.15,1.65,5.76h0c0,.76.06,1.53,0,2.28.18,6.83.28,7.94-6.1,10.5h0c-5.69,2.28-103.32,38.9-120.38,45.13l-1.52.55C480.9,976.28,469.69,975,461.6,974c-5.9-.72-104-18.56-160.35-28.8l-2.93-.53-.64-.12c-19.19-3.49-32.84-6-35.09-6.36-3.32-.57-5-1.6-5.89-3.13a5.57,5.57,0,0,1-.46-1.09l-.06-.22a18.14,18.14,0,0,1-.29-4.8v-.1c0-.61,0-1.26.05-1.94,0-.27,0-.55,0-.83,0-1,0-2.05,0-3.17h0v-.07c-.36-9,7-8.89,23.06-13.22l99.56-31.82-18.14-123C179.3,729.87,18.71,707.5,13,704.93-.06,699-.47,692.33.19,683.16Z" fill="#F6F5F4" style="mix-blend-mode: soft-light"/>
<polygon points="645.05 648.7 883.48 674.71 939.6 31.58 433.92 38.87 645.05 648.7" opacity="0.25" fill="url(#gradient_08)"/>
</g>
</svg>