img/ouro-vertical.svg

<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg width="100%" height="100%" viewBox="0 0 254 336" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xml:space="preserve" xmlns:serif="http://www.serif.com/" style="fill-rule:evenodd;clip-rule:evenodd;stroke-linejoin:round;stroke-miterlimit:2;">
    <g id="Página-1" serif:id="Página 1" transform="matrix(2.66667,0,0,2.66667,0,0)">
        <rect x="0" y="0" width="95" height="126" style="fill:none;"/>
        <g id="Layer-1" serif:id="Layer 1">
            <g transform="matrix(0.452381,0,0,0.680952,0,-2.84217e-14)">
                <clipPath id="_clip1">
                    <path d="M8.842,16.154C3.979,16.154 0,18.797 0,22.028L0,179.161C0,182.392 3.979,185.035 8.842,185.035L201.158,185.035C206.021,185.035 210,182.392 210,179.161L210,22.028C210,18.797 206.021,16.154 201.158,16.154L8.842,16.154Z" clip-rule="nonzero"/>
                </clipPath>
                <g clip-path="url(#_clip1)">
                    <clipPath id="_clip2">
                        <rect x="0" y="16.154" width="210" height="168.881"/>
                    </clipPath>
                    <g clip-path="url(#_clip2)">
                        <g transform="matrix(0.828947,-0,-0,0.550699,-0,4.17382e-14)">
                            <use xlink:href="#_Image3" x="0" y="29.365" width="253.333px" height="306.667px" transform="matrix(0.997375,0,0,0.998914,0,0)"/>
                        </g>
                    </g>
                </g>
            </g>
            <g transform="matrix(1,0,0,1,47.502,30.6762)">
                <path d="M0,-7.645C-2.274,-7.645 -4.124,-5.929 -4.124,-3.822C-4.124,-1.714 -2.274,0 0,0C2.274,0 4.125,-1.714 4.125,-3.822C4.125,-5.929 2.274,-7.645 0,-7.645M0,2.024C-3.391,2.024 -6.148,-0.598 -6.148,-3.822C-6.148,-7.047 -3.391,-9.669 0,-9.669C3.39,-9.669 6.149,-7.047 6.149,-3.822C6.149,-0.598 3.39,2.024 0,2.024" style="fill:white;fill-rule:nonzero;"/>
            </g>
            <g transform="matrix(1,0,0,1,64.7529,63.417)">
                <path d="M0,-26.959C-0.167,-26.697 -0.438,-26.521 -0.764,-26.462C-4.019,-25.879 -5.906,-25.524 -10.247,-25.435C-11.965,-25.399 -13.333,-24.077 -13.358,-22.423L-13.405,-19.504C-13.436,-17.598 -13.133,-15.713 -12.508,-13.899L-9.063,0.174C-8.887,0.684 -9.187,1.241 -9.738,1.439L-9.868,1.485C-10.476,1.704 -11.162,1.435 -11.394,0.884L-15.665,-11.413C-15.917,-12.016 -16.506,-12.401 -17.172,-12.401L-17.204,-12.401C-17.882,-12.388 -18.47,-11.979 -18.704,-11.357L-22.479,0.822C-22.687,1.375 -23.36,1.668 -24.035,1.455C-24.339,1.36 -24.58,1.163 -24.713,0.901C-24.794,0.74 -24.871,0.483 -24.766,0.177L-21.748,-14.994C-21.386,-16.061 -21.192,-17.173 -21.173,-18.298L-21.106,-22.468C-21.079,-24.124 -23.122,-25.488 -24.85,-25.573C-30.133,-25.831 -31.394,-26.338 -33.791,-26.615C-34.127,-26.654 -34.427,-26.82 -34.613,-27.072C-34.773,-27.289 -34.839,-27.548 -34.792,-27.814C-34.694,-28.372 -34.123,-28.761 -33.501,-28.683C-27.078,-27.964 -12.363,-26.508 -1.254,-28.491C-0.625,-28.598 -0.023,-28.263 0.122,-27.716C0.19,-27.458 0.147,-27.19 0,-26.959M2.079,-28.236C1.664,-29.793 0.042,-30.779 -1.609,-30.484C-12.764,-28.492 -28.334,-30.143 -33.275,-30.696C-34.956,-30.882 -36.502,-29.773 -36.786,-28.157C-36.929,-27.347 -36.734,-26.531 -36.237,-25.864C-35.718,-25.167 -34.912,-24.707 -34.024,-24.604C-31.603,-24.323 -30.292,-23.813 -24.948,-23.55C-24.318,-23.52 -23.122,-23.058 -23.131,-22.501L-23.198,-18.332C-23.213,-17.417 -23.37,-16.514 -23.666,-15.645L-26.684,-0.474C-26.94,0.286 -26.883,1.1 -26.518,1.818C-26.137,2.569 -25.471,3.127 -24.579,3.407C-22.932,3.923 -21.175,3.103 -20.585,1.535L-17.153,-9.728L-13.26,1.667C-12.757,2.866 -11.576,3.59 -10.315,3.59C-9.941,3.59 -9.561,3.526 -9.189,3.393L-9.061,3.347C-7.446,2.767 -6.607,1.083 -7.149,-0.488L-10.594,-14.562C-11.143,-16.15 -11.407,-17.802 -11.381,-19.473L-11.334,-22.39C-11.325,-22.95 -10.829,-23.397 -10.205,-23.41C-5.696,-23.504 -3.813,-23.86 -0.407,-24.47C0.47,-24.626 1.239,-25.138 1.708,-25.87C2.162,-26.585 2.295,-27.425 2.079,-28.236" style="fill:white;fill-rule:nonzero;"/>
            </g>
            <g transform="matrix(-1,0,0,1,79.5,20)">
                <path d="M0,-20C-5.522,-20 -10,-15.523 -10,-10C-10,-4.477 -5.522,0 0,0C5.522,0 10,-4.477 10,-10C10,-15.523 5.522,-20 0,-20" style="fill:rgb(102,204,0);fill-rule:nonzero;"/>
            </g>
            <g transform="matrix(1,0,0,1,83.3184,14.3765)">
                <path d="M0,-8.753L-5.208,-3.428L-7.637,-5.74L-9.351,-4.026L-5.195,0L1.728,-7.052L0,-8.753Z" style="fill-rule:nonzero;"/>
            </g>
            <g transform="matrix(1,0,0,1,29.3066,79.8232)">
                <path d="M0,0.105C0,2.28 1.17,4.215 3.239,4.215C5.309,4.215 6.479,2.31 6.479,0.015C6.479,-2.01 5.43,-4.11 3.254,-4.11C1.08,-4.11 0,-2.1 0,0.105M7.859,-0.045C7.859,3.42 5.744,5.28 3.164,5.28C0.479,5.28 -1.381,3.195 -1.381,0.135C-1.381,-3.075 0.6,-5.175 3.299,-5.175C6.074,-5.175 7.859,-3.06 7.859,-0.045" style="fill:white;fill-rule:nonzero;"/>
            </g>
            <g transform="matrix(1,0,0,1,40.3164,85.1026)">
                <path d="M0,-10.274L0,-4.274C0,-2.024 1.004,-1.065 2.354,-1.065C3.84,-1.065 4.814,-2.055 4.814,-4.274L4.814,-10.274L6.135,-10.274L6.135,-4.364C6.135,-1.259 4.5,0 2.31,0C0.24,0 -1.32,-1.17 -1.32,-4.319L-1.32,-10.274L0,-10.274Z" style="fill:white;fill-rule:nonzero;"/>
            </g>
            <g transform="matrix(1,0,0,1,50.1709,80.1234)">
                <path d="M0,-0.555L1.335,-0.555C2.729,-0.555 3.614,-1.32 3.614,-2.475C3.614,-3.78 2.67,-4.35 1.29,-4.35C0.66,-4.35 0.226,-4.305 0,-4.245L0,-0.555ZM-1.305,-5.16C-0.646,-5.28 0.315,-5.37 1.2,-5.37C2.595,-5.37 3.51,-5.1 4.125,-4.545C4.62,-4.095 4.92,-3.405 4.92,-2.61C4.92,-1.29 4.08,-0.405 3.03,-0.045L3.03,0C3.795,0.27 4.26,0.99 4.5,2.04C4.83,3.45 5.069,4.424 5.28,4.815L3.93,4.815C3.765,4.515 3.54,3.66 3.271,2.4C2.97,1.005 2.415,0.48 1.229,0.435L0,0.435L0,4.815L-1.305,4.815L-1.305,-5.16Z" style="fill:white;fill-rule:nonzero;"/>
            </g>
            <g transform="matrix(1,0,0,1,57.9102,79.8232)">
                <path d="M0,0.105C0,2.28 1.17,4.215 3.24,4.215C5.311,4.215 6.48,2.31 6.48,0.015C6.48,-2.01 5.43,-4.11 3.256,-4.11C1.08,-4.11 0,-2.1 0,0.105M7.86,-0.045C7.86,3.42 5.745,5.28 3.166,5.28C0.48,5.28 -1.379,3.195 -1.379,0.135C-1.379,-3.075 0.601,-5.175 3.301,-5.175C6.075,-5.175 7.86,-3.06 7.86,-0.045" style="fill:white;fill-rule:nonzero;"/>
            </g>
            <g opacity="0.7">
                <g transform="matrix(1,0,0,1,13.5239,101.058)">
                    <path d="M0,-7.535L0,-3.135C0,-1.484 0.737,-0.781 1.727,-0.781C2.816,-0.781 3.531,-1.507 3.531,-3.135L3.531,-7.535L4.5,-7.535L4.5,-3.201C4.5,-0.924 3.3,0 1.694,0C0.176,0 -0.968,-0.857 -0.968,-3.168L-0.968,-7.535L0,-7.535Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(1,0,0,1,19.5625,94.6895)">
                    <path d="M0,5.082C0.429,5.357 1.045,5.566 1.705,5.566C2.684,5.566 3.256,5.049 3.256,4.301C3.256,3.619 2.86,3.212 1.859,2.838C0.648,2.398 -0.1,1.76 -0.1,0.726C-0.1,-0.43 0.857,-1.287 2.299,-1.287C3.047,-1.287 3.608,-1.111 3.928,-0.924L3.663,-0.144C3.432,-0.287 2.938,-0.496 2.266,-0.496C1.254,-0.496 0.869,0.109 0.869,0.615C0.869,1.309 1.32,1.65 2.344,2.046C3.598,2.529 4.225,3.135 4.225,4.225C4.225,5.368 3.389,6.369 1.639,6.369C0.924,6.369 0.143,6.149 -0.254,5.885L0,5.082Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(1,0,0,1,28.748,96.6034)">
                    <path d="M0,1.254L-0.736,-0.881C-0.902,-1.364 -1.012,-1.805 -1.122,-2.233L-1.145,-2.233C-1.254,-1.805 -1.364,-1.342 -1.518,-0.891L-2.244,1.254L0,1.254ZM-2.442,2.002L-3.213,4.334L-4.203,4.334L-1.672,-3.08L-0.527,-3.08L2.002,4.334L0.979,4.334L0.187,2.002L-2.442,2.002Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(1,0,0,1,32.7959,94.2599)">
                    <path d="M0,5.952C0.198,5.985 0.462,5.996 0.803,5.996C1.793,5.996 2.706,5.633 2.706,4.555C2.706,3.554 1.837,3.125 0.792,3.125L0,3.125L0,5.952ZM0,2.41L0.869,2.41C1.87,2.41 2.464,1.871 2.464,1.155C2.464,0.297 1.815,-0.055 0.847,-0.055C0.407,-0.055 0.153,-0.022 0,0.012L0,2.41ZM-0.958,-0.627C-0.539,-0.727 0.132,-0.792 0.792,-0.792C1.749,-0.792 2.365,-0.627 2.816,-0.253C3.201,0.033 3.443,0.473 3.443,1.056C3.443,1.783 2.959,2.41 2.188,2.684L2.188,2.718C2.894,2.883 3.718,3.466 3.718,4.566C3.718,5.204 3.466,5.699 3.08,6.051C2.574,6.524 1.738,6.744 0.528,6.744C-0.132,6.744 -0.638,6.7 -0.958,6.656L-0.958,-0.627Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(-1,0,0,1,76.547,68.462)">
                    <rect x="37.789" y="25.062" width="0.969" height="7.414" style="fill:white;"/>
                </g>
                <g transform="matrix(1,0,0,1,40.418,100.937)">
                    <path d="M0,-7.414L0.969,-7.414L0.969,-0.803L4.137,-0.803L4.137,0L0,0L0,-7.414Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(-1,0,0,1,92.188,68.462)">
                    <rect x="45.61" y="25.062" width="0.968" height="7.414" style="fill:white;"/>
                </g>
                <g transform="matrix(1,0,0,1,49.207,94.2815)">
                    <path d="M0,5.908C0.242,5.941 0.594,5.953 0.969,5.953C3.025,5.953 4.126,4.808 4.126,2.806C4.137,1.056 3.146,-0.055 1.123,-0.055C0.627,-0.055 0.254,-0.01 0,0.045L0,5.908ZM-0.957,-0.649C-0.373,-0.748 0.319,-0.814 1.078,-0.814C2.453,-0.814 3.433,-0.484 4.082,0.111C4.753,0.716 5.139,1.574 5.139,2.773C5.139,3.983 4.753,4.973 4.07,5.656C3.367,6.348 2.223,6.722 0.781,6.722C0.088,6.722 -0.473,6.689 -0.957,6.635L-0.957,-0.649Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(1,0,0,1,59.0635,96.6034)">
                    <path d="M0,1.254L-0.737,-0.881C-0.901,-1.364 -1.013,-1.805 -1.122,-2.233L-1.144,-2.233C-1.254,-1.805 -1.364,-1.342 -1.519,-0.891L-2.244,1.254L0,1.254ZM-2.442,2.002L-3.212,4.334L-4.202,4.334L-1.673,-3.08L-0.528,-3.08L2.003,4.334L0.979,4.334L0.187,2.002L-2.442,2.002Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(1,0,0,1,63.1113,94.2815)">
                    <path d="M0,5.908C0.242,5.941 0.594,5.953 0.968,5.953C3.025,5.953 4.125,4.808 4.125,2.806C4.137,1.056 3.146,-0.055 1.122,-0.055C0.627,-0.055 0.253,-0.01 0,0.045L0,5.908ZM-0.957,-0.649C-0.374,-0.748 0.318,-0.814 1.078,-0.814C2.453,-0.814 3.432,-0.484 4.082,0.111C4.752,0.716 5.138,1.574 5.138,2.773C5.138,3.983 4.752,4.973 4.07,5.656C3.366,6.348 2.223,6.722 0.781,6.722C0.088,6.722 -0.473,6.689 -0.957,6.635L-0.957,-0.649Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(1,0,0,1,73.3086,96.9999)">
                    <path d="M0,0.461L-2.871,0.461L-2.871,3.135L0.341,3.135L0.341,3.938L-3.84,3.938L-3.84,-3.477L0.176,-3.477L0.176,-2.674L-2.871,-2.674L-2.871,-0.33L0,-0.33L0,0.461Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(1,0,0,1,78.4453,99.3209)">
                    <path d="M0,-4.192C0,-3.653 0.253,-3.246 0.561,-2.85C1.309,-3.278 1.793,-3.674 1.793,-4.313C1.793,-4.764 1.54,-5.27 0.924,-5.27C0.318,-5.27 0,-4.764 0,-4.192M2.255,0.341C1.814,-0.143 0.99,-1.046 0.164,-2.003C-0.242,-1.739 -0.793,-1.276 -0.793,-0.484C-0.793,0.363 -0.166,1.012 0.736,1.012C1.363,1.012 1.902,0.726 2.255,0.341M3.422,1.617C3.212,1.408 3.014,1.188 2.729,0.902C2.09,1.486 1.386,1.738 0.561,1.738C-0.881,1.738 -1.717,0.77 -1.717,-0.341C-1.717,-1.353 -1.111,-2.046 -0.264,-2.508L-0.264,-2.542C-0.649,-3.026 -0.881,-3.576 -0.881,-4.092C-0.881,-5.006 -0.231,-5.93 1.001,-5.93C1.925,-5.93 2.641,-5.325 2.641,-4.356C2.641,-3.576 2.189,-2.96 1.012,-2.377L1.012,-2.333C1.639,-1.606 2.343,-0.803 2.816,-0.275C3.157,-0.792 3.389,-1.507 3.531,-2.442L4.411,-2.442C4.213,-1.276 3.895,-0.352 3.344,0.296C3.74,0.726 4.125,1.144 4.565,1.617L3.422,1.617Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(1,0,0,1,14.4204,109.603)">
                    <path d="M0,1.254L-0.737,-0.881C-0.902,-1.364 -1.012,-1.805 -1.122,-2.233L-1.144,-2.233C-1.254,-1.805 -1.364,-1.342 -1.518,-0.891L-2.244,1.254L0,1.254ZM-2.442,2.002L-3.212,4.334L-4.203,4.334L-1.672,-3.08L-0.528,-3.08L2.002,4.334L0.979,4.334L0.187,2.002L-2.442,2.002Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(1,0,0,1,22.5166,106.754)">
                    <path d="M0,6.953C-0.341,7.129 -1.056,7.305 -1.958,7.305C-4.048,7.305 -5.611,5.984 -5.611,3.543C-5.611,1.211 -4.038,-0.352 -1.738,-0.352C-0.825,-0.352 -0.231,-0.154 0.022,-0.022L-0.22,0.76C-0.572,0.583 -1.089,0.451 -1.705,0.451C-3.443,0.451 -4.599,1.562 -4.599,3.51C-4.599,5.336 -3.554,6.491 -1.761,6.491C-1.166,6.491 -0.572,6.37 -0.187,6.183L0,6.953Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(1,0,0,1,27.5547,110)">
                    <path d="M0,0.461L-2.871,0.461L-2.871,3.135L0.341,3.135L0.341,3.938L-3.84,3.938L-3.84,-3.477L0.176,-3.477L0.176,-2.674L-2.871,-2.674L-2.871,-0.33L0,-0.33L0,0.461Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(1,0,0,1,29.0176,107.69)">
                    <path d="M0,5.082C0.428,5.357 1.045,5.566 1.705,5.566C2.684,5.566 3.256,5.049 3.256,4.301C3.256,3.619 2.859,3.212 1.858,2.838C0.648,2.398 -0.1,1.76 -0.1,0.726C-0.1,-0.43 0.857,-1.287 2.299,-1.287C3.047,-1.287 3.607,-1.111 3.927,-0.924L3.662,-0.144C3.432,-0.287 2.937,-0.496 2.266,-0.496C1.254,-0.496 0.868,0.109 0.868,0.615C0.868,1.309 1.319,1.65 2.343,2.046C3.597,2.529 4.225,3.135 4.225,4.225C4.225,5.368 3.388,6.369 1.639,6.369C0.924,6.369 0.143,6.149 -0.254,5.885L0,5.082Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(1,0,0,1,34.4395,107.69)">
                    <path d="M0,5.082C0.43,5.357 1.045,5.566 1.705,5.566C2.685,5.566 3.257,5.049 3.257,4.301C3.257,3.619 2.861,3.212 1.859,2.838C0.649,2.398 -0.099,1.76 -0.099,0.726C-0.099,-0.43 0.858,-1.287 2.3,-1.287C3.048,-1.287 3.609,-1.111 3.928,-0.924L3.664,-0.144C3.433,-0.287 2.938,-0.496 2.267,-0.496C1.254,-0.496 0.869,0.109 0.869,0.615C0.869,1.309 1.32,1.65 2.344,2.046C3.598,2.529 4.225,3.135 4.225,4.225C4.225,5.368 3.389,6.369 1.64,6.369C0.924,6.369 0.143,6.149 -0.253,5.885L0,5.082Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(-1,0,0,1,80.913,94.46)">
                    <rect x="39.972" y="12.063" width="0.969" height="7.414" style="fill:white;"/>
                </g>
                <g transform="matrix(1,0,0,1,43.5703,107.26)">
                    <path d="M0,5.952C0.197,5.985 0.461,5.996 0.803,5.996C1.793,5.996 2.705,5.633 2.705,4.555C2.705,3.554 1.836,3.125 0.791,3.125L0,3.125L0,5.952ZM0,2.41L0.869,2.41C1.869,2.41 2.464,1.871 2.464,1.155C2.464,0.297 1.814,-0.055 0.847,-0.055C0.406,-0.055 0.153,-0.022 0,0.012L0,2.41ZM-0.958,-0.627C-0.539,-0.727 0.131,-0.792 0.791,-0.792C1.748,-0.792 2.365,-0.627 2.816,-0.253C3.201,0.033 3.443,0.473 3.443,1.056C3.443,1.783 2.959,2.41 2.188,2.684L2.188,2.718C2.893,2.883 3.718,3.466 3.718,4.566C3.718,5.204 3.465,5.699 3.08,6.051C2.574,6.524 1.738,6.744 0.527,6.744C-0.133,6.744 -0.639,6.7 -0.958,6.656L-0.958,-0.627Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(-1,0,0,1,98.094,94.46)">
                    <rect x="48.563" y="12.063" width="0.968" height="7.414" style="fill:white;"/>
                </g>
                <g transform="matrix(1,0,0,1,51.1924,113.937)">
                    <path d="M0,-7.414L0.968,-7.414L0.968,-0.803L4.137,-0.803L4.137,0L0,0L0,-7.414Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(-1,0,0,1,113.738,94.46)">
                    <rect x="56.385" y="12.063" width="0.968" height="7.414" style="fill:white;"/>
                </g>
                <g transform="matrix(1,0,0,1,59.9814,107.281)">
                    <path d="M0,5.908C0.241,5.941 0.594,5.953 0.968,5.953C3.025,5.953 4.126,4.808 4.126,2.806C4.136,1.056 3.146,-0.055 1.122,-0.055C0.627,-0.055 0.253,-0.01 0,0.045L0,5.908ZM-0.958,-0.649C-0.374,-0.748 0.319,-0.814 1.078,-0.814C2.453,-0.814 3.433,-0.484 4.081,0.111C4.753,0.716 5.138,1.574 5.138,2.773C5.138,3.983 4.753,4.973 4.07,5.656C3.366,6.348 2.222,6.722 0.78,6.722C0.088,6.722 -0.474,6.689 -0.958,6.635L-0.958,-0.649Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(1,0,0,1,69.8379,109.603)">
                    <path d="M0,1.254L-0.736,-0.881C-0.902,-1.364 -1.012,-1.805 -1.122,-2.233L-1.145,-2.233C-1.254,-1.805 -1.364,-1.342 -1.518,-0.891L-2.244,1.254L0,1.254ZM-2.442,2.002L-3.213,4.334L-4.203,4.334L-1.672,-3.08L-0.527,-3.08L2.002,4.334L0.979,4.334L0.187,2.002L-2.442,2.002Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(1,0,0,1,73.8857,107.281)">
                    <path d="M0,5.908C0.241,5.941 0.594,5.953 0.968,5.953C3.025,5.953 4.126,4.808 4.126,2.806C4.136,1.056 3.146,-0.055 1.122,-0.055C0.627,-0.055 0.253,-0.01 0,0.045L0,5.908ZM-0.958,-0.649C-0.374,-0.748 0.319,-0.814 1.078,-0.814C2.453,-0.814 3.433,-0.484 4.081,0.111C4.753,0.716 5.138,1.574 5.138,2.773C5.138,3.983 4.753,4.973 4.07,5.656C3.366,6.348 2.222,6.722 0.78,6.722C0.088,6.722 -0.474,6.689 -0.958,6.635L-0.958,-0.649Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
                <g transform="matrix(1,0,0,1,84.082,110)">
                    <path d="M0,0.461L-2.871,0.461L-2.871,3.135L0.342,3.135L0.342,3.938L-3.839,3.938L-3.839,-3.477L0.177,-3.477L0.177,-2.674L-2.871,-2.674L-2.871,-0.33L0,-0.33L0,0.461Z" style="fill:white;fill-rule:nonzero;"/>
                </g>
            </g>
        </g>
    </g>
    <defs>
        <image id="_Image3" width="254px" height="307px" xlink:href="data:image/png;base64,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"/>
    </defs>
</svg>