biommap/patches/frontend/src/assets/badges_Confirme.svg

246 lines
86 KiB
XML

<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="200" height="200" viewBox="0 0 200 200">
<defs>
<style>
.cls-1 {
fill: none;
}
.cls-2 {
isolation: isolate;
}
.cls-3 {
fill: #a5a0a3;
}
.cls-4 {
fill: #636d6a;
}
.cls-5 {
opacity: 0.75;
mix-blend-mode: screen;
}
.cls-6 {
fill: #5d5d5c;
}
.cls-7 {
clip-path: url(#clip-path);
}
.cls-8 {
fill: #8bdbf7;
}
</style>
<clipPath id="clip-path">
<circle class="cls-1" cx="100.59" cy="320.79" r="98.5"/>
</clipPath>
</defs>
<title>badges</title>
<g class="cls-2">
<g id="Calque_1" data-name="Calque 1">
<image width="261" height="261" transform="translate(-250 -250)" xlink:href="data:image/png;base64,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"/>
<image width="261" height="261" transform="translate(-30 -250)" xlink:href="data:image/png;base64,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"/>
<image width="261" height="261" transform="translate(189 -250)" xlink:href="data:image/png;base64,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"/>
<image width="261" height="261" transform="translate(-250 -30)" xlink:href="data:image/png;base64,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"/>
<image width="261" height="261" transform="translate(-30 -30)" xlink:href="data:image/png;base64,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"/>
<path class="cls-3" d="M100.33,198.58a98.5,98.5,0,1,1,98.5-98.5A98.62,98.62,0,0,1,100.33,198.58Zm0-188a89.46,89.46,0,1,0,89.46,89.46A89.56,89.56,0,0,0,100.33,10.62Z"/>
<g>
<rect class="cls-4" x="99.88" y="8.31" width="0.9" height="4.52"/>
<rect class="cls-4" x="99.88" y="8.31" width="0.9" height="4.52"/>
<rect class="cls-4" x="99.88" y="187.33" width="0.9" height="4.52"/>
<rect class="cls-4" x="96.76" y="8.37" width="0.9" height="4.52" transform="translate(-0.31 3.4) rotate(-2)"/>
<rect class="cls-4" x="103.01" y="187.28" width="0.9" height="4.52" transform="translate(-6.56 3.73) rotate(-2)"/>
<rect class="cls-4" x="93.64" y="8.53" width="0.9" height="4.52" transform="translate(-0.52 6.59) rotate(-4)"/>
<rect class="cls-4" x="106.13" y="187.11" width="0.9" height="4.52" transform="translate(-12.95 7.89) rotate(-4)"/>
<rect class="cls-4" x="90.53" y="8.8" width="0.9" height="4.52" transform="translate(-0.66 9.57) rotate(-6)"/>
<rect class="cls-4" x="109.24" y="186.84" width="0.9" height="4.52" transform="translate(-19.16 12.5) rotate(-6)"/>
<rect class="cls-4" x="87.43" y="9.18" width="0.9" height="4.52" transform="matrix(0.99, -0.14, 0.14, 0.99, -0.74, 12.35)"/>
<rect class="cls-4" x="112.34" y="186.46" width="0.9" height="4.52" transform="translate(-25.18 17.55) rotate(-8.01)"/>
<rect class="cls-4" x="84.34" y="9.67" width="0.9" height="4.52" transform="translate(-0.78 14.9) rotate(-10)"/>
<rect class="cls-4" x="115.43" y="185.97" width="0.9" height="4.52" transform="translate(-30.92 22.98) rotate(-10)"/>
<rect class="cls-4" x="81.27" y="10.27" width="0.9" height="4.52" transform="translate(-0.82 17.26) rotate(-11.99)"/>
<rect class="cls-4" x="118.49" y="185.37" width="0.9" height="4.52" transform="translate(-36.42 28.84) rotate(-12)"/>
<rect class="cls-4" x="78.23" y="10.97" width="0.9" height="4.52" transform="translate(-0.86 19.43) rotate(-14.01)"/>
<rect class="cls-4" x="121.54" y="184.67" width="0.9" height="4.52" transform="translate(-41.61 35.07) rotate(-14)"/>
<rect class="cls-4" x="75.21" y="11.78" width="0.9" height="4.52" transform="translate(-0.94 21.39) rotate(-16)"/>
<rect class="cls-4" x="124.55" y="183.86" width="0.9" height="4.52" transform="translate(-46.45 41.65) rotate(-16)"/>
<rect class="cls-4" x="72.22" y="12.69" width="0.9" height="4.52" transform="matrix(0.95, -0.31, 0.31, 0.95, -1.06, 23.2)"/>
<rect class="cls-4" x="127.54" y="182.95" width="0.9" height="4.52" transform="translate(-50.97 48.62) rotate(-18)"/>
<rect class="cls-4" x="69.27" y="13.71" width="0.9" height="4.52" transform="translate(-1.26 24.81) rotate(-20)"/>
<rect class="cls-4" x="130.5" y="181.93" width="0.9" height="4.52" transform="translate(-55.1 55.89) rotate(-20)"/>
<rect class="cls-4" x="66.35" y="14.83" width="0.9" height="4.52" transform="translate(-1.54 26.27) rotate(-22)"/>
<rect class="cls-4" x="133.41" y="180.81" width="0.9" height="4.52" transform="translate(-58.83 63.48) rotate(-22)"/>
<rect class="cls-4" x="63.48" y="16.05" width="0.9" height="4.52" transform="translate(-1.92 27.58) rotate(-23.99)"/>
<rect class="cls-4" x="136.29" y="179.59" width="0.9" height="4.52" transform="translate(-62.13 71.31) rotate(-23.99)"/>
<rect class="cls-4" x="60.64" y="17.37" width="0.9" height="4.52" transform="translate(-2.42 28.77) rotate(-26)"/>
<rect class="cls-4" x="139.12" y="178.27" width="0.9" height="4.52" transform="translate(-65.01 79.45) rotate(-26)"/>
<rect class="cls-4" x="57.86" y="18.79" width="0.9" height="4.52" transform="translate(-3.06 29.84) rotate(-28)"/>
<rect class="cls-4" x="141.9" y="176.85" width="0.9" height="4.52" transform="translate(-67.42 87.79) rotate(-28)"/>
<rect class="cls-4" x="55.13" y="20.3" width="0.9" height="4.52" transform="translate(-3.84 30.81) rotate(-30)"/>
<rect class="cls-4" x="144.64" y="175.34" width="0.9" height="4.52" transform="translate(-69.36 96.34) rotate(-30)"/>
<rect class="cls-4" x="52.45" y="21.91" width="0.9" height="4.52" transform="translate(-4.77 31.71) rotate(-32)"/>
<rect class="cls-4" x="147.32" y="173.73" width="0.9" height="4.52" transform="matrix(0.85, -0.53, 0.53, 0.85, -70.8, 105.04)"/>
<rect class="cls-4" x="49.83" y="23.61" width="0.9" height="4.52" transform="translate(-5.87 32.54) rotate(-34)"/>
<rect class="cls-4" x="149.94" y="172.03" width="0.9" height="4.52" transform="translate(-71.75 113.91) rotate(-34)"/>
<rect class="cls-4" x="47.27" y="25.41" width="0.9" height="4.52" transform="translate(-7.15 33.34) rotate(-36.01)"/>
<rect class="cls-4" x="152.49" y="170.23" width="0.9" height="4.52" transform="matrix(0.81, -0.59, 0.59, 0.81, -72.19, 122.87)"/>
<rect class="cls-4" x="44.78" y="27.29" width="0.9" height="4.52" transform="translate(-8.6 34.1) rotate(-38)"/>
<rect class="cls-4" x="154.99" y="168.35" width="0.9" height="4.52" transform="translate(-72.09 131.85) rotate(-38)"/>
<rect class="cls-4" x="42.35" y="29.25" width="0.9" height="4.52" transform="translate(-10.24 34.88) rotate(-40)"/>
<rect class="cls-4" x="157.42" y="166.39" width="0.9" height="4.52" transform="translate(-71.47 140.93) rotate(-40)"/>
<rect class="cls-4" x="39.99" y="31.3" width="0.9" height="4.52" transform="translate(-12.07 35.68) rotate(-42)"/>
<polygon class="cls-4" points="161.4 168.58 158.38 165.22 159.05 164.62 162.07 167.98 161.4 168.58"/>
<rect class="cls-4" x="37.7" y="33.43" width="0.9" height="4.52" transform="translate(-14.09 36.53) rotate(-44)"/>
<rect class="cls-4" x="162.06" y="162.21" width="0.9" height="4.52" transform="translate(-68.64 159.03) rotate(-43.99)"/>
<rect class="cls-4" x="35.49" y="35.64" width="0.9" height="4.52" transform="translate(-16.29 37.43) rotate(-46)"/>
<rect class="cls-4" x="164.27" y="160" width="0.9" height="4.52" transform="translate(-66.42 168.06) rotate(-46.01)"/>
<rect class="cls-4" x="33.36" y="37.93" width="0.9" height="4.52" transform="translate(-18.68 38.43) rotate(-48)"/>
<polygon class="cls-4" points="168.23 161.82 164.87 158.8 165.48 158.13 168.84 161.15 168.23 161.82"/>
<rect class="cls-4" x="31.31" y="40.29" width="0.9" height="4.52" transform="translate(-21.24 39.53) rotate(-50)"/>
<rect class="cls-4" x="168.45" y="155.36" width="0.9" height="4.52" transform="translate(-60.41 185.69) rotate(-50)"/>
<rect class="cls-4" x="29.35" y="42.71" width="0.9" height="4.52" transform="translate(-23.99 40.77) rotate(-52)"/>
<rect class="cls-4" x="170.42" y="152.93" width="0.9" height="4.52" transform="translate(-56.62 194.28) rotate(-52)"/>
<rect class="cls-4" x="27.47" y="45.21" width="0.9" height="4.52" transform="translate(-26.89 42.16) rotate(-54.01)"/>
<rect class="cls-4" x="172.3" y="150.43" width="0.9" height="4.52" transform="translate(-52.32 202.71) rotate(-54)"/>
<rect class="cls-4" x="25.68" y="47.77" width="0.9" height="4.52" transform="translate(-29.96 43.71) rotate(-56)"/>
<rect class="cls-4" x="174.09" y="147.87" width="0.9" height="4.52" transform="translate(-47.53 210.87) rotate(-56)"/>
<rect class="cls-4" x="23.98" y="50.39" width="0.9" height="4.52" transform="translate(-33.17 45.46) rotate(-58)"/>
<rect class="cls-4" x="175.79" y="145.25" width="0.9" height="4.52" transform="translate(-42.25 218.81) rotate(-58)"/>
<rect class="cls-4" x="22.37" y="53.07" width="0.9" height="4.52" transform="translate(-36.51 47.42) rotate(-60)"/>
<rect class="cls-4" x="177.4" y="142.58" width="0.9" height="4.52" transform="translate(-36.51 226.44) rotate(-60)"/>
<rect class="cls-4" x="20.85" y="55.8" width="0.9" height="4.52" transform="translate(-39.96 49.61) rotate(-62)"/>
<rect class="cls-4" x="178.91" y="139.84" width="0.9" height="4.52" transform="translate(-30.3 233.79) rotate(-62.01)"/>
<rect class="cls-4" x="19.43" y="58.58" width="0.9" height="4.52" transform="translate(-43.52 52.04) rotate(-64)"/>
<rect class="cls-4" x="180.33" y="137.06" width="0.9" height="4.52" transform="translate(-23.69 240.72) rotate(-64)"/>
<rect class="cls-4" x="18.11" y="61.41" width="0.9" height="4.52" transform="translate(-47.16 54.74) rotate(-66)"/>
<rect class="cls-4" x="181.65" y="134.23" width="0.9" height="4.52" transform="translate(-16.66 247.33) rotate(-66)"/>
<rect class="cls-4" x="16.89" y="64.29" width="0.9" height="4.52" transform="translate(-50.86 57.7) rotate(-68)"/>
<rect class="cls-4" x="182.87" y="131.35" width="0.9" height="4.52" transform="translate(-9.23 253.53) rotate(-68)"/>
<rect class="cls-4" x="15.77" y="67.21" width="0.9" height="4.52" transform="translate(-54.6 60.95) rotate(-70)"/>
<rect class="cls-4" x="183.99" y="128.43" width="0.9" height="4.52" transform="translate(-1.47 259.28) rotate(-69.99)"/>
<rect class="cls-4" x="14.75" y="70.16" width="0.9" height="4.52" transform="translate(-58.37 64.51) rotate(-72)"/>
<rect class="cls-4" x="185.01" y="125.48" width="0.9" height="4.52" transform="translate(6.66 264.65) rotate(-72)"/>
<rect class="cls-4" x="13.84" y="73.15" width="0.9" height="4.52" transform="translate(-62.14 68.36) rotate(-74)"/>
<rect class="cls-4" x="185.92" y="122.49" width="0.9" height="4.52" transform="translate(15.09 269.53) rotate(-74)"/>
<rect class="cls-4" x="13.03" y="76.17" width="0.9" height="4.52" transform="translate(-65.88 72.54) rotate(-76)"/>
<rect class="cls-4" x="186.73" y="119.48" width="0.9" height="4.52" transform="translate(23.77 273.9) rotate(-76)"/>
<rect class="cls-4" x="12.33" y="79.21" width="0.9" height="4.52" transform="translate(-69.57 77.03) rotate(-78)"/>
<rect class="cls-4" x="187.44" y="116.43" width="0.9" height="4.52" transform="translate(32.72 277.79) rotate(-78)"/>
<rect class="cls-4" x="11.73" y="82.28" width="0.9" height="4.52" transform="translate(-73.18 81.86) rotate(-80)"/>
<rect class="cls-4" x="188.03" y="113.36" width="0.9" height="4.52" transform="translate(41.89 281.17) rotate(-80)"/>
<rect class="cls-4" x="11.24" y="85.36" width="0.9" height="4.52" transform="translate(-76.7 87.01) rotate(-82)"/>
<rect class="cls-4" x="188.52" y="110.28" width="0.9" height="4.52" transform="translate(51.21 284) rotate(-81.99)"/>
<rect class="cls-4" x="10.86" y="88.46" width="0.9" height="4.52" transform="translate(-80.1 92.49) rotate(-84)"/>
<rect class="cls-4" x="188.9" y="107.18" width="0.9" height="4.52" transform="translate(60.69 286.29) rotate(-83.99)"/>
<rect class="cls-4" x="10.59" y="91.58" width="0.9" height="4.52" transform="translate(-83.34 98.31) rotate(-86)"/>
<rect class="cls-4" x="189.17" y="104.06" width="0.9" height="4.52" transform="translate(70.3 288.05) rotate(-85.99)"/>
<rect class="cls-4" x="10.43" y="94.7" width="0.9" height="4.52" transform="matrix(0.03, -1, 1, 0.03, -86.4, 104.44)"/>
<rect class="cls-4" x="189.34" y="100.94" width="0.9" height="4.52" transform="matrix(0.03, -1, 1, 0.03, 80.01, 289.27)"/>
<rect class="cls-4" x="8.56" y="99.63" width="4.52" height="0.9"/>
<rect class="cls-4" x="187.58" y="99.63" width="4.52" height="0.9"/>
<rect class="cls-4" x="8.62" y="102.75" width="4.52" height="0.9" transform="translate(-3.62 0.45) rotate(-2.01)"/>
<rect class="cls-4" x="187.53" y="96.51" width="4.52" height="0.9" transform="translate(-3.29 6.73) rotate(-2.01)"/>
<rect class="cls-4" x="8.78" y="105.87" width="4.52" height="0.9" transform="translate(-7.44 1.04) rotate(-4.03)"/>
<rect class="cls-4" x="187.37" y="93.39" width="4.52" height="0.9" transform="matrix(1, -0.07, 0.07, 1, -6.13, 13.56)"/>
<rect class="cls-4" x="9.06" y="108.99" width="4.52" height="0.9" transform="translate(-11.48 1.8) rotate(-6.06)"/>
<rect class="cls-4" x="187.09" y="90.27" width="4.52" height="0.9" transform="translate(-8.51 20.48) rotate(-6.06)"/>
<rect class="cls-4" x="9.44" y="112.09" width="4.52" height="0.9" transform="translate(-15.49 2.71) rotate(-7.97)"/>
<rect class="cls-4" x="186.71" y="87.17" width="4.52" height="0.9" transform="translate(-10.33 27.05) rotate(-7.97)"/>
<rect class="cls-4" x="9.92" y="115.17" width="4.52" height="0.9" transform="translate(-19.92 3.88) rotate(-10.01)"/>
<rect class="cls-4" x="186.22" y="84.09" width="4.52" height="0.9" transform="translate(-11.83 34.06) rotate(-10.01)"/>
<rect class="cls-4" x="10.52" y="118.24" width="4.52" height="0.9" transform="translate(-24.4 5.25) rotate(-12)"/>
<rect class="cls-4" x="185.63" y="81.02" width="4.52" height="0.9" transform="translate(-12.79 40.66) rotate(-11.95)"/>
<rect class="cls-4" x="11.22" y="121.28" width="4.52" height="0.9" transform="translate(-29.07 6.89) rotate(-14.01)"/>
<rect class="cls-4" x="184.92" y="77.97" width="4.52" height="0.9" transform="translate(-13.42 47.65) rotate(-14.01)"/>
<rect class="cls-4" x="12.03" y="124.3" width="4.52" height="0.9" transform="translate(-33.82 8.77) rotate(-15.99)"/>
<rect class="cls-4" x="184.12" y="74.96" width="4.52" height="0.9" transform="matrix(0.96, -0.28, 0.28, 0.96, -13.56, 54.26)"/>
<rect class="cls-4" x="12.95" y="127.29" width="4.52" height="0.9" transform="translate(-38.68 10.93) rotate(-17.97)"/>
<rect class="cls-4" x="183.2" y="71.97" width="4.52" height="0.9" transform="translate(-13.3 60.77) rotate(-17.97)"/>
<rect class="cls-4" x="13.96" y="130.24" width="4.52" height="0.9" transform="translate(-43.71 13.42) rotate(-19.99)"/>
<rect class="cls-4" x="182.18" y="69.02" width="4.52" height="0.9" transform="translate(-12.64 67.25) rotate(-19.99)"/>
<rect class="cls-4" x="15.08" y="133.16" width="4.52" height="0.9" transform="translate(-48.81 16.24) rotate(-22.01)"/>
<rect class="cls-4" x="181.07" y="66.1" width="4.52" height="0.9" transform="translate(-11.58 73.62) rotate(-22.03)"/>
<rect class="cls-4" x="16.3" y="136.04" width="4.52" height="0.9" transform="translate(-53.83 19.3) rotate(-23.96)"/>
<rect class="cls-4" x="179.84" y="63.22" width="4.52" height="0.9" transform="translate(-10.16 79.52) rotate(-23.99)"/>
<rect class="cls-4" x="17.62" y="138.87" width="4.52" height="0.9" transform="translate(-58.99 22.77) rotate(-25.96)"/>
<rect class="cls-4" x="178.52" y="60.39" width="4.52" height="0.9" transform="translate(-8.39 85.29) rotate(-25.96)"/>
<rect class="cls-4" x="19.04" y="141.65" width="4.52" height="0.9" transform="translate(-64.15 26.59) rotate(-27.97)"/>
<rect class="cls-4" x="177.11" y="57.61" width="4.52" height="0.9" transform="translate(-6.28 90.9) rotate(-27.97)"/>
<rect class="cls-4" x="20.56" y="144.38" width="4.52" height="0.9" transform="translate(-69.41 30.85) rotate(-30.02)"/>
<rect class="cls-4" x="175.59" y="54.87" width="4.52" height="0.9" transform="translate(-3.84 96.32) rotate(-29.99)"/>
<rect class="cls-4" x="22.17" y="147.06" width="4.52" height="0.9" transform="translate(-74.42 35.33) rotate(-31.98)"/>
<rect class="cls-4" x="173.98" y="52.2" width="4.52" height="0.9" transform="translate(-1.13 101.34) rotate(-31.98)"/>
<rect class="cls-4" x="23.87" y="149.68" width="4.52" height="0.9" transform="translate(-79.49 40.28) rotate(-34)"/>
<rect class="cls-4" x="172.28" y="49.58" width="4.52" height="0.9" transform="translate(1.83 106.06) rotate(-33.97)"/>
<rect class="cls-4" x="25.66" y="152.24" width="4.52" height="0.9" transform="translate(-84.45 45.61) rotate(-36.02)"/>
<rect class="cls-4" x="170.49" y="47.02" width="4.52" height="0.9" transform="translate(5.11 110.66) rotate(-36.02)"/>
<rect class="cls-4" x="27.54" y="154.74" width="4.52" height="0.9" transform="translate(-89.25 51.27) rotate(-38.01)"/>
<rect class="cls-4" x="168.61" y="44.52" width="4.52" height="0.9" transform="translate(8.51 114.67) rotate(-37.98)"/>
<rect class="cls-4" x="29.51" y="157.16" width="4.52" height="0.9" transform="translate(-93.89 57.31) rotate(-40.01)"/>
<rect class="cls-4" x="166.64" y="42.09" width="4.52" height="0.9" transform="translate(12.18 118.54) rotate(-40.01)"/>
<polygon class="cls-4" points="32.44 161.82 31.83 161.15 35.19 158.13 35.8 158.8 32.44 161.82"/>
<rect class="cls-4" x="164.59" y="39.74" width="4.52" height="0.9" transform="translate(16.01 122.06) rotate(-42.03)"/>
<rect class="cls-4" x="33.69" y="161.81" width="4.52" height="0.9" transform="translate(-102.71 70.63) rotate(-44.05)"/>
<rect class="cls-4" x="162.46" y="37.45" width="4.52" height="0.9" transform="translate(19.92 125.09) rotate(-44.01)"/>
<rect class="cls-4" x="35.9" y="164.02" width="4.52" height="0.9" transform="translate(-106.58 77.54) rotate(-45.95)"/>
<rect class="cls-4" x="160.25" y="35.24" width="4.52" height="0.9" transform="translate(23.93 127.78) rotate(-45.99)"/>
<polygon class="cls-4" points="39.27 168.58 38.59 167.98 41.62 164.62 42.29 165.22 39.27 168.58"/>
<rect class="cls-4" x="157.97" y="33.11" width="4.52" height="0.9" transform="translate(28.02 130.11) rotate(-47.97)"/>
<rect class="cls-4" x="40.54" y="168.2" width="4.52" height="0.9" transform="translate(-113.9 93.01) rotate(-49.99)"/>
<rect class="cls-4" x="155.61" y="31.06" width="4.52" height="0.9" transform="translate(32.24 132.18) rotate(-49.99)"/>
<rect class="cls-4" x="42.97" y="170.16" width="4.52" height="0.9" transform="translate(-117.05 101.18) rotate(-51.99)"/>
<rect class="cls-4" x="153.18" y="29.1" width="4.52" height="0.9" transform="translate(36.44 133.82) rotate(-51.99)"/>
<rect class="cls-4" x="45.46" y="172.04" width="4.52" height="0.9" transform="translate(-119.86 109.66) rotate(-53.98)"/>
<rect class="cls-4" x="150.69" y="27.22" width="4.52" height="0.9" transform="matrix(0.59, -0.81, 0.81, 0.59, 40.63, 135.1)"/>
<rect class="cls-4" x="48.02" y="173.84" width="4.52" height="0.9" transform="translate(-122.33 118.51) rotate(-56)"/>
<rect class="cls-4" x="148.13" y="25.42" width="4.52" height="0.9" transform="translate(44.75 136) rotate(-55.95)"/>
<rect class="cls-4" x="50.64" y="175.54" width="4.52" height="0.9" transform="matrix(0.53, -0.85, 0.85, 0.53, -124.39, 127.65)"/>
<rect class="cls-4" x="145.51" y="23.72" width="4.52" height="0.9" transform="translate(48.91 136.63) rotate(-57.97)"/>
<rect class="cls-4" x="53.32" y="177.15" width="4.52" height="0.9" transform="translate(-126 136.86) rotate(-59.98)"/>
<rect class="cls-4" x="142.83" y="22.11" width="4.52" height="0.9" transform="translate(52.96 136.9) rotate(-59.98)"/>
<rect class="cls-4" x="56.05" y="178.66" width="4.52" height="0.9" transform="translate(-127.23 146.62) rotate(-62.03)"/>
<rect class="cls-4" x="140.1" y="20.6" width="4.52" height="0.9" transform="translate(56.91 136.84) rotate(-61.98)"/>
<rect class="cls-4" x="58.84" y="180.08" width="4.52" height="0.9" transform="translate(-127.96 156.42) rotate(-64.04)"/>
<rect class="cls-4" x="137.31" y="19.18" width="4.52" height="0.9" transform="translate(60.71 136.45) rotate(-63.99)"/>
<rect class="cls-4" x="61.67" y="181.4" width="4.52" height="0.9" transform="translate(-128.21 166.41) rotate(-66.04)"/>
<rect class="cls-4" x="134.48" y="17.86" width="4.52" height="0.9" transform="translate(64.47 135.83) rotate(-66.04)"/>
<rect class="cls-4" x="64.54" y="182.62" width="4.52" height="0.9" transform="translate(-127.96 176.4) rotate(-67.99)"/>
<rect class="cls-4" x="131.61" y="16.64" width="4.52" height="0.9" transform="translate(67.85 134.8) rotate(-67.99)"/>
<rect class="cls-4" x="67.46" y="183.74" width="4.52" height="0.9" transform="translate(-127.21 186.74) rotate(-70.01)"/>
<rect class="cls-4" x="128.69" y="15.52" width="4.52" height="0.9" transform="translate(71.17 133.57) rotate(-70.01)"/>
<rect class="cls-4" x="70.41" y="184.76" width="4.52" height="0.9" transform="translate(-125.92 197.18) rotate(-72.03)"/>
<rect class="cls-4" x="125.73" y="14.5" width="4.52" height="0.9" transform="translate(74.27 132.09) rotate(-72.03)"/>
<rect class="cls-4" x="73.4" y="185.67" width="4.52" height="0.9" transform="translate(-124.1 207.58) rotate(-74.01)"/>
<rect class="cls-4" x="122.75" y="13.59" width="4.52" height="0.9" transform="translate(77.07 130.34) rotate(-74.01)"/>
<rect class="cls-4" x="76.42" y="186.48" width="4.52" height="0.9" transform="translate(-121.74 218.02) rotate(-75.99)"/>
<rect class="cls-4" x="119.73" y="12.78" width="4.52" height="0.9" transform="translate(79.62 128.39) rotate(-75.99)"/>
<rect class="cls-4" x="79.46" y="187.18" width="4.52" height="0.9" transform="translate(-118.76 228.75) rotate(-78.05)"/>
<rect class="cls-4" x="116.68" y="12.08" width="4.52" height="0.9" transform="translate(81.96 126.27) rotate(-78)"/>
<rect class="cls-4" x="82.53" y="187.78" width="4.52" height="0.9" transform="translate(-115.32 239) rotate(-79.99)"/>
<rect class="cls-4" x="113.62" y="11.48" width="4.52" height="0.9" transform="translate(83.98 123.97) rotate(-79.99)"/>
<rect class="cls-4" x="85.62" y="188.27" width="4.52" height="0.9" transform="translate(-111.21 249.57) rotate(-82.03)"/>
<rect class="cls-4" x="110.53" y="10.99" width="4.52" height="0.9" transform="translate(85.71 121.53) rotate(-81.97)"/>
<rect class="cls-4" x="88.72" y="188.65" width="4.52" height="0.9" transform="translate(-106.6 259.81) rotate(-84)"/>
<rect class="cls-4" x="107.43" y="10.61" width="4.52" height="0.9" transform="translate(87.22 119) rotate(-84)"/>
<rect class="cls-4" x="91.83" y="188.92" width="4.52" height="0.9" transform="translate(-101.43 269.92) rotate(-85.97)"/>
<rect class="cls-4" x="104.32" y="10.34" width="4.52" height="0.9" transform="translate(88.43 116.36) rotate(-86.03)"/>
<rect class="cls-4" x="94.95" y="189.08" width="4.52" height="0.9" transform="translate(-95.62 280.03) rotate(-87.99)"/>
<rect class="cls-4" x="101.2" y="10.17" width="4.52" height="0.9" transform="translate(89.2 113.65) rotate(-87.99)"/>
<rect class="cls-4" x="99.88" y="187.33" width="0.9" height="4.52"/>
<rect class="cls-4" x="103.01" y="187.28" width="0.9" height="4.52" transform="translate(-6.56 3.73) rotate(-2)"/>
</g>
<g>
<image class="cls-5" width="131" height="138" transform="translate(35 31)" xlink:href="data:image/png;base64,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"/>
<path class="cls-6" d="M150.18,79a12.06,12.06,0,0,0-4.9-7.06c-5.21-3.63-12.12-2.74-15.41,2l-7.68,11a7,7,0,0,0-5.2,2.8l-1.48,2.13-1.11-.78,3.41-4.89L110.35,79l-3.41,4.89-1.12-.78L107.3,81a7,7,0,0,0,.83-5.86l7.68-11A9.84,9.84,0,0,0,117.24,56,12.36,12.36,0,0,0,104,46.8a9.9,9.9,0,0,0-7.08,4.14L89.25,62a7,7,0,0,0-5.2,2.81L65,92a13.32,13.32,0,0,0-3.25.8l-.45.19-8.6,12.35-.39.57h0c-4.26,6.82-1.87,16.12,5.51,21.27A17.84,17.84,0,0,0,68,130.47a14.4,14.4,0,0,0,12.08-6,13.91,13.91,0,0,0,1.08-1.85l7.53-10.49,0-.5a13.39,13.39,0,0,0-.4-3.41l1.86-2.66,9.68,6.75L98,115a13.78,13.78,0,0,0-3.34.81l-.45.2-8.53,12.24-.46.69h0a14.24,14.24,0,0,0-1.65,11,18.19,18.19,0,0,0,17.35,13.53,17.33,17.33,0,0,0,1.91-.11A14.16,14.16,0,0,0,113,147.47h0l8.64-12.41,0-.48a12.93,12.93,0,0,0-.4-3.42l19-27.24a7,7,0,0,0,.84-5.85l7.67-11A9.86,9.86,0,0,0,150.18,79Zm-37.13,6-1.29,1.85-1.85-1.29,1.29-1.85ZM93.6,122.83l2.83-4.06c1.69-.53,7.35-1.71,14.1,3s7.61,10.43,7.69,12.2L115.4,138a17.48,17.48,0,0,0-7.52-12.45,18,18,0,0,0-10.2-3.26A15.9,15.9,0,0,0,93.6,122.83Zm-3.22,5.34a11.61,11.61,0,0,1,7.29-2.45,14.56,14.56,0,0,1,8.25,2.66c5,3.48,7.29,9.44,5.58,14.51-3.77,2.82-10,2.38-15-1S89,132.68,90.38,128.17ZM107.61,148a11.36,11.36,0,0,1-5.17,1.89A14.7,14.7,0,0,1,86.91,139.1a11.37,11.37,0,0,1,0-5.5,18.37,18.37,0,0,0,7.69,11.05A18.6,18.6,0,0,0,107.61,148Zm2.77-96.27a8.66,8.66,0,0,1,3.54,5,6.54,6.54,0,0,1-.91,5.33l-4,5.76a25.15,25.15,0,0,0-13.27-9.25l4-5.76a6.5,6.5,0,0,1,4.68-2.7A8.66,8.66,0,0,1,110.38,51.77ZM95.68,97.64l8.19-11.74,9.68,6.75-8.18,11.74ZM104.5,79,103,81.14l-2.65-1.85a3.49,3.49,0,0,0-2.61-.57,3.42,3.42,0,0,0-2.25,1.44L87.4,91.78a3.49,3.49,0,0,0,.87,4.86l2.65,1.85-4,5.78A23.65,23.65,0,0,0,69.18,92L86.86,66.71c.74-1.07,2.38-1.57,4.5-1.37a17.89,17.89,0,0,1,12.91,9.1C104.78,75.54,105.49,77.58,104.5,79ZM90.09,94l.12-.3,8.1-11.63a.07.07,0,0,1,.1,0l2.65,1.84L92.87,95.68l-2.64-1.84-.14.2Zm3.17-31.85.28-.41c1.12.08,3.84.57,7.62,3.21s5.19,5,5.65,6l-.29.41a20.56,20.56,0,0,0-5.74-5.9A20.79,20.79,0,0,0,93.26,62.19ZM60.66,99.86l2.83-4c1.68-.54,7.31-1.73,14.1,3S85.2,109.22,85.28,111l-2.84,4a17.49,17.49,0,0,0-7.5-12.33,18,18,0,0,0-10.21-3.27A16.34,16.34,0,0,0,60.66,99.86Zm-3.22,5.34a11.61,11.61,0,0,1,7.29-2.45A14.35,14.35,0,0,1,73,105.42c5,3.48,7.29,9.44,5.58,14.51-3.77,2.81-10,2.38-15-1.05S56.1,109.71,57.44,105.2Zm17.23,19.87c-4.17,2.88-10.14,2.65-14.92-.68s-7-8.85-5.8-13.75a19.42,19.42,0,0,0,20.72,14.43ZM97.1,102.8l-1.6,2.3-3.38-2.36,1.6-2.29Zm6.31,4.4-1.6,2.3-3.51-2.45,1.6-2.3Zm22.78-22,.29-.42c1.12.08,3.84.57,7.62,3.21s5.19,5,5.65,6l-.29.42a21.77,21.77,0,0,0-13.27-9.25Zm-24,29.77,4-5.78,2.61,1.82a3.48,3.48,0,0,0,4.86-.86l8.1-11.63a3.49,3.49,0,0,0-.87-4.86l-2.61-1.82,1.48-2.12c1-1.43,3.16-1.48,4.37-1.37a17.72,17.72,0,0,1,13.05,9.1c.51,1.09,1.22,3.14.23,4.57l-17.61,25.25a23.65,23.65,0,0,0-17.64-12.3Zm16.92-18.71-.12.31-8.11,11.62.21.14h0l-.31-.12-2.61-1.82,8.19-11.74L119,96.43l.14-.21Zm22.82-5.35a25.15,25.15,0,0,0-13.27-9.25l4-5.76a6.52,6.52,0,0,1,4.76-2.71,8.76,8.76,0,0,1,5.88,1.58,8.66,8.66,0,0,1,3.54,5,6.53,6.53,0,0,1-.91,5.33Z"/>
</g>
<image width="261" height="261" transform="translate(189 -30)" xlink:href="data:image/png;base64,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"/>
<g class="cls-7">
<rect class="cls-8" x="0.86" y="157.06" width="198.16" height="262.7"/>
</g>
</g>
</g>
</svg>