1 line
285 KiB
XML
1 line
285 KiB
XML
<?xml version="1.0" encoding="UTF-8"?><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 450 300"><defs><clipPath id="c"><path d="m381.99,225.16l.69-.4c-.15.09-.27.26-.31.5-.12.65.28,1.58.91,2.08.07.06.15.11.22.15.31.18.61.2.82.08l-.69.4c-.21.12-.51.1-.82-.08-.07-.04-.15-.09-.22-.15-.62-.5-1.03-1.43-.91-2.08.05-.24.16-.41.31-.5Z" fill="#c5d2da"/></clipPath><clipPath id="d"><path d="m379.86,223.85l.69-.4c.68-.39,1.61-.32,2.61.25.23.13.47.3.71.49l-.69.4c-.24-.19-.47-.35-.71-.49-1-.57-1.93-.65-2.61-.25Z" fill="#c5d2da"/></clipPath><clipPath id="e"><path d="m385.76,232.39l-.69.4c.49-.29.85-.82,1-1.58.4-2.06-.9-5.03-2.88-6.62l.69-.4c1.99,1.59,3.28,4.56,2.88,6.62-.15.76-.5,1.3-1,1.58Z" fill="#c5d2da"/></clipPath><clipPath id="f"><path d="m384.04,227.14l-.69.4c-.09.05-.21.07-.34.05l.69-.4c.13.02.25,0,.34-.05Z" fill="#87949d"/></clipPath><clipPath id="g"><path d="m382.04,225.29l.69-.4c-.24.14-.34.52-.22.99.13.51.49.98.87,1.2.1.06.21.1.32.12l-.69.4c-.1-.02-.21-.06-.31-.12-.38-.22-.73-.69-.87-1.2-.12-.47-.03-.84.22-.99Z" fill="#87949d"/></clipPath><clipPath id="h"><path d="m381.07,224.6l.69-.4c.3-.17.67-.24,1.09-.17.33.05.67.18,1,.38,1.2.7,2.33,2.2,2.76,3.83.4,1.5.09,2.69-.69,3.14l-.69.4c.78-.45,1.08-1.64.69-3.14-.43-1.63-1.56-3.14-2.76-3.83-.33-.19-.67-.32-1-.38-.42-.07-.79,0-1.09.17Z" fill="#87949d"/></clipPath><clipPath id="i"><path d="m382.47,225.37l-.35-.12c.42.15.91.1,1.41-.17l.35.12c-.5.28-.99.32-1.41.17Z" fill="none"/></clipPath><clipPath id="j"><path d="m384.11,219.52l.35.12c.59.21,1.05.79,1.19,1.66.23,1.48-.55,3.23-1.75,3.89l-.35-.12c1.2-.66,1.99-2.41,1.75-3.89-.14-.87-.59-1.45-1.19-1.66Z" fill="none"/></clipPath><clipPath id="k"><path d="m384.23,219.16l.35.12c-.48-.17-1.03-.11-1.59.2l-.35-.12c.56-.31,1.12-.36,1.59-.2Z" fill="#e0e5ec"/></clipPath><clipPath id="l"><path d="m382.35,225.73l-.35-.12c-.67-.23-1.18-.9-1.34-1.87-.26-1.67.62-3.64,1.98-4.38l.35.12c-1.35.75-2.24,2.71-1.98,4.38.15.98.67,1.64,1.34,1.87Z" fill="none"/></clipPath><clipPath id="m"><path d="m366.31,76.06l-1.23.71c.12-.07.49-1.46.51-1.54l1.23-.71c-.02.08-.39,1.46-.51,1.54Z" fill="#7b7a71"/></clipPath><clipPath id="n"><path d="m359.62,71.13l1.23-.71c.05.03,1.15.52,1.21.55l-1.23.71c-.06-.03-1.16-.52-1.21-.55Z" fill="#b8b6ac"/></clipPath><clipPath id="o"><path d="m385.81,89.16l1.23-.71c.1.06,2.2,1.04,2.31,1.09l-1.23.71c-.11-.05-2.21-1.03-2.31-1.09Z" fill="#cbc9be"/></clipPath></defs><g isolation="isolate"><g id="a"><rect width="450" height="300" fill="none"/><ellipse cx="225" cy="174.5" rx="64.15" ry="37" fill="#e0e5ec" opacity=".75"/><ellipse cx="385.98" cy="77.64" rx="52.02" ry="30" fill="#e0e5ec" opacity=".75"/><ellipse cx="61.39" cy="80" rx="43.35" ry="25" fill="#e0e5ec" opacity=".75"/><ellipse cx="70.85" cy="263.5" rx="52.02" ry="30" fill="#e0e5ec" opacity=".75"/><ellipse cx="386.95" cy="268" rx="46.82" ry="27" fill="#e0e5ec" opacity=".75"/><g><line x1="171.82" y1="205.21" x2="171.82" y2="205.21" fill="none" stroke="#afc8df" stroke-linecap="round" stroke-miterlimit="10" stroke-width="2"/><line x1="166.86" y1="208.07" x2="119.74" y2="235.27" fill="none" stroke="#afc8df" stroke-dasharray="0 0 0 5.73" stroke-linecap="round" stroke-miterlimit="10" stroke-width="2"/><line x1="117.26" y1="236.7" x2="117.26" y2="236.7" fill="none" stroke="#afc8df" stroke-linecap="round" stroke-miterlimit="10" stroke-width="2"/></g><g><line x1="342.54" y1="106.64" x2="342.54" y2="106.64" fill="none" stroke="#afc8df" stroke-linecap="round" stroke-miterlimit="10" stroke-width="2"/><line x1="337.17" y1="109.74" x2="280.87" y2="142.25" fill="none" stroke="#afc8df" stroke-dasharray="0 0 0 6.19" stroke-linecap="round" stroke-miterlimit="10" stroke-width="2"/><line x1="278.18" y1="143.79" x2="278.18" y2="143.79" fill="none" stroke="#afc8df" stroke-linecap="round" stroke-miterlimit="10" stroke-width="2"/></g><g><line x1="278.18" y1="205.21" x2="278.18" y2="205.21" fill="none" stroke="#afc8df" stroke-linecap="round" stroke-miterlimit="10" stroke-width="2"/><line x1="283.27" y1="208.14" x2="341.71" y2="241.88" fill="none" stroke="#afc8df" stroke-dasharray="0 0 0 5.87" stroke-linecap="round" stroke-miterlimit="10" stroke-width="2"/><line x1="344.25" y1="243.35" x2="344.25" y2="243.35" fill="none" stroke="#afc8df" stroke-linecap="round" stroke-miterlimit="10" stroke-width="2"/></g><g><line x1="101.49" y1="103.19" x2="101.49" y2="103.19" fill="none" stroke="#afc8df" stroke-linecap="round" stroke-miterlimit="10" stroke-width="2"/><line x1="106.51" y1="106.09" x2="169.3" y2="142.34" fill="none" stroke="#afc8df" stroke-dasharray="0 0 0 5.8" stroke-linecap="round" stroke-miterlimit="10" stroke-width="2"/><line x1="171.82" y1="143.79" x2="171.82" y2="143.79" fill="none" stroke="#afc8df" stroke-linecap="round" stroke-miterlimit="10" stroke-width="2"/></g></g><g id="b"><g><polygon points="36.05 268.23 78.6 245.46 109.21 261.44 66.65 286.01 36.05 268.23" fill="#87949d"/><polygon points="72.42 229.12 72.47 247.2 74.02 248.1 73.97 230.02 72.42 229.12" fill="#e5e3da"/><polygon points="73.97 230.02 74.02 248.1 78.6 245.46 78.55 227.38 73.97 230.02" fill="#cbc9be"/><polygon points="59.84 238.17 59.9 256.26 64.72 253.47 64.66 235.39 59.84 238.17" fill="#cbc9be"/><polygon points="53.32 241.94 53.37 260.02 58.47 257.08 58.42 239 53.32 241.94" fill="#cbc9be"/><polygon points="51.77 241.04 51.82 259.12 53.37 260.02 53.32 241.94 51.77 241.04" fill="#e5e3da"/><polygon points="78.55 227.38 78.6 245.46 106.1 261.44 106.05 243.36 78.55 227.38" fill="#e5e3da"/><polygon points="58.42 239 58.47 257.08 76.19 267.38 76.14 249.29 58.42 239" fill="#e5e3da"/><polygon points="76.14 249.29 76.19 267.38 77.61 266.55 77.56 248.47 76.14 249.29" fill="#cbc9be"/><polygon points="81.37 252.33 81.42 270.42 85.97 273.06 85.92 254.98 81.37 252.33" fill="#e5e3da"/><polygon points="84.11 256.02 84.16 274.11 85.71 275.01 85.66 256.93 84.11 256.02" fill="#f2f1eb"/><polygon points="74.36 247.88 70.23 245.08 74.36 242.7 74.36 247.88" fill="#cbc9be"/><polygon points="53.37 260.02 44.07 265.4 44.05 259.06 53.39 253.67 53.37 260.02" fill="#cbc9be"/><polygon points="39.11 250.14 39.17 268.23 44.07 265.4 44.01 247.31 39.11 250.14" fill="#cbc9be"/><polygon points="82.79 251.51 81.37 252.34 58.42 239 53.32 241.94 51.77 241.04 72.42 229.11 73.97 230.02 59.84 238.17 69.43 243.74 70.98 244.65 82.79 251.51" fill="#f2f1eb"/><polygon points="82.8 251.51 87.34 254.15 106.05 243.36 78.55 227.38 73.97 230.02 72.42 229.12 78.56 225.57 109.16 243.36 85.66 256.93 84.11 256.02 85.92 254.98 81.37 252.33 82.8 251.51" fill="#f2f1eb"/><path d="m84.11,256.03l-17.49,10.1-17.35-10.08-1.55-.91-8.6-4.99,14.21-8.2-1.55-.91-15.77,9.11,10.15,5.9,1.56.9,18.89,10.98,19.06-11-1.55-.9Z" fill="#f2f1eb"/><polygon points="75.26 252.71 81.89 256.54 81.94 252.66 75.26 248.79 75.26 252.71" fill="#e5e3da"/><polygon points="74.36 233.7 64.12 239.62 64.12 235.72 74.36 229.81 74.36 233.7" fill="#cbc9be"/><polygon points="53.74 245.59 43.5 251.51 43.5 247.62 53.74 241.7 53.74 245.59" fill="#cbc9be"/><polygon points="53.35 253.69 44.05 259.06 44.05 257.25 51.8 252.78 53.35 253.69" fill="#f2f1eb"/><polygon points="74.01 242.9 70.98 244.65 69.43 243.74 72.46 241.99 74.01 242.9" fill="#f2f1eb"/><path d="m109.16,243.36l-23.5,13.57h0s-6.14,3.54-6.14,3.54h0s-12.92,7.46-12.92,7.46l.05,18.08,13.78-7.96-.04-14.2,5.27-3.04.04,14.2,23.5-13.57-.05-18.08Zm-14.39,21.66l-.03-8.98,9.31-5.38.03,8.98-9.31,5.38Z" fill="#cbc9be"/><path d="m66.6,267.93l-30.6-17.78.05,18.08,30.6,17.78-.05-18.08Zm-17.56,2.36l-9.31-5.38.03-8.98,9.31,5.38-.03,8.98Z" fill="#e5e3da"/></g><g><polygon points="210.71 166.88 202.65 171.56 195.65 167.55 203.71 162.86 210.71 166.88" fill="#c1c1c1"/><polygon points="207.52 166.26 203.22 168.74 198.88 166.28 203.18 163.79 207.52 166.26" fill="#ddd"/><polygon points="202.65 172.84 195.65 168.83 195.65 167.55 202.65 171.56 202.65 172.84" fill="#afafaf"/><polygon points="210.71 168.16 202.65 172.84 202.65 171.56 210.71 166.88 210.71 168.16" fill="#a5a5a5"/><polygon points="198.67 99.61 195.02 101.72 193.41 100.8 197.06 98.69 198.67 99.61" fill="#c5d2da"/><polygon points="195.02 103.4 193.41 102.48 193.41 100.8 195.02 101.72 195.02 103.4" fill="#9eadb5"/><polygon points="198.67 101.29 195.02 103.4 195.02 101.72 198.67 99.61 198.67 101.29" fill="#6f787e"/><polygon points="203.18 150.7 200.59 152.2 200.59 151.82 202.86 150.51 203.18 150.7" fill="#72caff"/><polygon points="203.18 151.03 200.59 152.53 200.59 152.2 203.18 150.7 203.18 151.03" fill="#2198df"/><polygon points="205.78 151.82 205.78 152.2 203.18 150.7 203.51 150.51 205.78 151.82" fill="#72caff"/><polygon points="205.78 152.53 203.18 151.03 203.18 150.7 205.78 152.2 205.78 152.53" fill="#2198df"/><polygon points="203.18 154.78 200.59 156.27 200.59 155.9 202.86 154.59 203.18 154.78" fill="#ffb176"/><polygon points="203.18 155.11 200.59 156.61 200.59 156.27 203.18 154.77 203.18 155.11" fill="#ffa357"/><polygon points="205.78 155.9 205.78 156.27 203.18 154.78 203.51 154.59 205.78 155.9" fill="#ffb176"/><polygon points="205.78 156.61 203.18 155.11 203.18 154.77 205.78 156.27 205.78 156.61" fill="#ffa357"/><polygon points="203.18 158.89 200.59 160.38 200.59 160.01 202.86 158.7 203.18 158.89" fill="#ffb176"/><polygon points="203.18 159.22 200.59 160.72 200.59 160.38 203.18 158.89 203.18 159.22" fill="#ffa357"/><polygon points="205.78 160.01 205.78 160.38 203.18 158.89 203.51 158.7 205.78 160.01" fill="#ffb176"/><polygon points="205.78 160.72 203.18 159.22 203.18 158.89 205.78 160.38 205.78 160.72" fill="#ffa357"/><polygon points="203.18 162.96 200.59 164.46 200.59 164.08 202.86 162.77 203.18 162.96" fill="#ffb176"/><polygon points="203.18 163.29 200.59 164.79 200.59 164.46 203.18 162.96 203.18 163.29" fill="#ffa357"/><polygon points="205.78 164.08 205.78 164.46 203.18 162.96 203.51 162.77 205.78 164.08" fill="#ffb176"/><polygon points="205.78 164.79 203.18 163.29 203.18 162.96 205.78 164.46 205.78 164.79" fill="#ffa357"/><polygon points="206.41 128.39 206.09 128.57 206.09 104.62 206.41 104.43 206.41 128.39" fill="#007ac3"/><polygon points="206.09 128.57 205.77 128.39 205.77 104.43 206.09 104.62 206.09 128.57" fill="#2198df"/><polygon points="206.41 104.43 206.09 104.62 205.77 104.43 206.09 104.24 206.41 104.43" fill="#ffbe83"/><polygon points="203.18 142.68 200.59 144.18 200.59 143.81 202.86 142.5 203.18 142.68" fill="#72caff"/><polygon points="203.18 143.02 200.59 144.52 200.59 144.18 203.18 142.68 203.18 143.02" fill="#2198df"/><polygon points="205.78 143.81 205.78 144.18 203.18 142.68 203.51 142.5 205.78 143.81" fill="#72caff"/><polygon points="205.78 144.52 203.18 143.02 203.18 142.68 205.78 144.18 205.78 144.52" fill="#2198df"/><polygon points="203.18 147.02 200.59 148.52 200.59 148.18 203.18 146.68 203.18 147.02" fill="#2198df"/><polygon points="205.78 147.81 205.78 148.18 203.18 146.69 203.51 146.5 205.78 147.81" fill="#72caff"/><polygon points="205.78 148.52 203.18 147.02 203.18 146.68 205.78 148.18 205.78 148.52" fill="#2198df"/><polygon points="203.18 138.75 200.59 140.25 200.59 139.87 202.86 138.56 203.18 138.75" fill="#72caff"/><polygon points="203.18 139.08 200.59 140.58 200.59 140.25 203.18 138.75 203.18 139.08" fill="#2198df"/><polygon points="205.78 139.87 205.78 140.25 203.18 138.75 203.51 138.56 205.78 139.87" fill="#72caff"/><polygon points="205.78 140.58 203.18 139.08 203.18 138.75 205.78 140.25 205.78 140.58" fill="#2198df"/><polygon points="203.18 134.79 200.59 136.29 200.59 135.92 202.86 134.61 203.18 134.79" fill="#72caff"/><polygon points="203.18 135.13 200.59 136.63 200.59 136.29 203.18 134.79 203.18 135.13" fill="#2198df"/><polygon points="205.78 135.92 205.78 136.29 203.18 134.79 203.51 134.61 205.78 135.92" fill="#72caff"/><polygon points="205.78 136.63 203.18 135.13 203.18 134.79 205.78 136.29 205.78 136.63" fill="#2198df"/><polygon points="203.18 130.84 200.59 132.33 200.59 131.96 202.86 130.65 203.18 130.84" fill="#72caff"/><polygon points="203.18 131.17 200.59 132.67 200.59 132.33 203.18 130.84 203.18 131.17" fill="#2198df"/><polygon points="205.78 131.96 205.78 132.33 203.18 130.84 203.51 130.65 205.78 131.96" fill="#72caff"/><polygon points="205.78 132.67 203.18 131.17 203.18 130.84 205.78 132.33 205.78 132.67" fill="#2198df"/><polygon points="203.18 126.88 200.59 128.38 200.59 128 202.86 126.69 203.18 126.88" fill="#72caff"/><polygon points="203.18 127.22 200.59 128.72 200.59 128.38 203.18 126.88 203.18 127.22" fill="#2198df"/><polygon points="205.78 128 205.78 128.38 203.18 126.88 203.51 126.69 205.78 128" fill="#72caff"/><polygon points="205.78 128.72 203.18 127.22 203.18 126.88 205.78 128.38 205.78 128.72" fill="#2198df"/><polygon points="203.18 122.92 200.59 124.42 200.59 124.05 202.86 122.74 203.18 122.92" fill="#72caff"/><polygon points="203.18 123.26 200.59 124.76 200.59 124.42 203.18 122.92 203.18 123.26" fill="#2198df"/><polygon points="205.78 124.05 205.78 124.42 203.18 122.92 203.51 122.74 205.78 124.05" fill="#72caff"/><polygon points="205.78 124.76 203.18 123.26 203.18 122.92 205.78 124.42 205.78 124.76" fill="#2198df"/><polygon points="203.18 118.97 200.59 120.47 200.59 120.09 202.86 118.78 203.18 118.97" fill="#72caff"/><polygon points="203.18 119.3 200.59 120.8 200.59 120.47 203.18 118.97 203.18 119.3" fill="#2198df"/><polygon points="205.78 120.09 205.78 120.47 203.18 118.97 203.51 118.78 205.78 120.09" fill="#72caff"/><polygon points="205.78 120.8 203.18 119.3 203.18 118.97 205.78 120.47 205.78 120.8" fill="#2198df"/><polygon points="203.18 115.01 200.59 116.51 200.59 116.14 202.86 114.83 203.18 115.01" fill="#72caff"/><polygon points="203.18 115.35 200.59 116.85 200.59 116.51 203.18 115.01 203.18 115.35" fill="#2198df"/><polygon points="205.78 116.14 205.78 116.51 203.18 115.01 203.51 114.83 205.78 116.14" fill="#72caff"/><polygon points="205.78 116.85 203.18 115.35 203.18 115.01 205.78 116.51 205.78 116.85" fill="#2198df"/><polygon points="203.18 111.06 200.59 112.55 200.59 112.18 202.86 110.87 203.18 111.06" fill="#72caff"/><polygon points="203.18 111.39 200.59 112.89 200.59 112.55 203.18 111.06 203.18 111.39" fill="#2198df"/><polygon points="205.78 112.18 205.78 112.55 203.18 111.06 203.51 110.87 205.78 112.18" fill="#72caff"/><polygon points="205.78 112.89 203.18 111.39 203.18 111.06 205.78 112.55 205.78 112.89" fill="#2198df"/><polygon points="203.18 107.1 200.59 108.6 200.59 108.22 202.86 106.91 203.18 107.1" fill="#72caff"/><polygon points="203.18 107.44 200.59 108.94 200.59 108.6 203.18 107.1 203.18 107.44" fill="#2198df"/><polygon points="205.78 108.22 205.78 108.6 203.18 107.1 203.51 106.91 205.78 108.22" fill="#72caff"/><polygon points="205.78 108.94 203.18 107.44 203.18 107.1 205.78 108.6 205.78 108.94" fill="#2198df"/><rect x="212.54" y="92.02" width=".13" height="37.57" transform="translate(10.48 239.74) rotate(-60.06)" fill="#c5d2da"/><path d="m196.38,101.4s-.02.07-.04.08c-.02.01-.04,0-.04-.03s.02-.07.04-.08c.02-.01.04,0,.04.03Z" fill="#c5d2da"/><rect x="213.55" y="91.48" width=".13" height="37.57" transform="translate(11.36 240.21) rotate(-60.02)" fill="#c5d2da"/><path d="m197.38,100.86s-.02.07-.04.08c-.02.01-.04,0-.04-.03s.02-.07.04-.08c.02-.01.04,0,.04.03Z" fill="#c5d2da"/><polygon points="200.27 166.47 199.95 166.28 199.95 127.91 200.27 128.09 200.27 166.47" fill="#2198df"/><polygon points="200.59 127.91 200.27 128.09 199.95 127.91 200.27 127.71 200.59 127.91" fill="#ffbe83"/><polygon points="203.5 150.18 203.18 150.37 203.18 126.42 203.5 126.23 203.5 150.18" fill="#ef8e2e"/><polygon points="203.18 150.37 202.86 150.18 202.86 126.23 203.18 126.42 203.18 150.37" fill="#ffa357"/><polygon points="203.5 126.23 203.18 126.42 202.86 126.23 203.18 126.04 203.5 126.23" fill="#ffbe83"/><polygon points="206.09 166.47 205.77 166.28 205.77 127.91 206.09 128.09 206.09 166.47" fill="#2198df"/><g><polygon points="203.18 146.69 200.59 148.18 200.59 147.81 202.86 146.5 203.18 146.69" fill="#72caff"/><polygon points="200.59 166.28 200.27 166.47 200.27 128.09 200.59 127.91 200.59 166.28" fill="#007ac3"/><polygon points="206.41 166.28 206.09 166.47 206.09 128.09 206.41 127.91 206.41 166.28" fill="#007ac3"/><polygon points="203.5 167.96 203.18 168.14 203.18 129.77 203.5 129.59 203.5 167.96" fill="#007ac3"/></g><polygon points="203.18 168.14 202.86 167.96 202.86 129.59 203.18 129.77 203.18 168.14" fill="#2198df"/><polygon points="203.5 129.59 203.18 129.77 202.86 129.59 203.18 129.39 203.5 129.59" fill="#ffbe83"/><polygon points="200.59 128.39 200.27 128.57 200.27 104.62 200.59 104.43 200.59 128.39" fill="#007ac3"/><polygon points="200.27 128.57 199.95 128.39 199.95 104.43 200.27 104.62 200.27 128.57" fill="#2198df"/><polygon points="200.59 104.43 200.27 104.62 199.95 104.43 200.27 104.24 200.59 104.43" fill="#ffbe83"/><polygon points="203.5 126.71 203.18 126.89 203.18 102.94 203.5 102.76 203.5 126.71" fill="#007ac3"/><polygon points="203.18 126.89 202.86 126.71 202.86 102.76 203.18 102.94 203.18 126.89" fill="#2198df"/><polygon points="203.5 102.76 203.18 102.94 202.86 102.76 203.18 102.56 203.5 102.76" fill="#ffbe83"/><polygon points="203.5 130.06 203.18 130.25 203.18 106.3 203.5 106.11 203.5 130.06" fill="#007ac3"/><polygon points="203.18 130.25 202.86 130.06 202.86 106.11 203.18 106.3 203.18 130.25" fill="#2198df"/><polygon points="203.5 106.11 203.18 106.3 202.86 106.11 203.18 105.92 203.5 106.11" fill="#ffbe83"/><polygon points="203.22 170.02 198.88 167.56 198.88 166.28 203.22 168.74 203.22 170.02" fill="#afafaf"/><polygon points="207.52 167.54 203.22 170.02 203.22 168.74 207.52 166.26 207.52 167.54" fill="#a5a5a5"/><polygon points="203.18 102.94 200.59 104.44 200.27 104.24 202.86 102.75 203.18 102.94" fill="#72caff"/><polygon points="203.18 103.27 200.59 104.77 200.59 104.44 203.18 102.94 203.18 103.27" fill="#2198df"/><polygon points="206.1 104.62 203.51 106.12 203.18 105.92 205.78 104.44 206.1 104.62" fill="#41b5fa"/><polygon points="206.1 104.96 203.51 106.46 203.51 106.12 206.1 104.62 206.1 104.96" fill="#2198df"/><polygon points="202.86 145.48 202.86 145.86 200.27 144.36 200.59 144.17 202.86 145.48" fill="#72caff"/><polygon points="202.86 146.19 200.27 144.69 200.27 144.36 202.86 145.86 202.86 146.19" fill="#2198df"/><polygon points="206.1 144.36 203.5 145.86 203.5 145.48 205.77 144.17 206.1 144.36" fill="#72caff"/><polygon points="206.1 144.69 203.5 146.19 203.5 145.86 206.1 144.36 206.1 144.69" fill="#2198df"/><polygon points="202.86 149.48 202.86 149.86 200.27 148.36 200.59 148.17 202.86 149.48" fill="#72caff"/><polygon points="202.86 150.19 200.27 148.69 200.27 148.36 202.86 149.86 202.86 150.19" fill="#2198df"/><polygon points="206.1 148.36 203.5 149.86 203.5 149.48 205.77 148.17 206.1 148.36" fill="#72caff"/><polygon points="206.1 148.69 203.5 150.19 203.5 149.86 206.1 148.36 206.1 148.69" fill="#2198df"/><polygon points="202.86 153.49 202.86 153.87 200.27 152.37 200.59 152.18 202.86 153.49" fill="#72caff"/><polygon points="202.86 154.21 200.27 152.71 200.27 152.37 202.86 153.87 202.86 154.21" fill="#2198df"/><polygon points="206.1 152.37 203.5 153.87 203.5 153.49 205.77 152.18 206.1 152.37" fill="#ffb176"/><polygon points="206.1 152.71 203.5 154.21 203.5 153.87 206.1 152.37 206.1 152.71" fill="#2198df"/><polygon points="202.86 157.57 202.86 157.95 200.27 156.45 200.59 156.26 202.86 157.57" fill="#ffb176"/><polygon points="202.86 158.28 200.27 156.78 200.27 156.45 202.86 157.95 202.86 158.28" fill="#ffa357"/><polygon points="206.1 156.45 203.5 157.95 203.5 157.57 205.77 156.26 206.1 156.45" fill="#ffb176"/><polygon points="206.1 156.78 203.5 158.28 203.5 157.95 206.1 156.45 206.1 156.78" fill="#ffa357"/><polygon points="202.86 161.68 202.86 162.06 200.27 160.56 200.59 160.37 202.86 161.68" fill="#ffb176"/><polygon points="202.86 162.39 200.27 160.89 200.27 160.56 202.86 162.06 202.86 162.39" fill="#ffa357"/><polygon points="206.1 160.56 203.5 162.06 203.5 161.68 205.77 160.37 206.1 160.56" fill="#ffb176"/><polygon points="206.1 160.89 203.5 162.39 203.5 162.06 206.1 160.56 206.1 160.89" fill="#ffa357"/><polygon points="202.86 165.75 202.86 166.13 200.27 164.63 200.59 164.44 202.86 165.75" fill="#ffb176"/><polygon points="202.86 166.47 200.27 164.97 200.27 164.63 202.86 166.13 202.86 166.47" fill="#ffa357"/><polygon points="206.1 164.63 203.5 166.13 203.5 165.75 205.77 164.44 206.1 164.63" fill="#ffb176"/><polygon points="206.1 164.97 203.5 166.47 203.5 166.13 206.1 164.63 206.1 164.97" fill="#ffa357"/><polygon points="202.86 141.55 202.86 141.92 200.27 140.42 200.59 140.23 202.86 141.55" fill="#72caff"/><polygon points="202.86 142.26 200.27 140.76 200.27 140.42 202.86 141.92 202.86 142.26" fill="#2198df"/><polygon points="206.1 140.42 203.5 141.92 203.5 141.55 205.77 140.23 206.1 140.42" fill="#72caff"/><polygon points="206.1 140.76 203.5 142.26 203.5 141.92 206.1 140.42 206.1 140.76" fill="#2198df"/><polygon points="202.86 137.59 202.86 137.96 200.27 136.47 200.59 136.28 202.86 137.59" fill="#72caff"/><polygon points="202.86 138.3 200.27 136.8 200.27 136.46 202.86 137.96 202.86 138.3" fill="#2198df"/><polygon points="206.1 136.47 203.5 137.96 203.5 137.59 205.77 136.28 206.1 136.47" fill="#72caff"/><polygon points="206.1 136.8 203.5 138.3 203.5 137.96 206.1 136.46 206.1 136.8" fill="#2198df"/><polygon points="202.86 133.63 202.86 134.01 200.27 132.51 200.59 132.32 202.86 133.63" fill="#72caff"/><polygon points="202.86 134.34 200.27 132.84 200.27 132.51 202.86 134.01 202.86 134.34" fill="#2198df"/><polygon points="206.1 132.51 203.5 134.01 203.5 133.63 205.77 132.32 206.1 132.51" fill="#72caff"/><polygon points="206.1 132.84 203.5 134.34 203.5 134.01 206.1 132.51 206.1 132.84" fill="#2198df"/><polygon points="202.86 129.68 202.86 130.05 200.27 128.55 200.59 128.37 202.86 129.68" fill="#72caff"/><polygon points="202.86 130.39 200.27 128.89 200.27 128.55 202.86 130.05 202.86 130.39" fill="#2198df"/><polygon points="206.1 128.55 203.5 130.05 203.5 129.68 205.77 128.37 206.1 128.55" fill="#72caff"/><polygon points="206.1 128.89 203.5 130.39 203.5 130.05 206.1 128.55 206.1 128.89" fill="#2198df"/><polygon points="202.86 125.72 202.86 126.1 200.27 124.6 200.59 124.41 202.86 125.72" fill="#72caff"/><polygon points="202.86 126.43 200.27 124.93 200.27 124.6 202.86 126.1 202.86 126.43" fill="#2198df"/><polygon points="206.1 124.6 203.5 126.1 203.5 125.72 205.77 124.41 206.1 124.6" fill="#72caff"/><polygon points="206.1 124.93 203.5 126.43 203.5 126.1 206.1 124.6 206.1 124.93" fill="#2198df"/><polygon points="202.86 121.77 202.86 122.14 200.27 120.64 200.59 120.45 202.86 121.77" fill="#72caff"/><polygon points="202.86 122.48 200.27 120.98 200.27 120.64 202.86 122.14 202.86 122.48" fill="#2198df"/><polygon points="206.1 120.64 203.5 122.14 203.5 121.77 205.77 120.45 206.1 120.64" fill="#72caff"/><polygon points="206.1 120.98 203.5 122.48 203.5 122.14 206.1 120.64 206.1 120.98" fill="#2198df"/><polygon points="202.86 117.81 202.86 118.18 200.27 116.69 200.59 116.5 202.86 117.81" fill="#72caff"/><polygon points="202.86 118.52 200.27 117.02 200.27 116.68 202.86 118.18 202.86 118.52" fill="#2198df"/><polygon points="206.1 116.69 203.5 118.18 203.5 117.81 205.77 116.5 206.1 116.69" fill="#72caff"/><polygon points="206.1 117.02 203.5 118.52 203.5 118.18 206.1 116.68 206.1 117.02" fill="#2198df"/><polygon points="202.86 113.85 202.86 114.23 200.27 112.73 200.59 112.54 202.86 113.85" fill="#72caff"/><polygon points="202.86 114.56 200.27 113.06 200.27 112.73 202.86 114.23 202.86 114.56" fill="#2198df"/><polygon points="206.1 112.73 203.5 114.23 203.5 113.85 205.77 112.54 206.1 112.73" fill="#72caff"/><polygon points="206.1 113.06 203.5 114.56 203.5 114.23 206.1 112.73 206.1 113.06" fill="#2198df"/><polygon points="202.86 109.9 202.86 110.27 200.27 108.77 200.59 108.59 202.86 109.9" fill="#72caff"/><polygon points="202.86 110.61 200.27 109.11 200.27 108.77 202.86 110.27 202.86 110.61" fill="#2198df"/><polygon points="206.1 108.77 203.5 110.27 203.5 109.9 205.77 108.59 206.1 108.77" fill="#72caff"/><polygon points="206.1 109.11 203.5 110.61 203.5 110.27 206.1 108.77 206.1 109.11" fill="#2198df"/><path d="m214.81,122.41c.43-.25.25-.96.09-1.13-.16-.16-.41-.27-.41-.72v-.91l.59-.34s-.01.38-.01.72.13.46.22.59c.19.26.6,1,.15,1.84-.49.93-1.06.65-1.31.4-.2-.21.02-.75.02-.75,0,0,.22.55.65.3Z" fill="#0a0a0a"/><polygon points="216.4 117.74 213.68 119.31 212.48 118.63 215.2 117.05 216.4 117.74" fill="#c5d2da"/><polygon points="213.68 120.57 212.48 119.88 212.48 118.63 213.68 119.31 213.68 120.57" fill="#9eadb5"/><polygon points="216.4 118.99 213.68 120.57 213.68 119.31 216.4 117.74 216.4 118.99" fill="#6f787e"/><rect x="213.61" y="111.58" width=".13" height="7.57" fill="#c5d2da"/><path d="m213.68,119.12s.06.02.06.03-.03.03-.06.03-.06-.02-.06-.03.03-.03.06-.03Z" fill="#3f3f3f"/><rect x="212.62" y="111.04" width=".13" height="7.57" fill="#c5d2da"/><path d="m212.68,118.58s.06.02.06.03-.03.03-.06.03-.06-.02-.06-.03.03-.03.06-.03Z" fill="#3f3f3f"/><rect x="216.13" y="110.16" width=".13" height="7.57" fill="#c5d2da"/><path d="m216.19,117.7s.06.02.06.03-.03.03-.06.03-.06-.02-.06-.03.03-.03.06-.03Z" fill="#3f3f3f"/><rect x="215.13" y="109.62" width=".13" height="7.57" fill="#c5d2da"/><path d="m215.2,117.16s.06.02.06.03-.03.03-.06.03-.06-.02-.06-.03.03-.03.06-.03Z" fill="#3f3f3f"/><polygon points="218.92 109.73 212.48 113.44 209.47 111.71 215.92 107.99 218.92 109.73" fill="#c5d2da"/><polygon points="212.48 114.14 209.47 112.4 209.47 111.71 212.48 113.44 212.48 114.14" fill="#9eadb5"/><polygon points="218.92 110.42 212.48 114.14 212.48 113.44 218.92 109.73 218.92 110.42" fill="#6f787e"/><polygon points="231.54 119.32 196.48 99.08 196.48 98.65 231.54 118.89 231.54 119.32" fill="#2198df"/><polygon points="231.92 118.68 231.54 118.89 196.48 98.66 196.86 98.44 231.92 118.68" fill="#72caff"/><polygon points="231.92 119.1 231.54 119.32 231.54 118.89 231.92 118.68 231.92 119.1" fill="#ef8e2e"/><polygon points="196.86 98.88 193.92 100.54 193.55 100.32 196.48 98.67 196.86 98.88" fill="#72caff"/><polygon points="197.23 98.65 196.88 98.89 195.48 96.67 195.91 96.42 197.23 98.65" fill="#72caff"/><polygon points="228.23 121.2 193.17 100.96 193.17 100.54 228.23 120.78 228.23 121.2" fill="#2198df"/><polygon points="228.61 120.56 228.23 120.78 193.17 100.54 193.55 100.32 228.61 120.56" fill="#72caff"/><polygon points="228.61 120.98 228.23 121.2 228.23 120.78 228.61 120.56 228.61 120.98" fill="#ef8e2e"/><polygon points="196.86 98.88 196.48 98.67 195.22 96.42 195.61 96.65 196.86 98.88" fill="#2198df"/><polygon points="195.56 96.58 193.92 100.54 193.53 100.75 195.24 96.42 195.56 96.58" fill="#72caff"/><polygon points="228.61 120.56 228.25 120.78 225.66 114.03 226.08 114 228.61 120.56" fill="#72caff"/><polygon points="231.94 118.68 231.57 118.89 225.75 114.25 226.18 114.22 231.94 118.68" fill="#72caff"/><polygon points="223.71 113.95 223.34 114.16 217.53 109.5 217.95 109.47 223.71 113.95" fill="#72caff"/><polygon points="215.46 109.19 215.1 109.4 209.29 104.74 209.71 104.71 215.46 109.19" fill="#72caff"/><polygon points="207.24 104.44 206.87 104.65 201.06 99.99 201.49 99.96 207.24 104.44" fill="#72caff"/><polygon points="220.43 115.88 220.07 116.09 217.48 109.35 217.91 109.32 220.43 115.88" fill="#72caff"/><polygon points="212.3 111.19 211.93 111.4 209.35 104.66 209.77 104.63 212.3 111.19" fill="#72caff"/><polygon points="204.15 106.58 203.75 106.69 201.16 99.94 201.58 99.91 204.15 106.58" fill="#72caff"/><polygon points="230.08 116.74 195.02 96.49 195.02 96.07 230.08 116.31 230.08 116.74" fill="#2198df"/><polygon points="230.46 116.09 230.08 116.31 195.02 96.08 195.4 95.86 230.46 116.09" fill="#72caff"/><polygon points="230.46 116.52 230.08 116.74 230.08 116.31 230.46 116.09 230.46 116.52" fill="#ef8e2e"/><polygon points="228.25 120.78 227.74 120.49 225.02 113.4 225.53 113.69 228.25 120.78" fill="#2198df"/><polygon points="225.75 114.24 220.58 116.36 220.07 116.07 225.24 113.95 225.75 114.24" fill="#2198df"/><polygon points="220.07 116.09 219.56 115.8 216.85 108.72 217.36 109.01 220.07 116.09" fill="#2198df"/><polygon points="217.58 109.48 212.15 111.71 211.64 111.42 217.07 109.18 217.58 109.48" fill="#2198df"/><polygon points="211.93 111.37 211.42 111.08 208.71 104 209.21 104.29 211.93 111.37" fill="#2198df"/><polygon points="209.44 104.84 204.26 106.96 203.76 106.67 208.93 104.54 209.44 104.84" fill="#2198df"/><polygon points="203.76 106.69 203.25 106.4 200.53 99.31 201.04 99.61 203.76 106.69" fill="#2198df"/><polygon points="201.26 100.07 195.84 102.31 195.33 102.01 200.76 99.78 201.26 100.07" fill="#2198df"/><polygon points="195.41 96.3 193.53 100.75 193.17 100.54 195.02 96.08 195.41 96.3" fill="#2198df"/><polygon points="196.86 99.24 194.22 100.71 193.92 100.54 196.86 98.88 196.86 99.24" fill="#2198df"/><polygon points="230.07 116.31 230.44 116.09 231.94 118.68 231.94 119.09 228.22 121.2 228.23 120.78 230.07 116.31" fill="#007ac3"/><polygon points="230.07 116.31 228.23 120.78 227.72 120.49 229.56 116.02 230.07 116.31" fill="#2198df"/></g><g><polygon points="192.65 178.24 223.32 196.65 223.27 174.62 206.5 148.18 192.65 158.15 192.65 178.24" fill="#e5e3da"/><polygon points="223.27 174.62 256.87 156.98 256.99 178.67 223.32 196.65 223.27 174.62" fill="#cbc9be"/><polygon points="224.45 174.36 258.44 156.46 239.46 127.95 206.63 145.26 224.45 174.36" fill="#803729"/><polygon points="206.14 147.59 191.52 158.79 192.65 158.56 206.5 148.18 206.14 147.59" fill="#803729"/><polygon points="206.85 157.42 206.34 157.16 206.35 159.73 205.75 159.41 205.74 156.87 205.05 156.48 208.25 158.16 208.26 160.76 206.86 160 206.85 157.42" fill="#0a0a0a"/><polygon points="205.76 161.96 205.75 160.07 206.35 160.39 206.36 162.28 205.76 161.96" fill="#0a0a0a"/><polygon points="206.86 160.66 208.27 161.42 208.27 163.31 206.87 162.56 206.86 160.66" fill="#0a0a0a"/><polygon points="205.07 162.36 205.07 162.36 205.76 161.96 205.07 162.36" fill="#c5d2da"/><polygon points="205.75 159.41 205.06 159.03 205.05 156.48 205.74 156.87 205.75 159.41" fill="#cbc9be"/><polygon points="205.76 161.96 205.07 162.36 205.06 159.69 205.75 160.07 205.76 161.96" fill="#cbc9be"/><polygon points="206.36 162.28 206.36 163.1 206.87 163.39 206.87 162.56 208.27 163.31 208.28 164.19 205.07 162.36 205.76 161.96 206.36 162.28" fill="#e5e3da"/><polygon points="206.34 156.63 208.47 157.58 208.38 155.58 206.99 154.34 205.32 154.17 204.83 155.62 206.34 156.63" fill="#0a0a0a"/><path d="m204.51,155.43l.02,1.13.02,6.38,4.37,2.37-.03-7.72v-.63c-.02-1.48-1.07-2.68-2.1-3.1-.48-.2-1.17-.27-1.68.09-.27.2-.6.62-.59,1.47Zm3.79,1.86l-3.23-1.69v-.19c0-.47.12-.8.35-.97.32-.23.82-.16,1.15-.03.83.34,1.73,1.35,1.73,2.55v.32Zm-1.43,3.38l1.4.75v1.89s.01.88.01.88l-1.4-.8v-.83s-.01-1.89-.01-1.89Zm-.01-3.24l1.4.73v2.6s-1.39-.75-1.39-.75v-2.58Zm-1.8,2.27l.7.38.6.32v1.89s0,.82,0,.82l-1.3-.74h0s0-2.67,0-2.67Zm-.01-3.21l1.3.68v2.57s-.59-.32-.59-.32l-.7-.38v-2.56Z" fill="#fff"/><polygon points="203.58 161.65 204.53 162.15 204.53 160.88 203.32 161.35 203.58 161.65" fill="#aba99f"/><polygon points="209.52 165.12 207.98 165.94 207.97 164.43 209.51 163.61 209.52 165.12" fill="#b8b6ac"/><polygon points="202.57 162.95 207.98 165.94 207.97 164.43 202.57 161.46 202.57 162.95" fill="#cbc9be"/><polygon points="204.08 160.64 204.53 160.88 203.56 161.4 207.93 163.81 208.92 163.29 209.51 163.6 207.97 164.43 202.57 161.46 204.08 160.64" fill="#f2f1eb"/><g><polygon points="258.44 156.46 239.46 127.95 238.33 128.55 257.28 157.07 256.04 157.72 237.16 129.17 235.87 129.85 254.72 158.42 253.39 159.12 234.6 130.52 233.32 131.19 252.08 159.81 250.78 160.49 232.08 131.84 230.81 132.51 249.49 161.17 248.19 161.86 229.57 133.17 228.31 133.83 246.9 162.54 245.62 163.21 227.09 134.47 225.84 135.13 244.34 163.88 243.04 164.56 224.61 135.78 223.37 136.44 241.78 165.23 240.51 165.9 222.16 137.07 220.93 137.72 239.25 166.56 237.99 167.23 219.72 138.35 218.5 139 236.74 167.88 235.49 168.54 217.31 139.63 216.1 140.27 234.25 169.19 232.99 169.86 214.9 140.9 213.69 141.54 231.76 170.5 228.08 172.44 210.15 143.4 208.97 144.03 226.86 173.08 225.65 173.72 207.81 144.64 206.63 145.26 224.45 174.36 224.46 176.78 258.48 159 258.44 156.46" fill="#a14737"/><polygon points="230.53 171.15 212.52 142.15 211.32 142.78 229.3 171.79 230.53 171.15" fill="#a14737"/></g><polygon points="191.52 157.09 206.63 145.26 224.45 174.36 224.46 176.78 206.21 147.7 191.52 158.79 191.52 157.09" fill="#c65540"/><polygon points="223.29 177.23 192.65 160.37 192.65 158.56 223.27 175.32 223.29 177.23" fill="#cbc9be"/><polygon points="224.39 176.67 223.29 177.23 223.27 175.32 223.49 175.23 224.39 176.67" fill="#aba99f"/><g><polygon points="229.46 181.67 230.01 181.39 230.04 184.09 230.68 183.76 230.66 181.09 231.41 180.69 227.97 182.42 227.99 185.12 229.49 184.37 229.46 181.67" fill="#0a0a0a"/><polygon points="230.71 186.45 230.69 184.45 230.04 184.78 230.06 186.77 230.71 186.45" fill="#0a0a0a"/><polygon points="229.49 185.06 228 185.82 228.01 187.79 229.51 187.04 229.49 185.06" fill="#0a0a0a"/><polygon points="231.47 186.89 231.47 186.88 230.71 186.45 231.47 186.89" fill="#747474"/><polygon points="230.68 183.76 231.44 183.38 231.41 180.69 230.66 181.09 230.68 183.76" fill="#aba99f"/><polygon points="230.71 186.45 231.47 186.88 231.44 184.08 230.69 184.45 230.71 186.45" fill="#aba99f"/><polygon points="230.06 186.77 230.07 187.62 229.52 187.91 229.51 187.04 228.01 187.79 228.02 188.7 231.47 186.89 230.71 186.45 230.06 186.77" fill="#cbc9be"/><path d="m227.29,181.82l.06,8.04,4.69-2.34-.07-8.05-4.68,2.36Zm2.22,5.22v.87s-1.49.79-1.49.79v-.91s-.02-1.97-.02-1.97l1.5-.76.02,1.98Zm-.02-2.67l-1.5.76-.02-2.71,1.49-.75h0l.02,2.7Zm1.98,2.51h0s-1.4.74-1.4.74v-.86s-.03-1.99-.03-1.99l.65-.33.75-.38.02,2.81Zm-.03-3.5l-.75.38-.65.33-.02-2.7,1.4-.7.02,2.69Z" fill="#fff"/><polygon points="240.54 176.01 241.11 175.72 241.14 178.46 241.81 178.12 241.78 175.41 242.55 175 239 176.78 239.03 179.53 240.57 178.75 240.54 176.01" fill="#0a0a0a"/><polygon points="241.84 180.85 241.81 178.83 241.15 179.16 241.17 181.18 241.84 180.85" fill="#0a0a0a"/><polygon points="240.58 179.45 239.03 180.23 239.06 182.23 240.6 181.46 240.58 179.45" fill="#0a0a0a"/><polygon points="242.63 181.28 242.63 181.28 241.84 180.85 242.63 181.28" fill="#747474"/><polygon points="241.81 178.12 242.59 177.73 242.55 175 241.78 175.41 241.81 178.12" fill="#aba99f"/><polygon points="241.84 180.85 242.63 181.28 242.59 178.43 241.81 178.83 241.84 180.85" fill="#aba99f"/><polygon points="241.17 181.18 241.18 182.05 240.61 182.35 240.6 181.46 239.06 182.23 239.07 183.16 242.63 181.28 241.84 180.85 241.17 181.18" fill="#cbc9be"/><path d="m238.3,176.18l.09,8.15,4.84-2.42-.1-8.17-4.83,2.43Zm2.3,5.28v.88s-1.53.81-1.53.81v-.93s-.03-2-.03-2l1.54-.78.02,2.01Zm-.03-2.72l-1.54.78-.03-2.75,1.54-.78h0l.03,2.74Zm2.06,2.53h0s-1.45.77-1.45.77v-.87s-.03-2.02-.03-2.02l.67-.34.78-.4.03,2.85Zm-.04-3.55l-.78.39-.67.34-.03-2.74,1.44-.72.03,2.73Z" fill="#fff"/><polygon points="251.05 170.64 251.63 170.34 251.67 173.12 252.36 172.77 252.32 170.02 253.12 169.59 249.46 171.43 249.5 174.22 251.09 173.41 251.05 170.64" fill="#0a0a0a"/><polygon points="252.4 175.53 252.37 173.48 251.68 173.83 251.71 175.88 252.4 175.53" fill="#0a0a0a"/><polygon points="251.1 174.13 249.51 174.93 249.53 176.96 251.12 176.17 251.1 174.13" fill="#0a0a0a"/><polygon points="253.21 175.97 253.21 175.97 252.4 175.53 253.21 175.97" fill="#747474"/><polygon points="252.36 172.77 253.16 172.37 253.12 169.59 252.32 170.02 252.36 172.77" fill="#aba99f"/><polygon points="252.4 175.53 253.21 175.97 253.17 173.08 252.37 173.48 252.4 175.53" fill="#aba99f"/><polygon points="251.71 175.88 251.72 176.76 251.13 177.06 251.12 176.17 249.53 176.96 249.55 177.9 253.21 175.97 252.4 175.53 251.71 175.88" fill="#cbc9be"/><path d="m248.74,170.83l.11,8.27,4.99-2.49-.12-8.28-4.98,2.51Zm2.38,5.33v.89s-1.58.84-1.58.84v-.94s-.04-2.03-.04-2.03l1.59-.8.03,2.04Zm-.04-2.75l-1.59.81-.04-2.79,1.59-.8h0l.04,2.78Zm2.12,2.55h0s-1.49.79-1.49.79v-.88s-.04-2.04-.04-2.04l.69-.35.8-.41.04,2.89Zm-.05-3.6l-.8.4-.69.35-.04-2.78,1.49-.75.04,2.77Z" fill="#fff"/><polygon points="217.07 181.37 216.53 181.07 216.55 183.72 215.93 183.36 215.91 180.75 215.19 180.33 218.52 182.18 218.54 184.84 217.08 184.02 217.07 181.37" fill="#0a0a0a"/><polygon points="215.94 185.99 215.93 184.04 216.55 184.4 216.57 186.34 215.94 185.99" fill="#0a0a0a"/><polygon points="217.09 184.7 218.54 185.53 218.55 187.47 217.1 186.64 217.09 184.7" fill="#0a0a0a"/><polygon points="215.22 186.37 215.22 186.36 215.94 185.99 215.22 186.37" fill="#747474"/><polygon points="215.93 183.36 215.2 182.95 215.19 180.33 215.91 180.75 215.93 183.36" fill="#cbc9be"/><polygon points="215.94 185.99 215.22 186.36 215.21 183.63 215.93 184.04 215.94 185.99" fill="#cbc9be"/><polygon points="216.57 186.34 216.57 187.18 217.1 187.5 217.1 186.64 218.55 187.47 218.56 188.37 215.22 186.37 215.94 185.99 216.57 186.34" fill="#e5e3da"/><path d="m214.64,179.11l.04,7.83,4.54,2.61-.05-7.93-4.53-2.51Zm2.45,5.58l1.46.83v1.94s.02.9.02.9l-1.46-.88v-.85s-.02-1.94-.02-1.94Zm-.02-3.33h0l1.46.81.02,2.67-1.46-.82v-2.65Zm-1.87,2.26l.72.41.62.36v1.94s.02.84.02.84l-1.35-.81h0s-.01-2.74-.01-2.74Zm-.02-3.3l1.35.75.02,2.64-.63-.35-.72-.41v-2.62Z" fill="#fff"/><polygon points="197.45 170.3 196.95 170.03 196.96 172.58 196.37 172.25 196.37 169.73 195.69 169.33 198.81 171.06 198.81 173.63 197.45 172.86 197.45 170.3" fill="#0a0a0a"/><polygon points="196.37 174.78 196.37 172.9 196.96 173.23 196.96 175.11 196.37 174.78" fill="#0a0a0a"/><polygon points="197.45 173.51 198.81 174.29 198.82 176.16 197.46 175.39 197.45 173.51" fill="#0a0a0a"/><polygon points="195.7 175.16 195.7 175.15 196.37 174.78 195.7 175.16" fill="#747474"/><polygon points="196.37 172.25 195.7 171.86 195.69 169.33 196.37 169.73 196.37 172.25" fill="#cbc9be"/><polygon points="196.37 174.78 195.7 175.15 195.7 172.51 196.37 172.9 196.37 174.78" fill="#cbc9be"/><polygon points="196.96 175.11 196.96 175.91 197.46 176.21 197.46 175.39 198.82 176.16 198.82 177.03 195.7 175.16 196.37 174.78 196.96 175.11" fill="#e5e3da"/><path d="m195.18,168.17v7.55s4.25,2.44,4.25,2.44v-7.65s-4.25-2.34-4.25-2.34Zm2.27,5.35l1.36.77v1.87s0,.87,0,.87l-1.36-.82v-2.7Zm0-3.21h0l1.36.75v2.57s-1.36-.77-1.36-.77v-2.55Zm-1.76,2.21l.68.38.58.33v1.88s0,.81,0,.81l-1.26-.76h0s0-2.64,0-2.64Zm0-3.18l1.26.7v2.55s-.58-.33-.58-.33l-.68-.38v-2.53Z" fill="#fff"/><polygon points="202.64 173.33 202.67 184.22 202.67 184.39 210.88 189.34 210.83 177.94 202.64 173.33" fill="#fff"/><polygon points="203.51 174.98 203.53 184.73 209.98 188.48 209.95 181.36 209.94 178.61 203.51 174.98" fill="#0d4169"/><polygon points="204.23 184.51 203.53 184.88 203.51 174.98 204.2 175.37 204.23 184.51" fill="#cbc9be"/><polygon points="209.98 187.98 209.98 188.76 203.53 184.89 204.23 184.51 209.98 187.98" fill="#e5e3da"/></g><g><polygon points="234.42 139.7 237.45 144.37 237.45 137.14 234.44 135.52 234.42 139.7" fill="#6f787e"/><polygon points="240.27 142.87 237.45 144.37 237.45 137.14 240.27 135.58 240.27 142.87" fill="#c5d2da"/><polygon points="233.78 137.49 237.47 139.46 237.48 137.14 233.79 135.17 233.78 137.49" fill="#87949d"/><polygon points="240.9 137.56 237.47 139.46 237.48 137.14 240.91 135.23 240.9 137.56" fill="#e0e5ec"/><polygon points="240.91 135.23 237.48 137.14 233.79 135.17 237.23 133.26 240.91 135.23" fill="#edf2f6"/><polygon points="239.53 135.2 237.43 136.36 235.17 135.15 237.27 133.99 239.53 135.2" fill="#0a0a0a"/></g></g><g><path d="m271.32,187.63h0c-.76,0-1.39-.62-1.39-1.39v-9.46c0-.76.62-1.39,1.39-1.39h0c.76,0,1.39.62,1.39,1.39v9.46c0,.76-.62,1.39-1.39,1.39Z" fill="#a66635"/><path d="m271.32,186.53c-.76,0-1.39-.62-1.39-1.39v1.1c0,.76.62,1.39,1.39,1.39s1.39-.62,1.39-1.39v-1.1c0,.76-.62,1.39-1.39,1.39Z" fill="#7d4e2a"/><path d="m271.32,175.4c-.76,0-1.39.62-1.39,1.39v3.93c.45.09.91.14,1.39.14s.94-.05,1.39-.14v-3.93c0-.76-.62-1.39-1.39-1.39Z" fill="#7d4e2a"/><path d="m278.05,172.47c0,3.72-3.01,6.73-6.73,6.73s-6.73-3.01-6.73-6.73,3.01-13.4,6.73-13.4,6.73,9.69,6.73,13.4Z" fill="#2c5c49"/><path d="m269.89,166.75c-.52,1.98-1.48,3.45-2.14,3.28-.66-.17-.76-1.92-.24-3.91s1.48-3.45,2.14-3.28c.66.17.76,1.92.24,3.91Z" fill="#3e8261"/></g><g><path d="m180.03,174.37h0c-.91,0-1.66-.75-1.66-1.66v-11.3c0-.91.75-1.66,1.66-1.66h0c.91,0,1.66.75,1.66,1.66v11.3c0,.91-.75,1.66-1.66,1.66Z" fill="#a66635"/><path d="m180.03,173.06c-.91,0-1.66-.75-1.66-1.66v1.31c0,.91.75,1.66,1.66,1.66s1.66-.75,1.66-1.66v-1.31c0,.91-.75,1.66-1.66,1.66Z" fill="#7d4e2a"/><path d="m180.03,159.76c-.91,0-1.66.75-1.66,1.66v4.7c.53.11,1.09.17,1.66.17s1.12-.06,1.66-.17v-4.7c0-.91-.75-1.66-1.66-1.66Z" fill="#7d4e2a"/><path d="m188.06,156.26c0,4.44-3.6,8.04-8.04,8.04s-8.04-3.6-8.04-8.04,3.6-16.01,8.04-16.01,8.04,11.57,8.04,16.01Z" fill="#2c5c49"/><path d="m178.32,149.43c-.63,2.37-1.77,4.12-2.55,3.92-.78-.21-.91-2.3-.29-4.67s1.77-4.12,2.55-3.92c.78.21.91,2.3.29,4.67Z" fill="#3e8261"/></g><g><circle cx="251.66" cy="185.07" r="5.21" fill="#2c5c49"/><path d="m252.28,183.63c0,1.14-.92,2.06-2.06,2.06s-2.06-.92-2.06-2.06.92-2.06,2.06-2.06,2.06.92,2.06,2.06Z" fill="#3e8261"/></g><g><circle cx="244.3" cy="191.44" r="5.21" fill="#3e8261"/><path d="m244.92,189.99c0,1.14-.92,2.06-2.06,2.06s-2.06-.92-2.06-2.06.92-2.06,2.06-2.06,2.06.92,2.06,2.06Z" fill="#419b73"/></g><g><g isolation="isolate"><polygon points="381.23 238.14 381.92 237.74 382.57 239.24 381.88 239.64 381.23 238.14" fill="#87949d"/><polygon points="381.55 236.44 382.24 236.04 382.9 237.55 382.21 237.95 381.55 236.44" fill="#87949d"/><polygon points="381.88 234.75 382.57 234.34 383.22 235.85 382.53 236.25 381.88 234.75" fill="#87949d"/><polygon points="382.2 233.05 382.89 232.65 383.55 234.15 382.86 234.56 382.2 233.05" fill="#87949d"/><g><path d="m381.99,225.16l.69-.4c-.15.09-.27.26-.31.5-.12.65.28,1.58.91,2.08.07.06.15.11.22.15.31.18.61.2.82.08l-.69.4c-.21.12-.51.1-.82-.08-.07-.04-.15-.09-.22-.15-.62-.5-1.03-1.43-.91-2.08.05-.24.16-.41.31-.5Z" fill="#c5d2da"/><g clip-path="url(#c)"><g isolation="isolate"><path d="m381.99,225.16l.69-.4c-.15.09-.27.26-.31.5-.12.65.28,1.58.91,2.08.07.06.15.11.22.15.31.18.61.2.82.08l-.69.4c-.21.12-.51.1-.82-.08-.07-.04-.15-.09-.22-.15-.62-.5-1.03-1.43-.91-2.08.05-.24.16-.41.31-.5h0Z" fill="#c5d2da"/></g></g></g><g><path d="m379.86,223.85l.69-.4c.68-.39,1.61-.32,2.61.25.23.13.47.3.71.49l-.69.4c-.24-.19-.47-.35-.71-.49-1-.57-1.93-.65-2.61-.25Z" fill="#c5d2da"/><g clip-path="url(#d)"><g isolation="isolate"><path d="m379.86,223.85l.69-.4c.68-.39,1.61-.32,2.61.25.23.13.47.3.71.49l-.69.4c-.24-.19-.47-.35-.71-.49-1-.57-1.93-.65-2.61-.25h0Z" fill="#c5d2da"/></g></g></g><g><path d="m385.76,232.39l-.69.4c.49-.29.85-.82,1-1.58.4-2.06-.9-5.03-2.88-6.62l.69-.4c1.99,1.59,3.28,4.56,2.88,6.62-.15.76-.5,1.3-1,1.58Z" fill="#c5d2da"/><g clip-path="url(#e)"><g isolation="isolate"><path d="m383.18,224.59l.69-.4c1.99,1.59,3.28,4.56,2.88,6.62-.15.76-.5,1.3-1,1.58l-.69.4c.49-.29.85-.82,1-1.58.4-2.06-.9-5.03-2.88-6.62h0Z" fill="#c5d2da"/></g></g></g><path d="m383.18,224.59c1.99,1.59,3.28,4.56,2.88,6.62-.3,1.57-1.49,2.16-2.92,1.65l-.94.19.65,1.5-.98.19.66,1.5-.98.19.66,1.5-.98.19.65,1.5-.98.19-.97-.78c-.3-.69-.47-1.08-.77-1.77l1.27-6.62c-1.2-1.61-1.86-3.68-1.56-5.23.35-1.81,1.89-2.32,3.61-1.33.23.13.47.3.71.49Zm.75,2.88c.12-.65-.28-1.58-.91-2.08-.07-.06-.15-.11-.22-.15-.54-.31-1.02-.15-1.13.42-.12.65.28,1.58.91,2.08.07.06.15.11.22.15.54.31,1.02.15,1.13-.42h0Z" fill="#e0e5ec"/></g><g isolation="isolate"><polygon points="386.08 237.7 386.77 237.29 387.63 238.25 386.93 238.65 386.08 237.7" fill="#87949d"/><polygon points="386.93 238.65 387.63 238.25 387.22 239 386.53 239.4 386.93 238.65" fill="#6f787e"/><polygon points="385.63 235.99 386.32 235.58 387.18 236.54 386.48 236.94 385.63 235.99" fill="#87949d"/><polygon points="386.48 236.94 387.18 236.54 386.77 237.29 386.08 237.7 386.48 236.94" fill="#6f787e"/><polygon points="385.18 234.28 385.87 233.87 386.72 234.83 386.03 235.23 385.18 234.28" fill="#87949d"/><polygon points="386.03 235.23 386.72 234.83 386.32 235.58 385.63 235.99 386.03 235.23" fill="#6f787e"/><polygon points="384.73 232.57 385.42 232.17 386.27 233.12 385.58 233.52 384.73 232.57" fill="#87949d"/><polygon points="385.58 233.52 386.27 233.12 385.87 233.87 385.18 234.28 385.58 233.52" fill="#6f787e"/><polygon points="385.12 231.84 385.81 231.44 385.42 232.17 384.73 232.57 385.12 231.84" fill="#6f787e"/><g><path d="m384.04,227.14l-.69.4c-.09.05-.21.07-.34.05l.69-.4c.13.02.25,0,.34-.05Z" fill="#87949d"/><g clip-path="url(#f)"><g isolation="isolate"><path d="m383,227.6l.69-.4c.13.02.25,0,.34-.05l-.69.4c-.09.05-.21.07-.34.05h0Z" fill="#87949d"/></g></g></g><g isolation="isolate"><path d="m382.04,225.29l.69-.4c-.24.14-.34.52-.22.99.13.51.49.98.87,1.2.1.06.21.1.32.12l-.69.4c-.1-.02-.21-.06-.31-.12-.38-.22-.73-.69-.87-1.2-.12-.47-.03-.84.22-.99Z" fill="#87949d"/><g clip-path="url(#g)"><g isolation="isolate"><path d="m382.04,225.29l.69-.4c-.24.14-.34.52-.22.99.13.51.49.98.87,1.2.1.06.21.1.32.12l-.69.4c-.1-.02-.21-.06-.31-.12-.38-.22-.73-.69-.87-1.2-.12-.47-.03-.84.22-.99h0Z" fill="#87949d"/></g></g></g><path d="m386.08,237.7l.86.96-.4.75-.75-.12c-.39-.44-.61-.69-1.01-1.13l-1.76-6.67c-1.15-.73-2.21-2.18-2.63-3.75-.55-2.08.25-3.56,1.78-3.31.33.05.67.18,1,.38,1.2.7,2.33,2.2,2.76,3.83.42,1.58.05,2.81-.82,3.21l-.39.73.86.96-.4.75.86.96-.4.75.86.96-.4.75Zm-3.08-10.1c.48.08.73-.39.56-1.04-.14-.51-.49-.98-.87-1.2-.1-.06-.21-.1-.31-.12-.48-.08-.73.39-.56,1.04.14.51.49.98.87,1.2.1.06.21.1.31.12h0Z" fill="#c5d2da"/><g isolation="isolate"><path d="m381.07,224.6l.69-.4c.3-.17.67-.24,1.09-.17.33.05.67.18,1,.38,1.2.7,2.33,2.2,2.76,3.83.4,1.5.09,2.69-.69,3.14l-.69.4c.78-.45,1.08-1.64.69-3.14-.43-1.63-1.56-3.14-2.76-3.83-.33-.19-.67-.32-1-.38-.42-.07-.79,0-1.09.17Z" fill="#87949d"/><g clip-path="url(#h)"><g isolation="isolate"><path d="m381.07,224.6l.69-.4c.3-.17.67-.24,1.09-.17.33.05.67.18,1,.38,1.2.7,2.33,2.2,2.76,3.83.4,1.5.09,2.69-.69,3.14l-.69.4c.78-.45,1.08-1.64.69-3.14-.43-1.63-1.56-3.14-2.76-3.83-.33-.19-.67-.32-1-.38-.42-.07-.79,0-1.09.17h0Z" fill="#87949d"/></g></g></g></g><path d="m365.9,195.9c5.09-1.21,7.11,4.64,4.18,8.43l-4.92-4.64.74-3.78Z" fill="#7d4e2a"/><path d="m365.44,258.48c-.39.22-1.47.29-1.74-.18-.27-.47-.76-3.49-.82-4.12-.07-.62.18-.56.29-1.2,0-.05.01-.12.01-.2-.4.73-.64.12-.75.73-.1.62.06,4.75.2,5.14.13.38.57.07.55.22-.02.15,1.37,1.59,1.87,1.72.5.13.78-.03.87-.28.08-.25.1-1.3,0-1.82-.1-.52-.57-1.7-.57-1.7.17.9.3,1.57.09,1.69Z" fill="#0a0a0a"/><path d="m368.85,255.03c-.42-.96-1.2-2.8-1.47-3.31-.27-.51-.51-.67-.37-1.38.08-.42.11-.53.14-.8-.29.32-.86.62-.81,1.3.05.68.52,3.92.52,4.25s.42.48.53.4c.12-.08.05-1.1.13-.82.08.28.22,1.25.42,1.42.2.17,2.39,1.67,2.72,1.48.33-.18.57-.22.43-.63-.13-.4-1.19-2.21-1.4-3.14.21,1.07.48,1.8.48,1.8,0,0-.91.38-1.33-.58Z" fill="#0a0a0a"/><path d="m369.6,237.08c-.08-.08-.36-6.55-.65-13.59-.4.15-1.08.27-1.08.27-.21,4.91-1.27,14.79-1.27,14.79,0,0-.76.9-4.37-.06l-.18,1.08c.16.31.39.56.67.75.88.6,2.28.71,3.71.53.16-.02.33-.04.49-.07,1.7-.29,3.35-.95,4.1-1.62.21-.19.35-.38.39-.57.08-.34.1-1.27.09-2.53-.89.63-1.82,1.09-1.91,1.01Z" fill="#0a0a0a"/><path d="m363.96,203.52c-.65-1.04.14-1.38.53-1.27.39.11,1.07,1.27,1.24,1.24.17-.03.51-2.45.65-2.84.14-.39,1.86-1.27,3.91-.87,0-2.23-2.23-4.21-4.94-3.29.33.41.52.93.52,1.49,0,1.32-1.07,2.39-2.39,2.39-.36,0-.69-.08-1-.22-.06,1.81.89,3.74,1.97,4.67.06-.35-.03-.56-.49-1.3Z" fill="#7d4e2a"/><path d="m369.25,220.93v-.09c-.1,0-.17.02-.17.03,0,.02.07.04.17.06Z" fill="#f3feff"/><path d="m367.87,223.76s.68-.13,1.08-.27c.13-.05.24-.1.27-.15,0-.17.01-.36.02-.59-.42-.06-.9-.13-1.39-.21.01.41.02.82.02,1.22Z" fill="#f3feff"/><path d="m363.43,253.9c.14-.65.24-.03.24-1.68s-.57-8.49.59-11.36c.67.1,1.42.08,2.17-.01-.03,3.08-1.12,7.77-1.37,9.44-.27,1.77,0,3.97,0,3.97,0,.87.16,1.77.3,2.52.17.9.3,1.57.09,1.69-.29.17-.97.25-1.41.08-.75-2.46-.73-4.09-.61-4.66Z" fill="#ffc3a1"/><path d="m368.94,240.25c.89-.31,1.64-.7,2.08-1.09-.1.54-.23,1.09-.39,1.45-.38.89-1.05,8.12-1.16,10.46-.05.99.07,1.95.23,2.74.21,1.07.48,1.8.48,1.8,0,0-.91.38-1.33-.58-.28-1.65-.66-2.11-.88-3.99-.2-1.75,1.25-8.1.97-10.79Z" fill="#ffc3a1"/><path d="m367.01,250.34c.08-.42.11-.53.14-.8.02-.19.04-.46.08-.98.08-1.1.07-4.7-.31-7.78.7-.12,1.4-.3,2.02-.52.28,2.69-1.17,9.04-.97,10.79.22,1.88.6,2.34.88,3.99-.42-.96-1.2-2.8-1.47-3.31-.27-.51-.51-.67-.37-1.38Z" fill="#ffc3a1"/><path d="m363.71,258.3c-.27-.47-.76-3.49-.82-4.12-.07-.62.18-.56.29-1.2,0-.05.01-.12.01-.2,0-1.16-.7-5.74-.74-8.14-.03-1.62.15-3.3.28-4.32.41.28.94.46,1.54.54-1.16,2.87-.59,9.79-.59,11.36s-.1,1.03-.24,1.68c-.12.56-.15,2.19.61,4.66-.14-.06-.26-.14-.33-.26Z" fill="#ffc3a1"/><path d="m359.69,220.92c-.55-.8-.76-8.39-.67-10.12.08-1.73,2.03-2.8,3.99-3.94-.28.62.87,2.81,2.22,3.85.83.64,1.64,3.39,2.14,6.67-.05-.12-.09-.18-.09-.15-.05.14-.24,2.21-.32,2.05-.08-.16-3.62-1.07-3.74-1.84-.12-.77-.27-3.93-.42-3.55-.15.39-.81,4.89-.36,5.41.45.5,1.51.75,4.69,1.68-.09.14-.29.58-.08,1.42.26.04.53.09.8.13,0,0-5.1-.65-6-.65,0,0-1.62-.17-2.17-.97Z" fill="#00224d"/><path d="m362.44,237.09c-.04-1.28.45-11.67.77-12.29.28-.53,3.6-1.21,4.65-1.52,0,.16,0,.33,0,.49-.21,4.91-1.27,14.79-1.27,14.79-2.41.65-4.12-.18-4.17-1.47Z" fill="#00224d"/><path d="m368.18,223.15s-.14.07-.31.12c0-.24,0-.48-.02-.73,0,0,.49.42.33.61Z" fill="#f3feff"/><path d="m362.23,238.49c-.29-.08-.61-.17-.94-.27,0,0-.59-6.75-.51-9.41.08-2.66,1.07-6.92,1.07-6.92.9,0,6,.65,6,.65,0,.24.01.49.02.73-1.05.3-4.37.99-4.65,1.52-.33.62-.82,11.01-.77,12.29.04,1.28,1.75,2.11,4.17,1.47,0,0-.76.9-4.37-.06Z" fill="#0a0a0a"/><path d="m362.8,213.91c.15-.39.29,2.78.42,3.55.12.77,3.66,1.68,3.74,1.84.08.16.28-1.91.32-2.05,0-.03.04.04.09.15.16,1.05.29,2.15.37,3.26-.3.14-.58.28-.58.28,0,0-.02.02-.04.06-3.3-.81-4.42-1.2-4.87-1.7-.45-.51.39-5,.54-5.38Z" fill="#0a0a0a"/><path d="m372.07,212.71c-.31-.53-.57-1.41-.94-1.96-.48-.72.05,2.74,0,4.61-.05,1.68.17,4.51-.08,5.48-.26.08-.6.17-.85.18-.28,0-.71-.03-.95-.08v-.09c.29-.02.86-.03.89-.04.04-.01.2-.28.13-.34-.04-.03-.55-.07-1.02-.09-.02-4.37-.19-11.43-.28-13.49.18.05.3,0,.41-.16.09-.13.3-.57.46-1.24,1,0,1.45.53,1.97,1.84.33.84.32,2.98.25,5.4Z" fill="#00224d"/><path d="m369.22,223.34c0-.17.01-.36.02-.59.6.08,1.06.14,1.23.15.17.16.54-.02.81.37.36.54.42,7.34.78,9.04.36,1.71-.56,3.59-1.95,4.59-.28.14-.48.2-.52.17-.08-.08-.36-6.55-.65-13.59.13-.05.24-.1.27-.15Z" fill="#00224d"/><path d="m372.07,232.32c-.36-1.71-.42-8.5-.78-9.04-.27-.4-.64-.22-.81-.37.02,0,.03,0,.04,0,.25,0,.75-.37.99-.68.24-.31.05-1.5-.09-1.49-.06,0-.19.05-.36.1.25-.97.03-3.79.08-5.48.05-1.86-.48-5.32,0-4.61.37.56.63,1.44.94,1.96-.01.35-.02.71-.03,1.08-.09,2.59-.19,5.32,0,7.05.42,3.63,1.22,12.02,1.18,13.24-.02.6-.86,1.38-1.72,1.99-.51.36-1.02.66-1.39.84,1.39-1.01,2.31-2.89,1.95-4.59Z" fill="#0a0a0a"/><path d="m363.01,206.86c.28-.62,1.15-.94,1.15-.94-.23.88-.24,2.24,2.85,4.03,1.18-.98,1.01-3.01,1.27-3.21.14-.11.38.02.63.1-.23,2.18-1.01,4.66-.99,5.19.01.55.92,1.36,1.27,2.07.03,1.28.05,2.58.06,3.8-.08.18-.17.34-.28.48-.87,1.07-1.2,2.26-1.2,2.26-.36-4.59-1.42-9.09-2.52-9.94-1.35-1.04-2.5-3.23-2.22-3.85Z" fill="#edf2f6"/><path d="m369.23,217.92c.01.87.02,1.7.02,2.45-.36-.02-.7-.03-.78-.02-.09,0-.42.16-.73.31,0,0,.34-1.19,1.2-2.26.11-.14.21-.3.28-.48Z" fill="#f3feff"/><path d="m369.17,214.11c-.35-.71-1.25-1.52-1.27-2.07-.01-.54.76-3.01.99-5.19.03,0,.05.02.08.02.05,1.21.13,4.14.2,7.24Z" fill="#e0e5ec"/><path d="m364.4,204.32s.01.03.02.06c0-.02-.01-.04-.02-.06Z" fill="#e8b188"/><path d="m364.4,204.31s0-.01,0-.02c0,0,0,0,0,.01,0,0,0,0,0,0Z" fill="#e8b188"/><path d="m367.87,206.44c-.94-.62-1.51-1.01-1.78-1.62-.27-.61-.29-1.36-.43-1.05-.15.31-.13,1.09-.65,1-.3-.05-.67-.62-.64-.5-.08-.18-.21-.41-.42-.75-.65-1.04.14-1.38.53-1.27.39.11,1.07,1.27,1.24,1.24.17-.03.51-2.45.65-2.84.14-.39,1.86-1.27,3.91-.87.27,1.81-.09,4.22-.44,5.69-.1.41-.19.74-.27.97-.19.78-.89.53-1.7,0Z" fill="#ffc3a1"/><path d="m365.25,207.31c.73,1.33,1.77,2.43,2.31,1.94-.14.26-.33.51-.57.71-3.09-1.78-3.08-3.15-2.85-4.03.06-.23.13-.42.17-.58.06-.23.1-.39.13-.53.01-.08.02-.16.01-.24.09.53.19,1.65.79,2.73Z" fill="#ffc3a1"/><path d="m364.4,204.31s0,0,0,.01c0,0,0,0,0-.01Z" fill="#ce9772"/><path d="m364.38,204.27s0,.02.01.03c0-.01-.01-.02-.01-.03Z" fill="#ce9772"/><path d="m364.42,204.38c.02.07.04.14.04.2-.01-.08-.03-.15-.04-.2Z" fill="#ce9772"/><path d="m368.34,206.72s-.05.02-.08.03c-.2.16-.14,1.47-.7,2.5-.55.49-1.58-.62-2.31-1.94-.59-1.07-.7-2.19-.79-2.73,0-.06-.02-.13-.04-.2,0-.02-.01-.04-.02-.06,0,0,0,0,0-.01,0,0,0,0,0,0,0,0,0,0,0-.01,0,0,0-.02-.01-.03-.03-.12.34.45.64.5.43.08.5-.69.65-1,.15-.31.16.44.43,1.05.27.61,1.26,1.34,2.24,1.9Z" fill="#ffa776"/><path d="m381.53,217.67c-.09-.28-.22-.4-.39-.52-.19-.15-.92,0-1.56,1,0,0-5.45-1.8-5.77-2.73-.27-.78-1.76-3.16-2.24-3.92l-.06,2.8c.71,1.75,1.61,3,1.96,3.21.5.31,6.17,2.12,6.76,2.11.6-.01,1.45-1.47,1.3-1.96Z" fill="#0a0a0a"/><path d="m379.58,218.15c.64-.99,1.38-1.15,1.56-1-.13-.09-.28-.17-.46-.31-.43-.34-5.93-3.55-6.29-3.83-.52-.4-2.84-6.33-2.84-6.33l.02,4.82c.48.76,1.97,3.14,2.24,3.92.32.93,5.77,2.73,5.77,2.73Z" fill="#00224d"/><polygon points="363.08 214.98 363.68 225.43 370.73 224.64 370.25 214.11 363.08 214.98" fill="#f2f1eb"/><path d="m370.18,222.44c-.18-.04-2.71-.6-3.23-.7,0-.56.22-.8.22-.8,0,0,.28-.14.58-.28.31-.15.64-.3.73-.31.07,0,.41,0,.78.02.47.02.98.06,1.02.09.07.06-.08.32-.13.34-.03.01-.6.01-.89.04-.1,0-.17.02-.17.03,0,.02.07.04.17.06.24.05.67.09.95.08.41-.01,1.07-.27,1.21-.28.08,0,.17.34.2.71-.42.81-1.23,1.05-1.43,1Z" fill="#ffc3a1"/><path d="m371.51,222.22c-.24.31-.74.67-.99.68-.13,0-.62-.05-1.27-.15-.42-.06-.9-.13-1.39-.21-.27-.04-.54-.09-.8-.13-.07-.27-.1-.49-.1-.68.52.1,3.05.66,3.23.7.2.05,1-.19,1.43-1,.03.31,0,.64-.1.78Z" fill="#ffc3a1"/><path d="m361.02,220.08s1.11-.78,1.45-.59c1.16.61,4.66,1.51,4.66,1.51,0,0-.19.55-.17.74.01.19.28.71.28.71l-5.22-.55-.91-1.06-.08-.76Z" fill="#00224d"/><path d="m362.23,218.08c.57,1.18,5.35,2.65,5.35,2.65,0,0-.35.1-.46.26-.1.16-4.74-1.19-4.87-1.7-.13-.51.04-.64.04-.64l-.06-.58Z" fill="#0a0a0a"/><polygon points="363.08 214.98 363.13 214.5 370.12 213.73 370.25 214.11 363.08 214.98" fill="#fff"/><path d="m381.29,219.23c.66.61.47,1.24,1.48,1.27,1.01.03,2.5-.39,2.58-.47.03-.03.17-.1.34-.18-.03-.07-.09-.14-.22-.15-.28-.03-.91.12-1.19-.04-.28-.16-.76-.83-.76-.83,0,0,1.13-.21,1.35-.32.22-.1.15-.46.15-.46,0,0-.9.06-1.27.02-.37-.04-1.02-.21-1.39-.2-.37.01-1.15-.42-1.15-.42-.44-.1-.81.18-1.05.51-.09.75.49.67,1.15,1.27Z" fill="#ffc3a1"/><path d="m379.85,218.79c.3.42,1.39,1.34,1.84,1.88.45.55,1.51.5,1.87.44.36-.06,1.43-.36,1.7-.55.27-.19.45-.56.45-.56,0,0,.01-.08-.02-.15-.17.08-.31.16-.34.18-.08.08-1.57.5-2.58.47-1.01-.03-.82-.67-1.48-1.27-.66-.61-1.23-.53-1.15-1.27-.25.34-.37.73-.29.83Z" fill="#ffc3a1"/><path d="m362.48,207.17l.78-4.85.86-.38,1.23.83s.06-2.44,1.04-2.95c.98-.51,4.63-.32,3.07-2.28-1.56-1.96-5.17-2.4-6.8,0-1.64,2.4-1.76,7.69-1.79,10.65,0,0,1.57-.82,2.47.49.9,1.31,1.43,2.89,1.49-.74s-.74-4.02-1.25-4.89l-.32-1.47-.76,5.59Z" fill="#7d4e2a"/><path d="m365.35,202.94c-.56-.66-1.53-.1-1.42.96.12,1.06-.51-.73-.51-.73l.15-1.07,1.23-.49.84.55-.29.79Z" fill="#7d4e2a"/><g isolation="isolate"><g isolation="isolate"><g clip-path="url(#i)"><g><path d="m382.47,225.37l-.35-.12c.09.03.19.06.29.07l.35.12c-.1-.01-.2-.04-.29-.07h0Z" fill="#e0e5ec"/><path d="m382.72,225.32c-.1,0-.2,0-.3,0l.35.12s.09.01.14.01c-.06-.04-.13-.08-.19-.12Z" fill="#e0e5ec"/></g></g></g><g isolation="isolate"><g clip-path="url(#j)"><g><path d="m384.39,224.75s.03.03.04.04c.34-.31.62-.71.84-1.16l-.35-.12c-.19.39-.43.75-.71,1.04.06.07.12.14.18.2Z" fill="#e0e5ec"/><path d="m384.67,219.74c-.07-.04-.14-.07-.21-.09l-.35-.12c.14.05.28.12.4.21.05,0,.11,0,.16,0Z" fill="#c5d2da"/><path d="m385.64,221.3c-.05-.33-.15-.62-.29-.86-.07.06-.14.11-.22.17.07.18.12.37.15.58.12.77-.03,1.6-.37,2.32l.35.12c.34-.72.49-1.56.37-2.32Z" fill="#c5d2da"/></g></g></g><g><path d="m384.23,219.16l.35.12c-.48-.17-1.03-.11-1.59.2l-.35-.12c.56-.31,1.12-.36,1.59-.2Z" fill="#e0e5ec"/><g clip-path="url(#k)"><g isolation="isolate"><path d="m382.99,219.48l-.35-.12c.44-.24.87-.33,1.27-.27l.35.12c-.4-.05-.83.03-1.27.27h0Z" fill="#e0e5ec"/><path d="m384.26,219.2l-.35-.12c.11.01.22.04.32.08l.35.12c-.1-.04-.21-.06-.33-.08h0Z" fill="#e0e5ec"/></g></g></g><g isolation="isolate"><g clip-path="url(#l)"><path d="m382.35,225.73l-.35-.12c-.67-.23-1.18-.9-1.34-1.87-.14-.86.04-1.81.42-2.62l.35.12c-.38.81-.56,1.76-.42,2.62.15.98.67,1.64,1.34,1.87h0Z" fill="#c5d2da"/><path d="m381.43,221.24l-.35-.12c.36-.76.9-1.4,1.56-1.76l.35.12c-.65.36-1.2,1-1.56,1.76h0Z" fill="#e0e5ec"/></g></g><g><path d="m383.09,225.6c-.05-.06-.12-.11-.18-.16-.8-.03-1.45-.67-1.62-1.74-.23-1.48.55-3.23,1.75-3.89.58-.32,1.16-.33,1.63-.08.1,0,.2,0,.29,0,.1,0,.19-.02.28-.03-.57-.57-1.4-.7-2.26-.23-1.35.75-2.24,2.71-1.98,4.38.22,1.38,1.15,2.13,2.23,1.93-.05-.06-.1-.12-.15-.19Z" fill="#b1c1ca"/><path d="m384.43,224.79c.07.07.15.14.22.21.94-.94,1.48-2.49,1.27-3.85-.06-.38-.18-.71-.33-.99-.04.08-.08.16-.15.22-.03.02-.05.04-.08.06.14.24.23.53.29.86.2,1.24-.33,2.67-1.21,3.49Z" fill="#b1c1ca"/></g></g></g><g><path d="m419.55,259c-1.78.37-2.06,1.75-1.39,2.96l2,2.83c.75,1.31,1.76,1.92,3.08,1.7,1.19-.49,1.35-1.27,1.02-2.19l-.49-1.51-.77-4.1-3.45.31Z" fill="#0a0a0a"/><path d="m424.11,262.61c-.55,1.89-4.2,1.82-4.44-.7l-.99-7.21s-.21-1.52-.21-1.52l-2.01-8.35-.44-1.81,1.34-.77,5.31-3.06c.29,1.33.47,3.18.57,5.41.08,1.85.1,3.97.08,6.28,1.04,3.3,1.02,7.44.79,11.75Z" fill="#59788c"/><path d="m412.32,267.27c.65,1.26.19,3.26-.29,4.15-1.28.39-2.34.42-3.04-.12-2.36-.29-3.7-.05-4.9-.47-1.27-.45-2.13-.89-2.72-2.23-.22-.59.2-1.66,1.26-1.75,1.97.04,3.75-.01,4.74-.44l1.87-2.97,2.9,2.59.17,1.23Z" fill="#0a0a0a"/><path d="m418.47,239.18c-.38,1.03-.75,2.06-1.11,3.06-.31.88-.62,1.74-.9,2.59-.61,1.79-1.16,3.5-1.6,5.06-.43,1.53-.77,2.92-.96,4.12.26,4.97-.3,9.68-1.38,14.23-1.67,1.76-5.53.18-5.47-1.71l.69-8.83.28-3.6c.36-4.66.98-8.96,2.03-12.66l8.41-2.26Z" fill="#59788c"/><path d="m423.24,244.59l-4.03,2.89s-.55,6.92-.53,7.22l-.21-1.52-2.01-8.35c-.61,1.79-1.16,3.5-1.6,5.06l-4.27,1.66-2.84,6.15.28-3.6c.36-4.66.98-8.96,2.03-12.66l8.41-2.26c-.38,1.03-.75,2.06-1.11,3.06l5.31-3.06.57,5.41Z" fill="#4d5e6e"/><path d="m424.91,234.91v4.27l-.67,1.89-.76.79-2.2-1.22-.29-3.82,1.67-1.91h2.25Z" fill="#a66635"/><path d="m427.19,228.01c-.12,3.18-.62,5.96-1.57,8.29-.51.5-.96.76-1.36.83-.61.11-1.12-.19-1.59-.65l.62-7.54.02-.29-1.36-3.54c.12-3.48.4-6.64,3.02-4.93,1.43,1.87,1.98,4.68,2.22,7.82Z" fill="#153d7a"/><path d="m425.27,231.42l-1.02,5.71c-.61.11-1.12-.19-1.59-.65l.62-7.54,1.99-5.34c-.06,2.94.33,5.97,0,7.81Z" fill="#00224d"/><path d="m423.54,233.79c-.03,2.89.52,6.73.52,6.73-.35,2.57-5.02,4.7-9.31,4.92-2.03.1-3.96-.23-5.31-1.14-.06-.04-.11-.08-.17-.12-.75-.56-1.07-1.53-.8-2.43.64-2.09,1.9-6.61,1.77-9.18-.21-4.2-.32-6.55,1.5-8.43,0,0,3.28-2.64,4.88-4.09,3.17-1.17,5.07-.82,7.3-.32,0,0,1.52.55,1.33,4.73-.1,2.21-1.68,6.44-1.72,9.33Z" fill="#153d7a"/><path d="m415.79,219.65l-1.59-1.14c-.73-.47-.9-1.95-.92-3.03l-.05-2.26.51-1.39,5.24.19,1.02,3.61-.93,3.41-3.28.61Z" fill="#a66635"/><path d="m415.02,221.24l.27-2.89,3.41-.95,1.38,1.85c-1.06,1.43-2.89,1.92-5.06,1.99Z" fill="#a66635"/><path d="m413.72,222.44l1.08-1.48c2.27-.15,4.53-1.18,4.99-2.07l1.2.55-2.52,2.2-4.75.81Z" fill="#fff"/><path d="m412.44,223.61s4.4-.12,7.55-1.92c1.59-.91,1.7-1.88,1.7-1.88.09-.44-.69-.83-1.42-.71-.48,1.75-4.38,2.47-6.07,2.7l-1.75,1.81Z" fill="#00224d"/><path d="m413.24,213.59l1.25,1.19c.2.19.33.46.35.74l.08,1.13.69.62-.07,1.13s1.14,1.52,3.26.76c1.47-.53,1.25-.8,1.73-3.37.3-1.62.34-3.21-1.18-4.48-1.38-1.16-4.37-1.12-5.53-.05-.61.56-1.04,1.6-.57,2.33Z" fill="#0a0a0a"/><path d="m415.86,216.45c.13.23.15.51.14.77,0,.24-.05.5-.2.68-.15.19-.45.27-.64.13-.27-.21-.46-1.23-.38-1.57.13-.57.85-.46,1.09-.02Z" fill="#a66635"/><path d="m409,242.2l-.72,3.25c-.05.96-.12,1.85.05,2.58.27.5.44.87.79,1.24.23.1.4.16.51.15l.25.22.74.23h.97c.6.1.66-.43.23-.62l-.58-.37-.42-.65s.39-1.42.32-2.11c-.07-.7-.58-1.72-.58-1.72l.3-1.89-1.87-.3Z" fill="#a66635"/><path d="m415.37,236.78l-.62,8.66c-2.03.1-3.96-.23-5.31-1.14l1.68-5.44,3.9-9.77.35,7.69Z" fill="#00224d"/><path d="m407.98,243.89c0,.6,2.33,2.45,3.4,1.22,1.19-2.96,2.19-5.47,2.79-8.19l.79-6.31c.42-3.01-.92-5.86-3.36-6.31-2.95,1.9-1.02,6.37-1.59,11.51l-2.03,8.09Z" fill="#153d7a"/><path d="m384.3,281.15c-.93.19-1.08.92-.72,1.54l1.04,1.48c.39.68.92,1,1.61.89.86-.36.71-.79.34-2.17l-.46-1.9-1.8.16Z" fill="#00224d"/><path d="m385.5,286.52c.34.65.73,1.89.48,2.36-.44.3-1.33.29-1.76.12-1.15-.47-1.47-.28-2.09-.5-.66-.23-1.01-.29-1.32-.99-.12-.31.1-.86.66-.91,1.03.02,1.86-.04,2.38-.26l-.09-1.78,1.09.93.66,1.04Z" fill="#00224d"/><path d="m386.6,283c-.35,1.04-1.83.95-1.87-.44l-.27-1.82c-1.04-6.26-1.08-5.95-1.21-6.7l.06-.81-.38-4.52.21-.55,3.73-.63c.11.73-.19.85-.21,2.07-.02,1.02-.28,2.87-.37,4.14,1.44,3.29-.01,5.84.31,9.24Z" fill="#a66635"/><path d="m383.57,272.47c.63,3.2,0,4.67.44,5.94,1.37,2.97,1.03,5.71,1.63,8.42-.52.89-1.63.97-2.19-.62-.22-.74-.64-1.55-.81-2.06-.78-2.22-1.02-2.39-1.62-4.31-.23-.73-.43-1.43-.61-2.1-.39-1.49.5-3.16.37-4.46l2.79-.81Z" fill="#cc7b3d"/><path d="m382.61,269.59c-.24,1.94-.11,4.24.31,6.82.88,1.14,4.62.72,4.43-1.08-.09-.79-.13-1.78.17-2.97l-2.57-4.48-2.34,1.71Z" fill="#fbba20"/><path d="m386.21,273.78c-.57.39-1.04.92-1.29,1.55-.49,1.23-.23,2-.23,2.82,0,1.47-2.49,1.76-3.82,1.15-.31-.14-.56-.32-.7-.55-.13-2.38-.05-4.51.31-6.31.03-.17.07-.34.11-.51l5.38-3.11,1.81.81c.51,1.83-.29,3.26-1.56,4.13Z" fill="#fac852"/><path d="m382.83,272.05c-1.6,1.46-1.96,4.19-1.98,7.26-.31-.14-.56-.32-.7-.55-.13-2.38-.05-4.51.31-6.31l2.36-.4Z" fill="#fbba20"/><path d="m389.83,253.37s.05-.67.1-1.14c.03-.3,0-.61-.11-.89l-.38-1.09-.82-1.03c-.14-.15-.34,0-.22.19l-.16-.14c-.14-.09-.32.07-.21.25l.16.23c-.15-.05-.27.06-.16.25l.29.5c-.18-.07-.26.08-.13.29l.45.77s.2.98.23,1,.96.83.96.83Z" fill="#cc7b3d"/><path d="m407.46,244.4l-.27.71-.88.68-.53,1.04-.13.61c0,.41.36.36.42.08l.07-.3.41-.38.15,1.74-.54,1.64.39.32,1.49-.62.65-.92v-4.41l-1.24-.2Z" fill="#ffc3a1"/><path d="m402.07,273.78c-.04.22-.08.4-.14.52-.58-.21-1.1-.15-1.5.39l-.46.71,1.96,1.68h2l.88-.85-.37-1.87c-.78,0-1.54-.22-2.37-.57Z" fill="#ffc3a1"/><path d="m404.72,275.82c-.28.61-1.44,1.01-2.6.8-1.05-.47-1.56-.86-1.82-1.55.32-.42.94-.7,1.6-.76l.16-.37-.84-.48c-.86-.38-1.44-.12-1.85.54-.31,1.23.07,2.06.92,2.59l1.28.98c.49,1.21,1.05,1.84,2.03,1.69,1.08-.16,1.47-.59,1.53-1.51-.05-.7-.1-1.46-.41-1.94Z" fill="#00224d"/><path d="m404.8,258.86l1.17-12.49-6.3,4.88.78,7.37c.42,4.24,1.25,13.4.85,15.73.44,2.09,3.42,1.47,4.06,1.08-1-5.05,2.58-10.84-.56-16.57Z" fill="#7d95ac"/><path d="m390.6,275.82h-1.25l-.9.81.9,1.58,6.59-.51.18-1.51-.43-1.17c-.91-.05-1.82-.09-2.73-.37-.31.79-1.17,1.11-2.36,1.16Z" fill="#ffc3a1"/><path d="m399.99,252.39l-4.46,7.88c2.01,4.36.82,14.03,1.27,15.26-.61.79-4.79.37-4.51-.38.32-1.76.32-2.78.17-4.41-.2-2.2-.67-5.49-.97-13.13.93-4.34,1.92-8.34,3.09-11.33.28-.73.58-1.39.89-1.99l10.19-1.54c1.52,6.75-2.13,8.19-5.66,9.66Z" fill="#97b3cd"/><path d="m388.53,275.82c-1.33.04-1.31.94-1.11,1.59.35.88,1.45,1.6,2.42,1.62,1.11.02,3.84.28,3.84.28.99.4,1.72.27,2.61.02.37-1.14.45-2.17-.16-3.15-.63,1.68-3.37,1.83-5.86,1.49-.57-.08-1.11-.72-.77-1.18.23-.31.59-.55,1.11-.68h-2.08Z" fill="#00224d"/><path d="m399.97,246.98c-2.97.49-5.08,5.56-7.13,10.91-.86,2.55-.61,7.85-.37,12.82-.2-2.18-.67-5.47-.97-13.11.93-4.34,1.92-8.34,3.09-11.33l5.39.72Z" fill="#7d95ac"/><path d="m406.95,245.3c.46-1.94.23-4.77.24-7.73l-1.15-3.93.8-5.26c1.78.33,2.34,4.46,2.72,9.17.54,2.02-.48,5.44-.85,8.35-.56.2-1.15-.03-1.75-.59Z" fill="#ef7d68"/><path d="m405.02,238.57c-.03,1.55.34,1.57,1.49,5.49-1.22,1.92-3.79,2.77-6.54,2.92-.32.02-.64.03-.96.03-.93,0-2.03-.14-3.17-.36-.44-.08-.87-.18-1.3-.28-.16-2.59.95-5.98.56-8.21,0-.05-.02-.09-.02-.14,0-.04-.02-.09-.03-.13,0,0-.16-.17-.38-.46-.57-.77-1.54-2.41-1.11-4.24.37-1.61,2.66-2.81,2.66-2.81,0,0,2.68-1.64,4.64-2.45,1.96-.8,5.99.45,5.99.45,0,0,.99.67.5,3.39-.63,3.46-2.28,5.18-2.31,6.8Z" fill="#ef7d68"/><path d="m399.97,246.99c-.92,0-2.64-.12-4.13-.34-.44-.08-.87-.18-1.3-.28-.16-2.59.95-5.98.56-8.21,0-.05-.02-.09-.02-.14,0-.04-.02-.09-.03-.13,0,0-.16-.17-.38-.46l2.45-3.74c2.09,4.95,2.22,6.72,1.9,9.05-.3,2.14.96,4.24.96,4.24Z" fill="#dd6751"/><path d="m396.64,219.31s-3.74,2.58,1.19,8.65c0,0,3.4,1.54,5.01-1.26,1.61-2.8,1.95-6.88-1.02-8.41s-5.52-.68-5.18,1.02Z"/><path d="m397.94,225.75l.38,3.56c.86.71,4.06-.21,3.98-1.31l-1.02-2.95-3.34.7Z" fill="#ffc3a1"/><path d="m390.24,246.8l-.96,1.26-1.41,2.81c-.14.72-.16,1.48-.1,2.26l.1.67c.02.13.1.25.22.32l.06.03.06.27c.02.08.07.15.15.17.13.05.27-.03.31-.16l.03-.12.08-.02c.2-.04.35-.2.38-.4l.2-1.5c.56-.65,1.1-1.28,1.26-1.81.15-.6.16-1.2.1-1.81l.85-1.58-1.32-.39Z" fill="#ffc3a1"/><path d="m393.33,234.51l.1,5.54-4.15,8.01c.45.57,1,.89,1.7.86,1.94-2.73,4.18-4.96,5.49-7.59.5-2.28.69-4.83.62-7.59-.08-2.66-3.79-2.62-3.76.77Z" fill="#ef7d68"/><path d="m398.26,228.74l-.67.83s1.6.92,3.82-.11c1.67-.77,1.53-1.79,1.53-1.79l-.83-.24c-.39.76-2.13,1.41-3.85,1.31Z" fill="#dd6751"/><path d="m396.64,219.31s-3.74,2.58,1.19,8.65c0,0,3.4,1.54,5.01-1.26,1.61-2.8,1.95-6.88-1.02-8.41s-5.52-.68-5.18,1.02Z" fill="#ab7b22"/><path d="m384.86,260.09l3.07-2.02,1.06-4.73.86-.18c.2,2.27.63,3.9.21,5.67-1.21,1.73-2.17,3.7-3.69,5.02l-1.51-3.75Z" fill="#cc7b3d"/><path d="m387.1,258.61l-2.49,1.51,1.76,3.72c.67-.58,1.45-1.39,1.97-2.14.48-.97-.25-3.15-1.24-3.09Z" fill="#007ac3"/><path d="m380.85,260.73c-.01.07.66,2.35.66,2.35l3.32-1.61-.99-2.45-2.99,1.71Z" fill="#cc7b3d"/><path d="m378.79,257.87c-.23-1.31-.5-4.91,3.98-4.27,2.26.32,3.64,3.04,2.1,5.46-.94,1.47-2.67,2.28-4.06,1.88-1.38-.39-2.38-1.22-2.03-3.07Z" fill="#cc7b3d"/><path d="m381.04,253.33c-3.52.52-2.67,3.68-2.67,3.68,1.56-.18,1.49,2.7,2.71,3.43.55.33,1.4.42,2.33.09,1.55-.54,2.1-1.5,2.37-3.53.21-1.61-1.23-4.18-4.74-3.67Z" fill="#0a0a0a"/><path d="m380.06,258.55c.19-.04.38.08.48.25.1.16.12.36.13.55,0,.18,0,.35-.03.53-.02.15-.07.33-.22.38-.09.03-.2,0-.28-.06-.08-.06-.13-.15-.18-.24-.17-.33-.51-1.3.09-1.41Z" fill="#cc7b3d"/><path d="m387.77,269.65c-1.23-.14-3.11,1.39-4.93,2.4-.86.47-1.7.83-2.46.85-.15-.77-.3-1.58-.42-2.35-.21-1.35-.34-2.61-.26-3.47.13-1.38.26-2.7.04-3.82,0,0,1.78-.98,3.99-2.61,1.58-1.17,2.42-.76,2.83-.4,1.12.95.53,7.34,1.22,9.4Z" fill="#2198df"/><path d="m388.99,254.45v-1.11c-.29-.34-.41-.79-.32-1.23l.1-.5-.09-1.08c-.04-.37.24-.43.34-.18l.39,1.03s.42.97.42,1.04v.95l.14,1.2-.99-.12Z" fill="#cc7b3d"/><path d="m382.84,272.05c-.86.47-1.7.83-2.46.85-.15-.77-.3-1.58-.42-2.35l1.78-5.31c.61,2.31.09,4.77,1.1,6.81Z" fill="#007ac3"/><path d="m380.56,262.91c-1.68.42-1.93,1.84-1.78,3.9l-.28,3.89-1.41,4.29,1.25.66c1.07-1.51,2.05-3.02,2.44-4.61.26-1.24.46-2.61.54-4.18.23-1.72.24-3.26-.76-3.95Z" fill="#cc7b3d"/><path d="m377.74,273.62l-.88,1.88c-.16.58-.33,1.11-.33,1.58.1.34.15.59.31.86.13.09.22.15.29.16l.12.17.42.24.59.13c.35.15.46-.17.23-.35l-.3-.3-.16-.45s.44-.81.49-1.24c.05-.43-.12-1.13-.12-1.13l.44-1.11-1.1-.44Z" fill="#cc7b3d"/><path d="m381.44,269.37c.15-.91.17-1.44.23-2.51.23-1.72-.12-3.26-1.11-3.95-1.68.42-2.09,1.75-1.94,3.82v2c.58.63,1.93.72,2.82.65Z" fill="#2198df"/></g><g><polygon points="92.8 266.45 92.8 271.7 98.95 268.15 98.95 262.9 92.8 266.45" fill="#a66635"/><polygon points="98.62 267.96 93.18 271.1 93.18 266.55 98.62 263.41 98.62 267.96" fill="#edf2f6"/><polygon points="92.44 266.22 92.8 266.45 92.8 271.7 92.44 271.48 92.44 266.22" fill="#7d4e2a"/><polygon points="98.58 262.67 98.95 262.9 92.8 266.45 92.44 266.22 98.58 262.67" fill="#cc7b3d"/><polygon points="97.9 267.06 93.86 269.43 93.86 268.66 97.9 266.32 97.9 267.06" fill="#0a0a0a"/><path d="m97.89,262v1.25s.03.04.07.04.07-.02.07-.04v-1.25h-.15Z" fill="#333"/><polygon points="96.79 265.68 93.86 267.37 93.86 268.14 96.79 266.43 96.79 265.68" fill="#0a0a0a"/><path d="m93.54,264.5v1.25s.03.04.07.04.07-.02.07-.04v-1.25h-.15Z" fill="#0a0a0a"/><polygon points="92.04 265.54 92.04 265.99 98.99 261.99 98.99 261.54 92.04 265.54" fill="#a66635"/><polygon points="98.62 261.32 98.99 261.54 92.04 265.54 91.67 265.32 98.62 261.32" fill="#cc7b3d"/><polygon points="92.13 264.61 91.73 264.84 91.73 278.97 92.13 278.74 92.13 264.61" fill="#a66635"/><polygon points="91.37 264.62 91.73 264.84 91.73 278.97 91.37 278.75 91.37 264.62" fill="#7d4e2a"/><polygon points="92.13 264.61 91.77 264.4 91.37 264.62 91.73 264.84 92.13 264.61" fill="#cc7b3d"/></g><g><image width="512" height="288" transform="translate(52.28 253.09) scale(.02)" xlink:href="data:image/png;base64,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"/><image width="512" height="306" transform="translate(69.82 234.16) scale(.03)" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfoAAAETCAYAAADeXsQDAAAACXBIWXMAAZ52AAGedgFyF9loAAAgAElEQVR4nOy9CbRlWVkm+O1zzp3eEHNGZOTAIFnIrAIiglS+RNtS7KQAu0xasYREBFdJFVZhlXRbRgSgWEtFSxJlsBcilt32WmAVrlZYCkTYvaqwSlAyQRkSGXKM6UXEG+50ht1rn7OH/99n3xeRmTG8YX+5Iu99Z9jn3DPs759/gYiIiIidhLR3C3r7X4Xevh9D0rsFUkohEgEBSKmug7QXQwihVjffISDNOgkphBBS7ZvUn/UytVGzj7ueotncfqvHsYOK+qhqt+b47WPpczDHa5+XGqIqIPMxhCwhy+FxTJePohydiM91BPSTFxEREbEz0N13hyJ40dtzu6wIq1ryhCZ64QhaEzifNiUnfkLOzaeGYmM6vj4mFQ7Md3+89lTdPlaNYixFORWyGB5HvnwM5eh4fJojKCLRR0REbH8ogu/uebno7btDbqCx6y9cW4b9W6olnOQJAVONngkRnKStJOEJF/ZcPMGCCyAOopxCFmOgmtyDfPXDyM8di09yRAiR6CMiIrYvsoUXoLf/TvQO3Mk1Z6dtt/7m5M5AzfJCtLfxzeyNZb7mbtmsFpbm7b4tiwEZz5j5qcBQlRDlBLIYfRXFyocwXY4EH7EhItFHRERsPyg/fGfPy9A/8Dqk/SfT36e1cRma/xzJgyje0vnkCSdzs77gWvmMcfnYbp3bx2n/zE+vvleFMtPX/nhRjU/IyZkjqMbRDx9xUUSij4iI2D5IOofRWbwV3X3/K7q7X4oWkTZgfnQa9FZZNdwJAkzjpmZ40d5X+99hLQJOUJiptVPzPfPTk/FrDX4MFMNPYXruGKoYaBdx6YhEHxERsT3Q3X276O3/MfT23WF+j+N3Zy+3gXAazrxOzfF+wF0zVRrF3G5DoujouL4Pf5am78icWA7sOE00fa3Fl+MvI1/5wzrYLiLiESISfURExNaGMs33DrxOBdsh7T2J2bs1DNFyn/cMSDjnurd/mPDhbWf+cvZ/7hLg/n1fCKDpcpAFkK98AJNTd8anNOLRIhJ9RETE1kXvwJ3oH3gtsvkXUFI1gXChT+pvB/Wfk9g4+8Uj/AZUS9ekL53PvtbIKxdAJ8iYVOCwQ1GBoSqNH17W5vnJ2aPRDx/xWBGJPiIiYuuhu/cO9Pa+vP6k8ILmvDx4Y00XnhZNneJstHqsqjH3UzIPWATqojetPHgqVPiBe360v0mXi/nwEZcZkegjIiK2Drq7b0dv/48JFXCXdK6n513ztm+W97RyXtTGaeWt/exX7uSnVgIvfZ4dytfg7ZiyksaEYDhfliaaPpfIz721rmoXEXEZEYk+IiJi80OXrRWqbG3avwXBqHbPzO5p0765PpgPb4PhmiO4srPUPq+tAjZyf1a+/ezlxg+PYtL446MWH3EFEYk+IiJiU0P09r0SvX0/iu6e26E1d6dve9Xp4FbYNLdKadFJ0NcuGoGBV6IzmnYVsA5A6/WBYjn0uF6ufDtnXxF8OT6HYvS5SPCXiKRzg0qfFCJdRH3fylVUxWlU029uhdO/lohEHxERsTmhCL6752XKDx+KTKeBdfCIt50n76LlG+IXgdK0wiNnGjmnze46vo6cjzThfL5/nmnvekvZpMqpf5/G9OxbdjTBq5oH9b/eP0LSOVRbbdSn6ByESBaRdG6E6BzSKQtavvPdLoFyxFX+AGRxSshyRZb5w833YlnKYhnl5F4Uo7tRTe/fBFfgqiESfURExOaCKlurIum7+18TLlSjl7TM4xs0fgnt5wfusZK4rmQtqz/POtQxl4GrX+9XtNNla2s/vCyByZmjO6oufdK9GUnnoMjmn4+s/zRk899VE3rSvQnGogIeIOmnQ7bdLtKLtzAuGHNQntnQsr5U0/tqa0o5+QdUk3tRTr6KcnRPvXwbIhJ9RETE5oDS6Lp7/il61/0U0t6Tee56W3PbKF2ujpQ3JB4kZS+nblYFvZmFbrz1niBgz1G1jTXtYxs//PZvH9tZXELafxrSgSL15zek3rmJb2QCE5OZgZI1iBTWuEx8YQC84JDdx7Oy6C/0OfGzH+q/ivX/jnL0dyiGn621/4b8t7z2H4k+IiLi2qO790fqHvGquh1pKuPnwlPvvLWoS9rzHcGysxsRduh42EhguMg6O2YxgcxHqM3z29kPrzT2zuJttaaezT8P2dxzmpsSiosIFAgKEXyDmZo+6D2wMRGhRkNemWLPehBsHUz3LoefQTH6vMxXj6Mc/z2K9b+6jFfuqiESfURExLVDR6XL7fvR2h/vm9UDpWp5xzertnGisEVrGp86Kymrdw42ktE7C5GIQJAfy7W3JmVa9taMqcz00zVA5l9GsfqH27K7XKO1Px3Z/Heis+t7a386/Ja8zvJCEyNmCFzS7Q//chsCbxE/RcByo0egpv1wNUIHrySx7zJSRK8IP1/9FIrh39Qa/xZAJPqIiIirj3TwTPT2/3hTtlalyzEb7MyqdLNbyAqWC88q0Hn162fhYmZ66p+nmXYWpapmNxFQefFKex8/cNu2erKS7uPqhkGd3T9UW2CYFswIme0WKAvMuwRuUJK4pe2TrAZWkTCg/fMx2udGl/vjsAHIs8jGr338w7/ZCqQfiT4iIuLqofHDvwzd/f8c6eAZ3GcaRLDiXFu794rd6JXN+E4jdHnxsPsy4gD8cZthgoFfmuF0oN229cOrJkGdXS+ptfik97hAJJxs+b79Hvpt6wjjnpkEHRACGnN7pf3wpGXwRcazlQ6DQp9v7aHuIK+SIbjJv16hIvnzlU8gX/l4/W+TIRJ9RETE1UFv7x3o7vtRdPbcziLYvcnaTuS1xpgIxhl+oRwNRgqk5K0TErzAq5DmSYL9PC3P6ydPTbkTXdVudLw20W8XP3zafRyyxdvQ3f2DorvvDhkgOnNZQ35v8OvUbEkzFihJUjeM2cH6z333CxgpO7iqg6EYABbLEbD80PMMZE1oMTDsenDtjfUumuxFvvoJWQzvvpy35dEiEn1ERMSVRXfPS2uCV0RPCZcRc7uqXf3Z0hh5xH0wJctNvGzSbsalie2wh2gV2CNE1RYydPMZlQ9f++PPHt02fvhae9+ttPcXq0j5jQLhagSEodb2NI3RBMRJ3bff6x9ASZn66UWogBGxHIS0f5+k7T7gwZ1Gc2fBeiHhk2r5gWeyJSiUo7sxPf/HmJ77SK3xX0NEoo+IiLgyUO1j+wd+Ep26fewt5hi+FmXMqcH8c//7DB890xLVpE0sAdITIDxzvhmBCAHtyG+7TZVLUU6FLHOgHH6qJvjt0F1ONQfq1k2CfoRGz9Eqf+za03gFcMKHXbJBzwEqjJEugFxA84fxYwHIoXhrYv1MhS030BtqIcEMGxY4zdZtTd6ezIZZG+q7Ivly9DfIL/wZJst/9IjvzWVAJPqIiIjLj96B19Qk37SP9eEmyQAR+0VyWlXwKG+Y3Yw5n2h4bc0wHBg2C604gHxd1PXpt1O6nCF4pcnXoFruRSPVw0Kay2+3rpO2QMDJ2zli/HvVNsHzcbi2DZp6z9IxqCXHFxy4hYieXvPcqdiORHhje5aCAOizrL5X47+vA/Ym55SWf1UJPxJ9RETE5QNrHzuzmh336c7In/b28fzywrOtk2OwSV4HyVOzLytqA9ZRjpyB8+PW7WNVPvz4v2Fy9i11n/itDtUFsOvSGo33mvrSw4TfNn3be1LfzISlOzDyZe6W2XES/vbh9Wg/W63nSNBjOJM8ex4CRA/uxpkdvMetE8FUSw/WUjFd/qOrSfiR6CMiIh47VMMZ1VlOpV+JzLaPpSZa8zc8VzmrLEdVKaKZU3DtXbD656Fj+se9aKe7Zg+gzCXKuvnMV5Gv/EGtxW91KHdK78DrVOaDSPu3tDMeBCdgmpXgBbKFEOgBxEzcbT87vbHUP8NqKRDt2QokxBhAmxP5/nizofcrWVU9HohJT4inZyJA+ORMWLaB/1yxE3ZnpUz5+fk/vtIm/Uj0ERERjx5p70no7n+V6O97FRJDHN5kRk2oGjwX3U3erVQ6ac3DzCfcEEa7jO0GpU6DZmYKO3ZZQJSkfazqD78dtPje/tegp9wpC99NfeO+oOTALSjUvN421Tut3sRHwCP3mW4az9+/UWEclhlhh3G58PCtBDQFUGvc7Hf7hhzf0uAkUkvmLrVydiQ+HZKmdLbrAegTmZx5P8an340rFKUfiT4iIuLRIZv/J+hd9zPo7/+fQ1HwrdxkYi4VLS2dbEer2LXM88IzI9sR7Ga0vrmN7JY08Itrmgb1uny8/dLlnJn+Do8jWxor13SD2qvdM3TN2f6eC8CgHWQptB/cxF+gHZvBSLrdwc6dkzvKRQsg8R/Z4kLBvRgzCgG1hUx7/ET79Wedr1//oRzfI6bnPiKvQJR+ejkHi4iI2ClIltC/8S+QpKXoDK4zc5ebtwyZk7mvlbssPEJoudvrFKyGnXmQnhAkatrz55Pjkf8LFhPAtkCdD98E2xXDe5Bf+B1MTr0Gsvj6lr6ZKtOhf/CNGFz/c+gs/uP6qiVewjqBr3Hz7YT9r+WfplsJIhywgjl6nb7LZgPwfZs9BPFlw1TfQ3CfhoFD0fLu2aqFPYB/N8czjwYd13/WnJVB7yO848Aq+81/QtiHnBhE6CmaQ+v9m5chyQ6J7q4lkS28ULXXqRvrXCZEoo+IiHjkEMkTRDl+NcpiH6RMIBIgqacTZtJ0YBM0MYPaudaskXbilabgjYbvANasM8vlK0gVloCvXy8QTS58PlT58McwOfnK7RFst+elGBx+C/rXvV6knX02z7wVKW7lIEhJ+/RbSMNQoWA3/r1F3BAitJ2tZ0T4lJzXjCBLH3Z8SZhTCHiuAEfspFxvKMe/ObZ+/sizq3l7toTUqswIj/jdxRL02OQI7Pol2aH6/iXdGyDzb6LKT250HS4FkegjIiIeBeTXIfNjQpYJ8uESqqJUUxSy3uzJ2WpeVkMHnT/9idksFHqS5stdeLZpbdOeiO3s65lmLRnojRKlQJ2o/85X/suWfhqSzmEMrn8z+ofejM7Cd7cC4EglQqZ9A9rUzAnYxjUQzd3fn1hXuCsk0G6WEahXK8GNKQSRANiIZJuZ1iIwxxARZCouQNQH8Rsn6eA/YZ/RQByIj4BAYpR69ycVqHyriWzdi3pdZ/45yOZfqIz6j1W7j0QfERHxGFAeB6oTopp8UxTDJchKkQ1EkpkhXRV5QjJkttbgflo3YUtP+xdMa/NMorOEjLZbgKr7aqy0+0RkC99W906vpt+ELE5tuadC9X+fu+EIegf/pUg7+4lVxWNXm3XOy9JSP703dIiI7IBWY3Xk1tL+jQovZxNj67tndudkLvlz4BkFWtCpf1wxp7+JHD8hrKwPboTDtmLPf7P321nGAXVHhCG8SyMa7b4z/3yIdB6qVe6jRCT6iIiIxwj59YbwVXOPyRKKUQml6SuyT1IyOTcQCGmAjXbF6IA4dIXLv2dmVEYoTmOUwk6tHqf49dZF3ZXWzdB129WFFyLpXI+qWIYsHrPZ9KpAtYqdu+k/iN6el9FrBkksyITAWqo17HXXopl2oPgk5stnLYRcNA50XF/LbWnqAu1zNGM6kcHTvLURnJE5WG98F2fAhQouSJCIeydwCGdBEk74kVSiYp4P4liglf5mXbdAjEF96uk8soUlpN2bUE6+BFmcfaSPVCT6iIiIy4TqONCY80U5XkI+LGt7cGcQ4nWrVFMNTSubwvhfWxOxpnrnz9UmeJ6+ZWOm/JQxQ3Y0NsA/N5F2DyFbuBWdhRdc7qCoKwHR2/8TmLvxbcjmnmcubstkT6H76JtNvWtjbR0sE8IraORkBUr8hKyCfmvQ9DS3kJm5W7tJwZLnfOd+21QTGMPbjDxvlbkWzMfPd6Iuhw0CQuzvtuGEXFANvgREEGhfM8GFoGTuO9CZew5ktYJy/HfB85iBSPQRERGXGeVx5b+HLIQoRkuyzMuaRrIeVfCYRi5MWla4WQi3i7rdjQrla42hFCYpWkl94NoYs9gKUWv1Kigq6z8VQmQoR5/fdE9K/+CbMHfDUaT9bzGLLDn4cQ3N2pbaaZYLQa9HMOPMdwXoSrDkZphr2Do2yZSA8AMoWUEcR8fsWFazFjZ4jR/TnBEPog+4BPxr4cZlhnwtAASuYGvMtntBl8l1UfqSCbfk3Kj/Xvjj09/VWJ96N6Oz8CLVHBnF+qfbG4YRiT4iIuIKoWqi18vh/yvytSVZKQW/A5FmLZ8si0L2TajwcpQFZqTb0bxtQjgmD9sF6jt/qI0bkPQ4wrgX6sk37T8D3X3/C5LODdp/vznM+YMbjmDuhncgyRaDJuGAVs3N40E5oFXAZoOxiJDFTc++yZ+Oz2IApIvqb28Y/NUm9pKdLh2LN0Dy0jfpeZksA7JOGCXbaOb1Nkk44N4vpWfcEnBuJiNNuO++GyQ8lonOt7+Lxiqo+53t+v76YJfot49EHxERcQWhyL7S/vup8t9XqEohRMoJnwTXBc2+LsPJTKZObbWKYluzavZt22PhyQ3sOIY8iOZbf81UFPTiC+uAPRTnUF1Dwp+74ahQmrxv4eABY/waWvKSQXIVPNhd+Bx2sVNi+9PragQHEBKkfhae2958qZsHTVUZ4vq7UCmQVa6bCuUQsgSKXAplNWoGYQKi0865yZ0LmITAJWnQQ9w6rXRE+mwRDdwKi+a30WeZXaTQpZxtBWldn8TdP9lZWLpUsr/ozYuIiIi4fOgcgegoU3OJ/r4Uvd1Mo5/1nQUnBauvaRB1zvqZlVbm7KZebX0+NoyWaCZTrwGZhapcNjn9boxPv++qPxyDQz+LuZveyXzNkoQw6LN1Qop37qREmy1GI6u6QxuNa/PvCVvuXxhusraHEl4KHc/VlxDFBNKSuvo3LlFNhZB5EjoHV6TWwZ5XsiCRZqIJAu0CaQdQ7iJlRSJGjNDvoj0QBP1JRg6opNcLof37gs9Rq/heoBy0n4aooyHtOQb6NjB3/+jBY3L44NGNHplI9BEREVcdQnSPSqS/iN4+ie7uBJ1BfQqWrFol7AJk66eGsaRsYYOyghMxa1XWRsudQIPI6EQ9OfsBTM7+AfLVT16Va9jd+8OYv/lddb48JTnJ5RZLDjNJmJKS57oIbN+6L2SFu1a+Sb19H1FMmxLD5USKQpF6ninulrJUjdtP1KEUUIJZ1WipojpheK9dgjZdopkYUopbhUiWSGEgiWxOIh0kSAeE+LPWbyWj2vvMfiZphdsuvWv3ZMTu7g14RH0g6I4Fo/qSEvvNXstmc6/HD70VG5B9JPqIiIhrhM4RkaS3yWTw7egs7lbaPdIuORWjTsmWmlRroraxDVHVCPEErQM0WEvXwKemUaO5UeXLh530zSHL8edlfuHjGJ/9fZSXt0Y5g+o8N//4D4jO4gvM5aHnywIQQdwQF+k4Z66P/b2tTn5oXzc/NN1rY0vHlfkEIl8HpkOl0Tdti6rJcdSnNT7W7Fdc5p4CyZITBLIj9kSzuaom/s4cRNqvid+d9cZCStsaxDMINiJq30rUAjMhtIVRJuiaOgjmXTBjDu//NxidfGfoakSij4iIuMbIjkB0jyIblOgspuguqjrtTDsEy7Bz0dlBIg6Qm2/ulJ4GxSqkEZ9ya85u9TKHm5gVyU/OfQTT8x9BObrnsl/T+ce9R5W0ba/gbg14shE9f+YfJwWMZgs0RENtmaLJsb2AN6k098la3QVQkXstGcnJcVTrxyCn16hRUEP4QnSO1qSbDSp0d6Xo7oJkAuYMC9JG62aY42e6Mjxh1QqNxMhk+0eQZ84/Nh0PMn8Ywwd+HpOzv98+54iIiIjNANE5Upv0016J3r5U9Pe08q39DmZswvVSqzbqXDZr35BZ1rcM8AB9b9ZFTfj3YHzqXRifef9lu6qqh/z849/rk7RP3ObXmRO7GHyhyDeQOPbx/Mz02lCyUgSfjyoU46Rmqmp8HOXKUcjpJusfkGkzd3YE6aBCprT8RaC3qNeHBBkhWgJP0Frirr+9NUHXQ7ssr96NPNzt69+2IrgdUY6+gPX7/hXy1U/QY8Wo+4iIiE0C5Y/Nj6EqVBe5pbrZTNLV5XSdymNDzDzTpqlT3lZgTKpcEo7o94i6sYO7lCbzN1vPhxcmD7teVzcl2Xs7ks6NqKZff8zldNPBMzF3068g7V5vz9M/Z9uVbhb5kKj4kA+YmY3JJ13OrACCCgUC+ag2zYtiBORrJ1AsvwbFudegGn4QKL+xaR4xCxUDoP4Vdb0HlJNbMV0RoipKdQfhafh+rLxNxZO06lLSVpyJWk9TPQ1hw9b1F2x7e1t0q1vhBw6YzArt/7f3PskOQmR7Ua7/D8hy2ZxGJPqIiIhNhib/XpT5kiiGpaxUOd3UltOt4RGx9IiI8pwVAux8TbgNNqCMVFkRjExtxTgPpNAJa7hmHdnZ3HOgWo6mneshi+VHnY7XP/jT6O79EUoA7XMmsMQh/IWO4y2TkJy4YE67I3nKdfY3l4UU0xWBcipRDE+I4sydKC4chSy3UItf9bwVx+pfVQ3/Uk5WlxrCFwmSrjRZeMz6A+0XN9dLl9j1nz0G9wDye0Gvrb3G/Pl1xyJxKrPiKNLet6Iql1GsWitKJPqIiIhNCKrdj5v6+UCiCtTVGj5lPH3yrgZ52Lfqm51bQWt2niVGAUZ8oqVxtccHj2BXJN9ZXKoJP0kWIKsLkMXpS77eSpsfHP7fG2FhRm1Xdnzit2hp/pZLhIklY9cimOPNGclIGHVKnNLii7FAOTyOqSL488e2dg9/o+UL9ZtOYLp6K2SlKiTKmipZ61sB36riyJfm62shwApmZDdSVpcKmTPENzMcKfLjrADCX5Z0b0I1+TrKyZcRiT4iImJzQ2lbhvBHS6imVRM93XMTIlfAZ6JFYq6yCiN8KxD4UYBwjWF8DhUkTIqNbwg06R4Snd3fj7T/FFVNH+Xwby/psittvrf3DkF/5AY8QOZ7R+aWoGYHlrUZnpjn6Sjq9xfDJkWuWDuO6enXID+3xQneR034jVWpypdQDCvWs8FW0GPBnlaVZ/543wrSspZweWujQD97X72qksa6YO9xUz1vfy2wTM99GJHoIyIitgbUxFueQDX5BvL1JVS6HW6aBYLu3ARqba5eRDSZrGHL7ZF9a1DtyQvWs7ZXb1y3n9aufAJNe09Ed88/Rdo9jPIi5XS1Nq+EBHuERHic7Fl84VjC/03OaCzYdswnDE4itP9A3YJYpcnlqx8V01NvwHR5mxG8j8aqJFAmaFowl+jMJ8E4CPIIUQt7y+Mzo9CQb6qnY7CKedpt4GeK8MdNP7TZ4BkQYoB89S8i0UdERGwRqHa4ivCVb3jamPOrwrTDdT9h5mRKlGKv9Cldz9PFhDUZ+ATLgvX0Mm7aJ+P4x+nMP1eo7nh1//u6HW47YK+7+wd5Op0mGOlmduK2YKc2S+tnrglq7t0o175JhgeK4cOYLP8axiffgCrfxgTvQaomTeVxlNNvEdVovxBZT6Q9wsQ0DN8nbE8AREsSIPcEdDvPOuB5qlqxFHw/cvwSk7O/F4k+IiJii0Gb82WRoBjfinJc1cXOs35gQqTmeM8XLR3zsy5jZgOaCG2Jvs2FjB99sqQTs/S6manueJ1dS+gsvlAl5bXa4apSt9n8t9PzNr5eMzRrnuIRSUszDFSwo+cZ8s+r/RKpqtmtfx6jU/8O03O/szPfFvkNyOKDqIpuUk2eDpHM19X2NJylRctLvASh+da4Pki6no3lE/z5dJaXgKlfcBmDju9OV4+TdJ+A0UPHItFHRERsUTT972v/fT5cQlmUquI5sh4jZy9+KchmLe0LpKnNDP81qN91wyA9Z1IF/Mq7TTqe6O25HWn/qSqMCuX4C/UqFYSnOuY59wK4OcJ1+nEWhkDtXqIZurQwnW7olENphAVz0USihiyB6bn/jOHDb0Sx/qkd/6bI8gRkNZdiuiSRSKR959bxst+o8MSC7ewzFYiZSIQXh0FdMvqeCbAqkK0x/Od89NCxmUEdEREREVsFqtBOM8tlR2RvP9DbC6FyoQlvhyqVuUm0XYTGROLb9DJtqt+ogp4gxXyYQYA2hiGlZu3MTH2u4zPvA2SK3nV3kiAs0GMza3GrsU0os8AJGXXZ3MR1agvup5r1yempanz2/5Kj078iq/yh+DI4iCRbSruLH5Dd/Y8vO7s9nzl56GrwIjdwS1vPCGxFvI2K7Xh9F0AkCRo42jwvEsufCST4R0RERGxViM5RIbpHZNJT5U2Tupxu0m13uCMak7ZzN6sqXnLPdHcz23CS9yqlmV65wgoEnNkDZXVnEok/yXvpb7xbXagbH5jf3QbWUdmC1PlvKrSZ6i8CnWR6phyeuqscnXk3quJMfB/aECK9tTPY87t574ZbZKIL7PjPlieg2aJPtCtd6HmcUX7XgVI3FzxbQunZz4houo+IiNhGqI7X+feN/74J2BOJ9t9rBILzzF88QKqV6+T2842mvn9AuAHtgTz4aVIAMaOHTLeanUmp/+Bvsn/akjp+Vp6uFEjr+5NYgl5anqlGp95djc7chao4G9+OWVB++2qtm8rnFOnirnqjGcRtMz30/yVcXIQTB3wIhEzzDNQU4KVO2FOIPvqIiIjtCeO/z4Wo8+/LCiIVIusyM7z1mRoEg6iMCsb9/gyznPNuCOoL5wKFLntmt2XR/JSIhQ3o4ofz/cCeCdfKLK5WuvXHs7KsEL1OCjk+/d5i/eSvyUjyF4Wsyr9NErlr0EmWpmLQDgYNggTemeo62pcTYnaXoi/ay4ivn8Z9MnfA8MFI9BEREdsZTT9zFCNVz3wvqqKPpCOgjZkt0rahzMJpYS4Grm3+J7XLzQAIkS5ZYSPvqUM3tIzBjdsuVa9N/P4eCQmzb5mUTYU7bbIHxFy/AzFd/r+nF+77d1Kl/EVcEsoiP5Fl2beLzuJTSukHfIbrOJhgT1py2NS1Z/fIL25YWxvDNpMAACAASURBVGISG/jnu2f8ZzoSfURExA5BXWzng5BlH8VkCaXKvy+b/HuRhS9BgBitqk9i9J0/n/vn2RieOdfo4zwfiwxOBQWvd6mv2fnnTJrbCGYN8CO+3OGsSaOfFH8/ufDNX6iK8Zfjm/FIUY163e5zpxjsdztSInYWHVZd0axvMboegbp3PNeSdMICj+UASOSnAEYPHks262WLiIiIuKyQ+VHIoUCx+jaMTkmsPVBicp5HPTWVx8AnZ5KtLmnAvOkDrgOsEt+iTlPiuN9UuoEclLbWCp5OWF11F/SnD2EMECTFqzkdtGMO9IbmCIJ4KgZZ9bVi/eG7isnap+ND98hRFvlfVfnaJwYdaS1B9TW21h5pZUFz+2wwZHPvnFuGyoqub45kjykJCm3uefOndUmRxHzUOZsREREROwl1sN4oEdXa27H+IDA8KaD6qGt2lbLSsVJ2otXasZ6oyaVy6pSZcDeOqJc6wt367KkG73Uja87DHReMsO08bzU7VhBQ95Knf1Mhwn0259HB5DPFZOX/U4ni8V145Kiq8mQxWfvPSTV5wCrylrClFRg9q35D+qQuAn+GSBodzckXVrAD7cZonsGQxScSfURExI6ErKZH64C9yVkphg+UYnxWiHJqJ16jtfsWby+8HW7C5RDEou/2NNocWLobQBjYbt6uv9/41On2NqYb3mhtwYEQuzuWxFwHD+fDsx/NJ+t3xzfh0aMspl+Q5egeE1Kv+wTUoKESDXh6HM2dt1Ylz+JjTPP0mXLjSVIT3wv9iEQfERGxo1Gb80eJzFffJsenINceqDA+V18RQQm0VajGQUp/iZm720Fz5g+flq2/lWxntH5BeZ9qdokpgkOz+/hJ0JM166mGWP8ni4eK6fqlddOLmImyLO4vpsNPGwFRmFoKRrjyIjTtjTc+HPPMeBYb9gzZoE0wf5L90ONZW4KMpvuIiIgIDZWKp/z3K2/F8GFg9f5STi5wbb6eXCvpTKXSmkpFWwlnAVWyqXPvDie8WZymYBsxoGrGN1p8oyG2pQpZVXp92/pABQMpvUPqr+Xkwl8U0+GX4pPw2FHm03sdeQdS4bW2zuI8E1eekBREkka7J7vCGuoFF+ts9mci3PAmfiQSfURERARFcQxychumy28Twwchhichi0mzvp6UE9sNh1bVoWZVEhxX7+YHYQlt1mXd7EK5+XYlXJ61+0qswNzEb2vag0RjN2tc1L7WHuv/8rVPS1lN42Pw2FFKlM6sbiPr7bhNq2NQddxlVBotXT9EtKhOsyENBCXCAB2DjumiAjEjtyQiIiJip6I8rv6p9usYLx8VqrpedzGVnUXItOuuiW4yYmdfWuJW0FryRgtzWree9U0KO7vOdj9ngSXR1NY3S/zvwtptm4NU0hj0W9q/+b921HdE8eXpeO2e+KhfHoikc9AQNPOgk0h7wBiBSHCkKcRU2afF3VU/LIMYhCRLAyXR97BWpFpgiBp9RERERBAqOn8oZLHyNjk8BayrdLwLNnVKkzlJx+NedwruaeV+/3qCrqwKZrQ7AtGY57Wy56XWM59+47O3UVnM7cC21f+vivE3q3IaG9ZcJsh08Gxmuq8h3KcxtJD4TFI1kdU1kP7+Top0NZj0w+ebg2wmRjTdR0RERFwCZEP4yFfehvUHpVx9sMR0rdnPz1kj5nFnNpcuj9rjAMEmcSldLDVLsOcR9C0aEcxErD377pDgFVZcoKBEWckMslyLj8FlQDp4JrK573CtgzWsiZ1r5sQE31rGzDnOVWP9QjWoS2dGUXwj80XTfURERMQloThWK2PTM5CTc7+I/j6gv08oc36r7av3acD+NuZ+01nO8+M3pn4at2csCfDS5sz/jUbfWBoYKVCTL6vKky7Ge3+Z0N37CpHOPcvdKw1S48AVQtLBlupuNIKXdfsYtw0dRyTu2bDD1s9NpfV1IiCQjotmn0j0EREREZcIqdLxamQSk3NHYfz33V1A2tU+Umeqpe1kTfET6se3m9KKNobYK13Ax5hm/ew5cxThjgXjB7YChCMWWkXVCBZIsoNIujejmt4Xn4HHgHTwLNHb8woqkDlhzaXO2Y6BtoaCuzFMw7c17WGXGR++IXIXgNcmeT/NI5ruIyIiIh4xisacX66+HaPTxH8P+Fo0zHRs0uS8Uqa8qI6xwroUPmrC9S20JA7L+XpNpT5dgY+kaQOWILSXQJG8IvuIx4b+/h9HNvcset8lXGqkS4GAu7fkZtogO3vvhSuiQ1IxXWthYr4nD0Nzz50ryKyORB8RERHxaGHq5+eryn8PufZwJYoRr2im86ZMuVJb8EavF3ZmDgTYJU1Uv/H5ksYl1u3emICJ0KC313XUWepe2+SvTima7x8Tunteiu6elzGXDI29IF/MXfBrHZivNKaDbadJnAZimt1cYSWh3T/tHxO710VEREQ8ZlQn6nm3HAkUth0uRKq9o37VO+qPDczMtgOdndmJdSDx1XpqoyeLKlKEpWX6ryviAflQohx/HeXoRHwGHgXSwdMxd8Mxkc0/x5Fyu0e8BUnDrEFUeUvWdgxD5G5nt5wH98EezR2x1v7VNqOHYve6iIiIiMuCOjp/chvKtd/E5AxUdzw5PA2o+vkmEt6SPJhm7rKqXAS9VfRNt1thTLoBd70ldG2uJ2VufdcAqhJ11sB0HchXjkeSf5RIujdh7sZ3oLP4YlKErhVdz+DfOG15MR4fJvQ5577dlqxkGr09ms3caEz/C4NuTK+LiIiIuOxQ5vymnO7bav+9aoc7XSGR7nDR85WUdII3hXX8imqSmnWli6Vzaw2ha3O9zdW3ozbLiokUuSL41eNydP9tGD/4YpSj4/EheIRIB0/D/M3vRnf37e3MtmDMJNO3SdUclj2nVzJzgPB89zSID15BHZe5oU3/w4eOIRJ9RERExJUCCdhT7XDXTwLVVJgALdvohFU4la5mPVvpap6ZrTmfuNK71EVstEKoMr4qWLCcCDk9ewzjB26LBP8o0Vm8DfM334XO7tvRLnHrFTCya3gJfFMvgVZKbMfWAa4CnhYKaCCAJOTPAjPrILxBWnxBimQ3oo8+IiIi4kqjOl7PwuV0qU7Hk1UCkUEkjf/eb05itTdqow8xAPmTFE0T1jWgIAuIYqyOLTFdjgT/WNHb/88xd+MvI5t/nut7YEDUc5LTGIKtkEv89TTFzi6wLn8TzAlSoCGQctn0WBD9Xoq0uPDR8drJ91fl9OTsM4mIiIiIuLwQnaNA54hI+6Xs7UnR32vrktOJ3TU3SVhglwwF3TlWd/wgC8h8XH+iGB1HvnwsEvxjQNq7Bb39r0LvwE+JtHuYafGB+wISk+dZ4mk3Iv1pcuQrnUKXCN9KsNHxaDld49Zf6OafGy//w2uL6dpn6ZEiIiIiIq4asiMQnSPoLFbo7k5Fb7dHAgHYHrSkQIotjUt8t8VY/ZOoRicwXT4ag+0eI7p770Bv/48pfzzTotn1bxMyhU/ypAeBa0kXEhQQKIxjBvIb4zR7od9NgPX73jReefguQJaIRB8RERFxrZDcCqRLtZbfU+V099bV9Sho5pwL1uKaPoyWVxUNyatPRfBKi4949MgWXoDe/teif+BOW3WuCqU8gN8HKnjNIHDWsthsTzvb0fRIlopJSiKbAgs2jAPoZJCdcvVPRstf/QlZFefNMaOPPiIiIuKaQH5D599z/73y3Sd6arZaY6BviVlQlaiL9NSa/PpxTE6+GuXqB+M9fZRIB8/C4OBPY3D4F0Rv9/fVgxBHOr0PLmCSp7rZZdTPzlPs26At7GxdY1c1RwTjNqyAoNL00BPTr0xXvvnmqhjfS8ePGn1ERETEJoAQ3aMQ2RGZ9Ev096VQ5vxWNxQDXX4nXwPKQhXqOS6Kc8dkMYx++EeLbO7ZdSR9b+8rarKH13ioqqRiU9dEyBUmMkWMaj+78IP0wDR2V8YW7P7S5fRWSy/gzzppvISMflqeLNcfeEu+fuZDTXAGO3pERERExGaBInypfPjdPSW6Cym6i23/bzFRqXKQ5ejTIl9+SyT4x4DevjvQ2fUSdHa9WKTdm/yOgULQXHUXAc986xs2HQoE09EAPVoGR0ouXGzk8yfBd920OIXx6d/J10/+pqzKC+3tIyIiIiI2GTpH6gk66R6Vvb1Ar/HfC1nqaPoSmJw5ivxc9MM/GqhmPp3FJXR2/xB6e+/ggW8NWDdf6le330lNA+bDt0UKzWqurYcIPBB3ES5z20ZHFGcxPn1XMTz1W7IqlkPbRKKPiIiI2KSoiV5mR5DNraKza0E1Jq+j6GO63COHKlmrit10Fl+MzuL3QnRuol1jWHAjCYYzf7tUOeMrJwtnBNC1MiUYaACe2Sa0TJ+frKStsqTPOsX0NManf7scnp5J8ohEHxEREbEFoCLzO3tvRbm6uQheacXl5Cuopg9sgrNpQ/nds/nnI5v/rprklSY/i1dJBLwwff21T51ytq1XI9t+cnimeY6Ahu6Z/pnsENT8XQnEDPlpOT7z29Xo9F2yKs5sdBki0UdEREREPHKk/Sejf91Po3/wTSjWP41y/EUUw8+iHN+LcnQPqvz+q3lVRdp7PES2H53570bafxqyhefLdO7Zft0BGBIXLiyeEavvbw/u59aFOgyBptixIkgNjduiOCarItCl0Jj80fLdK5IvUI1OHatGZy5K8ohEHxERERHxqLDwhN+t88w1XOldqTr2fRPl+O9Qjb+CcnIvqvxhVJOvNp/5Y9P+lVaeZAeQ9J6MtP8UZIOnIel+C5LOIbWOnQctRxts++fOXVvHN8yT94mdZ7iR8WzFQsksBb57wA6rt6XjBq0CskQmKlSjk8eq8dl3oypOX8oli0QfEREREfHI0L/up8TC499rzNetoj4mOj0QhNYU95k+gCp/CLJcazRatWt+srYKpP2nQnQOUv+0cnrLpHcLks6NKqlQ+TKC50s05rC53UXS15tXuoZ8gKw3rnzX1tovNXjOnqfW4FtR+bMsC1UhU1GKavjwm+X4zK8/kvsViT4iIiIi4tKRDZ6FhSf+AdLBM0P7+MRKCR7W/N0OUPOq+7plmpCbBaQfQMXHCQXQMQ3dK1/bNsET4q101z8vWI9p6gGt3a9vb9PzZlS5M8ICbVfLA/n0PtUYohx/AeMzvyan53/vkT6tWXy8IyIiIiIuGf2DP+OTPCcwyfrp0w67Tc98tNLIXKIa12QZUZOgNacBM582gzsW3SAJWxpUZ1fWOU54QoBkvnJthbDnL6mqTxV7FSmPRPjuAPe7uCDAfkD9e0vV2hgiX/uonJx9F4r1v3g0D2rU6CMiIiIiLg29/a/GwhM+0Kq7HjJlkyA2A9kycwvPjx0Gc7N7WnUjG9CDSB7ExkA183DOup8zD0mtEPB8/aHfgbAJnwgws2ICWD5/mQPV+EExPfd+OT599LE8oVGjj4iIiIi4ONLB09Hb/+MAWj5vQ36uPKvWkr3CMdR+z3LcLIgNG07Zl7RCDQlcM8MI2uVNs+1GgkPbH9+Ut/XJl1gjhLUEgFStM1XyqJXAD9gz5A1pv0hlIdAD2TQ+E9lfFRBlDlkOP4fJ2XfIfOWPHuvTGYk+IiIiIuLi6O76QVVsxmjfjOw1aVuLtTXbmwWeT5wJBXaR06QTYxo3ROuqzXnygqwJlJxMi3j16M1YXiQ+qPwggSqQWmfGIS4DQ/KwqXGgrgBhfe2Ns5/FBdAAPwl67SQwHdaR9TJf+QDGD995uZ7KSPQRERERERtDNXnR2jyFKzYDZrLmwWZwrVdJlL4lOy+1zA0jvQXCHknWvm+rvTffjf8ejpRdzAAZzTaRgfWzUzKnmyGZlSNvhA9hPRQ0FsFaFFwnOkfpoeI6xQQoJ0A1Oi6my5e9OVEk+oiIiIiIjdE/+C+ajm4CnDWJKZouktRfTbT1WgXn7VtDqXkSQfO9OwCtCx9oKkOtDkE0mrjbrgpE5IdI2VoKzA+XJhiPeSX8a2F+iyQXsImmL5rmROozXz4mJ2ePXmKC3iNCJPqIrQNVqzrJDkKku+pzVgUyRHYIIt1rc3GtRpEwU2KjQpTLqPJTqIqHgXIVVXEK1fSqVu+KiNhy6B/4SfQP/JR+kYhmrbVzSO6PptbyymjZZn3iCFS6YHUuKFDzvVdhzgoE5G/aTS4QXx5uSGOOFDiWibD3I+FNjDxJqaNjtAMNzV82I0Gb9NXYyjw/UnOSQDU+genZo/IKljaORB+xeZB0b0SSHUbav6WueJX2nypqMk8WpVBVr1SxDLQie6mfzNrRhCuGQYNygvWjq+l9KMefF6p0Zy0MFMuoJl9RZTxlGQWBiB0MpcX3D77REKpV061fWrDCMqxUq2FGG0kO+1kP41kB4Jv8nZRuPtThBNX+jXmcRv77Efz0nKh1HfZY9ui8Ba1nKfCJ3w/2CxUMsq4Ek5tQlUAxUsVvAGWeL86/9UoSPPllERHXAEn38UiyfchUXerB0+qmE0nneiSdm9pEHrIXkoeYtY0MVOjy6kdbO6J2sNF81la0br7y/6CcfLWp3z25F+Xwqtfwjoi4Zlh4/HvQO/B6VrjGU5GD782Md1gIL+Ce1qrxzN4sm41F+FeBlq4eahN7Yk3+VFDx54uLzhueC4H/Jlf6VzDy9yrmqVQ5RfBlDiEnJ+R0+Siq8VVrThSJPuLqQBG76nSVzT+vJneR7RVZ7wlSurzXWXmtIWyUB1sjVJPal8Lpy+oHD9GR6bGU9l+M7kY1/QcU63+NcvQFFMPPxKcoYtuhd93rxcLj3yM3INZgz/ZWoxeeo24QLPsaGN/o7n5d+VbrWLhAv9AYpjCN87GjZRls9uekHapVz8aUPskTKILPlQavcuInx5GfO3Y1Cd4gEn3ElYFqPKH6PjfE/nylvYtUEfvsl5t3eKIStLB5rux1IxEwbY0gUFNyg4YWzs9Hx3UaSFCqr01x+f0oR59DvvJJma+eiKQfsS2Q1mVuP1SXu50lKBMIYgZvkS0t5eoVpWFEviHZ8/Fm1affSKAPzjekQh3zq1OjBbUGeFNJ6HrU+xaK4NeBskBN7MX5a0Lw9pyu1YEjtiFUsJwi9/rfru9VZnj2YlDunfFSNyDEHug4NbP61Ea1rEHUDq82tawqYsZ3+boIvfB6IL/kJxrSv08Ww7uRr34CxepfRtKP2LKYu+lXMTj0ZnhE1/ycGVXkWto9AkF0mEnureMQ9xqPtSHV7SpaBQ/h5ZUz2YdcDK6nfECTp8pEoHofm8eUWb7KG5KvNXhF8BeO1sF21xiR6CMeG5Lu42qTvCJ29Zl0Hmde+WBpTNr5AWj9bV8mj7T9oLoQQsNaid3TKtgLeonjI/Ty04Yd1FdZ5fehHN2tNH3kK39Rm/sjIrYCurtvx9zN70Tau2Xmu+FZylplYw3xSulZ1NxLwjrDUQ15lmbABAhs6Nqz7+uGCoV+9xOXagf4gkB7+9YJV7nAdK0x09fLJorgj9Wm+k2CSPQRjw7dvXegu/slitxF0nsciP8L3kvO/VkBUjTvTSioJ+jvw8a+9JC5Pkj0aAkk7bKefitJIrgoq4MN+EE7ysgctxp9HsXws42mP/wblKPPx6cuYlMi6T0J8zf/hujuud03s9fQz3i79Sv8V42980z4n9H+dTaJez5+8nr62Mg876x3iacRBBQK8j2Ynqe09+kaZDHRx5gcr4ldTk9cSxP9LESij7h0qPS32iy/+yXo7X1laL92QE4oqE6/9Ka+tCdF+z6x0HqEJg1fy2DBO17qzKzzZsfnScE8uphE6m5wrnSCq7fNVz6B/MKfYrry5yp9Lz59EZsK/UNvFgs3/yoVXFmcSkA7v5T3NbzecwEwQtZBc37b2ZB2HpprWnEBAUuCp53Pyre3Q+cjyMl6My2UU6205CdkuXJ0M2nvIUSij7g4evvuQGfXS2qSV374DeE0bvdSo/UCbjiCZ1anPjL4k46/zSWY6uwE4JE5Hb8l/RsTn19Ew7as9PtguxiDVs1ttawcfx75uY/I6bmPRLN+xKaACsBbfOKH6s8ZJnn2yswQAEJhMq0AtiDhtgVrlpcffLeJIB2I+rcChBnSH8P+ILDfaKEi5lX9eQVVorY+1+kJlKtHa+19iyASfcRs1Ob5vS9Hd++PtB3gnt+baec88jYUbbuxpu9L/2DbtvyB0k0eIX/8TGjyBngxjIvt58cRUCVHzjhPsyezKtRm/fHnMT33YUzP/XEk/IhrirkbjmJw+AgVXpmQGkhHdWI9bzQzS/C25nnbfIbMG37gbSj9NTipeAJJ6P2dpWB4RI9i2nxO1ySm6yZSTwoUfykbct/UmvssRKKPaKMm+D0vQ2/fK6mUPDNgLUCYrZe+pfkKS/WujdXFffTcHB9yFYS0dv85FyxeQFL15CLWBsyavAK+P9t2UvvyfZ8mu6YqcG+y/CFML3ws+vAjrgmy66TI+hfQnd+NtAekHfZKhDJd/LRWX6j332f+voYyYGa8r36gXn1is3P7Z2n4+ie4MYpps6Ym9jXt7lOrFKGrsnbrx2S1NcmdIhJ9hEN3nwqwe3ltqie+cPimMR+eQy64XS3BE8kdEkySDo0ZSOcx50XrW7c06Y3SYDyBw58U2L5e4BFX29U8kwgmcLCcXLhgvY2qhnkQ+eonMV3+Azk+84H4ZEZcTQjROy6luLU+ZNIpkA5SpD2BrA+kXdSfMzXjjetU0M2YYkBemVk1NazAfNF3nb5X1jzXCBuq5Gyp097UZzmFKEb6Ra4T34/XDF+tH2n2z7eMWf5SEIk+AsgWXoD+gdeiu/819AXkEeY8UMZq6V5Fu1npcVR6tzwY8LdR1Z4LDF4wDSV6Oikkridk6zyCx/KXegF8ZrCAAGG1mSpU2W+GtcH/nTKQ76uWT06/T45OvbvW9CMiriqyI83DmdwKJEvmba2JsLNLReY3xJ920Gj+meeWggvSC5AwtaLRNyxcStePyvfWkfmmnpzKHFKWzenWJWenDbHLokBVZEIkWtEoTzQz0+itjXkv3/Ja+0aIRL+TkfaehM6el6N/3euQ9p6M0EvoWbRb0e8eabe0aS+QJmSe88nV+On9IDeETIWeJu6nx7UC5bzfZ2UQuEkmpN1TUvfPvWXt8IOHAtfAP1Yw/agc3o3RqbswOfP+nf6oRlxLJLcKkd6G+r1Lj+hn1knCSbcUIkuQ9gWSDFKkqh0c1PdaGFCfImUvWjC2xgN/tyqgLCEMiVeF1tKnTYMYWUKU6yQ9T71wiT5aeaIZaHKsOWCxrbT1S0Ek+p2K7p6Xoqe0+D0v3cg33SYltLR8u7Ef2AKP9Kjme7FCHIHj02U8151v34q8nWllmPX8cxNgOBAwIOHYPS7iSmD++1kBSCTqeHzmvZic/m2oqnsREZsCStOn2n5K/nY14N36ZhKon+ekU0EoK0CWCGeAM5K2KYanKstVqPKEj6XHszuaV6c6roP7jgPlp5pXVb2ryiQfEYl+p0FVu+rtfxW6+16lNHqnYZPCMDSfVRP7rEjzjUhxY7M5EQwCaW409S3sP2/78NvR76Ggu0BAX6CzVThaWDLN3kQNu4VcqJl1fpTMWfBeoP+2RTG6W0xO/44cn37PTn+EI7YCGtIXIl0i75FUlgHThF40bWNnpre49dUJ90Ko7zbeXyiCj4/DxRGJfieh0eJ/si5xiXaOuk+OHMSBFgySI371QOSsJVMvCM83xTtNn0K2HlVr3jflKz0TOAvu8X4nMwRYbYH+dpBjzvA1MqlhI0sE2qR9yaA+TD3G6KFjGD54dKc/yhEREZeONF6rHQClxfcPvRGDQz+Hzvx3N/QhiI1Mt5VmeW4NqCVemH1mwq9xC2/fRt+tF9DodxqXQ/Jm2wQfFDbI9mEIT7BgAgA5gDsFvdaY/0I5+qI2ang/UhCJoDkoObJ3Te1RWqZ//7qxTbLB05H0vhXV5IuQxdmd9ihHREQ8ckSi3+5Q1ewGN/wiegd+SqSd/SBhX5qrBNOwW2ZjTX6uuRtbDkZcdWor8zezv3nguSN2K2RQtI9jfdt03w397qK1ida09Y83V4Aey2wr2iQ+45iCrquXN9eB5xOTMCGegeBJUuRatYULZRKdRzb/bKSDZ6PKv4Fq8rUd8yxHREQ8KkSi387o7f8JzN34dtFdfJF2eTHyDaWL+aQovOh6sHUhJZQQKjbuA78xuCZvx7PHEGa5435mDdBoVdcywsgGqXeEWN1/ZFwSDsxI3hkZvDEJoVOLhrkPiTAdQGxhIWOncGN746XdxyHb9WJUk6+iHH/pkV/fiIiInYJI9NsV/UNvwtzhIyLrf4vtt840yIBpfIM0F2e1b8XPkShxZw1okyIlYeHtO8tyHVZ2fauDb972A/a08t4O6PM16NDBKJgU5Mz61qKh0/nYLyDXhAXgkeqBRAYQxhJghKzWtSOuFiTJLnQWXxTJPiIiYiNEot9uSDqHMXfj2zB3+KhIskUd+zbT/+uljvHtgoVe7LbOGk3N2IlwbWnbLmxX413SuAByHlaCCCizJjLduR08KwRXmmcFBHJ3Ajs/vr//PSE6fqh4R2KCCJ0QY6wo5gRCf0tyk4JByPp6+BJR/TtEskt0Fm9FNf4KysmXQ78rIiJiZyMS/XaC6iw3d+M7xODg62k+ObUwU1hTvjUUe35sSv5+bpr5MxEsQM1puFJXfUuM9V9QMnYkB5YLb/q7cz+45GZy0Oj8WdX1ELYaeJHx1q1u9yVmdUlr61ALiOT7kbw70fp9kvjuBTXG2+2ZJcT+zcdh2Q1uX71RuiCyuW9DOf4iqmn02UdERDA8Ct9pxKaEIvn5x/02untub5u1DT2FzN1cq2cg0Xc0CJ7lk/vd2S6abkfT91oWBZLapom6LICqhKzrU0+af6petdqkXHWlOX0rg67WJZOesJW50kyIrKci1wMd8nijjeaH6lazs4rnEAsBc4+0Gmo4v4G/nEYetPsDeNt4fEcVgwAAIABJREFUHT1bjX3y1U9h/Zs/g3L8d/EljYiIMIhEvx1gSb7Jjw+SO6tax7VTipZJ2q8JSwlOO5JZWVef0Ng4LQ1d94pWfybOGjBdB4oJZDGWKKeFqPJOXQIT9b+6TrWrdy9P2Pz85reRH2UqdSVL7CenA4l0IJAOmhKdivyTzkyB51KuCSVlvySuH/RIRt6g6t6l1OkPCGmTsx/E8IG3oMof2m6PeURExKNDJPqtjsYn/w7RO/ATPCDNMykbLTpUppaYo02lN6qx0+C7meQdIsTWMm5Wt0RYN6KQTavIYpyjKro1NVaT4w3hjY815//Yylk2VbpUdy71W7pH7Xllg0pkCwk685A16Wf8HANuAmYJIL9VL3SXh2rwxo8/8z5sgEst2au2Gz14rC6sExERseOBSPTbAHM3vxODQz8brlcfMJ+bgDZTd76SnMQIqc0ieK55gpuq6XED7gFm8lfm+HxYYTpUOwvI8XGoPtB1/+er0yZSiI4m/Lpjl0Q2J9FZTNBdbDR9+EWAAkJLoP+1TZkL1MQJ1e1vC0lex0Dt0mBCHLGEsPGK8b0Y3vevMb3wJ1f6+kVERGx+RKLfyhgcPoK5G462CquEOqr5YNsiUOpVI0D8enMXOe7Vy7frTWEYS1TNCkxHEPk6ZFVKyMkJFCuNxl5r8NcS2dHG9JEdQdov0d2VorerackZEJqc64FcB/UXsYrUvnuY3DnvOmxkGWgV7wusF67qd2u76fmPYnj/v0Y5+eoOfTu2D5Lu45Bk10Gki0g6hyCygxDpPhOpKal1qCqWUaoMjNHnUOUP7vRLF9EgEv1WRf/Qz4r5m9/pEzPTto0vXK9jQWXU5x7Sxqnm7TdhYUFrYJq9D5a2n4+BfL1hp3J0Qubnj9REvymhNPzOEZENqprwu4uQNeGbn9MmaHIXPBdFiIxNhgPcdZ4VGBms+Od76QNNf6IJf2sim38OsvnnI+0/DdnC85FkB0TSfZykFp3Aew+4Nsr1dtXkPpTjz6Mc34ti+FmUo3tQDD+z0y/vTkQk+q0I1Zxm7qZfVzXsfXNxu5GLsBomX27gpY35/dE3aGHbRqB1rfpajiHyMWQ1vhv52kdQnN8y5FOb9tE5gmxQorc3RW93O+PA87cbTX9jvz6Ni5Bti0zoOpImPsHj+s131AQ/vP/f1Np9xOZGd+8ddfGjbP67kM09d9azYpdt9Kx4grh9p6v8AZTDv0W++knkK3+OYnRPfCp2BiLRbzWk/Vtqktd95INmdS9VLRQB3jbTU608oKET3/4lE39VQpTTOh1OTs8ew3R5C3dd6xxB0jmK3r5SKMLPekRTd8GOrbS3UCc/Wg7Ai7KnRYWcoOC0/1AwJAv89wlisvxHWPuHV16VSxTxyJB0b0ZncQmd3T+E3t47Wm4hk2oatKiReJtAWmZY6G9Q71oOG+0+X/lY/YxEbGvEgjlbDb0Dd2Jw8I0whVg0/ApyTIjTBd7tOuEM+q6IjfTkvkBTFYjWMU15WXjf60C7cgwUKx/F5NQbUKz+3ta+8FXjYijGCarJXoGkL9K+u0QyEKNgLopH7tbQYiwngvnd6Y0Jk7w5KJnsza1pCW9p/+koJ19EOfrCVblMERdH2nsSegdeW/eh6B/8FyIbPMO9g7yNM3SmBrOW+c+IlgxBXmo2hCcJ1n8m2SGkc9+G3t5/hrT3eMhqLTZI2r6IRL+VkA2eVQffJdkhQ6oiRMh+pTtVbY6a92iddVK/vmV259IAyRX3FHrXVa4ZQk6BYnQvpufehfHJN0AWX98eN0CRffFBgaovytESkNTFd5iAxC+sA+1yx0yxJLuBVBl0VXTaaXWsdHArG8AJb8L8IVBgeu7DV/jiRFwKuvvuwOD6NythXaTdG5zZ3TwavLNUS3jTRZlc9UTT/jlpPTuuMiQpeWmbKZGW0+nct6Mz/1wkvSeimn4jtj/efohEv5UwuPGt6O5+idECYYR5Rs5tkx6rv0YC8Owkwkq98raz3qTBj+UmDb1SykQWQqV1icmZX8H0/Hu35X2Q5fH6ksjiyRDJYl14R0tctoSvDy96ryn4UxHBiczsGv41v7S0+0CEvkj3iGr09ygn917eCxFxyUgHz8L8Tb+MwQ1vR9Z/Crk/rZtqeirAymlWPmSC4qzyzsIWTZbWQd8IkdzVZzoo1GJj2jkosoUX1O2PZbUSqytuL0Si3ypQwTrzN77DKYxNhC1t0GI0wobknWnd990zH7xrl+o0CKplkFxuX3W16XM6bC+Tk9NyfPZ35foDP4Fqur27qSmyr/LPJii+Q4hkn0z7aeMekfwa+5MxiEXF95sq4qfL/X4DAWOB1dosQbDCPVpSSxdFOb0XxeomzXDY5uju/WHM3/yb6Oz6AVBrTEgoI0q9/51CUI2cWYt8y5u0pnz10Y7jAD8P1f64s/A99YJi/dM7/dZtF0Si3wJQPrykf93rZDp4Jjtb0jOd6OT2BXfFVZwj2bIFMwl7EwbXIDm5t/atCQYdTE9Vo9PvqYYP//zOuTPy67KcvCdF9T1CJIeRDrqUpSlpUwGKWlKMGZWY2Z2Gn2i9y24RCK4iDX9aQZZWQKujvMaYLv+na3Shdi76h34Wcze8DWn/HwljovGEv5Z1Dcb8TgUBE6RBgjHoJ0i0vb884AIgr7n9233PFtGZe7aKSIlkvz0QiX4LIOvtWqr6NxxjL7rvJyd919lC8uGYm5gCvbe9tbfT+J0K4Aik/tdL8jPV8NRvV+Oz74ashjvt/lTl5A+yBEtJkj2pSnogNhYbj2fNqBRkgg6acE3PAuK+tSvsRqSRDpvfjfCn90r7t4hy/b9H8/1VRE3yN/06knSXH8fhbrcjcxtaw4RFUDN7y55v4zrAX3c/Gi+IGc9d8xCl8yp9t+6GWI5j++MtjmSnX4CtgAL9p9o5207yXrEa7WdXsoAz++k8+Po/kwymlxlC8OyC9A/bmc2EARBToanX3s/KM9Xo9F3l6MxdsirO7Nh7NFn9paQ4/7kUU1ctz90QjkBDABpIz1bBDTGzyiErpELkMWvXlw1FqBztiKsC0Vn8XvT330nfV9vxSBe2sdGr3Dij7xjPgbePERXopZR6d0FdeGgZ3aQTGsgzVr/btPQ1nQ/Uu5/2nyR6+34sPjFbH5HoNztUEE9vzyvsWZrZntAHNesaU6DZVKdemZmBWut5cJ4dgwTpmrx5O/FIekAM+pkQ0/MfLtZP/ZasdnakrqyKE+Vk5T92ivP3u0mXGPFpfpxXXMdG3lshTI/JTChkoafUw7gFQJrn+GOpr9n8867oRYhw6O1/FVKVNucgJQmcVaVrod9PatypDHOb+Bqwe2oFBdn0OQCc4O373mnAPQCnFBjRw3ryhDsfhUS7gpRwoWKDevvuiHd2ayMS/WZHNvfsmuw9gnZkojW2pGlu0ijv5jfx4i3NKmmjeolPkCn2roSuc+61BAQJmVajz0zXT71PVsW5nX6bFIp8/AE5Pf+7fblWT72CatVG6LK+1wbsWlPtijC72b+GKabCbS8uwE9vxLIxzD1WOfWqbnrElUV3748Y6wn1wYfQVFDUd00IG1AJS/qS3/Omtj0fSb+joaA9WigLTlm3z1kj/LOxiFVQa/idPS+PT8zWRiT6zY7OrtuaM/QqokmPnRmMEk60f0LaagKhJN/AufGNT9CuIaVcTejYoFPdV6w9/FvldPi5nXljwsin6/8J+bmPqhlbSnedXS0daa+hhbSGWRtd6coQU5JwlhowwwD3/1Ibv6AHq5ujdA5ei+uyo9DZ/RKZDp5qAjAtcRIBjsZbSO913RjOECcD1j0qlAsiVFIt30I/bDJ4YGtpEkJp9Nncc3b6bd3KiES/2ZH2n8o0au0rd3FW1OTHHbQ2Jkeb5exy2KFI3A818xLXoacp6BKdSMv1T06GZz+i8sx29g3iqMry3nKy8n8OsHqSWV3IZE+vrQuIImZV6jhlkdIs5Y7IftL93xPeiCGgWaeqskVcOSTdm5ANns5uD9HW7X0xPnpofzhxt+nnhL2r7vUkr7kJyqU++vpdd08PPb6vGNh6OiSgzzaxagkGyUJ8arYuItFvZiTdm0U2/53m5W0m60q6KUQH+FAJnqTXQZM21yK0lO4H4ulZx5gLa0lftVgVnrqYCNHPqm9O1h5+v6zKtZ1+i0Io8ukJUawcdy1svVoH+r4YYczMsEwZd0KALyDo/RmN2Bka1l2grTKaOaxjXwmOEVcOSed6kc0/l9wadr/qZ4IUriFpcpa9YQmWBdM7dmeyul5FnhsezyGtYMHS7Ygkwqoy0gOS5y8YnR+xZRCJfjOD5M0bZY5WXjPEYHzBvv2NReYacgFxv4eqcZiJybMY6AHqbdNqcncxXfvrHXQnHhGqqny4nK7+cS8rBRPCSGQ1SNoctFZVF8zxLDImGGvGvXITu/A1OqbYu0NFor+yEMmC4VchAokyWvu2CjuvR2FvIoWNoDfSORHypDSWAfqeup2s0O+RN5wc4DR5E5jL3ArNsZI0m9+id2THA5HoNznS3i20LgY3+RkOcS8tkQCaZRLgGjkJ/CJ+4RYCK7Tvvn7xq3ztr5Wnf4felUtCPhmdSKZn/8hq6mYno5mzCVtr8oYVCDG7gD4+A7txQml30n1ohnBO+yz66K8g0kT0nW8eJjWu7VWhMO4xa6hzKXetYFnng7P58tJY+VjHQ5A5Aiy63h7Cy+Bw7gO0hI0sTaNGv4URiX4zI8n2gelm0vnb6UzC5wRvwuCwrjoWscNkAdb6lJKG0QDyyfArUspiR96TS4TS6qvp6p8NOpUIpSaGKpO5gke88JnLqyZ+WlIdJ5hCxYIr6XyfLm6G67NdkaU040EbZ5KA2btdl9pFZJB93f11WjZ9ckzAhtH4bbS8XsvaIPtR924O8E5JWilRodvJVF+kkzv93m5lRKLfzJBOtma8TKtheBWwbBRtO4m2Bo3mJgxChnCTDvXjS8L0Vb722R15Px4hiun6pxI5vd8n8Rpe0kOdCVE53Q/G6FKDCwT2u0mTpO4Aux2JtK4Iq8So+ysKIYvzHVFYvhaBXhPcEmPjZvR67qt3cRuSvvvk2Wg5alitjVZaH3no/Dhc4Qv8+iHtyNGny3xyagtc/ogZiES/maH9soyPBe1uJQJSO5lheNyvI3aT80MK5dttvK6o7fK3QpT56Is7+8ZcGqqyPCWL4WfpxO7i8BuYAEmXAeH71t19dTEZzsRqRQN7jKq5vyqQkgRa2TuadG7eLNdnO6Iopic7xbk/te+tlybZBONRIZwEWloXjl8fSVC5vilixVJeBVEKBNMKrCXIBHcmtot149+nkgczDDXb9XuZkJPzf5bn4/t3+r3dyohEv4mRJb6YrXtiVMZc3w7scnMID6h39mLnB3ZqpZtWTIU2EKHeDaKPknQjWVwCpKzGMh821g8a4exlRbCUuRrO4uKlSLNPFmRlUFc2S0i7IwFbN8HuFHGlUOT51+T0wvE+1knwpC1d51zr9NUmqRXCk6vdnScuHP1wtOR0+v4bIdEIALTanWtOqavhJSQzwD1O6u+0Gn52Ojz7XyBjGu1WRiT6TYws8Wd2V+vSGu5My+nKSfQ0yIt+UD8dH9ds5O/rewf0Or+LXsRMlPnwf9B1RpBqeVyoCZXFUfCofX6/+BDCu4dSq4804hoI+IsjLiumk/WPivzcf4WcuPesfQOZwGbS22bVzOHuH72X1NWvrAJOTPFGSHRFcZjozwN5Q8cDehnkdO2h3yimw8/HJ2RrIxL9ZoYsL9jceOPfZbk6cKZ7mxZHMSsqW8MzF/tJPTC6hPTmKZXbH3FJKIrplzM5/pI2k9rYSb8wSZuomc7nTLhGFxRcUHOGGWIV9tVDIUQqylMQySDevSuHsiy+nI8vvLObL99HzTDWbG9KUTPSdrc1FJNhG9tUtj6tng9cTI2J5NOryCD+T5VaQTCb0Yj+5nsqSsjxqXcVo/N/GotibX1Eot/EkGX+sHmXTUBODTJ5+NZ4Hn9NAnoCP9NtbW2Jltn9sRw71UT//B10Gx4TqmJyb1EUD7kxbAESv0gJTDYFPFdMG7YOCmEKV/rA+oU94VD9mSZCzlDiIi4jinz84Wp6/gPp6L6HUI7pCypc0aR2EKWPVqCcNf3TPWhkJzG/a+mPuoeYcGhS/ySRNmUFIXMpR6fela8+9EuyKpbjc7H1EYl+E6MsRl90LU8bEIVet5B1LSytD89WQzOBPrSaHps06ATgAoF08R0/Ktz6Eru7fwC9fa/c0TfnkiG6/awaGf8ovQ/15daNbmxsJK2c54fmQ1oXDQuzJGWOaYoUPZ516VTT++J7f3VQTIdHZb7yvmT4TYjJeXdMo48L7mbRf0vv7updXOCdq53EAzeZK8BaAkEC9XgzLBvAawSHcgpRTYDxqV8rh6d+RVZFjLTfJogv/GaGLM8P0snDVPKvoaX6Vhcq48MjzjzXMc3t6kdqW5+wTsdh3jw7JlxdbfXR3fOynX57LgkCiazy0wj42QVIhzIYYUuvNPXP/Tz5Vt683+fAqHzctmMqqCVJmkIa53HElUZVjI/JanoU41MQo9M1mQatNE0TJNCoePdQuPvaCPbevn4aJtXajYDeCJrSuYxM/E0iUBVAvq6EQMjRyX8rhw//W1T5g/Hh2D6IRL+JUeTTr/fT6Rm03mV/Im9gtHvqw3X+exqPxX3+1GrgLIC0yQ314esa+N19d6B/4M6deF8eEaQcF0W57JcssMFRhLgbPz7R0CVNvSIxdVXTAtfCFFFJhC2Zx8y1jicgy8kDECLbnBdre0KWk2OymhyT47PA2gMlRmeAYuKZ5V08jY2JcdkYtFsCdbjpL4mN2jcrbN0Lk2ZrBpWkcL0SOsYrEpM1Kacrn8L6N5cwOfurO/1+bUdEot/EEEJkxXjlk21i90R6LwXPptV6FTD0h7SBQWQycERBanDL9jCN+S9pym72D74JWYzAvxjKqrwAEljlDC5esKQWulgJUlr2VtgsR68CmjARXiZuQ/ipd8ZMLKviTHTRXwMorb5aFyhX34bRaYj1BzXhT20fW+HdT8PH9QY6pdY9Na564iw01gEzpOuFUBP86DzEZBWocoHi3FsxfuDFKEcntv192KGIRL+JocrM5tP1/9ZNClZNi6bQhapZsSh728SCEIfX1tJGchFl3hXe4LW6rflPjaPS7AY3HEXSObyz79RFQG6IJVxJXC10km8VOvKtAMYyQO68DaiSph8BN+UTX3Aq5Go03V9DyPwY5FDIYvXtGJ6UWLu/wvpDApMVIYsxz7SgL7nNqjFFl1iyHAvsdAWViHWgmADDZYjROfUpka8cl5OHbsPoawLT5aM75fLvVKQ7/QJsdsiqWul2Ok/LxdwtPBAHVnun3abccs3jzQTAsqeZH94yPG1xC+7vM1HbcL56W6xDdUMTIkG+8vGdfq9morvrNtHZtcRTqgQLmqoXeSqalcE8zbz1nQhuNtMiIdKdDtxE3Xlw9WPl+MLxa3YtIjSq40BxDCgTUU6XMF0BJueAYiyRjwXKQtn8VfUjiGTjadoKcubmV2VD7PkQUKb54VmhvgtZQZbD4yjP3Yly5Rhk8fV4N3YGoq9uk6Msi/tEsfrpTm/PPynQIQF0QpdAhSMM65ZVJlrX55rn2AZCgbT04PK8hecYJgZDXZyHdcbrXfcmyHIFwwejZhAC6RRI4x0krGu1yaCAtGRNUqWZEMCMNc5OQC0+0sZd2LQ6V+4wE3I5qvMeVBaJsm5W0/tRjO6+qseW+VGJ/CiQLAmRLqG4sCSluBVMqJNAsqiaXEEkWf3pauaWyh0DoT5lWdWBdbJS0oH6SVKI6i+lctlXw2NSTqOAt0MRiX4LoMhHf9Xrrd1XYO/N1PQLG0UPiQTC5VE7dbBhFEMrsB0xWJK9/nTxOhoeydu8LsJEdvvB4SP1lpHsN4CwF5BbVHhRIz/lmZYrDZv1JduYN1LhWRSyymPKlEF3z0vR2/ej6O69o36Oy9E9mJ77CCbnPoLyKhM+quNSVoSIkyUpFfnX7/OtKC9AVOkS9QKpp6Zx1ajbb/ZNVGedE5DlcdRCeR7JPSIS/VZAkU//tpOv/te0s3BHiQ4/Y03TJFIXJtVO0mBbJRsI2Yrg8btrtTTJALGYzD3o/F/TNUUODh+pN4hkzyB0dCPNc26gFkthhSUivQkabCV0zr1Jk2PBePx+2fgN3xKjb2eZj756zS7EZkHaexK6+1+F3r5XIe3fYq9h2n8mBoefie6el2Ny9vcxXfkYytEXrs1ZK+JW5O+WhApcBote+o9ZxI5H9NFvAUgp14Bq3O1kz5tibh/LiycBXRCzQnEDVbVmbc+Wkyh8Opqf101M0MgWbkWS7kI5+jxktbojb5gPdU06i0tM6ybavfPVC2Fbz9IGQyELjOlE5htmbD0Uv26xQL+TrJXrD/9GVebnrtm1uNboqbTQ69+M/oHXI8n2uavjQhpE2j2Ezu7vR9p/Sq0il6O/3aFXK2KbIBL9FoGqn52Kan/W6S0VtVZPKuTBRMbRylee7bdV99wm1fFAMMIcoVx96seHy8KjWwCdhRcg7T4eVf6ArsS2s9Hb+wqk889zEYz2pthv5obR62yXWbUerQsfvEloS2dq815WfWO6ct8vK3Vxx90PVclx7vAvYHD4KNL+t7J1no/ECmBp74nI5r4d6eDpqKZfh4yV4iK2JiLRbyHIqrw/S/DEKhl8qzQ1TzztnUVl68hrm7NNtXeSxqXT70gFPU+D9yrrBXql8A3VJunc09BZeBFkNUGpW7XuVPQPvBrZ4Bn8ekpjXmEBeTOToz0LjBXSWJ8jKesWtTPQTcp/yNdP/h87iuizhRdg7oajGNzwdnoPDFwSSVOVxhSasjnoIt2DdO7Z6C68CEnnEGSxjKo4ec1+T0TEo0Ak+i0EKatlIcv1LMu+s0zm9jFSIClUoEFyFEzrZ3XUiYneBOv5pTjNZqTmtudCoF+aAjzZfnR3346kcyOq8Zcgy7M78sYNDv6MSHpPsGmPM6lYX1RPU3eCmOe/J7dRUJnOgI0jIPILf15Ozn8MkMUV/sXXHknvSegdeC3mb3yr6O76PvqMb2Sp0t8FuaY6fVGZ8xeW0Fl4YS0oFcPPbPtrGLFtEIl+i6Gqii+lotqXZN2lKulp1nA10Wm0NaV9+81sY1uoEZ+9YwpBtxNUhac+eXekcP1uI1tkc89BJfdD5ss7Mnd3cOiNSLLD1s3iQZOPK5Tjae7B4kh0Ca2GR9fZoL0GXYz/shgt/8kV/73XGt29d2Bw/c+JuUM/A5Ht130DWOpiyGgyE1bDV9e0c6gWXtPe44Us11BNv7btr2fElsfmj7pPOodF2v9WWU6+Gv29Dabj1WO9JHt21pEvLTu721XzWrn0AaYwIfomGt8QOBnLgMbl+TXbwXLuuTugKbmaA/lYDXhDOER4B0B0DplSBbR0ratxTwoaOYIXbp3OoGhdKSedmUp7rtGR6YTkrDBVtc2D8FS6XHfvj9YBd9DhDTpjwQWiSzCZSLs7qIBstnROFsniUqDeq97+18h07rnIVz6GydkPQaXmRURsUmxujb534DWYu+Hfi7kb31r7e5N0D2R1AbI4vQnO7tqiKh/Okup5Esl1UvTILERAbbwbqTC08l3Iz681RjnDbG+D+PR2NeEUucR0XVX6qntcY3Lq1ajGO7OW9vzNvy5mXF8Gz0xiffk2tp43OyGSgulGRtwm2n9PfM49rP1xPl75q6v1s68a0v6TMbj+59E/+K/QWfzHpACRvZag158VJHKZJYIIRQY0lZQsa+SwJDtUm/KzhRdq//05yOi/j9h82JxEryTyweF/j8H1/1ud86qQdG9AZ9f/1KS8iBTlcEenvEhZfV1WxRcyIV9cpoM90MF5gcw60V7uUomYj9/V17Xd7YS3jW+6dz5PEhWmNPh8XQCVEPm5Y1A1tWXxjSt+UTYjku7NGBz8WZ7uFiB6osmzzAkSsOd21y4XGhdBffqsIA+Jt5ic/WCZD69RXvgVQu/AnZg7fEzNGSLp7LMXgD7jAJj5ngiqYfmXXs7wOEx+rgl/0fjvSxQ7PPg0YtPhETiqrgJIpSqaSsRkahNDNj7zPkxOvfuql6zcZEjSbCnt7fnDvHu9cnHYWDqwACNhTZhCcLO8raTnR+UTUL+mTyB0K+QjoBg16/Lzx1CcO7YDbwlHNvds7H7qZ2xaIr3eJI6CVTqcEf/ggu/4/v79JGWPWbBmtvb3Ty6mw3uvxWW47OjtvQPdvS+3Ve2MS6Q2xWu3R9UuQBQEEWBJLGpz2SS9jjwY1b+f9hjjM+/H+NRdV7+6XkREGJtDo1dae//gv1QBNMgWXgSYFoskLcyVCG8+VIBXpzaZXb+TU16UZi8gFzpytFRJIWXS1w7eQH67VyWtBd8eb/uikAA/bTpWfk1rRi7HApNVCNVMIz93FJOHXrxjzfQ+soXvQW/vP6NLueuDEElL0DJSwIzl8EL79HtiLTNkn15Wfq1YffDXATm9wr/4ykIpA6pj4uDgG5DNP59eE6HnDRo9L3xh1GxLjSCz0hnJDWhViTJCmGQ9BZrVam5SaX1K05flcsy/j7jWuPZE31Vm+kNvRv+614u0s49MXc5qTLtz0fdN+cWyxVvRWfgebTLbkSkvsipOqFkpldMlKVIhk55kKgeZmkCuoSNy8Mh8pikG3PtmgWqgMbkg6s9ydBzTU69GufbBq/SztwY6u74Pnd0/QM32xkJFnvSZdmQbOOaTCXwygk2u9+z89Xb9TnIuX3voP6IOmNiCSHu31NkL/et/Dp2FfwyRLHDClqZdrxV07XUxAqmXssga/3i3gHUDnOH+Es7H1SolLdLu9XpuUrFF83XTp0j4EdcI147oFcHPKT/8dW+oJWAT8KUl5NaL52s3tJJbYlNenlCXXa0mOy7lRZG9umoppkuP6aUsAAAgAElEQVQSiRDZgE9CcP3P5UbR78anS2KOefCYAMpCimIoalN9TfCnX43i/LEd64ffCN3dP6j8t/aKCmNhBmkx7JE3JXXpMQyrdqi53fC70S4FI/9mo3zl4+X4/J9tSY1emedVutzgutdDpLpsrROY7POszYCsPAS7JoEcei/+xGzDTfbkHfKsKczNIjy7v5mbOru+X1fjS2M53YhrgaufXkc7RlHS0d3TXOF2r8uX0F3YbGMWnjdcj9Xb/2pk889BfuHjGJ/9/Z2W8lIV42OK8EUl75KyfIrs7a8FOaO5yKpi9eupRlOjFrYSIXW7U2oCrr+WOUQxVgcSshwdV4F26vMa/uRNDzPjt9PfmmfY1ipQJueKB+yZfUzao+EhSSQ1Y3UxpXKty8aMqdeX+eQhqLzvrYRu44cXOl1O2n6JMJfIu54qfVGwv+mvtVYqmkViglATPf/UPZiFp77T9s2VNMmPgToTzGrG7m22+GIgOQxZdTE9994d9RJEXHNcPY3e98MLpzfCN0kSbRIBUrLlKfWWFvXLnR6sffcdm/Ki/Pc7x2Smo/GTavItqIp9SDo9JJmwmh2BXwjHWEpY1Rz1nzLNT4dNoF2xfhyTU6+BiqbficVvHim6e16BbP67hF+psG2m55H0M6FT56iliwVG6htJfNUKSbH6cZmvbo24iU5TtlbM3fRLyPrP0KQpqcO9FVhnywLD+EVobVu7EeAq3/nWDztQ4jTyVsodc4W549oASc+aApiCVIWSlK9DJRdQrEb3VsRVxdXR6JVE3lVa/J6XMtWGvBTWVAat3XtR3jaSlvRi13u6r9T0lvSfKeZueBa6e34Y49N3yfHp913ti3vNIMsTVTG8TVTFEVGO34De/utld1fbFCndtW19ry0AOTAdSTVJiWp8Qk6Xj8Qgu0cIkV1XX/ek6RUciv5urjlMYF4LVEu3lq9mT2eut2SvR5eC7ZclcrncvFepQd0+ds/L0bvudUh7T3a/rVlttGlqXqeZCG5K8bIUiCULRkgIWAXd9YXdn801oU6PcEEA/npbfKoYSRQTUbu58uWYiRJx1XFlib6756VCmel7++5oHnpnmjcvlEv7smZJu7t50esX1QTFeC/TzLQZoatdpYNnioXHv1dk88+T45O/tZPS8WQ1PSbKdYFRfkSUE8jBdTZFiF1nbS35/9v7uhg5suu8c6qqu2eGHHKG3F3KWkn26i+SIDGQd2P9BpyVAyEyvLIgK0qAtRKtpFjKQx6MAAGEBOBQCPIS5CGKbcDwg6xEAaKHyIkfkrwkGq4frIdYsAzpJUis3dVPRHKXXJGc/q2qG9xb9557zr3VXP5zOH2+xbJnuqurarqr7vn7zndoYWtqK3QD2NZg2sl50BT97aNcexvvi+fGioxM2p7lEEwWUyJMDArdSQReypKtYVXRXpgd5M/JpulHJ7tgAGR63dvkMLXPKy4ypycJELKAwQ76oY+VG+9EMrjonIrwdrZZwn1Aam+ge6mvc6JtABf7Xeu9vYfmr+zej49SoUhxbwx9tX4aRic/Y+trphi+RUifikg+uWFBku1iii1JMXuk7S38EJBk5IwdcFFt/ArMX/0WzK58a1V6XE0z28XC6uZePgvNpIbRiQoHmyIYMaGW2dSA9cTV4l30YQl2auDvDEV1SkSF1PpIT+R8FKo3czDHwGeu5H6lkYlBf2eMFvPZwSxfBdna4YlPA7XcYDTazN0RH1QUr3f/dr6SCYp4ogQiuA8mueY9QsDhtzHhXIyIIsJ3EM+Lc/kgfL3WQa6nxnFZ2skeTH7y9IqKPysOCF6rIHhrsC0wVsRidOIzUG68p3tvcon3ibL4u0QQkoIGdWtyT9mDDD3Eelqf4Rfb20PZqH566fdgtkLpfHAqbbtQrH8JhlunwKbyy2H3mQQ9+tYbeNsLryn6u4OTTxphpAP62fW9HREZMZxlu0QJxjsQwTRSetqYgyeWY2VrR4/8QxhufQLLtbeyU2Ulh1SUiXwcIQoFkH5usT1UfD49bPp+jYJUsCggEcth5DwXmECLxnaiULvp5V2wGTGF4gHj7hn6rg7/LAy3nkHm4aY3U1CSIm+cBTGQ3u1L3pt61KloRbpYCjIfP8b8yjdh/up/hvnlb67MhYiDs4DDXajWGxhsllgMuwi+ndqF6Zx7VNwdWPnb7fe8lBkLlk4R12/f9b+sQ4IboRDJpkpwfj+jsvnfs4vfe8+Baa2zsrVrJz9vRWUy52QJUoMuja2hDoPU8YHX2C9H1hXBiHvSSQid+4xVbx1l25ES6vCaCVMcINy5oR8e/zgMbW1t+9OSPfcahtf0LHg9AyXiAodiQUuHrMQuPe4vgFCDM4lONZ3X7OU/wOml3zf1eIUkKwdnodrcheEWuMjDpukVdxdWH+L4O/9Xep37n4PGSw/nhKeSexxgap2Dnto+g3eSjwya7+7/7Hu/Ygs5D/QbttoZoy0nWxue4ve4MNo993gg3UUja3w7qAwq0vG8kDgKnMgnjDcy4l4W9ZNYcdynfblL09tHA4vLX3H3kkJxwHD7NXqWeoNi9BaqmRWAWaosAe+dZ/cnvy09YYxvI3rmZdcLi/IjkUZsHwZ8ZQuAO9bokS+a6sgHYP7qH8Psyn9ajf77xTlofn4expc18rhXwHLT7Tmk2LsW7c5itZ2xjr3XiS3nEXx4D4v6s37wHoQot55d/0tAHIIxkwfyOfAZFiDZ6tygh5a3cK/StshJcn38hoi4NsRGvD4jD5zHwO04E7uhjAka4gM4TpH7sUGoZ12a3racujS9lrsUBxO3Z+jt+NjRyS/AYPODiY/daVQkxUQ57zltS4EkYglpsRSdWI4UqUCv7GJCw6rg/bH2IoHYVRPYPwimXD8N6+unXd/z9NLvwiq045lGjfy9RlR8pLSS+70TfmKXIJIgDPV4E5Ac2XCDSUEckKUs/7rx1g7BXLXtE/f9b7ecndHJ34LhyWexHL2Vtwi614PT0nu3M6mA8G/bkRQpWxeyhqxMYbwTBcT5CZ8DUhdi+p50fQqfIT8r+3F6249u/LJpwNRjTdMrHgrcmqG3qbehS719mqIMByNuDvLQTWTMi1okFwYxrC3G75N7Aby2KSLz4J3H+V8iDQfxbFKfX6T0ec+sW4fK9ffAkTf9AVQbfwOmF//tqk/HU9wBrPPIjVGMWLNIPGGGR0MV2lIBxIhU4P3eqaGDqCDptm8XV+771xi0MwbHnwnGnLPdib+WkRSN4dvzp2NHgSTqZY4R344RFo2JWRTq5nEfnBHtjrFcIFsUbR3etak20++Y+ctfVgOveFhwc4betcB0/fDxxkQex9MjWW6eRvfpOZGqT9rpMuKMCWlOZvB5mjPzzkOvK/aIVywvJVD5v5Xzqs3okS9AdaRrx5tf+WM1+IpbBRbVCUOOpkw1mfSa5PeAN4aSTS9IKB7S+ZXtX/E4VWFeuW899K4f3o+PpfvNZxiopS29D3k2IsKY5G/nwAIh+vR5Cj9p1HGPhXcA4hGo0wddyRGBrx1xjWoQFlODpkHXCz9X0RvFw4UbG3pKvZ14tmuBYSCPOi2Wp7OhHVkGOckmi3LEIuARLHkXuQht6vT90qOX2uHoFrtQ809WhMTzpwpCOMdy/TRubLh0vpld/vcw//l/h2byfb3GFTeDwIjP2PUO3oHNKlrhNkgjzG4nhstKmDhznQ+ESk9tMZ/e+xHOdizr6JHP49ojn6Oz5jyC4IIzwy/q4DGTzzIdlCHkWv9p+j3PgBivRNj6dcX4EgogBqIj+JEZPEMIfq+UrbRjly3Rzrh2OasMuWsf7/lnqVDcZSw39J1S1bM42nqG2nZ4G5szpFJakm/T3UushhjT7ZL1njFbY2Yg1M5ELTIY5z5SHdXcUBB6Yg202xclDfgPvCjIFgyvrncaN97wr8zg2N+G2eX/ALOXv6YXouI1Ua69I2xifPQIdIuEDHuavGblMGbQQ8tIIKlSnis6q719+RbtYv+79+zL6rQzPuGIuVa2Fvg64Xk1SZkscg1y3Yu+gEDcr4wDxLIisVSYDQhKGT9BpKt/jB2VGKzgjZWttX3wnYHXNL3ioUVu6P3EKBht+4lRRuify7QWu1codd5jiNkdmRnoYOAx1utkqp6ykcyl5w4Gu5FZD46I9iEQeVhHAJUXJLM/090I9T275WDzV8FOoaqOvA+mF39/VdT1FLcHLAavM/4CQsaUp/vAyPsHk9p0SJqJVjvekgbsmhd9e0DvH1VwYbaY/OiefIUhGBhuPWP4vZv2+2etrjFX0ZeB6Ix01KHnGcJ4c4cpcrL3PQ6kYTQg08nb0prl1xqeIaBsQ9uAmV/vTtMaeNWmVxwCRENvU29rj3zBMuoz8QoT89t9tcS4EePDcIELijRie4oonqVeffrIBDEgkGhYPVLU8ZytbpnUaOIE8H3SuEn+RcpWJx4ZUOPN+qNfNIMjH4CZr9+rwVf0wECxGQwTGUI+QEik6ztPFMS9F4xYnPOQZqskYltqeHlQ4nRmoL6r389w6xkYWXGs7b/r2f3+bKNSZezzZ39D2iUTk2iyHZbeGz+ldI2g+zuRFxY9+ezejT8nvAcqwy8Am7mXfx5/G6Y//chd/cwUigeIyqXeBtufgLUu9QbhzmXqT4Ghmra2ino5l6tN1iCRgmTpOM5EFjdf0iYEod+W1L9CCSAF+p7XQrbHmDibmh/Dvd6mbUoxZc/neUstbANYbZyGauO0GW1/EqYXf28l2vEUt4aiejQlgIqfuUubTlILzxP726eoW5Ndr5z0xrPVrhNs8vM/A8QRGDO+42+Pa2fYdQNYi1tSipN9/kDGOhW4IZXMgJBm4yXAUM8ngRvPzM+ieubhhH/Dvc9nyLNEovEDnKAb4NSpQ2qaXnHIUMHGG/81Drc+nterw2i57ulUzc565ZQmC/cYHyWbRu7s3hNePAsHMiYyRLcfC1pQ0PClQRD50rIcT9WFYMfEiCErQ8Soi84veDQiwoh8IijXTtvpeFAd/QDMXvmGWVz9H3qTKByK4Rt5e1ZeL44QQ1iSTrso8MI6QziRlTmlwa6F2ndTz34Kpr1zI7/2yOfADYY68sEYZUcnOe2icT9TqS54Hsw5Z/etINsGZUDOZ/AxRlwTirA++ag+7DTW2VNOjyQ++u2CbK0aeMUhR2UlbMXoTJaOF145u3F4WttPi+peMjF1JzICaZtQWgdPSDk5kcYkKcCYCkQ+mjIw5xlhh5lv2jaSAkE4B669xnjzTiuM8EX8O2Rpw206OvlZqDaecsz82Sv/bjXU9RRLUQwfJ4OCJjHyGLNW/uYwpu2sGyY1bZ5d88S2pN0OiTQazVwUqjDN1Tv6kkaddgZaDQ267pN1gbfIcoc9/BtKdllKEMgRp5Q/3aP+1Vz6XzhL9Ily5UEuEWzSDAhw2VrQ8bGKVUBXoxc17+QxkY2VRKBkfjwYYbgNv5m5sYwBAb0vZdbHxSwYXyPu+FR0JCxsebtdTN2nKUCmsMVSqqwmmnD7DfuXVlOenSjX3g3r6++GwbGPwvzKt2Dx6regVoO/kiiq14msGPd2OcksuUfYZRhr3S2/l3om3HEOjOg9RxgU5vLtCNy7LF+QrTU9MhUsS9b9PUXWCROjd9bn7w1v/DukyNUysPgh7hxje6EJ/FpI1iWaWe8iE7SCN52hd6p2u0bb5RQrACLjcWYv721NwQJdRiRKb/B8AZNpc0bOiYaTpey5SAZTt/Krpju/EL0zdn3GGyAOgGzEZanQcF6in5c+C5NGISwyo1YnlsYMjoedx2//b7Z/c2XkdBUS5drbwrWVOrqxZp3UnvnrMa2d9JYD204mvqLzGh9LbG9tDn05eit22hm/BeXoLd3B2P1uwtE5vyZZA3j5TyDcd909JsSCQoKdOypMxlfsJaxTBiFztulEZdkQmrkz8ipbq1hFVMwtjhrSDvnkzPhKHuemPb/AxDCi3CVXzY3bAFtEYq2SHxNpcUg1b3rr+oJ0BwnZKfl7hNPCI4C0H1d+LjzVH9oDOVvaHSvK6T7pCHuqrrc6wOpRKbfqM1HckeTEtZhBixd5SI2xoThiAAxRURh3BoxwZheL2aWb/sxdu9yJZ41l1Yc0F2s9pWQ8k4YNJTAENiPfp80x3tcitZ9wdanxJkPaacB5Pc7Rjx8X1dgwJB78urKYuH549/mpqp1iRVEBE6bpYMg4Q3ITSmPKFgKqa7P8nontLNx5MCA9djftrhUp+Uh4g/g+EGSaGyHNCOSReZiJw4VLshoi0K58VwFbbPg/ScoxNh1gdHpGj/42Vkffb1vxjE3pq8E//MDyRNrfHXvJkTnGsZ5tDN1JTPSJaUOk5DbyjmNOnfNI7OttPXvpNT/r4fFnrPplJ3EdEIfwiJNlXTU80+AL7OJ+JyecEQVpeUnu0VTKlh9GVD2Qp+aZK29AZu6a2mrSA7YNGpuiVwOvWGG41H3e7wr90XESjUeSUE7EgSTyF+k41+7CDHvm4+fvYyU+eiVsK7KEjpGb7CN0BhqEVGqX/i5usCn6WuJZED+gJ82fpBEpAivXTsP660+7oUDTi78L05f/UG+8w4swXZHKVa1wd1knCqsGpZErJFmslGDKHNOg1c4N5bCqfzibT15Y+iHbjNPo5GfcNRna5dhJipuOl8Oy8lqEzAIm0Tpn6bPavFxbmHCQiWsG1fWtGmesCuafozPsU+vhALbT8y6K1zS9YsXha/R5Kj5CRt8g5CNj9C+ZsdJTpxsbEqJdUmTsGzojgmsjX4m69LynPs8+8NoiPYFpVCGjhjxlL0HnlXUjMLZxZEBT5tONw92w7XjHPgKLV/8LzC7/x1W/CA8jDJYngF0jGfPbg65NupWSMhlXifMvEos/pMoRRe85+N1VBVyZ5Te0l63d+gSMTv59Z+x5LSB12hOmPN0vojwXE3uGbiDaLN6QYcy0R68WBps54Y/LInhkRFnaB/j2PoP1DA1rlzNq4BUKh0oQgYShCvc2dMY+3GwinccKj8CY8CZNxUsDasIITV7DTMg0CA2a2fXW1RVGxyTfxwTBDONynBA0w70gRw8/EOQB2JooeniBSqKUCo0LCf9QMgeACL+JXKl/j8yI2I1HJ/6e+99K6tpxuNqOd7hQDB4T5FLRTy+jWwzjW2NensB5IiR2K6Js2WrH7+d6dv37gFiCMZF4342Pfdal6+kgrMU11v0717hXiY93pcToXuhosHo5AGQ3JHey0zQ+J+ERb8h/gOm9507NzoZfTNG0tXFEO03TKxQClSDVtHFaHL+haP0JrrZ4zRNhopY8tZ1RWwvGBaCv5g28Rtcu7AqFpt5/CaaX/gqgOGPq7RaGxwsYrGNg3Pe2xvHj8EWCp+RZFiGkP0WJoSD+ryPbcQZzt8CZJJpgRCRGQOB9+mJwR0IucoqEVjtf2/EOF8q1t5NxD0qOvGwUhjylPfE9xFKKsg39Eg2+MKCRTGu3L9BcBdPO3RNBtnaw/WmeYgrXbiinSTY9Oy1+n1FvuvzG+s7ZGGOWHg8w3jj8bw8cmtZE1n28r+L93Rn4zo9ZXP0azC58btUvO4WiDyVsvH6XhaNkCAOvBoB0PChiCEA2cCMOk0hT81HJqw/i+cXUQDNBWPz8mzC7+M/BzM+5YzezAudXf8kdqKgAipLtKRKb+HnRa/6Rbw7y3fL9tMqwsD9rs2MpS6RHDCtiNjKUH5N1GhCKwSkcHtuB6uiH3EzMenzvpo0p7gtw/Rf+GWJ1PKTWc+KZodkRy64rfh+5+yvy9rM/IV7D8ZqssLliiuEbi9HxZ2Dt1O/gYPNvUnohSMemRh3xBvv3IXohhXIoCAB+rWc7pU0xDJmIjrWQze5zNoAf12K+b1XtDDbj52F24TlYvPpv9MpWKPqBePIpziUH/6NMK6bkOB4yp0pdbNGRKWxRUxQMW6hnXopy+h2cX/6yacZZbQ1xuGugOgvlWgOjrRLWtuUGS1Lq4rxBnHaSLoxamzciGYW/Q2oJxG14kGUgyQaI6Ea+hzIHNqsye/kPHWFP0/kPLbr7Kr/eclJpTnyjklZSB8+BsdWt57Wjg/leY4o3Teryzel58OgaIyEuXtdcLXPJsfuepyxXz3nl3ByZdetdR3inoX20g2cWE7tW/BnMXv4ytFMVvFEoXgMIR99qYHRc3PjCGPFUc5S9jMxYlFOikBk/+Rrki0Pb0ECJmx4JiYNdxOFZUx3p0vm2fp9vRIXxZSSoVFiEn3vfwiodHBmFLV30OFGJLa4gSEp9nw0C1OO/hLlOx3tocfLJyARNaucBsrTErj92baYOaeoo8HuMk2KlkxnfnRtUTqCVXmo0+um12lNX773fAbjzwnUAeteGJIDg52zXClK1m72i42MVilsAQrFhYLjVwGCzxNEmM37RKydbxtAfkUC2WGQ3PXRa02TgLTP2tpSqqrOAw10YnQAYbQNUw4zstCzCF5FCYvB7F+RkDK5cuJdFPPzDitT7vqgmHoU7Wt0bnZGfvfINmF/9r9BMfnBrn5HigaAYvAG3//qPkq8+42osN5xptC0Z9TLEXeJoinYP9hzpZkDeacLvg8wZ6HcEUqe+T8VPnpNM7fcRePm2aOfD27XC2DVjsof1la+YevxtvbAViptH6e7JZvynuNjfMdZrLoZdHZxr36Q3N7dFsLwA7+rrxN3zi0Q9A6wnAM3+eZhdfM4ZeVMv7/VdirZL2TXzHagnDZi2gKJCW7+nkuBrIK6DXTtAEA5KS+viMVtYeX3f91Elh+7qkMnil5Uwc83v7vnqMRge+yiUa+9w31cz+Qu9vg847DjXtUd/G9LIlfEziNPiwTtWu0FRSeYIJA8mcEECTyYD59OE6JwRaYmDIxx0IM6L9EMkhyVuxl4P5aywt3CqsYHFBG0BSI06Py/uB9BaMT7f1eEvn4N2cRtrhUKx2ig7g9nudQZ/vgONNZpNARhIb9kqkpDr5P2aPpJTYKP32TX7aGD+yjln5G/LwHPYc19YRwGhnnYGH4sCylHPtn4t6UulusW1iAQjSFccuRcRCXFyFCM40buSlilBduK1yrAv9nsgJLl1sBg9AcPt34By8Di08xehrS/c2WenuGeojn4Y1078HXIIGRktLQ1hakQT4x4cBHISbtTe6Y0pbWeI+EaeLxne8DZ6YDV67Nk3+wXFDsjRyEoHMTBI/nhPrOtzNNyuG7tGXEPHqrdpemvk73itUChWF4y+7o1m642mNfhQFFCNyMsPt7Tw5LM0XbJO2CyB9crr8f+DZvrnMHnxzXefQBMNPtaTHWibGrAsoBx0L0vyj0h/ygC6Wwr54hz+HtFtkEb6fUzlJH8ZshtGliVFFwMAyo8vqZO6xbHceBIGRz8ExeB1YOrLavAPIAbHPgKDYx8Dlq3pK/9kJy6iXHmRhUSSiN+DOAOi3Db6FVErnhty0RATzy87B0gcDtYpkLm/yWAenw3s6T6J7PnO2JvYJmAahMUYoN7/v7B49asw/cnT0Op0OYXiTlHm7yejWcBivANtC1Da2Tc9m7KWoPR5K3iDtrZm/2/292B66R/fewKNS+ejLUVAO/tr0NSbUAxsZuKGYUoIekKNsb8UsTxzEX4WbX0FER1QKoBlif34bJbOT+u5fttyeArKo2dgsPlhbcc7gBge/zXXLunQk70JJa1lzmMwfiGbg0syAGwbgeRY1FufEVODnm5SWmB9o6L9LdTyIPUtevg6iWAOv2dY5qzbn43g6wm6taLe34P5y/8E6mtfP9TXiEJxH9FjvQPaPbeCNLMuum9dDdyl86nmntTcaBFqZjayBrO4vgfzi885pSpTv3h//qx2D6DZA9Nsoi1FLMa+fl9aC+kXrqR2CczesvolJnlMGcH3ZDbSSM2q9PHMgT8oJClYuR9kNIBIhgj5Up7Sh6I6hcPtZ6Ac/iKY5hq08x/e049WcVPAweaOqY7uCBJb4t+JTHZKUiuiMe1U4VoTriVR21+iUyGucTpaWndnr9J8iGSfyRCdyLZJiIOs/C8rBfE10voPafxw0ddWO2OKXTBw4bOwuHKbnB2FQrEMNzD0Fs0epfOb6Q4sbDrfKt4XJFojIlHbLmd7XJu5wcWVrzzY2prlHSzOoeUb2HR+M23sitbV7/O59RxsnUt67YMyTvjduNo+Io/AWaTWV4MPwGi6+yIiKpX0rc7pfquN90J15CkoR0+AWVzQdP6DBQ63PomDo+/LSGc9zqL4JTHcsTuj6DG8yYXbc52kTipdzze6pnhWiZ1r8OkBk+4Btq3QDeD75UwDz/p3nB23ViwQFpd3PWfnPgUDCsVq4TUMfUB73hrNLp1va+CLxsUNgzU/Y8PW1iYuTY+BIVtf/aOD8UkyZ6UOpYgunQ/pokSlyJbEc4AWPCTbTGaZVj8Tt+H8O0as4h0IxLJPXpORHwoiF4B4KV/gi+oxqI5+EAebvn7fXIZ2oQb/QWDtkc9CsfaumPHy33EYL58abIe0oyN817mmBYJk4iPLrqXlpLBvIWDDrkt6GdNMAbCsQLxeeUlJclNyhUpOuoskwQY7zo6N5MfPuyhe0/QKxT3FTRr6AJsWb89DO3sRFvs73r1HX4fv2uWs8M2BTL1ZZ8Wp8J2BetK6zoKiAiwqWnxp07y/qHva6+NjLI+ykbVJy6Gs6Se9xSh2ij0s7L66K0/pxhpv0qZVDlj9HrR+/yCw/rp/6rojHDLuBZsAx8s6PXKKgUwnifNht+QJhDdmTkLifGaRdlJzZ61wkgS47NqFJJOQlaN4BgvQy9a6OjwuLn0O7AhZjeIVinuOvGB3s8DBLsDgLB55HMz4xzsPFTs2qOsVoxZGJwoYHRdRFrJgB4Ldb81Slb3eQ/Qp6fVtF7K2tK6DOD7VaTn5eYl4T3g/cSZMfcnMf/4nMLnwVVXXu4/YPv1jLIePZxMPe4vkuYwtXRNtomBzAwiSG7kOuSpe/ihND9UAABguSURBVDPIc2S/82l0IqpnWa+MXxDcDt5m5yWu3eaTHz+t8+EVivuL2zf0hwHeWXHKgMPNEoZHo1EPUTos0ybvW0wjeLsRe1akQHPnwZcBstHB/UYfuEOxxBC49yzG33NSulZSV/Xz7z1OPNkSeQVBSEQ70MhVzLI5os6dqukFkLQzxP2JqDpG+X3Xr7z25I7Bj3rmTmrqSMrrPs1GxEyAccqXU3Dqdipbq1A8MNxi6v6wod0DbM9DM3kR5te7+n0R6veRKJczo9mqnDHnWZE+rXWydsR0Ac9SnUudBUlajul75K/KN9ia/WBzBwZHP+wGCtfjP9db7h6hGP4irJ/6Hb7zyJQPvIvegnbSosm+2x6VHX69RJb9Eg4HxBJA3HlopctV6hgf8DUDgTzlj45o51trTVfSs5wdrcMrFA8KK27oLcwLrn5vF7XG1e8bXr8XbGRRSM8bmKm+XsgFVWwTuFOQtO71te/zdiofaQnngTG6hDPCHAqxTxw8BsPjz0C1/k5ArKCZfP9ufpIKe0eN3gJrj34xfH/0nfuLQT7mWgx9g2+CHkPcKLI94z5MvkPuBFD7K78mIn+AWkr95Lzweq+t522fnNeHnWytJeY6Uu70Z9oup1AcAKihJ1iiYW0XpRKtdoDtv7fteNVaoNpn7UcRSwKfYGwxiqDExXzJAs9FiCh/ywRMArsapBMRNhWCP5lGul+cy413w2DrN6EYvh7M/CVtx7uLKEZvd6x7IDsZv6PwX98VtCR7Qy/yaJ2EdNg2vYo6ELMIPU6gJO7RfoTxN0mZCLxcdJbh8hLXVra2a5e7oO1yCsUBgRr6DF3/PbS2v3e8A6ZtoRggqesldciUlZxkR1nfslQU49ukSFn6pAsOMTwU62xQNS+SY4RmfEoJM1KVfao68qRL5xeDUyqne5dQHXk/jLY/FXbGW9zS60RE1pwEn4ksAQhDz3+P+0PKNIVIn5eeyMhjmogCgNSRRUGsEwmteF7dIU0T0vSA7fS8Gb/wBDQqW6tQHCSooV8Kl84HJ83ZTLehbdecSJDvv+dqgOmCDfQbW3tZ1JY5A3wWMFuQgW/FFvIQoTFVP7xhRCjOMOEbFMNTGOv3jdbv7xCDY78Kw+Mfox7zZEC8MPyBlAes7m6WeH9hG+Fc5tyPjCCazJlmTPrYvleE0TcpdaDvevKvO3GssZsRbxUwcXHpOWPb5RQKxYGDGvobwmrnN18HU69ROh9MAdW66IvjNXlme/OM/pI2K0nWWmbs2f5TKVTgYiooz6EnBSsz//5UrJzuaOsZKIZvhHb2gkb3t4nh8Y854iOrlADEUcXBAYgpoUL0sqcz63uFbHj6XRA+uahN+O6ZvK0s9bByDisbmWSsclIScFeYZdJ3o6b3dHysQnHwoYb+puDT+VYZ0Mrp1lOnDEiT/QTrfRm4Ac8IejK1vrTeGt/A0/cxa4CQEQAyNjdb3zEX4oFy/Zc1nX8HGG5/Eqqj7ws76PHVonMYskJJ8gbYm4PLFl6LzkMowSAKh80T9QLxri8qR8SYOGCOBSMNxuie1+xNJ3FtFuP/A/NXv3p3Rk0rFIp7DTX0twRr8Js9bOc/Qiunaxe+cogupR940MuG3/Uw8sWaDtzYs6JoYghoUUdWN+Wv8kE8vE7AyIDOuEMS9kP0M+x0PKw2d9Cq62F5BExzFUx98f5/3g8hrCqebbFLnTlI2tDoy7L95m3XUQFp6rwHgkwn9h5/jJPh4haUSQjPmd5rMtOHcMJLjS1hASymBq1s7fySTpdTKB4iqKG/ZZgXu+l4BrBdsOl4lRz0w5FF8X3ZVPRTyrp11qfho5Z+mAKWCahgNCJpfZbr9XtDApJQlYIr7RmbzofB8Y9CufYON6e4Gf/Fg//8DziGJ/8BDtaeAD9w3Z0scwJjhMwIb2Gacfj+ssmJwUAj5GUipobDWHiuIsA+KX59sPOgzel6YA2bbuNmZkmpBuprfwKzS19yaXqN4hWKhwpq6G8bftCPZefX0x3Xf2/7jgbrtMPYThWi6nxinnhMi+vQ4yT0MKu9cQAWrOWSaGkUaDgdm6X/+bSxsM9i9Esw2voEFMM3QDt/QaP7G6Ac/ToMjr6L5ce9HH1PGj3MWPB1cf6VcJqGcODCl81VbZankQDY5SSzPyZNCzF1B+yY9It9K35j3Jjp+aV/pO1yCsXDCTX0dwxL2AuT/cZn7MKIWCKWQ2ABWXiUKmeCaS3bmXi4lRr2uPAHMRX3Ek/zZ33XfgumYyqPlkqW+zOOxgBc69gvQ3W0m44HWr/vhWn+FrTmTVAMjtgkCJVzUKbdqSweHawemoeX0E1bLYGcA0bpyHkYIIiYGGv43qvsvvhQ3vHvceNjxwDtHJzYzfQnTz9UcywUCkUGNfR3DVZO1yqDTRDb+bZpF2tWfA7KivhxZISZYpphbXrMeIdIT1hf6GHQJ/Y6Rx/TPzHxIfVP6mYcXPTHvm5Jel073od8O55Ox5N4Cpv5r+Fi3DqrXK374UZR0chtHfTqYyq9pyQD0Kc5nw6c4bwNeiefcEzHEikkfxifMwgGvummy8Hs4mehvqp1eIXiEEAN/V2FVddz7XgjbOY7JKeLXf2ep/JpaE6BWZQPcWaOQ/KzfBQEq0gGZM+FqoDs4U7teVqz7520xnbo6vdH3g/l+rvANNegnf/woHwLDxZBcKnuBJfapgUsC+vwCc5EOgmRSi28iJ4oHQIfaJNNnyNnkusyYHKszKkIdfjay9aGdjlN0ysUhwZq6O8JQv2+Rtt/j3b+vV1iB2shYBdRWkjax5YrLj0ma/qvBU4HABBRHdALshYP4g0MkRAmKQKU+TfFBlQb7wWrsFeM3gxm8TNotX7fIcxPmNoZCtvQ1mtYDMB4h8+ErE0vbwJkvUdqMyQ1GUasi/NyRGkoTs9LWPtO9OZax6q3YjedbK0S7RSKQwY19PcU3uB39fsdu6AaOx3P1W5llB4MaBaKpy12iZAO+QJ8YQ+zbPm+AiGMORdp/zYRBjhJi4rJ+TFoB0X1GA43Pwilq9+fAqivaP0ewvyEr6Np1oiwCVDYEQpYViiTJukIA8Nny8rvghH7QiIAeFmHayOk+7X/tI0TvLGqdm42vMrWKhSHGmro7wvsgm8r2vMdaCZdOx4W4FryHHpapELMlujXi55nNr2ODLPh1h9imp6IAnHvwlhAdCJE0MgNTMGG8gR/ILb9dfX7avOMI+yBaaFROd0OzZ4lbKIt47h0/qJBAwVWa93LKREvGurojVHpBVMfjt7T27VBT3gnYL7fzYivx+dhfvE5x6hXKBSHGmro7xuInU/teIhl4dL5TCSHlWcNsPC8d+ZZKoNKudysDgvxFV7yxcjx50TBTF5VKP5C+J33fItzsAZ/6OR0H9d2PI7O4EM7R1js77jUeTkg/YUE4nMPCN+L7LOPKReIThtwx8CJ3dRjpH74+eVdla1VKFYDaujvO3g73v4ONIsop8u0zYPFDwNHYgm9x96nuveQWIgkWozpe+jZxDg5gDj0xFCU31P3j05IWgO221QbT/p2vE5OVw2+R6jfO8JmDaZBR9jEMvIynExuga6+DsyzQhaeLxM+4mI4nWytQetg2uh9dvFLWodXKFYLaugfGGw63wC04z+F+XUf3Q3R1e+JqBXJbw43YMLzDH6fVj57niq2fAiK0EwJzd8shY8h/Z+I/3ROCDsHyRAHrIanYHB0xxl8NK1OxwtoQzq/hHpyxgsulWF+AmuDy/gS9DwkjhufjdS1y3WM+mb/PEx/9lmVrVUoVhNq6B8obHTP6/fTBtrGyuliaMfrmzpH9VgppUYbhSIA/R5s+BKdfQFKC0OoHkhmeNIp4DfzmePIAyDyHnkgg8dcOr9afyegldOd/OCQfIl3CJvOr22Gp3T1+6Z2hD2wgkvceQvISZKszcJfE65dbgrOwM98HV7b5RSKlYUa+gMBls5ncro2uhOp2RC9+Ta80IMfU/uBrZ20zgl1W6CKf1qHDy9xwheTXo1bxPORLfkhgW96RqwGw1RuvBuGW5/S+n2K4PCNn8d633VoQDEg/QVBrpDci+4pey0E2VpTg6vB63Q5hWLlAWroDxq6dK4j7Dl2dusWeyw9O59a27gIilSzowBf1tF5v7zMDHNjbLyero/iMUquRN4epf0B+Kjz5Piy74v23/3rjkn1++oUmEbr9w4uw3PefXo1z/DYdszS5N+zd9RsjX8xtkOWABaXd2Hyk6e1XU6hUASooT+QsIu9ie14bS2m43VgzdOxBh+FU4IR9pPMWL0dgNlhLsErWPuizB9r+ZyzH89EaKgzJn7bTXDjXQQ89RzkdLV+n4Acvi7D0/QPTIJmYdAJ8rg0/Z4TvNE6vEKhSKCG/sAiacdz/femgGo9y+AGUF87z8QzfXQI02oDuOaKkNSVEPZftO8nmuosTRC9DZrWmveJBa6Ba8c7btvxXg/t/CUwKrbTIRp8rMc7xgrdlEPAogJj0/T1xBLt9nB+6XMuVa9peoVC0QM19AcesX6PXF1tsEZ97CAY+lwZjRn8pAWPZeyzvj2up4/IWP90PKDpaUJcBxKJ1RDR8xGrxORLiAP2Z5vOt8NyUNvxJHz9vp6fgWZ+FQ2sOVa9k629+Jz2wysUihtBDf1DAzsspdnDdv6jKLZiR+GWiVQaimgZsccBMGHLTnmPGPR9xD4y/EwcB+jlVLM/7ji+MYq8kJY/SPU95iRgOXwdDjZ30KXziyNg2mtq8CE6fO1izZLyYfGypukVCsVNYUmPleJgY3AWcLAL1VoDg2MlDjfBUDsW643nE8tASqd34HNs8vdyByHN6CMNt5Hquj2zcTLw4B+y3zGOXLWHXlz9nzC7/A2Yvfw1vSgVCoXi1qER/UOJWL+30/HAT8frxFZk7T4K7hjxHE8C8IidNpHRexyvyu09aevn0rmpRj+w4L3PGRD6MMHI23/K0RMw3PoNKIe/4Or3OixHoVAobglq6B9qxHG4bPY5QmjHI7C0ukkkbDNGH7P+6aCdZIwqLqm3c8leJpyTquYZciHCoRCTLANDtfGUq99b4l5bX1HCnkKhUNwc1NAfCrRdz3QzEbPPMUzHE4bWcI10SaALBD6+fSKFCzwDAAn5jmw3V+VrY1sd2x74G+QAHiH/K/aP1WMw2HzaGXwAbcdTKBSKm4Aa+kMDa+ybr0PbjKCZnenS+b4dr6AxZjTuNNTgw3PAe+bJ6Edk4nl9vxBNP7LtMfTRI73M2f1MvY9R/Rnxz5MFu5eCI4LlYzDY+nUoR28C01yHdv7DVf/2FQqFYhnU0B868Ol4kx2opw0YkHK6pJXPo3ueNs8jdh5ZC4JeH1GvYC11ok6PITvvavgmvi6MOz1dxOqB1M33qDbeC9WRJ6EYvRnaxQVN5ysUCkUONfSHFl5spQmzz1vSTif1myCp25oeox2m1Xm1m55RuKJGz3TXIWT8gY2yTVl53HEI6QUS2EUIaf20ZY9xDbr3l4PHcHD0g6j99wqFQtELNfSHHl5Ot13soBXb6abjufp90M2n1H18DDr3iXXvSdnzXnoIynz+aR+OBzk+5DL4jBXYO1Q9ZBoYlSCpEsgZ+cWwk9MdHP2wZSto/V6hUCg6qKFfCTB2Pk3HwwLKUf8fb1PokDHnefu9YYZd6tdT+j1R0TF87j14EkCPjEOm6id7/7lLIP0D7zxYg2/ldMvh49guXnQpfYVCoVhhqKFfKZC6mk3nn4G26cbhFlXHwIu972gYW4809CNfLo5B921xIcIWDHw5XMc/MCY9ighd1uH5camMwAX3jZEpBpD7Kp2c7oddO55N52v/vUKhWFGooV9JtOddOr3Zfx6a+dugbY5BOUDA7nKI5XBRZxc1cqmYxwy7Kwd0LXWCTEdAkYOn+n4qnxteD1mAvgk+5DTEuXq8/d9F94OjO64dz5gamvF3V/2bVygUqwc19CuLZs9F+G29CZ26XgOm7cbhstnnMkr34Jr5UkCHhuRBQs8TA3YwGmVu8mWfPu01IeDx+flJJwAD7/XH0qXzPw7l2jvtb9BMf7Dq375CoVgdqKFfeYh2vK7/3vbH2f57FKV3+qCC8p3rcacyfNKOl9Tr+UxcXvsX7XNLjHY8sJyEk2UGkg0zDkC18W4YnfgUFAMrp/uisvMVCsUqQA29wsO249XnwDRFmI5H6nrCpvJ6uX9Gat0s1daRCE10XZE/OA0m7e0PQv2YjLQV3gKNvs8lfcWJ+HLDYOMpqLycrrbjKRSKQw419IoENqVvAJq5S+cjNIXNdhvbf8+NPJtLD8H2uteY8h2fV88dAsao9xbevTcQ+dPtmeGP7XgIjBJIQjvSyIfzSWl79t3WyNt2PDcOV+V0FQrF4YUaekUPeDp/ugPNpEUouul4fDoOL8/zGntPUJ0G4cB4fCZ1HpJ3hna/NJNAx+K1fbaPTqEPI/O/r2ffGnzbjlcMX++m46m6nkKhOGRQQ6+4Aby6Hk3HqxtrPqEYGhKuZzX4LHo30prHwfggW/eAh/qY+hDx+T5Dzfab1u1JY58J7hieKQCWBOja8TSdr1AoDh3U0CtuAjbCb89DM3kJ5tfOgGkRyiE4hT1Sq41974SsWs+sNzHo6cEEzXuKwMNzYuIdY+z7owoVHTF5T2YSOASBsJu4Y/8els4vjoBpr4KpL+kVolAoHmaooVfcJMwLXYSPgO1iBxbjxqX2ser0842Mw7NWuGxojgBNy0u179OSQKqXx9X6aEofyxYYfnwm4CP5AklFoFPX+ygUo7cDtDNtx1MoFA8zlnKiFYobY3AWi+GuKUYNrJ0ocbTFyHhxOJ6Qxi2c4h6R+oICH1fi45n+DvwS5ZE5TcIjXX3rLfS17vUR9vNIn50TP1Y9NXD9rz4CzWRPLwiFQvEwotBvTXF7WJwz7T5Cc+1fwP5PwYx/1mA756l4B4wWF8nwc6U7BOTKd+HlOPUOfMRN+8uNfJd6R87liw4FezPL7OfpfCP/bWuA+b6B+av/bXljv0KhUBx8aOpecYdo95zdbaYF1NNtNO2asVK6RRmjZ89+J4TxuP73IG/jwK11qsgXQPJ7abtewvjnCn49r6fbOi/CGvjFBLCZAzT752F++V9COzmvV4lCoXhYoal7xV0D4nDXQHUWqvUWhscLGBwBS9rr6u5tUrPnoCK8UMoLqX5K57dGSPMaViIQZHsaj4uY7jOSApO0vf29ngE09v/xHswvn9N0vUKhOAzQiF5xF9HEdrx6cgaaReva8cqRAR6cp+1zfZnx1KAHzX3G0A/EvSDJy/ZNRD7TF85H4l73VD21aXpA0wDMXtmF2cXnwNQv6JWhUCgOA9TQK+4BbDteswft7CUnp+va8QauHQ8AhIBNOrK2d8a8r8m76L2Vk+xc1A/JW5J9x5+jpJ5zAKzMbz2xKoAGFpe/ApOfPK1peoVCcdighl5xj2BedAbfWlYvp+t09LvpeJ397drd+rXpZW98aLsDyvGDMPzd77ncbkwjhAjfSe02aOvwLpKv9/dgduE5qK99Xa8EhUJxGKE1esV9wuAs4GAXyjXXjgej49lhSTiPK+LyNrnOsC+ps0PWYuf3Gmfi2B01M3QG3tbfF1qHVygUhx8a0SvuE6J+PtYTOx2vBSxdSp/J51P1nrfoSQ38bhBO93OU0CEVXCa/Gwr67v3GzueZILYLcAZe6/AKhWJFoIZecZ/R7rksejNBaKZb0NZrTkq3rEjznqfpxQh6pnvf9dEbQ8X9QNBzGQC2fVsDNlNEy6ZfUJr+j/RbVygUqwJN3SseHHBw1qX0bTp/uFnB8JiVn2UKegBZij4I6bht2Ba+fU+o4C3GYGwE30z2cH7lnLFtcwqFQrFiUEOveOCwUrrW4JtiVMPaiQqGx6NerQev1feBCfBZwRtjVfpMM/kOzF/5stbhFQrFKkNT94oHD9PsgXH1+xIW4246XjFENiwH+ibURnjCne2Dr8eAbY1m/so5mF34jNbhFQrFqkMNveIAoe0i72Z+BupJC6a17XiIRSWn4Hl2PWnZW9la1w8/RVhc/zbOL30eFle1Dq9QKFYeoKl7xUGFldO1NfxuOt52CcMtoYCn7XIKhUJxc9CIXnFAQel8hMV4B9q6tdMWsRp1p9s2AItrCMZOmbu8C3Ntl1MoFIo+qKFXHHAEdb3x8zC/vgMA1xFgSFH8+MUnVLZWoVAoFIpDgcFZqE4YWH/821Cu7+h3qlAoFAqFQqFQKBQKhUKhUCgUCoVCoVAoFAqFQqFQKA4EAOD/Awqj/BPKTt75AAAAAElFTkSuQmCC"/><image width="512" height="310" transform="translate(43.01 241.83) scale(.02)" xlink:href="data:image/png;base64,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"/><polygon points="30.05 247.14 72.6 224.38 103.21 240.36 60.65 264.93 30.05 247.14" fill="#87949d"/><polygon points="66.42 208.03 66.47 226.12 68.02 227.02 67.97 208.94 66.42 208.03" fill="#e5e3da"/><polygon points="67.97 208.94 68.02 227.02 72.6 224.38 72.55 206.29 67.97 208.94" fill="#cbc9be"/><polygon points="53.84 217.09 53.9 235.17 58.72 232.39 58.66 214.31 53.84 217.09" fill="#cbc9be"/><polygon points="47.32 220.86 47.37 238.94 52.47 236 52.42 217.91 47.32 220.86" fill="#cbc9be"/><polygon points="72.55 206.29 72.6 224.38 100.1 240.36 100.05 222.27 72.55 206.29" fill="#e5e3da"/><polygon points="52.42 217.91 52.47 236 65.01 243.29 64.96 225.2 52.42 217.91" fill="#e5e3da"/><polygon points="64.7 227.15 64.75 245.23 66.57 244.19 66.52 226.11 64.7 227.15" fill="#b8b6ac"/><polygon points="63.15 226.25 63.2 244.33 64.75 245.23 64.7 227.15 63.15 226.25" fill="#cbc9be"/><polygon points="70.14 228.21 70.19 246.29 71.61 245.47 71.56 227.39 70.14 228.21" fill="#cbc9be"/><polygon points="66.52 226.11 66.57 244.19 70.19 246.29 70.14 228.21 66.52 226.11" fill="#e5e3da"/><polygon points="75.37 231.25 75.42 249.33 79.97 251.98 79.92 233.89 75.37 231.25" fill="#e5e3da"/><polygon points="78.11 234.94 78.16 253.02 79.71 253.93 79.66 235.84 78.11 234.94" fill="#f2f1eb"/><polygon points="68.36 226.8 64.23 224 68.36 221.62 68.36 226.8" fill="#cbc9be"/><polygon points="47.39 237.77 43.27 234.96 47.39 232.58 47.39 237.77" fill="#cbc9be"/><polygon points="33.11 229.06 33.17 247.14 38.07 244.31 38.01 226.23 33.11 229.06" fill="#cbc9be"/><polygon points="57.48 231.32 57.53 249.4 59.48 248.28 59.43 230.2 57.48 231.32" fill="#b8b6ac"/><polygon points="56.08 232.13 56.13 250.21 59.75 252.32 59.7 234.24 56.08 232.13" fill="#e5e3da"/><polygon points="59.7 234.24 59.75 252.32 61.15 251.51 61.1 233.43 59.7 234.24" fill="#cbc9be"/><polygon points="47.21 237.25 47.26 255.33 56.13 250.21 56.08 232.13 47.21 237.25" fill="#b8b6ac"/><polygon points="64.94 237.28 64.99 255.36 69.53 258 69.48 239.92 64.94 237.28" fill="#e5e3da"/><polygon points="30 229.06 30.05 247.14 60.65 264.93 60.6 246.84 30 229.06" fill="#e5e3da"/><polygon points="76.79 230.43 75.37 231.25 66.51 226.11 64.7 227.15 63.15 226.25 64.97 225.2 63.56 224.38 62.01 223.48 52.42 217.91 47.32 220.86 45.77 219.95 66.42 208.03 67.97 208.94 53.84 217.09 63.43 222.66 64.98 223.57 76.79 230.43" fill="#f2f1eb"/><polygon points="76.8 230.43 81.34 233.07 100.05 222.27 72.55 206.29 67.97 208.94 66.42 208.03 72.56 204.49 103.16 222.27 79.66 235.84 78.11 234.94 79.92 233.89 75.37 231.25 76.8 230.43" fill="#f2f1eb"/><path d="m78.11,234.94l-7.23,4.17-4.54-2.64-5.5-3.19-1.84-1.06-1.52-.89,7.47-4.32-1.55-.9-17.75,10.24-2.39-1.39-1.55-.91-8.6-4.99,14.21-8.2-1.55-.91-15.77,9.11,10.15,5.9,1.56.9,18.89,10.98,19.06-11-1.55-.9Zm-17.49,10.1l-13.4-7.79,8.87-5.12,2.92,1.7.44.26,5.49,3.19,4.55,2.64-8.87,5.12Z" fill="#f2f1eb"/><polygon points="59.06 237.79 65.69 241.62 65.74 237.74 59.06 233.86 59.06 237.79" fill="#e5e3da"/><polygon points="69.26 231.63 75.89 235.46 75.94 231.58 69.26 227.7 69.26 231.63" fill="#e5e3da"/><polygon points="65.63 226.62 65.63 230.51 60.84 233.28 59 232.21 59 230.45 65.63 226.62" fill="#b8b6ac"/><polygon points="68.36 212.62 58.12 218.53 58.12 214.64 68.36 208.73 68.36 212.62" fill="#cbc9be"/><polygon points="47.74 224.51 37.5 230.42 37.5 226.53 47.74 220.62 47.74 224.51" fill="#cbc9be"/><polygon points="47.35 232.6 43.27 234.96 41.71 234.06 45.8 231.7 47.35 232.6" fill="#f2f1eb"/><polygon points="68.01 221.82 64.98 223.57 63.43 222.66 66.46 220.91 68.01 221.82" fill="#f2f1eb"/><path d="m103.16,222.27l-23.5,13.57h0s-6.14,3.54-6.14,3.54h0s-12.92,7.46-12.92,7.46l.05,18.08,42.56-24.57-.05-18.08Zm-14.39,21.75l-.03-8.98,9.31-5.38.03,8.98-9.31,5.38Z" fill="#cbc9be"/><g><path d="m48.72,230.08c-.76.45-1.74.58-2.59.35l.37-.58c.47.13,2.36-.04,1.7-.89-.43-.56-2.37-.43-2.11.51l-.6.35-2.48-1.44,2.53-1.46.71.41-1.88,1.09,1.01.59c.29-1.47,3.88-1.38,4,.14.03.42-.33.74-.66.94h0Z" fill="#00224d"/><g><path d="m53.76,227.16l.06-.04h0c-.75.43-1.71.54-2.54.32h0c.81.22,1.74.12,2.48-.28h0Z" fill="#00224d"/><path d="m53.86,227.1c-.76.45-1.74.58-2.58.35l.36-.58c.46.13,2.35-.04,1.69-.88-.43-.55-2.36-.43-2.1.51l-.59.34-2.48-1.43,2.52-1.45.71.41-1.87,1.08,1.01.58c.29-1.46,3.89-1.37,3.99.16.03.41-.33.73-.65.92h0Z" fill="#00224d"/><ellipse cx="50.76" cy="228.33" rx=".7" ry=".42" fill="#00224d"/></g></g><g><path d="m82.79,219.38c-.74.44-1.69.56-2.51.34l.35-.56c.44.12,2.27-.03,1.66-.85-.42-.56-2.29-.43-2.05.48l-.58.33-2.41-1.39,2.45-1.41.69.39-1.82,1.05.98.57c.28-1.42,3.78-1.33,3.87.15.03.4-.32.7-.63.89h0Z" fill="#00224d"/><path d="m79.29,221.37l-2.91,1.68-.65-.38c.07-.82.57-2.38-.63-2.6-.65-.12-1.81.54-.85,1.09l-.72.37c-.94-.56-.66-1.41.22-1.83.8-.38,1.96-.4,2.66.21.64.56.32,1.47.24,2.19l1.96-1.13.69.4h0Z" fill="#00224d"/><polygon points="70.61 222.36 71.22 222.01 71.22 222.01 70.61 222.36 70.61 222.36 70.61 222.36" fill="#00224d"/><polygon points="69.92 221.96 70.61 222.36 70.61 222.36 69.92 221.96 69.92 221.96 69.92 221.96" fill="#00224d"/><polygon points="71.28 221.18 69.92 221.96 69.92 221.96 71.28 221.18 71.28 221.18 71.28 221.18" fill="#00224d"/><polygon points="75.44 223.6 71.28 221.18 71.28 221.18 75.44 223.59 75.44 223.6 75.44 223.6" fill="#00224d"/><polygon points="71.22 222.01 74.7 224.02 74.7 224.02 71.22 222.01 71.22 222.01 71.22 222.01" fill="#00224d"/><polygon points="74.7 224.02 75.44 223.6 75.44 223.59 74.7 224.02 74.7 224.02 74.7 224.02" fill="#00224d"/><polygon points="74.7 224.02 75.44 223.59 71.28 221.18 69.92 221.96 70.61 222.36 71.22 222.01 74.7 224.02 74.7 224.02" fill="#00224d"/><polygon points="75.44 223.6 74.7 224.02 71.22 222.01 70.61 222.36 69.92 221.96 71.28 221.18 75.44 223.6 75.44 223.6" fill="#00224d"/><ellipse cx="79.78" cy="220.57" rx=".69" ry=".41" fill="#00224d"/></g><g><path d="m57.35,240.9c-.74.44-1.66.52-2.49.34l.32-.58c.37.09,2.09.1,1.8-.68s-1.65-.1-2.06.15l-.6-.35c2.1-1.18-1.67-1.47-1.04-.15l-.88.11c-.83-1.36,2.17-2.04,3-1.42.35.26.45.68.13,1.02.62-.24,1.39-.33,1.99.02.76.45.48,1.15-.17,1.54h0Z" fill="#00224d"/><path d="m63.75,237.15l-2.94,1.7-.66-.38c.07-.83.57-2.4-.65-2.63-.66-.12-1.83.55-.86,1.1l-.73.38c-.95-.57-.68-1.42.22-1.85.81-.38,1.99-.4,2.69.22.65.56.33,1.48.25,2.21l1.98-1.15.7.4h0Z" fill="#00224d"/></g><ellipse cx="59.35" cy="239.24" rx=".73" ry=".44" fill="#00224d"/></g><g><path d="m51.71,31.52s.22.49-.49.83c-.71.34-2.1.38-2.1.38l-2.3-4.42,1.52-3.78s.79.59,1.29,1.39c.5.79,1.39,4.32,1.5,4.38.11.06.58,1.22.58,1.22Z" fill="#b1c1ca"/><path d="m44.48,72.88s-.08.64-.06.68c.02.04,2.23,1.05,2.97,1.17s2.65,1.19,3.32,1.25c.68.06.94-.22,1-.39.06-.17.12-.63.03-.98-.09-.35-1.73-.7-1.73-.7l-5.53-1.03Z" fill="#0a0a0a"/><path d="m47.94,71.86s2.17.98,2.64,1.21c.47.23.96.72,1.1,1.28.14.56-.02.98-.47,1.15-.45.16-2.39-.6-2.43-.66-.04-.07-2.8-.96-2.9-1.06-.1-.1-1.35-.31-1.39-.9-.04-.59,1.01-2.22,1.01-2.22l2.45,1.2Z" fill="#e3a81d"/><path d="m48.31,72.48c-.03.4-1.36.92-1.77.88-.32-.03-1.44-.12-2.11-.52-.17-.1-.32-.22-.41-.36-.47-.7-.49-2.74-.89-4.59-.41-1.85-.61-7.16-.74-7.52-.13-.35-.44-1.78-.39-4.73.05-2.95,0-7.24.69-8.09.27-.33,1.06-.67,1.93-.96,1.36-.45,2.91-.79,2.91-.79,0,0,.83,3.86.77,5.25-.06,1.39.14,6.11.19,6.92.06.82-.04,3.1-.22,3.99-.17.89-.29,5.99-.29,7.02,0,1.03.36,3.07.33,3.47Z" fill="#13609c"/><path d="m35.72,75.78l-.36.28s-.2.56-.07.84c.13.28.63,1.84.82,2.28.2.44,1.15.99,1.98,1.16.83.17,1.57-.02,1.79-.22.22-.2.18-.8.18-.8l-2.36-1.81-1.98-1.72Z" fill="#0a0a0a"/><path d="m38.52,75s.46,1.57.93,2.48c.47.9.76,1.79.53,2.18-.22.39-1.03.52-1.81.47s-1.33-.52-1.74-1.04c-.41-.52-.74-2.1-.74-2.1,0,0-.25-.91-.34-1.31-.09-.4-.08-1.48-.08-1.48l3.25.81Z" fill="#e3a81d"/><path d="m44.81,48.19c-.11,1.28-.67,3.14-.7,3.48-.03.34-1.07,2.6-1.23,3-.08.19-.44,1.02-.88,2.05-.48,1.15-1.04,2.54-1.36,3.59-.25.82-.36,2.23-.4,3.72h0c-.06,2.13.01,4.41.01,5.29,0,1.5-.82,5.16-.82,5.16,0,0-.64,1.23-1.15,1.34-.51.11-1.67.08-2.32.02-.35-.03-.8-.44-1.12-.86-.27-.35-.46-.7-.45-.84.03-.31-.01-3.54-.04-5.36-.03-1.82.45-7.04.44-7.32,0-.28-.63-8.06-.74-10.1-.1-1.91.65-4.67.73-4.97,0-.02,0-.03,0-.03,0,0,.02,0,.05,0,.09,0,.31.02.63.04,2.26.15,9.44.7,9.35,1.78Z" fill="#13609c"/><path d="m34.86,73.34c-.02.27-.03.98-.02,1.65-.27-.35-.46-.7-.45-.84.03-.31-.01-3.54-.04-5.36-.03-1.82.45-7.04.44-7.32,0-.28-.63-8.06-.74-10.1-.1-1.91.65-4.67.73-4.97.02,0,.04-.02.05-.03.4-.18.67-.29.67-.29l-.04.33-.39,3.3s-.02,4.29.05,4.49c.08.19.72,3.76.72,3.76l.23,4.25-1.05-4.98s.27,3.85.23,4.28c-.04.43-.01,4.17.06,4.45.07.29-.37,4.35-.37,4.35,0,0-.02,2.47-.07,3.03Z" fill="#0d4169"/><path d="m49.92,30.52c-.09,1-.54,3.9-.62,4.74s-.71,3.04-1.15,6.32c-.45,3.28-.09,3.75-.42,4.88-.33,1.12-1.09,2.56-3.85,3.57-.96.35-2.03.45-3.09.4-1.34-.06-2.66-.35-3.65-.66-.49-.14-.9-.3-1.19-.42-1.38-.59-2.4-1.94-2.24-2.89.16-.95.59-1.48.69-1.75.09-.28,1.51-4.26,1.69-4.74.18-.48,0-2.33,0-2.52.01-.18-1.31-7.18-.86-8.35.44-1.17,1.59-1.9,1.91-2.18.32-.29,3.22-2.3,3.4-2.42.18-.12,2.14-1.38,2.14-1.38l4.06.77s1.51.13,2.5,1.58c.98,1.44.75,4.06.67,5.06Z" fill="#b1c1ca"/><path d="m49.29,40.78c.05.94.05,1.73-.22,2.07-.59.74-2.94,1.99-3.07,1.03-.12-.95.62-13.63.59-14.15-.04-.53.41-1.08.84-2.04.43-.94-.41-3.35-.41-3.35,0,0,.07-.16.33-.17.16-.01.39.02.72.18.4.19.86.62,1.23,1.24.41.68.71,1.6.7,2.68,0,2.08-.33,7.03-.69,9.01-.09.51-.11,1.09-.1,1.67,0,.62.05,1.26.08,1.83Z" fill="#fadd98"/><path d="m49.21,38.95c0,.62.05,1.26.08,1.83-.23.25-.45.48-.63.63-.32.27-.62.42-.91.42-.12,0-.25-.02-.36-.07-.43-.2-.59-.68-.59-1.07l.57-10.33c.04-.61.17-1.22.41-1.79.38-.93.82-2.71-.55-4.29l.12-.1c.16-.01.39.02.72.18.4.19.86.62,1.23,1.24.33,1.47-.08,2.8-.35,3.45-.19.44-.29.9-.31,1.37l-.54,9.79c.33-.33.75-.82,1.11-1.25Z" fill="#fff"/><path d="m44.8,39.47c-.56,6-1.11,5.98-3.89,6.54-2.76.56-6.39-2.17-6.35-2.44.01-.1.21-.57.45-1.17.22-.52.49-1.14.71-1.65.27-.62.48-1.09.48-1.09,0,0,4.97,2.01,5.16-1.26.19-3.28-.25-7.21-1.95-9.44-1.69-2.23-2.91-1.52-2.91-1.52l-.86.85c.04-.1.39-.9.68-1.22.14-.15.93-.66,1.78-1.19.42-.26.85-.53,1.23-.75.57-.35,1-.6,1-.6.62-.38.65-.18.65-.18,0,0-.99.77-.41,1.78.58,1,2.3,2.09,3.43,2.8,1.12.71.98,1.23,1.26,1.55.28.31-.17,6.2-.44,9Z" fill="#fadd98"/><path d="m44.66,30.63c-.07-.47-.48-.76-1.36-1.39-.86-.62-2.04-1.47-3.02-2.57-.73-.82-.75-1.19-.75-1.23,0,.06-.06.07-.09.08l-.12-.39c-.37.22-.81.49-1.23.75.13.53.48,1.11,1.08,1.78,1.08,1.22,2.4,2.16,3.26,2.79.27.19.59.43.77.57,0,1.66-.53,10.99-1.11,11.99-.17.16-1.11.37-2.54.14-1.32-.22-2.94-.83-3.53-1.92-.09-.17-.19-.33-.29-.48-.22.51-.49,1.13-.71,1.65,1.1,1.46,3.25,2.14,5,2.3.19.01.44.03.73.03.85,0,1.98-.13,2.5-.79,1.12-1.41,1.43-13.21,1.41-13.31Z" fill="#fff"/><path d="m35.96,35.78l-.16-.32.16.32Z" fill="#fcc7aa"/><path d="m42.2,22.83s-.17.47-.34.74c-.16.27-.67.71-.74.83-.07.12.56,1.08.7,1.33.15.25,1.51,1.3,2.21,1.57s1.11.2,1.58-.15c.47-.35.61-2.05.61-2.05,0,0-3.11-2.71-4.03-2.27Z" fill="#ffa776"/><path d="m44.74,27.43l-.32,1.04s-1.51-.63-2.67-1.52-1.2-2.47-1.2-2.47l.84-.73.45-.11s-.25.8-.13,1.16c.12.37,2,2.46,3.2,2.22,1.21-.23,1.83-.94,1.83-.94l-.66,2.38-1.36-1.04Z" fill="#9eadb5"/><path d="m49.76,20.67s-.62,3.06-.71,3.34c-.09.27-.98,1.97-1.33,2.42-.35.46-1.15,1.15-1.27,1.25-.12.1-1.02.16-1.26.1-.24-.07-1.9-1.73-2.47-2.81-.57-1.08-.62-3.12-.49-3.72.13-.6.45-3.08,1.09-3.21.64-.13,6.39.2,6.45,2.63Z" fill="#ffc3a1"/><path d="m49.06,21.19s-.84.45-2.02.33c-1.18-.12-1.41-.53-1.73-.49-.32.04-.89,1.02-.89,1.02l-.63.56-.66.26-.23,1.2-.27-.51s.15-1.16.12-1.43c-.02-.27-.36-.77-.45-.82-.09-.05-.33.55-.33.55,0,0-.16-.45-.02-2.18.15-1.73.56-3.08,2.03-3.84,1.47-.75,4.01-.22,4.84.41.82.63,1.26,1.56,1.27,3.27.01,1.71-.72,2.94-.72,2.94,0,0,.13-1.35.08-1.5-.05-.15-.41.22-.41.22Z" fill="#7d4e2a"/><path d="m42.49,23.28s-.39-.02-.53-.31c-.14-.29-.36-1.24-.32-1.53s.17-.43.33-.42c.16.01.79.73.75.97-.04.23,0,1.29-.24,1.3Z" fill="#ffc3a1"/><path d="m48.32,22.24s-.55,1.11-.72,1.28-.88.24-.88.24c0,0-1.42-.19-1.77-.47-.35-.28.17-1.83.75-1.69.59.14,1.89.42,2.32.43s.29.2.29.2Z" fill="#ffd6bf"/><polygon points="43.28 21.49 42.6 23.16 42.56 24.6 42.87 25.24 43.1 23.36 43.98 21.6 43.28 21.49" fill="#e5e3da"/><path d="m50.33,21.46c-.15.68-.37,1.16-.57,1.32-.56.42-3.17.76-5.33-.27-1.11-.52-1.75-1.6-2.1-2.53-.34-.88-.42-1.63-.42-1.63.03-.23.07-.45.13-.65h0c.59-2.17,2.37-2.59,3.37-2.66.24-.02.43-.02.56-.02h.09c.2,0,.32.01.32.01.94.06,2.77.39,3.46,1.84.09.19.17.39.23.58.53,1.46.49,2.96.27,4Z" fill="#fac852"/><path d="m43.67,22.03s.43,1.74,2.12,2.13c1.69.39,3.74,0,4.21-.23.47-.23.05-1.58.05-1.58,0,0-.94.26-2.9.26s-3.48-.58-3.48-.58Z" fill="#fac852"/><path d="m42.08,17.55l.05-.15s.47,2.26,1.3,3.12c.83.86,2.45,1.75,4.71,1.64,1.28-.07,2.19-.68,2.19-.68l-.03.13s-.29.64-.54.81c-.26.17-2.46.49-3.84,0-1.38-.49-2.43-1.09-2.77-1.51-.35-.42-.88-1.79-.88-1.79l-.18-1.56Z" fill="#fac852"/><path d="m50.3,21.6c-.15.68-.34,1.03-.54,1.18-.56.42-3.17.76-5.33-.27-1.11-.52-1.75-1.6-2.1-2.53-.34-.88-.42-1.63-.42-1.63.03-.23.12-.6.18-.8.04.16.54,2.85,2.02,3.73,2.73,1.63,5.91.91,6.21.32Z" fill="#fbba20"/><path d="m74.97,65.29s1.89,1.78,2.4,2.11c.51.33.59,1.3.56,1.69-.03.4-.87.8-1.43.75s-2.14-1.62-2.14-1.62c0,0-2.19-1.06-2.87-1.63-.68-.57.16-1.91.16-1.91l3.31.61Z" fill="#0a0a0a"/><path d="m74.99,64.99s1.89,1.78,2.4,2.11c.51.33.59,1.3.56,1.69-.03.4-.87.8-1.43.75s-2.14-1.62-2.14-1.62c0,0-2.19-1.06-2.87-1.63-.68-.57.16-1.91.16-1.91l3.31.61Z" fill="#e3a81d"/><path d="m74.02,66.25c-.26.07-1.57.09-2.2-.28-.23-.14-.52-.39-.79-.66-.46-.46-.86-.95-.86-.95,0,0-.33-5.26-.28-5.91.06-.65-.41-8.05-.78-8.9-.37-.85-1.05-3.1-1.06-3.41,0-.08-.08-.64-.15-1.4-.2-2.03-.39-5.57.93-5.8,1.81-.32,5.71-.11,5.71-.11,0,0,1.15,1.92,1.31,4.47.16,2.55-.41,9.96-.46,11.96-.05,2-.15,9.1-.09,9.83.06.73-1.03,1.1-1.29,1.17Z" fill="#13609c"/><path d="m70.7,63.27c.31.46.34,2.03.34,2.03h0c-.46-.46-.86-.95-.86-.95,0,0-.33-5.26-.28-5.91.06-.65-.41-8.05-.78-8.9-.37-.85-1.05-3.1-1.06-3.41,0-.08-.08-.64-.15-1.4.74.18,1.46.57,1.46.57,0,0,.16,3.05.47,4.55.31,1.5.71,5.26.68,6.32s.22,2.24.22,2.24c0,0-.37-.03-.27.26.1.29.59,2.68.81,3.01.22.33.96,2.37.96,2.37l-1.44-1.94s-.41.68-.1,1.15Z" fill="#6c91c4" mix-blend-mode="multiply"/><path d="m66.59,67.68s-.21,2.14,0,2.44c.21.3.54,1.9.4,2.17-.14.27-1.13.35-1.13.35,0,0-2.18-.3-2.32-.86-.14-.55-.31-1.84-.23-2.27s-.51-1.76-.36-2.4c.15-.65,3.64.57,3.64.57Z" fill="#0a0a0a"/><path d="m66.62,67.33s-.21,2.14,0,2.44c.21.3.54,1.9.4,2.17-.14.27-1.13.35-1.13.35,0,0-2.18-.3-2.32-.86-.14-.55-.31-1.84-.23-2.27.08-.44-.51-1.76-.36-2.4s3.64.57,3.64.57Z" fill="#e3a81d"/><path d="m67.64,54.74l-.22,10.63s-.3,2.07-.74,2.38c-.43.31-3.45.08-3.45.08,0,0-.09-.12-.21-.31-.36-.54-1.03-1.67-.96-2.45.09-1.06.13-5.91.12-6.1-.01-.19-.37-7.46-.95-10.17-.58-2.71.06-9.17.06-9.17l3.18-.16,5.19-.26s-.03,4.35-.11,5.32c-.08.96-.83,2.06-1.27,3.84-.43,1.78-.64,6.37-.64,6.37Z" fill="#13609c"/><path d="m66.38,48.65c-.2.55-.67,1.63-.67,1.63l-.4,1.78-.91-.32s.08,2.73-.07,3.18c-.15.46-.41,3.13-.41,3.13l.16,2.49-.91-.74-.08,2.37-.5-.73-.02,3.92.46,2.15c-.36-.54-1.03-1.67-.96-2.45.09-1.06.13-5.91.12-6.1-.01-.19-.37-7.46-.95-10.17-.58-2.71.06-9.17.06-9.17l3.18-.16c.03,1.16.07,2.69.08,3.11,0,.7,1.32,3.25,1.32,3.25,0,0,.71,2.26.51,2.81Z" fill="#0d4169"/><path d="m76.84,24.11c-.41,1.47-1.25,5.47-1.25,5.47.13,2.25-.65,3.86-.92,5.06-.27,1.2.28,3.34.38,3.53.1.2.4,1.33.37,1.42-.03.09-2.19,1.97-3.03,2.44-.84.47-4.58,1.51-8.16.12-1.06-.41-1.8-.77-2.32-1.08-1.24-.72-1.22-1.13-1.22-1.13,0,0,.45-1.98.5-2.27.05-.29.6-3.75.64-4.28s2.3-3.68,1.77-6.24c-.09-.44-.2-.95-.32-1.48-.56-2.54-1.27-5.74-.95-6.13.38-.47,3.88-2.21,3.88-2.21l.96-.26c.96-.26,3.75-.21,4.9-.11,1.15.1,4.51,1.48,5.11,1.81.6.33.08,3.86-.33,5.33Z" fill="#97b3cd"/><path d="m65.56,35.08l-.43,3.67-.9,3.41-2.32-1.08h0c-1.24-.72-1.22-1.13-1.22-1.13,0,0,.45-1.98.5-2.27.05-.29.6-3.75.64-4.28s2.3-3.68,1.77-6.24c-.09-.44-.2-.95-.32-1.48.45-.53.73-.86.73-.86,0,0,1.81,4.87,1.84,5.47.03.6-.28,4.8-.28,4.8Z" fill="#7d95ac"/><path d="m73.46,13.01s-.47,3.28-.45,3.63c.02.35.15,1.58.08,2.2-.07.62-1.17,2.19-1.17,2.19l-.62.07s-1.11-.28-1.5-.49-.85-.24-1.07-1.24c-.23-.99.54-3.78.57-4.13.03-.36,4.17-2.23,4.17-2.23Z" fill="#ffc3a1"/><path d="m73.09,17.84s-.41,1.27-.84,2.1c-.43.83-.96.98-.96.98,0,0-1.15-.21-1.71-.55s-1.03-1.32-1.03-1.32c0,0-.34.85-.3,1.01.04.16-.16.49.69,1.03.86.54,1.72.96,1.72.96l.6-.87.82.87s1.1-.96,1.28-1.52c.71-2.19.24-2.94-.33-3.36.02.3.04.66.04.66Z" fill="#afc8df"/><path d="m72.56,16.28s-.77,2.1-1.03,2.31c-.25.21-2.62,1.48-3.22,1.34-.6-.15-.96-.44-1.18-1.09-.21-.64-.71-2.52-.73-3.18-.02-.66-.11-1.61-.11-1.81,0-.2-.11-1.98.23-2.69.34-.71,2.13-2.03,2.66-2.04.53-.02,3.22,1.78,3.24,1.83s.96,3.32.12,5.34Z" fill="#ffc3a1"/><path d="m72.34,15.35l-.24.38-.4-.03-.31-.81s-.42-.82-.38-1.29c.04-.47-.65-1.43-.78-1.37s-1.2.52-2.26.2c-1.05-.32-1.3-.96-1.3-.96,0,0-.32.19-.35.42-.03.23-.05.7-.05.7,0,0-.13-1.09-.05-2.09.09-1,1-2.33,2.56-2.96,1.56-.63,3.89.33,4.85,1.12.97.79,1.01,2.31.86,2.96-.15.65-.79,3.21-.79,3.21,0,0-.26-.85-.7-.47-.44.39-.68.98-.68.98Z" fill="#7d4e2a"/><path d="m72.65,14.86s.44-.57.91-.57c.47,0,.27,1.01.15,1.23-.13.22-.42.98-.69,1.04-.27.06-.48-.38-.47-.43,0-.05,0-1.14.11-1.27Z" fill="#ffc3a1"/><path d="m74.58,12.15s0,.05-.01.06c-.06.09-1.29.74-2.03.96-.74.22-2.1.56-4.36.26-2.27-.29-2.45-1.06-2.45-1.06,0,0-.12-.85.28-2.91.09-.46.29-.85.55-1.17.03-.04.05-.07.05-.07.88-1.06,2.36-1.37,2.36-1.37,1.01-.08,1.86.01,2.59.22,0,0,.01,0,.02,0,1.1.33,1.87.92,2.36,1.57,0,0,0,0,0,0,.07.1.14.2.2.3.65,1.11.52,2.87.45,3.21Z" fill="#fff"/><path d="m69.29,9.93s.78-1.94,1.42-2.29c.64-.35.94-.53,1.88-.15-.3-.2-.96-.47-1.44-.42-.48.05-2.03,1.12-1.86,2.86Z" fill="#c5d2da"/><path d="m74.58,12.15h-.32s.29-4.18-2.69-5.08c1.1.33,1.87.92,2.36,1.57,0,0,0,0,0,0,.07.1.14.2.2.3.65,1.11.52,2.87.45,3.21Z" fill="#c5d2da"/><path d="m65.73,11.42v-.17s.25.84,2.51,1.14c2.26.3,5.35-.47,5.96-.93.44-.24.44-.36.44-.36l.11.07-.47.82-5.31,1.1-2.54-.6-.6-.74-.11-.33Z" fill="#fff"/><path d="m65.73,11.42s-.03.64,2.33,1.02c2.37.39,5.69-.29,6.58-1.13l.11-.14v1.05s-1.06.95-3.31,1.26-3.6.01-4.59-.22c-.99-.23-1.14-1.11-1.14-1.11l.02-.73Z" fill="#c5d2da"/><path d="m65.71,11.8s-1.67,1.02-.12,1.74,3.03.69,4,.67c.97-.01,1.96-.82,1.96-.82,0,0-2.61.14-4.58-.39-1.01-.27-1.12-.54-1.26-1.21Z" fill="#fff"/><path d="m72.59,7.49s-.78-.56-1.58-.26c-.8.3-1.23,1.23-1.42,1.76-.19.53-.3.93-.3.93,0,0-.59-.04-.78-.06.2-1.19.42-1.8.92-2.4.5-.6,1.31-.58,1.31-.58,0,0,1.19.07,1.85.61Z" fill="#fff"/><path d="m67.7,9.72s.63-2.04,1.36-2.48c.73-.44.94-.43.94-.43h-.26s-1.28.19-1.5.59c-.22.41-.77,1.7-.54,2.31Z" fill="#c5d2da"/><path d="m69.74,6.81s-.91-.01-1.5,1.23c-.6,1.24-.54,1.69-.54,1.69,0,0-.55-.15-.73-.28.09-.8.49-1.82,1.02-2.25.53-.43,1.37-.39,1.75-.38Z" fill="#fff"/><polygon points="78.94 41.91 77.69 42.63 72.09 70.72 73.34 70 78.94 41.91" fill="#a66635"/><polygon points="77.69 42.63 80.27 44.12 85.87 78.68 83.3 77.19 77.69 42.63" fill="#7d4e2a"/><polygon points="81.52 43.4 80.27 44.12 85.87 78.68 87.12 77.96 81.52 43.4" fill="#a66635"/><polygon points="77.69 42.63 75.12 41.14 69.51 69.23 72.09 70.72 77.69 42.63" fill="#7d4e2a"/><polygon points="71.41 57.83 71.4 55.83 82.7 63.67 82.7 65.67 71.41 57.83" fill="#7d4e2a"/><polygon points="72.05 55.44 71.4 55.83 82.7 63.67 83.35 63.28 72.05 55.44" fill="#cc7b3d"/><polygon points="83.35 65.28 82.7 65.67 82.7 63.67 83.35 63.28 83.35 65.28" fill="#a66635"/><polygon points="56.02 73.16 56.02 71.59 94.13 49.58 94.13 51.15 56.02 73.16" fill="#a66635"/><polygon points="46.64 60.56 45.39 61.28 39.78 89.37 41.03 88.65 46.64 60.56" fill="#a66635"/><polygon points="45.39 61.28 47.96 62.77 53.57 97.33 50.99 95.85 45.39 61.28" fill="#7d4e2a"/><polygon points="49.21 62.05 47.96 62.77 53.57 97.33 54.82 96.61 49.21 62.05" fill="#a66635"/><polygon points="45.39 61.28 42.81 59.79 37.21 87.89 39.78 89.37 45.39 61.28" fill="#7d4e2a"/><polygon points="39.1 76.48 39.09 74.48 50.39 82.32 50.4 84.32 39.1 76.48" fill="#7d4e2a"/><polygon points="39.74 74.09 39.09 74.48 50.39 82.32 51.04 81.93 39.74 74.09" fill="#cc7b3d"/><polygon points="51.05 83.93 50.4 84.32 50.39 82.32 51.04 81.93 51.05 83.93" fill="#ab7b22"/><polygon points="56.02 71.59 33.7 58.7 71.81 36.69 94.13 49.58 56.02 71.59" fill="#cc7b3d"/><polygon points="58.38 66.36 42.75 57.33 69.45 41.92 85.09 50.94 58.38 66.36" fill="#007ac3"/><path d="m62.94,55.99l-3.57-2,6.45-3.72,3.57,2-6.45,3.72Zm-2.82-2.01l2.82,1.58,5.7-3.29-2.82-1.58-5.7,3.29Z" fill="#e6f0fa"/><path d="m58.05,58.35l-4.85-2.8,4.85-2.8,4.85,2.8-4.85,2.8Zm-4.11-2.8l4.11,2.37,4.11-2.37-4.11-2.37-4.11,2.37Z" fill="#e6f0fa"/><path d="m67.02,58.58l-4.85-2.8,4.85-2.8,4.85,2.8-4.85,2.8Zm-4.11-2.8l4.11,2.37,4.11-2.37-4.11-2.37-4.11,2.37Z" fill="#e6f0fa"/><path d="m68.56,54.16l-4.85-2.8,4.85-2.8,4.85,2.8-4.85,2.8Zm-4.11-2.8l4.11,2.37,4.11-2.37-4.11-2.37-4.11,2.37Z" fill="#e6f0fa"/><path d="m59.31,64.53l-.09-.05-13.3-7.68,22.6-13.05.09.05,13.3,7.68-22.6,13.05Zm-12.65-7.73l12.65,7.3,21.86-12.62-12.65-7.3-21.86,12.62Z" fill="#e6f0fa"/><polygon points="33.7 60.27 33.7 58.7 56.02 71.59 56.02 73.16 33.7 60.27" fill="#7d4e2a"/><path d="m44.53,55.87s-.01.07-.04.11c-.16.23-.78.07-.78.07l-.46-.52s0,.18-.01.43c-.03.48-.06,1.21-.07,1.33-.02.19-.06.76-.39.78h-.01c-.32,0-.43-.51-.41-.73.01-.21-.23-2.07-.23-2.07l-.28.85-.21.94h0s-.12.55-.12.55c0,0,0,.55-.07.9-.02.1-.06.19-.09.23-.18.21-.52-.04-.52-.04l-.08-.1s-.11.12-.22.21h0c-.06.05-.12.08-.18.08-.15-.01-.5-.14-.48-.36,0-.1,0-.22,0-.32-.01-.12-.03-.21-.03-.21,0,0-.2.08-.35.04-.07-.01-.12-.05-.16-.12-.12-.23-.33-1.07-.31-1.37.03-.3.15-.82.15-.87,0,0,0-.02.03-.07,0,0,0-.01,0-.02,0-.03.02-.06.03-.09,0,0,0-.02,0-.03.1-.24.28-.67.42-1.11,0,0,0-.01,0-.02.14-.42.26-.84.27-1.07.02-.61-.06-.99-.3-1.72-.24-.72-2.44-6.25-2.66-6.97-.22-.73-.31-3.4-.5-3.89-.16-.4-.8-3.47-1.02-4.55-.05-.23-.08-.37-.08-.37,0,0,.18-.13.43-.31.5-.37,1.27-.93,1.35-.93.14,0,2.52,1.01,2.52,1.01,0,0,.27,2.36.27,3.44s-.05,2.24.12,3.08c.16.84,1.29,5.95,1.51,6.86.21.91.85,3.17,1.15,3.56.3.39,1.27,1.44,1.3,1.63.03.19.13,1.08.18,1.19.05.1.34.34.33.56Z" fill="#ffc3a1"/><path d="m39.87,58.17s0,.01,0,.04c-.01-.12-.03-.21-.03-.21,0,0-.2.08-.35.04h0s.21-.16.15-.64c-.06-.47.08-1.3.08-1.3l.38-.84-.18.96s.04.45-.02.49c-.07.04-.03,1.46-.03,1.46Z" fill="#ffa776"/><path d="m41.44,58.52c-.02.1-.05.19-.09.23-.17.21-.51-.04-.51-.04l-.09-.1s-.1.13-.22.21l.21-2.45.23-1.06-.1,1.15-.1,2.06s.25.17.44.16c.08,0,.16-.07.23-.15Z" fill="#ffa776"/><path d="m42.54,57.72c.04.07.13.23.24.35-.33.02-.44-.51-.42-.72.02-.22-.23-2.07-.23-2.07l-.28.85-.21.94.23-1.69.31-.65.24,1.59s.04,1.24.13,1.4Z" fill="#ffa776"/><path d="m44.52,55.87s-.01.07-.04.11c-.16.24-.79.07-.79.07l-.46-.53s0,.18-.02.43h0s-.08-.92-.08-.92l-.03-.9.3,1.11s.18.25.43.47c.19.17.53.17.69.15Z" fill="#ffa776"/><path d="m40.07,53.52c-.08.09-.24.43-.4.83.14-.42.26-.84.27-1.07.02-.61-.06-.99-.3-1.72-.24-.72-2.44-6.25-2.66-6.97-.22-.73-.31-3.4-.5-3.89-.16-.4-.8-3.47-1.02-4.55l.38-.44s.67,3.07.83,4.21c.15,1.13.2,1.64.62,2.65.41,1.01-.36.85.54,3.27.89,2.43,2.01,5.87,2.57,6.45.31.22-.09.99-.3,1.23Z" fill="#ffa776"/><path d="m40.14,35.78s-.99.49-2.36.57c-1.37.08-2.37-.18-2.47-.21-.1-.03-.77-3.59-.74-4.01.04-.42.11-1.96.46-2.87.35-.91,1.48-1.83,1.48-1.83,0,0,1.99.92,2.78,3.21.79,2.3.85,5.14.85,5.14Z" fill="#c5d2da"/><path d="m61.4,48.83s-.4-.71-.41-1.05c0-.34-2.32-1.56-2.32-1.56l-.43.39,1.14,1.71s1.28.82,1.31.76.54.51.54.51l.17-.75Z" fill="#fa9c69"/><path d="m61.56,48.8l-.12.54-.22.25-.11-.54s-.68-1.21-.76-1.27c-.08-.06-.9-.71-.9-.71,0,0-.95-.05-1.02,0-.08.07-.31.43-.31.43,0,0,.14.9.17.93,0,.02.11.21.21.41.09.18.16.35.16.41,0,.13.01.4-.21.38-.22-.01-.37-.12-.37-.12l-.52-.67-.7-1.9s-.75-2.04-.9-2.18c-.15-.14-2.75-3.37-3.84-4.64-1.09-1.27-2.42-4.15-2.42-4.15l-.4-.83c.05-.5.2-1.5.33-2.46.1,0,.22-.02.35-.04.42-.05.9-.14,1.23-.31.18-.09.3-.18.38-.28.31.49.96,1.51,1.31,1.91.49.54,1.57,2.37,2.05,3.7.48,1.33,2.16,5.04,2.3,5.37.14.32,1.02,1.63,1.15,1.82.12.18,1.76,1.2,1.82,1.23.07.03,1.08,1.59,1.1,1.63.02.04.24,1.07.24,1.07Z" fill="#ffc3a1"/><path d="m58.67,49.26c0,.13.01.4-.21.38-.22-.01-.37-.12-.37-.12l-.52-.67-.7-1.9s-.75-2.04-.9-2.18c-.15-.14-2.75-3.37-3.84-4.64-1.09-1.27-2.42-4.15-2.42-4.15l-.4-.83c.05-.5.2-1.5.33-2.46.1,0,.22-.02.35-.04.04.74.12,2.33.2,2.64.1.41.51,1.17.82,1.65.31.47,1.17,1.67,1.35,2.07.18.39,1.9,2.89,1.9,2.89,0,0,1.04,1.31,1.29,1.59.26.28.64,1.06.87,1.41.23.35.89,2.81.89,2.81l.58,1.1.61.05c.09.18.16.35.16.41Z" fill="#ffa776"/><path d="m82.23,46.63c-.08.1-.18.07-.23.2-.03.09-.04.17-.05.26-.01.08-.01.2-.06.27,0,.01-.14.11-.14.06-.03.16-.19.33-.36.22-.16-.1-.15-.33-.14-.49,0-.06.05-.25-.03-.25-.04,0-.11.09-.17.18-.04.05-.07.1-.08.11l-.38-.27s.07-1.1.04-1.35c-.03-.25-.16-.57-.37-1.04-.21-.47-.84-.67-.84-.67l-.41.5-.08.89-.45.49-.12.12s-.37-.6-.41-.95c-.04-.35.29-2.02.29-2.09,0-.07.59-2.56.44-3.79-.15-1.23-1.17-6.09-1.15-6.61.02-.52-1.09-4.32-1.29-4.65-.16-.25-.03-1.07.04-1.44.02-.11.04-.18.04-.18l1.22-.35s1.61-.43,1.92.33c0,0,0,0,0,.02.32.79,1.64,4.62,1.77,5.92.13,1.3-.14,6.64-.22,7.52-.08.88.13,2.17.21,2.44.08.26.82,1.95.86,2.23.04.32.08.65.11.97.04.32.07.62.06.94,0,.13.04.36-.05.47Z" fill="#ffc3a1"/><path d="m79.5,43.88l-.5.85-.61.91-.51.86s-.15.2.52.31c.67.12,1.7.29,1.81.24.11-.05.4-.65.4-.65l.02-.82-.12-.45-.25-.59s-.06-.41-.77-.65Z" fill="#323338"/><path d="m66.59,47.83s-.01.92-.18,1.36h0c-.03.08-.07.15-.11.19-.28.26-.5-.28-.6-.71-.11-.43,0-1.74,0-1.74l-.36.6-.11,1.33s-.12,1.42-.18,2.05c-.05.63-.68.58-.81.42-.03-.03-.05-.13-.06-.26-.05-.51,0-1.55,0-1.55,0,0-.3-.03-.37-.03-.07,0-.58-.33-.78-.51-.2-.18-.62-1.2-.75-1.64-.13-.43-.12-.74.1-1.47.23-.73.58-1.53.6-1.76.02-.23-1.16-6.49-1.31-7.56-.14-1.07.04-2.35.12-2.95.08-.6-.58-4.35-.75-5.68s.19-2.22.19-2.22c0,0,.09,0,.23,0,.68.03,2.65.13,3.11.44.56.38.44,1.21.62,2.59.19,1.38.06,3.69-.02,4.3-.07.6-.07,1.97-.07,4.72,0,2.75.16,5.25.47,6.03.31.78,1.12,2.77,1.12,2.77l-.12,1.26Z" fill="#ffc3a1"/><path d="m82.23,46.63c-.08.1-.18.07-.23.2-.03.09-.04.17-.05.26-.01.08-.01.2-.06.27,0,.01-.14.11-.14.06-.03.16-.19.33-.36.22-.16-.1-.15-.33-.14-.49,0-.06.05-.25-.03-.25-.04,0-.11.09-.17.18l.23-1.32-.15-1.75.28,1.67-.12,1.66s.12.15.24.13c.12-.02.07-1.69.07-1.69l-.13-1.62.22,1.36.02,1.46.13-.17.08-.31-.21-2.39.25,1.16.11,1.03c0-.14,0-1.23,0-1.38,0-.16-.38-1.01-.41-1.27-.02-.26-.95-1.84-.93-2.08.02-.23.04-5.14.24-6.65.2-1.51-.18-3.4-.39-4.28-.21-.89-1.34-4.32-1.34-4.32l.23-.18c.32.79,1.64,4.62,1.77,5.92.13,1.3-.14,6.64-.22,7.52-.08.88.13,2.17.21,2.44.08.26.82,1.95.86,2.23.04.32.08.65.11.97.04.32.07.62.06.94,0,.13.04.36-.05.47Z" fill="#ffa776"/><path d="m64.15,47.8l.04,1.73s-.3-.03-.37-.03c-.07,0-.58-.33-.78-.51-.2-.18-.62-1.2-.75-1.64-.13-.43-.12-.74.1-1.47.23-.73.58-1.53.6-1.76.02-.23-1.16-6.49-1.31-7.56-.14-1.07.04-2.35.12-2.95.08-.6-.58-4.35-.75-5.68s.19-2.22.19-2.22c0,0,.09,0,.23,0-.04.54-.1,1.04-.11,1.25-.03.89.51,4.79.57,5.01.06.22-.02,1.74-.04,3.35-.02,1.61,1.09,7.73,1.09,7.74,0,0,.45,1.16.45,1.16,0,0-.15.11-.32.44-.17.33-.69,2.38-.69,2.38l.4,1.02.13-.66.15.78.28.49.16-1.08.14,1.37.34.25.12-1.42Z" fill="#ffa776"/><path d="m79.98,26.37s-.97.95-1.86,1.16-1.85.24-1.85.24c0,0-.36-1.3-.41-1.47s1.32-7.52,1.32-7.52c0,0,.61.33,1.23,1.84.63,1.51,1.26,4.78,1.58,5.75Z" fill="#7d95ac"/><path d="m62.32,19.55s-1.21,1.1-1.44,3.24c-.23,2.14-.08,4.25-.08,4.25,0,0,1.64.07,2.64.23,1,.16,1.72-.06,1.72-.06,0,0-.27-3.15-.48-3.99-.21-.84-.82-2.73-1.39-3.58-.46-.69-.97-.08-.97-.08Z" fill="#97b3cd"/><path d="m66.4,49.19c-.03.08-.07.15-.11.19-.28.26-.5-.28-.6-.71-.11-.43,0-1.74,0-1.74l-.36.6-.11,1.33s-.12,1.42-.18,2.05c-.05.63-.68.58-.81.42-.03-.03-.05-.13-.06-.26.08.08.16.14.23.15.22.03.5-.35.5-.35l.22-2.55.23-1.22.39-.89s.16.17.15.62c0,.45,0,1.42,0,1.42,0,0-.07.42.06.74.12.31.4.2.43.19Z" fill="#ffa776"/><polygon points="75.11 24.98 72.51 25.26 72.51 25.98 75.11 25.67 75.11 24.98" fill="#7d95ac"/><polygon points="74.09 25.09 74.09 23.47 74.6 23.47 74.6 25.04 74.09 25.09" fill="#153d7a"/><polygon points="73.81 24.53 73.25 24.53 73.31 25.18 73.81 25.12 73.81 24.53" fill="#fac852"/><path d="m49.37,20.17s-.3-2.22-.59-3.02c-.29-.8-1.01-1.86-1.01-1.86,0,0,1.46.91,1.6,1.5.14.6,0,3.37,0,3.37Z" fill="#fbba20"/><path d="m47.96,20.38s-.21-2.51-.71-3.65c-.5-1.14-1.29-1.69-1.29-1.69l1.06.22,1.56,3.35-.63,1.77Z" fill="#fbba20"/><path d="m46,20.04s-.37-2.35-.69-3.14c-.32-.79-1-1.62-1-1.62l.57-.03,1.23,2.34-.11,2.45Z" fill="#fbba20"/><path d="m44.31,15.29s.89.53,1.26,1.94c.37,1.41.44,2.81.44,2.81,0,0,.41.25,1.11.29-.25-2.78-.35-3.21-.71-4.02-.39-.87-1.27-1.23-1.27-1.23l-.81.2Z" fill="#fac852"/><path d="m47.96,20.38s-.11-3.39-.85-4.36c-.74-.97-1.15-.99-1.15-.99,0,0,.6-.06,1.25.12,1.22.94,1.39,2.31,1.54,3.31.15.96.15,1.82.15,1.82,0,0-.54.1-.95.1Z" fill="#fac852"/><path d="m49.37,20.17s-.03-1.79-.47-3.14c-.44-1.35-1.13-1.74-1.13-1.74,0,0,.78.16,1.27.63.52.58.85,1.61.92,2.54.07.93.05,1.47.05,1.47,0,0-.43.18-.63.24Z" fill="#fac852"/><path d="m71.45,18.76s.04-.1.06-.16c-.23.18-1.72.99-2.63,1.25.06.13.13.24.2.32.9-.25,2.17-1.01,2.37-1.41.02-.04.04-.1.06-.16" fill="#ffa776"/></g><g><g><polygon points="387.7 26.93 398.53 19.61 397.97 45.93 369.95 60.75 369.2 33.91 387.7 26.93" fill="#787670"/><polygon points="379.87 43.58 382.58 45.22 388.11 42.04 380.69 31.51 379.83 32.5 379.87 43.58" fill="#757e89" mix-blend-mode="multiply" opacity=".2"/><polygon points="379.84 42.24 379.85 42.25 379.85 42.26 379.84 42.24" fill="#b3b3b3" mix-blend-mode="multiply"/><polygon points="387.74 42.15 387.74 30.29 385.33 28.91 385.33 40.76 387.74 42.15" fill="#302217"/><polygon points="387.74 42.15 387.74 30.29 388.01 30.14 388.01 42 387.74 42.15" fill="#37251a"/><polygon points="381.11 42.29 383.22 43.51 387.74 40.9 385.62 39.69 381.11 42.29" fill="#614631"/><polygon points="383.22 44.01 383.22 43.51 387.74 40.9 387.74 41.41 383.22 44.01" fill="#37251a"/><polygon points="381.11 39.97 383.22 41.18 387.74 39.44 385.62 38.23 381.11 39.97" fill="#614631"/><polygon points="383.22 41.69 383.22 41.18 387.74 39.44 387.74 39.94 383.22 41.69" fill="#37251a"/><polygon points="381.11 37.11 383.22 38.33 387.74 35.72 385.62 34.51 381.11 37.11" fill="#614631"/><polygon points="383.22 38.83 383.22 38.33 387.74 35.72 387.74 36.23 383.22 38.83" fill="#37251a"/><polygon points="381.11 35.79 383.22 37 387.74 32.83 385.62 31.61 381.11 35.79" fill="#614631"/><polygon points="383.22 37.51 383.22 37 387.74 32.83 387.74 33.33 383.22 37.51" fill="#37251a"/><polygon points="380.69 31.51 383.1 32.96 388.01 30.14 385.48 28.67 380.69 31.51" fill="#574033"/><polygon points="383.22 33.41 383.1 32.96 388.01 30.14 387.74 30.81 383.22 33.41" fill="#37251a"/><polygon points="380.69 31.51 380.69 43.43 383.1 44.82 383.1 32.96 380.69 31.51" fill="#302217"/><polygon points="383.1 44.82 383.1 32.96 383.38 32.81 383.38 44.66 383.1 44.82" fill="#37251a"/><path d="m407.38,48.02c-.02.25-.03.49-.05.74-.02.35-4.03,1.45-4.5,1.61-1.53.52-3.07,1-4.63,1.46-.3.09-1.97.77-2.18.56-.3-.3,9.4-3.41,11.35-4.37Z" fill="#4a4840"/><polygon points="395.56 48.85 393.88 49.81 390.78 48.02 390.78 47.53 395.03 48.56 395.56 48.85" fill="#4a4840"/><polygon points="409.73 49.97 408.04 50.93 403.95 48.57 405.64 47.61 409.73 49.97" fill="#4a4840"/><path d="m404.35,46.95s0,0,0,0h0Z" fill="#807b71"/><polygon points="408.03 49.04 409.26 48.32 409.26 49.77 408.03 50.49 408.03 49.04" fill="#a8a18e"/><path d="m405.58,46.23h0s-1.23.71-1.23.71h0s0,0,0,0c0,0,0,0,0,0h0s0,0,0,0h0s0,0,0,0h0s3.64,2.07,3.68,2.09l1.23-.71s-3.65-2.05-3.68-2.09Z" fill="#a8a18e"/><path d="m404.73,47.17c.94.54,3.18,1.8,3.3,1.87v1.45s-3.68-2.12-3.68-2.12v-1.42s.15.09.38.23Z" fill="#807b71"/><path d="m406.82,47.65s0,0,0,0c-.06.08-.09.19-.12.29-.09.26-.14.4-.14.4-.05.15-.55,1-.55,1l-.83-.48s.02-.09.1-.22c.49-.82.81-.76.97-.82.1-.04.51-.2.53-.21,0,.01,0,.02.05.05Z" fill="#4a4840" mix-blend-mode="multiply" opacity=".2"/><polygon points="390.78 46.11 392.01 45.39 392.75 45.09 391.52 45.81 390.78 46.11" fill="#807b71"/><polygon points="393.65 47.16 394.88 46.44 395.03 48.56 393.8 49.27 393.65 47.16" fill="#a8a18e"/><polygon points="391.52 45.81 392.75 45.09 394.88 46.44 393.65 47.16 391.52 45.81" fill="#cecabf"/><polygon points="391.52 45.81 393.65 47.16 393.8 49.27 390.78 47.53 390.78 46.11 391.52 45.81" fill="#807b71"/><path d="m400.49,48.76c-.27.64-.99.95-1.64,1.18-1.61.57-3.26,1-4.94,1.32-1.46.27-3.43.77-4.89.5.15-.62,1.89-.52,2.43-.59,1.05-.15,2.09-.34,3.12-.58,1.01-.23,2.01-.49,3-.8.46-.14,2.75-.6,2.93-1.03Z" fill="#4a4840"/><path d="m406.8,46.84c0,.25.02.49.03.74.01.35-3.86,1.86-4.31,2.07-1.47.67-2.95,1.32-4.45,1.93-.29.12-1.88.97-2.11.79-.33-.26,1.31-1,1.54-1.13,1.41-.76,2.84-1.49,4.28-2.18,1.65-.79,3.32-1.53,5.02-2.22Z" fill="#493417"/><path d="m406.8,46.84c-.08.03-.17.07-.25.1.04.24-.04.48-.26.63-3.18,1.78-6.36,2.99-9.63,4.3-.18.06-.36.16-.54.15-.17.14-.26.26-.16.35.22.18,1.82-.67,2.11-.79,1.5-.62,2.98-1.26,4.45-1.93.45-.21,4.32-1.72,4.31-2.07,0-.25-.02-.49-.03-.74Z" fill="#493417" mix-blend-mode="multiply" opacity=".3"/><path d="m400.49,48.61c-.27.64-.99.95-1.64,1.18-1.61.57-3.26,1-4.94,1.32-1.46.27-3.43.77-4.89.5.15-.62,1.89-.52,2.43-.59,1.05-.15,2.09-.34,3.12-.58,1.01-.23,2.01-.49,3-.8.46-.14,2.75-.6,2.93-1.03Z" fill="#493417"/><path d="m389.16,51.4c-.07.06-.12.13-.14.21,1.46.28,3.43-.23,4.89-.5,1.68-.31,3.33-.75,4.94-1.32.6-.21,1.26-.49,1.57-1.04-2.68,1.46-7.48,2.47-11.26,2.64Z" fill="#493417" mix-blend-mode="multiply" opacity=".3"/><polygon points="388.45 84 425.63 62.34 425.62 67.03 388.45 88.7 388.45 84" fill="#7b7a71"/><polygon points="350.45 62.06 364.99 53.37 407.84 52.92 425.63 62.34 388.45 84 350.45 62.06" fill="#b8b6ac"/><polygon points="388.45 84 388.45 88.7 350.45 66.75 350.45 62.06 388.45 84" fill="#959388"/><polygon points="422.22 43.48 422.21 44.24 422.21 44.68 422.21 46.73 422.21 47.17 422.2 49.21 422.2 49.66 422.19 51.7 422.19 52.14 422.19 54.19 422.18 54.63 422.18 56.68 422.18 57.12 422.17 59.16 422.17 59.61 422.17 61.65 422.16 62.09 422.16 62.54 393.5 79.27 393.5 78.64 393.5 78.2 393.51 76.16 393.51 75.71 393.51 73.67 393.51 73.22 393.52 71.18 393.52 70.74 393.53 68.69 393.53 68.25 393.53 66.21 393.53 65.76 393.54 63.72 393.54 63.27 393.55 61.23 393.55 60.79 393.55 60.2 422.22 43.48" fill="#cbc9be"/><polygon points="422.21 44.24 422.21 44.68 393.55 61.23 393.55 60.79 422.21 44.24" fill="#b8b6ac"/><polygon points="422.21 46.73 422.21 47.17 393.54 63.72 393.54 63.27 422.21 46.73" fill="#b8b6ac"/><polygon points="422.2 49.21 422.2 49.66 393.53 66.21 393.53 65.76 422.2 49.21" fill="#b8b6ac"/><polygon points="422.19 54.19 422.18 54.63 393.52 71.18 393.52 70.74 422.19 54.19" fill="#b8b6ac"/><polygon points="422.19 51.7 422.19 52.14 393.53 68.69 393.53 68.25 422.19 51.7" fill="#b8b6ac"/><polygon points="422.18 56.68 422.18 57.12 393.51 73.67 393.51 73.22 422.18 56.68" fill="#b8b6ac"/><polygon points="422.17 59.16 422.17 59.61 393.51 76.16 393.51 75.71 422.17 59.16" fill="#b8b6ac"/><polygon points="422.17 61.65 422.16 62.09 393.5 78.64 393.5 78.2 422.17 61.65" fill="#b8b6ac"/><polygon points="358.91 40.26 376.7 29.92 403.61 16.46 376.12 32.48 358.91 40.26" fill="#cdc3c4"/><polygon points="393.55 60.2 393.55 60.83 393.55 61.27 393.54 63.31 393.54 63.75 393.53 65.79 393.53 66.23 393.53 68.26 393.53 68.71 393.52 70.74 393.52 71.19 393.51 73.22 393.51 73.67 393.51 75.7 393.51 76.15 393.5 78.18 393.5 78.63 393.5 79.27 358.85 59.32 358.85 58.62 358.86 58.18 358.86 56.15 358.86 55.7 358.87 53.67 358.87 53.22 358.88 51.19 358.88 50.74 358.88 48.71 358.88 48.26 358.89 46.23 358.89 45.78 358.9 43.75 358.9 43.31 358.9 41.27 358.9 40.83 358.91 40.26 358.91 40.26 360.34 39.61 360.77 39.42 362.75 38.52 363.18 38.33 365.16 37.43 365.59 37.24 367.58 36.34 368.01 36.15 369.99 35.25 370.42 35.06 372.4 34.16 372.83 33.97 374.82 33.07 375.25 32.88 376.12 32.48 377 33.89 377.44 34.59 379.46 37.79 379.9 38.49 381.91 41.69 382.35 42.39 384.36 45.59 384.8 46.29 386.81 49.49 387.25 50.19 389.27 53.39 389.7 54.08 391.72 57.29 392.16 57.98 393.55 60.2" fill="#e5e3da"/><polygon points="377.44 34.59 374.82 33.07 375.25 32.88 377 33.89 377.44 34.59" fill="#cbc9be"/><polygon points="379.9 38.49 372.4 34.16 372.83 33.97 379.46 37.79 379.9 38.49" fill="#cbc9be"/><polygon points="384.8 46.29 367.58 36.34 368.01 36.15 384.36 45.59 384.8 46.29" fill="#cbc9be"/><polygon points="382.35 42.39 369.99 35.25 370.42 35.06 381.91 41.69 382.35 42.39" fill="#cbc9be"/><polygon points="387.25 50.19 365.16 37.43 365.59 37.24 386.81 49.49 387.25 50.19" fill="#cbc9be"/><polygon points="389.7 54.08 362.75 38.52 363.18 38.33 389.27 53.39 389.7 54.08" fill="#cbc9be"/><polygon points="393.55 60.83 393.55 61.27 358.9 41.27 358.9 40.83 393.55 60.83" fill="#cbc9be"/><polygon points="392.16 57.98 360.34 39.61 360.77 39.42 391.72 57.29 392.16 57.98" fill="#cbc9be"/><polygon points="393.54 63.31 393.54 63.75 358.9 43.75 358.9 43.31 393.54 63.31" fill="#cbc9be"/><polygon points="393.53 65.79 393.53 66.23 358.89 46.23 358.89 45.78 393.53 65.79" fill="#cbc9be"/><polygon points="393.52 70.74 393.52 71.19 358.88 51.19 358.88 50.74 393.52 70.74" fill="#cbc9be"/><polygon points="393.53 68.26 393.53 68.71 358.88 48.71 358.88 48.26 393.53 68.26" fill="#cbc9be"/><polygon points="393.51 73.22 393.51 73.67 358.87 53.67 358.87 53.22 393.51 73.22" fill="#cbc9be"/><polygon points="393.51 75.7 393.51 76.15 358.86 56.15 358.86 55.7 393.51 75.7" fill="#cbc9be"/><polygon points="393.5 78.18 393.5 78.63 358.85 58.62 358.86 58.18 393.5 78.18" fill="#cbc9be"/><polygon points="369.76 47.42 369.76 37.92 379.62 43.59 379.62 53.08 369.76 47.42" fill="#666"/><polygon points="369.56 38.03 369.76 37.92 379.62 43.59 379.42 43.69 369.56 38.03" fill="#cbc9be"/><polygon points="379.42 53.19 379.62 53.08 379.62 43.59 379.42 43.69 379.42 53.19" fill="#cbc9be"/><polygon points="369.56 47.52 369.56 38.03 379.42 43.69 379.42 53.19 369.56 47.52" fill="#fff"/><polygon points="369.92 38.64 369.92 47.32 379.07 52.57 379.07 43.9 369.92 38.64" fill="#9acce5"/><polygon points="369.92 38.64 369.92 47.32 379.07 52.57 379.07 43.9 369.92 38.64" fill="#c8ddf0"/><path d="m373.14,47.69c1.23-.39,2.49-.69,3.77-.9-1.1-.75-2.38-1.23-3.71-1.4.51-1.07,1.28-2.02,2.23-2.73-.32-.07-.65.06-.95.2-.94.42-1.86.88-2.76,1.37-.18-.47-.36-.93-.55-1.4.05.12-.52.79-.61.9-.17.23-.35.46-.54.68,0,0-.04,2.82.04,2.81.08,0,.51.39.57.43.99.6,3.81,2.06,4.06,2.01-.44-.72-.96-1.38-1.57-1.96Z" fill="#0a0a0a"/><polygon points="370.32 38.87 370.32 47.15 379.07 52.17 379.07 52.57 369.92 47.32 369.92 38.64 370.32 38.87" fill="#cbc9be"/><polygon points="370.32 47.15 369.92 47.32 379.07 52.57 379.07 52.17 370.32 47.15" fill="#e5e3da"/><polygon points="379.07 46.34 379.07 46.59 369.92 41.34 369.92 41.09 379.07 46.34" fill="#fff"/><polygon points="370.32 40.92 369.92 41.09 379.07 46.34 379.07 45.94 370.32 40.92" fill="#e5e3da"/><polygon points="354.94 40.47 384.51 23.24 404.31 14.29 374.74 31.53 354.94 40.47" fill="#c65540"/><polygon points="394.43 63.27 424 46.04 422.84 46.85 393.27 64.09 394.43 63.27" fill="#803729"/><polygon points="394.43 63.27 393.92 63.63 393.27 64.09 374.74 34.19 356.09 42.62 355.26 41.08 354.94 40.48 374.74 31.53 394.43 63.27" fill="#a14737"/><polygon points="393.92 63.63 393.27 64.09 374.74 34.19 356.09 42.62 355.26 41.08 374.53 32.37 393.92 63.63" fill="#803729"/><polygon points="361.78 57.99 361.78 46.25 367.88 49.79 367.88 61.54 361.78 57.99" fill="#fff"/><polygon points="367.35 50.09 367.35 60.63 365.45 59.51 364.93 59.21 362.31 57.69 362.31 47.16 364.93 48.68 365.45 48.97 365.97 49.27 367.35 50.09" fill="#cbc9be"/><polygon points="367.35 60.03 362.83 57.38 362.31 57.69 367.35 60.63 367.35 60.03" fill="#e5e3da"/><polygon points="362.83 53.1 362.83 57.38 362.84 57.38 366.71 59.66 367.35 60.03 367.35 59.42 367.36 54.98 367.36 50.09 363.39 47.79 363.39 47.78 362.94 47.52 362.84 47.46 362.83 53.1" fill="#0a0a0a"/><polygon points="365.09 51.97 365.09 48.77 364.57 48.47 364.57 51.67 362.31 50.35 362.31 50.95 364.57 52.27 364.57 59.01 365.09 59.31 365.09 52.57 367.35 53.89 367.35 53.29 365.09 51.97" fill="#fff"/><polygon points="365.6 51.7 365.09 51.98 365.09 48.76 365.6 49.06 365.6 51.7" fill="#cbc9be"/><polygon points="367.35 52.69 367.35 53.29 365.09 51.97 365.6 51.7 367.35 52.69" fill="#e5e3da"/><polygon points="362.83 50.08 362.31 50.35 364.57 51.67 364.57 51.1 362.83 50.08" fill="#e5e3da"/><polygon points="365.61 59.01 365.09 59.31 365.09 52.57 365.61 52.87 365.61 59.01" fill="#cbc9be"/><polygon points="361.62 46.8 361.79 46.7 361.76 57.09 361.58 57.19 361.62 46.8" fill="#0d4169"/><polygon points="360.03 46.39 360.2 46.29 361.79 46.7 361.62 46.8 360.03 46.39" fill="#007ac3"/><polygon points="361.62 46.8 361.58 57.19 359.83 56.18 360.03 46.39 361.62 46.8" fill="#13609c"/><polygon points="369.63 52.43 369.8 52.33 369.77 62.72 369.6 62.82 369.63 52.43" fill="#0d4169"/><polygon points="367.88 50.44 368.05 50.34 369.8 52.33 369.63 52.43 367.88 50.44" fill="#007ac3"/><polygon points="369.63 52.43 369.6 62.82 367.85 60.83 367.88 50.44 369.63 52.43" fill="#13609c"/><polygon points="373.02 64.43 373.02 52.69 379.13 56.22 379.12 67.98 373.02 64.43" fill="#fff"/><polygon points="378.6 56.53 378.6 67.07 376.69 65.94 376.18 65.64 373.55 64.13 373.55 53.6 376.18 55.11 376.69 55.41 377.21 55.7 378.6 56.53" fill="#cbc9be"/><polygon points="378.6 66.47 374.08 63.82 373.55 64.13 378.6 67.07 378.6 66.47" fill="#e5e3da"/><polygon points="374.07 59.53 374.07 63.82 374.08 63.82 377.96 66.1 378.59 66.47 378.59 65.86 378.6 61.42 378.6 56.53 374.64 54.23 374.64 54.22 374.19 53.96 374.08 53.9 374.07 59.53" fill="#c8ddf0"/><polygon points="376.33 58.41 376.33 55.21 375.81 54.91 375.82 58.11 373.55 56.78 373.55 57.38 375.82 58.71 375.82 65.45 376.33 65.75 376.33 59.01 378.6 60.33 378.6 59.73 376.33 58.41" fill="#fff"/><polygon points="376.85 58.14 376.33 58.42 376.33 55.2 376.85 55.49 376.85 58.14" fill="#cbc9be"/><polygon points="378.6 59.13 378.6 59.73 376.33 58.41 376.85 58.14 378.6 59.13" fill="#e5e3da"/><polygon points="374.08 56.52 373.55 56.78 375.81 58.11 375.81 57.54 374.08 56.52" fill="#e5e3da"/><polygon points="376.85 65.45 376.34 65.75 376.33 59.01 376.85 59.31 376.85 65.45" fill="#cbc9be"/><polygon points="372.86 53.24 373.03 53.14 373 63.53 372.83 63.63 372.86 53.24" fill="#0d4169"/><polygon points="371.55 52.28 371.72 52.18 373.03 53.14 372.86 53.24 371.55 52.28" fill="#007ac3"/><polygon points="372.86 53.24 372.83 63.63 371.1 61.96 371.55 52.28 372.86 53.24" fill="#13609c"/><polygon points="380.53 58.08 380.71 57.98 381.02 68.18 380.84 68.28 380.53 58.08" fill="#0d4169"/><polygon points="379.12 56.88 379.29 56.78 380.71 57.98 380.53 58.08 379.12 56.88" fill="#007ac3"/><polygon points="380.53 58.08 380.84 68.28 379.09 67.27 379.12 56.88 380.53 58.08" fill="#13609c"/><polygon points="389.03 61.26 389.03 76.71 384.04 73.83 383.58 59.27 389.03 61.26" fill="#0a0a0a"/><polygon points="389.03 70.5 389.03 76.71 384.04 73.83 384.04 73.37 389.03 70.5" fill="#616059"/><polygon points="382.87 58.41 383.33 73.78 383.56 73.91 383.71 74 383.72 74 384.05 73.83 383.72 73.63 383.26 59.08 383.6 59.28 389.03 61.31 389.02 77.12 389.42 77.36 389.42 61.09 382.87 58.41" fill="#fff"/><polygon points="389.78 60.87 389.42 61.09 389.42 77.37 389.78 77.15 389.78 60.87" fill="#cbc9be"/><polygon points="383.24 58.18 382.88 58.41 389.42 61.09 389.78 60.88 383.24 58.18" fill="#cbc9be"/><polygon points="383.71 74 383.72 74 384.05 73.83 384.06 73.82 383.6 59.27 383.26 59.07 383.71 74" fill="#cbc9be"/><path d="m404.31,14.29l-29.57,17.24,19.69,31.75,29.57-17.24-19.69-31.75Z" fill="#a14737"/><polygon points="351.22 68.27 353.29 67.07 355.85 68.48 353.77 69.69 351.22 68.27" fill="#b8b6ac"/><polygon points="354.82 68.79 356.9 67.59 359.43 68.69 357.35 69.9 354.82 68.79" fill="#b8b6ac"/><polygon points="357.35 69.9 359.43 68.69 359.9 71.22 357.83 72.43 357.35 69.9" fill="#7b7a71"/><polygon points="362.57 75.07 364.65 73.87 364.42 75.42 362.35 76.62 362.57 75.07" fill="#807b71"/><polygon points="357.83 72.43 359.9 71.22 364.65 73.87 362.57 75.07 357.83 72.43" fill="#b8b6ac"/><polygon points="357.83 72.43 362.57 75.07 362.35 76.62 351.21 70.19 351.22 68.27 353.77 69.69 354.82 68.79 357.35 69.9 357.83 72.43" fill="#959388"/><polygon points="362.91 74.15 364.14 73.43 365.49 72.97 364.26 73.68 362.91 74.15" fill="#b8b6ac"/><g><path d="m366.31,76.06l-1.23.71c.12-.07.49-1.46.51-1.54l1.23-.71c-.02.08-.39,1.46-.51,1.54Z" fill="#7b7a71"/><g clip-path="url(#m)"><path d="m365.59,75.24l1.23-.71s-.08.29-.16.59l-1.23.71c.09-.3.16-.56.16-.59h0Z" fill="#7b7a71"/><path d="m365.43,75.83l1.23-.71c-.07.24-.15.5-.22.69l-1.23.71c.07-.19.15-.45.22-.69h0Z" fill="#7b7a71"/><path d="m365.21,76.51l1.23-.71c-.02.07-.05.12-.07.17l-1.23.71s.04-.1.07-.17h0Z" fill="#7b7a71"/><path d="m365.14,76.68l1.23-.71s-.02.05-.03.06l-1.23.71s.02-.04.03-.06h0Z" fill="#7b7a71"/><path d="m365.11,76.74l1.23-.71s-.02.03-.03.04l-1.23.71s.02-.02.03-.04h0Z" fill="#7b7a71"/></g></g><polygon points="364.26 73.68 365.49 72.97 366.82 74.53 365.59 75.24 364.26 73.68" fill="#cbc9be"/><path d="m364.26,73.68l1.34,1.56c-.02.08-.43,1.6-.53,1.54-.11-.06-2.05-2.5-2.15-2.63l1.34-.46Z" fill="#aba99f"/><polygon points="361.33 72.54 362.56 71.83 362.55 73.37 361.32 74.08 361.33 72.54" fill="#7b7a71"/><polygon points="360.83 71.68 362.06 70.97 362.56 71.83 361.33 72.54 360.83 71.68" fill="#cbc9be"/><g><path d="m359.62,71.13l1.23-.71c.05.03,1.15.52,1.21.55l-1.23.71c-.06-.03-1.16-.52-1.21-.55Z" fill="#b8b6ac"/><g clip-path="url(#n)"><polygon points="359.62 71.13 360.85 70.42 360.85 70.42 359.63 71.14 359.62 71.13 359.62 71.13" fill="#b8b6ac"/><polygon points="359.63 71.14 360.85 70.42 360.86 70.43 359.63 71.14 359.63 71.14 359.63 71.14" fill="#b8b6ac"/><path d="m359.63,71.14l1.23-.71c.1.05.61.28.93.42l-1.23.71c-.32-.14-.83-.37-.93-.42h0Z" fill="#b8b6ac"/><path d="m360.56,71.56l1.23-.71c.14.06.25.11.27.12l-1.23.71s-.12-.05-.27-.12h0Z" fill="#b8b6ac"/></g></g><path d="m360.83,71.68l.5.86v1.54s-1.71-.99-1.71-.99v-1.96c.06.03,1.16.52,1.21.55Z" fill="#959388"/><polygon points="385.14 78.16 387.02 77.07 389.02 78.5 387.15 79.59 385.14 78.16" fill="#cbc9be"/><polygon points="387.15 79.59 389.02 78.5 388.98 80.37 387.1 81.46 387.15 79.59" fill="#7b7a71"/><polygon points="385.14 78.16 387.15 79.59 387.1 81.46 384.66 79.45 385.14 78.16" fill="#aba99f"/><polygon points="384.57 89.77 385.8 89.06 387.03 88.44 385.81 89.16 384.57 89.77" fill="#b8b6ac"/><polygon points="388.12 90.25 389.35 89.54 389.58 91.43 388.35 92.14 388.12 90.25" fill="#7b7a71"/><g><path d="m385.81,89.16l1.23-.71c.1.06,2.2,1.04,2.31,1.09l-1.23.71c-.11-.05-2.21-1.03-2.31-1.09Z" fill="#cbc9be"/><g clip-path="url(#o)"><path d="m385.81,89.16l1.23-.71s0,0,.01,0l-1.23.71s0,0-.01,0h0Z" fill="#cbc9be"/><path d="m385.82,89.16l1.23-.71s.03.01.05.02l-1.23.71s-.04-.02-.05-.02h0Z" fill="#cbc9be"/><path d="m385.86,89.19l1.23-.71c.36.18,2.15,1.02,2.25,1.06l-1.23.71c-.1-.05-1.89-.89-2.25-1.06h0Z" fill="#cbc9be"/></g></g><path d="m388.12,90.25l.23,1.89-2.26-.97-1.52-1.39,1.24-.62c.1.06,2.2,1.04,2.31,1.09Z" fill="#aba99f"/><polygon points="368.66 79.13 370.25 78.74 383.72 86.54 382.98 87.56 368.66 79.13" fill="#b8b6ac"/><polygon points="382.98 87.56 382.39 88.74 368.91 80.94 368.66 79.13 382.98 87.56" fill="#959388"/><polygon points="367.58 82.2 368.91 80.94 382.39 88.74 380.92 88.98 367.58 82.2" fill="#b8b6ac"/><polygon points="380.92 88.98 381.05 90.94 367.58 83.14 367.58 82.2 380.92 88.98" fill="#959388"/><polygon points="387.24 88 387.07 83.18 385.43 84.13 384.19 85.23 383.73 86.56 383.72 86.54 382.98 87.56 382.39 88.74 382.39 88.74 380.92 88.98 381.05 90.94 387.24 88" fill="#7b7a71"/><polygon points="369.98 77.67 373.6 75.38 387.07 83.18 386.59 83.46 384.19 85.23 369.98 77.67" fill="#b8b6ac"/><polygon points="384.19 85.23 383.72 86.54 370.25 78.74 369.98 77.67 384.19 85.23" fill="#959388"/><path d="m380.47,86.61c0-.24-.14-1.24-.14-1.24,0,0-1.25-.73-1.38-.86-.13-.13-1.71-.94-1.71-.94,0,0-.67.69-.59.77s3.82,2.27,3.82,2.27Z" fill="#959388"/><path d="m378.8,82.82l-.65-1.58s-.18-.03-.44-.29c-.27-.27-.78-.7-.98-.7s-1.07.31-1.07.31c0,0,.13,1.36.23,1.36s2.92.9,2.92.9Z" fill="#959388"/><path d="m368.32,83.15c.17-.17,1.14-.66,1.22-.66s1.11,1.03,1.04.97-.84.11-1.1.11-1.16-.42-1.16-.42Z" fill="#959388"/><polygon points="419.18 61.96 419.18 50.22 413.08 53.75 413.08 65.51 419.18 61.96" fill="#e5e3da"/><polygon points="413.61 54.05 413.61 64.59 415.51 63.47 416.03 63.17 418.66 61.65 418.66 51.13 416.03 52.64 415.51 52.94 415 53.23 413.61 54.05" fill="#b8b6ac"/><polygon points="413.61 63.99 418.13 61.35 418.66 61.65 413.61 64.59 413.61 63.99" fill="#cbc9be"/><polygon points="418.13 57.06 418.13 61.35 418.13 61.35 414.25 63.62 413.61 64 413.61 63.39 413.61 58.95 413.61 54.06 417.57 51.75 417.57 51.75 418.02 51.49 418.13 51.42 418.13 57.06" fill="#212121"/><polygon points="415.88 55.93 415.88 52.73 416.39 52.44 416.39 55.63 418.66 54.31 418.66 54.91 416.39 56.23 416.39 62.98 415.88 63.28 415.88 56.53 413.61 57.85 413.61 57.25 415.88 55.93" fill="#e5e3da"/><polygon points="415.36 55.67 415.88 55.94 415.88 52.72 415.36 53.02 415.36 55.67" fill="#b8b6ac"/><polygon points="413.61 56.65 413.61 57.25 415.88 55.93 415.36 55.67 413.61 56.65" fill="#cbc9be"/><polygon points="418.13 54.05 418.66 54.31 416.39 55.63 416.39 55.07 418.13 54.05" fill="#cbc9be"/><polygon points="415.35 62.98 415.87 63.28 415.88 56.53 415.35 56.83 415.35 62.98" fill="#b8b6ac"/><polygon points="419.35 50.76 419.18 50.67 419.21 61.05 419.38 61.15 419.35 50.76" fill="#0d4169"/><polygon points="420.93 50.35 420.76 50.25 419.18 50.67 419.35 50.76 420.93 50.35" fill="#007ac3"/><polygon points="419.35 50.76 419.38 61.15 421.13 60.14 420.93 50.35 419.35 50.76" fill="#13609c"/><polygon points="411.33 56.4 411.16 56.3 411.19 66.69 411.36 66.79 411.33 56.4" fill="#0d4169"/><polygon points="413.08 54.4 412.91 54.31 411.16 56.3 411.33 56.4 413.08 54.4" fill="#007ac3"/><polygon points="411.33 56.4 411.36 66.79 413.12 64.79 413.08 54.4 411.33 56.4" fill="#13609c"/></g><g><g><path d="m413.52,75.27c-.1,0-.17-.08-.17-.17v-12.38c0-.1.08-.17.17-.17s.17.08.17.17v12.38c0,.1-.08.17-.17.17Z" fill="#0a0a0a"/><path d="m419.94,67.65s-.06,0-.09-.02l-6.33-3.65c-.08-.05-.11-.15-.06-.23.05-.08.15-.11.24-.06l6.33,3.65c.08.05.11.15.06.23-.03.06-.09.09-.15.09Z" fill="#0a0a0a"/><path d="m419.94,75.68s-.06,0-.09-.02l-6.33-3.65c-.08-.05-.11-.15-.06-.23.05-.08.15-.11.24-.06l6.33,3.65c.08.05.11.15.06.23-.03.06-.09.09-.15.09Z" fill="#0a0a0a"/><path d="m420.15,79.1c-.1,0-.17-.08-.17-.17v-12.38c0-.1.08-.17.17-.17s.17.08.17.17v12.38c0,.1-.08.17-.17.17Z" fill="#0a0a0a"/></g><g><path d="m399.41,72.77c-.09,0-.17-.07-.17-.16,0-.09.07-.18.16-.18l14.11-.78c.1,0,.18.07.18.16,0,.09-.07.18-.16.18l-14.11.78s0,0,0,0Z" fill="#0a0a0a"/><path d="m399.41,80.14s-.08-.01-.12-.04c-.07-.06-.08-.17-.01-.24l14.11-15.52c.06-.07.17-.07.24-.01.07.06.08.17.01.24l-14.11,15.52s-.08.06-.13.06Z" fill="#0a0a0a"/><path d="m399.3,83.49c-.1,0-.17-.08-.17-.17v-12.38c0-.1.08-.17.17-.17s.17.08.17.17v12.38c0,.1-.08.17-.17.17Z" fill="#0a0a0a"/><path d="m413.52,75.27c-.1,0-.17-.08-.17-.17v-12.38c0-.1.08-.17.17-.17s.17.08.17.17v12.38c0,.1-.08.17-.17.17Z" fill="#0a0a0a"/></g><g><path d="m405.93,87.31c-.1,0-.17-.08-.17-.17v-12.38c0-.1.08-.17.17-.17s.17.08.17.17v12.38c0,.1-.08.17-.17.17Z" fill="#0a0a0a"/><path d="m420.15,79.1c-.1,0-.17-.08-.17-.17v-12.38c0-.1.08-.17.17-.17s.17.08.17.17v12.38c0,.1-.08.17-.17.17Z" fill="#0a0a0a"/><path d="m405.95,84c-.06,0-.12-.03-.15-.09-.05-.08-.02-.19.06-.23l14.01-8.09c.08-.05.19-.02.23.06.05.08.02.19-.06.23l-14.01,8.09s-.06.02-.09.02Z" fill="#0a0a0a"/><path d="m405.95,75.97c-.06,0-.12-.03-.15-.09-.05-.08-.02-.19.06-.23l14.01-8.09c.08-.05.19-.02.23.06.05.08.02.19-.06.23l-14.01,8.09s-.06.02-.09.02Z" fill="#0a0a0a"/></g><path d="m420.05,67.99v-.29l-1.65-.66-.18-.11-1.77-1.02-.16-.09-1.75-1.01-.18-.11-1.65-.95-13.41,7.45v.29l1.7.98.13.07,1.91,1.1s3.6,2.08,3.6,2.08l13.41-7.74Z" fill="#7d4e2a"/><polygon points="420.05 67.7 406.64 75.44 399.3 71.21 412.71 63.46 420.05 67.7" fill="#cc7b3d"/><g><polygon points="418.22 66.64 404.81 74.39 404.99 74.49 418.4 66.75 418.22 66.64" fill="#a66635"/><polygon points="416.29 65.53 402.88 73.27 403.06 73.38 416.47 65.64 416.29 65.53" fill="#a66635"/><polygon points="414.36 64.42 400.95 72.16 401.13 72.26 414.54 64.52 414.36 64.42" fill="#a66635"/></g><g><path d="m399.3,83.49c-.1,0-.17-.08-.17-.17v-12.38c0-.1.08-.17.17-.17s.17.08.17.17v12.38c0,.1-.08.17-.17.17Z" fill="#0a0a0a"/><path d="m405.72,75.86s-.06,0-.09-.02l-6.33-3.65c-.08-.05-.11-.15-.06-.23.05-.08.15-.11.24-.06l6.33,3.65c.08.05.11.15.06.23-.03.06-.09.09-.15.09Z" fill="#0a0a0a"/><path d="m405.72,83.89s-.06,0-.09-.02l-6.33-3.65c-.08-.05-.11-.15-.06-.23.05-.08.15-.11.24-.06l6.33,3.65c.08.05.11.15.06.23-.03.06-.09.09-.15.09Z" fill="#0a0a0a"/><path d="m405.81,81.35s-.06,0-.09-.02l-3.16-1.83c-.08-.05-.11-.15-.06-.23.05-.08.15-.11.24-.06l3.16,1.83c.08.05.11.15.06.23-.03.06-.09.09-.15.09Z" fill="#0a0a0a"/><path d="m405.81,78.54s-.06,0-.09-.02l-3.16-1.83c-.08-.05-.11-.15-.06-.23s.15-.11.24-.06l3.16,1.83c.08.05.11.15.06.23-.03.06-.09.09-.15.09Z" fill="#0a0a0a"/><path d="m405.93,87.31c-.1,0-.17-.08-.17-.17v-12.38c0-.1.08-.17.17-.17s.17.08.17.17v12.38c0,.1-.08.17-.17.17Z" fill="#0a0a0a"/><path d="m402.61,85.4c-.1,0-.17-.08-.17-.17v-12.38c0-.1.08-.17.17-.17s.17.08.17.17v12.38c0,.1-.08.17-.17.17Z" fill="#0a0a0a"/></g></g><g><path d="m345.54,67.7s-.1-.13.09-.26c.43-.3.55-.07.55-.07v.36l-.25.06-.38-.09Z" fill="#0a0a0a"/><polygon points="346.3 67.84 346.38 68.01 346.57 68.15 346.65 68.32 346.65 68.48 346.54 68.7 346.33 68.79 346.14 68.71 346.01 68.63 345.95 68.49 345.88 68.4 345.92 68.22 346.08 68.26 345.95 67.99 346.21 67.79 346.3 67.84" fill="#585f63"/><path d="m347.79,76.89c-.07,0-.14-.02-.21-.05-.12-.07-.2-.18-.22-.32l-.12-.92c0-.07.04-.12.1-.13.07,0,.12.04.13.1l.12.92c0,.06.04.11.1.14.05.03.12.03.17,0l.87-.41c.06-.03.13,0,.16.06.03.06,0,.13-.06.16l-.87.41c-.06.03-.12.04-.18.04Z" fill="#c5d2da"/><path d="m344.34,65.12l.21,1.32,1.32,1.61c.19-.01.28-.05.44-.21l-.76-1.93-.34-1.82c-.15-.35-.68-.7-1.02-.66l.16,1.7Z" fill="#b1c1ca"/><path d="m345.54,67.7l.41.55.16-.13.17-.14.15.06-.24-.67c0,.19-.45.39-.64.33Z" fill="#585f63"/><path d="m343.4,75.22l-.1.53s.37.6.61.75c.24.15.52.52.41.7-.1.18-.4.42-1.02.11,0,0-.15-.09-.52-.53-.52-.62-.27-.84-.25-1.06.02-.23.1-.49.1-.49h.77Z" fill="#0a0a0a"/><path d="m344.73,73.45v.54s.24.26.42.35c.17.09.43.26.48.31.52.46-.3.75-.67.44-.22-.19-.33-.34-.53-.37-.2-.03-.59-.12-.64-.27-.05-.15.23-1.04.23-1.04l.72.04Z" fill="#0a0a0a"/><path d="m343.63,69.17l.49,2s-.41.79-.37,2.5c0,0,.41.59.99.32,0,0,.36-2.52.57-2.91.21-.39-.11-2.58-.11-2.58l-1.56.67Z" fill="#617a78"/><path d="m343.63,69.17l.49,2s-.41.79-.37,2.5c0,0,.41.59.99.32,0,0,.36-2.52.57-2.91.21-.39-.11-2.58-.11-2.58l-1.56.67Z" fill="#153d7a"/><path d="m344.17,69.36s0,.08,0,.21c0,.13,0,.3,0,.5,0,.6-.01,1.43-.08,1.92,0,.04-.09.5-.09.53-.11.71-.57,2.79-.54,3.05,0,0-.58,0-.88-.17-.05-.03-.1-.06-.13-.1-.21-.26.18-2.05.36-2.99,0,0,0-.4-.03-.56-.04-.17-.29-2.26-.29-2.26-.06-.12-.11-.25-.14-.39-.07-.28-.07-.6.02-.98.02-.09.05-.18.08-.27l2.76.26s-.12,1.06-1.03,1.25Z" fill="#2957a6"/><path d="m344.18,70.07s-.74.52-.74.52l-.21,1.94-.66,2.88c-.05-.03-.1-.06-.13-.1-.21-.26.18-2.05.36-2.99,0,0,0-.4-.03-.56-.04-.17-.29-2.26-.29-2.26-.06-.12-.11-.25-.14-.39l1.83.47c0,.13,0,.3,0,.5Z" fill="#153d7a"/><path d="m342.04,69.04l.07-.76s.06-.71.06-.71l.17-1.96.12-1.33c.14-.08.96-.66,1.64-.88l.91.29c.38,1.86.39,2.74.44,3.39v.03c0,.11.02.2.02.29,0,.11.02.2.02.28,0,.06,0,.11.01.16.01.14.02.25.03.38.02.18.04.4.07.75.12.88-3.2,1.4-3.55.07Z" fill="#fadd98"/><path d="m343.21,65.91c-.11-.21-.21-.44-.32-.68l-.56.37-.17,1.96s-.06.71-.06.71l-.07.76c.28,1.07,2.5.94,3.28.39-1.48-.56-1.68-2.12-2.11-3.52Z" fill="#fac852"/><path d="m344.08,62.85l-.6.8c-.36.29.27.96.87,1.01.28-.04.14-.72.48-.9l-.76-.91Z" fill="#e68b4e"/><path d="m343.94,63.75l.02.17c.02.12.08.24.18.31l.35.26c.19.06.35.04.48-.09.13-.13.29-.67.29-.67l.1-.24c.03-.38,0-.72-.22-.93-.31-.44-.69-.48-1.11-.34-.2.13-.3.32-.34.53v.6l.25.41Z" fill="#e68b4e"/><path d="m343.93,62.1s-.33.05-.47.34c0,0-.14.29.01.62.15.33.5.58.5.58,0,0,.22.15.5.26l.36.16s.19.07.38.02c.19-.05.33-.14.33-.14,0,0,.3-.17.21-.48-.09-.31-.24-.69-.34-.79l-1.48-.57Z" fill="#e3a81d"/><path d="m343.94,62.06s-.33.05-.47.34c0,0-.14.29.01.62s.5.58.5.58c0,0,.22.15.5.26l.36.16s.19.07.38.02c.19-.05.33-.14.33-.14,0,0,.3-.17.21-.48s-.24-.69-.34-.79l-1.48-.57Z" fill="#fbba20"/><path d="m343.58,62.55c.05-.18.18-.37.35-.48.05-.06.24-.2.47-.16h.24s.25-.03.57.26.33.84.33.84c0,0,0,.32-.1.5,0,0-.11.29-.56.28-.45,0-.82-.27-.82-.27-.48-.37-.54-.76-.47-.97Z" fill="#fac852"/><path d="m343.78,62.25c.18.3.73.86,1.15,1.16l-1.15-1.16Z" fill="#fbba20"/><path d="m343.92,62.06s.16-.1.42.07.44.38.44.38c0,0,.31.38.39.7,0,0,.01-.16-.19-.53-.2-.37-.61-.62-.61-.62,0,0-.28-.16-.45,0Z" fill="#fbba20"/><path d="m344.63,61.91c.39.09.75.43.82,1.08,0,0,0-.39-.16-.65-.13-.21-.37-.42-.66-.43Z" fill="#fbba20"/><path d="m342.35,67.61c.27-.92.45-1.45.51-1.97.06-.5.06-1.54-.41-1.37-.65.24-1.01,2.86-1,3.03.01.49-.12.98.37,2.34l.53-.09s-.07-1.35,0-1.95Z" fill="#b1c1ca"/><path d="m347.54,75.12s-.04,0-.05-.01l-1.24-.64c-.75-.39-1.4-.96-1.88-1.65l-1.19-1.73c-.13-.18-.3-.33-.5-.42l-1.29-.59c-.06-.03-.09-.1-.06-.16.03-.06.1-.09.16-.06l1.29.59c.24.11.45.28.6.5l1.19,1.73c.46.66,1.07,1.21,1.79,1.58l1.24.64c.06.03.08.1.05.16-.02.04-.06.06-.11.06Z" fill="#c5d2da"/><path d="m350.79,73.91s-.05,0-.07-.02l-1.05-.81c-.63-.49-1.18-1.15-1.58-1.91l-1.01-1.89c-.11-.2-.26-.38-.43-.5l-.94-.66c-.05-.04-.07-.11-.03-.17.04-.05.11-.07.17-.03l.94.66c.2.14.38.34.5.58l1.01,1.89c.39.73.91,1.36,1.52,1.83l1.05.81c.05.04.06.12.02.17-.02.03-.06.05-.09.05Z" fill="#c5d2da"/><path d="m349.59,77.13c-.05.09-.08.2-.08.34,0,.47.33,1.04.74,1.28.12.07.24.1.34.1l.02.04.21-.12c.13-.08.22-.24.22-.48,0-.47-.33-1.04-.74-1.28-.2-.12-.39-.13-.52-.05l-.21.12.02.04Z"/><path d="m349.35,77.57c0-.47.33-.66.74-.43.41.24.74.81.74,1.28s-.33.66-.74.43c-.41-.24-.74-.81-.74-1.28Z" fill="#0a0a0a"/><path d="m349.49,77.65c0-.38.27-.53.59-.34.33.19.59.65.59,1.03s-.27.53-.59.34c-.33-.19-.59-.65-.59-1.03Z" fill="#c5d2da"/><path d="m350.49,77.3l-.98-.57.2,1.1c.02.16.14.34.29.43.15.09.28.05.29-.09,0,0,.2-.87.2-.87Z" fill="#6f787e"/><path d="m350.14,78.05c0,.08-.06.11-.14.06-.08-.05-.14-.15-.14-.22s.06-.11.14-.06c.08.05.14.15.14.22Z" fill="#0a0a0a"/><path d="m353.16,75.34c0,.08-.03.15-.09.22-.05.06-.12.11-.21.16l-.84.44c-.4.21-1.08.19-1.57-.05l-3.57-1.73-.71-.35c-.12-.06-.2-.14-.21-.21,0-.06.04-.12.13-.17l2.76-1.45c.11-.06.26-.08.41-.07.18.01.36.07.48.17l3.19,2.65c.15.12.23.26.22.38Z" fill="#617a78"/><path d="m353.07,75.21c-.02.17-.03.38-.06.58-.01.09-.03.19-.04.28-.07.33-.2.63-.51.78l-.84.42c-.34.18-.89.16-1.3-.04l-3.03-1.45c-.3-.15-.55-.39-.71-.68-.06-.12-.12-.24-.17-.36-.13-.3-.23-.59-.29-.8-.02-.07-.04-.13-.06-.17,4.66.42,2.5-.07,7.03,1.43Z" fill="#87949d"/><path d="m353.07,75.21c-.02.17-.03.38-.06.58-.01.09-.03.19-.04.28-.12.06-.22.11-.26.13l-.92.47c-.37.2-.98.18-1.44-.04l-3.94-1.88c-.13-.3-.23-.59-.29-.8-.02-.07-.04-.13-.06-.17,4.66.42,2.5-.07,7.03,1.43Z" fill="#585f63" mix-blend-mode="multiply" opacity=".5"/><path d="m353.06,75.31c0,.08-.03.15-.08.21-.05.06-.11.11-.2.16l-.81.43c-.39.21-1.05.19-1.53-.05l-3.47-1.68-.69-.34c-.12-.06-.2-.14-.21-.21,0-.06.04-.12.12-.16l2.68-1.41c.11-.06.25-.08.4-.07.18.01.35.07.46.16l3.11,2.57c.14.12.22.25.22.37Z" fill="#87949d"/><path d="m353.3,75.34c0,.22-.14.42-.39.55l-.81.43c-.25.13-.59.19-.94.16-.28-.02-.56-.09-.8-.21l-4.16-2.02c-.21-.1-.35-.26-.37-.42-.02-.15.06-.29.23-.38l2.68-1.41c.32-.17.85-.1,1.14.14l3.11,2.57c.21.17.32.38.32.59Zm-1.34.76l.81-.43c.18-.1.28-.23.28-.37,0-.12-.07-.25-.22-.37l-3.11-2.57c-.11-.09-.29-.15-.46-.16-.15-.01-.29,0-.4.07l-2.68,1.41c-.08.04-.13.1-.12.16,0,.07.09.15.21.2l4.16,2.02c.48.23,1.13.25,1.52.05Z" fill="#6f787e"/><path d="m352.98,75.52c-.05.06-.11.11-.2.16l-.81.43c-.39.21-1.05.19-1.53-.05l-3.47-1.68v-.21s.19-.06.19-.06l.13-.23h.14s.17,0,.17,0l.24-.26.26-.04.31-.3.52-.08.56.04.24.24.37-.07.3.3.6.16.3.28.22.29h.35s.24.38.24.38l.32.02.16.25.26.34.15.08Z" fill="#e5e3da"/><path d="m341.66,69.54l-.11.35v.32l.14.17.12.09.13.07.09.05h.18l.13-.07-.19-.09c-.1-.04-.04-.25.09-.22l.21.09.05-.17-.04-.16-.09-.19-.03-.22.03-.63s-.46-.07-.81.06l.09.55Z" fill="#585f63"/><path d="m346.06,67.76l.07.49.08.16-.05.26.16.11.1-.18c-.08-.05.02-.23.13-.21l-.49-.65Z" fill="#585f63"/><path d="m344.36,64.66c.08-.01.13-.08.16-.18-.01,0-.02,0-.03,0l-.35-.26c-.1-.07-.17-.19-.18-.31l-.02-.17s-.14.82.42.91Z" fill="#cc7b3d"/></g><g><path d="m366.32,99.48s-.03.27.52.34c.55.07.83,0,.83,0,0,0,.42.14.66.03.24-.11.17-.18.17-.18-.02-.28-.1-.56-.24-.84l-.64-.24-.09.43-.48.17s-.66.04-.73.28Z" fill="#0a0a0a"/><path d="m367.16,96.27v1.21s-.07,0-.1,0c-.32-.04-.35-.2-.56-.24-.24-.05-.21,0-.78-.07-.57-.07-.68-.41-.43-.54.25-.14.76-.1.76-.1l.27-.07.19-.05.14-.33s.18.07.18.07l.33.13Z" fill="#0a0a0a"/><path d="m367.66,93.17l-.04.77.14,2.73c-.38.02-.5.03-.61.02-.12,0-.24-.04-.35-.09-.03-.01-.06-.03-.09-.05-.07-.04-.14-.09-.21-.15-.26-.92-.24-1.88-.45-3.22-.02-.11,0-.22.03-.32l.15-.4.52-1.4.69.24.58.2.24.08-.61,1.6Z" fill="#617a78"/><path d="m366.78,91.98s-.61,1.98-.28,3.54c0,0,.6,2.27.84,3.23.06.26.29.44.56.44.1,0,.21,0,.31-.02.2-.03.34-.21.33-.42-.02-.62-.12-2.13-.6-3.35l.49-2.4c.39-.39.6-.91.3-1.79l-1.94.76Z" fill="#2957a6"/><path d="m364.49,90.4c.11.15.24.27.43.3,0,0,.83-.59,1.48-1.53l.64-1.62-.89-.1-.67,1.41-.99,1.54Z" fill="#b1c1ca"/><path d="m366.14,89.86l.05,1.53.03.92s0,.06,0,.09c.01.65.87.48,1.35.36.05-.01.09-.02.13-.03.46-.08,1.23-.41,1.31-1.12-.03-.07-.06-.15-.09-.23-.27-.69-.53-2.48-.4-3.13.13-.64-.43-2.18-1.51-1.72-.45.27-.71.59-.88.93-.16.81-.15,1.61,0,2.41Z" fill="#fadd98"/><path d="m366.48,87.33l-.26-.71.93-.42.21.42c.08.27-.78.89-.88.71Z" fill="#ffc3a1"/><path d="m366.48,86.78l-.39-.09c-.09-.02-.16-.08-.2-.16-.09-.22-.17-.69-.13-1.04.06-.53.64-.67.98-.58s.67.35.7.81c.02.45-.31.82-.31.82l-.65.24Z" fill="#ffc3a1"/><path d="m365.75,85.66s.09.17.3.29c.04.02.07.06.08.11l.04.16.17.15.03.1c.03.09.11.16.2.17.14.01.38-.01.71-.2,0,0,.42-.57.1-1.12-.32-.56-.94-.5-1.14-.43-.21.06-.72.36-.48.78Z" fill="#7d4e2a"/><path d="m366.35,86.09s.02.05.02.07c.01.07.01.15,0,.22,0,.03-.01.06-.03.08-.02.02-.05.04-.08.03-.04,0-.06-.05-.07-.09-.02-.07-.06-.19-.03-.26.03-.08.13-.15.19-.05Z" fill="#ffc3a1"/><path d="m366.09,92.85l.15-.4c.43.55.86.42,1.35.3l.04.38-.02.04-.65,1.21-.12,1.75-.03.43s-.04,0-.08-.02c-.09-.02-.25-.06-.4-.1l.19-.05c-.26-.92-.24-1.88-.45-3.22-.02-.11,0-.22.03-.32Z" fill="#153d7a"/><path d="m366.2,91.38l.03.92s0,.06,0,.09c.01.65.87.48,1.35.36l-.12-1.05-.03-.26v-.16s.07-2.12.07-2.12l-1.32,2.22Z" fill="#fac852"/><path d="m364.89,89.77l-.45.58-.37.49-.17.35-.05.23s0,.03,0,.05l.02.05v.06s.01.08.05.1l.03.07s.08.03.09-.01v-.08s.06-.14.06-.14l.14-.21.25-.1s.05.03.05.04c.02.09-.01.25-.01.25l-.02.08c.01.08.06.12.1.06l.06-.1.16-.41.1-.41.48-.33c.09-.12-.26-.64-.51-.58Z" fill="#585f63"/><path d="m365.9,84.92s-.39.16-.48.3c-.09.14,0,.25,0,.25l.18.32s.11.13.23.21c.12.08.44.28,1,.28.56,0,.83-.27.83-.27,0,0,.24-.2.11-.48-.13-.28-.56-.43-.56-.43l-1.31-.17Z" fill="#e3a81d"/><path d="m365.9,84.87s-.39.16-.48.3c-.09.14,0,.25,0,.25l.18.32s.11.13.23.21c.12.08.44.28,1,.28s.83-.27.83-.27c0,0,.24-.2.11-.48-.13-.28-.56-.43-.56-.43l-1.31-.17Z" fill="#fbba20"/><path d="m365.73,85.68s-.13-.16-.02-.46c.1-.29.27-.47.27-.47,0,0,.01-.09.15-.17.14-.08.27-.14.49-.08,0,0,.36-.08.67.25s.36.69.36.69c0,0,.15.42-.37.59-.52.17-1.01,0-1.01,0-.24-.08-.43-.19-.54-.37Z" fill="#fac852"/><path d="m365.98,84.76s.14-.17.41-.05c.28.12.45.31.45.31,0,0,.42.43.5.73-.09-.39-.35-.77-.8-1.04-.21-.13-.47-.17-.57.06Z" fill="#fbba20"/><path d="m366.62,84.51s.25.01.43.13c0,0,.37.2.46.75,0,0-.03-.39-.22-.6-.19-.22-.4-.32-.67-.29Z" fill="#fbba20"/><path d="m365.81,85.01c.21.04.81.44,1.15.68l-1.15-.68Z" fill="#fbba20"/><polygon points="358.92 88.51 359.24 88.33 372.29 95.82 371.98 96 358.92 88.51" fill="#cbc9be"/><polygon points="371.98 96 372.29 95.82 372.29 97.4 371.98 97.58 371.98 96" fill="#b8b6ac"/><polygon points="358.92 88.51 371.98 96 371.98 97.58 358.92 90.1 358.92 88.51" fill="#f2f1eb"/><path d="m366.38,88.93l-.19,1.57c-.32.63-.82,1.29-1.2,1.99l.42.36c.55-.4,1.12-1.09,1.71-1.82l.41-1.87c.3-1.16-.99-1.08-1.14-.24Z" fill="#b1c1ca"/><path d="m365.35,91.86s-.36.52-.36.52l-.22.42-.13.46s.05.3.24.34c.08.05.15.14.22.09l.06.08c.06.07.31.1.27.03l-.11-.06.15-.48c.02-.09.02-.18,0-.27v-.2s.35-.21.35-.21c0,0,.05-.19-.04-.37-.21-.4-.41-.35-.41-.35Z" fill="#585f63"/><path d="m363.93,91.04l.15-.27.36-.41.45-.58c.25-.06.6.47.51.58l-.48.33-.1.41-.12.3-.17-.09s0-.05,0-.07c0-.01-.05-.04-.05-.04l-.13.18-.05.29c-.01.07-.11.03-.14-.02-.03.08-.11.03-.12-.05-.06,0-.09-.02-.09-.09-.06-.02-.07-.1-.05-.17l.03-.29Z" fill="#585f63"/></g></g></g></g></svg> |