<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Phương tiện giao thông &#8211; Tô màu cho bé</title>
	<atom:link href="https://tapve.com/phuong-tien-giao-thong/feed/" rel="self" type="application/rss+xml" />
	<link>https://tapve.com</link>
	<description>Tô màu sáng tạo - khơi dậy đam mê</description>
	<lastBuildDate>Fri, 17 May 2024 11:48:15 +0000</lastBuildDate>
	<language>vi</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=6.5.3</generator>

<image>
	<url>https://tapve.com/wp-content/uploads/2024/05/favicon.png</url>
	<title>Phương tiện giao thông &#8211; Tô màu cho bé</title>
	<link>https://tapve.com</link>
	<width>32</width>
	<height>32</height>
</image> 
	<item>
		<title>Đầu máy diesel</title>
		<link>https://tapve.com/dau-may-diesel/</link>
					<comments>https://tapve.com/dau-may-diesel/#respond</comments>
		
		<dc:creator><![CDATA[Tập Vẽ]]></dc:creator>
		<pubDate>Fri, 17 May 2024 11:48:15 +0000</pubDate>
				<category><![CDATA[Phương tiện giao thông]]></category>
		<guid isPermaLink="false">http://localhost/chatgpt4/dau-may-diesel/</guid>

					<description><![CDATA[Tô màu bức tranh: Đầu máy diesel]]></description>
										<content:encoded><![CDATA[<p>Chào mừng bạn đến với trang tô màu trực tuyến! Hôm nay, chúng ta sẽ cùng nhau thả hồn sức sáng tạo và tô màu một bức tranh đặc biệt: <strong>Đầu máy diesel</strong>.</p>
<p>Bức tranh &#8220;Đầu máy diesel&#8221; là một tác phẩm nghệ thuật tuyệt vời với màu sắc rực rỡ và sắc nét. Nó miêu tả chi tiết về một đầu máy diesel phức tạp, với các bộ phận nhỏ như ống dẫn nhiên liệu, bánh răng và các đường ống. Màu sắc trong bức tranh được sử dụng một cách tinh tế, tạo nên sự chân thực và sống động cho hình ảnh. Bức tranh này không chỉ là một tác phẩm nghệ thuật mà còn là một cách tuyệt vời để khám phá vẻ đẹp của công nghệ và máy móc. .</p>
<p>Hãy thả hồn mình vào không gian màu sắc và bắt đầu tô màu cho <strong>Đầu máy diesel</strong>. Bạn có thể lựa chọn từ bảng màu đa dạng để tạo ra một bức tranh độc đáo và đầy màu sắc. Sử dụng các công cụ như công cụ tự tô để tô màu một cách tự do và sáng tạo.</p>
<p>Hãy để trí tưởng tượng của bạn bay xa và biến bức tranh <strong>Đầu máy diesel</strong> trở thành một tác phẩm nghệ thuật độc đáo mang lại niềm vui và sự sảng khoái cho mỗi người tham gia.</p>
<p>Chắc chắn bạn sẽ tìm thấy niềm vui và sự thư giãn trong việc tô màu bức tranh này trên trang tô màu trực tuyến. Và điều tuyệt vời hơn, bạn còn có thể in bức tranh <strong>Đầu máy diesel</strong> đã tô màu của mình để giữ lại những khoảnh khắc sáng tạo đó!</p>
<p>Tính năng in của trang web cho phép bạn chuyển bức tranh tô màu thành một tệp PDF có thể in ra và treo trên tường hoặc tặng cho bạn bè và gia đình. Việc này giúp bạn lưu giữ những kỷ niệm đẹp đẽ và chia sẻ niềm đam mê tô màu với mọi người xung quanh.</p>
<p>Đương nhiên, trang web cũng cung cấp tính năng in trắng đen, cho phép bạn tải xuống bức tranh <strong>Đầu máy diesel</strong> ở dạng đen trắng để bạn có thể tô màu bằng bút màu trên giấy!</p>
<p>Vì vậy, hãy bắt đầu ngay hôm nay và thể hiện sự sáng tạo của bạn không chỉ trên màn hình máy tính mà còn trên giấy với tính năng in tiện lợi này!</p>
<p><span id="more-6258"></span><section id="coloring">
            <!-- Phần bên trái -->
			<div id="coloring-left">
                <div>
                    <div id="coloring-area"><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="100%" height="100%" viewBox="0 0 800.00001 800.00001" id="tomauonline" > <g inkscape:label="Pozadie" inkscape:groupmode="layer" id="Back" transform="translate(0,-252.36216)" sodipodi:insensitive="true"> <image y="397.0918" x="3.7513795" id="image7811" xlink:href="data:image/png;base64,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" style="image-rendering:optimizeQuality" preserveAspectRatio="none" height="530.27026" width="794.55835" /> </g> <g inkscape:groupmode="layer" id="Color" inkscape:label="Podklad"> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 584.92195,391.09623 c -11.19642,-0.0799 -87.69642,-0.48526 -170,-0.90071 -158.22542,-0.79869 -286.43166,-2.07261 -287.31638,-2.85492 -1.18337,-1.04638 9.10144,-19.96418 13.4124,-24.67065 l 2.41521,-2.63679 257.35153,0.51254 c 141.54334,0.2819 258.04092,0.76884 258.88351,1.08209 0.90547,0.33663 2.32561,2.26809 3.47263,4.72295 1.06735,2.28437 3.6726,7.69162 5.78945,12.01612 2.11684,4.3245 3.8488,8.38609 3.8488,9.02576 0,2.29353 4.57623,3.62462 10.94773,3.18437 3.21089,-0.22186 17.57012,-0.14207 31.90941,0.17731 20.96201,0.46689 12.70294,0.57154 -42.14286,0.53399 -37.51785,-0.0257 -77.375,-0.11212 -88.57143,-0.19206 z" id="path7829" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 553.13624,457.49723 c -16.10714,-0.0914 -104.17857,-0.65963 -195.71429,-1.26266 -91.53571,-0.60303 -169.24756,-1.09443 -172.69298,-1.092 l -6.26442,0.004 0.48813,-6.94418 c 0.4078,-5.80152 0.7334,-7.15112 1.9787,-8.20179 l 1.49057,-1.25762 -1.60714,-0.45294 c -0.88393,-0.24912 -1.63383,-0.49581 -1.66644,-0.5482 -0.0326,-0.0524 -0.30853,-8.79028 -0.61315,-19.41752 -0.55996,-19.53588 -0.90124,-21.84222 -3.48251,-23.53489 -0.5991,-0.39286 -2.07896,-1.30337 -3.28859,-2.02336 -2.13791,-1.27252 0.12395,-1.29586 81.01498,-0.83607 45.76785,0.26015 122.58928,0.79608 170.71428,1.19095 48.125,0.39487 113.93809,0.8812 146.2513,1.08074 32.31322,0.19954 58.5967,0.61296 58.40772,0.91872 -0.18896,0.30577 -1.2342,0.73696 -2.32272,0.95821 -1.08854,0.22126 -3.14071,1.47136 -4.56039,2.77801 l -2.58124,2.37573 -0.3283,19.44998 c -0.18057,10.69749 -0.46544,19.58009 -0.63305,19.7391 -0.48983,0.46472 -275.36757,-0.9137 -340.30475,-1.70651 -89.29341,-1.09018 -92.39812,-1.09881 -93.23781,-0.25912 -0.52555,0.52555 -0.47392,0.97931 0.17183,1.5101 0.88107,0.72422 71.12039,1.27959 350.03027,2.76764 l 83.39286,0.44492 0,4.09864 c 0,2.25426 0.2044,5.58994 0.45423,7.41263 l 0.45423,3.31398 -18.13281,-0.17034 c -9.97303,-0.0937 -31.31137,-0.24514 -47.41851,-0.33657 z m 36.57371,-36.50473 c 2.58003,-3.27424 5.92629,-9.70628 5.92629,-11.39125 0,-1.04378 -1.04464,-3.91921 -2.32143,-6.38985 -3.49517,-6.76331 -3.01386,-6.65631 -25.89286,-5.75623 -10.60714,0.4173 -19.64632,1.03814 -20.08706,1.37965 -0.88716,0.68741 -3.84151,8.36607 -3.84151,9.98448 0,1.39291 2.51703,6.23282 4.31954,8.30588 0.80822,0.92954 1.80786,2.43269 2.22141,3.34034 l 0.7519,1.65026 16.84897,0.10624 c 9.26693,0.0584 17.01815,0.27542 17.22493,0.48219 0.66308,0.66309 3.87057,-0.46898 4.84982,-1.71171 z m -108.35942,-0.0976 c 2.49477,-0.47998 3.82828,-1.31245 5.95719,-3.71889 7.19033,-8.12769 7.21943,-11.66195 0.15417,-18.72721 l -2.58756,-2.58755 -19.2071,0 -19.2071,0 -2.15227,1.81102 c -1.57706,1.32701 -2.36519,2.83664 -2.94896,5.64864 -0.86009,4.14301 -0.17144,6.87028 2.78214,11.0182 0.77012,1.08153 1.61715,2.83074 1.88229,3.88714 0.42078,1.67654 0.85814,1.93227 3.44035,2.01159 1.62705,0.05 6.49399,0.31664 10.81542,0.59257 11.58598,0.73981 17.46783,0.75781 21.07143,0.0645 z m -232.5,-1.87135 c 1.93939,-0.44908 6.78571,-10.55467 6.78571,-14.14963 0,-2.95458 -0.81829,-4.84543 -3.21596,-7.43121 l -1.5896,-1.71431 -18.26539,-0.11215 -18.26539,-0.11214 -2.16397,2.20916 c -3.87601,3.95696 -4.69599,8.75192 -2.24841,13.14798 0.76555,1.375 2.05661,3.84529 2.86902,5.48952 1.11219,2.25097 1.95918,3.05057 3.42841,3.2366 2.65656,0.33637 30.88191,-0.15081 32.66558,-0.56382 z m 105.45536,-0.48373 c 1.72776,-1.42107 5.42752,-7.82434 5.94153,-10.28315 0.59836,-2.86226 -0.8553,-6.24248 -4.12954,-9.60253 l -2.49877,-2.56426 -19.45539,0.0643 -19.45539,0.0642 -2.38467,4.28572 c -1.31157,2.35714 -2.38851,4.89205 -2.39319,5.63313 -0.005,0.74108 1.35534,4.03573 3.02228,7.32143 l 3.0308,5.97401 18.6184,0 c 13.83956,0 18.89702,-0.22917 19.70394,-0.89286 z" id="path7831" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 547.74189,406.70529 c 1.63839,-5.71273 2.17619,-5.84401 23.94096,-5.84401 14.7835,0 15.16674,0.0371 16.59676,1.60714 2.00279,2.19887 3.22539,4.7079 2.70465,5.55048 -0.26678,0.43166 -8.73925,0.69952 -22.12603,0.69952 l -21.6937,0 0.57736,-2.01313 z" id="path7833" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 559.78398,418.18718 c -5.91171,-0.22609 -6.29697,-0.34153 -8.03572,-2.40792 -1.00447,-1.19375 -1.82631,-2.43078 -1.82631,-2.74896 0,-0.58826 35.81721,-1.81137 39.52939,-1.34988 l 2.02938,0.25229 -2.59782,3.39286 -2.59781,3.39285 -10.14586,-0.14688 c -5.58021,-0.0808 -12.94008,-0.25375 -16.35525,-0.38436 z" id="path7835" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 456.13677,417.49798 -5.57091,-0.26949 -2.13334,-3.36218 -2.13334,-3.36217 10.38282,-0.19767 c 5.71055,-0.10872 15.12388,-0.10872 20.91853,0 l 10.53571,0.19767 -3.34307,3.57143 -3.34308,3.57142 -9.87121,0.0602 c -5.42917,0.0331 -12.37812,-0.061 -15.44211,-0.20925 z" id="path7837" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 464.20767,406.57667 c -3.33929,-0.31548 -8.86496,-0.60551 -12.27928,-0.6445 -3.41431,-0.039 -6.34034,-0.31196 -6.50228,-0.6066 -0.16194,-0.29465 -0.011,-1.58036 0.33541,-2.85715 l 0.62985,-2.32143 18.72958,0.0109 c 10.30127,0.006 19.07521,0.24709 19.49766,0.53572 1.29524,0.88495 3.47437,5.09184 2.92308,5.64313 -0.75228,0.75229 -16.22667,0.91137 -23.33402,0.23989 z" id="path7839" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 215.59103,413.18271 -2.1566,-3.39286 3.77948,-0.46507 c 2.07871,-0.25579 10.2884,-0.49686 18.24376,-0.53572 15.74017,-0.0769 15.58067,-0.12442 13.11965,3.91136 -1.27077,2.0839 -1.68882,2.23924 -8.16989,3.03572 -3.75682,0.46168 -10.39216,0.83943 -14.74519,0.83943 l -7.91461,0 -2.1566,-3.39286 z" id="path7841" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 235.81481,404.61732 c 2.65179,-0.13744 6.99107,-0.13744 9.64286,0 2.65178,0.13743 0.48214,0.24987 -4.82143,0.24987 -5.30357,0 -7.47321,-0.11244 -4.82143,-0.24987 z" id="path7843" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 212.7791,403.97196 c 0,-0.56801 0.78896,-1.82172 1.75324,-2.78601 1.72712,-1.72711 1.93849,-1.75324 14.18094,-1.75324 17.37146,0 20.84846,0.42696 21.878,2.68656 0.447,0.98107 0.72034,1.86055 0.60742,1.95439 -0.11293,0.0938 -8.80353,0.34173 -19.31246,0.55085 -16.36532,0.32566 -19.10714,0.23202 -19.10714,-0.65255 z" id="path7845" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 314.20767,405.5403 c 0,-0.24155 0.46802,-1.55932 1.04004,-2.92837 l 1.04005,-2.48918 18.34764,0.19069 18.34764,0.1907 1.45734,1.95259 c 0.80153,1.07393 1.31815,2.07751 1.14803,2.23019 -0.52967,0.47535 -41.38074,1.31781 -41.38074,0.85338 z" id="path7847" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 317.89864,413.76031 c -1.24432,-1.5484 -2.2624,-2.96597 -2.2624,-3.15017 0,-0.48955 9.82998,-1.07354 25.95073,-1.54172 l 14.16502,-0.41138 -0.49711,1.63783 c -1.13982,3.75534 -2.77453,4.57421 -10.88546,5.45281 -4.21396,0.45647 -11.38474,0.82948 -15.93506,0.82892 l -8.27331,-0.001 -2.26241,-2.81526 z" id="path7849" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 153.01949,454.62701 c -1.70797,-0.1553 -3.13997,-0.70318 -3.36404,-1.28709 -1.96875,-5.13049 -2.22736,-25.78988 -0.54067,-43.19293 0.39979,-4.125 0.74495,-7.89775 0.76703,-8.38389 0.064,-1.40863 5.41924,-4.41644 9.37295,-5.26436 5.17624,-1.11011 8.24316,-0.32033 11.48962,2.95874 l 2.749,2.77661 0,17.52788 0,17.52788 -10.66778,0 c -11.02776,0 -15.31119,0.73412 -13.69991,2.34797 0.5865,0.58744 4.64782,0.94358 12.61631,1.10634 l 11.75138,0.24003 0,7.0814 0,7.0814 -8.75,-0.12479 c -4.8125,-0.0686 -10.08825,-0.24647 -11.72389,-0.39519 z" id="path7851" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 66.529097,454.6663 -25.892858,-0.25141 0,-7.13395 0,-7.13395 28.812088,0 c 15.846649,0 39.015043,0.21316 51.485313,0.47369 l 22.67322,0.47369 -0.23531,6.66805 -0.23531,6.66805 -7.85714,0.003 c -4.32143,0.002 -15.73215,0.1111 -25.35715,0.24363 -9.625,0.13252 -29.151782,0.12782 -43.392853,-0.0105 l 0,2e-5 z" id="path7853" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 60.100525,436.77314 -2.321428,-0.28809 0,-4.46343 c 0,-3.01881 -0.467765,-5.4316 -1.445243,-7.45475 -1.464475,-3.03111 -2.29638,-3.40417 -5.612276,-2.51672 -1.629369,0.43608 -1.682348,0.64814 -1.268663,5.0782 0.250869,2.68649 1.045053,5.66265 1.89588,7.10469 l 1.464166,2.48158 -6.76812,-0.2481 c -3.722467,-0.13645 -7.117039,-0.59755 -7.543496,-1.02466 -0.426456,-0.42711 -0.973008,-3.57704 -1.214559,-6.99985 -0.361186,-5.11805 -0.693818,-6.40164 -1.872955,-7.22754 -1.283167,-0.89877 -1.440574,-1.8457 -1.498538,-9.01491 l -0.06477,-8.01064 4.837379,-3.62811 c 2.660559,-1.99546 6.911797,-4.9963 9.447195,-6.66855 l 4.609817,-3.04045 51.267084,0.18331 51.2671,0.1833 -3.53431,1.78572 c -1.94386,0.98214 -4.11756,2.59101 -4.83044,3.57526 -1.92892,2.66325 -2.69793,8.98535 -2.70255,22.2179 -0.002,6.52553 -0.20854,13.35588 -0.45836,15.17857 l -0.45424,3.31398 -40.43862,-0.11431 c -22.241245,-0.0629 -41.483269,-0.24395 -42.760055,-0.4024 z" id="path7855" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 33.493382,394.09599 0,-5.37757 7.642857,0 c 4.42667,0 7.357308,0.26393 6.964286,0.62719 -0.373214,0.34495 -3.8125,2.76486 -7.642857,5.37757 l -6.964286,4.75038 0,-5.37757 z" id="path7857" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 33.493382,384.16665 c 0,-2.64793 4.320267,-15.01986 6.348813,-18.18108 3.62595,-5.65055 3.85536,-5.69921 6.558371,-1.39104 6.022196,9.59843 7.461638,11.87848 9.76493,15.46742 1.943815,3.02882 2.262708,3.97279 1.504424,4.45335 -0.529238,0.3354 -6.185466,0.61474 -12.569395,0.62076 -9.367302,0.009 -11.607143,-0.17824 -11.607143,-0.96941 z" id="path7859" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 62.749582,382.82557 c -1.621637,-2.18013 -4.056726,-5.84325 -8.903014,-13.39286 -1.792769,-2.7928 -5.341591,-9.30742 -5.350196,-9.82143 -0.0016,-0.0982 5.461296,-0.17857 12.139867,-0.17857 l 12.142858,0 0,12.85714 0,12.85714 -4.151388,0 c -3.853221,0 -4.275406,-0.16673 -5.878127,-2.32142 z" id="path7861" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 77.064811,372.24347 0,-12.81076 6.772106,0 c 6.735359,0 6.774691,0.0103 7.248655,1.89872 0.411396,1.63914 -0.168933,22.4118 -0.636227,22.77352 -0.09364,0.0725 -3.143463,0.31572 -6.777391,0.54053 l -6.607143,0.40875 0,-12.81076 z" id="path7863" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 95.205318,384.33832 c -0.81714,-1.28919 -1.28614,-16.05692 -0.667256,-21.01031 l 0.486686,-3.8953 8.520032,0 8.52003,0 0,12.5 0,12.5 -4.90031,0 c -2.69516,0 -6.34921,0.19859 -8.1201,0.44132 -2.331299,0.31954 -3.390689,0.17171 -3.839082,-0.53571 z" id="path7865" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 114.92195,373.06256 c 0,-6.25359 0.19511,-11.87859 0.43357,-12.5 0.36775,-0.95835 2.00471,-1.12985 10.78443,-1.12985 l 10.35086,0 -1.52612,2.32143 c -0.83937,1.27678 -3.3472,6.01785 -5.57297,10.53571 -5.85024,11.8748 -6.0859,12.14286 -10.67552,12.14286 l -3.79425,0 0,-11.37015 z" id="path7867" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 115.63624,352.72128 0,-3.28857 17.11049,0 17.11049,0 0.47525,2.5333 c 0.26139,1.39332 0.24928,2.75939 -0.0269,3.03572 -0.27618,0.27632 -8.18977,0.61619 -17.58574,0.75526 l -17.08358,0.25286 0,-3.28857 z" id="path7869" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 94.641231,354.73143 c -0.238459,-0.62142 -0.433563,-2.06784 -0.433563,-3.21428 l 0,-2.08444 8.928572,0 8.92857,0 0,3.21428 0,3.21429 -8.49501,0 c -7.087411,0 -8.566845,-0.18721 -8.928569,-1.12985 z" id="path7871" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 76.350525,352.28568 0,-3.57559 6.25,0.42108 c 3.4375,0.23159 6.651786,0.54481 7.142857,0.69603 0.521166,0.1605 0.892857,1.4737 0.892857,3.15452 l 0,2.87956 -7.142857,0 -7.142857,0 0,-3.5756 z" id="path7873" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 52.487738,355.19943 -4.934216,-0.40958 2.971988,-2.67857 2.971988,-2.67857 9.640799,0 9.6408,0 0,3.21428 0,3.21429 -7.678572,-0.12613 c -4.223214,-0.0694 -9.898968,-0.31045 -12.612787,-0.53572 z" id="path7875" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 39.892083,352.94832 c -1.322611,-2.47132 -0.354815,-3.51561 3.25809,-3.51561 l 3.273054,0 -1.906843,2.5 c -2.178587,2.85627 -3.485585,3.14332 -4.624301,1.01561 z" id="path7877" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 169.92195,355.46431 c -0.98214,-0.13693 -4.91964,-0.45505 -8.75,-0.70694 l -6.96428,-0.45798 0,-2.79049 0,-2.79048 12.41071,0 c 15.95378,0 16.59293,0.12793 17.12851,3.42831 0.22921,1.41246 0.23934,2.7457 0.0225,2.96276 -0.45271,0.45317 -11.17189,0.72783 -13.84744,0.35482 z" id="path7879" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 187.7791,353.77684 c 0,-1.14644 -0.19511,-2.59287 -0.43357,-3.21428 -0.38666,-1.00763 1.15039,-1.12985 14.2093,-1.12985 16.02699,0 15.50998,-0.14481 15.50998,4.34413 l 0,2.08444 -14.64286,0 -14.64285,0 0,-2.08444 z" id="path7881" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 220.81481,355.38822 c -0.50099,-0.20215 -0.89286,-1.58814 -0.89286,-3.15789 l 0,-2.79762 15.35715,0 15.35714,0 0,3.21428 0,3.21429 -14.46429,-0.0564 c -7.95535,-0.031 -14.86607,-0.21852 -15.35714,-0.41667 z" id="path7883" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 254.92195,352.6293 0,-3.23198 11.60715,0.19627 11.60714,0.19626 0.21964,3.03572 0.21964,3.03571 -11.82678,0 -11.82679,0 0,-3.23198 z" id="path7885" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 282.541,355.38509 c -0.2619,-0.26191 -0.47619,-1.86905 -0.47619,-3.57143 l 0,-3.09524 13.92857,0 13.92857,0 0,3.57143 0,3.57143 -13.45238,0 c -7.39881,0 -13.66666,-0.21429 -13.92857,-0.47619 z" id="path7887" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 314.20767,352.28985 0,-3.57143 13.48214,0 13.48214,0 0.44643,2.23215 c 1.05132,5.25657 2.00087,4.91071 -13.48214,4.91071 l -13.92857,0 0,-3.57143 z" id="path7889" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 348.13624,355.95166 c -1.97332,-0.4189 -2.16008,-0.72304 -2.36057,-3.84407 l -0.2177,-3.38917 13.61056,0 13.61057,0 0,3.92857 0,3.92858 -11.25,-0.0845 c -6.1875,-0.0465 -12.21429,-0.28921 -13.39286,-0.53939 z" id="path7891" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 383.31481,356.08626 -6.96428,-0.27671 0,-3.55849 0,-3.55849 16.96428,0.1915 16.96429,0.1915 0.2273,2.77269 c 0.12501,1.52499 -0.0357,3.02634 -0.35715,3.33634 -0.73154,0.70551 -17.54911,1.27059 -26.83444,0.90166 z" id="path7893" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 414.20767,353.17402 c 0,-3.5524 0.001,-3.55464 2.67857,-3.99713 1.47321,-0.24351 8.70536,-0.44628 16.07143,-0.45061 l 13.39286,-0.008 0,3.57143 0,3.57143 -14.94159,0 c -8.21786,0 -15.45001,0.1951 -16.07142,0.43356 -0.93699,0.35956 -1.12985,-0.17314 -1.12985,-3.12082 z" id="path7895" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 457.31325,356.0443 -6.53728,-0.23478 -0.25759,-3.23878 c -0.14167,-1.78132 -0.11954,-3.37682 0.0492,-3.54555 0.48029,-0.48029 27.84498,-0.34696 32.03297,0.15608 l 3.75,0.45043 0,3.47193 0,3.47194 -11.25,-0.14825 c -6.1875,-0.0815 -14.19178,-0.25389 -17.78728,-0.38302 z" id="path7897" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 490.37972,353.28736 c -0.24789,-1.80852 -0.27261,-3.57638 -0.0549,-3.92858 0.21768,-0.35219 8.09109,-0.64036 17.49647,-0.64036 l 17.1007,0 0,3.459 0,3.459 -12.32142,0.46739 c -6.77679,0.25706 -14.44739,0.46837 -17.04577,0.46957 l -4.72434,0.002 -0.4507,-3.28821 z" id="path7899" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 529.20767,352.28985 0,-3.57143 15.71428,0 15.71429,0 0,3.57143 0,3.57143 -15.71429,0 -15.71428,0 0,-3.57143 z" id="path7901" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 564.92195,352.28985 0,-3.57143 15,0 15,0 0,3.57143 0,3.57143 -15,0 -15,0 0,-3.57143 z" id="path7903" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 598.49338,352.30064 0,-3.58222 21.11057,0 21.11056,0 -0.2177,3.39286 -0.21771,3.39286 -20.89286,0.18936 -20.89286,0.18936 0,-3.58222 z" id="path7905" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 663.49338,356.57557 c -0.58928,-0.38083 -4.6875,-0.69734 -9.10714,-0.70335 l -8.03571,-0.0109 0,-3.57143 0,-3.57143 15.35714,0 15.35714,0 0,4.28572 0,4.28571 -6.25,-0.0109 c -3.4375,-0.006 -6.73214,-0.32253 -7.32143,-0.70335 z" id="path7907" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 674.8105,379.96842 c -1.01524,-2.0625 -3.09834,-6.16071 -4.6291,-9.10714 -1.53076,-2.94643 -3.14955,-6.5625 -3.59732,-8.03571 l -0.81412,-2.67858 5.64742,0 5.64743,0 0,11.78572 c 0,6.48214 -0.0919,11.78571 -0.20421,11.78571 -0.11232,0 -1.03486,-1.6875 -2.0501,-3.75 z" id="path7909" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 680.36838,383.62914 c -0.57375,-2.86875 -0.56539,-17.31013 0.012,-20.80357 l 0.44274,-2.67858 9.45594,0 9.45594,0 0.44274,2.67858 c 0.2435,1.47321 0.44628,7.25892 0.4506,12.85714 l 0.008,10.17857 -9.91071,0 -9.91072,0 -0.44643,-2.23214 z" id="path7911" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 680.36838,355.05771 c -0.24553,-1.22768 -0.44643,-3.14169 -0.44643,-4.25335 0,-2.56623 1.77604,-2.95499 12.14286,-2.65796 l 7.5,0.21488 0.21266,4.46429 0.21265,4.46428 -9.58765,0 -9.58766,0 -0.44643,-2.23214 z" id="path7913" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 703.63723,352.85008 0.2133,-4.4888 7.71329,-0.20309 7.71329,-0.20309 -0.21329,4.4888 -0.21329,4.48881 -7.7133,0.20309 -7.71329,0.20309 0.21329,-4.48881 z" id="path7915" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 704.3504,381.54678 c -0.47136,-2.74875 -0.85702,-8.68819 -0.85702,-13.19876 l 0,-8.20103 8.10378,0 8.10379,0 0.4916,12.5951 c 0.27038,6.9273 0.40046,12.66827 0.28907,12.7577 -0.11139,0.0894 -3.59365,0.36108 -7.73836,0.60366 l -7.53585,0.44105 -0.85701,-4.99772 z" id="path7917" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 725.06578,385.96529 c -0.67477,-0.42803 -1.04574,-4.02679 -1.36107,-13.20335 l -0.43347,-12.61495 12.96821,0 c 7.13252,0 12.96822,0.16508 12.96822,0.36684 0,0.20176 -0.30582,0.92497 -0.67959,1.60714 -1.85045,3.37723 -6.60674,15.70578 -7.31799,18.96861 -0.44364,2.03515 -1.29782,4.10206 -1.89818,4.59313 -1.23593,1.01094 -12.73821,1.23909 -14.24613,0.28258 z" id="path7919" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 723.49338,352.56955 0,-4.7203 13.24762,0.52286 c 13.21777,0.52169 13.25207,0.52732 15.224,2.49924 l 1.97638,1.97638 -1.83114,2.2275 -1.83114,2.2275 -13.39286,-0.006 -13.39286,-0.006 0,-4.7203 z" id="path7921" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 746.1227,386.99447 c -1.25198,-0.96898 -1.24298,-1.19449 0.24719,-6.19823 0.85055,-2.85596 2.2855,-6.82218 3.18879,-8.81381 0.90329,-1.99163 1.77117,-4.26401 1.92862,-5.04972 0.23708,-1.18311 0.48577,-0.99902 1.44732,1.07143 0.63858,1.375 1.69793,4.41889 2.3541,6.76421 0.65617,2.34532 1.80637,5.46645 2.55599,6.93583 0.74963,1.46939 1.36296,3.32728 1.36296,4.12864 0,1.31006 -0.45032,1.45801 -4.46429,1.46678 -2.45535,0.005 -5.10714,0.16516 -5.89285,0.3551 -0.78572,0.18994 -2.01324,-0.10716 -2.72783,-0.66023 z" id="path7923" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 758.66675,401.69277 c -1.27499,-1.83232 -3.44533,-4.85828 -4.82297,-6.72435 l -2.50479,-3.39285 5.36291,0 5.36291,0 -0.0109,5.89285 c -0.006,3.24107 -0.24899,6.26703 -0.53994,6.72435 -0.34029,0.53487 -1.35597,-0.35695 -2.84718,-2.5 z" id="path7925" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 653.49338,450.86128 0,-7.14286 40.89286,-0.01 c 22.49107,-0.005 41.62284,-0.20534 42.51506,-0.44438 1.28252,-0.34363 1.45116,-0.64072 0.80539,-1.41882 -0.67694,-0.81568 -8.02066,-0.98419 -42.89032,-0.98419 l -42.07353,0 0.38734,-9.82143 c 0.21304,-5.40178 0.55321,-13.12279 0.75593,-17.1578 0.4454,-8.86549 -0.32657,-12.1528 -3.74153,-15.93275 l -2.55766,-2.83102 49.7088,0.19293 49.70879,0.19293 3.31714,3.21428 c 1.82443,1.76786 4.7729,5.46429 6.55215,8.21429 1.77926,2.75 3.91032,5.96428 4.73569,7.14286 1.31545,1.87836 1.53411,3.39874 1.77162,12.31787 l 0.27095,10.17503 -2.29773,2.1464 c -2.23141,2.08445 -2.50054,2.14641 -9.3229,2.14641 -6.9799,0 -8.89626,0.63819 -7.15764,2.38367 0.45504,0.45684 3.78596,0.99133 7.40204,1.18776 l 6.5747,0.35714 0.20836,4.69658 c 0.11459,2.58311 -0.11852,5.55633 -0.51804,6.60714 l -0.7264,1.91057 -52.16053,0 -52.16054,0 0,-7.14286 z m 97.83237,-12.11243 c 1.27932,-0.80914 1.25557,-8.90456 -0.0306,-10.45438 -0.98188,-1.18311 -4.65063,-1.34377 -5.33668,-0.23371 -0.26205,0.424 -0.25323,2.85535 0.0196,5.40301 0.40976,3.82627 0.7649,4.7405 2.04143,5.25524 2.00532,0.80861 2.07404,0.80923 3.30633,0.0298 l -8e-5,0 z" id="path7927" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 624.35016,423.639 0.21465,-17.22228 2.49651,-2.08305 c 3.58616,-2.99223 7.19942,-3.80295 13.00586,-2.91818 5.86054,0.89302 9.51163,3.15766 8.75378,5.42966 -0.27814,0.83387 -0.63692,8.10542 -0.79728,16.15899 -0.16036,8.05357 -0.44783,15.36607 -0.63883,16.25 -0.34256,1.58539 -0.50222,1.60714 -11.7983,1.60714 l -11.45105,0 0.21466,-17.22228 z" id="path7929" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 624.07505,450.50564 0.22453,-7.5015 6.56119,0.005 c 3.60865,0.003 8.73083,0.20999 11.38261,0.46044 l 4.82143,0.45535 0,7.03957 0,7.03957 -11.60714,0.002 -11.60714,0.002 0.22452,-7.50151 z" id="path7931" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 750.11606,496.66096 c 1.48176,-0.31892 3.47292,-1.3115 4.4248,-2.20575 2.80611,-2.6362 6.01452,-9.90591 6.47241,-14.66536 0.22678,-2.35714 0.57071,-5.33036 0.7643,-6.60714 l 0.35197,-2.32143 6.04876,0 c 3.54906,0 6.63034,-0.36321 7.45609,-0.87889 1.16711,-0.72888 1.62266,-0.66399 2.66887,0.38014 2.34524,2.34059 2.89626,5.42024 1.90274,10.63445 -1.11769,5.86585 -1.95817,7.44841 -5.75377,10.83389 -3.53798,3.15569 -8.8474,4.5051 -19.88742,5.05449 -4.53185,0.22551 -6.15805,0.14349 -4.44875,-0.2244 z" id="path7933" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 765.82841,467.50914 c 0.69497,-0.1811 1.65926,-0.16919 2.14285,0.0265 0.4836,0.19566 -0.085,0.34383 -1.26359,0.32928 -1.17857,-0.0146 -1.57424,-0.17464 -0.87926,-0.35575 z" id="path7935" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 762.06481,465.25267 c 0,-1.78074 0.34008,-2.15563 2.32143,-2.559 4.94277,-1.00626 5.87819,-0.86461 6.1319,0.92856 0.32052,2.26533 -0.30049,2.69396 -4.70333,3.24635 l -3.75,0.47048 0,-2.08639 z" id="path7937" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 70.037747,493.02927 c -0.7411,-2.12592 -1.789388,-2.64159 -6.187222,-3.04356 -1.846191,-0.16874 -2.173835,-0.51712 -2.366613,-2.51634 -0.31114,-3.22668 -1.810599,-3.79756 -11.077071,-4.2173 -4.391688,-0.19893 -8.895856,-0.70772 -10.009262,-1.13065 -3.512947,-1.33438 -4.623385,-7.41576 -1.725625,-9.45048 1.47238,-1.03387 1.607143,-1.69072 1.607143,-7.83347 0,-3.68773 0.190482,-6.89755 0.423294,-7.13292 0.232813,-0.23538 59.054241,-0.0922 130.714289,0.31808 71.66005,0.41032 232.76277,1.17972 358.00605,1.70979 125.24329,0.53006 227.91237,1.16106 228.15351,1.40221 0.64979,0.64979 -1.12407,17.60759 -2.3235,22.21267 -1.83807,7.05682 -3.92771,8.95325 -9.84157,8.93161 -4.11507,-0.015 -4.76645,-0.57416 -4.15737,-3.56845 l 0.50692,-2.49204 6.03785,-0.35714 c 4.81674,-0.28492 6.08238,-0.59126 6.25803,-1.51479 0.28235,-1.48431 -1.7705,-2.03195 -7.70607,-2.05573 -4.5316,-0.0181 -4.68249,-0.0797 -6.2964,-2.57051 -2.1915,-3.38215 -7.62196,-5.81672 -15.05295,-6.74849 -7.45105,-0.93428 -9.07756,-1.58253 -9.64518,-3.8441 l -0.46126,-1.83781 -33.44711,0 c -39.30332,0 -35.81139,-0.85869 -35.81139,8.80624 l 0,6.19376 -9.97414,0 -9.97413,0 -0.20444,-6.93362 c -0.19791,-6.7124 -0.2614,-6.94942 -1.99015,-7.4288 -0.98214,-0.27235 -16.13028,-0.52722 -33.66254,-0.56638 -35.66151,-0.0796 -32.37975,-0.5898 -35.34116,5.49377 -0.90055,1.84998 -2.53776,4.6156 -3.63825,6.14582 l -2.0009,2.78221 -92.85715,-0.10322 c -51.07143,-0.0568 -113.10714,-0.3146 -137.85714,-0.57294 l -45,-0.46972 -7.85714,-4.32577 c -7.35639,-4.05008 -8.2063,-4.34349 -13.33544,-4.60373 l -5.47829,-0.27795 -2.02171,-3.21984 c -1.11194,-1.77091 -2.76584,-3.50591 -3.67535,-3.85555 -2.66447,-1.0243 -64.66672,-0.81534 -65.7035,0.22144 -0.47143,0.47142 -0.86153,2.64107 -0.86689,4.82142 -0.0188,7.63845 0.75891,7.17858 -12.13999,7.17858 -12.94813,0 -12.13598,0.4831 -12.13598,-7.21896 0,-4.73097 -0.0888,-4.99302 -1.92915,-5.69272 -1.21617,-0.46239 -10.12575,-0.65385 -24.10715,-0.51804 l -22.17798,0.21543 -4.642859,2.22587 c -2.553572,1.22423 -5.446429,2.47151 -6.428572,2.77173 -3.424532,1.04679 -9.65516,4.51527 -11.320536,6.30192 -1.465646,1.57239 -1.769086,2.91299 -2.400924,10.60731 -0.412559,5.024 -1.072645,9.03289 -1.536607,9.33223 -0.447349,0.28863 -1.665846,0.5297 -2.707772,0.53572 -1.462313,0.008 -2.062796,-0.4721 -2.632653,-2.10679 z" id="path7939" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 725.63624,491.62207 c 0,-1.93872 -0.34114,-4.42979 -0.75809,-5.53572 -1.03641,-2.74897 -4.72692,-6.47642 -8.17048,-8.25224 -4.00114,-2.06336 -14.07906,-2.55478 -20.35714,-0.99265 -4.21084,1.04776 -5.02288,1.571 -8.7268,5.62325 -2.24618,2.4574 -4.28868,5.38853 -4.53891,6.51363 -0.42327,1.90311 -0.63639,2.01563 -3.05892,1.61501 -1.43217,-0.23685 -3.00573,-0.43417 -3.4968,-0.43849 -1.42988,-0.0126 -1.03697,-3.91771 0.60408,-6.00397 2.40082,-3.05216 0.21086,-5.60965 -2.49043,-2.90837 -1.12208,1.12208 -2.56683,5.4185 -2.57395,7.65447 -0.005,1.54741 -2.73081,1.70645 -3.3115,0.19321 -0.22304,-0.58123 0.2692,-2.45057 1.09385,-4.15409 1.8704,-3.86373 1.88205,-4.78912 0.0603,-4.78912 -2.01578,0 -4.26928,3.9963 -4.27254,7.57682 l -0.003,2.93396 -4.39049,0.4589 c -8.93442,0.93383 -48.68958,0.2169 -50.5145,-0.91096 -0.46457,-0.28712 -0.46921,-1.55554 -0.0135,-3.69222 0.92877,-4.35471 -0.0671,-6.8492 -3.26831,-8.18676 -1.36469,-0.57028 -2.98397,-1.03688 -3.5982,-1.03688 -1.7146,0 -2.2231,2.19873 -0.70499,3.04831 1.14597,0.64132 0.92385,0.92638 -1.85393,2.3793 -1.73574,0.90788 -3.55069,1.66522 -4.03322,1.68297 -0.48253,0.0178 -2.57841,-1.6688 -4.65751,-3.7479 -6.99754,-6.99755 -15.11114,-8.53522 -25.34577,-4.80349 -7.1511,2.60742 -11.61939,7.35909 -11.61939,12.3563 0,1.61234 -0.16872,1.66396 -4.46429,1.36588 -2.45535,-0.17039 -4.58324,-0.417 -4.72864,-0.54803 -0.14539,-0.13103 -0.0589,-1.05678 0.19218,-2.05722 0.33863,-1.34919 0.92302,-1.81898 2.26275,-1.81898 2.04512,0 4.19901,-2.07306 7.50226,-7.22074 1.23299,-1.92145 2.49488,-3.49354 2.8042,-3.49354 0.30931,0 0.76407,-0.80357 1.01057,-1.78572 0.44772,-1.78386 0.45731,-1.78571 9.24694,-1.78571 16.35161,0 49.66804,0.93927 50.44958,1.42229 0.45519,0.28132 0.83932,3.37799 0.92888,7.48805 0.14768,6.77727 0.21911,7.05798 2.16649,8.51329 1.76612,1.31986 3.18172,1.53349 11.51054,1.73706 5.33786,0.13047 10.74572,-0.1042 12.34876,-0.53585 l 2.85202,-0.76797 0.45887,-4.39036 c 0.25239,-2.41469 0.45889,-6.07667 0.45889,-8.13773 0,-2.75819 0.29824,-3.86181 1.12985,-4.18093 0.62141,-0.23846 14.20481,-0.43356 30.18532,-0.43356 28.21673,0 29.08106,0.041 29.94167,1.41902 1.24854,1.99923 4.6,3.22859 11.58678,4.25019 9.38839,1.37277 11.56696,3.03484 12.48186,9.52265 0.42313,3.00052 0.28143,3.5833 -1.18979,4.89375 -1.60948,1.4336 -6.39914,3.45285 -8.24283,3.47506 -0.59512,0.007 -0.89286,-1.16469 -0.89286,-3.51417 z" id="path7941" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 696.35053,503.65578 c -2.35853,-0.96452 -6.39999,-4.86629 -7.22085,-6.97125 -0.41676,-1.06874 -0.3654,-2.74805 0.14164,-4.63107 2.02916,-7.53572 11.036,-12.26125 18.44626,-9.67802 2.58388,0.90074 5.7758,5.336 5.7758,8.02562 0,2.97262 -3.30422,9.37257 -5.8359,11.30358 -2.74264,2.09191 -8.52345,3.08945 -11.30695,1.95114 z" id="path7943" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 569.8078,499.41712 c -5.52698,-2.91982 -7.35056,-7.79568 -4.88073,-13.05003 1.52769,-3.25001 2.57446,-4.01319 7.5334,-5.4925 4.09064,-1.22028 7.80964,0.36452 9.31608,3.96994 3.65254,8.74176 0.68537,16.06379 -6.47781,15.98518 -1.58223,-0.0174 -4.05316,-0.65303 -5.49094,-1.41259 z" id="path7945" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 414.07939,489.06634 c -0.2015,-0.20151 -32.03809,-0.61241 -70.74796,-0.91312 -73.40099,-0.5702 -72.69519,-0.5367 -72.69519,-3.45083 0,-0.82818 9.01906,-0.97191 56.96429,-0.90782 90.4332,0.12089 213.58932,0.95314 214.08262,1.44671 0.24815,0.24829 0.23998,1.29293 -0.0181,2.32143 l -0.46935,1.87 -63.37494,0 c -34.85622,0 -63.53981,-0.16487 -63.74132,-0.36637 z" id="path7947" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 127.03968,490.19395 c 0.40668,-0.75989 0.73942,-3.60487 0.73942,-6.32218 0,-5.83106 -2.049,-10.53237 -6.21522,-14.26049 l -2.59423,-2.32143 12.83097,0 12.83096,0 0.74517,7.28333 c 0.40984,4.00583 1.08993,7.39825 1.51131,7.53871 0.51186,0.17062 0.43272,0.8945 -0.23843,2.18096 -1.24623,2.38875 -1.2965,4.74648 -0.12053,5.65391 1.39751,1.07839 31.98813,0.25492 32.42086,-0.87274 0.73696,-1.92048 -0.86633,-5.65962 -2.63891,-6.15437 -1.16631,-0.32553 -1.32524,-0.51104 -0.47856,-0.5586 1.81949,-0.10219 2.66089,-2.96272 2.66089,-9.04627 l 0,-5.31064 29.86532,0 c 29.06818,0 29.90703,0.0389 31.42857,1.45639 0.85979,0.80102 1.56326,1.94242 1.56326,2.53645 0,1.63709 4.44052,3.15001 9.2455,3.15001 2.93277,0 4.98678,0.42289 6.48787,1.33576 2.01271,1.224 2.07391,1.36781 0.73155,1.71884 -1.85922,0.4862 -1.87462,2.06751 -0.0363,3.73112 0.87259,0.78969 1.42857,2.19997 1.42857,3.62371 0,3.93391 -0.56271,4.59057 -3.93375,4.59057 l -3.06662,0 -0.87237,-3.75 c -1.09933,-4.7256 -3.46451,-7.33766 -8.91298,-9.84333 -6.24145,-2.87035 -12.53074,-3.3786 -18.69296,-1.51061 -2.68316,0.81336 -8.25346,1.82616 -12.37846,2.25067 -4.125,0.4245 -8.46429,1.08987 -9.64286,1.4786 -4.35912,1.43776 -7.5,5.37046 -7.5,9.39075 l 0,2.69821 -3.21429,0 -3.21428,0 -0.0712,-3.39286 c -0.1034,-4.92724 -0.82324,-6.96428 -2.46101,-6.96428 -1.57481,0 -1.68009,1.37205 -0.52619,6.85761 l 0.69125,3.28619 -10.71571,0.46381 c -5.89364,0.2551 -19.19377,0.46382 -29.55584,0.46382 -18.40535,0 -18.82307,-0.0319 -18.10072,-1.38162 z m 9.28041,-3.46562 c 0.40522,-1.45902 0.73855,-3.55905 0.74074,-4.66673 0.003,-1.68089 -0.26181,-1.97622 -1.60316,-1.78571 -1.33247,0.18924 -1.7155,0.86692 -2.24115,3.9652 -0.46449,2.73783 -0.3951,4.0248 0.25951,4.81357 1.20731,1.45472 1.9664,0.83382 2.84406,-2.32633 z" id="path7949" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 222.96207,503.73642 c -3.0174,-0.71632 -4.3213,-1.85398 -5.58138,-4.8698 -1.39311,-3.33416 -1.29542,-6.11374 0.3266,-9.29316 2.0506,-4.01951 4.88039,-6.45714 8.87206,-7.64253 4.52157,-1.34277 4.1886,-1.35881 9.1203,0.43938 4.93461,1.79925 5.65088,3.19645 5.65088,11.0231 l 0,5.17609 -3.39286,2.15293 c -5.32464,3.37874 -9.72966,4.26411 -14.9956,3.01399 z" id="path7951" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 202.60053,491.04463 c -5.04853,-0.22202 -5.53572,-0.37392 -5.53572,-1.726 0,-0.81541 1.21607,-2.69863 2.70238,-4.18494 2.33576,-2.33575 3.28056,-2.76449 6.96428,-3.16028 2.34405,-0.25185 5.30678,-0.61971 6.58384,-0.81748 l 2.32193,-0.35957 -1.7642,2.5997 c -0.97032,1.42984 -2.31812,3.85516 -2.99511,5.38961 -0.677,1.53444 -1.57083,2.72521 -1.9863,2.64615 -0.41546,-0.0791 -3.24646,-0.2533 -6.2911,-0.38719 z" id="path7953" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 119.68386,491.09937 c -0.26191,-0.2619 -0.47619,-1.3997 -0.47619,-2.52845 0,-2.33229 -1.99251,-6.47256 -4.4251,-9.19499 -4.26488,-4.77304 -9.39553,-7.0063 -16.289188,-7.09034 -2.558037,-0.0312 -2.956256,-0.1894 -1.950465,-0.77497 2.570972,-1.49681 8.944633,-3.34896 13.240163,-3.84751 3.76516,-0.43699 4.42459,-0.34612 4.42459,0.60969 0,0.61777 0.88393,1.58492 1.96428,2.14922 5.1021,2.66498 7.32143,6.97895 7.32143,14.2315 0,2.28735 0.33274,4.78054 0.73942,5.54043 0.66302,1.23886 0.49082,1.38162 -1.66667,1.38162 -1.32334,0 -2.62037,-0.21429 -2.88227,-0.4762 z" id="path7955" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 94.207668,501.10277 c -2.684033,-0.46283 -5.917924,-1.77462 -7.321429,-2.96983 -0.966279,-0.82288 -1.25,-2.1803 -1.25,-5.98044 0,-4.86806 0.0305,-4.94559 3.131524,-7.95943 3.551582,-3.45175 9.755884,-5.98047 12.799197,-5.21665 1.03597,0.26002 3.21965,1.74373 4.85263,3.29714 2.88339,2.74291 2.95992,2.9344 2.65282,6.63767 -0.41676,5.02552 -2.919,10.15055 -5.42768,11.11682 -2.45153,0.94426 -7.114244,1.47526 -9.437062,1.07472 z" id="path7957" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 16.878941,490.47523 c -1.076343,-0.99804 -1.969108,-2.52483 -1.983921,-3.39286 -0.05938,-3.47961 -0.729513,-13.12669 -1.041173,-14.98853 -0.311326,-1.85985 -0.23377,-1.92866 1.261047,-1.11876 0.876026,0.47463 5.215772,1.00533 9.643882,1.17934 l 8.051108,0.31637 -0.43405,2.31369 c -0.29674,1.58176 0.03734,3.34844 1.056035,5.58463 0.819547,1.79901 1.495007,3.52964 1.501023,3.84584 0.04182,2.19817 1.525982,2.59491 11.30451,3.02187 5.511805,0.24066 10.157585,0.59211 10.323953,0.78101 0.166369,0.1889 0.514545,1.22738 0.773724,2.30774 l 0.471235,1.96428 -19.485193,0 -19.485194,0 -1.956986,-1.81462 z" id="path7959" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 18.991025,467.5494 c -0.273703,-0.2737 -0.497643,-1.68773 -0.497643,-3.14228 0,-2.50112 0.145354,-2.66866 2.678572,-3.08738 1.473214,-0.2435 5.508683,-0.44628 8.967708,-0.4506 l 6.289136,-0.008 -0.217708,3.39286 -0.217708,3.39285 -8.252357,0.20003 c -4.538796,0.11001 -8.476296,-0.0239 -8.75,-0.29762 z" id="path7961" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 7.239009,478.71473 c -0.2428554,-1.04458 -0.4415552,-2.73828 -0.4415552,-3.76378 0,-1.64788 0.085966,-1.86454 0.739796,-1.86454 1.4665762,0 1.7959429,0.81804 1.6849897,4.18499 -0.093282,2.8307 -0.173459,3.14648 -0.8225162,3.2395 -0.600145,0.086 -0.7922323,-0.21124 -1.1607143,-1.79617 z" id="path7963" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 417.15993,517.41663 c 11.07024,-0.11065 29.39167,-0.11073 40.71428,-1.8e-4 11.32262,0.11055 2.26515,0.20108 -20.12771,0.20118 -22.39286,1.1e-4 -31.65681,-0.0903 -20.58657,-0.201 z" id="path7965" inkscape:connector-curvature="0" /> </g> </svg> </div>
					
					<div class="zoomcontrols">
						<div id="zoom-in"><i aria-hidden="true" class="fas fa-search-plus"></i></div>
						<div id="reset"><i aria-hidden="true" class="fas fa-sync"></i> 100%</div>
						<div id="zoom-out"><i aria-hidden="true" class="fas fa-search-minus"></i></div>
					</div>	
					
                    <div class="controlbtns">
					   <a id="random-color-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-random"></i><span class="controlslinktext">Auto</span></div>
						</a>						
						<a id="coloring-undo-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-undo"></i><span class="controlslinktext">Undo</span></div>
                        </a>
                        <a id="coloring-reset-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="far fa-trash-alt"></i><span class="controlslinktext">Reset</span></div>
                        </a>
                        <a href="" onclick="printDiv();return false;">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-save"></i><span class="controlslinktext">Print</span></div>
                        </a>
						<a id="coloring-fullscreen-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-expand"></i><span class="controlslinktext">Expand</span></div>
						</a>
                        <div class="btncontrols zoombtn"><i aria-hidden="true" class="fas fa-search-plus"></i><span class="controlslinktext">Zoom</span></div>						
						
                    </div>
                </div>
            </div>
			
            <!-- Phần bên phải -->
            <div id="coloring-right">
                <center><h3 class="coloring-h3">BẢNG TRỘN MÀU</h3></center>
                <div class="coloring-picker">
                    <center><div id='box1' class='box'><div id='customcolor1' class='customcolorx' style='background: #ffffff; fill: #ffffff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker1' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box2' class='box'><div id='customcolor2' class='customcolorx' style='background: #000000; fill: #000000;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker2' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box3' class='box'><div id='customcolor3' class='customcolorx' style='background: #00ff00; fill: #00ff00;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker3' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box4' class='box'><div id='customcolor4' class='customcolorx' style='background: #0000ff; fill: #0000ff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker4' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div>
					</center>
                    <div class="coloring-palette-64" style="display: inline-block;"><div id="color01" class="basiccolor" style="background: #FF0000; fill: #FF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color02" class="basiccolor" style="background: #DF0000; fill: #DF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color03" class="basiccolor" style="background: #AF102E; fill: #AF102E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color04" class="basiccolor" style="background: #550E2B; fill: #550E2B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color05" class="basiccolor" style="background: #9C2B3B; fill: #9C2B3B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color06" class="basiccolor" style="background: #E45761; fill: #E45761;" x="0" y="0" onclick="selected(this.id)"></div><div id="color07" class="basiccolor" style="background: #FF9792; fill: #FF9792;" x="0" y="0" onclick="selected(this.id)"></div><div id="color08" class="basiccolor" style="background: #FFD5CF; fill: #FFD5CF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color09" class="basiccolor" style="background: #FFE1B5; fill: #FFE1B5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color10" class="basiccolor" style="background: #EFAF79; fill: #EFAF79;" x="0" y="0" onclick="selected(this.id)"></div><div id="color11" class="basiccolor" style="background: #F66D1E; fill: #F66D1E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color12" class="basiccolor" style="background: #8D4131; fill: #8D4131;" x="0" y="0" onclick="selected(this.id)"></div><div id="color13" class="basiccolor" style="background: #492917; fill: #492917;" x="0" y="0" onclick="selected(this.id)"></div><div id="color14" class="basiccolor" style="background: #97530F; fill: #97530F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color15" class="basiccolor" style="background: #DD8C00; fill: #DD8C00;" x="0" y="0" onclick="selected(this.id)"></div><div id="color16" class="basiccolor" style="background: #FBC800; fill: #FBC800;" x="0" y="0" onclick="selected(this.id)"></div><div id="color17" class="basiccolor" style="background: #FFFF8F; fill: #FFFF8F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color18" class="basiccolor" style="background: #E4FCA2; fill: #E4FCA2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color19" class="basiccolor" style="background: #AFE356; fill: #AFE356;" x="0" y="0" onclick="selected(this.id)"></div><div id="color20" class="basiccolor" style="background: #6CB328; fill: #6CB328;" x="0" y="0" onclick="selected(this.id)"></div><div id="color21" class="basiccolor" style="background: #38741A; fill: #38741A;" x="0" y="0" onclick="selected(this.id)"></div><div id="color22" class="basiccolor" style="background: #0E3E12; fill: #0E3E12;" x="0" y="0" onclick="selected(this.id)"></div><div id="color23" class="basiccolor" style="background: #177578; fill: #177578;" x="0" y="0" onclick="selected(this.id)"></div><div id="color24" class="basiccolor" style="background: #00BC9F; fill: #00BC9F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color25" class="basiccolor" style="background: #6BECBD; fill: #6BECBD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color26" class="basiccolor" style="background: #C9FCCC; fill: #C9FCCC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color27" class="basiccolor" style="background: #D8E0FF; fill: #D8E0FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color28" class="basiccolor" style="background: #A6ADFF; fill: #A6ADFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color29" class="basiccolor" style="background: #6E6AFF; fill: #6E6AFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color30" class="basiccolor" style="background: #3E32D5; fill: #3E32D5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color31" class="basiccolor" style="background: #2D1A71; fill: #2D1A71;" x="0" y="0" onclick="selected(this.id)"></div><div id="color32" class="basiccolor" style="background: #3257BE; fill: #3257BE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color33" class="basiccolor" style="background: #409DEF; fill: #409DEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color34" class="basiccolor" style="background: #70DBFF; fill: #70DBFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color35" class="basiccolor" style="background: #BFFFFF; fill: #BFFFFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color36" class="basiccolor" style="background: #FFCDFF; fill: #FFCDFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color37" class="basiccolor" style="background: #EE82EE; fill: #EE82EE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color38" class="basiccolor" style="background: #B44CEF; fill: #B44CEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color39" class="basiccolor" style="background: #652BBC; fill: #652BBC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color40" class="basiccolor" style="background: #480E55; fill: #480E55;" x="0" y="0" onclick="selected(this.id)"></div><div id="color41" class="basiccolor" style="background: #941887; fill: #941887;" x="0" y="0" onclick="selected(this.id)"></div><div id="color42" class="basiccolor" style="background: #FF00FF; fill: #FF00FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color43" class="basiccolor" style="background: #E444C3; fill: #E444C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color44" class="basiccolor" style="background: #FF91E2; fill: #FF91E2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color45" class="basiccolor" style="background: #4B0082; fill: #4B0082;" x="0" y="0" onclick="selected(this.id)"></div><div id="color46" class="basiccolor" style="background: #663399; fill: #663399;" x="0" y="0" onclick="selected(this.id)"></div><div id="color47" class="basiccolor" style="background: #9370DB; fill: #9370DB;" x="0" y="0" onclick="selected(this.id)"></div><div id="color48" class="basiccolor" style="background: #6A5ACD; fill: #6A5ACD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color49" class="basiccolor" style="background: #483D8B; fill: #483D8B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color50" class="basiccolor" style="background: #8A2BE2; fill: #8A2BE2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color51" class="basiccolor" style="background: #800080; fill: #800080;" x="0" y="0" onclick="selected(this.id)"></div><div id="color52" class="basiccolor" style="background: #9400D3; fill: #9400D3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color53" class="basiccolor" style="background: #9932CC; fill: #9932CC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color54" class="basiccolor" style="background: #8B008B; fill: #8B008B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color55" class="basiccolor" style="background: #5270C3; fill: #5270C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color56" class="basiccolor" style="background: #C873B9; fill: #C873B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color57" class="basiccolor" style="background: #4EA15E; fill: #4EA15E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color58" class="basiccolor" style="background: #B9A264; fill: #B9A264;" x="0" y="0" onclick="selected(this.id)"></div><div id="color59" class="basiccolor" style="background: #4CA6A8; fill: #4CA6A8;" x="0" y="0" onclick="selected(this.id)"></div><div id="color60" class="basiccolor" style="background: #A64D4E; fill: #A64D4E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color61" class="basiccolor" style="background: #80B954; fill: #80B954;" x="0" y="0" onclick="selected(this.id)"></div><div id="color62" class="basiccolor" style="background: #7E60B9; fill: #7E60B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color63" class="basiccolor" style="background: #7CA668; fill: #7CA668;" x="0" y="0" onclick="selected(this.id)"></div><div id="color64" class="basiccolor" style="background: #B97E9B; fill: #B97E9B;" x="0" y="0" onclick="selected(this.id)"></div>
                    </div>
                </div>
            </div>
        </section>
		<script>
			document.addEventListener("DOMContentLoaded", function (event) {
				jQuery("#printbtnmob").click(function () {
					printDiv();
					return false;
				});				
				jQuery("#random-color-button").click(function () {
					randomColor();
					return false;
				});
			});
					
			document.addEventListener("DOMContentLoaded", function () {
				const coloringFullscreenButton = document.getElementById("coloring-fullscreen-button");
				coloringFullscreenButton.addEventListener("click", toggleFullscreen);

				function toggleFullscreen() {
					const coloring = document.getElementById("coloring");

					if (!document.fullscreenElement && !document.webkitFullscreenElement && !document.msFullscreenElement) {
						if (coloring.requestFullscreen) {
							coloring.requestFullscreen();
						} else if (coloring.webkitRequestFullscreen) { /* Safari */
							coloring.webkitRequestFullscreen();
						} else if (coloring.msRequestFullscreen) { /* IE/Edge */
							coloring.msRequestFullscreen();
						}
					} else {
						if (document.exitFullscreen) {
							document.exitFullscreen();
						} else if (document.webkitExitFullscreen) { /* Safari */
							document.webkitExitFullscreen();
						} else if (document.msExitFullscreen) { /* IE/Edge */
							document.msExitFullscreen();
						}
					}
				}

				document.addEventListener("fullscreenchange", function () {
					updateFullscreenButton();
				});

				function updateFullscreenButton() {
					const isFullscreen = document.fullscreenElement || document.webkitFullscreenElement || document.msFullscreenElement;
					const fullscreenButtonText = isFullscreen ? "Exit" : "Expand";
					coloringFullscreenButton.querySelector(".controlslinktext").textContent = fullscreenButtonText;
				}
			});
		</script>
		
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/jquery-2.1.4.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-min.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/hammer.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/tomau.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-preload.js"></script>

		<script>
			function randomColor() {
				var colors = ["#dfeae4", "#a6cfd0", "#7b95a0", "#505d6d", "#353234", "#665d5b", "#998d86", "#cdbfb3", "#eae6da", "#eeb3b7", "#ff0000", "#df0000", "#af102e", "#550e2b", "#9c2b3b", "#e45761", "#ff9792", "#ffd5cf", "#ffe1b5", "#efaf79", "#f66d1e", "#8d4131", "#492917", "#97530f", "#dd8c00", "#fbc800", "#ffff8f", "#e4fca2", "#afe356", "#6cb328", "#38741a", "#0e3e12", "#177578", "#00bc9f", "#6becbd", "#c9fccc", "#d8e0ff", "#a6adff", "#6e6aff", "#3e32d5", "#2d1a71", "#3257be", "#409def", "#70dbff", "#bfffff", "#ffcdff", "#ee82ee", "#b44cef", "#652bbc", "#480e55", "#941887", "#ff00ff", "#e444c3", "#ff91e2"];

				var elements = document.querySelectorAll("#coloring-area svg path");

				elements.forEach(function (element) {
					var randomColor = colors[Math.floor(Math.random() * colors.length)];
					var previousFill = element.style.fill;

					// Track the change in coloringSteps
					var coloringStep = {
						target: element,
						previousFill: element.getAttribute("style")
					};

					element.style.fill = randomColor;
					ColoringBookHandler.coloringSteps.push(coloringStep);
				});
			}

			document.addEventListener("DOMContentLoaded", (event) => {
				document.querySelectorAll(".farba").forEach(input => {
					input.addEventListener("change", (event) => {
						let selectedColor = event.target.value;
						let previousDiv = event.target.previousElementSibling;

						if (previousDiv && previousDiv.classList.contains("customcolorx")) {
							previousDiv.classList.add("selectioncustomcolor");
						}

						ColoringBookHandler.currentFill = "fill:${selectedColor}";

						// Optionally, if you want to call the handlePaletteClick to simulate the same behavior
						ColoringBookHandler.handlePaletteClick({
							target: previousDiv
						});
					});
				});
			});
		
		
			function selected(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}	
			
			
			function selected_bk(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}

			function printDiv() {
				var divContents = document.getElementById("coloring-area").innerHTML;
				var a = window.open("", "", "height=1000, width=900");
				a.document.write(
					"<html><head><style>#tomauonline {position: absolute !important;top: 100pt; left: 42px; transform: scale(0.95); width: 750px !important;height:750px !important; }  g.svg-pan-zoom_viewportxxx  {transform: matrix(0.90, 0, 0, 0.90, 0, 16) !important}   @page {margin:  0cm !important;} #svg-pan-zoom-controls {display:none !important;visibility: hidden !important;} } </style></head>"
				);
				a.document.write("<body data-rsssl=1 ><div>");
				a.document.write('<div style="position: absolute; width: 100%; height: auto;text-align: center;  top: 50px;" ><img decoding="async"  src="https://tapve.com/wp-content/plugins/svgcoloringbook/img/logo.png" style="width:auto; height: 80px;" alt="TAPVE""></div>');
				a.document.write(divContents);
				a.document.write(
					'<div class="logo" style="position: absolute; width: 100%; height: auto;text-align: center;  bottom: 50px;font-family: Arial, Helvetica, sans-serif;" >© 2024 www.tapve.com <br /><br />SÁCH TÔ MÀU TRỰC TUYẾN CHO BÉ !</div>'
				);
				a.document.write("</div></body></html>");
				a.document.close();
				a.print();
			}
					let colorPicker1 = document.getElementById("colorPicker1");
					let box1 = document.getElementById("box1");
					let customcolor1 = document.getElementById("customcolor1");

					box1.style.borderColor = colorPicker1.value;

					colorPicker1.addEventListener(
						"input",
						function (event) {
							box1.style.borderColor = event.target.value;
							customcolor1.style.background = event.target.value;
							customcolor1.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker2 = document.getElementById("colorPicker2");
					let box2 = document.getElementById("box2");
					let customcolor2 = document.getElementById("customcolor2");

					box2.style.borderColor = colorPicker2.value;

					colorPicker2.addEventListener(
						"input",
						function (event) {
							box2.style.borderColor = event.target.value;
							customcolor2.style.background = event.target.value;
							customcolor2.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker3 = document.getElementById("colorPicker3");
					let box3 = document.getElementById("box3");
					let customcolor3 = document.getElementById("customcolor3");

					box3.style.borderColor = colorPicker3.value;

					colorPicker3.addEventListener(
						"input",
						function (event) {
							box3.style.borderColor = event.target.value;
							customcolor3.style.background = event.target.value;
							customcolor3.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker4 = document.getElementById("colorPicker4");
					let box4 = document.getElementById("box4");
					let customcolor4 = document.getElementById("customcolor4");

					box4.style.borderColor = colorPicker4.value;

					colorPicker4.addEventListener(
						"input",
						function (event) {
							box4.style.borderColor = event.target.value;
							customcolor4.style.background = event.target.value;
							customcolor4.style.fill = event.target.value;
						},
						false
					);
				
			$(function (f) {
				$(".zoombtn").click(function (x) {
					$(".zoomcontrols").toggleClass("zoomshow");
				});
			});
			
		</script></p>
]]></content:encoded>
					
					<wfw:commentRss>https://tapve.com/dau-may-diesel/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Vệ sinh xe</title>
		<link>https://tapve.com/ve-sinh-xe/</link>
					<comments>https://tapve.com/ve-sinh-xe/#respond</comments>
		
		<dc:creator><![CDATA[Tập Vẽ]]></dc:creator>
		<pubDate>Fri, 17 May 2024 11:48:04 +0000</pubDate>
				<category><![CDATA[Phương tiện giao thông]]></category>
		<guid isPermaLink="false">http://localhost/chatgpt4/ve-sinh-xe/</guid>

					<description><![CDATA[Tô màu bức tranh: Vệ sinh xe]]></description>
										<content:encoded><![CDATA[<p>Chào mừng bạn đến với trang tô màu trực tuyến! Hôm nay, chúng ta sẽ cùng nhau thả hồn sức sáng tạo và tô màu một bức tranh đặc biệt: <strong>Vệ sinh xe</strong>.</p>
<p>Bức tranh &#8220;Vệ sinh xe&#8221; miêu tả một người đàn ông đang cẩn thận lau chùi và làm sạch chiếc xe ô tô. Người đàn ông mặc bộ đồ bảo hộ và cầm bàn chải, thể hiện sự chăm chỉ và cẩn thận trong công việc. Bức tranh sử dụng màu sắc tươi sáng và chi tiết minh họa rõ ràng, cho người xem cảm giác vui vẻ và sảng khoái khi nhìn thấy. Từng chi tiết nhỏ như bọt xà phòng, nước rửa xe và chi tiết của chiếc xe được vẽ tỉ mỉ, tạo nên một bức tranh sống động và sinh động. .</p>
<p>Hãy thả hồn mình vào không gian màu sắc và bắt đầu tô màu cho <strong>Vệ sinh xe</strong>. Bạn có thể lựa chọn từ bảng màu đa dạng để tạo ra một bức tranh độc đáo và đầy màu sắc. Sử dụng các công cụ như công cụ tự tô để tô màu một cách tự do và sáng tạo.</p>
<p>Hãy để trí tưởng tượng của bạn bay xa và biến bức tranh <strong>Vệ sinh xe</strong> trở thành một tác phẩm nghệ thuật độc đáo mang lại niềm vui và sự sảng khoái cho mỗi người tham gia.</p>
<p>Chắc chắn bạn sẽ tìm thấy niềm vui và sự thư giãn trong việc tô màu bức tranh này trên trang tô màu trực tuyến. Và điều tuyệt vời hơn, bạn còn có thể in bức tranh <strong>Vệ sinh xe</strong> đã tô màu của mình để giữ lại những khoảnh khắc sáng tạo đó!</p>
<p>Tính năng in của trang web cho phép bạn chuyển bức tranh tô màu thành một tệp PDF có thể in ra và treo trên tường hoặc tặng cho bạn bè và gia đình. Việc này giúp bạn lưu giữ những kỷ niệm đẹp đẽ và chia sẻ niềm đam mê tô màu với mọi người xung quanh.</p>
<p>Đương nhiên, trang web cũng cung cấp tính năng in trắng đen, cho phép bạn tải xuống bức tranh <strong>Vệ sinh xe</strong> ở dạng đen trắng để bạn có thể tô màu bằng bút màu trên giấy!</p>
<p>Vì vậy, hãy bắt đầu ngay hôm nay và thể hiện sự sáng tạo của bạn không chỉ trên màn hình máy tính mà còn trên giấy với tính năng in tiện lợi này!</p>
<p><span id="more-6256"></span><section id="coloring">
            <!-- Phần bên trái -->
			<div id="coloring-left">
                <div>
                    <div id="coloring-area"><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="100%" height="100%" viewBox="0 0 800.00001 800.00001" id="tomauonline" > <g inkscape:label="Pozadie" inkscape:groupmode="layer" id="Back" transform="translate(0,-252.36216)" sodipodi:insensitive="true"> <image y="338.16663" x="2.5839124" id="image7645" xlink:href="data:image/png;base64,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" style="image-rendering:optimizeQuality" preserveAspectRatio="none" height="616.62433" width="796.62366" /> </g> <g inkscape:groupmode="layer" id="Color" inkscape:label="Podklad"> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 66.734305,442.38751 c -5.164261,-2.64941 -10.100092,-9.0284 -13.762802,-17.78678 -3.957218,-9.46263 -4.158639,-9.72028 -9.802691,-12.53906 -2.479797,-1.23846 -4.752438,-2.6461 -5.050311,-3.12807 -0.297873,-0.48197 0.658724,-2.12916 2.125773,-3.66042 3.338702,-3.48486 4.847939,-11.07025 7.15136,-35.94259 1.625093,-17.54774 3.49393,-30.61262 7.585991,-53.033 1.064726,-5.83363 1.952294,-11.87727 1.972374,-13.4303 0.03438,-2.65891 0.236661,-2.78614 3.466286,-2.18026 5.266161,0.98794 8.068823,-1.53449 12.796378,-11.51687 2.274718,-4.80315 4.601058,-9.69895 5.169644,-10.87956 0.718415,-1.49173 0.693487,-2.78244 -0.08171,-4.23092 -1.038537,-1.94053 -0.784277,-2.12748 3.684953,-2.70947 2.640251,-0.34383 6.846017,-1.01983 9.346145,-1.50224 5.77283,-1.11389 20.629936,-3.63773 29.799496,-5.06218 3.88909,-0.60415 9.5712,-1.72161 12.62691,-2.48325 3.05571,-0.76163 8.51054,-1.89422 12.12183,-2.51685 3.6113,-0.62263 11.33896,-2.22509 17.17259,-3.56104 5.83364,-1.33594 14.92501,-3.16884 20.20306,-4.07312 5.27804,-0.90428 14.36942,-2.58238 20.20305,-3.7291 5.83363,-1.14673 13.56129,-2.45217 17.17259,-2.90097 25.0765,-3.11646 32.285,-4.17875 50.50763,-7.44313 4.72246,-0.84598 12.9047,-1.9686 18.18274,-2.49471 12.50081,-1.24606 24.18671,-2.76663 43.43656,-5.65193 20.78889,-3.11599 27.92471,-4.07947 53.03301,-7.16054 11.66726,-1.4317 25.98617,-3.67416 31.81981,-4.98325 5.83363,-1.30908 13.33401,-2.6205 16.66751,-2.91425 3.33351,-0.29375 7.65191,-0.85573 9.59645,-1.24884 l 3.53554,-0.71475 -2.82963,3.71191 c -8.27949,10.86105 -10.73075,27.30937 -11.84367,79.47257 -0.40895,19.16764 -1.03736,36.21396 -1.39648,37.88072 -0.41858,1.94267 -0.10861,3.93694 0.86354,5.55583 5.67737,9.4544 5.56384,8.68954 5.5876,37.64826 l 0.0222,27.04165 -2.66433,4.22057 c -1.46538,2.32131 -3.42999,5.93074 -4.36581,8.02095 l -1.70149,3.8004 -32.75729,0.48528 c -18.01655,0.2669 -43.4397,1.2083 -56.49592,2.09199 -13.05622,0.88369 -30.55711,2.03213 -38.89087,2.55206 -8.33376,0.51994 -18.10699,1.39637 -21.71828,1.94761 -3.6113,0.55124 -11.11168,1.46094 -16.66752,2.02154 -5.55584,0.56061 -14.41993,1.51343 -19.69797,2.11737 -5.27805,0.60394 -18.23326,1.73461 -28.78935,2.5126 -10.5561,0.77798 -24.19316,1.89493 -30.30458,2.48212 -6.11142,0.58719 -21.56676,1.52343 -34.34518,2.08054 -12.77843,0.5571 -30.05204,1.88736 -38.3858,2.95613 -8.33376,1.06876 -20.928315,2.10461 -27.987901,2.30189 -10.762121,0.30074 -13.397108,0.0706 -16.311464,-1.42454 z m 40.892525,-98.42261 4.67439,-0.54871 1.13399,-5.64656 c 1.65126,-8.2222 1.50833,-21.47204 -0.23162,-21.47204 -0.9972,0 -1.67509,3.03973 -2.51278,11.26743 -0.63094,6.19708 -1.34512,11.46539 -1.58708,11.70735 -0.43349,0.43349 -9.689307,1.6831 -21.051032,2.84207 -4.292758,0.43788 -5.808377,0.99733 -5.808377,2.144 0,1.33648 1.434946,1.46167 10.354063,0.90333 5.694735,-0.3565 12.457536,-0.89509 15.028446,-1.19687 z" id="path7663" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 457.01092,325.38896 c -1.38896,-0.44482 -5.99147,-0.85409 -10.2278,-0.90946 l -7.70241,-0.10069 -0.63135,-3.15673 c -1.32081,-6.60407 -0.65728,-55.81894 0.91817,-68.10099 2.09711,-16.34889 3.514,-23.64365 5.27121,-27.13842 2.17241,-4.32052 9.86003,-12.19443 15.33792,-15.70957 4.01286,-2.57505 5.79751,-3.07199 11.03236,-3.07199 11.20835,0 23.16326,6.50045 29.47243,16.02556 1.64595,2.48493 2.83135,4.67934 2.63422,4.87647 -0.19713,0.19713 -5.24138,1.28405 -11.20943,2.41537 -10.40263,1.97195 -20.46959,5.72637 -22.76248,8.48913 -1.33201,1.60498 -2.62972,39.69965 -2.2974,67.44096 l 0.23899,19.95051 -3.77453,-0.10071 c -2.07599,-0.0554 -4.91095,-0.46462 -6.2999,-0.90944 z" id="path7665" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 442.97832,372.54881 c 0.0181,-17.96867 -0.26534,-22.27889 -1.71103,-26.01467 -0.95303,-2.46272 -2.119,-4.9095 -2.59103,-5.43731 -0.98969,-1.10662 -1.15042,-7.71016 -0.24509,-10.06941 0.86862,-2.26361 14.70578,-2.16993 22.58748,0.15291 l 5.94056,1.75077 0.56212,9.10837 c 0.30916,5.00961 0.82686,17.06333 1.15044,26.78605 0.32357,9.72272 0.80105,18.42108 1.06106,19.3297 0.41049,1.43448 -0.89491,1.70731 -9.91266,2.07172 -7.16512,0.28954 -11.38977,0.95288 -13.6245,2.13927 l -3.2391,1.71961 0.0217,-21.53701 z" id="path7667" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 290.91052,433.62063 c 0,-2.08618 8.36573,-3.04509 33.92857,-3.88902 12.17857,-0.40207 31.78571,-1.09242 43.57143,-1.53411 11.78571,-0.4417 27.61607,-0.9583 35.17857,-1.14801 l 13.75,-0.34493 0,1.76198 c 0,1.59217 -0.3614,1.80539 -3.75,2.21241 -2.0625,0.24773 -12.91072,0.46217 -24.10715,0.47652 -22.62587,0.029 -55.52207,0.95293 -74.4145,2.09003 -24.87362,1.49709 -24.15692,1.48596 -24.15692,0.37513 z" id="path7669" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 393.56139,536.9058 c -13.14197,-0.44588 -13.33377,-0.5161 -13.35422,-4.88883 -0.009,-1.84854 -0.3952,-2.48521 -1.84315,-3.03571 -1.10162,-0.41884 -16.04482,-0.69661 -37.47487,-0.69661 -40.51114,0 -36.56659,0.69946 -37.3898,-6.63014 -1.3086,-11.65148 -5.26981,-17.18791 -16.03436,-22.41063 -0.12718,-0.0617 0.30305,-1.14539 0.95607,-2.4082 1.57636,-3.04834 0.89155,-6.73246 -1.54864,-8.33134 -1.20349,-0.78856 -3.85667,-1.30452 -7.76215,-1.50951 l -5.93367,-0.31143 0.39732,-5.25354 c 0.27082,-3.58081 0.1232,-5.58383 -0.46363,-6.29092 -0.67932,-0.81853 -0.62087,-1.50166 0.27703,-3.23801 0.85918,-1.66146 0.95151,-2.54903 0.37689,-3.62273 -0.41861,-0.78217 -0.49733,-1.42212 -0.17496,-1.42212 0.32238,0 0.94409,-2.65179 1.38158,-5.89286 0.62318,-4.61679 0.59712,-6.47289 -0.12033,-8.57143 -0.73393,-2.14675 -0.73697,-2.67857 -0.0153,-2.67857 0.49524,0 1.32572,-0.51246 1.84553,-1.13879 0.80643,-0.97168 0.68824,-1.34267 -0.80539,-2.52814 l -1.75051,-1.38935 1.60714,-1.13041 c 0.99645,-0.70087 1.60715,-1.8695 1.60715,-3.07544 0,-1.06977 0.64285,-2.52681 1.42857,-3.23787 0.78571,-0.71106 1.42857,-1.85149 1.42857,-2.53429 0,-1.42349 1.3863,-2.10857 4.26686,-2.10857 1.8302,0 2.06253,0.29915 2.63509,3.39286 0.72724,3.92952 -0.93986,3.66712 15.24091,2.39889 5.69643,-0.44648 14.85714,-1.14151 20.35714,-1.54451 5.5,-0.403 29.55512,-1.04521 53.45582,-1.42712 26.88139,-0.42955 43.97668,-0.97315 44.82143,-1.42525 0.99211,-0.53095 1.36561,-1.50541 1.36561,-3.56286 0,-3.09398 0.40439,-3.29482 4.0094,-1.99124 2.85467,1.03227 4.15309,0.16392 6.04833,-4.04494 0.71012,-1.57699 3.05552,-5.5994 5.21201,-8.93869 2.15649,-3.33928 5.53064,-8.65639 7.49811,-11.8158 5.33773,-8.57142 4.95794,-8.36116 15.81041,-8.75304 l 9.27888,-0.33505 0,4.63797 c 0,2.55088 0.19166,6.0489 0.4259,7.77337 l 0.42591,3.13541 -10.60448,5.14265 c -8.46986,4.10746 -11.97039,6.28168 -17.39019,10.80124 -3.73214,3.11223 -7.91415,7.0659 -9.29337,8.78593 -5.77517,7.20229 -8.69848,11.37185 -11.24581,16.04011 -2.20355,4.03825 -3.05622,4.98581 -4.65281,5.17056 -3.69729,0.42784 -9.01454,6.33515 -13.34494,14.82582 -3.5833,7.02579 -4.19387,7.82753 -6.3716,8.36648 -4.10995,1.01712 -4.52992,0.468 -3.97206,-5.1934 0.68991,-7.00152 -0.34228,-8.05586 -6.27388,-6.40849 -4.67794,1.2992 -4.84553,1.75389 -4.84553,13.14694 0,7.9352 0.22567,10.40596 1.00991,11.05682 0.55544,0.46098 3.28759,1.0291 6.07143,1.26248 2.97688,0.24958 5.05569,0.74941 5.04737,1.2136 -0.008,0.4341 -0.32177,2.91563 -0.69776,5.51453 -1.29776,8.97039 -1.14115,12.13213 0.67377,13.60176 2.07772,1.68244 5.14275,1.68137 7.22228,-0.003 1.50774,-1.22089 1.63685,-1.92072 1.74603,-9.46428 0.13828,-9.55372 1.33097,-14.29846 5.01024,-19.93132 l 2.56606,-3.92857 -0.42265,2.85714 c -0.66079,4.46693 -1.29801,37.92008 -0.77536,40.70597 0.28843,1.53747 1.09395,2.84056 2.09846,3.39469 1.62677,0.89737 1.62788,0.90951 0.50457,5.5422 l -1.12578,4.64286 -3.21428,0.0497 c -1.76786,0.0274 -8.61068,-0.13336 -15.20627,-0.35714 l 0,10e-6 z m -79.07403,-37.81365 c 16.50517,-5.5458 44.36064,-16.1871 50.64923,-19.34895 4.91798,-2.47271 5.77393,-3.16887 5.77393,-4.69612 0,-4.3904 -6.86658,-3.92445 -23.50802,1.5952 -5.26869,1.74753 -10.21016,3.01239 -10.98104,2.8108 -0.77172,-0.20181 -2.24471,0.24729 -3.2777,0.99933 -1.03185,0.75122 -3.80467,1.84316 -6.16182,2.42652 -2.35714,0.58337 -10.18383,3.08295 -17.39263,5.55462 l -13.10692,4.49395 0.33629,3.52603 c 0.37996,3.98385 2.27217,6.11683 5.42639,6.11683 1.03981,0 6.54885,-1.5652 12.24229,-3.47821 z m 46.42316,-56.49666 c 0,-0.37903 -0.62335,-1.02276 -1.38523,-1.4305 -1.7823,-0.95386 -2.69145,0.32664 -0.95122,1.33975 1.60704,0.93558 2.33645,0.96391 2.33645,0.0907 z" id="path7671" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 236.99922,514.53465 c -0.16227,-0.49107 -0.62077,-6.35714 -1.01889,-13.03572 -0.73708,-12.36461 -0.97648,-13.56266 -6.06619,-30.35714 -3.50744,-11.57351 -10.94644,-24.30177 -17.02751,-29.1344 l -2.62851,-2.08888 8.00477,-0.82594 c 4.40262,-0.45426 13.72062,-1.20169 20.70667,-1.66095 11.54464,-0.75893 12.80931,-0.72759 13.88083,0.34392 1.06618,1.06618 1.07323,1.30059 0.0737,2.45116 -0.60786,0.69973 -1.14122,2.53425 -1.18524,4.0767 -0.044,1.54246 -0.36078,2.98889 -0.70392,3.21429 -0.80279,0.52733 -1.77217,7.6673 -1.8497,13.6241 -0.0332,2.55357 -0.42318,5.02856 -0.86653,5.49997 -0.91033,0.96795 -2.00947,8.41157 -1.39006,9.4138 0.22194,0.35911 -0.0478,1.72627 -0.59937,3.03813 -0.67645,1.60879 -0.7834,2.79535 -0.32856,3.64522 0.41042,0.76688 0.41486,1.26002 0.0113,1.26002 -1.09006,0 -1.57643,2.15026 -0.81021,3.58196 0.63984,1.19554 0.39613,1.35865 -2.32399,1.55539 l -3.03878,0.2198 -0.20721,4.64575 c -0.29375,6.58644 0.47988,7.43735 6.60834,7.26849 l 4.80102,-0.13228 -6.59278,7.14474 c -3.62603,3.9296 -6.71911,7.14473 -6.8735,7.14473 -0.15439,0 -0.41347,-0.40179 -0.57574,-0.89286 z" id="path7673" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 280.29363,527.07025 c -0.53571,-0.21303 -2.47629,-1.87516 -4.31239,-3.69361 -1.83611,-1.81845 -5.65482,-5.33485 -8.48604,-7.81421 -5.05689,-4.42843 -5.13016,-4.54179 -4.15533,-6.42857 0.54578,-1.05635 1.34856,-3.24484 1.78396,-4.8633 0.7122,-2.64741 1.06014,-2.98704 3.46773,-3.38499 1.47185,-0.24329 4.52431,-0.44588 6.78324,-0.4502 3.55635,-0.007 4.10714,0.17347 4.10714,1.34429 0,1.44868 1.31467,2.2164 3.80842,2.22398 5.481,0.0167 12.33529,9.9501 13.67399,19.81672 l 0.50879,3.75 -8.10274,-0.0564 c -4.45651,-0.031 -8.54105,-0.23069 -9.07677,-0.44372 z" id="path7675" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 307.37899,550.3226 c -2.13876,-0.73202 -4.14261,-1.73109 -4.453,-2.22016 -0.904,-1.42442 -4.87262,-13.62886 -4.87262,-14.98445 0,-1.15286 2.19805,-1.23146 33.21429,-1.18772 l 33.21428,0.0468 -0.0109,1.54663 c -0.006,0.85064 -0.25521,1.93086 -0.55377,2.40048 -1.20938,1.90232 -17.97025,4.1961 -38.72101,5.29909 -8.05357,0.42808 -14.87462,0.99341 -15.15789,1.25629 -0.28326,0.26288 -0.0338,2.07689 0.55432,4.03114 1.53153,5.08888 1.30445,5.35823 -3.21367,3.81186 z" id="path7677" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 287.94905,561.38989 c -1.03951,-0.18076 -2.4554,-0.95339 -3.14642,-1.71695 -1.2218,-1.35008 -1.18663,-1.38829 1.2779,-1.38829 1.62948,0 2.68588,-0.39505 2.95889,-1.1065 0.97615,-2.54381 -2.25061,-22.16736 -4.15054,-25.2415 -0.33992,-0.55 0.83349,-0.79486 3.80909,-0.79486 l 4.30034,0 0.70224,2.67857 c 0.38624,1.47322 0.92912,3.64286 1.20641,4.82143 0.27729,1.17857 1.46128,4.66808 2.63108,7.75446 1.94587,5.13393 2.37754,5.72542 5.07112,6.9486 1.61932,0.73535 3.62408,1.34405 4.45503,1.35268 1.6046,0.0167 5.2749,2.53721 5.2749,3.62249 0,1.86252 -3.57065,2.70877 -12.85715,3.04716 -5.30357,0.19325 -10.49337,0.20348 -11.53289,0.0227 z" id="path7679" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 284.05323,567.60688 c -4.64033,-0.53618 -8.14271,-1.65821 -8.14271,-2.60861 0,-1.1521 1.63181,-3.14219 2.57651,-3.14219 0.60372,0 2.5056,0.8251 4.22641,1.83356 2.66065,1.55925 4.28263,1.89334 10.84148,2.23309 8.3631,0.43321 17.40927,-0.61236 20.00329,-2.31203 0.86842,-0.56901 1.9595,-2.30473 2.42461,-3.85715 l 0.84567,-2.82259 2.7553,1.40565 c 2.21357,1.12928 2.7553,1.80156 2.7553,3.41933 0,2.43846 -1.71807,3.36417 -8.92857,4.8108 -6.20159,1.24421 -22.57173,1.82421 -29.35729,1.04014 z" id="path7681" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 282.32386,553.39635 c -0.008,-0.25787 -0.617,-4.64742 -1.3525,-9.75456 -1.41256,-9.80857 -1.03688,-13.55677 0.89491,-8.92857 0.86391,2.06976 3.32996,15.16331 3.32996,17.6805 0,0.78352 -2.84721,1.77737 -2.87237,1.00263 z" id="path7683" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 251.53913,539.93443 c 0,-0.59873 0.28034,-1.16059 0.71429,-1.4316 0.39285,-0.24534 0.71428,-0.68579 0.71428,-0.97877 0,-0.29297 0.12149,-0.53268 0.26996,-0.53268 0.26653,0 0.69255,-0.93181 1.39445,-3.04996 0.19786,-0.59712 0.24437,-1.32034 0.10335,-1.60715 -0.14102,-0.2868 -0.43575,-0.96343 -0.65494,-1.50361 -1.18157,-2.91185 -0.97189,-2.76786 -4.03031,-2.76786 -2.7505,0 -2.79679,-0.0149 -2.79679,-0.89931 0,-0.49462 0.6261,-1.92989 1.39134,-3.1895 2.23161,-3.6733 2.06149,-3.61448 4.33724,-1.49976 2.66349,2.47502 4.35758,3.78852 4.89642,3.79636 0.24553,0.004 0.44643,0.16721 0.44643,0.36364 0,0.19643 0.32142,0.35715 0.71428,0.35715 0.39286,0 0.71429,0.13355 0.71429,0.29679 0,0.16324 0.44196,0.52375 0.98214,0.80113 0.54018,0.27739 1.22321,0.75414 1.51786,1.05944 0.29464,0.3053 1.09821,0.94793 1.78571,1.42805 1.57409,1.09929 2.6753,2.33905 3.39782,3.8253 1.002,2.06116 3.6629,1.39428 7.22577,-1.81094 0.44119,-0.3969 0.88042,-0.64339 0.97605,-0.54775 0.0956,0.0956 0.28115,1.81056 0.41224,3.81093 l 0.23835,3.63705 -8.42547,0 c -5.23173,0 -8.50913,0.13537 -8.64619,0.35714 -0.1214,0.19643 -1.48747,0.35714 -3.03571,0.35714 -1.54824,0 -2.91432,0.16072 -3.03572,0.35714 -0.1214,0.19643 -0.53267,0.35715 -0.91393,0.35715 -0.51871,0 -0.69321,-0.24809 -0.69321,-0.98552 z" id="path7685" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 263.82571,525.80813 c -2.37632,-1.60814 -5.89951,-4.4105 -7.82932,-6.22747 -4.33974,-4.08597 -4.96769,-4.21637 -7.73953,-1.60714 -1.74507,1.64269 -5.28916,6.46993 -5.28916,7.20411 0,0.19875 -0.56785,0.92922 -1.2619,1.62327 l -1.26191,1.2619 -3.55952,0 c -2.37817,0 -3.55952,-0.13206 -3.55952,-0.39793 0,-0.21886 0.84375,-1.38038 1.875,-2.58116 1.03125,-1.20078 2.19642,-2.57103 2.58928,-3.04501 0.39286,-0.47398 1.4375,-1.66512 2.32143,-2.64698 0.88393,-0.98186 1.90075,-2.1245 2.25961,-2.5392 5.52437,-6.38407 14.64595,-15.50226 15.79702,-15.79116 1.19511,-0.29996 2.77128,0.46498 2.95821,1.43566 0.13729,0.71289 0.13869,0.70934 -2.04643,5.20864 -0.81088,1.66964 -1.47299,3.31208 -1.47137,3.64985 0.007,1.45572 1.99962,4.09626 4.26318,5.64943 0.67348,0.46211 2.1199,1.71173 3.21428,2.77692 1.09438,1.06519 2.55007,2.3597 3.23486,2.87669 1.62282,1.22514 3.57635,3.15695 3.57635,3.53658 0,0.59317 -2.37147,2.58144 -3.05271,2.55943 -0.38351,-0.0124 -2.64154,-1.33828 -5.01785,-2.94643 z" id="path7687" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 254.8427,548.88779 c -0.28515,-0.10873 -0.44643,-0.90699 -0.44643,-2.20965 l 0,-2.03942 2.05358,-0.43075 c 2.94952,-0.61868 18.11916,-0.75085 18.71113,-0.16302 0.24727,0.24553 0.69963,0.44643 1.00526,0.44643 0.79427,0 1.98777,3.07276 1.48983,3.83568 -0.22777,0.34899 -21.96733,0.88332 -22.81337,0.56073 z" id="path7689" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 269.03255,565.88363 c -0.009,-5.18043 -0.79745,-9.39674 -2.10674,-11.26848 l -1.03762,-1.48336 1.48619,-0.23843 c 4.98889,-0.80036 9.84759,-0.48629 10.67714,0.69018 0.14431,0.20467 0.26485,0.95805 0.26786,1.67418 0.005,1.17447 -0.17016,1.41475 -1.78691,2.45222 -3.35724,2.15433 -4.6362,3.79507 -4.6362,5.94766 0,1.81845 -0.70839,3.6707 -1.875,4.9026 l -0.98214,1.03711 -0.007,-3.71368 z" id="path7691" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 264.86044,566.27709 c 0,-1.08036 0.067,-1.52232 0.14878,-0.98214 0.0818,0.54018 0.0818,1.4241 0,1.96428 -0.0818,0.54018 -0.14878,0.0982 -0.14878,-0.98214 z" id="path7693" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 229.94139,574.4001 c -1.42451,-0.37602 -2.33083,-1.00344 -2.33083,-1.61358 0,-0.18001 -0.32143,-0.61818 -0.71429,-0.97372 -0.5575,-0.50453 -0.71428,-1.09998 -0.71428,-2.71284 0,-1.13654 -0.16072,-2.16576 -0.35714,-2.28716 -0.19643,-0.12139 -0.35715,-0.61302 -0.35715,-1.0925 0,-0.47948 -0.16071,-0.87178 -0.35714,-0.87178 -0.19643,0 -0.35714,-0.87444 -0.35714,-1.94321 0,-1.06876 -0.16072,-2.04253 -0.35715,-2.16393 -0.19642,-0.1214 -0.35588,-0.57285 -0.35435,-1.00322 0.003,-0.89072 1.36346,-1.67536 2.90448,-1.67536 0.53853,0 1.07847,-0.16071 1.19987,-0.35714 0.12528,-0.20269 1.90145,-0.35714 4.10715,-0.35714 2.2057,0 3.98187,-0.15445 4.10714,-0.35714 0.13167,-0.21305 2.43716,-0.35715 5.71429,-0.35715 3.27712,0 5.58261,-0.14409 5.71428,-0.35714 0.12994,-0.21025 2.25288,-0.35714 5.16144,-0.35714 4.17582,0 4.97427,0.0875 5.15749,0.56492 0.11923,0.31071 0.21679,3.75658 0.21679,7.6575 0,4.34313 0.13844,7.17813 0.35714,7.31329 0.19643,0.1214 0.35714,0.73461 0.35714,1.36269 0,1.89933 -1.04286,2.03553 -15.26223,1.99326 -7.39661,-0.022 -12.99009,-0.18836 -13.83551,-0.41151 z" id="path7695" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 235.55699,553.14449 c -0.79391,-0.12978 -0.80357,-0.19928 -0.80357,-5.77708 0,-4.15198 0.12097,-5.74611 0.45722,-6.02518 0.25148,-0.20871 1.55646,-0.41505 2.89996,-0.45854 2.07634,-0.0672 2.50327,0.0233 2.84635,0.60359 0.39959,0.67587 0.7341,3.11935 1.15311,8.42316 l 0.2165,2.74049 -1.55443,0.18992 c -2.82206,0.34481 -4.40098,0.43674 -5.21514,0.30364 z" id="path7697" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 265.57473,566.27709 c 0,-1.08036 0.067,-1.52232 0.14878,-0.98214 0.0818,0.54018 0.0818,1.4241 0,1.96428 -0.0818,0.54018 -0.14878,0.0982 -0.14878,-0.98214 z" id="path7699" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 262.96379,572.97352 c -0.64386,-1.05601 -0.70782,-1.81312 -0.70904,-8.39286 -9.2e-4,-4.99689 0.11938,-7.23214 0.38925,-7.23214 0.21481,0 0.47463,0.32143 0.57736,0.71428 0.10274,0.39286 0.32876,0.71429 0.50228,0.71429 0.17352,0 0.31549,0.47266 0.31549,1.05035 0,0.57769 0.16072,1.14968 0.35714,1.27108 0.21663,0.13388 0.35715,2.7418 0.35715,6.62822 0,5.48509 -0.0779,6.40749 -0.54097,6.40749 -0.29753,0 -0.85943,-0.52232 -1.24866,-1.16071 z" id="path7701" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 393.58572,489.27606 c -0.13713,-0.13713 -1.65817,-0.34567 -3.3801,-0.46343 l -3.13077,-0.21411 -0.011,-7.14286 c -0.006,-3.92857 0.10845,-7.60286 0.25443,-8.16509 0.31324,-1.20646 1.22697,-1.98631 2.34584,-2.00212 0.73136,-0.0103 0.80357,0.15486 0.80357,1.83828 0,1.01731 -0.18499,2.36123 -0.41109,2.98651 -0.55867,1.54498 0.22232,4.18806 1.70326,5.76431 1.07182,1.14078 1.21554,1.18525 3.83045,1.18525 l 2.71685,0 -0.34831,0.91611 c -0.19156,0.50386 -0.36005,1.42797 -0.3744,2.05357 -0.0429,1.87029 -1.07652,3.26309 -2.5132,3.38661 -0.67992,0.0584 -1.34842,-0.006 -1.48554,-0.14303 z" id="path7703" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 397.61056,507.21258 c 0,-1.87698 0.15959,-3.49197 0.35714,-3.61406 0.19643,-0.1214 0.35715,-1.2464 0.35715,-2.5 0,-1.2536 0.16071,-2.3786 0.35714,-2.5 0.19643,-0.1214 0.35714,-1.00533 0.35714,-1.96429 0,-0.95895 0.16072,-1.84288 0.35714,-1.96428 0.19643,-0.1214 0.35715,-0.76426 0.35715,-1.42857 0,-0.66432 0.16071,-1.30718 0.35714,-1.42858 0.19643,-0.1214 0.35714,-0.6839 0.35714,-1.25 0,-0.5661 0.16072,-1.1286 0.35715,-1.25 0.19642,-0.1214 0.35714,-0.60354 0.35714,-1.07142 0,-0.46789 0.16071,-0.95003 0.35714,-1.07143 0.19643,-0.1214 0.35714,-0.53485 0.35714,-0.91878 0,-0.38393 0.14197,-0.97713 0.31548,-1.31821 0.17351,-0.34109 0.47344,-1.02194 0.6665,-1.51301 0.6157,-1.56608 1.23475,-3.01711 1.55969,-3.65587 0.17351,-0.34109 0.31548,-0.86341 0.31548,-1.16072 0,-0.2973 0.16071,-0.54056 0.35714,-0.54056 0.19643,0 0.35714,-0.32142 0.35714,-0.71428 0,-0.39286 0.16072,-0.71429 0.35715,-0.71429 0.19642,0 0.35714,-0.23618 0.35714,-0.52485 0,-0.28867 0.32143,-1.09713 0.71428,-1.79658 0.39286,-0.69944 0.71429,-1.5079 0.71429,-1.79657 0,-0.28867 0.16071,-0.52485 0.35714,-0.52485 0.19643,0 0.35715,-0.32143 0.35715,-0.71429 0,-0.39286 0.12148,-0.71429 0.26996,-0.71429 0.14847,0 0.49608,-0.52232 0.77246,-1.16071 1.61304,-3.72594 7.51439,-9.73912 8.51061,-8.67188 0.14762,0.15814 0.0716,0.3579 -0.16885,0.4439 -0.68881,0.24635 -2.59847,2.13339 -2.59847,2.5677 0,0.21583 -0.13072,0.39242 -0.29048,0.39242 -0.15977,0 -0.51119,0.5625 -0.78095,1.25 -0.26975,0.6875 -0.62118,1.25 -0.78094,1.25 -0.15977,0 -0.29049,0.22589 -0.29049,0.50197 0,0.4327 -0.49262,1.56986 -1.83042,4.22533 -0.17184,0.34108 -0.31243,0.86341 -0.31243,1.16071 0,0.29731 -0.16072,0.54056 -0.35715,0.54056 -0.19643,0 -0.35581,0.2009 -0.35418,0.44643 0.004,0.64058 -2.9129,6.38716 -3.66012,7.2102 -0.3457,0.38079 -0.62855,0.90311 -0.62855,1.16072 0,0.2576 -0.13437,0.46837 -0.2986,0.46837 -0.709,0 -3.32743,6.09146 -3.85952,8.97869 -0.30262,1.64208 -0.88208,4.63616 -1.28769,6.65352 -0.6547,3.25624 -0.68764,3.9377 -0.29346,6.07143 0.2442,1.32193 0.38991,3.28743 0.32378,4.36779 l -0.12023,1.96428 -1.33928,0.11085 -1.33929,0.11084 0,-3.39334 z" id="path7705" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 389.66413,540.2995 c 1.03125,-0.0721 2.71875,-0.0721 3.75,0 1.03125,0.0722 0.1875,0.13117 -1.875,0.13117 -2.0625,0 -2.90625,-0.059 -1.875,-0.13117 z" id="path7707" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 396.00342,543.16288 c -2.55357,-0.056 -4.96429,-0.2567 -5.35715,-0.44598 -0.39285,-0.18927 -1.91964,-0.4232 -3.39285,-0.51984 -4.1665,-0.2733 -6.42857,-0.60345 -6.42857,-0.93826 0,-0.41414 2.11802,-0.78366 4.77752,-0.8335 4.26513,-0.0799 19.0241,0.52634 22.45462,0.92241 3.29735,0.38069 3.48214,0.44634 3.48214,1.23713 l 0,0.83511 -5.44643,-0.0776 c -2.99553,-0.0427 -7.53571,-0.12345 -10.08928,-0.17945 z" id="path7709" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 374.2177,535.5628 c -0.1214,-0.19642 -1.4166,-0.35714 -2.87822,-0.35714 l -2.65749,0 0,-1.17857 c 0,-0.64821 0.19286,-1.37143 0.42857,-1.60714 0.5759,-0.5759 6.06696,-0.5759 6.64286,0 0.23571,0.23571 0.42857,1.11964 0.42857,1.96428 0,1.3901 -0.0827,1.53572 -0.87178,1.53572 -0.47948,0 -0.97111,-0.16072 -1.09251,-0.35715 z" id="path7711" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 302.12305,498.69259 c -0.0718,-0.1342 -0.25629,-0.28389 -0.40994,-0.33266 -0.40388,-0.12818 -0.9836,-0.74944 -0.9836,-1.05407 0,-0.14365 0.11775,-0.33269 0.26166,-0.42009 0.14391,-0.0874 0.33989,-0.34357 0.4355,-0.56928 0.0956,-0.22571 0.26319,-0.41037 0.3724,-0.41037 0.1092,0 0.26327,-0.14206 0.34238,-0.31568 0.0791,-0.17362 0.22555,-0.31567 0.32544,-0.31567 0.0999,0 0.34085,-0.17046 0.53547,-0.37881 0.19462,-0.20834 0.45891,-0.37673 0.5873,-0.3742 0.30125,0.006 0.92793,0.83056 0.92793,1.22102 0,0.1656 0.14019,0.44128 0.31153,0.61262 0.34143,0.34143 0.54675,1.37291 0.3358,1.68697 -0.0704,0.10474 -0.47867,0.22161 -0.98359,0.28151 -0.62811,0.0745 -0.92041,0.17193 -1.07294,0.35756 -0.26821,0.32641 -0.81331,0.33258 -0.98534,0.0111 z" id="path7713" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 308.56773,495.86805 c -0.0667,-0.17552 -0.23533,-0.35531 -0.37465,-0.39953 -0.13932,-0.0442 -0.28949,-0.19439 -0.33371,-0.33371 -0.0442,-0.13932 -0.21759,-0.30547 -0.38526,-0.36922 -0.2749,-0.10452 -0.30487,-0.18936 -0.30487,-0.86297 0,-0.70288 0.0198,-0.75201 0.33472,-0.83106 0.18409,-0.0462 0.44391,-0.22282 0.57737,-0.39249 0.34769,-0.44202 1.24387,-0.44255 1.53324,-9.1e-4 0.14311,0.21842 0.36489,0.33207 0.76509,0.39209 0.4473,0.0671 0.57153,0.14038 0.60217,0.35533 0.0245,0.17162 0.14518,0.28593 0.32952,0.31207 0.16921,0.024 0.33994,0.1702 0.40811,0.3495 0.0645,0.16955 0.26028,0.36266 0.43514,0.42915 0.17487,0.0665 0.31794,0.2057 0.31794,0.30937 0,0.10367 0.15626,0.27327 0.34724,0.37688 0.19098,0.10361 0.27363,0.19065 0.18366,0.19343 -0.09,0.003 -0.31725,0.15992 -0.50507,0.3492 -0.33299,0.33555 -0.38475,0.34535 -2.07541,0.39307 l -1.7339,0.0489 -0.12133,-0.31914 z" id="path7715" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 316.00807,493.57014 c -0.16311,-0.17362 -0.41958,-0.31567 -0.56995,-0.31567 -0.16909,0 -0.32827,-0.12044 -0.41723,-0.31568 -0.0791,-0.17362 -0.23168,-0.31567 -0.33906,-0.31567 -0.10738,0 -0.24963,-0.14307 -0.31612,-0.31794 -0.0665,-0.17486 -0.26395,-0.37233 -0.43881,-0.43881 -0.19162,-0.0729 -0.31794,-0.21997 -0.31794,-0.37027 0,-0.13717 -0.0994,-0.30731 -0.22097,-0.37809 -0.12154,-0.0708 -0.15192,-0.13044 -0.0675,-0.13255 0.0844,-0.002 0.34759,-0.1743 0.58488,-0.38265 0.57326,-0.50332 1.27849,-0.53519 1.39697,-0.0631 0.0515,0.20524 0.16768,0.31567 0.33207,0.31567 0.14579,0 0.31252,0.13099 0.3938,0.30939 0.0775,0.17016 0.3036,0.36608 0.50237,0.43537 0.19877,0.0693 0.36141,0.21558 0.36141,0.32509 0,0.1095 0.13719,0.25125 0.30486,0.315 0.16768,0.0638 0.34105,0.22991 0.38527,0.36923 0.0442,0.13932 0.19439,0.28949 0.33371,0.33371 0.13932,0.0442 0.30605,0.21911 0.37051,0.38865 0.0645,0.16955 0.24587,0.35996 0.40314,0.42314 0.20001,0.0804 -0.11536,0.11728 -1.04944,0.12288 -1.26617,0.008 -1.35075,-0.008 -1.63194,-0.30767 z" id="path7717" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 322.9213,491.98125 c -0.12153,-0.13311 -0.3656,-0.24201 -0.54238,-0.24201 -0.17678,0 -0.46346,-0.14206 -0.63708,-0.31568 -0.24269,-0.24268 -0.44636,-0.31567 -0.88086,-0.31567 -0.46657,0 -0.58817,-0.0505 -0.69698,-0.28928 -0.0725,-0.1591 -0.25594,-0.34377 -0.40767,-0.41037 -0.18547,-0.0814 -0.28872,-0.25415 -0.3151,-0.52714 -0.0334,-0.34535 0.009,-0.41817 0.2841,-0.4872 0.17784,-0.0446 0.32335,-0.12776 0.32335,-0.18471 0,-0.26989 0.43595,-0.50041 0.94635,-0.50041 0.39398,0 0.65052,-0.0849 0.90643,-0.2998 0.21635,-0.18172 0.60798,-0.33421 0.99431,-0.38715 0.35057,-0.048 0.70825,-0.13113 0.79485,-0.18466 0.2354,-0.14549 1.02226,0.14318 1.10554,0.40558 0.04,0.12589 0.20351,0.28851 0.36345,0.36138 0.15994,0.0729 0.35042,0.26336 0.42329,0.42329 0.0729,0.15994 0.24347,0.32602 0.3791,0.36907 0.13563,0.0431 0.27565,0.18934 0.31115,0.3251 0.0355,0.13576 0.21101,0.30253 0.39003,0.37059 0.23833,0.0906 0.30397,0.18399 0.24515,0.34876 -0.15215,0.42622 -0.32218,0.53577 -0.96369,0.62087 -0.41133,0.0546 -0.74447,0.18641 -0.92359,0.36553 -0.16349,0.1635 -0.52042,0.31621 -0.857,0.36669 -0.31725,0.0476 -0.65867,0.16835 -0.75871,0.26839 -0.21895,0.21895 -0.2084,0.22072 -0.48404,-0.0812 z" id="path7719" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 330.90782,488.34985 c -0.10417,-0.0619 -0.52306,-0.14516 -0.93086,-0.18497 -0.48255,-0.0471 -0.83528,-0.15879 -1.01015,-0.31985 -0.14778,-0.1361 -0.38091,-0.26784 -0.51806,-0.29275 -0.13716,-0.0249 -0.31946,-0.18588 -0.40512,-0.3577 -0.0857,-0.17182 -0.25421,-0.3844 -0.37455,-0.47239 -0.20519,-0.15004 -0.20535,-0.15999 -0.003,-0.15999 0.11894,0 0.27892,-0.13754 0.35551,-0.30564 0.12687,-0.27845 0.23617,-0.31277 1.22842,-0.38571 1.19857,-0.0881 1.65736,-0.22297 1.65736,-0.48718 0,-0.12457 0.2593,-0.19535 0.91545,-0.2499 0.77956,-0.0648 0.95365,-0.12376 1.17273,-0.39712 0.24204,-0.302 0.32622,-0.32102 1.42053,-0.32102 1.15424,0 1.16325,0.002 1.16325,0.31327 0,0.22884 0.0851,0.33462 0.31567,0.39249 0.20109,0.0505 0.31567,0.1682 0.31567,0.32434 0,0.31358 0.77146,1.11348 1.08605,1.12608 0.14751,0.006 0.0757,0.069 -0.18664,0.16388 -0.23454,0.0849 -0.52045,0.27038 -0.63537,0.4123 -0.15616,0.19285 -0.41463,0.27668 -1.02326,0.33187 -0.62513,0.0567 -0.86558,0.13713 -1.0349,0.34623 -0.17667,0.21818 -0.42843,0.29414 -1.26509,0.38169 -0.57449,0.0601 -1.27182,0.142 -1.54961,0.18198 -0.27779,0.04 -0.59031,0.022 -0.69448,-0.0399 z" id="path7721" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 339.72169,485.26795 c -0.0328,-0.57005 -0.0766,-0.66839 -0.31254,-0.70199 -0.17437,-0.0248 -0.32336,-0.17961 -0.40879,-0.42467 -0.18922,-0.54281 0.1756,-1.03623 0.9016,-1.2194 0.29655,-0.0748 0.62275,-0.25231 0.72489,-0.39443 0.1032,-0.1436 0.32797,-0.2584 0.50591,-0.2584 0.53954,0 1.1637,-0.23122 1.35274,-0.50111 0.12807,-0.18285 0.32028,-0.25651 0.66936,-0.25651 0.58138,0 1.1254,-0.18775 1.32163,-0.45611 0.0962,-0.13157 0.3003,-0.18057 0.63668,-0.15287 0.4666,0.0384 0.5009,0.0698 0.59613,0.54585 0.0556,0.27779 0.21406,0.59941 0.3522,0.71472 0.33261,0.27764 0.3404,0.94457 0.0122,1.04872 -0.13139,0.0417 -0.26648,0.18129 -0.30019,0.3102 -0.0455,0.17379 -0.23075,0.25769 -0.71676,0.32453 -0.52197,0.0718 -0.68356,0.15179 -0.79336,0.39279 -0.11005,0.24152 -0.23413,0.30263 -0.61448,0.30263 -0.58672,0 -1.1111,0.19067 -1.41167,0.5133 -0.15821,0.16981 -0.39643,0.24431 -0.78122,0.24431 -0.40629,0 -0.65343,0.084 -0.92876,0.31568 -0.59046,0.49683 -0.76125,0.42322 -0.80561,-0.34724 z" id="path7723" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 349.51637,481.67417 c -0.19774,-0.0368 -0.28906,-0.17322 -0.34585,-0.51673 -0.14495,-0.87666 -0.10537,-1.03923 0.28621,-1.17574 0.20138,-0.0702 0.39494,-0.23771 0.43012,-0.37224 0.048,-0.18365 0.17497,-0.24459 0.5095,-0.24459 0.54697,0 0.93628,-0.14355 1.33362,-0.49173 0.19781,-0.17333 0.4754,-0.26589 0.79748,-0.26589 0.27174,0 0.61121,-0.0627 0.75439,-0.13932 0.4069,-0.21777 0.95567,0.40667 1.00851,1.14757 l 0.0404,0.56631 -0.50507,0.0695 c -0.5949,0.0818 -0.82075,0.20152 -0.82075,0.43502 0,0.10829 -0.22865,0.20155 -0.62923,0.25664 -0.43874,0.0603 -0.69678,0.17401 -0.85232,0.37545 -0.17629,0.2283 -0.382,0.30116 -0.9807,0.34733 -0.41669,0.0321 -0.87852,0.0359 -1.02629,0.008 z" id="path7725" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 357.18556,477.87537 c -0.2961,-0.55327 -0.20615,-0.61463 1.02795,-0.7011 0.88608,-0.0621 1.31556,-0.15808 1.77942,-0.39772 0.55204,-0.28519 0.74828,-0.31445 2.0203,-0.30122 0.77488,0.008 1.32365,0.0327 1.21947,0.0547 -0.10417,0.022 -0.4056,0.0754 -0.66985,0.11865 -0.27941,0.0457 -0.59275,0.20772 -0.74882,0.38721 -0.19809,0.22783 -0.39616,0.30865 -0.75641,0.30865 -0.35799,0 -0.57607,0.088 -0.81836,0.33032 -0.30182,0.30181 -0.44176,0.336 -1.62199,0.39624 -1.21259,0.0619 -1.30024,0.0499 -1.43171,-0.19575 z" id="path7727" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 213.69935,515.35457 c -0.32189,-0.64828 -0.73963,-4.47431 -0.92832,-8.5023 -0.22073,-4.71201 -0.77916,-9.30481 -1.56597,-12.87944 -0.6726,-3.05571 -1.4651,-6.8059 -1.76112,-8.33376 -0.29602,-1.52785 -0.74027,-2.99384 -0.98721,-3.25774 -0.24695,-0.2639 -0.449,-0.85992 -0.449,-1.32449 0,-0.88635 -2.1559,-7.89775 -3.09483,-10.06498 -3.18164,-7.34383 -4.66816,-10.41687 -5.74155,-11.86929 -0.61589,-0.83338 -1.29934,-2.08344 -1.51879,-2.77792 -0.7427,-2.35039 -2.9105,-5.28982 -6.42542,-8.71257 -1.92559,-1.87509 -3.72026,-3.40926 -3.98816,-3.40926 -0.2679,0 -0.7616,-0.23504 -1.09711,-0.52231 -0.33552,-0.28726 -1.05573,-0.83067 -1.60048,-1.20756 -0.87343,-0.60431 -0.39609,-0.72249 4.04061,-1.00036 2.76708,-0.17331 6.128,-0.53904 7.4687,-0.81274 3.05734,-0.62415 5.89612,-0.64143 5.89612,-0.0359 0,0.25396 1.0796,1.13257 2.39911,1.95246 5.25284,3.26388 11.49575,10.88081 15.99881,19.52002 0.99282,1.90475 1.80513,3.68062 1.80513,3.94639 0,0.26577 0.31792,1.19942 0.70649,2.07478 0.38856,0.87536 0.97321,2.61434 1.29921,3.8644 0.326,1.25007 1.04774,3.97748 1.60387,6.06092 0.55613,2.08344 1.27836,5.03813 1.60497,6.56599 0.32661,1.52785 0.73633,3.0052 0.91048,3.28299 0.17415,0.2778 0.48124,2.08489 0.68241,4.01577 0.20117,1.93088 0.56906,4.04541 0.81754,4.69895 0.43141,1.13471 1.65078,17.28069 1.32934,17.60214 -0.13019,0.13019 -6.17159,0.96747 -14.78099,2.04852 -1.76445,0.22155 -2.1173,0.0975 -2.62384,-0.92272 z" id="path7729" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 108.81428,543.93407 c -0.16861,-0.43941 -0.30657,-2.78043 -0.30657,-5.20229 0,-2.42184 -0.23532,-4.63868 -0.52294,-4.92629 -1.13736,-1.13737 0.21356,-35.14941 1.45957,-36.7475 0.24005,-0.30788 0.58195,-1.32622 0.75978,-2.26298 0.38198,-2.01223 6.2801,-14.08055 8.04143,-16.45382 1.05351,-1.41954 4.23815,-5.86121 4.90937,-6.84718 3.17022,-4.65682 14.05424,-15.43986 18.94036,-18.76463 5.20008,-3.53842 8.32332,-4.97271 15.40483,-7.0744 2.92935,-0.86939 20.20931,-0.9519 21.26168,-0.10153 0.39002,0.31517 1.44556,0.73048 2.34562,0.92292 1.04437,0.22329 2.64341,1.38119 4.41942,3.2002 3.7179,3.80791 3.63794,4.17984 -0.50614,2.35419 -0.83671,-0.3686 -2.76863,-0.81586 -4.29315,-0.99391 -1.52451,-0.17804 -3.23559,-0.54688 -3.80238,-0.81963 -1.62184,-0.78047 -14.11828,-0.2538 -17.90766,0.75474 -1.80446,0.48025 -3.49773,1.09007 -3.76282,1.35517 -0.26509,0.26509 -0.80367,0.48198 -1.19684,0.48198 -0.39317,0 -2.41354,0.7955 -4.48969,1.76777 -2.07616,0.97227 -3.90163,1.76777 -4.05661,1.76777 -0.26593,0 -3.10339,2.23034 -6.42204,5.04794 -4.39478,3.73128 -12.7319,12.6436 -14.12365,15.09809 -0.25405,0.44805 -0.62804,0.92827 -0.83108,1.06717 -0.50524,0.34562 -5.52554,10.02145 -5.52554,10.64961 0,0.27731 -0.68185,1.96259 -1.51523,3.74506 -0.83337,1.78248 -1.52761,3.98903 -1.54276,4.90344 -0.0151,0.9144 -0.35767,3.59447 -0.76117,5.9557 -1.29402,7.57249 -1.67429,13.69633 -1.20906,19.47114 0.49483,6.14235 1.67461,13.82073 2.43305,15.83509 0.27166,0.72149 0.60415,2.27776 0.73887,3.45838 0.23734,2.0799 0.20031,2.14657 -1.19241,2.14657 -0.79055,0 -1.57783,0.22729 -1.74951,0.50508 -0.53045,0.85828 -4.64752,0.61617 -4.99673,-0.29385 z" id="path7731" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 123.44675,457.22853 c -1.94738,-3.05152 -3.43223,-3.9743 -6.90124,-4.28886 l -3.00058,-0.27208 0.0842,-2.37765 c 0.0463,-1.3077 -0.0581,-2.60773 -0.23186,-2.88895 -0.20237,-0.32745 1.89479,-0.64063 5.83211,-0.87093 3.38146,-0.19779 6.50769,-0.55206 6.94719,-0.78727 0.43949,-0.23521 4.88286,-0.57253 9.87415,-0.7496 l 9.07507,-0.32195 -3.28781,1.66983 c -5.29007,2.68674 -6.64213,3.70172 -12.82116,9.62477 -1.95613,1.8751 -3.7014,3.40926 -3.87837,3.40926 -0.17697,0 -0.93821,-0.96595 -1.69165,-2.14657 z" id="path7733" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 65.274116,530.47712 c 0.328694,-0.90972 1.088514,-2.64026 1.688489,-3.84565 3.286388,-6.6026 3.702874,-21.19525 1.061841,-37.20433 -1.109163,-6.72338 -1.102777,-6.9929 0.198982,-8.39752 1.091023,-1.17723 1.803095,-1.36962 6.986235,-1.88753 16.425308,-1.64126 32.106627,-2.68149 35.137047,-2.33084 l 2.59661,0.30046 -1.41288,2.87472 c -0.77709,1.5811 -1.90517,4.01114 -2.50685,5.4001 -0.60168,1.38896 -1.38966,3.20724 -1.75107,4.04061 -0.3614,0.83338 -1.001,2.53801 -1.42132,3.78808 -2.34539,6.97532 -2.57865,8.39439 -2.8643,17.42513 l -0.28757,9.09137 -9.091372,0.39696 c -10.237128,0.44699 -10.052164,0.37002 -10.60848,4.41492 -0.392656,2.85495 -0.958388,3.46045 -3.614857,3.86894 -1.066507,0.164 -2.166388,0.47459 -2.44418,0.6902 -0.532976,0.41367 -7.307748,2.17621 -10.425123,2.71223 l -1.838826,0.31617 0.597624,-1.65402 z" id="path7735" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 156.99503,576.74654 c -0.41669,-0.15636 -1.47382,-0.60484 -2.34917,-0.99662 -0.87536,-0.39179 -1.80375,-0.71235 -2.0631,-0.71235 -0.92148,0 -8.00189,-3.669 -10.48748,-5.43451 -3.04548,-2.1632 -8.59008,-7.80104 -10.63428,-10.81311 -0.81659,-1.20321 -1.6417,-2.306 -1.83358,-2.45063 -0.50205,-0.37842 -4.4522,-8.82618 -4.4522,-9.52143 0,-0.32086 -0.21214,-0.97804 -0.47142,-1.4604 -0.25929,-0.48237 -1.41484,-3.94537 -2.5679,-7.69556 -1.15305,-3.75019 -2.29716,-7.2731 -2.54246,-7.82869 -0.84646,-1.91714 -1.67618,-8.60079 -1.66157,-13.38452 0.0215,-7.03177 2.22507,-16.47529 5.49816,-23.56237 0.40427,-0.87536 0.73504,-1.83435 0.73504,-2.13108 0,-2.00069 14.42213,-23.00323 17.6595,-25.71703 2.48847,-2.08603 13.56027,-8.18421 14.87263,-8.19163 0.3027,-0.002 1.23222,-0.39344 2.0656,-0.87051 1.25656,-0.71933 2.90311,-0.86968 9.64526,-0.88077 5.25974,-0.009 8.38027,0.18627 8.83883,0.55211 0.38984,0.31102 1.61794,0.7221 2.72911,0.91351 2.14768,0.36996 7.22076,2.11795 8.07509,2.78237 0.28117,0.21867 1.07942,0.54013 1.7739,0.71437 1.12822,0.28307 2.60321,1.35273 5.81628,4.21795 1.30773,1.16615 4.14884,7.06751 6.02975,12.5246 0.47874,1.38896 1.04867,2.87376 1.26651,3.29957 0.21784,0.42581 0.5577,1.56223 0.75523,2.52538 0.5329,2.59831 2.23463,10.04397 2.8244,12.35779 0.47663,1.86991 0.99656,7.63018 1.89197,20.96067 0.19592,2.91681 0.5401,5.5874 0.76483,5.93464 0.57839,0.89366 2.76153,0.7839 6.48298,-0.32593 1.76547,-0.5265 5.48278,-1.09649 8.2607,-1.26664 2.77792,-0.17015 5.50533,-0.43212 6.06091,-0.58214 0.55559,-0.15003 1.4481,0.0485 1.98336,0.4413 0.93829,0.68845 0.90303,0.80254 -0.98315,3.18091 -2.63884,3.32744 -3.91094,4.55346 -5.12415,4.93852 -0.56077,0.17799 -1.56692,0.90684 -2.23589,1.61967 -1.03979,1.10798 -1.21605,1.79566 -1.21449,4.73854 0.002,2.56516 0.22662,3.69085 0.88388,4.41713 0.48514,0.53606 0.88206,1.14245 0.88206,1.34753 0,0.20508 -1.18698,1.72135 -2.63774,3.36949 -2.6181,2.97433 -2.65852,2.99671 -5.42957,3.00772 -1.63976,0.007 -3.66169,0.40604 -4.89979,0.96817 -2.1569,0.9793 -7.23346,5.72995 -7.23906,6.77432 -0.002,0.31909 -0.35338,1.25191 -0.7815,2.07291 -0.42812,0.82101 -0.90498,2.52564 -1.05969,3.78807 -0.43338,3.53622 -1.09526,4.62484 -4.42052,7.27073 -4.28752,3.41154 -10.82534,7.39423 -12.15098,7.40209 -0.28851,0.002 -1.20641,0.38384 -2.03979,0.84916 -1.27624,0.71261 -3.42709,0.86931 -13.63706,0.99351 -6.667,0.0811 -12.46275,0.0196 -12.87944,-0.13681 z m 4.82869,-19.17218 c 4.72409,-1.1091 7.42464,-2.62296 9.57449,-5.36724 1.33486,-1.70394 4.28256,-6.44219 5.27814,-8.48428 0.60944,-1.25006 1.3348,-2.6959 1.61192,-3.21297 0.97455,-1.8184 2.95042,-8.45156 2.95042,-9.90481 0,-0.8084 0.22729,-1.61028 0.50508,-1.78197 0.61545,-0.38037 0.68605,-11.19275 0.0755,-11.57007 -0.23625,-0.14601 -0.57181,-1.92087 -0.74568,-3.94414 -0.2847,-3.31277 -1.61305,-8.14095 -2.86208,-10.40286 -0.25875,-0.46859 -1.06232,-2.19863 -1.7857,-3.84454 -0.9585,-2.1809 -2.39843,-4.05415 -5.30888,-6.90652 -2.19651,-2.15267 -4.51106,-4.05798 -5.14345,-4.23402 -1.33801,-0.37248 -4.67241,-1.65499 -6.36538,-2.44831 -1.39647,-0.65438 -10.51543,-0.59947 -11.36519,0.0684 -0.32551,0.25584 -1.60071,0.61939 -2.83379,0.80788 -3.18136,0.48632 -7.91093,3.16125 -9.84878,5.57024 -1.52416,1.89473 -5.33439,8.09065 -5.33439,8.6744 0,0.32818 -1.90807,4.7307 -2.55059,5.88501 -0.9122,1.63881 -2.60175,13.15577 -2.30752,15.72937 0.34254,2.99619 1.74858,9.34877 2.30624,10.41977 0.22171,0.42581 0.57456,1.55477 0.7841,2.50881 0.20954,0.95403 0.55641,2.08299 0.77082,2.5088 0.21441,0.42581 1.34582,2.79809 2.51423,5.27174 1.16842,2.47366 2.33117,4.7465 2.58388,5.05077 0.25272,0.30426 1.23936,1.60313 2.19255,2.88637 1.71155,2.30419 4.06329,4.04337 6.3971,4.73083 0.65933,0.19421 2.22156,0.83888 3.47163,1.43259 3.87984,1.8427 9.14833,2.03272 15.43529,0.55671 z" id="path7737" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 143.86305,550.81694 c -0.97227,-0.51837 -2.36191,-1.58792 -3.08808,-2.3768 -1.48293,-1.61097 -4.68402,-6.97826 -5.25825,-8.81653 -0.20687,-0.66224 -0.52249,-1.31771 -0.7014,-1.45661 -0.2776,-0.21552 -1.17304,-2.91771 -3.61035,-10.895 -0.59538,-1.94868 -0.62379,-10.45662 -0.0371,-11.10107 0.24026,-0.2639 0.70681,-1.95717 1.03677,-3.76282 1.52573,-8.34928 4.38292,-13.19826 11.05966,-18.76953 2.4952,-2.08206 9.59343,-4.15376 13.13247,-3.83285 5.46356,0.49542 10.38901,3.94084 12.8165,8.96532 2.57087,5.32126 3.95112,8.692 4.46581,10.90606 0.31689,1.36316 0.78952,3.05093 1.05029,3.7506 0.26078,0.69967 0.68875,3.1998 0.95107,5.55584 0.26231,2.35604 0.62473,5.15679 0.80537,6.22389 0.18065,1.06711 0.0918,2.43081 -0.19741,3.03046 -0.28923,0.59965 -0.65365,2.5078 -0.80983,4.24033 -0.15617,1.73254 -0.50095,3.55081 -0.76616,4.04061 -0.26521,0.4898 -1.08772,2.23242 -1.82778,3.87248 -1.2027,2.6653 -2.97136,5.00852 -6.04065,8.00299 -0.55559,0.54204 -2.18883,1.53098 -3.62944,2.19764 -2.40138,1.11127 -3.24177,1.21025 -10.10153,1.18979 -6.30637,-0.0188 -7.76005,-0.17044 -9.25,-0.9648 z" id="path7739" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 62.079613,489.62242 c -0.150755,-1.93671 -0.146148,-3.97605 0.01323,-5.85715 l 0.128603,-1.51786 0.108069,1.20829 c 0.07043,0.78749 0.20652,1.28501 0.390753,1.42858 0.202431,0.15774 0.300457,0.60868 0.345288,1.58841 0.04562,0.99692 0.149011,1.46361 0.381069,1.72003 0.253869,0.28053 0.307658,0.60066 0.265184,1.5783 l -0.05328,1.22639 -0.731772,0.0536 -0.731771,0.0536 -0.115373,-1.48216 z" id="path7741" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 419.37955,520.31806 c -0.22148,-0.34197 -0.35509,-5.67347 -0.2969,-11.84776 0.0821,-8.7153 0.34276,-12.61242 1.16535,-17.42513 0.58275,-3.40953 1.24571,-6.54881 1.47325,-6.97619 0.22754,-0.42737 0.58355,-1.78233 0.79113,-3.01103 0.20759,-1.2287 0.56373,-2.58366 0.79141,-3.01103 0.22769,-0.42738 1.02803,-2.8226 1.77853,-5.32273 0.7505,-2.50013 1.55889,-4.76161 1.79642,-5.02551 0.23753,-0.2639 0.43958,-0.83211 0.44901,-1.26269 0.009,-0.43058 0.45628,-1.692 0.99301,-2.80317 0.53673,-1.11117 0.98359,-2.21786 0.99302,-2.45931 0.0338,-0.86667 3.78656,-6.70874 6.85572,-10.67267 3.60146,-4.65142 9.837,-10.70842 14.03903,-13.63706 1.59431,-1.11117 4.0178,-2.83539 5.38555,-3.8316 3.28696,-2.39409 12.72572,-7.02754 14.31573,-7.02754 0.42776,0 0.90599,-0.20751 1.06273,-0.46113 0.15675,-0.25362 1.24976,-0.62025 2.42892,-0.81472 1.17917,-0.19448 2.46259,-0.612 2.85206,-0.92783 0.94738,-0.76825 18.86795,-1.05924 23.53553,-0.38216 5.22201,0.7575 9.52846,1.64569 10.10153,2.08341 0.27779,0.21218 1.30057,0.55191 2.27284,0.75496 0.97227,0.20305 1.99505,0.54061 2.27284,0.75012 0.2778,0.20951 1.37937,0.66271 2.44794,1.00711 1.06858,0.3444 2.54593,0.94083 3.283,1.3254 0.73707,0.38457 1.48539,0.70062 1.66293,0.70233 0.17754,0.002 1.87857,0.91225 3.78006,2.02342 1.90149,1.11117 3.04817,2.02031 2.54818,2.02031 -0.49999,0 -1.3059,-0.21238 -1.79092,-0.47195 -0.48501,-0.25957 -3.27113,-0.74081 -6.19137,-1.06941 -5.95231,-0.66978 -23.90922,0.0633 -24.86085,1.01492 -0.28954,0.28954 -1.04428,0.52644 -1.67721,0.52644 -3.59877,0 -19.22711,6.56301 -25.93726,10.89217 -7.08771,4.57275 -20.30325,16.98175 -22.77906,21.38887 -0.87186,1.55197 -1.72494,2.9354 -1.89573,3.0743 -0.83566,0.67959 -3.66558,6.26072 -4.3537,8.58629 -0.20549,0.69448 -0.55274,1.48998 -0.77168,1.76777 -0.21893,0.27779 -0.56168,1.41421 -0.76165,2.52538 -0.19998,1.11117 -0.53594,2.24759 -0.74659,2.52538 -1.56619,2.06544 -2.27785,20.92835 -1.15286,30.55712 0.30833,2.63902 0.52557,4.82345 0.48274,4.85428 -0.0428,0.0309 -3.64684,0.197 -8.00892,0.36925 -6.01129,0.23737 -8.02853,0.16267 -8.33376,-0.30861 z" id="path7743" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 567.32209,492.70451 c -0.26035,-0.608 -0.56656,-2.12745 -1.24153,-6.16071 -0.1808,-1.08036 -0.48918,-2.84822 -0.6853,-3.92858 -0.19611,-1.08035 -0.52366,-2.92857 -0.7279,-4.10714 -0.79413,-4.58272 -1.32279,-7.26305 -1.81387,-9.19643 -0.70381,-2.77087 -1.19086,-4.38632 -1.4267,-4.73214 -0.13396,-0.19643 -0.33995,-0.76248 -0.45776,-1.25789 -0.36964,-1.55448 -4.76218,-8.4312 -7.58277,-11.87119 -0.2837,-0.346 -0.51581,-0.75766 -0.51581,-0.9148 0,-0.15714 -0.28125,-0.59727 -0.625,-0.97806 -0.34375,-0.38079 -1.34822,-1.57167 -2.23215,-2.64641 -2.79504,-3.39838 -3.34667,-4.02323 -5.35714,-6.06816 -1.90596,-1.93864 -5.03545,-4.65753 -6.56894,-5.70707 -0.41387,-0.28326 -0.83284,-0.61243 -0.93106,-0.7315 -0.0982,-0.11906 -0.74107,-0.60278 -1.42857,-1.07492 -0.6875,-0.47214 -1.33036,-0.95715 -1.42857,-1.07779 -0.44846,-0.55086 -3.57323,-2.49364 -4.01078,-2.49364 -0.26907,0 -0.6419,-0.14961 -0.82851,-0.33248 -0.61447,-0.60215 -6.35635,-3.49129 -9.26785,-4.6633 -1.57143,-0.63257 -3.53843,-1.4548 -4.37111,-1.82718 -0.83268,-0.37237 -1.65174,-0.67704 -1.82013,-0.67704 -0.16839,0 -0.83186,-0.26225 -1.47437,-0.58277 -3.58039,-1.78614 -12.39988,-2.8067 -24.12011,-2.7911 -8.04662,0.0107 -12.15389,0.31385 -12.53155,0.92492 -0.10405,0.16835 -0.65235,0.30609 -1.21845,0.30609 -0.5661,0 -1.11715,0.14219 -1.22455,0.31597 -0.1074,0.17378 -0.63921,0.39661 -1.18179,0.49517 -1.78418,0.32409 -8.89568,3.00832 -11.21372,4.2326 -2.66811,1.40918 -10.79043,6.70682 -10.96327,7.1506 -0.0655,0.16811 -0.34673,0.30566 -0.625,0.30566 -0.27828,0 -0.50596,0.12607 -0.50596,0.28014 0,0.15408 -0.47629,0.5615 -1.05843,0.90538 -0.58214,0.34387 -1.26517,0.82578 -1.51786,1.0709 -0.25268,0.24511 -1.02192,0.83186 -1.70942,1.30387 -1.67213,1.14801 -11.42857,10.87005 -11.42857,11.38826 0,0.22473 -0.16072,0.4086 -0.35714,0.4086 -0.19643,0 -0.35715,0.24107 -0.35715,0.53571 0,0.29464 -0.16071,0.53572 -0.35714,0.53572 -0.19643,0 -0.35714,0.22767 -0.35714,0.50595 0,0.27827 -0.13422,0.55952 -0.29826,0.625 -0.16405,0.0655 -1.04798,1.24233 -1.96429,2.61523 -1.61656,2.42208 -2.13207,2.75689 -1.2196,0.79209 0.24554,-0.5287 0.56697,-0.96253 0.71429,-0.96406 0.14732,-0.001 0.26786,-0.31082 0.26786,-0.68731 0,-0.37649 0.12053,-0.73809 0.26785,-0.80357 0.33531,-0.14902 1.49512,-2.05134 1.7601,-2.88691 0.10902,-0.34375 0.34018,-0.625 0.5137,-0.625 0.17352,0 0.31549,-0.17193 0.31549,-0.38207 0,-0.21015 0.48214,-1.08286 1.07143,-1.93935 0.58928,-0.8565 1.07143,-1.63243 1.07143,-1.72428 0,-0.36201 3.03726,-5.15288 4.22767,-6.66858 1.82293,-2.32105 7.19794,-7.60404 8.54771,-8.40137 0.63425,-0.37467 1.15319,-0.80727 1.15319,-0.96135 0,-0.15407 0.24107,-0.28014 0.53571,-0.28014 0.29465,0 0.53572,-0.16071 0.53572,-0.35714 0,-0.19643 0.22768,-0.35714 0.50595,-0.35714 0.27827,0 0.55952,-0.13169 0.625,-0.29263 0.12741,-0.31319 4.04772,-3.00146 4.94048,-3.38783 0.29464,-0.12752 1.33928,-0.72221 2.32142,-1.32154 2.63631,-1.60874 9.78147,-4.998 10.53667,-4.998 0.20124,0 0.72531,-0.18581 1.16461,-0.41291 1.67743,-0.86715 2.05534,-1.01567 2.58444,-1.01567 0.29997,0 0.82447,-0.14713 1.16556,-0.32696 0.92682,-0.48864 5.32691,-1.69148 7.76301,-2.12214 1.17857,-0.20836 2.625,-0.46435 3.21429,-0.56887 0.58928,-0.10453 1.875,-0.35853 2.85714,-0.56446 9.77378,-2.04931 20.57263,-1.79723 29.82143,0.69612 0.6875,0.18534 2.53571,0.68061 4.10714,1.1006 1.57143,0.41999 3.41964,0.92442 4.10714,1.12095 0.6875,0.19652 1.65179,0.4386 2.14286,0.53794 0.49107,0.0994 1.21429,0.30697 1.60714,0.46138 0.39286,0.15442 1.35715,0.47436 2.14286,0.71099 1.96254,0.59105 4.38821,1.61161 7.80161,3.28239 0.75517,0.36963 1.59892,0.67206 1.875,0.67206 0.27608,0 0.50196,0.16072 0.50196,0.35715 0,0.19643 0.17194,0.35714 0.38208,0.35714 0.44943,0 3.48665,2.02529 4.26078,2.84119 0.29464,0.31054 1.41584,1.28492 2.49155,2.16529 2.52298,2.06481 11.3968,10.93216 13.93702,13.92685 1.08036,1.27365 2.21609,2.557 2.52384,2.85191 2.33358,2.23614 7.75314,10.38283 10.57299,15.89333 1.10569,2.16072 2.14694,3.98214 2.3139,4.04762 0.16696,0.0655 0.30356,0.42709 0.30356,0.80357 0,0.37649 0.16071,0.68453 0.35714,0.68453 0.19643,0 0.35714,0.24883 0.35714,0.55296 0,0.30413 0.32143,1.21825 0.71429,2.03137 0.39286,0.81312 0.71428,1.76016 0.71428,2.10453 0,0.34437 0.16072,0.72545 0.35715,0.84685 0.19643,0.1214 0.35714,0.76426 0.35714,1.42857 0,0.66432 0.16071,1.30717 0.35714,1.42857 0.19643,0.1214 0.35715,0.8541 0.35715,1.62822 0,0.77413 0.16071,1.4075 0.35714,1.4075 0.19643,0 0.35714,0.87444 0.35714,1.9432 0,1.06877 0.16072,2.04254 0.35714,2.16394 0.19643,0.1214 0.35715,1.17553 0.35715,2.34251 0,1.17642 0.15912,2.12178 0.35714,2.12178 0.21978,0 0.35714,1.78571 0.35714,4.64285 l 0,4.64286 -7.9975,0 c -7.27662,0 -8.02163,-0.0563 -8.26514,-0.625 z" id="path7745" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 415.03521,498.65689 c 0.0536,-8.22929 1.44618,-18.69563 2.95991,-22.246 0.32429,-0.76059 0.58961,-1.70299 0.58961,-2.09423 0,-0.39123 0.34164,-1.37606 0.75919,-2.18852 0.41755,-0.81246 0.89969,-1.75627 1.07143,-2.09735 0.17173,-0.34109 0.31224,-0.94595 0.31224,-1.34414 0,-0.39818 0.14196,-1.00304 0.31547,-1.34413 0.17351,-0.34108 0.47527,-1.02194 0.67057,-1.51301 0.8912,-2.2409 2.80117,-5.9434 3.31624,-6.42857 0.3128,-0.29464 0.69682,-0.85714 0.85337,-1.25 0.18709,-0.46948 0.34288,-0.55806 0.45454,-0.25846 0.0934,0.25071 -0.46972,1.7775 -1.25147,3.39286 -1.18238,2.44324 -3.89295,10.09375 -5.08971,14.3656 -0.16509,0.58928 -0.48063,1.71428 -0.70119,2.5 -0.22057,0.78571 -0.55106,2.03125 -0.73442,2.76786 -0.18337,0.7366 -0.50418,2.02232 -0.71291,2.85714 -0.20874,0.83482 -0.53017,2.28125 -0.71429,3.21428 -0.18412,0.93304 -0.501,2.54018 -0.70417,3.57143 -0.20316,1.03125 -0.51072,3.93703 -0.68347,6.45729 -0.17274,2.52025 -0.4083,4.6765 -0.52346,4.79166 -0.11516,0.11516 -0.19953,-1.30401 -0.18748,-3.15371 z" id="path7747" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 415.16603,555.20451 c 0.12355,-0.93304 0.37189,-3.94643 0.55187,-6.69643 0.17997,-2.75 0.50314,-5.96428 0.71814,-7.14286 0.21501,-1.17857 0.48145,-2.78571 0.5921,-3.57142 0.11065,-0.78572 0.34543,-1.58125 0.52174,-1.76786 0.17631,-0.18661 0.32057,-0.94052 0.32057,-1.67535 0,-0.73484 0.16071,-1.43539 0.35714,-1.55679 0.19643,-0.1214 0.35714,-0.76426 0.35714,-1.42858 0,-0.66431 0.16072,-1.30717 0.35714,-1.42857 0.19643,-0.1214 0.36226,-0.6532 0.36851,-1.18179 0.006,-0.52858 0.25386,-1.28249 0.55026,-1.67535 0.50235,-0.66584 1.07688,-0.72711 8.47078,-0.90336 4.36254,-0.10399 8.21313,-0.32208 8.55688,-0.48464 0.53334,-0.25222 0.625,-0.10972 0.625,0.97157 0,0.69692 0.16072,1.36646 0.35715,1.48786 0.19642,0.1214 0.35714,0.53485 0.35714,0.91878 0,0.38393 0.14196,0.97712 0.31547,1.31821 0.17351,0.34108 0.51369,1.10229 0.75596,1.69158 0.24226,0.58929 0.58244,1.3505 0.75595,1.69158 0.17351,0.34109 0.31548,0.86341 0.31548,1.16072 0,0.29731 0.16071,0.54056 0.35714,0.54056 0.19643,0 0.35714,0.29885 0.35714,0.66412 0,0.36526 0.46221,1.6108 1.02714,2.76785 1.21773,2.49411 2.53149,5.39269 2.89597,6.38946 0.14365,0.39285 0.60543,1.41251 1.02618,2.26589 0.42075,0.85338 0.765,1.7049 0.765,1.89225 0,0.18736 0.32143,1.00593 0.71428,1.81905 0.93057,1.92605 0.90894,2.05852 -0.33606,2.05852 -0.5777,0 -1.14968,0.16071 -1.27108,0.35714 -0.12177,0.19704 -1.72287,0.35715 -3.57143,0.35715 -1.84855,0 -3.44965,0.16011 -3.57143,0.35714 -0.12634,0.20442 -1.96799,0.35714 -4.30679,0.35714 -2.48595,0 -4.08606,0.13986 -4.08606,0.35714 0,0.21147 -1.3025,0.35715 -3.19321,0.35715 -1.75627,0 -3.29254,0.16071 -3.41394,0.35714 -0.1214,0.19643 -1.08568,0.35714 -2.14285,0.35714 -1.05718,0 -2.02146,0.16072 -2.14286,0.35715 -0.1214,0.19642 -1.19171,0.35714 -2.37847,0.35714 l -2.15774,0 0.22465,-1.69643 z" id="path7749" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 512.5133,581.90909 c -0.29464,-0.1949 -1.20926,-0.35682 -2.03249,-0.35983 -0.82323,-0.003 -1.59611,-0.16618 -1.71751,-0.36261 -0.1214,-0.19642 -0.92497,-0.35714 -1.78571,-0.35714 -0.86074,0 -1.66431,-0.16071 -1.78571,-0.35714 -0.1214,-0.19643 -0.92498,-0.35714 -1.78572,-0.35714 -0.86074,0 -1.66431,-0.16072 -1.78571,-0.35715 -0.1214,-0.19643 -0.69557,-0.35714 -1.27593,-0.35714 -0.58036,0 -1.33426,-0.14099 -1.67535,-0.3133 -0.34108,-0.17232 -1.26301,-0.50738 -2.04872,-0.74457 -0.78572,-0.2372 -3.27679,-1.1305 -5.53572,-1.9851 -2.25893,-0.8546 -4.95964,-1.7992 -6.00158,-2.0991 -3.20738,-0.92316 -8.61867,-3.36044 -12.96734,-5.84057 -0.7097,-0.40475 -1.67399,-0.95191 -2.14286,-1.21592 -0.46888,-0.26401 -0.93286,-0.57243 -1.03108,-0.68539 -0.0982,-0.11296 -1.22321,-0.90552 -2.5,-1.76125 -2.29835,-1.5404 -7.5,-6.442 -7.5,-7.06737 0,-0.17839 -0.48214,-0.82887 -1.07142,-1.4455 -0.58929,-0.61663 -1.07181,-1.24314 -1.07227,-1.39225 -4.6e-4,-0.14911 -0.48223,-0.83361 -1.07059,-1.52111 -0.58836,-0.6875 -1.07013,-1.37726 -1.07059,-1.53279 -4.6e-4,-0.15553 -0.32227,-0.6278 -0.71513,-1.04948 -0.39285,-0.42169 -0.71428,-0.97747 -0.71428,-1.23507 0,-0.25761 -0.14197,-0.46837 -0.31549,-0.46837 -0.17352,0 -0.40468,-0.28125 -0.5137,-0.625 -0.20003,-0.63074 -1.33229,-2.61607 -1.6804,-2.94643 -0.44677,-0.424 -5.7551,-11.65005 -6.41736,-13.57143 -0.23697,-0.6875 -0.56193,-1.57143 -0.72214,-1.96429 -0.16021,-0.39285 -0.39591,-1.11607 -0.52378,-1.60714 -0.12787,-0.49107 -0.39142,-1.45536 -0.58566,-2.14286 -0.19425,-0.6875 -0.50803,-1.8125 -0.69731,-2.5 -1.13527,-4.12366 -1.4013,-8.20381 -1.4013,-21.49158 0,-7.43496 0.14312,-13.79718 0.31805,-14.13826 0.38842,-0.75735 1.58882,-3.47261 2.13681,-4.83339 0.22125,-0.54942 0.40228,-1.62476 0.40228,-2.38964 0,-0.76488 0.16071,-1.49001 0.35714,-1.61141 0.19643,-0.1214 0.35714,-0.51047 0.35714,-0.8646 0,-0.81146 2.9244,-6.56404 4.17653,-8.21565 0.23459,-0.30944 1.16408,-1.55611 2.06553,-2.77038 1.82173,-2.45393 6.11734,-6.92651 8.04366,-8.37506 0.6875,-0.51698 2.1454,-1.81149 3.23978,-2.87669 1.09438,-1.06519 2.54081,-2.32441 3.21429,-2.79827 0.67347,-0.47386 1.43124,-1.06211 1.68392,-1.30723 0.25269,-0.24511 0.93572,-0.72702 1.51786,-1.0709 0.58214,-0.34387 1.05843,-0.75129 1.05843,-0.90537 0,-0.15407 0.21077,-0.28014 0.46838,-0.28014 0.2576,0 0.81338,-0.32143 1.23506,-0.71428 0.42169,-0.39286 0.86914,-0.71429 0.99436,-0.71429 0.12521,0 0.65425,-0.30244 1.17564,-0.67209 4.85222,-3.44003 14.03453,-7.31004 21.12657,-8.9041 10.19135,-2.29068 21.01626,-2.89778 26.32111,-1.47618 1.50511,0.40334 4.3383,0.97284 6.29598,1.26556 1.95769,0.29271 3.84719,0.68622 4.1989,0.87445 0.35171,0.18823 1.66473,0.31398 2.91781,0.27946 2.05672,-0.0567 2.44971,0.055 4.04012,1.14773 2.05212,1.41 5.12517,4.41626 8.3816,8.19946 1.26809,1.47321 2.67706,3.08035 3.13105,3.57142 0.45399,0.49108 1.09203,1.33483 1.41786,1.875 0.32584,0.54018 0.71849,0.98215 0.87257,0.98215 0.15407,0 0.28014,0.24107 0.28014,0.53571 0,0.29464 0.16071,0.53572 0.35714,0.53572 0.19643,0 0.35714,0.16743 0.35714,0.37207 0,0.20464 0.32143,0.71709 0.71429,1.13877 0.39286,0.42169 0.71429,0.97747 0.71429,1.23507 0,0.25761 0.16071,0.46837 0.35714,0.46837 0.19643,0 0.35714,0.21077 0.35714,0.46837 0,0.25761 0.32143,0.81339 0.71429,1.23507 0.39285,0.42168 0.71428,1.01449 0.71428,1.31734 0,0.30286 0.16072,0.55065 0.35715,0.55065 0.19642,0 0.35714,0.24325 0.35714,0.54056 0,0.29731 0.16071,0.85981 0.35714,1.25 l 0.71429,1.41888 c 0.19643,0.39019 0.35714,1.11341 0.35714,1.60714 0,0.49374 0.16071,0.89771 0.35714,0.89771 0.19643,0 0.35715,0.55301 0.35715,1.22892 0,0.67591 0.16071,1.32825 0.35714,1.44965 0.19643,0.1214 0.35714,0.82195 0.35714,1.55679 0,0.73484 0.14658,1.48874 0.32572,1.67535 0.17915,0.18661 0.41481,1.22321 0.52369,2.30357 0.10888,1.08036 0.36951,3.16964 0.57916,4.64286 0.20966,1.47321 0.47028,3.5625 0.57917,4.64286 0.10888,1.08035 0.34454,2.11696 0.52369,2.30357 0.17914,0.1866 0.32571,1.10123 0.32571,2.03249 0,0.93126 0.16072,1.79254 0.35715,1.91394 0.19643,0.1214 0.35714,0.94176 0.35714,1.82302 0,2.92562 2.17811,4.13823 5.71429,3.1813 2.24713,-0.6081 8.45862,-0.71621 10.38615,-0.18076 1.99874,0.55523 2.38461,1.84918 2.70293,9.06399 0.11026,2.49916 0.0357,4.02337 -0.20878,4.26786 -0.20917,0.20916 -0.3803,1.2803 -0.3803,2.3803 0,1.1 -0.15132,2.15268 -0.33626,2.33929 -0.18494,0.1866 -0.41664,2.26785 -0.51489,4.625 -0.22671,5.43915 -0.52222,8.37926 -0.93332,9.28571 -0.17816,0.39286 -0.3967,1.51786 -0.48562,2.5 -0.18831,2.07979 -0.51083,3.63827 -0.9608,4.64286 -0.17597,0.39285 -1.06417,2.48214 -1.97378,4.64285 -3.63147,8.62633 -8.91302,18.04019 -12.08727,21.54439 -0.60551,0.66844 -1.82414,1.71354 -2.70806,2.32244 -0.88393,0.60889 -1.97606,1.47456 -2.42695,1.9237 -0.45089,0.44914 -0.93468,0.81662 -1.07508,0.81662 -0.1404,0 -0.65542,0.36617 -1.14448,0.81371 -0.48907,0.44755 -1.45171,1.2032 -2.13921,1.67922 -0.6875,0.47603 -1.33036,0.95361 -1.42857,1.06129 -0.0982,0.10768 -0.73734,0.58914 -1.42027,1.06991 -3.33711,2.34928 -5.40076,3.5467 -7.68687,4.46026 -1.375,0.54946 -2.82143,1.13035 -3.21429,1.29085 -0.39286,0.16051 -1.35714,0.49598 -2.14286,0.74549 -0.78571,0.24951 -1.58125,0.58156 -1.76785,0.73789 -0.18661,0.15633 -0.7798,0.28424 -1.31821,0.28424 -0.53841,0 -1.06776,0.14373 -1.17634,0.31941 -0.10857,0.17568 -0.88145,0.42069 -1.7175,0.54446 -0.83605,0.12378 -2.56474,0.39876 -3.84152,0.61107 -3.16942,0.52703 -15.74489,0.77115 -16.42858,0.31892 z m -6.96428,-33.57958 c 0.12306,-0.19911 1.78239,-0.35714 3.75,-0.35714 1.9676,0 3.62694,-0.15803 3.75,-0.35715 0.1214,-0.19642 0.92497,-0.35714 1.78571,-0.35714 0.86075,0 1.66432,-0.16071 1.78572,-0.35714 0.1214,-0.19643 0.57285,-0.35957 1.00322,-0.36252 0.85442,-0.006 3.30062,-0.78656 3.69249,-1.17843 0.13462,-0.13462 0.61976,-0.24477 1.0781,-0.24477 0.45833,0 0.83333,-0.16071 0.83333,-0.35714 0,-0.19643 0.20089,-0.35602 0.44643,-0.35464 0.86492,0.005 7.76058,-3.67775 9.21051,-4.91884 1.53198,-1.31132 6.00168,-6.65466 6.34372,-7.58366 0.10848,-0.29464 0.28932,-0.61607 0.40186,-0.71429 0.34462,-0.30074 1.48679,-2.284 1.69687,-2.94643 0.10901,-0.34375 0.34017,-0.625 0.51369,-0.625 0.17352,0 0.31549,-0.32142 0.31549,-0.71428 0,-0.39286 0.16072,-0.71429 0.35714,-0.71429 0.19643,0 0.35715,-0.24325 0.35715,-0.54056 0,-0.2973 0.16071,-0.8598 0.35714,-1.25 l 0.71429,-1.41888 c 0.19642,-0.39019 0.35714,-1.02356 0.35714,-1.40749 0,-0.38393 0.16071,-0.79738 0.35714,-0.91878 0.19643,-0.1214 0.35714,-0.6839 0.35714,-1.25 0,-0.5661 0.16072,-1.1286 0.35715,-1.25 0.19643,-0.1214 0.35714,-0.90232 0.35714,-1.73537 0,-0.83305 0.16902,-1.68365 0.3756,-1.89023 0.24412,-0.24413 0.31898,-2.23804 0.21385,-5.69643 -0.17264,-5.67914 -0.46599,-8.32701 -0.98318,-8.8744 -0.1763,-0.18661 -0.32056,-0.78929 -0.32056,-1.33929 0,-0.55 -0.16071,-1 -0.35714,-1 -0.19643,0 -0.35714,-0.32361 -0.35714,-0.71913 0,-0.39552 -0.14197,-0.9982 -0.31548,-1.33928 -0.17351,-0.34109 -0.47809,-1.02194 -0.67685,-1.51301 -1.16112,-2.86874 -3.68409,-7.59049 -4.72196,-8.83718 -0.29464,-0.35392 -1.23935,-1.56529 -2.09935,-2.69193 -1.93231,-2.53139 -4.4072,-4.77042 -7.90065,-7.14772 -2.91725,-1.98519 -7.66589,-4.53746 -8.44219,-4.53746 -0.26751,0 -0.48638,-0.16071 -0.48638,-0.35714 0,-0.19643 -0.31194,-0.35715 -0.69321,-0.35715 -0.38126,0 -0.79253,-0.16071 -0.91393,-0.35714 -0.1214,-0.19643 -0.60354,-0.35714 -1.07143,-0.35714 -0.46789,0 -0.95003,-0.16072 -1.07143,-0.35714 -0.29959,-0.48475 -17.55755,-0.48475 -17.85714,0 -0.1214,0.19642 -0.61303,0.35714 -1.09251,0.35714 -0.47948,0 -0.87178,0.16071 -0.87178,0.35714 0,0.19643 -0.22588,0.35714 -0.50196,0.35714 -0.27608,0 -1.11983,0.30562 -1.875,0.67915 -0.75517,0.37353 -2.89982,1.41683 -4.7659,2.31844 -4.51341,2.18071 -5.50501,2.90482 -11.5453,8.43099 -2.31015,2.11352 -5.24041,6.39654 -5.24041,7.65967 0,0.2723 -0.12054,0.54866 -0.26786,0.61414 -0.4385,0.19489 -1.875,3.16879 -1.875,3.88171 0,0.36271 -0.16071,0.75879 -0.35714,0.88019 -0.19643,0.1214 -0.35714,0.90231 -0.35714,1.73536 0,0.83305 -0.14864,1.66732 -0.3303,1.85393 -0.69632,0.71525 -1.39796,17.50389 -0.75827,18.14357 0.20585,0.20585 0.37428,1.29694 0.37428,2.42463 0,1.1277 0.16072,2.14968 0.35714,2.27108 0.19643,0.1214 0.35715,0.69339 0.35715,1.27108 0,0.57769 0.16071,1.05035 0.35714,1.05035 0.19643,0 0.35714,0.32361 0.35714,0.71913 0,0.39552 0.14383,0.9982 0.31962,1.33929 0.17579,0.34108 0.85558,1.74515 1.51065,3.12015 0.65507,1.375 1.28635,2.58036 1.40286,2.67857 0.11651,0.0982 0.30059,0.41965 0.40907,0.71429 0.67193,1.825 6.97756,8.55508 9.30423,9.93054 0.54018,0.31933 0.98214,0.70667 0.98214,0.86075 0,0.15407 0.21077,0.28014 0.46838,0.28014 0.2576,0 0.7881,0.28125 1.1789,0.625 1.00432,0.88343 2.17973,1.51785 2.81216,1.51785 0.29731,0 0.54056,0.16072 0.54056,0.35715 0,0.19643 0.32143,0.35714 0.71429,0.35714 0.39286,0 0.71429,0.16071 0.71429,0.35714 0,0.19643 0.31194,0.35715 0.6932,0.35715 0.38127,0 0.79254,0.16071 0.91394,0.35714 0.1214,0.19643 0.60354,0.35714 1.07143,0.35714 0.46788,0 0.95003,0.16072 1.07143,0.35714 0.1214,0.19643 0.84461,0.35715 1.60714,0.35715 0.76253,0 1.48574,0.16071 1.60714,0.35714 0.12527,0.20269 1.90145,0.35714 4.10715,0.35714 2.20569,0 3.98187,-0.15445 4.10714,-0.35714 z" id="path7751" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 495.72759,542.9188 c -0.88393,-0.40274 -2.00893,-0.89838 -2.5,-1.10141 -2.1794,-0.9011 -2.77288,-1.20713 -4.28572,-2.20998 -0.88392,-0.58595 -1.7844,-1.23372 -2.00105,-1.43949 -0.21664,-0.20577 -1.19667,-1.01568 -2.17784,-1.79981 -0.98116,-0.78412 -2.30914,-2.10984 -2.95106,-2.94602 -0.64193,-0.83619 -1.75971,-2.13095 -2.48395,-2.87724 -1.14491,-1.17974 -2.90963,-4.32635 -4.04661,-7.21534 -0.19327,-0.49107 -0.49893,-1.18084 -0.67924,-1.53282 -0.55581,-1.08495 -0.747,-9.47033 -0.32742,-14.36004 0.55382,-6.4541 1.34363,-11.49746 1.84949,-11.8101 0.17473,-0.10798 0.31768,-0.51046 0.31768,-0.89439 0,-0.38393 0.14098,-0.97713 0.31328,-1.31821 0.1723,-0.34108 0.90735,-1.82551 1.63346,-3.29873 1.86365,-3.78121 2.87032,-5.1792 5.83388,-8.10169 1.83073,-1.80536 3.45298,-2.99636 5.47266,-4.01786 1.57884,-0.79853 3.10206,-1.45187 3.38494,-1.45187 0.28288,0 0.7934,-0.14653 1.13449,-0.32561 1.78332,-0.93634 9.98208,-1.87275 16.87187,-1.92701 l 5.534,-0.0436 2.5,1.18686 c 1.375,0.65277 2.85889,1.35584 3.29754,1.56236 0.43865,0.20653 1.08151,0.63542 1.42857,0.95309 0.34707,0.31767 1.19353,0.97235 1.88103,1.45485 1.72433,1.21014 8.00796,7.57241 8.79544,8.90549 0.35435,0.59988 0.77034,1.09069 0.92442,1.09069 0.15408,0 0.28014,0.17194 0.28014,0.38208 0,0.21014 0.44688,1.05389 0.99306,1.875 1.06328,1.59848 1.34795,2.19152 2.90239,6.04649 1.9497,4.83517 1.67474,13.24921 -0.73818,22.58929 -0.47472,1.83757 -3.78379,8.68566 -4.64228,9.60714 -0.36182,0.38836 -0.65785,0.83792 -0.65785,0.99901 0,0.55668 -4.1559,5.03466 -5.90083,6.35813 -0.62892,0.47702 -4.52432,2.44623 -6.4206,3.24576 -1.56192,0.65855 -5.48995,1.72075 -7.85714,2.12468 -1.375,0.23464 -2.96595,0.5687 -3.53543,0.74237 -0.5695,0.17367 -3.62307,0.30775 -6.78572,0.29796 -5.01282,-0.0155 -5.95639,-0.11171 -7.35742,-0.75005 z" id="path7753" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 593.42214,498.37985 c -0.23834,-0.75094 -2.0894,-2.90748 -2.49563,-2.90748 -0.12583,0 -0.52421,-0.28125 -0.88527,-0.625 -0.5335,-0.50791 -0.69054,-1.36104 -0.8382,-4.55357 -0.11413,-2.46763 -0.72773,-6.71042 -1.65001,-11.40914 -0.80756,-4.11431 -1.4683,-7.92044 -1.4683,-8.45807 0,-1.09581 0.0219,-1.10654 3.92857,-1.9268 5.99454,-1.25862 5.32199,-1.21897 37.05346,-2.18465 5.43503,-0.1654 6.1865,-0.12 6.38048,0.38548 0.12092,0.31514 -0.0418,4.30609 -0.36162,8.86879 -0.31981,4.5627 -0.58118,10.9476 -0.58083,14.18867 3.6e-4,3.24107 -0.0985,6.49257 -0.21965,7.22556 l -0.2203,1.3327 -17.36505,0.14562 c -9.55078,0.0801 -18.19338,0.25824 -19.20578,0.39588 -1.65515,0.22504 -1.86403,0.17685 -2.07187,-0.47799 z" id="path7755" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 600.72759,525.36114 c 0,-0.2576 -0.32143,-0.81338 -0.71429,-1.23507 -0.39285,-0.42168 -0.71428,-1.01448 -0.71428,-1.31734 0,-0.30286 -0.16072,-0.55065 -0.35714,-0.55065 -0.19643,0 -0.35715,-0.20903 -0.35715,-0.46451 0,-0.65704 -0.83997,-2.38651 -1.16071,-2.38984 -0.14732,-0.002 -0.26786,-0.23897 -0.26786,-0.52764 0,-0.28867 -0.34627,-1.13242 -0.7695,-1.875 -1.3866,-2.43293 -2.64603,-4.89912 -3.15169,-6.17158 -0.2732,-0.6875 -1.43558,-2.80765 -2.58306,-4.71145 -2.96552,-4.92012 -3.77945,-7.07426 -2.67295,-7.07426 0.5379,0 2.25305,1.7583 3.48378,3.57142 0.46667,0.6875 1.01449,1.43202 1.21738,1.65448 0.20289,0.22247 0.923,1.08652 1.60023,1.92011 0.67724,0.8336 1.40045,1.7002 1.60715,1.92577 1.01825,1.11127 2.84161,3.65925 5.49138,7.6737 3.41145,5.1684 3.57714,5.96267 1.75942,8.43417 -1.11152,1.51133 -2.41071,2.12445 -2.41071,1.13769 z" id="path7757" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 606.54578,527.44495 -0.78896,-0.41673 1.04602,-1.269 c 1.15995,-1.40722 3.67398,-2.42971 5.974,-2.42971 0.75863,0 1.532,-0.14864 1.71861,-0.3303 0.37959,-0.36955 3.86261,-0.6818 10.51785,-0.94293 l 4.46429,-0.17516 0.75383,1.17902 c 1.66905,2.61046 1.61774,2.68977 -1.89895,2.93506 -1.72733,0.12047 -5.7922,0.30105 -9.03304,0.40127 -3.24085,0.10022 -6.04531,0.33509 -6.23215,0.52192 -0.18683,0.18683 -1.4004,0.33969 -2.69683,0.33969 -1.29643,0 -2.50982,0.13581 -2.69643,0.30181 -0.18776,0.16701 -0.69165,0.11568 -1.12824,-0.11494 z" id="path7759" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 634.3883,522.41571 c -0.24553,-0.26655 -0.44642,-0.96406 -0.44642,-1.55005 0,-0.58598 -0.14241,-1.15344 -0.31646,-1.261 -0.30903,-0.19099 0.29409,-2.44326 0.78598,-2.93515 0.13462,-0.13462 0.24476,-1.33349 0.24476,-2.66416 0,-1.33067 0.16072,-2.51873 0.35714,-2.64013 0.19911,-0.12305 0.35715,-1.78239 0.35715,-3.75 0,-1.9676 0.15803,-3.62694 0.35714,-3.75 0.19643,-0.1214 0.35714,-0.58088 0.35714,-1.02107 0,-0.4402 0.15676,-0.95711 0.34834,-1.14869 0.20737,-0.20737 0.41497,-5.62026 0.51298,-13.375 0.16164,-12.78944 0.51319,-19.73687 1.07933,-21.33024 0.18785,-0.52869 0.57668,-0.80357 1.13672,-0.80357 0.80677,0 0.8512,0.11746 0.8512,2.25 0,1.2375 -0.1494,2.40268 -0.33201,2.58929 -0.33844,0.34586 -0.4743,1.99053 -1.07539,13.01786 -0.18737,3.4375 -0.50899,8.01785 -0.7147,10.17857 -0.20572,2.16071 -0.53364,6.33928 -0.72871,9.28571 -0.44185,6.6739 -1.88636,18.96645 -2.27254,19.33898 -0.0304,0.0293 -0.25611,-0.16481 -0.50165,-0.43135 z" id="path7761" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 664.72759,524.68665 c -0.71869,-0.71868 -0.5321,-2.07143 0.28571,-2.07143 0.39286,0 0.71429,-0.16071 0.71429,-0.35714 0,-0.19643 0.2624,-0.35714 0.58311,-0.35714 0.32071,0 0.84303,-0.28235 1.16071,-0.62744 0.31769,-0.34509 1.01957,-0.85439 1.55975,-1.13178 0.54018,-0.27738 0.98214,-0.63789 0.98214,-0.80113 0,-0.16324 0.21077,-0.29679 0.46837,-0.29679 0.25761,0 0.78811,-0.28125 1.1789,-0.625 0.39079,-0.34375 1.06396,-0.8259 1.49592,-1.07143 l 1.57077,-0.89286 c 0.43196,-0.24554 1.10513,-0.72768 1.49592,-1.07143 0.39079,-0.34375 0.92129,-0.625 1.1789,-0.625 0.2576,0 0.46837,-0.16071 0.46837,-0.35714 0,-0.19643 0.16797,-0.35714 0.37327,-0.35714 0.2053,0 1.56411,-0.80358 3.01958,-1.78572 1.45548,-0.98214 2.81429,-1.78571 3.01959,-1.78571 0.2053,0 0.37327,-0.16072 0.37327,-0.35715 0,-0.19642 0.21077,-0.35714 0.46837,-0.35714 0.25761,0 0.81339,-0.32143 1.23507,-0.71428 0.42168,-0.39286 0.84835,-0.71429 0.94815,-0.71429 0.21464,0 4.47677,-2.67952 5.10119,-3.20703 0.23725,-0.20042 0.51627,-0.3644 0.62005,-0.3644 0.28649,0 6.07219,-3.44692 9.39172,-5.59526 1.61871,-1.04761 3.09193,-1.90474 3.2738,-1.90474 0.18189,0 0.38427,-0.12989 0.44975,-0.28865 0.17211,-0.41731 3.39165,-2.56849 3.84411,-2.56849 0.21014,0 0.38208,-0.12148 0.38208,-0.26996 0,-0.14848 0.52232,-0.48043 1.16071,-0.73768 0.63839,-0.25724 1.43978,-0.6179 1.78087,-0.80147 0.90228,-0.48558 3.46319,-0.40857 3.99181,0.12005 0.24959,0.24959 0.64933,0.81915 0.88831,1.2657 0.38668,0.7225 0.31008,0.92813 -0.69565,1.86763 -0.62159,0.58065 -1.35424,1.05573 -1.62811,1.05573 -0.27387,0 -0.49794,0.16071 -0.49794,0.35714 0,0.19643 -0.32143,0.35714 -0.71429,0.35714 -0.39286,0 -0.71428,0.16072 -0.71428,0.35715 0,0.48305 -2.35358,0.45464 -3.14232,-0.0379 -0.91171,-0.56937 -3.76346,0.84711 -5.80242,2.88208 -2.08232,2.07827 -2.87344,2.513 -4.57315,2.513 -1.53581,0 -2.55641,0.80786 -4.39912,3.48214 -0.93762,1.36074 -1.19456,1.51786 -2.48223,1.51786 -1.7036,0 -4.31287,1.6216 -5.11965,3.18174 -0.37867,0.73226 -0.8716,1.06229 -1.8154,1.21545 -2.06639,0.33533 -4.36347,1.62507 -6.17867,3.46912 -1.26826,1.28842 -2.18028,1.8543 -3.70112,2.29642 -2.23802,0.65061 -4.12085,1.79144 -4.7167,2.8579 -0.57209,1.02395 -0.98169,1.38751 -2.17637,1.93175 -0.58928,0.26846 -1.3505,0.63006 -1.69158,0.80357 -0.34108,0.17352 -0.86341,0.31548 -1.16071,0.31548 -0.29731,0 -0.54056,0.16071 -0.54056,0.35714 0,0.49736 -1.19531,0.44755 -1.71429,-0.0714 z" id="path7763" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 641.79902,493.35059 c 0,-2.93404 0.14668,-5.06958 0.35714,-5.19965 0.21508,-0.13293 0.35714,-2.59895 0.35714,-6.19965 0,-3.28841 0.14771,-6.1316 0.32825,-6.31821 0.18054,-0.18661 0.41037,-1.38393 0.51075,-2.66071 0.43284,-5.5057 1.04783,-6.57768 3.98243,-6.94165 0.98215,-0.12181 4.75893,-0.37626 8.39286,-0.56544 8.92042,-0.46438 11.54465,-0.70453 11.94643,-1.09324 0.18661,-0.18053 0.61518,-0.32824 0.95238,-0.32824 0.3372,0 0.66667,-0.12054 0.73214,-0.26786 0.17147,-0.3858 3.1294,-1.875 3.72423,-1.875 0.27608,0 0.50196,-0.16072 0.50196,-0.35714 0,-0.19643 0.32361,-0.35715 0.71913,-0.35715 0.39553,0 1.03838,-0.16071 1.42858,-0.35714 l 1.41887,-0.71429 c 0.3902,-0.19642 1.11341,-0.35714 1.60715,-0.35714 0.49373,0 0.8977,-0.16071 0.8977,-0.35714 0,-0.19643 0.47266,-0.35714 1.05035,-0.35714 0.57769,0 1.14968,-0.16072 1.27108,-0.35715 0.1214,-0.19643 0.6839,-0.35714 1.25,-0.35714 0.5661,0 1.1286,-0.16071 1.25,-0.35714 0.1214,-0.19643 0.6839,-0.35715 1.25,-0.35715 0.5661,0 1.1286,-0.16071 1.25,-0.35714 0.1214,-0.19643 0.76426,-0.35714 1.42857,-0.35714 0.66432,0 1.30717,-0.16072 1.42857,-0.35714 0.1214,-0.19643 0.84462,-0.35715 1.60715,-0.35715 0.76252,0 1.48574,-0.16071 1.60714,-0.35714 0.1214,-0.19643 0.84461,-0.35714 1.60714,-0.35714 0.76253,0 1.48574,-0.16072 1.60714,-0.35715 0.1214,-0.19642 0.92498,-0.35714 1.78572,-0.35714 0.86074,0 1.66431,-0.16071 1.78571,-0.35714 0.1214,-0.19643 0.81392,-0.35203 1.53894,-0.34579 1.17257,0.0101 1.24916,0.0638 0.69321,0.48581 -0.53698,0.40762 -0.625,1.10723 -0.625,4.96756 0,2.61017 0.14966,4.58562 0.35714,4.71385 0.19643,0.1214 0.35714,0.77374 0.35714,1.44965 0,0.6759 0.16072,1.22892 0.35714,1.22892 0.19643,0 0.35715,0.3923 0.35715,0.87178 0,0.47948 0.16071,0.97111 0.35714,1.0925 0.19643,0.1214 0.35714,0.53267 0.35714,0.91394 0,0.38126 0.16072,0.69321 0.35715,0.69321 0.19642,0 0.35714,0.32143 0.35714,0.71428 0,0.39286 0.16071,0.71429 0.35714,0.71429 0.19643,0 0.35714,0.17659 0.35714,0.39242 0,0.64211 2.15271,2.45662 3.16669,2.66921 0.51725,0.10844 1.41169,0.40019 1.98763,0.64833 1.03618,0.44643 0.98139,0.48371 -5.21711,3.54918 -3.44536,1.7039 -6.45932,3.098 -6.69769,3.098 -0.49622,0 -1.4538,-0.87159 -1.4538,-1.32326 0,-0.5177 -2.95513,-2.24817 -3.83923,-2.24817 -1.24584,0 -2.79228,0.91692 -3.82088,2.26548 -0.81478,1.06823 -0.91132,1.52227 -0.91132,4.28609 l 0,3.09129 -0.99968,0 c -0.80804,0 -1.08191,-0.22737 -1.42857,-1.18607 -0.23589,-0.65234 -0.42889,-1.43424 -0.42889,-1.73755 0,-0.30331 -0.3331,-0.97494 -0.74021,-1.4925 -1.11059,-1.41188 -2.55541,-1.26637 -4.28784,0.43184 -1.27161,1.24649 -1.40052,1.54279 -1.40052,3.21913 0,2.45011 -0.68345,3.68139 -2.58929,4.66479 -0.54018,0.27872 -0.98214,0.64033 -0.98214,0.80357 0,0.16323 -0.32143,0.29679 -0.71429,0.29679 -0.39286,0 -0.71428,0.14197 -0.71428,0.31549 0,0.17352 -0.28125,0.40753 -0.625,0.52002 -0.34375,0.1125 -1.26786,0.58433 -2.05358,1.0485 -2.31844,1.36968 -2.5447,1.38476 -3.75892,0.25052 -1.10029,-1.02783 -1.1609,-1.77739 -0.14372,-1.77739 1.30967,0 3.36693,-1.65759 3.36693,-2.71284 0,-0.44904 0.16071,-0.91576 0.35714,-1.03716 0.44897,-0.27747 0.48784,-16.3599 0.0417,-17.23699 -0.17351,-0.34108 -0.52064,-1.0594 -0.77141,-1.59626 -1.11906,-2.39581 -1.18847,-2.41675 -8.01309,-2.41675 -3.7581,0 -6.30227,0.14119 -6.43574,0.35715 -0.1214,0.19642 -1.00533,0.35714 -1.96428,0.35714 -0.95896,0 -1.84289,0.16071 -1.96429,0.35714 -0.1214,0.19643 -0.66848,0.35714 -1.21573,0.35714 -1.54349,0 -2.907,2.00676 -1.81998,2.67858 0.19642,0.1214 0.35714,0.84461 0.35714,1.60714 0,0.76253 0.16071,1.48574 0.35714,1.60714 0.19643,0.1214 0.35714,1.56783 0.35714,3.21429 0,1.64646 0.16072,3.09288 0.35715,3.21428 0.19643,0.1214 0.35714,0.92497 0.35714,1.78572 0,0.86074 0.16071,1.66431 0.35714,1.78571 0.19643,0.1214 0.35715,0.6839 0.35715,1.25 0,0.5661 0.16071,1.1286 0.35714,1.25 0.19643,0.1214 0.35714,0.53267 0.35714,0.91394 0,0.38126 0.16072,0.6932 0.35714,0.6932 0.19643,0 0.35734,0.2009 0.35758,0.44643 6.8e-4,0.70436 1.49548,2.26015 2.96402,3.08498 0.98497,0.55322 1.9638,0.75431 3.67178,0.75431 2.31978,0 2.33079,0.005 2.84628,1.23853 0.28462,0.68119 0.51749,1.4044 0.51749,1.60714 0,0.2393 -2.18518,0.36861 -6.22893,0.36861 -3.76736,0 -6.31615,0.14114 -6.44964,0.35715 -0.12635,0.20442 -1.968,0.35714 -4.3068,0.35714 l -4.08606,0 0,-4.97892 z" id="path7765" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 708.85661,470.46376 c -0.53797,-0.58659 -1.23032,-1.66837 -1.53855,-2.40396 -1.72897,-4.1261 -2.58311,-10.44458 -1.4119,-10.44458 0.29464,0 0.53572,-0.16071 0.53572,-0.35714 0,-0.19643 0.24107,-0.35714 0.53571,-0.35714 0.29464,0 0.53571,-0.16072 0.53571,-0.35714 0,-0.19643 0.31195,-0.35715 0.69321,-0.35715 0.38127,0 0.79254,-0.16071 0.91394,-0.35714 0.40413,-0.65391 1.60714,-0.40235 1.60714,0.33607 0,0.38126 0.16071,0.79253 0.35714,0.91393 0.19643,0.1214 0.35715,0.76426 0.35715,1.42857 0,0.66432 0.14373,1.29668 0.31941,1.40526 0.17568,0.10857 0.41059,0.80109 0.52201,1.53893 0.47318,3.13327 0.68387,4.03772 0.98375,4.22306 0.17473,0.10798 0.31768,0.82022 0.31768,1.58275 0,0.76253 0.16072,1.48575 0.35715,1.60714 0.19642,0.1214 0.35714,0.77375 0.35714,1.44965 l 0,1.22893 -2.23214,-0.007 c -2.01725,-0.006 -2.32632,-0.10944 -3.21027,-1.07327 z" id="path7767" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 657.07878,489.29435 c -1.75931,-1.76741 -2.77976,-6.10823 -2.77976,-11.82461 0,-4.71946 -0.20052,-4.48503 3.86849,-4.52278 1.50626,-0.014 3.98107,-0.13855 5.49957,-0.27682 l 2.76092,-0.25141 0.41879,1.08039 c 0.24324,0.6275 0.48497,3.92492 0.57666,7.8661 0.14484,6.22585 0.10349,6.84533 -0.50114,7.50825 -1.09451,1.20002 -2.50748,1.5989 -5.66391,1.5989 -2.92647,0 -3.0384,-0.0316 -4.17962,-1.17802 z" id="path7769" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 672.15616,456.25786 c 0,-0.94299 0.19062,-2.11844 0.4236,-2.61212 0.43972,-0.93176 1.76348,-1.7448 2.84081,-1.7448 0.3421,0 0.72133,-0.16072 0.84273,-0.35714 0.1214,-0.19643 0.7416,-0.35715 1.37822,-0.35715 0.63663,0 1.31018,-0.14425 1.49678,-0.32056 0.31762,-0.30008 1.11411,-0.45468 4.89286,-0.94971 0.83482,-0.10936 1.83929,-0.34268 2.23214,-0.51848 0.39286,-0.17581 1.51786,-0.397 2.5,-0.49153 0.98215,-0.0945 3.23215,-0.34317 5,-0.55252 6.29634,-0.74562 9.41572,-0.86639 9.99346,-0.38692 0.94931,0.78786 0.65713,1.69294 -0.61846,1.91577 -0.63839,0.11153 -1.96428,0.35643 -2.94642,0.54423 -0.98215,0.18779 -2.75,0.51664 -3.92858,0.73076 -3.36506,0.61135 -5.24169,1.01356 -6.78571,1.45434 -0.78571,0.22431 -1.99107,0.54514 -2.67857,0.71297 -5.7771,1.41028 -9.69141,2.60654 -12.29157,3.75646 -1.10798,0.49 -2.09029,0.89091 -2.1829,0.89091 -0.0926,0 -0.16839,-0.77153 -0.16839,-1.71451 z" id="path7771" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 59.132307,293.99667 c -2.790751,-2.96828 -7.201841,-12.09087 -6.888239,-14.24559 0.33475,-2.30001 6.468873,-4.33439 14.163229,-4.69723 8.295454,-0.39118 8.59681,-0.0983 6.195673,6.02182 -1.061099,2.70456 -3.298166,7.14835 -4.97126,9.87509 -3.669494,5.98038 -5.218524,6.5355 -8.499403,3.04591 z" id="path7773" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 56.016362,266.87341 c -0.626525,-1.974 1.18286,-7.72404 2.783297,-8.84503 2.460361,-1.72331 7.157024,-1.33543 9.695692,0.80071 1.757953,1.47923 2.19766,2.40314 2.19766,4.61773 0,3.54447 -0.920027,4.02133 -8.399621,4.35361 -5.021334,0.22307 -5.955806,0.0851 -6.277028,-0.92702 z" id="path7775" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 473.36062,244.65846 c 1.08583,-4.46305 6.4461,-7.11103 19.141,-9.4557 5.37107,-0.992 10.45602,-1.9766 11.29991,-2.188 0.84389,-0.2114 4.26648,-0.81659 7.60577,-1.34487 3.33928,-0.52828 15.875,-2.96742 27.85714,-5.42031 28.09591,-5.75159 26.88996,-5.58593 41.07143,-5.64191 18.83501,-0.0744 23.46421,0.85992 37.39388,7.54687 6.32727,3.03742 11.40357,5.62313 11.28066,5.74604 -0.1229,0.1229 -2.82268,-0.12634 -5.99951,-0.55387 -9.9575,-1.34008 -15.88932,0.77874 -15.88932,5.67557 0,1.61581 -0.21746,1.52111 -3.44962,-1.5022 -3.59006,-3.35808 -6.09063,-4.25569 -14.66173,-5.26306 l -3.79882,-0.44648 -0.65206,-3.66533 c -0.53668,-3.0168 -0.93641,-3.70571 -2.2592,-3.89358 -1.23615,-0.17556 -1.60714,0.12383 -1.60714,1.29696 0,1.69622 -1.24832,4.38912 -2.37426,5.12181 -0.40251,0.26192 -2.29486,-0.13986 -4.20523,-0.89286 -7.41628,-2.92322 -15.64189,-1.07693 -18.30191,4.10799 l -1.33603,2.60418 -15.99843,2.73758 c -8.79913,1.50567 -20.81985,3.05609 -26.71271,3.44537 -5.89286,0.38928 -16.33886,1.35695 -23.21333,2.15036 -15.97807,1.84411 -15.67997,1.84734 -15.19049,-0.16456 z" id="path7777" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 510.41693,225.86213 c -0.74632,-1.94489 -2.86914,-20.97512 -2.39289,-21.45137 0.25055,-0.25055 1.91785,-0.62037 3.70512,-0.82182 l 3.24957,-0.36627 0,11.43815 c 0,11.25799 -0.0253,11.44495 -1.60715,11.86886 -2.29764,0.61574 -2.47783,0.57503 -2.95465,-0.66755 z" id="path7779" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 475.43578,403.94417 c -2.28346,-22.42831 -4.31188,-86.34991 -3.75696,-118.39286 0.56476,-32.61118 0.81562,-34.2445 5.26419,-34.27477 2.02316,-0.0138 1.89977,-3.56448 1.93582,55.70335 0.0194,31.94887 0.29439,48.59785 0.86701,52.5 1.09647,7.47192 2.27952,23.78762 2.67503,36.89197 l 0.3158,10.46341 -3.12384,0.78659 c -1.71812,0.43263 -3.25855,0.7866 -3.42319,0.7866 -0.16464,0 -0.50388,-2.00893 -0.75386,-4.46429 z" id="path7781" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 581.90435,458.24816 c -1.72335,-2.30882 -5.14502,-7.56995 -11.27722,-17.3397 -4.22665,-6.73385 -8.22114,-10.91408 -16.71983,-17.49726 -14.91593,-11.55404 -33.8403,-18.11516 -53.92857,-18.69716 -4.04005,-0.11705 -4.20235,-0.16925 -1.25,-0.40204 3.28404,-0.25895 3.39283,-0.34073 3.39226,-2.54982 -7.2e-4,-2.77505 -1.27166,-17.15493 -1.78246,-20.16761 l -0.36811,-2.17103 -6.31863,0.11472 -6.31864,0.11472 -0.46832,-13.65798 c -0.25758,-7.51189 -0.79115,-20.89011 -1.18572,-29.7294 -0.39457,-8.83929 -0.87842,-31.63919 -1.07522,-50.66646 -0.28337,-27.39723 -0.17014,-34.71416 0.54423,-35.16763 0.49612,-0.31493 2.50918,-0.57907 4.47346,-0.58696 5.62663,-0.0226 50.86955,-5.73167 59.8155,-7.54791 5.91397,-1.20069 6.97022,-1.02582 6.97022,1.15397 0,1.28367 -0.55163,1.38642 -7.44336,1.38642 -12.53405,0 -36.98317,3.19615 -47.51718,6.21175 -4.88326,1.39795 -11.11571,6.97001 -12.16827,10.87892 -1.98551,7.37362 -2.22404,13.47177 -1.09683,28.04023 1.53319,19.81551 2.31099,23.17863 6.19348,26.77995 4.14748,3.84711 13.93466,7.02079 30.24644,9.80796 11.73771,2.00562 37.63386,4.21106 50.17302,4.273 10.63134,0.0525 12.27507,0.20865 12.0176,1.14165 -0.16403,0.59445 -0.50937,2.20582 -0.76742,3.58082 -1.22679,6.53712 -1.79962,7.8569 -3.41501,7.86808 -3.07959,0.0214 -3.61757,0.95575 -3.14102,5.45572 0.68763,6.49308 2.43445,10.88491 4.53958,11.41326 4.32025,1.08432 7.15954,-2.38633 9.17638,-11.21684 1.44772,-6.33872 1.06684,-7.43327 -2.38071,-6.84137 -1.5669,0.26902 -1.62983,0.12773 -1.1857,-2.66166 0.25797,-1.62016 0.78443,-4.25126 1.16992,-5.84689 l 0.70089,-2.90112 8.81767,-1.6116 c 11.8228,-2.16085 13.75807,-2.82968 16.93639,-5.85313 2.60477,-2.47786 2.71556,-2.77396 2.71556,-7.2578 0,-9.25575 -3.02971,-20.12604 -12.79406,-45.90379 -1.63692,-4.32143 -3.44206,-9.14392 -4.01143,-10.71664 -2.53449,-7.00083 -11.28034,-18.9367 -14.66208,-20.01002 -2.56044,-0.81265 -1.42437,-1.77334 2.09709,-1.77334 2.98148,0 3.82292,0.33636 5.80726,2.32143 2.50492,2.50583 7.47787,9.83421 9.83914,14.49943 4.80047,9.48441 15.14943,40.96006 20.42055,62.10771 5.07515,20.36137 6.87067,31.9476 8.68943,56.07143 1.87393,24.85572 2.45548,34.36142 3.1233,51.05201 0.63807,15.94681 0.70354,16.44741 2.32368,17.76716 1.5839,1.29023 2.77237,1.3374 23.80997,0.94517 24.3677,-0.45431 33.4065,-1.25983 42.67858,-3.80341 1.04847,-0.28763 1.25,0.14749 1.25,2.69889 0,2.74375 -0.0955,2.91127 -0.97408,1.70967 -0.94813,-1.29665 -1.23832,-1.28892 -10.89286,0.28998 -13.92979,2.27809 -22.41712,4.06563 -25.87722,5.45009 -2.76682,1.10706 -2.97013,1.37742 -2.97013,3.94966 0,4.37524 -1.17964,4.66735 -21.07143,5.21785 -9.42857,0.26094 -21.80357,0.7677 -27.5,1.12615 -5.69643,0.35844 -16.03987,0.84043 -22.98542,1.0711 l -12.62828,0.41938 -1.74639,-2.33971 z m -30.74354,-58.79908 c 0.23264,-0.60623 0.20713,-1.31807 -0.0567,-1.58188 -0.58502,-0.58501 -2.71954,0.68077 -3.10671,1.84229 -0.42324,1.26972 2.67406,1.01475 3.16338,-0.26041 z" id="path7783" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 491.07645,400.59386 c -0.70665,-1.14338 -1.35047,-12.50972 -0.82678,-14.59627 0.41735,-1.66285 0.82063,-1.87485 3.56642,-1.87485 l 3.09587,0 0.46195,5.46491 c 0.80837,9.56301 0.72368,10.16392 -1.50233,10.6593 -1.08035,0.24043 -2.49973,0.58106 -3.15417,0.75695 -0.65444,0.1759 -1.39287,-0.009 -1.64096,-0.41004 z" id="path7785" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 564.26444,326.53209 c -14.35805,-0.84448 -39.82978,-3.77848 -45.71429,-5.26568 -1.375,-0.34751 -4.91071,-1.1659 -7.85714,-1.81865 -2.94643,-0.65276 -7.25493,-2.18913 -9.57444,-3.41416 -6.52335,-3.44524 -7.47593,-6.5525 -9.08585,-29.63752 -1.60421,-23.00314 1.08972,-29.21172 14.13403,-32.57413 10.5245,-2.71287 35.06718,-5.61278 44.77174,-5.29012 l 7.03119,0.23377 5.19596,18.01721 c 2.85778,9.90946 5.73799,18.84445 6.40048,19.85553 1.64809,2.51531 5.10942,4.49426 8.83901,5.05355 1.71368,0.25698 3.22503,0.82869 3.35856,1.27047 0.13352,0.44178 1.05942,3.53538 2.05754,6.87467 0.99812,3.33928 2.49012,8.32143 3.31556,11.07143 1.54079,5.13328 2.07539,13.55226 0.9331,14.69455 -0.72243,0.72243 -16.71013,1.34639 -23.80545,0.92908 z" id="path7787" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 576.50379,286.92501 c -1.95858,-0.84935 -4.03495,-2.61334 -4.06135,-3.45034 -0.009,-0.29882 -0.45628,-1.45244 -0.99302,-2.56361 -0.53673,-1.11117 -0.98359,-2.40464 -0.99301,-2.87438 -0.009,-0.46974 -0.24442,-0.99455 -0.52222,-1.16623 -0.27779,-0.17169 -0.50507,-0.81742 -0.50507,-1.43497 0,-0.61755 -0.35179,-2.36559 -0.78175,-3.88453 -0.42996,-1.51895 -1.02441,-3.7845 -1.32101,-5.03457 -0.29659,-1.25006 -0.71406,-2.50012 -0.9277,-2.77792 -0.21363,-0.27779 -0.54155,-1.30057 -0.72871,-2.27284 -0.18715,-0.97227 -0.54279,-2.22233 -0.79032,-2.77792 -0.43706,-0.98101 -1.4314,-4.66684 -2.79326,-10.35406 -0.36586,-1.52786 -1.0411,-4.14163 -1.50055,-5.80838 -1.53051,-5.55235 -1.51489,-5.85505 0.41701,-8.08122 l 1.75325,-2.0203 4.07956,0.0815 c 3.28383,0.0656 4.37811,0.29409 5.6102,1.17141 1.70895,1.21688 1.70556,2.09835 -0.0223,5.81816 -1.40067,3.01537 -1.69388,7.14178 -0.95121,13.38677 0.65734,5.52755 0.65295,5.59143 -0.43705,6.35489 -0.79893,0.55959 -1.10106,1.29158 -1.10106,2.66764 0,2.14923 1.09258,3.60038 3.44408,4.5744 1.20566,0.4994 1.65758,1.10167 2.05462,2.73816 0.27994,1.15387 0.98751,3.91622 1.57237,6.13856 0.58486,2.22233 1.30264,5.06339 1.59506,6.31345 0.29243,1.25007 0.73502,2.48876 0.98354,2.75267 0.24852,0.2639 0.45186,1.11622 0.45186,1.89403 0,1.64636 -0.81635,1.78727 -3.53193,0.60964 z" id="path7789" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 584.40534,287.15982 c -0.10539,-0.38111 -0.45867,-1.7157 -0.78507,-2.96577 -0.32639,-1.25006 -0.93715,-3.5229 -1.35724,-5.05076 -0.42009,-1.52786 -0.9927,-3.8007 -1.27247,-5.05076 -0.27977,-1.25007 -0.70712,-2.72741 -0.94966,-3.283 -0.94915,-2.17416 -1.08772,-5.71856 -0.28431,-7.27219 0.97348,-1.8825 0.41604,-3.46101 -2.21066,-6.25994 l -1.79751,-1.91538 -0.17808,-5.66076 c -0.17583,-5.58941 0.26445,-8.97451 1.20818,-9.28908 0.44761,-0.14921 0.73942,0.39048 2.50802,4.63846 0.7016,1.68517 2.11444,6.13515 3.76841,11.86929 0.60095,2.08344 1.29066,4.24264 1.53267,4.79823 0.24202,0.55558 0.59581,1.79819 0.78621,2.76134 0.1904,0.96315 0.5405,2.09958 0.77801,2.52538 2.17188,3.89379 3.80664,17.3955 2.34391,19.35868 -0.85483,1.14728 -3.83301,1.72703 -4.09041,0.79626 z" id="path7791" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 592.90287,322.7023 c 0.354,-3.52505 -0.39584,-10.61112 -1.29101,-12.20015 -0.24841,-0.44096 -1.03122,-3.27703 -1.73957,-6.30237 -0.70835,-3.02535 -1.84765,-6.68383 -2.53178,-8.12996 -1.59069,-3.36243 -1.5653,-4.20754 0.14509,-4.83059 4.78599,-1.74343 6.51577,-4.30929 6.03684,-8.95473 -0.75326,-7.30633 -1.94025,-12.64527 -3.6911,-16.60206 -0.38733,-0.87536 -0.70565,-2.01178 -0.70736,-2.52538 -0.002,-0.51361 -0.32853,-1.55764 -0.72626,-2.32009 -0.39773,-0.76244 -0.87713,-2.41305 -1.06532,-3.66801 -0.18819,-1.25496 -0.54323,-2.40601 -0.78897,-2.55789 -0.24574,-0.15187 -0.44679,-0.68828 -0.44679,-1.19201 0,-0.50373 -0.56822,-2.65654 -1.2627,-4.78402 -0.69448,-2.12748 -1.26269,-4.31569 -1.26269,-4.86269 0,-2.49329 5.19032,-0.0398 7.67897,3.62988 0.68874,1.01558 1.97013,2.75292 2.84755,3.86076 0.87743,1.10783 1.59531,2.26564 1.59531,2.5729 0,0.30726 0.17981,0.55866 0.39957,0.55866 0.53777,0 2.82333,4.6487 3.97317,8.08122 0.51181,1.52786 1.10103,2.85368 1.30937,2.94628 0.20835,0.0926 0.37881,0.48944 0.37881,0.88187 0,1.1374 2.03459,6.94651 4.05464,11.57668 0.90911,2.08379 2.28564,5.85182 3.78254,10.35406 0.6927,2.08344 1.46615,4.24264 1.71879,4.79823 0.25263,0.55558 0.69348,1.91929 0.97967,3.03046 0.28619,1.11116 1.00699,3.61129 1.60178,5.55583 1.28564,4.20311 1.94328,8.76514 1.97878,13.72667 0.0238,3.31997 -0.0849,3.71233 -1.29066,4.66078 -2.3277,1.83097 -6.41224,3.45322 -10.30016,4.09088 -2.08344,0.34171 -4.129,0.79583 -4.54569,1.00916 -0.41668,0.21333 -2.20374,0.55285 -3.97124,0.75449 l -3.21363,0.36662 0.35405,-3.52548 z" id="path7793" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 584.52595,355.031 c -0.29454,-0.76393 -0.65919,-2.5585 -0.81033,-3.98793 -0.3091,-2.92322 0.026,-3.29289 3.56454,-3.93226 1.91735,-0.34645 1.93767,-0.33334 1.65877,1.06994 -0.1553,0.78137 -0.43416,2.32982 -0.61968,3.44099 -0.44421,2.66053 -1.55828,4.79822 -2.50062,4.79822 -0.41643,0 -0.99814,-0.62503 -1.29268,-1.38896 z" id="path7795" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 677.51544,340.73212 c -8.20349,-1.14294 -14.00282,-2.11481 -14.89975,-2.49693 -0.55558,-0.2367 -1.89211,-0.57621 -2.97005,-0.75448 -3.83926,-0.63495 -6.96484,-3.3793 -11.06386,-9.71444 -2.70826,-4.18567 -3.48085,-5.60013 -5.17779,-9.47957 -2.20086,-5.03145 -4.48479,-9.58626 -4.89639,-9.7648 -0.21346,-0.0926 -0.38811,-0.4056 -0.38811,-0.69556 0,-0.28995 -0.77443,-2.1461 -1.72095,-4.12478 -2.83365,-5.92364 -4.87076,-10.49111 -6.10987,-13.69913 -0.64379,-1.66675 -1.83913,-4.39416 -2.6563,-6.06092 -0.81718,-1.66675 -1.9932,-4.5078 -2.61338,-6.31345 -0.62018,-1.80565 -1.30929,-3.51028 -1.53137,-3.78807 -0.22207,-0.27779 -0.56508,-1.25906 -0.76224,-2.1806 -0.19715,-0.92153 -0.67656,-2.28524 -1.06536,-3.03045 -0.38879,-0.74522 -0.7083,-1.50515 -0.71001,-1.68873 -0.002,-0.18358 -0.79861,-2.03246 -1.77088,-4.10862 -0.97227,-2.07616 -1.76777,-4.09652 -1.76777,-4.48969 0,-0.39317 -0.20616,-0.93078 -0.45813,-1.19468 -0.25198,-0.2639 -0.69265,-1.27532 -0.97927,-2.24759 -0.73582,-2.49601 -2.03683,-6.13245 -2.62018,-7.32361 -0.27209,-0.55558 -0.71083,-2.03293 -0.97498,-3.28299 -0.26415,-1.25007 -0.63161,-2.90584 -0.81658,-3.6795 -0.23847,-0.99746 -0.075,-1.69537 0.56186,-2.39912 0.77819,-0.85989 1.54547,-0.98843 5.74437,-0.96234 2.66542,0.0166 5.98264,0.25363 7.3716,0.52682 1.38896,0.2732 4.23001,0.81296 6.31345,1.19947 2.08344,0.38651 5.03814,1.06472 6.56599,1.50713 1.52786,0.44241 3.30566,0.67616 3.95067,0.51945 1.1234,-0.27294 3.54232,0.8822 5.8073,2.77324 0.83326,0.69568 2.86894,4.49795 2.86894,5.35863 0,0.39457 2.80039,6.42131 5.14199,11.06612 0.84026,1.66675 3.77725,7.49178 6.52663,12.94451 2.7494,5.45274 4.9989,10.06771 4.9989,10.25551 0,0.1878 0.47099,1.40858 1.04665,2.71285 1.73816,3.93814 2.29749,5.26745 3.54802,8.43232 1.13331,2.86821 2.63394,5.85658 8.87693,17.67767 1.46709,2.77792 2.91557,5.61796 3.21886,6.31121 0.30329,0.69325 1.05978,1.94331 1.68108,2.77792 0.62131,0.8346 1.77928,2.65389 2.57328,4.04285 0.79399,1.38896 1.58157,2.63902 1.75017,2.77792 0.16859,0.13889 0.58436,0.82075 0.92394,1.51523 0.33957,0.69448 0.90315,1.71515 1.2524,2.26814 3.03685,4.80845 4.92817,8.19976 4.92817,8.83668 0,0.59841 -15.36568,0.57998 -19.69798,-0.0236 l 0,2e-5 z" id="path7797" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 640.49902,367.96854 c -0.25304,-5.49274 -1.21163,-12.86826 -1.862,-14.3265 -0.2478,-0.55558 -0.58679,-2.37386 -0.75332,-4.04061 -0.16653,-1.66675 -0.52982,-4.05324 -0.80732,-5.3033 -0.27749,-1.25006 -0.82376,-4.20476 -1.21392,-6.56599 -1.10243,-6.67172 -1.87005,-10.30778 -2.29252,-10.85914 -0.21285,-0.27779 -0.54223,-1.52786 -0.73195,-2.77792 -0.18972,-1.25007 -0.56148,-2.97368 -0.82613,-3.83025 -0.46374,-1.50091 -1.48676,-6.53007 -2.5086,-12.33219 -0.26907,-1.52786 -0.69699,-3.23249 -0.95091,-3.78807 -0.25393,-0.55559 -0.60407,-1.91929 -0.7781,-3.03046 -0.17403,-1.11117 -0.61892,-2.92944 -0.98864,-4.04061 -1.74163,-5.23437 -2.91391,-9.40661 -2.70241,-9.61811 0.34196,-0.34197 5.44999,10.5673 5.44999,11.63959 0,0.64021 3.23891,7.05884 3.6525,7.23825 0.21347,0.0926 0.38729,0.43352 0.38627,0.75761 -0.001,0.32409 1.11007,2.8621 2.46907,5.64002 1.35901,2.77792 3.31813,6.82236 4.35362,8.98765 1.03548,2.16529 2.14042,4.21279 2.45542,4.55 0.315,0.33721 1.25458,1.93572 2.08795,3.55223 0.83338,1.61652 2.76529,4.26054 4.29315,5.8756 4.04778,4.27883 7.87152,5.97366 16.66752,7.3877 11.25908,1.81 20.56735,2.72932 27.63488,2.72932 2.81185,0 5.48037,0.14118 5.93004,0.31374 0.88037,0.33783 5.32595,8.91664 5.32595,10.27771 0,0.4528 0.22087,1.04415 0.49084,1.31411 0.26996,0.26996 0.64419,2.14086 0.83162,4.15756 0.18743,2.01669 0.53477,3.7866 0.77185,3.93313 1.08699,0.67179 0.37352,2.12482 -1.21043,2.46512 -2.03313,0.4368 -13.43279,1.0823 -31.94607,1.80893 -7.77818,0.30529 -17.09683,0.90179 -20.70813,1.32555 -3.61129,0.42377 -7.85666,0.88724 -9.43416,1.02994 l -2.86816,0.25945 -0.2179,-4.73006 z" id="path7799" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 651.63028,437.86459 c -6.94816,-0.14396 -7.44987,-0.21947 -7.44987,-1.1212 0,-0.53176 -0.1938,-1.08661 -0.43066,-1.233 -0.23687,-0.14639 -0.57908,-6.69423 -0.76047,-14.55075 -0.18139,-7.85653 -0.7163,-20.81762 -1.18868,-28.80244 -0.54591,-9.22782 -0.6829,-14.68911 -0.37595,-14.98786 0.2656,-0.2585 3.77854,-0.71013 7.80652,-1.00362 6.80872,-0.4961 9.72399,-0.73042 26.01143,-2.09073 3.3335,-0.27841 11.97031,-0.55768 19.1929,-0.62059 l 13.13198,-0.11438 0.2878,13.88959 c 0.15829,7.63928 0.58249,19.9652 0.94265,27.39094 0.73497,15.15319 0.56754,17.6919 -1.24509,18.87958 -1.91946,1.25768 -18.42547,3.45826 -31.55263,4.20658 -7.75966,0.44235 -9.95397,0.45657 -24.36993,0.15788 z" id="path7801" inkscape:connector-curvature="0" /> </g> </svg> </div>
					
					<div class="zoomcontrols">
						<div id="zoom-in"><i aria-hidden="true" class="fas fa-search-plus"></i></div>
						<div id="reset"><i aria-hidden="true" class="fas fa-sync"></i> 100%</div>
						<div id="zoom-out"><i aria-hidden="true" class="fas fa-search-minus"></i></div>
					</div>	
					
                    <div class="controlbtns">
					   <a id="random-color-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-random"></i><span class="controlslinktext">Auto</span></div>
						</a>						
						<a id="coloring-undo-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-undo"></i><span class="controlslinktext">Undo</span></div>
                        </a>
                        <a id="coloring-reset-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="far fa-trash-alt"></i><span class="controlslinktext">Reset</span></div>
                        </a>
                        <a href="" onclick="printDiv();return false;">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-save"></i><span class="controlslinktext">Print</span></div>
                        </a>
						<a id="coloring-fullscreen-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-expand"></i><span class="controlslinktext">Expand</span></div>
						</a>
                        <div class="btncontrols zoombtn"><i aria-hidden="true" class="fas fa-search-plus"></i><span class="controlslinktext">Zoom</span></div>						
						
                    </div>
                </div>
            </div>
			
            <!-- Phần bên phải -->
            <div id="coloring-right">
                <center><h3 class="coloring-h3">BẢNG TRỘN MÀU</h3></center>
                <div class="coloring-picker">
                    <center><div id='box1' class='box'><div id='customcolor1' class='customcolorx' style='background: #ffffff; fill: #ffffff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker1' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box2' class='box'><div id='customcolor2' class='customcolorx' style='background: #000000; fill: #000000;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker2' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box3' class='box'><div id='customcolor3' class='customcolorx' style='background: #00ff00; fill: #00ff00;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker3' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box4' class='box'><div id='customcolor4' class='customcolorx' style='background: #0000ff; fill: #0000ff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker4' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div>
					</center>
                    <div class="coloring-palette-64" style="display: inline-block;"><div id="color01" class="basiccolor" style="background: #FF0000; fill: #FF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color02" class="basiccolor" style="background: #DF0000; fill: #DF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color03" class="basiccolor" style="background: #AF102E; fill: #AF102E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color04" class="basiccolor" style="background: #550E2B; fill: #550E2B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color05" class="basiccolor" style="background: #9C2B3B; fill: #9C2B3B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color06" class="basiccolor" style="background: #E45761; fill: #E45761;" x="0" y="0" onclick="selected(this.id)"></div><div id="color07" class="basiccolor" style="background: #FF9792; fill: #FF9792;" x="0" y="0" onclick="selected(this.id)"></div><div id="color08" class="basiccolor" style="background: #FFD5CF; fill: #FFD5CF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color09" class="basiccolor" style="background: #FFE1B5; fill: #FFE1B5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color10" class="basiccolor" style="background: #EFAF79; fill: #EFAF79;" x="0" y="0" onclick="selected(this.id)"></div><div id="color11" class="basiccolor" style="background: #F66D1E; fill: #F66D1E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color12" class="basiccolor" style="background: #8D4131; fill: #8D4131;" x="0" y="0" onclick="selected(this.id)"></div><div id="color13" class="basiccolor" style="background: #492917; fill: #492917;" x="0" y="0" onclick="selected(this.id)"></div><div id="color14" class="basiccolor" style="background: #97530F; fill: #97530F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color15" class="basiccolor" style="background: #DD8C00; fill: #DD8C00;" x="0" y="0" onclick="selected(this.id)"></div><div id="color16" class="basiccolor" style="background: #FBC800; fill: #FBC800;" x="0" y="0" onclick="selected(this.id)"></div><div id="color17" class="basiccolor" style="background: #FFFF8F; fill: #FFFF8F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color18" class="basiccolor" style="background: #E4FCA2; fill: #E4FCA2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color19" class="basiccolor" style="background: #AFE356; fill: #AFE356;" x="0" y="0" onclick="selected(this.id)"></div><div id="color20" class="basiccolor" style="background: #6CB328; fill: #6CB328;" x="0" y="0" onclick="selected(this.id)"></div><div id="color21" class="basiccolor" style="background: #38741A; fill: #38741A;" x="0" y="0" onclick="selected(this.id)"></div><div id="color22" class="basiccolor" style="background: #0E3E12; fill: #0E3E12;" x="0" y="0" onclick="selected(this.id)"></div><div id="color23" class="basiccolor" style="background: #177578; fill: #177578;" x="0" y="0" onclick="selected(this.id)"></div><div id="color24" class="basiccolor" style="background: #00BC9F; fill: #00BC9F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color25" class="basiccolor" style="background: #6BECBD; fill: #6BECBD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color26" class="basiccolor" style="background: #C9FCCC; fill: #C9FCCC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color27" class="basiccolor" style="background: #D8E0FF; fill: #D8E0FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color28" class="basiccolor" style="background: #A6ADFF; fill: #A6ADFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color29" class="basiccolor" style="background: #6E6AFF; fill: #6E6AFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color30" class="basiccolor" style="background: #3E32D5; fill: #3E32D5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color31" class="basiccolor" style="background: #2D1A71; fill: #2D1A71;" x="0" y="0" onclick="selected(this.id)"></div><div id="color32" class="basiccolor" style="background: #3257BE; fill: #3257BE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color33" class="basiccolor" style="background: #409DEF; fill: #409DEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color34" class="basiccolor" style="background: #70DBFF; fill: #70DBFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color35" class="basiccolor" style="background: #BFFFFF; fill: #BFFFFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color36" class="basiccolor" style="background: #FFCDFF; fill: #FFCDFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color37" class="basiccolor" style="background: #EE82EE; fill: #EE82EE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color38" class="basiccolor" style="background: #B44CEF; fill: #B44CEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color39" class="basiccolor" style="background: #652BBC; fill: #652BBC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color40" class="basiccolor" style="background: #480E55; fill: #480E55;" x="0" y="0" onclick="selected(this.id)"></div><div id="color41" class="basiccolor" style="background: #941887; fill: #941887;" x="0" y="0" onclick="selected(this.id)"></div><div id="color42" class="basiccolor" style="background: #FF00FF; fill: #FF00FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color43" class="basiccolor" style="background: #E444C3; fill: #E444C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color44" class="basiccolor" style="background: #FF91E2; fill: #FF91E2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color45" class="basiccolor" style="background: #4B0082; fill: #4B0082;" x="0" y="0" onclick="selected(this.id)"></div><div id="color46" class="basiccolor" style="background: #663399; fill: #663399;" x="0" y="0" onclick="selected(this.id)"></div><div id="color47" class="basiccolor" style="background: #9370DB; fill: #9370DB;" x="0" y="0" onclick="selected(this.id)"></div><div id="color48" class="basiccolor" style="background: #6A5ACD; fill: #6A5ACD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color49" class="basiccolor" style="background: #483D8B; fill: #483D8B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color50" class="basiccolor" style="background: #8A2BE2; fill: #8A2BE2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color51" class="basiccolor" style="background: #800080; fill: #800080;" x="0" y="0" onclick="selected(this.id)"></div><div id="color52" class="basiccolor" style="background: #9400D3; fill: #9400D3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color53" class="basiccolor" style="background: #9932CC; fill: #9932CC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color54" class="basiccolor" style="background: #8B008B; fill: #8B008B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color55" class="basiccolor" style="background: #5270C3; fill: #5270C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color56" class="basiccolor" style="background: #C873B9; fill: #C873B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color57" class="basiccolor" style="background: #4EA15E; fill: #4EA15E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color58" class="basiccolor" style="background: #B9A264; fill: #B9A264;" x="0" y="0" onclick="selected(this.id)"></div><div id="color59" class="basiccolor" style="background: #4CA6A8; fill: #4CA6A8;" x="0" y="0" onclick="selected(this.id)"></div><div id="color60" class="basiccolor" style="background: #A64D4E; fill: #A64D4E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color61" class="basiccolor" style="background: #80B954; fill: #80B954;" x="0" y="0" onclick="selected(this.id)"></div><div id="color62" class="basiccolor" style="background: #7E60B9; fill: #7E60B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color63" class="basiccolor" style="background: #7CA668; fill: #7CA668;" x="0" y="0" onclick="selected(this.id)"></div><div id="color64" class="basiccolor" style="background: #B97E9B; fill: #B97E9B;" x="0" y="0" onclick="selected(this.id)"></div>
                    </div>
                </div>
            </div>
        </section>
		<script>
			document.addEventListener("DOMContentLoaded", function (event) {
				jQuery("#printbtnmob").click(function () {
					printDiv();
					return false;
				});				
				jQuery("#random-color-button").click(function () {
					randomColor();
					return false;
				});
			});
					
			document.addEventListener("DOMContentLoaded", function () {
				const coloringFullscreenButton = document.getElementById("coloring-fullscreen-button");
				coloringFullscreenButton.addEventListener("click", toggleFullscreen);

				function toggleFullscreen() {
					const coloring = document.getElementById("coloring");

					if (!document.fullscreenElement && !document.webkitFullscreenElement && !document.msFullscreenElement) {
						if (coloring.requestFullscreen) {
							coloring.requestFullscreen();
						} else if (coloring.webkitRequestFullscreen) { /* Safari */
							coloring.webkitRequestFullscreen();
						} else if (coloring.msRequestFullscreen) { /* IE/Edge */
							coloring.msRequestFullscreen();
						}
					} else {
						if (document.exitFullscreen) {
							document.exitFullscreen();
						} else if (document.webkitExitFullscreen) { /* Safari */
							document.webkitExitFullscreen();
						} else if (document.msExitFullscreen) { /* IE/Edge */
							document.msExitFullscreen();
						}
					}
				}

				document.addEventListener("fullscreenchange", function () {
					updateFullscreenButton();
				});

				function updateFullscreenButton() {
					const isFullscreen = document.fullscreenElement || document.webkitFullscreenElement || document.msFullscreenElement;
					const fullscreenButtonText = isFullscreen ? "Exit" : "Expand";
					coloringFullscreenButton.querySelector(".controlslinktext").textContent = fullscreenButtonText;
				}
			});
		</script>
		
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/jquery-2.1.4.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-min.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/hammer.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/tomau.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-preload.js"></script>

		<script>
			function randomColor() {
				var colors = ["#dfeae4", "#a6cfd0", "#7b95a0", "#505d6d", "#353234", "#665d5b", "#998d86", "#cdbfb3", "#eae6da", "#eeb3b7", "#ff0000", "#df0000", "#af102e", "#550e2b", "#9c2b3b", "#e45761", "#ff9792", "#ffd5cf", "#ffe1b5", "#efaf79", "#f66d1e", "#8d4131", "#492917", "#97530f", "#dd8c00", "#fbc800", "#ffff8f", "#e4fca2", "#afe356", "#6cb328", "#38741a", "#0e3e12", "#177578", "#00bc9f", "#6becbd", "#c9fccc", "#d8e0ff", "#a6adff", "#6e6aff", "#3e32d5", "#2d1a71", "#3257be", "#409def", "#70dbff", "#bfffff", "#ffcdff", "#ee82ee", "#b44cef", "#652bbc", "#480e55", "#941887", "#ff00ff", "#e444c3", "#ff91e2"];

				var elements = document.querySelectorAll("#coloring-area svg path");

				elements.forEach(function (element) {
					var randomColor = colors[Math.floor(Math.random() * colors.length)];
					var previousFill = element.style.fill;

					// Track the change in coloringSteps
					var coloringStep = {
						target: element,
						previousFill: element.getAttribute("style")
					};

					element.style.fill = randomColor;
					ColoringBookHandler.coloringSteps.push(coloringStep);
				});
			}

			document.addEventListener("DOMContentLoaded", (event) => {
				document.querySelectorAll(".farba").forEach(input => {
					input.addEventListener("change", (event) => {
						let selectedColor = event.target.value;
						let previousDiv = event.target.previousElementSibling;

						if (previousDiv && previousDiv.classList.contains("customcolorx")) {
							previousDiv.classList.add("selectioncustomcolor");
						}

						ColoringBookHandler.currentFill = "fill:${selectedColor}";

						// Optionally, if you want to call the handlePaletteClick to simulate the same behavior
						ColoringBookHandler.handlePaletteClick({
							target: previousDiv
						});
					});
				});
			});
		
		
			function selected(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}	
			
			
			function selected_bk(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}

			function printDiv() {
				var divContents = document.getElementById("coloring-area").innerHTML;
				var a = window.open("", "", "height=1000, width=900");
				a.document.write(
					"<html><head><style>#tomauonline {position: absolute !important;top: 100pt; left: 42px; transform: scale(0.95); width: 750px !important;height:750px !important; }  g.svg-pan-zoom_viewportxxx  {transform: matrix(0.90, 0, 0, 0.90, 0, 16) !important}   @page {margin:  0cm !important;} #svg-pan-zoom-controls {display:none !important;visibility: hidden !important;} } </style></head>"
				);
				a.document.write("<body data-rsssl=1 ><div>");
				a.document.write('<div style="position: absolute; width: 100%; height: auto;text-align: center;  top: 50px;" ><img decoding="async"  src="https://tapve.com/wp-content/plugins/svgcoloringbook/img/logo.png" style="width:auto; height: 80px;" alt="TAPVE""></div>');
				a.document.write(divContents);
				a.document.write(
					'<div class="logo" style="position: absolute; width: 100%; height: auto;text-align: center;  bottom: 50px;font-family: Arial, Helvetica, sans-serif;" >© 2024 www.tapve.com <br /><br />SÁCH TÔ MÀU TRỰC TUYẾN CHO BÉ !</div>'
				);
				a.document.write("</div></body></html>");
				a.document.close();
				a.print();
			}
					let colorPicker1 = document.getElementById("colorPicker1");
					let box1 = document.getElementById("box1");
					let customcolor1 = document.getElementById("customcolor1");

					box1.style.borderColor = colorPicker1.value;

					colorPicker1.addEventListener(
						"input",
						function (event) {
							box1.style.borderColor = event.target.value;
							customcolor1.style.background = event.target.value;
							customcolor1.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker2 = document.getElementById("colorPicker2");
					let box2 = document.getElementById("box2");
					let customcolor2 = document.getElementById("customcolor2");

					box2.style.borderColor = colorPicker2.value;

					colorPicker2.addEventListener(
						"input",
						function (event) {
							box2.style.borderColor = event.target.value;
							customcolor2.style.background = event.target.value;
							customcolor2.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker3 = document.getElementById("colorPicker3");
					let box3 = document.getElementById("box3");
					let customcolor3 = document.getElementById("customcolor3");

					box3.style.borderColor = colorPicker3.value;

					colorPicker3.addEventListener(
						"input",
						function (event) {
							box3.style.borderColor = event.target.value;
							customcolor3.style.background = event.target.value;
							customcolor3.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker4 = document.getElementById("colorPicker4");
					let box4 = document.getElementById("box4");
					let customcolor4 = document.getElementById("customcolor4");

					box4.style.borderColor = colorPicker4.value;

					colorPicker4.addEventListener(
						"input",
						function (event) {
							box4.style.borderColor = event.target.value;
							customcolor4.style.background = event.target.value;
							customcolor4.style.fill = event.target.value;
						},
						false
					);
				
			$(function (f) {
				$(".zoombtn").click(function (x) {
					$(".zoomcontrols").toggleClass("zoomshow");
				});
			});
			
		</script></p>
]]></content:encoded>
					
					<wfw:commentRss>https://tapve.com/ve-sinh-xe/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Xe lửa</title>
		<link>https://tapve.com/xe-lua-4/</link>
					<comments>https://tapve.com/xe-lua-4/#respond</comments>
		
		<dc:creator><![CDATA[Tập Vẽ]]></dc:creator>
		<pubDate>Fri, 17 May 2024 11:46:18 +0000</pubDate>
				<category><![CDATA[Phương tiện giao thông]]></category>
		<guid isPermaLink="false">http://localhost/chatgpt4/xe-lua-4/</guid>

					<description><![CDATA[Tô màu bức tranh: Xe lửa]]></description>
										<content:encoded><![CDATA[<p>Chào mừng bạn đến với trang tô màu trực tuyến! Hôm nay, chúng ta sẽ cùng nhau thả hồn sức sáng tạo và tô màu một bức tranh đặc biệt: <strong>Xe lửa</strong>.</p>
<p>Bức tranh &#8220;Xe lửa&#8221; thường miêu tả một chiếc tàu hỏa mạnh mẽ và hấp dẫn trên đường ray, thường được đặt trong một cảnh đẹp và phóng khoáng. Màu sắc chủ đạo thường là đỏ, đại diện cho sức mạnh và sự nhanh chóng của xe lửa. Bức tranh thường tạo cảm giác hứng khởi và sự thăng hoa khi người xem nhìn thấy. Đôi khi, bức tranh &#8220;Xe lửa&#8221; cũng được vẽ với các chi tiết minuti như khói và lửa phụng phịu từ đầu xe, tạo nên một cảm giác sống động và chân thực. .</p>
<p>Hãy thả hồn mình vào không gian màu sắc và bắt đầu tô màu cho <strong>Xe lửa</strong>. Bạn có thể lựa chọn từ bảng màu đa dạng để tạo ra một bức tranh độc đáo và đầy màu sắc. Sử dụng các công cụ như công cụ tự tô để tô màu một cách tự do và sáng tạo.</p>
<p>Hãy để trí tưởng tượng của bạn bay xa và biến bức tranh <strong>Xe lửa</strong> trở thành một tác phẩm nghệ thuật độc đáo mang lại niềm vui và sự sảng khoái cho mỗi người tham gia.</p>
<p>Chắc chắn bạn sẽ tìm thấy niềm vui và sự thư giãn trong việc tô màu bức tranh này trên trang tô màu trực tuyến. Và điều tuyệt vời hơn, bạn còn có thể in bức tranh <strong>Xe lửa</strong> đã tô màu của mình để giữ lại những khoảnh khắc sáng tạo đó!</p>
<p>Tính năng in của trang web cho phép bạn chuyển bức tranh tô màu thành một tệp PDF có thể in ra và treo trên tường hoặc tặng cho bạn bè và gia đình. Việc này giúp bạn lưu giữ những kỷ niệm đẹp đẽ và chia sẻ niềm đam mê tô màu với mọi người xung quanh.</p>
<p>Đương nhiên, trang web cũng cung cấp tính năng in trắng đen, cho phép bạn tải xuống bức tranh <strong>Xe lửa</strong> ở dạng đen trắng để bạn có thể tô màu bằng bút màu trên giấy!</p>
<p>Vì vậy, hãy bắt đầu ngay hôm nay và thể hiện sự sáng tạo của bạn không chỉ trên màn hình máy tính mà còn trên giấy với tính năng in tiện lợi này!</p>
<p><span id="more-6238"></span><section id="coloring">
            <!-- Phần bên trái -->
			<div id="coloring-left">
                <div>
                    <div id="coloring-area"><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="100%" height="100%" viewBox="0 0 800.00001 800.00001" id="tomauonline" > <g inkscape:label="pozadie" inkscape:groupmode="layer" id="Back" transform="translate(0,-252.36235)" sodipodi:insensitive="true"> <image y="293.43378" x="3.7857187" id="image5391" xlink:href="data:image/png;base64,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" style="image-rendering:optimizeQuality" preserveAspectRatio="none" height="713.27777" width="792.42859" /> </g> <g inkscape:groupmode="layer" id="Color" inkscape:label="podklad"> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 73.387433,363.92944 c -3.19277,-3.8088 -16.502455,-24.20961 -18.623887,-28.54631 -2.804082,-5.7322 -2.580705,-7.638 1.091343,-9.3111 1.358395,-0.61893 2.469811,-1.85839 2.469811,-2.75437 0,-0.89598 -2.517324,-4.65592 -5.594053,-8.35541 -8.758755,-10.53164 -10.981941,-15.97801 -11.031909,-27.02602 -0.04697,-10.38563 1.359194,-14.29487 5.447029,-15.14311 4.081716,-0.84698 5.65002,-2.06035 5.290226,-4.09298 -0.183077,-1.03428 -0.573437,-6.22702 -0.867467,-11.53941 -0.468765,-8.4694 -0.258178,-10.30147 1.709979,-14.87657 1.270873,-2.95422 4.188783,-7.00977 6.726344,-9.34881 4.193307,-3.86526 4.814671,-4.11056 9.654145,-3.81126 l 5.17238,0.31989 2.240968,-5.73438 c 1.232532,-3.15391 3.968245,-8.2061 6.079363,-11.2271 5.959794,-8.52842 12.22514,-11.76712 28.876975,-14.92715 6.60825,-1.25406 6.83986,-1.22342 12.61162,1.6685 4.81309,2.41157 6.31672,3.81089 8.28848,7.71346 3.20631,6.34602 3.82049,12.44677 1.75155,17.39843 l -1.63879,3.9222 3.30022,2.75514 c 3.21785,2.68639 3.29967,2.9533 3.27811,10.69455 -0.0317,11.38205 -1.55354,15.43652 -8.63594,23.00762 l -6.05127,6.46883 2.55644,3.76711 c 3.0451,4.48721 3.28714,9.33472 0.89226,17.87 -2.36176,8.41724 -8.62374,15.13503 -18.15837,19.4801 l -7.30585,3.32938 0.17968,9.93966 c 0.16206,8.96544 -0.0955,10.52719 -2.62741,15.93381 -1.543898,3.29679 -4.963517,8.29704 -7.599156,11.11168 -2.635638,2.81465 -5.690853,6.36411 -6.789366,7.88769 -2.28986,3.17592 -10.94488,5.51189 -12.693455,3.42593 z" id="path5409" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 69.23398,423.05774 c -3.203586,-0.57818 -4.755924,-1.97325 -10.85914,-9.759 -3.916664,-4.99641 -7.121208,-9.44356 -7.121208,-9.88257 0,-1.63472 5.414267,-11.3986 10.850625,-19.5676 l 5.615077,-8.43754 8.182128,-0.0138 c 4.50017,-0.008 9.107101,-0.26231 10.237624,-0.56605 1.669541,-0.44857 3.800785,1.61818 11.350436,11.00694 5.112218,6.35756 9.560278,12.25066 9.884578,13.09577 0.68811,1.7932 -10.080917,22.50441 -12.105367,23.28126 -2.364571,0.90737 -22.13124,1.5471 -26.034753,0.84259 z" id="path5411" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 67.944416,464.07836 c -0.370875,-5.1537 -0.527832,-13.23419 -0.348793,-17.95666 l 0.325526,-8.58629 14.274103,-0.27954 14.274102,-0.27954 0.600611,6.34046 c 0.330336,3.48724 0.72105,11.56799 0.868255,17.9572 l 0.267642,11.61676 -14.793563,0.27899 -14.793563,0.27899 -0.67432,-9.37037 z" id="path5413" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 27.30167,558.49773 c -7.866241,-11.62725 -12.036069,-26.07067 -10.973311,-38.00926 1.041377,-11.69841 6.999535,-26.95968 13.520572,-34.6317 l 2.716879,-3.19641 -0.314704,8.75225 c -0.173088,4.81374 -0.627656,22.95598 -1.010153,40.31608 l -0.695448,31.56382 -3.243835,-4.79478 z" id="path5415" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 42.880838,569.35719 c -3.216077,-0.41161 -6.170773,-1.07618 -6.565991,-1.47683 -0.77683,-0.78751 -0.514251,-82.50146 0.276323,-85.99127 0.52474,-2.31635 -5.182821,-1.81262 62.139632,-5.48424 10.278298,-0.56055 23.531078,-1.01234 29.450618,-1.00396 5.91953,0.008 16.92717,-0.66822 24.46141,-1.50355 15.08649,-1.67267 35.41546,-2.40959 36.51061,-1.32352 0.38447,0.38128 1.12422,6.29067 1.6439,13.13199 0.51968,6.84131 1.60931,18.39324 2.42141,25.67095 0.8121,7.27772 1.47654,15.57359 1.47654,18.43529 l 0,5.20308 -7.88288,0 c -16.28748,0 -25.47594,8.5263 -30.48083,28.28427 l -1.66324,6.56599 -13.22793,0.28121 -13.22792,0.2812 -0.68885,-4.32181 c -1.24735,-7.82574 -4.91027,-14.3848 -9.98185,-17.87414 -15.833,-10.89339 -29.505723,-11.78847 -43.145909,-2.82452 -5.758816,3.78453 -6.930382,5.14856 -10.595622,12.33623 -2.266489,4.44467 -4.383134,9.104 -4.703654,10.35406 -0.510099,1.98944 -1.192858,2.25633 -5.475559,2.1404 -2.691038,-0.0728 -7.524131,-0.46922 -10.740208,-0.88083 z" id="path5417" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 87.619124,602.04213 c -12.197829,-2.25755 -20.975001,-9.24623 -23.761447,-18.91966 -3.968194,-13.77599 3.816911,-30.3596 17.195455,-36.62926 7.01066,-3.28545 15.352141,-3.20586 24.635238,0.23506 8.49414,3.14848 13.41975,7.60425 15.65371,14.16054 2.24724,6.59528 2.05233,11.07846 -0.88603,20.38001 -3.11184,9.85071 -7.06338,15.46767 -12.79564,18.18849 -4.366,2.07232 -15.235672,3.47424 -20.041286,2.58482 z" id="path5419" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 178.11798,598.53532 c -5.97074,-1.40052 -10.08428,-4.39421 -14.07834,-10.24572 -3.8449,-5.63298 -5.74222,-11.9039 -5.01575,-16.5778 2.59503,-16.69572 7.63554,-25.60135 17.11517,-30.23931 5.09,-2.4903 6.20162,-2.64943 15.41062,-2.20598 11.47788,0.5527 16.41519,2.45133 23.11455,8.88868 6.21918,5.97594 7.63305,9.33185 7.58053,17.99282 -0.0378,6.2383 -0.5414,8.37258 -3.22102,13.65187 -4.06676,8.01215 -10.34889,15.35094 -15.30508,17.8794 -3.05844,1.5603 -5.79399,1.96388 -12.7712,1.88414 -4.88349,-0.0558 -10.65676,-0.51845 -12.82948,-1.0281 z" id="path5421" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 276.01257,592.54277 c -2.77792,-1.157 -6.80958,-3.77803 -8.95925,-5.82452 -7.83383,-7.4578 -9.31099,-15.41059 -5.81434,-31.30343 1.57495,-7.15843 2.42152,-8.97922 5.76859,-12.40692 6.8084,-6.97244 19.80066,-9.66623 31.54412,-6.54031 8.99146,2.39339 12.51674,5.47156 17.31345,15.1176 5.52467,11.10995 3.84283,23.13965 -4.71276,33.70904 -5.16189,6.37688 -9.90934,8.40506 -20.87927,8.91993 -7.69597,0.3612 -10.03996,0.0865 -14.26054,-1.67139 z" id="path5423" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 401.34661,585.94811 c -6.16525,-2.25839 -13.02178,-7.06507 -15.10247,-10.58739 -4.5989,-7.78533 -2.27473,-24.70517 4.80473,-34.97815 10.93989,-15.87484 37.70701,-13.17739 45.90458,4.62603 2.21228,4.80462 2.6152,7.13466 2.65588,15.35838 l 0.048,9.69448 -3.82909,4.95273 c -2.1204,2.74262 -6.59712,6.64311 -10.0321,8.7408 -5.67824,3.4676 -6.8071,3.78205 -13.34351,3.71689 -3.92727,-0.0391 -8.92496,-0.72484 -11.10598,-1.52377 z" id="path5425" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 490.98914,581.15276 c -6.04151,-2.22743 -12.05368,-7.32406 -14.42976,-12.23239 -3.16403,-6.53601 -2.59443,-19.55159 1.22506,-27.99319 3.03001,-6.69675 10.82468,-13.5145 16.71663,-14.6215 6.21472,-1.16766 15.29902,0.9789 22.43836,5.30201 8.02659,4.86038 12.11636,11.60823 12.11636,19.9912 0,10.06066 -10.35867,26.75851 -18.50105,29.82311 -3.72034,1.40025 -15.47617,1.23848 -19.5656,-0.26924 z" id="path5427" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 627.04058,574.01436 c -13.98871,-4.12722 -16.66605,-7.22829 -17.78078,-20.59477 -0.63601,-7.6264 -0.49325,-8.51479 2.34197,-14.57351 4.13672,-8.83997 8.11351,-13.07871 14.38694,-15.3346 6.23013,-2.24033 15.08666,-1.63391 22.25249,1.52364 6.20979,2.73629 8.44245,5.08015 11.65232,12.23268 2.37875,5.30056 2.68546,7.06418 2.26077,12.99974 -0.51142,7.14777 -3.72222,13.80122 -9.09671,18.85029 -5.26549,4.94668 -17.83132,7.31163 -26.017,4.89653 z" id="path5429" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 715.06717,571.3116 c -7.22206,-1.27555 -11.02747,-3.65872 -13.4835,-8.44415 -3.7662,-7.33826 -3.33584,-22.35126 0.77118,-26.90186 0.78177,-0.86621 2.47216,-3.59362 3.75641,-6.06092 8.60582,-16.53345 40.63697,-8.76878 44.28049,10.73403 0.52984,2.83609 0.44027,6.51096 -0.23551,9.66199 -1.40001,6.52804 -8.3515,16.768 -13.01509,19.17201 -4.34919,2.24195 -14.8425,3.1161 -22.07398,1.8389 z" id="path5431" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 585.21055,523.25239 c -1.02998,-18.25398 -2.25058,-42.28042 -2.71245,-53.3921 -0.46186,-11.11168 -1.14223,-23.95324 -1.51193,-28.53681 -0.5429,-6.73095 -0.40437,-8.33542 0.7203,-8.3424 0.76586,-0.005 6.62002,-0.47694 13.00923,-1.04931 11.25426,-1.0082 35.86274,-1.91292 107.58125,-3.95518 18.88985,-0.5379 40.42722,-1.46503 47.86083,-2.06029 7.4336,-0.59525 13.6465,-0.95142 13.80642,-0.79149 0.43383,0.43383 3.48759,36.37671 3.48759,41.04909 l 0,4.03606 -2.95276,-2.95276 c -5.00224,-5.00223 -10.84371,-3.28705 -14.62311,4.29367 -1.14825,2.30314 -6.70541,4.17505 -9.36488,3.15451 -0.74853,-0.28723 -1.63759,-1.6244 -1.97568,-2.97147 -0.92171,-3.67238 -5.79748,-5.76653 -11.77719,-5.05832 -5.64155,0.66815 -7.53477,1.85968 -7.9856,5.02582 -0.2676,1.87936 -1.05566,2.24291 -5.41451,2.49781 -4.90059,0.28659 -5.15896,0.16826 -6.56599,-3.00692 -3.31814,-7.48793 -14.88873,-7.35501 -19.67443,0.22602 -2.38062,3.77114 -2.8048,3.99781 -7.48154,3.99781 -4.69965,0 -4.99288,-0.15959 -5.63094,-3.06469 -0.99101,-4.51204 -4.49448,-6.38499 -10.80861,-5.77828 -4.22659,0.40612 -5.66876,1.05899 -7.53249,3.40994 -4.71381,5.94612 -5.40037,6.44318 -8.89956,6.44318 -2.86176,0 -3.79301,-0.54807 -5.045,-2.96914 -2.06385,-3.99105 -5.33534,-6.12223 -9.39801,-6.12223 -3.6901,0 -9.32152,2.48447 -9.32152,4.11247 0,2.24952 -5.02231,5.98905 -8.04348,5.98905 -2.65464,0 -3.3094,-0.56194 -4.69779,-4.03187 -1.30267,-3.25569 -2.3519,-4.25319 -5.45022,-5.18147 -10.33869,-3.09754 -21.01933,4.79436 -18.74613,13.85149 1.02444,4.08171 6.87446,9.50399 10.25371,9.50399 4.311,0 11.39708,-3.88075 13.10035,-7.17452 1.30861,-2.53057 2.09333,-2.92701 5.79382,-2.92701 3.38649,0 4.48842,0.45056 5.27736,2.15781 0.54844,1.1868 2.60291,3.07421 4.56551,4.19425 5.73662,3.27386 12.70412,0.91123 16.63469,-5.64072 0.65203,-1.08686 2.60836,-1.78005 5.51807,-1.9552 3.82078,-0.23 4.56714,0.0366 4.89645,1.74894 0.2137,1.11117 1.5658,3.27037 3.00468,4.79822 5.04134,5.35307 14.34901,3.04957 17.39541,-4.30509 1.24755,-3.01187 1.46891,-3.10137 6.95526,-2.81216 4.99282,0.2632 5.70494,0.56795 5.98833,2.56268 0.47609,3.35125 4.02016,5.31219 9.60088,5.31219 4.48324,0 5.34283,-0.40967 9.53811,-4.54569 4.03643,-3.9794 5.15637,-4.54568 8.99008,-4.54568 3.70581,0 4.37925,0.31068 4.37925,2.0203 0,3.73586 3.5476,6.06092 9.24779,6.06092 4.76097,0 5.53653,-0.34624 9.0509,-4.04061 3.38303,-3.5563 4.39345,-4.04061 8.42989,-4.04061 3.16827,0 4.58615,0.42005 4.58615,1.35866 0,2.36895 3.62021,4.74797 7.44381,4.89171 3.90751,0.1469 8.12611,-2.76848 9.77522,-6.75545 0.54995,-1.32957 0.87748,0.74263 0.95799,6.06091 0.0673,4.44468 0.50713,13.08148 0.97743,19.1929 3.50251,45.51339 3.44081,44.09671 1.96156,45.03324 -0.77992,0.49377 -4.48637,0.90473 -8.23656,0.91324 l -6.81853,0.0155 0,-4.57813 c 0,-5.79829 -1.66281,-9.72097 -6.93841,-16.36821 -5.29964,-6.67754 -9.75125,-8.93844 -20.72283,-10.52476 -9.98599,-1.44382 -16.56832,-0.33426 -20.62848,3.47728 -4.26362,4.00254 -10.68868,16.97093 -11.8375,23.89294 -1.28157,7.72178 -0.85772,7.51311 -17.4443,8.58812 l -11.32191,0.73381 0,-5.96271 c 0,-9.56704 -2.42176,-15.96921 -8.15202,-21.55066 -7.23675,-7.04881 -14.00791,-9.35952 -25.71058,-8.77391 -5.06482,0.25345 -10.34149,1.09929 -11.87708,1.90386 -3.91297,2.05021 -12.56601,14.3303 -14.36405,20.38496 -0.83356,2.80692 -1.51557,7.29383 -1.51557,9.97091 l 0,4.86742 -4.4047,0 c -2.42259,0 -6.41273,0.27524 -8.867,0.61163 l -4.46229,0.61162 -1.87269,-33.18904 z" id="path5433" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 587.23819,549.98905 c -0.99598,-10.90976 -5.64461,-102.67233 -5.65085,-111.54599 l -0.004,-5.15326 8.83883,-0.64558 c 11.90172,-0.86929 50.79104,-2.40555 93.18658,-3.68118 19.16764,-0.57673 44.79161,-1.54996 56.94216,-2.16273 17.17883,-0.86636 22.25972,-0.84259 22.84653,0.10688 0.41504,0.67156 1.28576,8.33789 1.93494,17.03629 0.64916,8.69841 1.44604,18.06077 1.77083,20.80526 l 0.59052,4.98997 -3.22912,-2.71713 c -1.80124,-1.51564 -4.46414,-2.71713 -6.02207,-2.71713 -2.67844,0 -3.87737,0.91245 -9.62296,7.32361 -3.51539,3.92259 -8.04994,3.82307 -10.14204,-0.2226 -2.05021,-3.96468 -4.37896,-5.0807 -10.60159,-5.0807 -4.13492,0 -5.65684,0.49375 -7.64255,2.47946 -1.3637,1.36371 -2.47947,2.9547 -2.47947,3.53553 0,0.5919 -2.10895,1.03897 -4.79822,1.01716 -4.28657,-0.0348 -5.01538,-0.38484 -6.83468,-3.28299 -2.28463,-3.6394 -7.48482,-5.50427 -12.11099,-4.34317 -1.54434,0.3876 -4.77173,2.72538 -7.17199,5.19506 -2.82791,2.90971 -5.23722,4.49032 -6.84454,4.49032 -3.55222,0 -5.67614,-1.00258 -5.67614,-2.67937 0,-0.79919 -1.11576,-2.56883 -2.47946,-3.93254 -1.99222,-1.99221 -3.50439,-2.47946 -7.69499,-2.47946 -4.7507,0 -5.58101,0.36548 -9.3165,4.10098 -4.2352,4.23519 -6.82,6.00054 -8.78594,6.00054 -0.62457,0 -3.03994,-2.09251 -5.36748,-4.65002 -4.19808,-4.61286 -4.27575,-4.64637 -9.72268,-4.19467 -4.76179,0.39488 -5.90207,0.93041 -8.58853,4.03356 -3.5499,4.10052 -6.863,6.05735 -8.91955,5.26818 -0.78237,-0.30023 -2.17658,-2.1272 -3.09824,-4.05994 -5.08515,-10.66366 -24.92005,-5.18089 -24.92005,6.88842 0,3.32657 0.67908,4.70231 3.92177,7.94499 2.90465,2.90465 4.75155,3.92177 7.12123,3.92177 4.24307,0 8.91559,-2.43774 13.00236,-6.78358 2.85379,-3.0347 3.79192,-3.45785 6.47596,-2.92104 1.7263,0.34526 3.77505,1.53621 4.55277,2.64657 4.67956,6.681 15.10061,6.39315 20.16341,-0.55696 1.31786,-1.80914 3.14921,-2.78387 5.91323,-3.1473 3.75012,-0.4931 4.12223,-0.30424 5.86621,2.97739 4.35745,8.19937 14.93667,7.99715 19.70036,-0.37657 1.51109,-2.65624 2.17869,-2.93803 6.97435,-2.9438 3.01989,-0.004 5.3033,0.44832 5.3033,1.04968 0,0.58084 1.11576,2.17183 2.47947,3.53553 2.01555,2.01555 3.49221,2.47947 7.89222,2.47947 4.67677,0 5.80148,-0.40573 8.27148,-2.98386 5.73042,-5.98127 14.69186,-7.88135 14.69186,-3.11509 0,3.03045 3.90132,5.0888 9.64513,5.0888 4.27158,0 5.57467,-0.45509 7.60392,-2.65557 4.62374,-5.01391 14.06568,-6.85267 14.06568,-2.73922 0,0.8015 1.62997,2.13831 3.62216,2.9707 4.26219,1.78086 9.59607,0.54914 11.90653,-2.74951 1.23001,-1.75609 1.46652,-1.79643 2.02344,-0.34515 0.34683,0.90385 0.64008,5.1291 0.65164,9.38944 0.0116,4.26033 0.68396,15.70101 1.49421,25.42373 0.81024,9.72272 1.48264,20.90998 1.4942,24.86057 l 0.021,7.1829 -5.3033,0.63701 c -10.05366,1.20758 -9.84898,1.29978 -9.84898,-4.43645 0,-5.92551 -2.4352,-11.30892 -7.80353,-17.25102 -4.34184,-4.80589 -8.9098,-7.29513 -16.23732,-8.84825 -11.51982,-2.4417 -20.635,-0.98596 -25.40529,4.05737 -3.19983,3.38298 -8.90485,15.00944 -10.64694,21.69776 -0.81303,3.12147 -1.96907,6.2668 -2.56895,6.98962 -0.62463,0.75262 -4.41186,1.57459 -8.86283,1.92355 -4.27466,0.33513 -9.87389,0.83413 -12.44273,1.10889 l -4.67061,0.49958 -0.45828,-8.35163 c -0.55194,-10.05878 -2.75426,-14.9235 -9.40719,-20.77964 -5.85181,-5.15097 -12.02795,-7.273 -21.12681,-7.25884 -11.93772,0.0186 -14.56776,0.80489 -19.33547,5.78074 -6.88735,7.18804 -10.78013,15.49785 -11.33891,24.2049 l -0.47355,7.37889 -6.85561,0 c -3.77058,0 -7.53488,0.26066 -8.3651,0.57925 -1.20788,0.4635 -1.62603,-0.69713 -2.09264,-5.80838 z" id="path5435" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 368.34106,560.53976 -7.67662,-0.35033 -0.70509,-11.32446 c -0.3878,-6.22845 -1.10989,-20.14214 -1.60464,-30.91931 l -0.89956,-19.59485 8.62057,-8.18435 c 4.74132,-4.50139 9.08177,-8.35261 9.64546,-8.55828 0.56368,-0.20566 5.28551,3.86899 10.49295,9.05478 8.14656,8.11268 9.64665,9.21511 10.74749,7.8984 1.32123,-1.58033 7.46217,-6.6506 16.18007,-13.3591 5.69353,-4.38123 4.3363,-4.79923 14.42045,4.44127 8.86921,8.12721 8.37797,8.14277 17.68388,-0.56002 4.47349,-4.18356 8.75023,-7.60647 9.50386,-7.60647 0.75364,0 4.77749,3.18198 8.94188,7.07107 4.1644,3.88909 7.99505,7.07107 8.51255,7.07107 0.51751,0 2.04293,-1.19267 3.38985,-2.65038 3.48419,-3.77081 15.77351,-13.51206 17.04649,-13.51206 0.58758,0 4.32702,2.50013 8.30984,5.55584 3.98283,3.05571 8.01914,5.55584 8.96956,5.55584 1.68146,0 5.59934,-3.95926 11.35618,-11.47613 l 2.82704,-3.69134 7.27448,6.16746 c 4.00096,3.39211 7.8123,6.38719 8.46964,6.65574 0.65733,0.26856 3.22008,-0.6984 5.69497,-2.14879 l 4.49983,-2.63707 0.64601,11.89882 c 0.3553,6.54435 0.85832,20.30834 1.11782,30.58665 0.2595,10.2783 0.7145,20.50609 1.01111,22.72843 0.83653,6.2676 -0.18842,7.00071 -10.59208,7.57614 l -9.1316,0.50508 0.001,-5.26541 c 0.002,-7.50369 -3.18497,-15.19392 -8.43027,-20.3418 -2.42574,-2.38069 -5.04387,-4.43495 -5.81804,-4.56503 -0.77417,-0.13008 -4.03074,-1.23298 -7.23682,-2.45089 -9.75561,-3.70592 -15.5727,-3.92401 -22.11479,-0.8291 -11.60403,5.48958 -17.8692,14.85826 -18.77513,28.07554 l -0.54116,7.90207 -12.87125,0 -12.87124,0 -0.69999,-5.60253 c -0.7607,-6.08839 -5.19442,-15.50213 -9.36243,-19.87843 -1.44184,-1.51389 -5.76913,-3.9553 -9.6162,-5.42534 -6.06318,-2.31687 -8.09274,-2.61253 -15.24016,-2.22011 -10.24146,0.56229 -15.50425,3.06143 -20.35294,9.66501 -3.44554,4.69259 -8.34291,15.90268 -9.57126,21.90865 -0.69175,3.38228 -0.46774,3.32586 -11.25172,2.83372 z" id="path5437" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 355.96654,471.0729 c -0.35469,-4.55602 -0.64761,-12.42988 -0.65094,-17.49745 l -0.006,-9.21377 4.79822,-0.63165 c 8.43722,-1.11068 40.65208,-2.78238 41.65646,-2.16164 0.53263,0.32919 1.71848,2.17916 2.63522,4.11104 2.2745,4.79315 6.76223,7.74107 12.64504,8.30633 3.98558,0.38297 5.97541,-0.0683 10.58494,-2.40051 3.12217,-1.57967 7.00035,-4.47798 8.61818,-6.44068 l 2.9415,-3.56855 8.58107,0 c 8.04673,0 8.72178,0.16705 10.84069,2.68276 3.13219,3.71873 5.88573,4.89338 11.47073,4.89338 5.56879,0 12.90875,-3.1829 15.11903,-6.55621 1.0782,-1.64553 2.82976,-2.44609 6.26109,-2.86166 2.62026,-0.31734 7.94609,-1.04068 11.83518,-1.60742 3.88908,-0.56674 10.83918,-1.04531 15.44463,-1.06349 4.60547,-0.0182 12.71976,-0.51768 18.03177,-1.11 5.31201,-0.59232 9.87407,-0.86108 10.13791,-0.59724 0.26384,0.26384 0.92716,6.90819 1.47404,14.76521 l 0.99432,14.2855 -2.83829,4.49268 c -1.56106,2.47097 -3.13198,4.49349 -3.49096,4.49449 -0.35897,9.9e-4 -4.07367,-3.63475 -8.25491,-8.07942 -4.18122,-4.44467 -8.01304,-8.08122 -8.51515,-8.08122 -0.50211,0 -2.01493,1.1823 -3.36185,2.62733 -1.3469,1.44504 -5.06863,4.90443 -8.27051,7.68754 l -5.82158,5.0602 -5.63637,-4.40454 c -3.1,-2.42249 -6.74282,-5.29791 -8.09515,-6.3898 -3.09652,-2.50018 -4.2142,-1.88179 -14.99915,8.29872 -4.26713,4.02798 -8.09155,7.3236 -8.49873,7.3236 -0.40719,0 -2.83081,-2.84105 -5.38583,-6.31345 -6.63184,-9.01298 -9.24871,-11.27838 -11.55875,-10.00624 -1.02469,0.5643 -5.23304,4.43898 -9.35189,8.61039 l -7.48882,7.58438 -9.86481,-9.10272 c -8.48654,-7.83093 -10.13976,-8.95557 -11.83283,-8.04947 -1.08241,0.57929 -5.74614,5.17777 -10.36383,10.21884 l -8.39581,9.16558 -9.79496,-9.75821 -9.79496,-9.7582 -10.5765,9.66462 -10.57651,9.66462 -0.64488,-8.28367 z" id="path5439" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 227.69036,566.20541 c -0.35343,-1.32052 -0.65325,-3.31007 -0.66626,-4.42124 -0.0372,-3.17631 -4.45547,-11.87414 -8.19563,-16.13394 -3.31534,-3.77596 -13.80602,-9.62254 -17.26887,-9.62415 -2.08066,-9.6e-4 -2.56207,-2.56982 -3.21836,-17.17339 -0.26216,-5.83363 -1.65858,-21.06168 -3.10314,-33.84011 -1.44456,-12.77843 -3.0436,-29.59747 -3.55343,-37.37565 -0.89932,-13.7206 -1.58867,-22.56546 -4.56627,-58.58884 -0.78069,-9.44493 -1.69182,-21.15007 -2.02473,-26.01143 l -0.60529,-8.83884 9.90168,-0.0216 c 5.44592,-0.0119 19.67491,-0.68401 31.61996,-1.49365 11.94506,-0.80963 27.99706,-1.48178 35.67112,-1.49365 12.31618,-0.019 32.10196,-1.02425 49.30096,-2.5047 l 5.67511,-0.4885 0.65999,4.76881 c 0.36298,2.62284 1.33412,14.08746 2.15809,25.47693 0.82396,11.38947 2.15466,26.84481 2.95713,34.34519 0.80245,7.50038 1.72665,19.77374 2.05376,27.27412 0.32712,7.50038 1.03876,18.8646 1.58144,25.25381 0.54268,6.38922 1.43612,19.11714 1.98542,28.28427 0.5493,9.16714 1.64804,21.66778 2.44165,27.7792 0.7936,6.11142 1.76082,18.23937 2.14937,26.95101 l 0.70645,15.83934 -3.60215,0.67577 c -4.67538,0.8771 -5.36934,0.34655 -6.03466,-4.61376 -0.30455,-2.2706 -1.80112,-6.67794 -3.32571,-9.7941 -5.80627,-11.86758 -13.98579,-17.714 -27.51344,-19.6656 -9.00759,-1.2995 -15.12691,0.0227 -24.08954,5.20518 -4.26834,2.46808 -5.76637,4.12987 -8.30808,9.21628 -1.70545,3.4129 -3.87164,9.79235 -4.81376,14.17655 l -1.71294,7.97127 -6.75085,0 c -3.71298,0 -9.47686,0.28492 -12.80865,0.63316 -5.76646,0.60272 -6.08868,0.51771 -6.70037,-1.76776 z m 1.8552,-89.76358 c 29.28063,-2.49747 50.445,-4.07946 62.88199,-4.7003 l 13.38452,-0.66815 0,-4.6641 c 0,-2.56524 -0.66016,-12.8387 -1.46703,-22.82989 -0.80686,-9.9912 -2.2309,-30.43917 -3.16452,-45.43993 -0.93362,-15.00077 -2.02918,-27.64341 -2.43458,-28.09477 -1.12569,-1.25329 -92.0008,3.40249 -96.87156,4.963 -1.56436,0.50119 -1.37877,4.12081 1.36729,26.6673 0.84584,6.9448 2.21916,23.76384 3.05181,37.37565 2.47915,40.52806 2.35103,39.85662 7.44681,39.02571 2.02589,-0.33033 9.13826,-1.06587 15.80527,-1.63452 z" id="path5441" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 175.88151,326.11736 c 1.08318,-1.75262 17.48146,-15.37064 25.24489,-20.96471 3.8149,-2.74889 10.42754,-7.7254 14.69475,-11.0589 4.26721,-3.33351 13.0948,-9.6829 19.61687,-14.10976 11.0612,-7.50782 12.00863,-7.95338 14.0946,-6.62861 1.22996,0.78113 4.28185,2.54072 6.78198,3.9102 2.50013,1.36948 5.90939,3.72974 7.57614,5.24502 1.66675,1.51529 4.69633,3.83224 6.7324,5.1488 2.03607,1.31655 7.26099,5.11657 11.61093,8.44447 4.34995,3.3279 14.88365,10.71361 23.40823,16.41269 8.52458,5.69907 14.89116,10.56981 14.14796,10.82385 -7.03676,2.40532 -145.32833,5.07388 -143.90875,2.77695 z" id="path5443" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 141.81224,466.61837 c -0.34804,-2.10603 -0.6378,-8.02384 -0.64391,-13.15068 -0.01,-8.10088 0.34713,-10.052 2.72469,-14.89975 2.42483,-4.94413 3.08508,-5.57782 5.80838,-5.57469 2.66869,0.003 3.44793,0.70017 5.92824,5.3033 2.83401,5.25958 2.85019,5.39324 2.13263,17.62467 -0.81644,13.9171 0.2843,12.47995 -10.65785,13.91516 l -4.65939,0.61114 -0.63279,-3.82915 z" id="path5445" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 220.55108,461.12537 c -0.27436,-1.30722 -0.99377,-10.10443 -1.59869,-19.54935 -1.40832,-21.9889 -2.93833,-42.15364 -3.65022,-48.10786 -0.55481,-4.64049 -0.53633,-4.67543 2.80184,-5.2983 1.84818,-0.34485 15.17911,-1.30599 29.62429,-2.13585 14.44518,-0.82987 28.56411,-1.78284 31.37538,-2.11772 l 5.11142,-0.60888 1.74028,13.98202 c 3.87518,31.13447 4.91796,59.25822 2.23535,60.28763 -0.80239,0.30791 -8.41641,0.84496 -16.92005,1.19344 -14.52007,0.59504 -39.75099,2.81828 -46.9831,4.13995 -2.81019,0.51356 -3.30353,0.27787 -3.7365,-1.78508 z" id="path5447" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 213.4658,473.20731 c -1.3188,-4.28709 -1.74584,-9.03854 -3.11521,-34.66175 -0.83137,-15.55635 -2.27424,-33.96638 -3.20637,-40.91118 -0.93213,-6.9448 -1.72798,-13.99061 -1.76855,-15.65736 l -0.0738,-3.03046 8.58629,-0.64104 c 39.59148,-2.95587 53.9911,-3.84268 66.66759,-4.10578 l 14.64472,-0.30394 1.67241,25.75889 c 0.91982,14.16739 2.39672,33.03199 3.28199,41.92133 0.88527,8.88934 1.61115,18.06165 1.61307,20.3829 l 0.003,4.22046 -5.3033,0.54214 c -2.91681,0.29818 -10.30355,0.80567 -16.41498,1.12777 -6.11142,0.3221 -16.79378,1.22521 -23.73858,2.00691 -6.9448,0.78169 -18.9885,1.93984 -26.76377,2.57365 -7.77528,0.63381 -14.48337,1.36653 -14.90689,1.62828 -0.42351,0.26174 -0.95367,-0.12113 -1.17814,-0.85082 z m 15.57468,-6.88087 c 3.6113,-0.53231 17.24835,-1.43378 30.30458,-2.00326 13.05622,-0.56948 26.12507,-1.29394 29.04188,-1.60991 l 5.3033,-0.5745 -0.0367,-9.7763 c -0.0571,-15.20447 -1.68537,-40.92217 -3.40103,-53.71794 -0.85667,-6.38921 -1.68369,-13.43502 -1.83783,-15.65736 -0.32532,-4.69031 1.45856,-4.43554 -18.96808,-2.70892 -7.50038,0.634 -21.59201,1.62154 -31.31473,2.19454 -9.72272,0.573 -19.60958,1.29192 -21.97082,1.59761 l -4.29314,0.55579 0.01,6.25156 c 0.005,3.43835 0.69621,16.25207 1.53534,28.47491 0.83914,12.22285 1.77241,26.99633 2.07393,32.82996 0.30153,5.83363 0.75571,11.62938 1.00929,12.87944 0.53008,2.61309 2.2313,2.78456 12.5444,1.26438 z" id="path5449" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 170.9887,349.19882 c -0.32578,-0.52712 -0.87141,-4.5775 -1.21251,-9.00085 l -0.62019,-8.04246 5.44604,-0.55287 c 2.99532,-0.30408 33.17473,-0.81738 67.06535,-1.14067 40.77713,-0.38899 65.89024,-1.04795 74.24621,-1.94822 6.9448,-0.74822 12.67711,-1.29843 12.73847,-1.22269 0.0614,0.0757 0.39649,3.66063 0.74473,7.9664 l 0.63317,7.82868 -5.79549,-0.0228 c -3.18753,-0.0125 -14.4323,0.66344 -24.9884,1.50217 -10.55609,0.83873 -30.32983,2.00745 -43.94163,2.59715 -13.61181,0.5897 -29.06714,1.4924 -34.34519,2.00599 -12.73827,1.23954 -49.20953,1.26154 -49.97056,0.0302 z" id="path5451" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 415.15125,359.0053 c -20.73207,-19.60946 -28.24295,-32.43674 -29.2661,-49.98147 -0.5876,-10.07614 0.53274,-13.58214 4.76991,-14.92696 2.33631,-0.74152 9.98645,4.35797 14.85333,9.90105 4.45978,5.0794 21.44164,35.31408 25.45382,45.31823 2.56234,6.38905 2.93065,5.30584 -4.49667,13.22469 l -3.56163,3.79733 -7.75266,-7.33287 z" id="path5453" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 468.48024,365.54122 c -0.0185,-0.70593 -2.10461,-2.74328 -4.63584,-4.52746 -3.6292,-2.5581 -4.46831,-3.67494 -3.96881,-5.28248 1.12097,-3.60767 5.16866,-19.92743 7.52078,-30.3228 3.58812,-15.85798 8.94874,-26.28784 16.03519,-31.19875 7.12159,-4.93527 15.53828,-2.23462 16.82808,5.39959 2.0364,12.0534 -5.0662,34.22583 -14.80376,46.21339 -1.8547,2.28326 -5.50126,6.80635 -8.10345,10.05132 -2.60219,3.24496 -5.65541,7.03636 -6.78492,8.42532 -1.12952,1.38896 -2.06879,1.9478 -2.08727,1.24187 z" id="path5455" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 611.03804,422.01338 c -1.71707,-5.73106 -1.44468,-9.26516 1.10279,-14.30782 4.36017,-8.63083 12.78589,-11.3379 18.5206,-5.95042 l 2.32099,2.18046 2.72115,-2.14046 c 5.03999,-3.96445 15.52471,-1.84656 18.51449,3.73989 2.24665,4.1979 2.30757,9.63263 0.15446,13.77868 -1.14297,2.20092 -2.07812,4.5874 -2.07812,5.3033 0,1.01835 -4.3622,1.30164 -20.04316,1.30164 l -20.04316,0 -1.17004,-3.90527 z" id="path5457" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 657.38269,422.30951 c 2.78767,-5.46786 2.63732,-13.86609 -0.34229,-19.11929 -2.23503,-3.94046 -2.24826,-4.13095 -0.53394,-7.68576 1.69738,-3.51965 12.1967,-14.03252 14.01445,-14.03252 0.49011,0 2.72887,-2.70622 4.97502,-6.01382 3.96916,-5.84485 9.66515,-11.15877 11.96108,-11.15877 2.43605,0 3.00248,3.53505 1.61861,10.10152 -1.82876,8.6774 -1.79211,21.70521 0.0784,27.87119 1.7087,5.63257 1.96214,12.26685 0.60497,15.83647 -0.50666,1.33261 -0.55253,3.01943 -0.10195,3.74849 1.19783,1.93813 3.89288,0.50805 4.63809,-2.4611 0.35457,-1.41275 1.22043,-2.56864 1.92413,-2.56864 0.7037,0 2.76718,-0.29755 4.58552,-0.66121 l 3.30607,-0.66122 -1.91711,3.43914 c -1.05441,1.89152 -2.28516,3.71001 -2.73501,4.04108 -0.44985,0.33108 -7.72295,0.89061 -16.16244,1.24341 -8.4395,0.3528 -18.16871,0.94041 -21.62046,1.3058 l -6.27593,0.66433 1.98278,-3.8891 z" id="path5459" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 610.45644,397.07302 c 0.33197,-2.74696 1.24895,-7.04004 2.03771,-9.54016 2.47362,-7.84053 13.04336,-19.1929 17.86974,-19.1929 3.76632,0 7.67752,3.9309 9.27988,9.32661 0.84642,2.85022 1.53895,5.28444 1.53895,5.40939 0,0.12495 -1.6022,-0.26454 -3.56044,-0.86554 -4.71836,-1.44811 -5.87931,-0.18806 -6.53245,7.09008 l -0.51371,5.7245 -5.23641,-0.28188 c -5.67484,-0.30548 -8.39026,0.70492 -12.70138,4.72616 l -2.78549,2.59821 0.6036,-4.99447 z" id="path5461" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 585.78547,421.05233 c 0.37274,-6.59655 0.70487,-7.51824 3.91117,-10.85383 4.41902,-4.5972 8.03658,-6.5032 12.34301,-6.5032 4.57777,0 5.8328,1.44223 4.69806,5.39883 -1.26297,4.4037 -1.13752,11.18008 0.26391,14.25588 0.64584,1.41745 0.94921,2.80222 0.67417,3.07726 -0.27504,0.27504 -5.40453,0.80016 -11.39886,1.16692 l -10.89879,0.66685 0.40733,-7.20871 z" id="path5463" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path5465" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 695.37476,409.74298 c -0.9633,-4.81648 -0.81194,-6.04768 0.74346,-6.04768 0.76857,0 1.61915,-0.84794 1.89017,-1.88431 0.27101,-1.03636 3.84694,-4.37109 7.94649,-7.41051 4.09956,-3.03942 13.04763,-11.48225 19.8846,-18.76185 9.60108,-10.22266 13.45791,-13.62787 16.94258,-14.95868 2.48144,-0.94767 4.77477,-1.45998 5.09629,-1.13847 0.32151,0.32151 -0.58285,2.11512 -2.00968,3.9858 -1.42684,1.87067 -3.76078,6.03896 -5.18654,9.26286 -3.41218,7.71554 -9.57134,16.74805 -16.9328,24.83221 -6.11516,6.71551 -15.21418,13.80472 -17.91685,13.95933 -0.83337,0.0477 -3.38015,0.38916 -5.6595,0.75887 -4.05033,0.65696 -4.15909,0.59808 -4.79822,-2.59757 z" id="path5467" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 706.24891,421.03933 c 1.66744,-3.22448 3.97735,-5.57782 12.30664,-12.53803 8.57759,-7.16769 17.01296,-17.9473 23.16659,-29.60473 3.21154,-6.08393 6.97771,-12.6037 8.36927,-14.48838 2.37615,-3.21817 2.61253,-3.314 3.88433,-1.5747 2.35357,3.21869 1.73215,16.65131 -1.17031,25.29759 -3.5044,10.43942 -11.83749,23.81141 -17.15386,27.52654 -1.67753,1.17226 -4.59769,3.39235 -6.48925,4.93352 -3.18508,2.59509 -4.21687,2.82774 -13.96419,3.14876 l -10.525,0.34664 1.57578,-3.04721 z" id="path5469" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 738.88974,418.21644 c 2.90293,-2.70858 6.78536,-7.46753 8.62762,-10.57543 3.18508,-5.37326 12.79956,-15.05739 14.94909,-15.05739 1.99365,0 2.22481,3.3446 0.58967,8.53185 -0.91589,2.90553 -1.66525,8.29517 -1.66525,11.97698 0,5.34497 -0.3563,6.8831 -1.76777,7.6314 -0.97227,0.51546 -7.22259,1.27022 -13.88959,1.67725 l -12.12183,0.74004 5.27806,-4.9247 z" id="path5471" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 432.58622,426.49317 c -6.01406,-3.62697 -14.64721,-16.08783 -14.64721,-21.14139 0,-0.94297 2.43694,-2.03606 7.07106,-3.17171 4.53907,-1.11236 7.07107,-2.23646 7.07107,-3.13927 0,-2.41473 -3.76232,-5.30677 -7.77234,-5.97446 -5.83403,-0.97142 -6.36979,-1.26424 -6.36979,-3.48147 0,-2.5052 -0.21158,-2.50409 6.06091,-0.0317 5.7301,2.25859 8.08122,2.53623 8.08122,0.95427 0,-0.58632 -2.61377,-2.24477 -5.80838,-3.68545 -3.1946,-1.44067 -5.97344,-2.75489 -6.17518,-2.92048 -0.84722,-0.6954 7.28394,-15.53716 10.07756,-18.39455 3.86927,-3.95758 11.67611,-5.73542 20.86443,-4.75143 5.78743,0.61978 7.05695,1.17375 10.9828,4.79247 3.78458,3.4885 11.40785,16.37437 10.30166,17.41323 -0.18803,0.17658 -5.43066,2.61143 -11.6503,5.41078 -10.32287,4.64614 -11.63297,5.00012 -15.03217,4.06155 -3.00885,-0.83078 -4.02694,-0.72496 -5.30312,0.55122 -1.43241,1.43241 -1.42009,1.91343 0.13242,5.16907 2.15386,4.5167 2.20456,11.45948 0.10557,14.45622 -1.85931,2.65453 -3.56185,1.80281 -6.06245,-3.03281 -1.73539,-3.35587 -5.4633,-3.94601 -5.4633,-0.86486 0,2.52045 6.30969,8.89546 9.62883,9.72851 1.38558,0.34776 3.11884,0.13466 3.85169,-0.47355 0.98133,-0.81443 1.84299,-0.71953 3.26988,0.36015 2.76119,2.0893 6.79375,1.86617 9.85977,-0.54557 2.62907,-2.06802 5.71472,-10.04577 5.71472,-14.77505 0,-2.18906 0.3959,-2.34204 6.06091,-2.34204 3.3335,0 6.06092,0.37495 6.06092,0.83322 0,2.30422 -5.15206,15.52983 -7.49626,19.24327 -4.32976,6.85879 -7.48701,8.20119 -19.27279,8.19445 -8.88102,-0.005 -10.58972,-0.30021 -14.14213,-2.44261 z m 3.95799,-39.57346 c 1.05698,-0.40561 1.59261,-1.85883 1.58238,-4.29315 -0.0209,-4.97035 -1.14537,-6.43264 -4.63983,-6.03373 -2.60629,0.29752 -2.95597,0.76424 -3.24702,4.33375 -0.41634,5.10627 2.18108,7.57542 6.30447,5.99313 z m 20.67721,-2.86461 c 1.22404,-2.56133 1.22055,-3.32913 -0.0253,-5.54869 -3.90603,-6.95907 -10.65323,0.0535 -6.86393,7.13385 1.5369,2.87173 5.15739,2.03868 6.88919,-1.58516 z" id="path5473" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 464.5977,443.74496 c -2.67139,-1.4824 -6.23608,-6.48064 -6.24594,-8.75776 -0.004,-0.84593 1.63774,-2.42361 3.64754,-3.50597 2.87972,-1.55083 6.70778,-5.51979 9.09052,-9.42513 0.50307,-0.82455 6.48523,3.0859 8.35275,5.46008 2.68326,3.41121 3.71665,8.97389 2.26071,12.16932 -2.09886,4.6065 -11.91973,6.93716 -17.10558,4.05946 z" id="path5475" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 414.10905,448.49044 c -9.25837,-4.5987 -8.70908,-11.11977 1.76164,-20.9139 l 5.1567,-4.82349 5.14366,4.6246 c 2.82902,2.54353 6.26997,4.90728 7.64656,5.25279 2.15067,0.53978 2.419,1.04769 1.9067,3.6092 -1.81532,9.07661 -14.04785,16.00959 -21.61526,12.2508 z" id="path5477" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 448.5229,414.81728 c -0.24453,-0.29464 -0.64109,-0.53571 -0.88124,-0.53571 -1.17535,0 -2.21733,-2.80219 -1.26162,-3.39286 0.20673,-0.12776 0.36193,-2.12967 0.3685,-4.75322 0.009,-3.41851 0.14024,-4.70288 0.53572,-5.22575 0.28839,-0.3813 0.52946,-1.02415 0.53571,-1.42858 0.0134,-0.86385 0.7857,-1.98531 1.3673,-1.98531 0.22388,0 0.40706,-0.16071 0.40706,-0.35714 0,-0.19643 0.47066,-0.35714 1.04592,-0.35714 0.57525,0 1.28699,-0.24107 1.58163,-0.53572 0.29464,-0.29464 0.71185,-0.53571 0.92712,-0.53571 0.21527,0 1.4093,-0.64286 2.65339,-1.42857 1.24409,-0.78572 2.52587,-1.42857 2.84839,-1.42857 0.32252,0 0.5864,-0.16072 0.5864,-0.35715 0,-0.19642 0.38211,-0.35714 0.84913,-0.35714 0.46702,0 1.0492,-0.24107 1.29373,-0.53571 0.24453,-0.29465 0.73687,-0.53572 1.09408,-0.53572 0.35722,0 0.74881,-0.16071 0.87021,-0.35714 0.1214,-0.19643 0.51299,-0.35714 0.8702,-0.35714 0.35721,0 0.84955,-0.24107 1.09408,-0.53572 0.24454,-0.29464 0.69235,-0.53571 0.99516,-0.53571 0.76903,0 3.29056,-1.14737 3.29056,-1.4973 0,-0.15863 0.33291,-0.28842 0.73979,-0.28842 0.40689,0 0.98087,-0.24107 1.27551,-0.53571 0.71878,-0.71878 1.19898,-0.67587 1.19898,0.10714 0,0.35357 0.13997,0.79554 0.31104,0.98215 0.17106,0.1866 0.40535,0.74202 0.52064,1.23426 0.17107,0.73043 0.0101,1.00951 -0.87569,1.51786 -0.59692,0.34258 -1.54493,0.62288 -2.10671,0.62288 -0.56177,0 -1.10764,0.13953 -1.21304,0.31006 -0.1054,0.17054 -0.99221,0.41627 -1.97068,0.54607 -0.97848,0.1298 -1.8755,0.39206 -1.99338,0.58279 -0.11788,0.19073 -0.91858,0.34679 -1.77932,0.34679 -0.86074,0 -1.66143,0.15605 -1.77931,0.34679 -0.11788,0.19073 -1.0113,0.45251 -1.98537,0.58172 -0.97407,0.12922 -1.77103,0.37495 -1.77103,0.54607 0,0.17112 -0.47067,0.31113 -1.04592,0.31113 -0.57526,0 -1.26508,0.2009 -1.53294,0.44643 -0.26786,0.24554 -0.80166,0.62356 -1.18623,0.84005 -1.07503,0.60519 -1.05881,1.72704 0.0353,2.44396 0.68651,0.44982 1.05692,0.51381 1.33934,0.23138 0.21472,-0.21471 0.85188,-0.39039 1.41591,-0.39039 0.93228,0 0.97449,0.051 0.46428,0.56123 -0.43084,0.43084 -0.56122,1.34353 -0.56122,3.92857 0,2.0068 -0.1443,3.36735 -0.35715,3.36735 -0.19642,0 -0.35714,0.53178 -0.35714,1.18173 0,0.64996 -0.23596,1.49371 -0.52435,1.875 -0.2884,0.3813 -0.53051,0.93434 -0.53803,1.22898 -0.008,0.29464 -0.88954,1.45982 -1.96005,2.58929 -1.63076,1.72055 -2.14454,2.05357 -3.16825,2.05357 -0.67202,0 -1.42193,-0.24107 -1.66646,-0.53572 z" id="path5479" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 464.72188,396.24585 c 0.29817,-0.29817 1.17113,-0.53571 1.96872,-0.53571 0.78815,0 1.51924,-0.13953 1.62463,-0.31007 0.1054,-0.17054 0.99221,-0.41627 1.97069,-0.54607 0.97848,-0.1298 1.8755,-0.39205 1.99338,-0.58279 0.11788,-0.19073 0.68698,-0.34678 1.26468,-0.34678 0.98731,0 1.05035,0.0857 1.05035,1.42857 l 0,1.42857 -5.20408,0 c -4.62585,0 -5.14456,-0.0595 -4.66837,-0.53572 z" id="path5481" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 417.45147,398.11433 0,-2.67908 2.41071,0.16338 c 1.3259,0.0899 2.73215,0.31311 3.125,0.49611 0.80497,0.37496 4.62413,1.06213 6.78572,1.22093 2.40775,0.17689 2.25934,0.29093 -0.71429,0.54889 -2.63754,0.22881 -5.01805,0.71787 -6.78571,1.39408 -1.72148,0.65855 -3.27325,1.18024 -4.01786,1.35075 -0.77827,0.17823 -0.80357,0.0997 -0.80357,-2.49506 z" id="path5483" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 439.59433,437.15979 c 0,-0.18484 0.16071,-0.43539 0.35714,-0.55679 0.19643,-0.1214 0.35714,-0.69686 0.35714,-1.27879 l 0,-1.05806 6.875,0.097 6.875,0.097 0.10949,0.94565 0.10949,0.94565 -4.21663,0.21577 c -2.31915,0.11868 -4.90197,0.37617 -5.73961,0.57221 -1.92465,0.45044 -4.72702,0.46251 -4.72702,0.0204 z" id="path5485" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 390.1087,488.478 c -2.7442,-2.79911 -6.77428,-6.99511 -8.95572,-9.32445 -3.09883,-3.30893 -4.11503,-4.18794 -4.64656,-4.01924 -0.37416,0.11876 -1.72085,1.17804 -2.99263,2.35395 -1.27177,1.17592 -2.43286,2.14083 -2.58018,2.14424 -0.14732,0.003 -0.26785,0.24728 -0.26785,0.54193 0,0.29464 -0.1722,0.53571 -0.38266,0.53571 -0.21046,0 -0.59092,0.20089 -0.84548,0.44643 -0.25456,0.24553 -2.02639,1.89286 -3.9374,3.66071 -1.91102,1.76786 -4.34665,4.05804 -5.41252,5.08929 -1.06586,1.03125 -2.09505,1.875 -2.28708,1.875 -0.19655,0 -0.34915,-1.17623 -0.34915,-2.69114 0,-3.25633 0.18919,-3.6112 4.37645,-8.20902 0.93384,-1.02539 2.02775,-2.28371 2.43092,-2.79626 1.05047,-1.33545 2.45916,-2.70154 4.47249,-4.33725 0.96572,-0.78458 3.2657,-2.91405 5.11107,-4.73214 1.84537,-1.81809 3.42195,-3.30562 3.50352,-3.30562 0.0816,0 1.45719,1.40625 3.05693,3.125 5.15544,5.53897 15.05516,15.26351 16.0614,15.77719 0.91,0.46455 1.03752,0.43355 1.85795,-0.4517 0.48448,-0.52277 0.95655,-0.95049 1.04903,-0.95049 0.17478,0 2.36595,-2.12465 2.36595,-2.29413 0,-0.053 1.29457,-1.44052 2.8768,-3.08343 1.58225,-1.6429 3.22957,-3.44929 3.66072,-4.01419 0.43115,-0.5649 0.98481,-1.2428 1.23034,-1.50644 0.24554,-0.26365 0.44643,-0.65156 0.44643,-0.86201 0,-0.21046 0.15774,-0.38266 0.35053,-0.38266 0.19279,0 1.37613,-1.00446 2.62963,-2.23214 2.1001,-2.05682 4.24725,-3.87095 4.87701,-4.12057 0.32994,-0.13079 15.35712,14.83679 15.35712,15.29621 0,0.18822 0.24107,0.34222 0.53571,0.34222 0.29464,0 0.53571,0.18317 0.53571,0.40705 0,0.70666 1.20232,1.35552 2.53354,1.3673 1.06134,0.009 1.60596,-0.29778 3.14601,-1.77435 1.02435,-0.98215 1.98725,-1.78572 2.13977,-1.78572 0.15251,0 2.472,-2.12946 5.15441,-4.73214 4.62906,-4.49146 6.2607,-6.02752 8.004,-7.53515 0.75075,-0.64926 0.78139,-0.64169 1.85709,0.45874 0.60157,0.61539 1.09376,1.26067 1.09376,1.43396 0,0.17329 0.12173,0.36864 0.27051,0.43412 0.14878,0.0655 0.83038,0.84226 1.51465,1.72619 0.68428,0.88393 1.53748,1.92857 1.89601,2.32143 0.35853,0.39285 0.97576,1.2366 1.37162,1.875 0.39586,0.63839 0.86736,1.16071 1.04776,1.16071 0.18041,0 0.32802,0.17219 0.32802,0.38265 0,0.21046 0.20089,0.59837 0.44643,0.86201 0.24553,0.26365 0.84821,1.005 1.33928,1.64745 2.38623,3.1218 3.12867,3.66183 5.07196,3.68922 1.1679,0.0165 1.88626,-0.13605 1.98131,-0.42062 0.082,-0.24553 0.36021,-0.44642 0.61821,-0.44642 0.258,0 2.93658,-2.40734 5.95238,-5.34964 10.0453,-9.80046 10.70944,-10.36465 12.20082,-10.36465 0.51471,0 1.30311,0.33582 1.75201,0.74628 3.75411,3.43262 4.6024,4.17639 5.47035,4.79635 0.54468,0.38905 1.25237,0.94844 1.57265,1.24308 0.32028,0.29465 1.54134,1.24818 2.71346,2.11898 1.17213,0.87079 2.21149,1.67527 2.30971,1.78774 0.0982,0.11247 0.77053,0.64554 1.49403,1.1846 1.56151,1.16344 3.3516,1.31482 3.67039,0.3104 0.11691,-0.36835 0.7706,-1.24431 1.45264,-1.94659 0.68205,-0.70227 1.24008,-1.44554 1.24008,-1.65171 0,-0.20616 0.14835,-0.37484 0.32967,-0.37484 0.39427,0 2.52748,-2.08228 2.52748,-2.46713 0,-0.14812 0.40178,-0.48435 0.89285,-0.74716 0.49107,-0.26281 0.89286,-0.69176 0.89286,-0.95321 0,-0.26145 0.21391,-0.47536 0.47536,-0.47536 0.26145,0 0.6904,-0.40179 0.95321,-0.89286 0.26282,-0.49107 0.61605,-0.89286 0.78497,-0.89286 0.16891,0 1.37252,-1.04464 2.67468,-2.32142 1.30217,-1.27679 2.57758,-2.32143 2.83425,-2.32143 0.25668,0 0.65844,0.35829 0.8928,0.7962 0.23436,0.43791 0.60162,0.98689 0.81614,1.21996 0.21451,0.23307 1.3543,1.51452 2.53288,2.84766 1.17857,1.33313 3.14097,3.47612 4.36089,4.76217 1.21992,1.28606 2.53879,2.7164 2.93083,3.17852 1.14604,1.35095 3.07051,2.19549 5.0029,2.19549 0.97044,0 1.97344,-0.20946 2.23344,-0.46642 0.25956,-0.25652 0.73255,-0.56499 1.05107,-0.68547 0.31853,-0.12049 1.20245,-1.18738 1.96429,-2.37087 0.76183,-1.18349 1.50568,-2.16074 1.653,-2.17167 0.14733,-0.0109 0.26755,1.22568 0.26717,2.748 l -7.1e-4,2.76786 -1.78502,1.21661 c -0.98175,0.66913 -1.78501,1.32686 -1.78501,1.46161 0,0.13476 -0.5625,0.54794 -1.25,0.91818 -0.6875,0.37024 -1.25,0.79734 -1.25,0.9491 0,0.15176 -0.24107,0.27592 -0.53571,0.27592 -0.29464,0 -0.53572,0.1433 -0.53572,0.31843 0,0.17513 -0.4188,0.42354 -0.93067,0.55201 -0.90336,0.22673 -2.31343,-0.40128 -3.17647,-1.41472 -0.47699,-0.56012 -5.36521,-4.71763 -7.12845,-6.06286 -0.77239,-0.58928 -2.12002,-1.83482 -2.99472,-2.76786 -0.8747,-0.93303 -1.8075,-1.69642 -2.07288,-1.69642 -0.26539,0 -0.48252,-0.16072 -0.48252,-0.35715 0,-0.51894 -1.90634,-0.43749 -2.99638,0.12803 -0.51435,0.26685 -1.29611,0.88534 -1.73726,1.37443 -1.50017,1.66321 -2.40922,2.78823 -2.40922,2.9816 0,0.1061 -0.40178,0.56527 -0.89285,1.02038 -0.49108,0.45511 -0.89286,0.93636 -0.89286,1.06945 0,0.31921 -0.51684,0.92381 -2.76786,3.23779 -1.03125,1.0601 -1.875,2.01275 -1.875,2.117 0,0.10426 -0.47672,0.67724 -1.05939,1.27329 -1.14325,1.16953 -1.83343,1.34007 -2.57581,0.63646 -0.25957,-0.24601 -1.07462,-0.7647 -1.81123,-1.15265 -0.73661,-0.38794 -1.33928,-0.82952 -1.33928,-0.98128 0,-0.15176 -0.16773,-0.27593 -0.37273,-0.27593 -0.20501,0 -0.80604,-0.40178 -1.33564,-0.89285 -0.5296,-0.49107 -1.16544,-0.89286 -1.41298,-0.89286 -0.24755,0 -0.45008,-0.13936 -0.45008,-0.30968 0,-0.17033 -0.63293,-0.72854 -1.4065,-1.24046 -0.77358,-0.51193 -1.90412,-1.41722 -2.51232,-2.01175 -0.60819,-0.59453 -1.26098,-1.08097 -1.45064,-1.08097 -0.18966,0 -0.34483,-0.1597 -0.34483,-0.3549 0,-0.5946 -2.90829,-2.50224 -3.81479,-2.50224 -0.46777,0 -0.94299,0.24107 -1.05605,0.53571 -0.11307,0.29465 -0.36058,0.53572 -0.55002,0.53572 -0.18945,0 -0.56846,0.20089 -0.84225,0.44643 -1.05552,0.94657 -1.57114,1.33928 -1.75843,1.33928 -0.107,0 -1.24435,1.04465 -2.52743,2.32143 -1.28309,1.27679 -2.47465,2.32143 -2.64791,2.32143 -0.17326,0 -0.36859,0.12173 -0.43407,0.27051 -0.0655,0.14879 -0.84226,0.82605 -1.72619,1.50504 -0.88393,0.67898 -1.93084,1.56172 -2.32647,1.96163 -0.39563,0.39991 -1.35992,1.20631 -2.14286,1.79201 -0.78294,0.58569 -1.74496,1.39151 -2.13781,1.7907 -0.39286,0.39919 -1.14604,0.94614 -1.67374,1.21545 -0.81424,0.41553 -1.03556,0.41478 -1.46233,-0.005 -0.27658,-0.27205 -1.18531,-1.05714 -2.0194,-1.74464 -0.83408,-0.6875 -2.8092,-2.49553 -4.38915,-4.01785 -1.57995,-1.52232 -2.92583,-2.76786 -2.99085,-2.76786 -0.065,0 -0.80685,-0.70681 -1.64852,-1.5707 -3.09402,-3.17569 -4.80065,-4.4251 -5.78694,-4.23656 -0.50706,0.0969 -0.92193,0.39858 -0.92193,0.67032 0,0.27175 -0.17422,0.49408 -0.38715,0.49408 -0.35718,0 -2.34455,1.76062 -5.74478,5.08929 -0.75244,0.73661 -1.44725,1.33928 -1.54401,1.33928 -0.0968,0 -1.47255,1.24554 -3.05729,2.76786 -1.58474,1.52232 -3.65081,3.45072 -4.59127,4.28534 -1.6591,1.47235 -1.73199,1.4989 -2.45129,0.89285 -0.40775,-0.34354 -1.25251,-1.0264 -1.87726,-1.51747 -0.62475,-0.49108 -1.3487,-1.09375 -1.60878,-1.33929 -0.26007,-0.24554 -0.54337,-0.44643 -0.62955,-0.44643 -0.0862,0 -1.03339,-0.84375 -2.10492,-1.875 -1.07152,-1.03125 -2.6368,-2.4375 -3.4784,-3.125 -0.84159,-0.6875 -2.07577,-1.76178 -2.7426,-2.38728 -3.78075,-3.54639 -5.51559,-4.37956 -6.74165,-3.23772 -0.26365,0.24554 -1.00093,0.84647 -1.63841,1.33541 -0.63748,0.48893 -2.03901,1.73447 -3.11451,2.76785 -1.07551,1.03339 -2.0946,1.87888 -2.26465,1.87888 -0.17006,0 -0.31281,0.12054 -0.31722,0.26786 -0.004,0.14732 -0.80438,0.83036 -1.77769,1.51786 -0.97331,0.6875 -1.77327,1.37053 -1.77769,1.51786 -0.004,0.14732 -0.18495,0.26785 -0.4012,0.26785 -0.40382,0 -4.93832,3.4592 -7.02868,5.36191 -0.64452,0.58667 -1.30788,1.06666 -1.47413,1.06666 -0.16625,0 -0.50234,0.24108 -0.74687,0.53572 -0.24453,0.29464 -0.55263,0.53571 -0.68467,0.53571 -0.13203,0 -2.48532,-2.29018 -5.22953,-5.08928 z" id="path5487" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 333.5229,510.01693 c 0,-1.55983 -0.16072,-2.93539 -0.35714,-3.05679 -0.19643,-0.1214 -0.35715,-1.15794 -0.35715,-2.30343 l 0,-2.08271 1.33929,-0.22776 c 0.73661,-0.12528 2.70536,-0.39722 4.375,-0.60433 1.66964,-0.20711 3.18839,-0.52398 3.375,-0.70416 0.18661,-0.18019 1.41251,-0.32761 2.72424,-0.32761 1.31202,0 2.96176,-0.241 3.6671,-0.53571 0.70518,-0.29465 2.06516,-0.53572 3.02217,-0.53572 1.70204,0 1.74868,0.0292 2.13685,1.33929 0.21826,0.7366 0.48876,3.04578 0.60111,5.13151 l 0.20427,3.79222 -2.14021,0.24214 c -1.17711,0.13317 -2.23494,0.39542 -2.35073,0.58277 -0.11579,0.18736 -1.63799,0.34064 -3.38266,0.34064 -1.74467,0 -3.2645,0.14947 -3.37741,0.33215 -0.1129,0.18268 -1.08667,0.44227 -2.16393,0.57687 -1.07726,0.13459 -1.95866,0.38691 -1.95866,0.56071 0,0.17379 -1.20536,0.31599 -2.67857,0.31599 l -2.67857,0 0,-2.83607 z" id="path5489" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 556.91576,502.254 c -0.58929,-0.319 -1.3125,-0.69327 -1.60715,-0.83171 -0.68913,-0.32381 -0.96367,-5.87418 -0.32841,-6.63962 0.27831,-0.33534 1.19885,-0.50484 2.78286,-0.51242 1.30184,-0.006 4.05448,-0.2422 6.11698,-0.5244 2.0625,-0.28219 5.06641,-0.51817 6.67535,-0.52439 1.60895,-0.006 3.02468,-0.17203 3.14608,-0.36846 0.1214,-0.19643 1.49696,-0.35715 3.05679,-0.35715 l 2.83607,0 0,4.64286 0,4.64286 -4.77653,0 c -3.33287,0 -5.23544,0.16191 -6.2949,0.53571 -2.19719,0.77521 -10.13816,0.73192 -11.60714,-0.0633 z" id="path5491" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 594.53064,486.48395 c -0.32967,-0.32738 -0.81181,-0.77311 -1.07143,-0.99051 -0.79584,-0.66644 -2.07917,-2.27089 -2.07917,-2.59943 0,-0.17088 -0.24107,-0.51077 -0.53571,-0.7553 -0.76036,-0.63104 -0.76036,-5.19452 0,-5.48629 0.29464,-0.11307 0.5446,-0.41151 0.55547,-0.66321 0.0253,-0.58498 1.52735,-1.76701 3.7618,-2.96025 1.51344,-0.8082 2.23059,-0.94489 5.22598,-0.99605 l 3.47183,-0.0593 1.24898,1.24327 c 0.68693,0.68379 1.25408,1.59538 1.26031,2.02575 0.006,0.43038 0.17206,0.88182 0.36849,1.00322 0.19642,0.1214 0.35714,0.6839 0.35714,1.25 0,0.5661 -0.16072,1.1286 -0.35714,1.25 -0.19643,0.1214 -0.35715,0.84262 -0.35715,1.60271 0,0.7601 -0.24107,1.62306 -0.53571,1.9177 -0.29464,0.29465 -0.53572,0.63297 -0.53572,0.75184 0,0.28377 -2.10156,2.3349 -2.3923,2.3349 -0.52293,0 -2.96484,1.23321 -2.96484,1.4973 0,0.15863 -1.08482,0.27502 -2.41071,0.25865 -1.74194,-0.0215 -2.577,-0.19489 -3.01012,-0.625 z" id="path5493" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 628.5229,484.81728 c -0.49107,-0.28072 -1.17411,-0.5161 -1.51786,-0.52306 -0.34375,-0.007 -0.625,-0.17337 -0.625,-0.36979 0,-0.19643 -0.20642,-0.35715 -0.45871,-0.35715 -0.25229,0 -0.75574,-0.50283 -1.11878,-1.1174 -0.53594,-0.90729 -0.61939,-1.55303 -0.44374,-3.43399 0.11898,-1.27412 0.40104,-2.53914 0.62679,-2.81116 0.22576,-0.27203 1.02441,-0.49459 1.77478,-0.49459 1.3456,0 1.36581,-0.0204 1.47413,-1.49115 0.09,-1.22238 0.30294,-1.60391 1.18125,-2.11676 2.39822,-1.40031 5.99251,-0.54265 8.11539,1.93646 0.80684,0.94224 0.97417,1.48067 0.98214,3.16036 0.009,1.90353 -0.81731,4.21729 -1.50825,4.22312 -0.14732,0.001 -0.26785,0.17203 -0.26785,0.37953 0,0.54783 -2.20602,2.47787 -2.84746,2.49123 -0.29997,0.006 -0.85737,0.24732 -1.23866,0.53571 -0.87448,0.66142 -2.96131,0.65568 -4.12817,-0.0114 z" id="path5495" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 658.75249,484.81728 c -0.29464,-0.29464 -0.63903,-0.53571 -0.7653,-0.53571 -0.35145,0 -1.25,-0.97714 -1.25,-1.35933 0,-0.18641 -0.24108,-0.539 -0.53572,-0.78353 -0.69133,-0.57376 -0.68413,-3.1666 0.0114,-4.08612 0.2884,-0.38129 0.5361,-1.1045 0.55046,-1.60714 0.0144,-0.50263 0.33766,-1.39602 0.71844,-1.98531 0.38079,-0.58929 0.78569,-1.33782 0.89978,-1.66341 0.11408,-0.32559 0.47382,-0.68253 0.79941,-0.7932 0.32559,-0.11067 0.83305,-0.34163 1.12769,-0.51323 1.6427,-0.95671 2.33951,-1.1373 4.38824,-1.1373 2.32632,0 4.17552,0.57926 4.18041,1.30952 0.002,0.22917 0.20368,0.4836 0.44921,0.5654 0.63439,0.21135 0.59564,5.55799 -0.0501,6.90826 -0.27307,0.57103 -0.75522,1.58988 -1.07143,2.26411 -0.31621,0.67422 -1.19699,1.8394 -1.95728,2.58928 -1.36404,1.34536 -1.41929,1.36343 -4.17092,1.36343 -2.00253,0 -2.93957,-0.15101 -3.32428,-0.53572 z" id="path5497" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 690.55384,482.83406 c -0.34529,-0.40327 -0.72252,-1.20684 -0.8383,-1.78571 -0.11577,-0.57887 -0.35112,-1.0525 -0.523,-1.0525 -0.17187,0 -0.3125,-0.66786 -0.3125,-1.48414 0,-1.03284 0.27151,-1.84011 0.89286,-2.65474 0.49107,-0.64383 0.89286,-1.48307 0.89286,-1.86498 0,-0.38192 0.24107,-0.89446 0.53571,-1.13899 0.29464,-0.24453 0.53572,-0.64109 0.53572,-0.88124 0,-0.24014 0.33831,-0.74279 0.75181,-1.11698 0.6391,-0.57836 1.29834,-0.67776 4.39732,-0.66307 3.20131,0.0152 3.78421,0.11605 4.7839,0.82789 0.62612,0.44583 1.13839,1.10141 1.13839,1.45684 0,0.35543 0.24108,0.84631 0.53572,1.09084 0.72308,0.6001 0.72308,3.68562 0,4.28572 -0.29464,0.24453 -0.53572,0.63872 -0.53572,0.87598 0,0.70865 -2.57935,3.35712 -4.01656,4.12419 -1.97125,1.0521 -7.33166,1.03967 -8.23821,-0.0191 z" id="path5499" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 724.59433,482.16278 c 0,-0.18319 -0.35411,-0.44547 -0.78692,-0.58283 -1.58375,-0.50267 -1.84459,-1.12596 -1.80107,-4.30373 0.0299,-2.18446 0.19077,-3.14845 0.59236,-3.55004 0.30321,-0.30322 0.67538,-0.74827 0.82703,-0.98901 0.15166,-0.24074 1.13432,-0.87566 2.1837,-1.41094 2.09699,-1.06965 5.36144,-1.34117 6.33379,-0.5268 0.29317,0.24553 0.75705,0.64732 1.03085,0.89285 0.27379,0.24554 0.63077,0.44643 0.79328,0.44643 0.98088,0 1.67945,4.64753 0.82674,5.50024 -0.1963,0.1963 -0.3569,0.61271 -0.3569,0.92535 0,0.73823 -2.33855,3.21727 -3.03494,3.21727 -0.29507,0 -0.53649,0.16071 -0.53649,0.35714 0,0.21009 -1.25,0.35714 -3.03572,0.35714 -1.66964,0 -3.03571,-0.14988 -3.03571,-0.33307 z" id="path5501" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 754.95147,480.37706 c 0,-0.18319 -0.29102,-0.42544 -0.64671,-0.53833 -0.35569,-0.11289 -0.91819,-0.82058 -1.25,-1.57265 -0.69436,-1.5738 -0.7318,-1.97245 -0.26566,-2.82864 0.1857,-0.34109 0.43405,-1.22284 0.5519,-1.95944 0.11785,-0.73661 0.3677,-1.33929 0.55523,-1.33929 0.18752,0 0.34096,-0.17328 0.34096,-0.38507 0,-0.6066 2.85076,-3.10732 3.81942,-3.35044 1.38934,-0.3487 3.65434,1.30633 5.01986,3.66801 0.53598,0.92698 0.58516,2.4396 0.0893,2.74607 -0.19643,0.1214 -0.35715,0.59365 -0.35715,1.04944 0,0.91001 -2.54083,3.77199 -3.34873,3.77199 -0.27081,0 -0.69245,0.24107 -0.93698,0.53572 -0.4887,0.58884 -3.57143,0.76375 -3.57143,0.20263 z" id="path5503" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 634.43718,389.14214 c -0.22898,-0.25303 -0.22932,-0.2958 -0.0115,-1.45245 0.17814,-0.9458 0.27428,-1.20755 0.46586,-1.26835 0.13278,-0.0421 0.32748,-0.24306 0.43267,-0.44648 0.20006,-0.38687 0.27774,-0.42734 0.52204,-0.27194 0.23148,0.14724 -0.20308,1.79671 -0.55635,2.11179 -0.15574,0.13889 -0.35823,0.55305 -0.44998,0.92034 -0.16587,0.66395 -0.16819,0.66629 -0.40277,0.40709 z m 0.2784,-1.48527 c -0.0289,-0.19098 -0.0526,-0.0347 -0.0526,0.34724 0,0.38197 0.0237,0.53822 0.0526,0.34724 0.0289,-0.19098 0.0289,-0.5035 0,-0.69448 z m 0.91971,-1.23112 c 0,-0.40525 -0.0797,-0.40525 -0.15718,0 -0.0332,0.17362 -0.0114,0.31567 0.0484,0.31567 0.0598,0 0.10876,-0.14205 0.10876,-0.31567 z" id="path5505" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 633.74125,349.30825 c 0,-0.0316 0.14205,-0.26685 0.31567,-0.5227 0.34781,-0.51251 0.42664,-0.37943 0.12303,0.20769 -0.162,0.31328 -0.4387,0.51196 -0.4387,0.31501 z" id="path5507" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 636.44344,394.91765 c 0.0755,-0.90484 0.12836,-1.07457 0.40338,-1.29426 0.31992,-0.25556 0.54859,-0.93558 0.55208,-1.6418 0.001,-0.26888 0.11549,-0.47221 0.39338,-0.70066 0.29141,-0.23957 0.42091,-0.4817 0.50652,-0.94702 0.0842,-0.45777 0.21668,-0.70969 0.49466,-0.94084 0.2088,-0.17362 0.38,-0.42931 0.38043,-0.56821 4.4e-4,-0.1389 0.0496,-0.32963 0.10935,-0.42385 0.22336,-0.35251 0.29432,0.14211 0.21185,1.47669 -0.13339,2.15889 -0.18737,2.42013 -0.53252,2.57739 -0.16659,0.0759 -0.33609,0.27031 -0.37668,0.43203 -0.0458,0.18257 -0.16747,0.29402 -0.32094,0.29402 -0.535,0 -0.73563,0.23096 -0.73563,0.84682 0,0.32197 0.0774,0.6751 0.17207,0.78474 0.0946,0.10964 0.20584,0.37887 0.2471,0.5983 0.0896,0.47664 -0.0345,0.54806 -0.95272,0.54806 l -0.63918,0 0.0869,-1.04141 z" id="path5509" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 701.27153,348.1431 c 0.0911,-0.0365 0.20005,-0.032 0.24201,0.01 0.042,0.042 -0.0326,0.0718 -0.16573,0.0663 -0.14709,-0.006 -0.17701,-0.036 -0.0763,-0.0763 z" id="path5511" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 700.22192,347.97981 -0.37881,-0.0934 0.39297,-0.15048 c 0.21613,-0.0828 0.4564,-0.28971 0.53393,-0.45988 0.11895,-0.26105 0.22899,-0.30939 0.70444,-0.30939 0.72828,0 0.83101,0.1865 0.28136,0.5108 -0.24093,0.14215 -0.46976,0.34107 -0.5085,0.44204 -0.0746,0.19443 -0.40308,0.21375 -1.02539,0.0603 z m 1.61233,-0.84343 c -0.0855,-0.0346 -0.25595,-0.0367 -0.37881,-0.005 -0.12285,0.032 -0.0529,0.0603 0.15544,0.0629 0.20834,0.003 0.30886,-0.0236 0.22337,-0.0582 z" id="path5513" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 696.67951,335.80748 c 0.0326,-0.2692 0.18956,-0.67994 0.34876,-0.91274 0.35362,-0.51711 0.45506,-0.35314 0.13958,0.22564 -0.12559,0.23041 -0.30019,0.5894 -0.388,0.79774 l -0.15965,0.37881 0.0593,-0.48945 z" id="path5515" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 689.39434,337.27457 -0.47351,-0.31733 0,-1.3334 c 0,-1.22667 0.0239,-1.35922 0.2985,-1.65598 0.32528,-0.35153 0.58539,-1.00874 0.58539,-1.47908 0,-0.16394 0.11811,-0.39695 0.26248,-0.5178 0.35164,-0.29438 0.6214,-0.82818 0.6214,-1.22965 0,-0.18103 0.13282,-0.45256 0.29647,-0.60605 0.41491,-0.38917 0.54455,-0.68108 0.65039,-1.46449 0.0665,-0.49205 0.1777,-0.75515 0.40033,-0.94702 0.23427,-0.2019 0.34523,-0.48536 0.46221,-1.18086 0.11582,-0.6885 0.22234,-0.96308 0.43006,-1.10858 0.3368,-0.2359 0.53682,-0.90777 0.53776,-1.8064 5e-4,-0.48206 0.0456,-0.65866 0.15854,-0.62145 0.0868,0.0286 0.17669,0.18068 0.19973,0.33799 0.023,0.15731 0.20383,0.37896 0.40175,0.49254 0.23684,0.13594 0.38602,0.34603 0.43641,0.61464 0.0421,0.22445 0.25907,0.59077 0.48214,0.81403 0.36815,0.36847 0.40323,0.47039 0.38017,1.10457 -0.0188,0.51834 -0.0884,0.74887 -0.26933,0.89325 -0.33045,0.26362 -0.47796,0.59077 -0.57818,1.28229 -0.0552,0.38112 -0.19319,0.68479 -0.39889,0.87804 -0.17296,0.16248 -0.40057,0.5916 -0.5058,0.9536 -0.10524,0.362 -0.27767,0.72983 -0.38319,0.81739 -0.2616,0.21712 -0.50369,0.71985 -0.60235,1.2509 -0.0452,0.24307 -0.22183,0.57441 -0.39259,0.73632 -0.27207,0.25797 -0.56643,0.95958 -0.5685,1.35506 -3.9e-4,0.0738 -0.16589,0.29247 -0.36779,0.4859 -0.20189,0.19343 -0.40303,0.54335 -0.44698,0.77761 -0.0439,0.23426 -0.20455,0.51323 -0.3569,0.61994 -0.15236,0.10672 -0.39158,0.41392 -0.53161,0.68268 l -0.2546,0.48866 -0.47351,-0.31732 z" id="path5517" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 686.14291,331.24956 c 0,-0.50561 -0.3473,-1.21836 -0.62965,-1.29219 -0.23201,-0.0607 -0.25423,-0.17005 -0.25423,-1.25131 0,-0.90833 0.0396,-1.18483 0.16983,-1.18483 0.27972,0 0.55957,-0.40515 0.71956,-1.04172 0.0838,-0.33354 0.22416,-0.59978 0.31614,-0.59978 0.29212,0 0.52952,-0.35187 0.61341,-0.90919 0.0588,-0.3905 0.18535,-0.62522 0.45085,-0.83615 0.27734,-0.22034 0.39002,-0.44012 0.45313,-0.88389 0.0591,-0.4154 0.20145,-0.7144 0.47987,-1.0078 0.37859,-0.39896 0.39783,-0.47032 0.44048,-1.63458 0.0423,-1.15456 0.0635,-1.23508 0.41118,-1.55985 0.20163,-0.18835 0.40346,-0.52678 0.44852,-0.75208 l 0.0819,-0.40964 0.29629,0.583 c 0.16296,0.32065 0.40983,0.64377 0.5486,0.71804 0.13878,0.0743 0.25232,0.23403 0.25232,0.35503 0,0.34936 0.36772,0.78082 0.67007,0.78621 0.22703,0.004 0.20377,0.0368 -0.12903,0.18146 -0.25301,0.11001 -0.43657,0.29845 -0.4872,0.50014 -0.0447,0.17799 -0.16029,0.32361 -0.25693,0.32361 -0.40784,0 -0.64724,0.46366 -0.73767,1.42866 -0.0562,0.5992 -0.15968,1.01446 -0.27723,1.11203 -0.34594,0.2871 -0.54559,0.84246 -0.63022,1.75307 -0.074,0.7965 -0.12621,0.93515 -0.43903,1.16642 -0.26916,0.199 -0.37309,0.40263 -0.42974,0.84198 -0.12455,0.96589 -0.18414,1.14772 -0.37611,1.14772 -0.27032,0 -0.53716,0.48656 -0.63477,1.1575 -0.0705,0.48416 -0.14047,0.60303 -0.39248,0.66628 -0.21268,0.0534 -0.32993,0.19292 -0.38235,0.45506 -0.0973,0.48671 -0.29554,0.61198 -0.29554,0.1868 z" id="path5519" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 692.65266,341.82519 c -0.0385,-0.10036 -0.07,-0.62369 -0.07,-1.16294 0,-0.94966 0.0139,-0.99474 0.44194,-1.4355 0.33501,-0.34495 0.44194,-0.56249 0.44194,-0.89905 0,-0.33796 0.10419,-0.54818 0.43628,-0.88027 0.33744,-0.33744 0.45523,-0.57911 0.51991,-1.06665 0.061,-0.46008 0.14582,-0.64663 0.31388,-0.69058 0.25366,-0.0663 0.62397,-0.83521 0.62397,-1.29557 0,-0.1612 0.10229,-0.36734 0.22731,-0.45809 0.39053,-0.28346 0.65657,-0.77261 0.65657,-1.2072 0,-0.28389 0.0708,-0.44293 0.22097,-0.49618 0.35815,-0.12701 0.66291,-0.44121 0.66291,-0.68344 0,-0.12403 0.0643,-0.26524 0.14284,-0.31379 0.10434,-0.0645 0.12759,0.31004 0.0862,1.38989 -0.055,1.43652 -0.0665,1.48609 -0.40883,1.75905 -0.31549,0.25157 -0.36549,0.39953 -0.4792,1.41795 -0.11793,1.0563 -0.15233,1.15163 -0.4842,1.3421 -0.31019,0.17803 -0.3687,0.30617 -0.44411,0.97278 -0.0694,0.61362 -0.13118,0.76774 -0.30763,0.76774 -0.30491,0 -0.46533,0.22847 -0.57594,0.82023 -0.0585,0.31282 -0.237,0.63784 -0.4698,0.85531 -0.20652,0.19292 -0.4112,0.52535 -0.45484,0.73873 -0.0623,0.30469 -0.17924,0.4223 -0.54476,0.54796 -0.39318,0.13517 -0.47628,0.13168 -0.53544,-0.0225 z" id="path5521" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 685.82033,345.88872 c -0.25643,-0.33443 -1.16708,-0.56122 -2.25992,-0.56282 -0.38354,-5.6e-4 -0.59006,-0.0889 -0.89217,-0.38175 -0.29527,-0.28618 -0.58968,-0.41564 -1.18285,-0.52013 -0.64368,-0.11338 -0.81043,-0.19353 -0.90162,-0.43337 -0.0733,-0.19285 -0.27698,-0.33961 -0.59093,-0.42585 -0.35907,-0.0986 -0.82375,-0.48133 -1.85531,-1.52798 -0.79311,-0.80472 -1.32813,-1.44231 -1.26269,-1.50476 0.21642,-0.20653 1.60669,0.11332 1.95885,0.45066 0.34627,0.33169 1.33092,0.54664 2.52784,0.55184 0.47648,0.002 0.59723,0.0491 0.65069,0.25355 0.098,0.37481 0.63544,0.5252 2.14722,0.6009 1.14948,0.0576 1.38203,0.10445 1.48655,0.29974 0.21929,0.40974 0.65725,0.53837 2.07529,0.60954 l 1.38896,0.0697 0.10915,0.72683 c 0.06,0.39976 0.0702,1.039 0.0225,1.42053 l -0.0867,0.69369 -1.54462,0 c -1.50487,0 -1.55095,-0.008 -1.79025,-0.32033 z" id="path5523" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 684.3128,338.92013 c -0.8552,-0.0393 -1.0577,-0.0925 -1.32583,-0.34819 -0.42383,-0.40417 -0.90217,-0.57038 -1.64148,-0.57038 -0.57284,0 -1.01095,-0.21615 -1.01095,-0.49878 0,-0.13867 -0.58139,-0.35245 -1.22586,-0.45074 -0.34521,-0.0527 -0.55579,-0.15797 -0.60106,-0.3006 -0.0767,-0.24165 -0.82353,-0.64392 -1.19547,-0.64392 -0.14886,0 -0.28488,-0.14049 -0.36865,-0.38078 -0.0943,-0.27058 -0.23736,-0.40172 -0.49422,-0.45309 -0.52665,-0.10533 -0.68588,-0.80624 -0.47032,-2.07031 0.0888,-0.52086 0.16799,-0.80497 0.17593,-0.63135 0.0251,0.54956 1.00756,1.7063 3.03551,3.57409 0.75133,0.692 0.8802,0.71744 3.63795,0.71828 2.52528,7.7e-4 2.55695,0.004 2.55695,0.26998 0,0.30273 0.43645,1.06791 0.69228,1.21368 0.0922,0.0525 0.18718,0.20912 0.21115,0.34802 0.0493,0.28569 -0.14849,0.30812 -1.97593,0.22409 z" id="path5525" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 682.35484,333.15977 c 0,-0.31482 -0.48623,-0.61305 -1.13374,-0.69537 -0.51742,-0.0658 -0.67394,-0.14364 -0.79922,-0.39749 -0.11721,-0.23747 -0.33501,-0.36119 -0.87919,-0.49944 -0.51867,-0.13176 -0.72338,-0.24352 -0.72338,-0.39491 0,-0.2604 -0.2111,-0.43484 -0.65416,-0.54054 -0.22314,-0.0532 -0.35223,-0.1775 -0.37881,-0.36465 -0.0248,-0.17484 -0.19691,-0.35665 -0.44796,-0.4733 -0.34508,-0.16034 -0.40785,-0.25722 -0.40899,-0.63134 -0.003,-0.91571 0.14414,-1.40358 0.45871,-1.52317 0.1919,-0.073 0.32776,-0.25163 0.37644,-0.49506 0.0928,-0.46412 0.2622,-0.48925 0.42428,-0.063 0.0665,0.17487 0.26123,0.3713 0.43277,0.43652 0.17154,0.0652 0.39922,0.28746 0.50596,0.49386 0.10673,0.20641 0.31179,0.41265 0.45568,0.45832 0.1439,0.0457 0.32604,0.22442 0.40478,0.39722 0.0787,0.17281 0.29852,0.39454 0.48841,0.49274 0.18992,0.0982 0.3635,0.30699 0.3858,0.46404 0.0251,0.17658 0.19604,0.35775 0.44817,0.4749 0.28702,0.13336 0.40845,0.27666 0.41037,0.48428 0.002,0.176 0.18091,0.45262 0.44468,0.68615 0.24307,0.21519 0.44226,0.45183 0.44264,0.52587 0.003,0.50969 0.28859,1.07379 0.60242,1.18851 0.31473,0.11505 0.29303,0.12655 -0.25588,0.13568 -0.42318,0.007 -0.59978,-0.04 -0.59978,-0.15987 z" id="path5527" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 679.2633,323.67842 -0.60627,-0.57267 0.0905,-1.54877 c 0.0693,-1.18564 0.13548,-1.57399 0.28237,-1.65636 0.34042,-0.19089 0.55701,-0.95625 0.63558,-2.24586 0.0761,-1.24902 0.28344,-1.50802 0.28927,-0.36133 0.005,1.05274 0.25385,2.19353 0.5454,2.5037 0.26075,0.27742 0.27633,0.40912 0.27633,2.33598 l 0,2.04199 -0.45346,0.038 c -0.38934,0.0326 -0.53919,-0.043 -1.05972,-0.53467 z" id="path5529" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 684.34095,322.64672 c -0.0506,-0.0506 -0.0939,-0.40933 -0.0962,-0.79708 -0.008,-1.31476 -0.20809,-2.41357 -0.49605,-2.72009 -0.25392,-0.27029 -0.27297,-0.44999 -0.33669,-3.17631 -0.0793,-3.39186 -0.18139,-4.18257 -0.58291,-4.5137 -0.25997,-0.21439 -0.28858,-0.36122 -0.32748,-1.68086 l -0.0426,-1.44595 0.5477,0.0394 c 0.498,0.0358 0.55145,0.0722 0.58907,0.40127 0.0303,0.26507 0.13996,0.39912 0.4098,0.50098 0.27588,0.10413 0.38854,0.24623 0.44847,0.56566 0.044,0.23462 0.26404,0.61061 0.48895,0.83552 0.22491,0.22491 0.47585,0.61169 0.55764,0.85952 0.10181,0.30849 0.24645,0.47512 0.45863,0.52838 0.1963,0.0493 0.30992,0.16792 0.30992,0.32363 0,0.38693 0.40111,1.12836 0.65383,1.20857 0.52121,0.16543 0.45401,1.70582 -0.0938,2.15123 -0.33364,0.27125 -0.5516,0.92371 -0.55697,1.66733 -0.002,0.29181 -0.10345,0.50283 -0.33864,0.70513 -0.36818,0.31669 -0.52218,1.0118 -0.53904,2.43319 -0.009,0.74286 -0.0255,0.78249 -0.38059,0.90629 -0.29799,0.10388 -0.38735,0.22482 -0.45228,0.61213 -0.11531,0.68784 -0.11891,0.69757 -0.2207,0.59579 z" id="path5531" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 70.050329,433.38339 c -0.105719,-0.17106 -0.677704,-0.40811 -1.271077,-0.52679 -1.021531,-0.2043 -1.078861,-0.30735 -1.078861,-1.93921 0,-0.94789 0.200893,-2.15601 0.446429,-2.68471 l 0.446428,-0.96128 10.033728,-0.003 c 5.51855,-0.002 11.746229,-0.10757 13.839286,-0.23563 l 3.805558,-0.23285 0,2.70878 c 0,2.27286 -0.100581,2.73785 -0.625,2.88947 -0.34375,0.0994 -4.642857,0.28261 -9.553572,0.40719 -4.910714,0.12458 -9.08125,0.37553 -9.267857,0.55766 -0.429956,0.41966 -6.516965,0.43776 -6.775062,0.0202 z" id="path5533" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 69.927548,371.49299 c -0.316172,-0.31617 -0.234682,-0.5727 0.340361,-1.07143 0.415833,-0.36065 0.972541,-0.65573 1.237129,-0.65573 0.264587,0 0.481067,-0.16071 0.481067,-0.35714 0,-0.2138 1.404762,-0.35715 3.5,-0.35715 1.960504,0 3.664373,-0.16437 3.873697,-0.37369 0.205533,-0.20554 1.574853,-0.40643 3.042933,-0.44643 2.0914,-0.057 2.799107,0.0571 3.26916,0.52676 0.733933,0.7334 0.758343,1.2574 0.08972,1.92602 -0.40441,0.40441 -1.844129,0.5102 -6.943208,0.5102 -3.903424,0 -6.519799,0.14044 -6.653731,0.35714 -0.301668,0.48811 -1.727792,0.45078 -2.237129,-0.0585 z" id="path5535" inkscape:connector-curvature="0" /> </g> </svg> </div>
					
					<div class="zoomcontrols">
						<div id="zoom-in"><i aria-hidden="true" class="fas fa-search-plus"></i></div>
						<div id="reset"><i aria-hidden="true" class="fas fa-sync"></i> 100%</div>
						<div id="zoom-out"><i aria-hidden="true" class="fas fa-search-minus"></i></div>
					</div>	
					
                    <div class="controlbtns">
					   <a id="random-color-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-random"></i><span class="controlslinktext">Auto</span></div>
						</a>						
						<a id="coloring-undo-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-undo"></i><span class="controlslinktext">Undo</span></div>
                        </a>
                        <a id="coloring-reset-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="far fa-trash-alt"></i><span class="controlslinktext">Reset</span></div>
                        </a>
                        <a href="" onclick="printDiv();return false;">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-save"></i><span class="controlslinktext">Print</span></div>
                        </a>
						<a id="coloring-fullscreen-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-expand"></i><span class="controlslinktext">Expand</span></div>
						</a>
                        <div class="btncontrols zoombtn"><i aria-hidden="true" class="fas fa-search-plus"></i><span class="controlslinktext">Zoom</span></div>						
						
                    </div>
                </div>
            </div>
			
            <!-- Phần bên phải -->
            <div id="coloring-right">
                <center><h3 class="coloring-h3">BẢNG TRỘN MÀU</h3></center>
                <div class="coloring-picker">
                    <center><div id='box1' class='box'><div id='customcolor1' class='customcolorx' style='background: #ffffff; fill: #ffffff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker1' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box2' class='box'><div id='customcolor2' class='customcolorx' style='background: #000000; fill: #000000;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker2' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box3' class='box'><div id='customcolor3' class='customcolorx' style='background: #00ff00; fill: #00ff00;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker3' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box4' class='box'><div id='customcolor4' class='customcolorx' style='background: #0000ff; fill: #0000ff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker4' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div>
					</center>
                    <div class="coloring-palette-64" style="display: inline-block;"><div id="color01" class="basiccolor" style="background: #FF0000; fill: #FF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color02" class="basiccolor" style="background: #DF0000; fill: #DF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color03" class="basiccolor" style="background: #AF102E; fill: #AF102E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color04" class="basiccolor" style="background: #550E2B; fill: #550E2B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color05" class="basiccolor" style="background: #9C2B3B; fill: #9C2B3B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color06" class="basiccolor" style="background: #E45761; fill: #E45761;" x="0" y="0" onclick="selected(this.id)"></div><div id="color07" class="basiccolor" style="background: #FF9792; fill: #FF9792;" x="0" y="0" onclick="selected(this.id)"></div><div id="color08" class="basiccolor" style="background: #FFD5CF; fill: #FFD5CF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color09" class="basiccolor" style="background: #FFE1B5; fill: #FFE1B5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color10" class="basiccolor" style="background: #EFAF79; fill: #EFAF79;" x="0" y="0" onclick="selected(this.id)"></div><div id="color11" class="basiccolor" style="background: #F66D1E; fill: #F66D1E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color12" class="basiccolor" style="background: #8D4131; fill: #8D4131;" x="0" y="0" onclick="selected(this.id)"></div><div id="color13" class="basiccolor" style="background: #492917; fill: #492917;" x="0" y="0" onclick="selected(this.id)"></div><div id="color14" class="basiccolor" style="background: #97530F; fill: #97530F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color15" class="basiccolor" style="background: #DD8C00; fill: #DD8C00;" x="0" y="0" onclick="selected(this.id)"></div><div id="color16" class="basiccolor" style="background: #FBC800; fill: #FBC800;" x="0" y="0" onclick="selected(this.id)"></div><div id="color17" class="basiccolor" style="background: #FFFF8F; fill: #FFFF8F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color18" class="basiccolor" style="background: #E4FCA2; fill: #E4FCA2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color19" class="basiccolor" style="background: #AFE356; fill: #AFE356;" x="0" y="0" onclick="selected(this.id)"></div><div id="color20" class="basiccolor" style="background: #6CB328; fill: #6CB328;" x="0" y="0" onclick="selected(this.id)"></div><div id="color21" class="basiccolor" style="background: #38741A; fill: #38741A;" x="0" y="0" onclick="selected(this.id)"></div><div id="color22" class="basiccolor" style="background: #0E3E12; fill: #0E3E12;" x="0" y="0" onclick="selected(this.id)"></div><div id="color23" class="basiccolor" style="background: #177578; fill: #177578;" x="0" y="0" onclick="selected(this.id)"></div><div id="color24" class="basiccolor" style="background: #00BC9F; fill: #00BC9F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color25" class="basiccolor" style="background: #6BECBD; fill: #6BECBD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color26" class="basiccolor" style="background: #C9FCCC; fill: #C9FCCC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color27" class="basiccolor" style="background: #D8E0FF; fill: #D8E0FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color28" class="basiccolor" style="background: #A6ADFF; fill: #A6ADFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color29" class="basiccolor" style="background: #6E6AFF; fill: #6E6AFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color30" class="basiccolor" style="background: #3E32D5; fill: #3E32D5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color31" class="basiccolor" style="background: #2D1A71; fill: #2D1A71;" x="0" y="0" onclick="selected(this.id)"></div><div id="color32" class="basiccolor" style="background: #3257BE; fill: #3257BE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color33" class="basiccolor" style="background: #409DEF; fill: #409DEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color34" class="basiccolor" style="background: #70DBFF; fill: #70DBFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color35" class="basiccolor" style="background: #BFFFFF; fill: #BFFFFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color36" class="basiccolor" style="background: #FFCDFF; fill: #FFCDFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color37" class="basiccolor" style="background: #EE82EE; fill: #EE82EE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color38" class="basiccolor" style="background: #B44CEF; fill: #B44CEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color39" class="basiccolor" style="background: #652BBC; fill: #652BBC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color40" class="basiccolor" style="background: #480E55; fill: #480E55;" x="0" y="0" onclick="selected(this.id)"></div><div id="color41" class="basiccolor" style="background: #941887; fill: #941887;" x="0" y="0" onclick="selected(this.id)"></div><div id="color42" class="basiccolor" style="background: #FF00FF; fill: #FF00FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color43" class="basiccolor" style="background: #E444C3; fill: #E444C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color44" class="basiccolor" style="background: #FF91E2; fill: #FF91E2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color45" class="basiccolor" style="background: #4B0082; fill: #4B0082;" x="0" y="0" onclick="selected(this.id)"></div><div id="color46" class="basiccolor" style="background: #663399; fill: #663399;" x="0" y="0" onclick="selected(this.id)"></div><div id="color47" class="basiccolor" style="background: #9370DB; fill: #9370DB;" x="0" y="0" onclick="selected(this.id)"></div><div id="color48" class="basiccolor" style="background: #6A5ACD; fill: #6A5ACD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color49" class="basiccolor" style="background: #483D8B; fill: #483D8B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color50" class="basiccolor" style="background: #8A2BE2; fill: #8A2BE2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color51" class="basiccolor" style="background: #800080; fill: #800080;" x="0" y="0" onclick="selected(this.id)"></div><div id="color52" class="basiccolor" style="background: #9400D3; fill: #9400D3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color53" class="basiccolor" style="background: #9932CC; fill: #9932CC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color54" class="basiccolor" style="background: #8B008B; fill: #8B008B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color55" class="basiccolor" style="background: #5270C3; fill: #5270C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color56" class="basiccolor" style="background: #C873B9; fill: #C873B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color57" class="basiccolor" style="background: #4EA15E; fill: #4EA15E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color58" class="basiccolor" style="background: #B9A264; fill: #B9A264;" x="0" y="0" onclick="selected(this.id)"></div><div id="color59" class="basiccolor" style="background: #4CA6A8; fill: #4CA6A8;" x="0" y="0" onclick="selected(this.id)"></div><div id="color60" class="basiccolor" style="background: #A64D4E; fill: #A64D4E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color61" class="basiccolor" style="background: #80B954; fill: #80B954;" x="0" y="0" onclick="selected(this.id)"></div><div id="color62" class="basiccolor" style="background: #7E60B9; fill: #7E60B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color63" class="basiccolor" style="background: #7CA668; fill: #7CA668;" x="0" y="0" onclick="selected(this.id)"></div><div id="color64" class="basiccolor" style="background: #B97E9B; fill: #B97E9B;" x="0" y="0" onclick="selected(this.id)"></div>
                    </div>
                </div>
            </div>
        </section>
		<script>
			document.addEventListener("DOMContentLoaded", function (event) {
				jQuery("#printbtnmob").click(function () {
					printDiv();
					return false;
				});				
				jQuery("#random-color-button").click(function () {
					randomColor();
					return false;
				});
			});
					
			document.addEventListener("DOMContentLoaded", function () {
				const coloringFullscreenButton = document.getElementById("coloring-fullscreen-button");
				coloringFullscreenButton.addEventListener("click", toggleFullscreen);

				function toggleFullscreen() {
					const coloring = document.getElementById("coloring");

					if (!document.fullscreenElement && !document.webkitFullscreenElement && !document.msFullscreenElement) {
						if (coloring.requestFullscreen) {
							coloring.requestFullscreen();
						} else if (coloring.webkitRequestFullscreen) { /* Safari */
							coloring.webkitRequestFullscreen();
						} else if (coloring.msRequestFullscreen) { /* IE/Edge */
							coloring.msRequestFullscreen();
						}
					} else {
						if (document.exitFullscreen) {
							document.exitFullscreen();
						} else if (document.webkitExitFullscreen) { /* Safari */
							document.webkitExitFullscreen();
						} else if (document.msExitFullscreen) { /* IE/Edge */
							document.msExitFullscreen();
						}
					}
				}

				document.addEventListener("fullscreenchange", function () {
					updateFullscreenButton();
				});

				function updateFullscreenButton() {
					const isFullscreen = document.fullscreenElement || document.webkitFullscreenElement || document.msFullscreenElement;
					const fullscreenButtonText = isFullscreen ? "Exit" : "Expand";
					coloringFullscreenButton.querySelector(".controlslinktext").textContent = fullscreenButtonText;
				}
			});
		</script>
		
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/jquery-2.1.4.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-min.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/hammer.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/tomau.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-preload.js"></script>

		<script>
			function randomColor() {
				var colors = ["#dfeae4", "#a6cfd0", "#7b95a0", "#505d6d", "#353234", "#665d5b", "#998d86", "#cdbfb3", "#eae6da", "#eeb3b7", "#ff0000", "#df0000", "#af102e", "#550e2b", "#9c2b3b", "#e45761", "#ff9792", "#ffd5cf", "#ffe1b5", "#efaf79", "#f66d1e", "#8d4131", "#492917", "#97530f", "#dd8c00", "#fbc800", "#ffff8f", "#e4fca2", "#afe356", "#6cb328", "#38741a", "#0e3e12", "#177578", "#00bc9f", "#6becbd", "#c9fccc", "#d8e0ff", "#a6adff", "#6e6aff", "#3e32d5", "#2d1a71", "#3257be", "#409def", "#70dbff", "#bfffff", "#ffcdff", "#ee82ee", "#b44cef", "#652bbc", "#480e55", "#941887", "#ff00ff", "#e444c3", "#ff91e2"];

				var elements = document.querySelectorAll("#coloring-area svg path");

				elements.forEach(function (element) {
					var randomColor = colors[Math.floor(Math.random() * colors.length)];
					var previousFill = element.style.fill;

					// Track the change in coloringSteps
					var coloringStep = {
						target: element,
						previousFill: element.getAttribute("style")
					};

					element.style.fill = randomColor;
					ColoringBookHandler.coloringSteps.push(coloringStep);
				});
			}

			document.addEventListener("DOMContentLoaded", (event) => {
				document.querySelectorAll(".farba").forEach(input => {
					input.addEventListener("change", (event) => {
						let selectedColor = event.target.value;
						let previousDiv = event.target.previousElementSibling;

						if (previousDiv && previousDiv.classList.contains("customcolorx")) {
							previousDiv.classList.add("selectioncustomcolor");
						}

						ColoringBookHandler.currentFill = "fill:${selectedColor}";

						// Optionally, if you want to call the handlePaletteClick to simulate the same behavior
						ColoringBookHandler.handlePaletteClick({
							target: previousDiv
						});
					});
				});
			});
		
		
			function selected(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}	
			
			
			function selected_bk(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}

			function printDiv() {
				var divContents = document.getElementById("coloring-area").innerHTML;
				var a = window.open("", "", "height=1000, width=900");
				a.document.write(
					"<html><head><style>#tomauonline {position: absolute !important;top: 100pt; left: 42px; transform: scale(0.95); width: 750px !important;height:750px !important; }  g.svg-pan-zoom_viewportxxx  {transform: matrix(0.90, 0, 0, 0.90, 0, 16) !important}   @page {margin:  0cm !important;} #svg-pan-zoom-controls {display:none !important;visibility: hidden !important;} } </style></head>"
				);
				a.document.write("<body data-rsssl=1 ><div>");
				a.document.write('<div style="position: absolute; width: 100%; height: auto;text-align: center;  top: 50px;" ><img decoding="async"  src="https://tapve.com/wp-content/plugins/svgcoloringbook/img/logo.png" style="width:auto; height: 80px;" alt="TAPVE""></div>');
				a.document.write(divContents);
				a.document.write(
					'<div class="logo" style="position: absolute; width: 100%; height: auto;text-align: center;  bottom: 50px;font-family: Arial, Helvetica, sans-serif;" >© 2024 www.tapve.com <br /><br />SÁCH TÔ MÀU TRỰC TUYẾN CHO BÉ !</div>'
				);
				a.document.write("</div></body></html>");
				a.document.close();
				a.print();
			}
					let colorPicker1 = document.getElementById("colorPicker1");
					let box1 = document.getElementById("box1");
					let customcolor1 = document.getElementById("customcolor1");

					box1.style.borderColor = colorPicker1.value;

					colorPicker1.addEventListener(
						"input",
						function (event) {
							box1.style.borderColor = event.target.value;
							customcolor1.style.background = event.target.value;
							customcolor1.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker2 = document.getElementById("colorPicker2");
					let box2 = document.getElementById("box2");
					let customcolor2 = document.getElementById("customcolor2");

					box2.style.borderColor = colorPicker2.value;

					colorPicker2.addEventListener(
						"input",
						function (event) {
							box2.style.borderColor = event.target.value;
							customcolor2.style.background = event.target.value;
							customcolor2.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker3 = document.getElementById("colorPicker3");
					let box3 = document.getElementById("box3");
					let customcolor3 = document.getElementById("customcolor3");

					box3.style.borderColor = colorPicker3.value;

					colorPicker3.addEventListener(
						"input",
						function (event) {
							box3.style.borderColor = event.target.value;
							customcolor3.style.background = event.target.value;
							customcolor3.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker4 = document.getElementById("colorPicker4");
					let box4 = document.getElementById("box4");
					let customcolor4 = document.getElementById("customcolor4");

					box4.style.borderColor = colorPicker4.value;

					colorPicker4.addEventListener(
						"input",
						function (event) {
							box4.style.borderColor = event.target.value;
							customcolor4.style.background = event.target.value;
							customcolor4.style.fill = event.target.value;
						},
						false
					);
				
			$(function (f) {
				$(".zoombtn").click(function (x) {
					$(".zoomcontrols").toggleClass("zoomshow");
				});
			});
			
		</script></p>
]]></content:encoded>
					
					<wfw:commentRss>https://tapve.com/xe-lua-4/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Xe lửa</title>
		<link>https://tapve.com/xe-lua-3/</link>
					<comments>https://tapve.com/xe-lua-3/#respond</comments>
		
		<dc:creator><![CDATA[Tập Vẽ]]></dc:creator>
		<pubDate>Fri, 17 May 2024 11:46:06 +0000</pubDate>
				<category><![CDATA[Phương tiện giao thông]]></category>
		<guid isPermaLink="false">http://localhost/chatgpt4/xe-lua-3/</guid>

					<description><![CDATA[Tô màu bức tranh: Xe lửa]]></description>
										<content:encoded><![CDATA[<p>Chào mừng bạn đến với trang tô màu trực tuyến! Hôm nay, chúng ta sẽ cùng nhau thả hồn sức sáng tạo và tô màu một bức tranh đặc biệt: <strong>Xe lửa</strong>.</p>
<p>Bức tranh &#8220;Xe lửa&#8221; mô tả một chiếc tàu hỏa lớn đầy màu sắc, đang chạy trên đường ray giữa cánh đồng xanh mướt. Đèn của xe lửa phát sáng rực rỡ, tạo nên điểm nhấn lấp lánh giữa không gian tĩnh lặng. Bầu trời xanh thẳm phản chiếu trong cửa sổ của xe, tạo nên cảm giác tự do và mở rộng không gian. Bức tranh mang đến cảm giác hứng khởi và sự phấn khích của việc khám phá và du hành. .</p>
<p>Hãy thả hồn mình vào không gian màu sắc và bắt đầu tô màu cho <strong>Xe lửa</strong>. Bạn có thể lựa chọn từ bảng màu đa dạng để tạo ra một bức tranh độc đáo và đầy màu sắc. Sử dụng các công cụ như công cụ tự tô để tô màu một cách tự do và sáng tạo.</p>
<p>Hãy để trí tưởng tượng của bạn bay xa và biến bức tranh <strong>Xe lửa</strong> trở thành một tác phẩm nghệ thuật độc đáo mang lại niềm vui và sự sảng khoái cho mỗi người tham gia.</p>
<p>Chắc chắn bạn sẽ tìm thấy niềm vui và sự thư giãn trong việc tô màu bức tranh này trên trang tô màu trực tuyến. Và điều tuyệt vời hơn, bạn còn có thể in bức tranh <strong>Xe lửa</strong> đã tô màu của mình để giữ lại những khoảnh khắc sáng tạo đó!</p>
<p>Tính năng in của trang web cho phép bạn chuyển bức tranh tô màu thành một tệp PDF có thể in ra và treo trên tường hoặc tặng cho bạn bè và gia đình. Việc này giúp bạn lưu giữ những kỷ niệm đẹp đẽ và chia sẻ niềm đam mê tô màu với mọi người xung quanh.</p>
<p>Đương nhiên, trang web cũng cung cấp tính năng in trắng đen, cho phép bạn tải xuống bức tranh <strong>Xe lửa</strong> ở dạng đen trắng để bạn có thể tô màu bằng bút màu trên giấy!</p>
<p>Vì vậy, hãy bắt đầu ngay hôm nay và thể hiện sự sáng tạo của bạn không chỉ trên màn hình máy tính mà còn trên giấy với tính năng in tiện lợi này!</p>
<p><span id="more-6236"></span><section id="coloring">
            <!-- Phần bên trái -->
			<div id="coloring-left">
                <div>
                    <div id="coloring-area"><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="100%" height="100%" viewBox="0 0 800.00001 800.00001" id="tomauonline" > <g inkscape:label="pozadie" inkscape:groupmode="layer" id="Back" transform="translate(0,-252.36235)" sodipodi:insensitive="true"> <image y="308.45392" x="2.3300772" id="image5283" xlink:href="data:image/png;base64,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" style="image-rendering:optimizeQuality" preserveAspectRatio="none" height="691.88544" width="798.50378" /> </g> <g inkscape:groupmode="layer" id="Color" inkscape:label="podklad"> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 303.46529,392.11028 c -4.74945,-24.30341 -7.45066,-30.66763 -16.33608,-38.48889 -7.37966,-6.49583 -10.44297,-7.51608 -21.03174,-7.00473 -11.3796,0.54954 -16.90527,2.95121 -25.11277,10.91497 -3.19461,3.09974 -5.80838,5.25008 -5.80838,4.77855 0,-3.55486 8.71624,-13.00211 17.32395,-18.77687 6.47073,-4.34111 26.46724,-14.2997 28.77213,-14.329 1.0374,-0.0132 4.61358,-1.14751 7.94708,-2.52071 3.33351,-1.3732 6.79851,-2.49883 7.7,-2.5014 0.9015,-0.003 7.26546,-1.77388 14.14214,-3.93624 25.38746,-7.98305 39.05277,-12.12487 50.38377,-15.27083 26.67484,-7.40605 30.0056,-8.38596 34.34519,-10.10434 2.50013,-0.98999 9.15303,-3.2105 14.78424,-4.93445 12.16421,-3.72399 19.97889,-4.04637 26.48809,-1.09273 4.67281,2.12035 23.93491,15.08343 31.33167,21.0857 8.32143,6.75263 23.4392,29.14654 22.07549,32.70035 -0.59995,1.56344 -1.9853,2.09296 -13.86729,5.30048 -6.31092,1.70362 -21.23633,5.97192 -31.8198,9.09969 -2.77792,0.82097 -9.82374,2.89315 -15.65737,4.60484 -12.94108,3.79716 -27.41166,8.40016 -36.87057,11.72829 -3.88908,1.36839 -8.43477,2.84865 -10.10152,3.28946 -4.67076,1.23531 -19.31158,5.98332 -28.28427,9.17258 -4.44467,1.57982 -13.53605,4.49999 -20.20305,6.48926 -6.66701,1.98927 -14.96767,4.74591 -18.44591,6.12586 -9.78299,3.88127 -9.75675,3.8954 -11.755,-6.32984 z" id="path5301" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 533.17132,331.5706 c 0,-7.63007 -7.47994,-31.97921 -12.66664,-41.23319 -6.09964,-10.88282 -12.50221,-16.43125 -23.32446,-20.21285 l -6.80463,-2.37772 5.86619,-2.59431 c 3.22641,-1.42687 6.27038,-2.59431 6.76437,-2.59431 0.49399,0 1.68749,-0.42205 2.65222,-0.93788 0.96474,-0.51583 7.20889,-2.62266 13.8759,-4.68185 13.14922,-4.0613 28.06918,-9.1334 36.87056,-12.53429 9.12403,-3.52556 13.26896,-5.04729 20.70813,-7.60254 3.88909,-1.33585 9.5712,-3.39948 12.62691,-4.58584 3.05571,-1.18636 6.91954,-2.52141 8.58629,-2.96677 1.66676,-0.44536 7.80343,-2.47563 13.63706,-4.51171 11.72913,-4.09376 46.39909,-16.01944 62.12438,-21.36938 5.55584,-1.89016 11.77933,-3.43723 13.82998,-3.43793 2.05065,-7e-4 4.04404,-0.51188 4.42973,-1.13595 1.08105,-1.74918 9.67572,-0.34385 15.24913,2.4934 2.68232,1.3655 8.51351,5.57994 12.95818,9.36543 11.10052,9.45421 38.89087,36.80101 38.89087,38.27014 0,1.13196 -6.34682,3.41447 -29.7995,10.71682 -22.79444,7.0974 -43.22205,14.18938 -56.56854,19.63927 -7.77817,3.17612 -19.59696,7.92923 -26.26396,10.56246 -6.66701,2.63323 -18.71308,7.3917 -26.76905,10.57439 -8.05596,3.18268 -21.01117,8.29816 -28.78934,11.36772 -7.77818,3.06956 -18.57395,7.1021 -23.9906,8.9612 -5.41665,1.85911 -11.29949,4.13055 -13.07297,5.04764 -1.77348,0.91711 -4.38749,2.02692 -5.8089,2.46628 -1.42142,0.43935 -5.42545,1.93985 -8.89785,3.33445 l -6.31346,2.53564 0,-2.55832 z" id="path5303" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 562.46575,513.0208 c -2.18702,-1.36628 -14.06428,-6.55498 -18.00936,-7.86757 -1.84918,-0.61526 -6.49117,-3.19882 -10.31554,-5.74125 -7.98017,-5.30521 -21.6885,-12.54314 -24.09004,-12.71941 -0.89552,-0.0658 -0.26452,-0.40871 1.40223,-0.76216 2.65798,-0.56365 3.07005,-1.12529 3.35252,-4.56946 0.17713,-2.15975 -0.3531,-7.15797 -1.1783,-11.10714 -1.86544,-8.9275 -3.45054,-19.60002 -4.66715,-31.42398 -2.32278,-22.57449 -5.30532,-38.39289 -16.18407,-85.83487 -0.78711,-3.43259 -0.62679,-4.28577 1.10923,-5.90312 2.61486,-2.43611 1.93522,-6.00432 -2.81177,-14.7622 -6.89016,-12.7119 -16.55082,-23.98546 -26.10713,-30.46586 -6.08915,-4.12922 -7.83028,-5.97053 -5.64569,-5.97053 0.49535,0 1.19944,-1.25006 1.56464,-2.77792 1.11948,-4.68352 8.77201,-15.1034 12.723,-17.32398 6.50517,-3.65611 13.21598,-4.5439 19.82481,-2.62266 18.30126,5.32032 29.13006,22.38726 34.74411,54.75914 0.98474,5.67823 0.99562,7.60866 0.0493,8.7489 -1.93832,2.33554 0.47406,3.03606 5.55569,1.6133 2.47055,-0.69171 4.73431,-1.64987 5.03058,-2.12925 0.29626,-0.47937 1.19369,-0.87158 1.99427,-0.87158 1.0076,0 1.45562,1.16138 1.45562,3.77337 0,4.85148 4.61691,38.56985 7.0907,51.78502 0.46801,2.50013 2.73118,17.48012 5.02927,33.28889 2.29809,15.80876 4.333,28.99343 4.52202,29.29926 0.61738,0.99895 4.39004,30.54847 5.55092,43.47787 0.62354,6.94479 1.34871,13.64968 1.61148,14.89975 0.5075,2.41432 -0.90916,2.8893 -3.60134,1.20744 z" id="path5305" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 571.25937,516.78761 c -0.28264,-0.73655 -0.79975,-4.48674 -1.14912,-8.33376 -1.87462,-20.64172 -4.12525,-39.28655 -6.75822,-55.98696 -1.62047,-10.2783 -3.62218,-23.2335 -4.44824,-28.78934 -3.8149,-25.65794 -4.7832,-31.82017 -6.11107,-38.89088 -1.47999,-7.88075 -3.85337,-25.20835 -4.94776,-36.12277 -0.34873,-3.4778 -1.22101,-8.27361 -1.93841,-10.65735 l -1.30437,-4.33409 8.67925,-3.34987 c 16.14634,-6.2319 34.90548,-13.39462 42.51935,-16.23497 21.3983,-7.98264 50.33,-19.49168 73.91293,-29.40258 6.4837,-2.72483 12.14654,-4.95423 12.58409,-4.95423 0.43755,0 5.58778,-1.77212 11.44496,-3.93805 11.55439,-4.27269 35.26062,-11.83897 47.78155,-15.25036 4.31073,-1.17448 9.41002,-2.79238 11.33177,-3.59534 5.0105,-2.09352 5.57926,-1.87734 5.57926,2.12056 0,1.96926 0.65535,6.4013 1.45632,9.84898 0.80098,3.44769 2.18704,10.58692 3.08014,15.86497 3.31191,19.57289 9.53606,53.29392 11.65322,63.13454 7.77869,36.15561 13.51109,75.91062 11.37635,78.89651 -0.43834,0.61312 -4.50196,3.4038 -9.03027,6.20151 l -8.2333,5.08676 -4.19651,-4.27594 c -6.38493,-6.50576 -11.41023,-8.83235 -20.24808,-9.37435 -23.44379,-1.43774 -42.15251,12.77178 -45.06591,34.22816 -0.56704,4.17607 -0.96372,4.76183 -3.57904,5.28489 -3.5702,0.71404 -13.6634,4.56017 -29.87994,11.38612 -3.13711,1.32049 -3.38077,1.24949 -6.06091,-1.76607 -4.7855,-5.38442 -9.17023,-6.97655 -19.16713,-6.95974 -16.77901,0.0282 -29.5935,4.88407 -38.44376,14.56766 -5.57092,6.09547 -8.45413,12.45865 -10.37343,22.8939 -0.654,3.55583 -1.52683,7.147 -1.93963,7.98037 -0.41279,0.83338 -3.21273,2.01063 -6.22207,2.61613 -3.00935,0.60549 -6.45696,1.62827 -7.66135,2.27284 -2.84327,1.52167 -4.00868,1.47967 -4.64067,-0.16725 z m 8.00436,-96.23831 c 3.26175,-1.44275 7.31703,-3.23928 9.01174,-3.9923 1.69471,-0.75301 7.37682,-2.77593 12.62691,-4.49539 17.4134,-5.70305 21.55295,-7.90706 22.0076,-11.71745 0.43677,-3.66053 -4.5807,-38.58922 -7.55665,-52.60497 -1.63081,-7.68059 -2.6889,-8.81963 -7.25845,-7.81376 -9.67233,2.12914 -34.92161,10.52461 -41.58852,13.82833 l -6.56599,3.25372 0.25662,9.59645 c 0.35783,13.38091 5.49113,51.02334 7.47319,54.80077 1.29007,2.45863 4.66402,2.20969 11.59355,-0.8554 z m 74.65737,-23.5959 c 4.34834,-2.19765 12.48295,-5.63588 18.0769,-7.64052 5.59396,-2.00463 13.16178,-4.97952 16.81739,-6.61088 3.6556,-1.63134 7.22625,-2.96609 7.93477,-2.96609 1.72617,0 1.22543,-3.80004 -3.19464,-24.24366 -4.69771,-21.72765 -6.66398,-34.91267 -5.51315,-36.96907 1.82483,-3.2608 -0.86315,-3.51849 -11.00166,-1.05472 -9.90402,2.40679 -14.94656,3.97539 -29.69656,9.23782 -8.52021,3.03979 -10.90982,4.16408 -13.33055,6.2719 -1.50448,1.31001 -1.54161,1.98299 -0.34124,6.18365 1.33006,4.6545 2.83601,13.31962 6.086,35.01824 2.73521,18.2617 4.60177,26.76904 5.87328,26.76904 0.21087,0 3.94112,-1.79807 8.28946,-3.99571 z m 66.81948,-26.71083 c 3.23123,-1.33225 9.73879,-4.01931 14.46125,-5.97126 4.72247,-1.95193 10.85914,-4.30219 13.63706,-5.22278 7.8578,-2.60406 11.96809,-4.87523 13.16122,-7.27236 0.7948,-1.59683 0.75491,-5.06228 -0.14535,-12.62691 -0.68243,-5.73433 -2.00938,-18.15372 -2.94878,-27.59865 -1.88335,-18.93561 -3.09215,-24.04005 -5.81723,-24.5648 -4.40422,-0.84809 -48.19149,19.23681 -48.19149,22.10507 0,0.96464 0.9209,7.14025 2.04646,13.72357 1.12554,6.58332 2.48815,17.65178 3.02801,24.59658 1.16085,14.93322 3.00601,25.25381 4.51501,25.25381 0.20838,0 3.02261,-1.09002 6.25384,-2.42227 z" id="path5307" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 568.54896,402.71688 c -1.04657,-7.14739 -2.30085,-17.22267 -4.74726,-38.13326 l -0.53181,-4.54568 8.94184,-3.72269 c 7.37656,-3.07102 28.00268,-9.91437 29.8823,-9.91437 0.28241,0 0.79528,1.47735 1.13971,3.28299 0.34443,1.80565 1.07016,5.43221 1.61274,8.05903 0.54259,2.62682 1.69637,11.94548 2.56398,20.70813 0.8676,8.76265 1.79111,16.62721 2.05223,17.47679 0.356,1.15827 -1.10393,1.99754 -5.83595,3.35494 -3.4709,0.99564 -12.35848,4.05072 -19.75018,6.78907 -7.3917,2.73834 -13.58972,4.97881 -13.77339,4.97881 -0.18366,0 -0.88306,-3.75019 -1.55421,-8.33376 z" id="path5309" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 644.88273,381.50368 c -0.27888,-1.80565 -1.44514,-10.32881 -2.59167,-18.94036 -1.14653,-8.61155 -2.75183,-18.15749 -3.56732,-21.21321 -0.8155,-3.05571 -1.48812,-5.64821 -1.49471,-5.7611 -0.0622,-1.06534 31.89405,-12.42164 34.95409,-12.42164 1.07567,0 3.925,7.33752 5.884,15.15229 0.34818,1.38896 1.52327,5.93464 2.61131,10.10152 1.08804,4.16688 2.27647,11.32634 2.64096,15.9099 l 0.66271,8.33376 -3.71642,0 c -4.6135,0 -13.17967,2.84319 -24.3927,8.09616 -4.72628,2.21412 -9.01848,4.02567 -9.53821,4.02567 -0.51973,0 -1.17315,-1.47734 -1.45204,-3.28299 z" id="path5311" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 715.69122,355.23971 c -0.2952,-1.25006 -0.83681,-5.90939 -1.20357,-10.35406 -0.36676,-4.44467 -1.53821,-13.254 -2.60323,-19.57628 -1.06502,-6.32228 -1.9364,-12.37517 -1.9364,-13.45087 0,-1.52137 3.19747,-3.48203 14.39467,-8.82667 7.91707,-3.77898 16.25057,-7.57885 18.51887,-8.44417 l 4.1242,-1.57331 1.19524,23.41027 c 0.65738,12.87565 1.18798,24.77755 1.17911,26.44869 -0.0157,2.95116 -0.31349,3.1382 -10.3702,6.51314 -5.69474,1.91109 -12.75351,4.52128 -15.68617,5.80041 -6.57904,2.86957 -6.94675,2.87212 -7.61252,0.0528 z" id="path5313" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 691.26115,373.73723 c -2.85332,-1.81668 -3.18921,-2.51967 -3.58128,-7.49516 -0.73465,-9.32305 -2.84718,-19.74315 -6.78413,-33.46279 -0.40557,-1.41338 -0.73741,-3.03343 -0.73741,-3.60012 0,-1.00982 -1.08073,-4.11838 -2.01034,-5.78246 -0.52304,-0.93627 0.88326,-2.1402 3.17051,-2.71426 1.16906,-0.29341 1.31097,-0.13173 1.86415,2.12375 0.80071,3.26478 1.959,10.93993 2.5408,16.83601 0.26041,2.63903 0.68768,5.48008 0.94949,6.31346 0.26182,0.83337 0.62906,2.70821 0.8161,4.16631 0.18704,1.4581 0.52823,2.76737 0.7582,2.9095 0.22997,0.14213 0.57757,1.7902 0.77246,3.66237 0.19488,1.87217 0.49596,3.63124 0.66906,3.90903 0.1731,0.27779 0.57797,1.6415 0.89972,3.03046 1.01367,4.37595 1.76094,7.03556 2.28487,8.13211 0.27884,0.58357 0.4299,1.52047 0.3357,2.082 -0.16925,1.00886 -0.19234,1.00755 -1.9479,-0.11021 z" id="path5315" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 647.40944,393.91414 c -0.77302,-1.69661 -0.74771,-4.51669 0.0465,-5.17579 0.34794,-0.28876 1.8821,-1.0133 3.40927,-1.61008 1.52716,-0.59679 4.02672,-1.66335 5.55457,-2.37013 3.28592,-1.52008 4.93354,-2.2478 8.33376,-3.6809 1.38896,-0.5854 2.90877,-1.27664 3.37735,-1.53607 2.20331,-1.21991 6.92928,-2.52332 9.14915,-2.52332 1.353,0 3.93047,-0.39183 5.72773,-0.87073 2.94144,-0.78378 3.40362,-0.79446 4.62858,-0.1069 0.74847,0.4201 1.28268,0.98239 1.18714,1.24953 -0.29745,0.8317 -5.67092,3.47454 -8.18898,4.0276 -0.85489,0.18776 -2.16406,0.65949 -2.90928,1.04829 -0.74521,0.38879 -1.73927,0.7083 -2.20901,0.71001 -0.46974,0.002 -0.99454,0.2304 -1.16623,0.50819 -0.17168,0.27779 -0.65213,0.50507 -1.06767,0.50507 -0.72347,0 -4.53486,1.52035 -6.37535,2.5431 -0.48237,0.26805 -1.11987,0.48736 -1.41667,0.48736 -0.2968,0 -1.60677,0.46698 -2.91104,1.03773 -1.30427,0.57075 -2.82597,1.23486 -3.38156,1.47579 -4.41869,1.91617 -9.82993,4.62319 -10.09323,5.04921 -0.52355,0.84712 -1.07241,0.59845 -1.69499,-0.76796 z" id="path5317" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 617.52887,398.74575 c 0,-0.2725 -0.53125,-0.62879 -1.18055,-0.79175 -1.60662,-0.40324 -2.7167,-3.15768 -3.1452,-7.80417 -0.19213,-2.08344 -0.53791,-4.02708 -0.76839,-4.31921 -0.23048,-0.29212 -0.6597,-4.2696 -0.95383,-8.83883 -0.64363,-9.99842 -1.37171,-16.09689 -2.01421,-16.87106 -0.26103,-0.31452 -0.6299,-2.15298 -0.81971,-4.08547 -0.1898,-1.93249 -0.51063,-3.7409 -0.71295,-4.01869 -0.20232,-0.27779 -0.50672,-1.73801 -0.67646,-3.24494 -0.16973,-1.50692 -0.59761,-2.91847 -0.95084,-3.13678 -0.8506,-0.5257 0.92693,-1.91343 2.47977,-1.93597 1.47157,-0.0214 1.77091,0.57029 2.54728,5.0347 0.36232,2.08343 0.98073,5.60634 1.37426,7.82868 0.39352,2.22233 0.95877,5.74524 1.2561,7.82868 0.29733,2.08344 0.76972,5.06759 1.04976,6.63146 0.28003,1.56386 0.71534,5.02279 0.96736,7.68652 0.25201,2.66373 0.59782,5.06904 0.76846,5.34514 0.17064,0.27611 0.52521,3.06749 0.78794,6.20308 0.26273,3.13559 0.60581,6.43974 0.76241,7.34256 0.17114,0.98665 0.0741,1.6415 -0.24324,1.6415 -0.29038,0 -0.52796,-0.22295 -0.52796,-0.49545 z" id="path5319" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 717.0289,365.16359 c 0,-0.9351 -0.1265,-2.02983 -0.28111,-2.43273 -0.16668,-0.43437 0.0903,-0.84531 0.63135,-1.00958 0.50185,-0.15237 3.7535,-1.44733 7.2259,-2.8777 7.24542,-2.98457 9.09113,-3.67771 13.63706,-5.12125 1.80565,-0.57338 4.19213,-1.33872 5.3033,-1.70076 1.11117,-0.36204 3.61921,-1.05379 5.57343,-1.53722 3.32273,-0.82197 3.65841,-0.82452 5.17703,-0.0392 1.63883,0.84747 2.15747,1.80949 0.99256,1.84111 -0.34724,0.009 -1.54048,0.45628 -2.65165,0.99301 -1.11116,0.53673 -2.40463,0.98359 -2.87438,0.99302 -0.46974,0.009 -0.99454,0.24442 -1.16623,0.52221 -0.17168,0.27779 -0.99835,0.50508 -1.83703,0.50508 -0.83869,0 -3.26858,0.81365 -5.39977,1.80811 -2.13118,0.99446 -4.44308,2.04117 -5.13756,2.32602 -0.69448,0.28484 -1.94455,0.82705 -2.77792,1.2049 -0.83338,0.37785 -2.14241,0.83367 -2.90896,1.01293 -0.76656,0.17926 -1.51865,0.52804 -1.67131,0.77506 -0.15267,0.24701 -0.61756,0.44912 -1.03309,0.44912 -0.41554,0 -1.82265,0.46698 -3.12692,1.03773 -4.12133,1.80351 -4.35737,1.89857 -6.03321,2.4299 -1.62992,0.51676 -1.64149,0.50844 -1.64149,-1.17975 z" id="path5323" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 570.81202,417.43627 c -0.37315,-1.69896 -0.0303,-2.5377 1.03726,-2.5377 0.40029,0 0.7278,-0.22729 0.7278,-0.50508 0,-0.27779 0.39775,-0.50648 0.88389,-0.50819 0.48613,-0.002 1.51851,-0.33414 2.29417,-0.73873 0.77567,-0.40459 2.1987,-0.88352 3.16231,-1.0643 0.96361,-0.18077 1.87656,-0.53019 2.02878,-0.77649 0.15222,-0.2463 0.6611,-0.44922 1.13084,-0.45094 0.46974,-0.002 1.48871,-0.33413 2.26437,-0.73873 0.77566,-0.40459 2.19619,-0.88305 3.15673,-1.06325 0.96054,-0.18019 1.74643,-0.50381 1.74643,-0.71915 0,-0.21533 1.01748,-0.5441 2.26107,-0.73058 1.24359,-0.18649 2.3812,-0.53345 2.52803,-0.77102 0.14683,-0.23757 1.17371,-0.58514 2.28197,-0.77238 1.10825,-0.18724 2.13103,-0.52816 2.27284,-0.75761 0.14181,-0.22945 1.2226,-0.5763 2.40176,-0.77078 1.17916,-0.19447 2.37121,-0.52948 2.649,-0.74445 0.2778,-0.21498 1.52786,-0.54436 2.77792,-0.73196 1.25007,-0.18761 2.97726,-0.70111 3.83822,-1.14112 1.03674,-0.52986 2.05595,-0.6769 3.01806,-0.43542 l 1.45269,0.3646 -1.2503,0.96096 c -0.68766,0.52853 -1.99147,1.10532 -2.89737,1.28175 -0.90589,0.17643 -1.77162,0.5223 -1.92384,0.7686 -0.15222,0.2463 -0.6611,0.44922 -1.13084,0.45093 -0.46974,0.002 -1.46053,0.31952 -2.20176,0.70624 -0.74122,0.38673 -2.2742,0.85967 -3.40662,1.05099 -1.13241,0.19132 -2.17496,0.53559 -2.31677,0.76504 -0.1418,0.22945 -1.16458,0.57037 -2.27284,0.75761 -1.10826,0.18724 -2.14326,0.54794 -2.3,0.80157 -0.15675,0.25362 -0.66933,0.46884 -1.13907,0.47826 -0.46974,0.009 -1.76322,0.45628 -2.87438,0.99302 -1.11117,0.53673 -2.40464,0.98359 -2.87438,0.99301 -0.46975,0.009 -0.98374,0.22694 -1.14222,0.48336 -0.15847,0.25642 -0.96738,0.6154 -1.79757,0.79774 -0.83019,0.18234 -1.50944,0.54076 -1.50944,0.79648 0,0.25572 -0.3534,0.46494 -0.78532,0.46494 -0.83667,0 -3.97348,1.30444 -7.97386,3.31592 -3.15567,1.58674 -3.71724,1.54949 -4.11756,-0.27314 z" id="path5325" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 756.22336,346.40429 c -2.00067,-1.75884 -2.29686,-3.47 -3.09376,-17.87377 -0.37654,-6.8059 -0.93535,-16.92005 -1.24179,-22.47589 -0.30645,-5.55584 -0.49013,-11.23795 -0.40818,-12.62691 l 0.14899,-2.52538 0.59496,2.02031 c 0.87125,2.95849 2.8751,20.27199 3.41975,29.54696 0.17128,2.91681 0.63358,7.57614 1.02733,10.35406 0.39375,2.77792 0.9687,6.86904 1.27766,9.09138 0.30896,2.22233 0.6761,4.43835 0.81586,4.92449 0.36756,1.27847 -0.8236,1.07442 -2.54082,-0.43525 z" id="path5327" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 730.0773,493.43853 c -0.13856,-0.13856 -2.15636,-0.50823 -4.48399,-0.82148 -4.58749,-0.61738 -7.78249,-2.03972 -12.46772,-5.55034 -2.69905,-2.02239 -6.70329,-5.93394 -6.70329,-6.54813 0,-0.57094 1.12903,-1.24892 4.04061,-2.42636 1.52785,-0.61787 3.23248,-1.32095 3.78807,-1.5624 2.72731,-1.18527 9.02034,-3.54748 9.45063,-3.54748 0.26813,0 1.88797,-0.64842 3.59966,-1.44094 3.44705,-1.596 6.39514,-3.84347 6.39514,-4.87532 0,-0.36885 0.23143,-0.74777 0.51429,-0.84206 0.64513,-0.21504 1.23887,-4.98198 0.81741,-6.56279 -0.54761,-2.05396 -3.45107,-4.83678 -5.65601,-5.42102 -2.0227,-0.53594 -7.37918,0.14134 -11.58559,1.4649 -6.62737,2.08532 -8.59007,2.83097 -13.07437,4.96712 -0.60335,0.28741 -0.1205,-7.47563 0.54458,-8.75563 0.28868,-0.55559 1.25528,-2.52228 2.14799,-4.37043 2.91813,-6.04126 6.87417,-10.04895 13.27876,-13.45209 3.19896,-1.69979 8.47117,-3.64323 9.88348,-3.64323 0.49892,0 1.19115,-0.2841 1.53828,-0.63134 0.4536,-0.45375 2.96099,-0.63135 8.91371,-0.63135 5.95215,0 8.46046,0.17764 8.9148,0.63135 0.34772,0.34724 0.95478,0.63134 1.34902,0.63134 1.23256,0 6.66605,3.57326 9.13351,6.00653 6.31236,6.22488 9.10174,12.49959 9.11755,20.50998 0.0108,5.46209 -0.80812,8.94233 -3.35945,14.27716 -1.50487,3.1467 -9.66528,11.71895 -13.81362,14.51077 -1.23715,0.83259 -2.363,1.64704 -2.5019,1.80989 -0.97299,1.14077 -8.22355,4.81036 -11.00632,5.57042 -3.17043,0.86593 -8.20864,1.26951 -8.77523,0.70293 z" id="path5329" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 634.05776,505.50531 c -0.16885,-0.16885 -0.0743,-0.68024 0.21009,-1.13643 0.36543,-0.58616 0.30615,-1.44109 -0.20213,-2.91489 -1.04593,-3.0328 -0.0485,-4.76175 5.00158,-8.66939 1.15114,-0.89073 2.21935,-1.61952 2.37379,-1.61952 0.15444,0 1.25815,-0.63424 2.4527,-1.40944 1.19454,-0.77519 4.10381,-2.17266 6.46504,-3.10549 4.05139,-1.60055 7.55917,-3.12632 13.38452,-5.82185 2.15645,-0.99785 10.39808,-4.48622 13.63706,-5.77205 0.55558,-0.22056 2.26022,-0.80245 3.78807,-1.29309 1.52786,-0.49063 3.8007,-1.33803 5.05076,-1.8831 2.66064,-1.16012 5.39482,-2.33065 6.81853,-2.91907 2.03101,-0.8394 5.59986,-1.97145 7.30703,-2.31781 0.96315,-0.1954 2.09958,-0.54569 2.52538,-0.77842 0.42581,-0.23272 1.91062,-0.89365 3.29958,-1.46872 1.38896,-0.57507 2.92004,-1.26489 3.40241,-1.53294 0.48237,-0.26805 1.16422,-0.48876 1.51523,-0.49048 0.351,-0.002 1.24792,-0.32121 1.99313,-0.71001 0.74522,-0.38879 2.10892,-0.86869 3.03046,-1.06643 0.92154,-0.19775 1.90281,-0.50327 2.1806,-0.67895 0.43964,-0.27803 2.78134,-0.84131 7.95783,-1.9142 1.96583,-0.40744 4.92161,1.87129 4.92161,3.79425 0,1.74603 -2.34506,3.9904 -5.80837,5.55897 -1.38896,0.62908 -2.87377,1.3279 -3.29958,1.55294 -0.42581,0.22504 -1.5028,0.5692 -2.39332,0.76479 -0.89052,0.19559 -1.74879,0.56542 -1.90726,0.82184 -0.15848,0.25642 -0.75177,0.46621 -1.31843,0.46621 -0.56665,0 -1.74648,0.32397 -2.62184,0.71992 -5.58062,2.52432 -8.02674,3.56214 -10.93547,4.63962 -1.80565,0.66887 -3.85121,1.46516 -4.54568,1.76954 -2.19808,0.96338 -4.22319,1.80739 -6.566,2.73652 -2.94603,1.16837 -8.72929,3.96592 -11.61675,5.61942 -2.42032,1.38598 -21.10597,10.76236 -25.75889,12.92569 -1.52786,0.71036 -4.14163,1.89862 -5.80838,2.64056 -1.66675,0.74195 -3.74666,1.67297 -4.62202,2.06892 -0.87535,0.39596 -2.05518,0.71992 -2.62184,0.71992 -0.56665,0 -1.17075,0.22729 -1.34243,0.50508 -0.33426,0.54084 -5.43438,0.71072 -5.94701,0.19809 z" id="path5331" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 628.4349,535.68766 c -0.1459,-0.23606 -2.35133,-0.56435 -4.90098,-0.72954 -2.54964,-0.16518 -4.87562,-0.54025 -5.16885,-0.83348 -0.29324,-0.29323 -0.84109,-0.53315 -1.21746,-0.53315 -0.37637,0 -1.6378,-0.42107 -2.80318,-0.93572 -1.16537,-0.51465 -2.45979,-1.08141 -2.87647,-1.25948 -0.84565,-0.36137 -2.64181,-1.456 -3.03046,-1.84683 -0.1389,-0.13968 -1.19007,-0.88956 -2.33594,-1.66641 -2.6908,-1.82424 -7.51498,-6.84843 -7.97871,-8.30949 -0.19801,-0.6239 -0.55393,-1.13436 -0.79093,-1.13436 -0.237,0 -0.58886,-0.73867 -0.78191,-1.6415 -0.19304,-0.90282 -0.56796,-1.91126 -0.83315,-2.24098 -1.06975,-1.33008 0.49051,-15.31042 1.7087,-15.31042 0.22294,0 0.40674,-0.39774 0.40845,-0.88388 0.002,-0.48613 0.32121,-1.4936 0.71001,-2.23882 0.38879,-0.74522 0.86002,-2.0521 1.04717,-2.90419 0.18715,-0.85209 0.53144,-1.54925 0.76509,-1.54925 0.23365,0 0.57457,-0.68185 0.75761,-1.51523 0.18304,-0.83337 0.54203,-1.51523 0.79775,-1.51523 0.25572,0 0.46494,-0.30219 0.46494,-0.67154 0,-2.77022 14.49713,-13.88501 18.208,-13.95987 0.43058,-0.009 0.99879,-0.21785 1.26269,-0.46479 1.42043,-1.32917 13.00244,-2.69733 20.43034,-2.4134 7.07464,0.27043 8.81766,0.87027 12.74079,4.38462 2.56124,2.29436 2.35377,3.14716 -1.17754,4.84025 -11.39298,5.4624 -15.0995,7.47842 -19.41047,10.55758 -3.85082,2.75048 -4.75165,4.65443 -5.12844,10.83922 -0.3013,4.94559 -0.29336,4.99191 1.07268,6.25791 2.34539,2.17364 8.91187,2.40758 13.67075,0.48704 3.84146,-1.5503 23.35138,-10.35614 24.65967,-11.13019 0.58367,-0.34533 0.11479,8.22124 -0.60049,10.97115 -1.20122,4.61807 -2.5422,6.56427 -8.70028,12.6269 -2.68058,2.63903 -5.19274,5.02551 -5.58259,5.3033 -3.98921,2.84258 -5.83336,3.99933 -8.81628,5.53007 -1.91698,0.98374 -3.83771,1.78972 -4.26828,1.79108 -0.43058,0.002 -1.00375,0.22334 -1.27371,0.4933 -0.26996,0.26996 -2.14086,0.64419 -4.15756,0.83162 -2.01669,0.18744 -3.7866,0.53477 -3.93313,0.77185 -0.34522,0.55858 -2.59288,0.56 -2.93783,0.002 l 0,-1.7e-4 z" id="path5333" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 333.30386,517.35926 c -0.0658,-6.14618 -0.32242,-11.42906 -0.5703,-11.73973 -0.24788,-0.31066 -0.61468,-3.63319 -0.81513,-7.38338 -0.20044,-3.75019 -0.51202,-7.04581 -0.69239,-7.3236 -0.18038,-0.2778 -0.59393,-3.45978 -0.91901,-7.07107 -0.32509,-3.6113 -0.94014,-8.49791 -1.36679,-10.85914 -0.42666,-2.36123 -1.02404,-5.88414 -1.32752,-7.82868 -0.30348,-1.94455 -0.74017,-3.88561 -0.97043,-4.31347 -0.23026,-0.42786 -0.58546,-2.24614 -0.78934,-4.04061 -0.20387,-1.79447 -0.54398,-3.48996 -0.75579,-3.76775 -0.21181,-0.2778 -0.54869,-1.6415 -0.74862,-3.03046 -0.19994,-1.38896 -0.5413,-2.75267 -0.75858,-3.03046 -0.21728,-0.27779 -0.49931,-2.20971 -0.62673,-4.29315 -0.12742,-2.08344 -0.49617,-4.24264 -0.81944,-4.79822 -0.32328,-0.55559 -0.80745,-2.82843 -1.07595,-5.05077 -0.94179,-7.79523 -1.58691,-11.63593 -2.3148,-13.78098 -0.40392,-1.19032 -0.7344,-3.27928 -0.7344,-4.64214 0,-1.36286 -0.20152,-2.60247 -0.44782,-2.75469 -0.2463,-0.15222 -0.60756,-1.1316 -0.80281,-2.17638 -0.19525,-1.04479 -0.53054,-2.1269 -0.74509,-2.4047 -0.21456,-0.27779 -0.5308,-1.58467 -0.70276,-2.90418 -0.23487,-1.80228 -0.14774,-2.39912 0.35024,-2.39912 1.91253,0 10.62694,-3.13429 11.17358,-4.01877 0.15508,-0.25092 1.58526,-0.61381 3.17818,-0.80642 1.59293,-0.19262 3.12352,-0.51982 3.40131,-0.72711 0.27779,-0.20729 1.41369,-0.54104 2.52422,-0.74165 1.11053,-0.20061 2.13331,-0.51436 2.27284,-0.6972 0.13954,-0.18285 1.39012,-0.73413 2.77908,-1.22507 5.16998,-1.82739 17.27404,-5.82802 20.20305,-6.67752 1.66675,-0.48341 4.96238,-1.50992 7.32361,-2.28115 2.36123,-0.77123 5.65685,-1.77899 7.3236,-2.23947 9.21689,-2.5464 20.71814,-6.37111 27.02159,-8.98597 4.66758,-1.93624 7.51692,-2.78986 14.00575,-4.19589 1.73064,-0.375 3.88984,-0.99579 4.79822,-1.37953 2.88749,-1.2198 6.63683,-2.464 8.72268,-2.89459 1.11117,-0.22937 2.92944,-0.76785 4.04061,-1.19662 1.11117,-0.42876 2.51328,-0.78955 3.1158,-0.80174 0.60252,-0.0122 1.73894,-0.34378 2.52538,-0.73687 0.78644,-0.39308 2.67995,-0.97509 4.20781,-1.29336 4.32045,-0.89998 14.14214,-4.09983 14.14214,-4.60743 0,-0.25057 0.88303,-0.45558 1.9623,-0.45558 1.07927,0 3.06801,-0.32943 4.41942,-0.73207 4.55106,-1.35595 7.99138,-2.23222 12.05356,-3.07011 2.22233,-0.45839 4.95734,-1.15413 6.0778,-1.54609 3.2838,-1.14873 4.71397,-0.95666 5.03601,0.67632 0.68948,3.49618 1.29348,6.27069 2.28152,10.48033 2.035,8.67031 3.78936,16.32308 4.80513,20.96067 0.45634,2.08343 1.13124,5.15177 1.49977,6.81853 0.36854,1.66675 1.04728,5.07601 1.50831,7.57614 0.46102,2.50013 1.15263,6.25032 1.53688,8.33376 0.84399,4.57612 2.10908,12.12816 2.49594,14.89975 0.15511,1.11117 0.49996,3.38401 0.76634,5.05076 0.591,3.69776 1.71473,12.33393 2.79311,21.46574 0.44286,3.75019 1.03071,8.29588 1.30633,10.10153 0.27562,1.80565 0.72824,4.97086 1.00583,7.0338 0.27758,2.06295 0.60237,3.90885 0.72174,4.102 0.20859,0.3375 1.59513,8.34844 2.1079,12.17872 l 0.24751,1.84878 -3.20546,0.23889 c -1.76301,0.13138 -4.79646,0.58928 -6.741,1.01754 -1.94454,0.42827 -5.12652,1.11883 -7.07107,1.53459 -1.94454,0.41576 -5.01288,1.09954 -6.81853,1.5195 -3.06033,0.71179 -5.14049,1.22156 -12.87944,3.1563 -9.58826,2.39706 -9.24431,2.31458 -18.68782,4.48155 -6.07124,1.39315 -10.49298,2.31242 -13.63706,2.83511 -1.66676,0.27709 -3.48503,0.70784 -4.04061,0.95722 -0.55559,0.24938 -1.80565,0.60654 -2.77792,0.7937 -0.97228,0.18715 -1.99505,0.51264 -2.27285,0.72332 -0.27779,0.21067 -1.64149,0.54662 -3.03045,0.74655 -1.38896,0.19994 -2.75267,0.54086 -3.03046,0.75762 -0.27779,0.21675 -1.57938,0.54954 -2.89242,0.73953 -1.31303,0.18999 -2.50118,0.52962 -2.64031,0.75475 -0.13914,0.22513 -1.38516,0.55951 -2.76894,0.74307 -1.38378,0.18357 -2.63614,0.52823 -2.78304,0.76591 -0.1469,0.23769 -1.28736,0.58516 -2.53437,0.77216 -1.247,0.187 -2.38118,0.5243 -2.5204,0.74955 -0.13921,0.22525 -1.17721,0.55732 -2.30667,0.73793 -1.12946,0.1806 -2.44138,0.53588 -2.91538,0.7895 -0.474,0.25362 -1.88461,0.71834 -3.13467,1.03271 -5.40019,1.35805 -6.36767,1.62707 -7.32361,2.0364 -0.55558,0.2379 -1.80564,0.58568 -2.77792,0.77283 -0.97227,0.18715 -1.99505,0.51168 -2.27284,0.72117 -0.27779,0.20949 -1.38537,0.53972 -2.46129,0.73384 -1.07592,0.19413 -2.32598,0.54918 -2.77792,0.78902 -0.45194,0.23984 -1.84448,0.69095 -3.09455,1.00247 -1.25006,0.31152 -3.52291,0.90543 -5.05076,1.31979 -1.52786,0.41437 -3.68706,0.97456 -4.79823,1.24486 -1.11116,0.2703 -2.47487,0.69527 -3.03045,0.94439 -1.49108,0.66857 -5.14664,1.56607 -8.5863,2.10807 -1.66675,0.26264 -3.38012,0.67083 -3.80749,0.90709 -0.42737,0.23626 -1.73307,0.59108 -2.90155,0.78849 -1.16847,0.19742 -2.25275,0.56644 -2.40949,0.82006 -0.15675,0.25363 -0.78297,0.46253 -1.39161,0.46424 -0.60864,0.002 -1.75763,0.34264 -2.55331,0.75762 -0.79568,0.41497 -1.81846,0.7559 -2.27284,0.75761 -0.45438,0.002 -1.43587,0.32122 -2.18109,0.71001 -0.74521,0.3888 -2.08948,0.86824 -2.98725,1.06542 -0.89777,0.19718 -2.65156,0.90046 -3.89732,1.56283 -1.24575,0.66238 -2.28798,1.20284 -2.31605,1.20103 -0.0281,-0.002 -0.10487,-5.03199 -0.17065,-11.17818 z m 14.17898,-42.26193 c 0.32331,-0.25402 1.56372,-0.6108 2.75647,-0.79284 1.19275,-0.18205 2.55646,-0.5385 3.03046,-0.79212 0.80487,-0.43065 2.47382,-0.89909 7.42782,-2.08483 1.11116,-0.26597 2.47487,-0.69327 3.03045,-0.94956 2.2503,-1.0381 12.69103,-2.93981 19.66312,-3.58152 3.03654,-0.27949 5.76395,-0.70343 6.06091,-0.9421 0.29697,-0.23868 1.5089,-0.59378 2.69319,-0.78912 3.01471,-0.49726 4.86911,-2.48897 5.57089,-5.98339 0.56504,-2.81353 0.20886,-5.58948 -2.21488,-17.2617 -0.40378,-1.94455 -0.95404,-4.7856 -1.22279,-6.31346 -0.26875,-1.52785 -0.70675,-3.57341 -0.97333,-4.54568 -0.26657,-0.97227 -0.96971,-4.04061 -1.56253,-6.81853 -0.59282,-2.77792 -1.21166,-5.39169 -1.37521,-5.80838 -0.67332,-1.71554 -2.65777,-10.57788 -3.9018,-17.42513 -1.73781,-9.56499 -2.15359,-10.64187 -4.28778,-11.10533 -1.74471,-0.37889 -11.36055,1.47984 -14.40918,2.78527 -0.55558,0.2379 -1.80564,0.58567 -2.77792,0.77282 -0.97227,0.18715 -1.99505,0.51562 -2.27284,0.72993 -0.27779,0.2143 -1.46984,0.54876 -2.649,0.74324 -1.17916,0.19447 -2.25995,0.54132 -2.40176,0.77077 -0.14181,0.22945 -1.16459,0.57037 -2.27284,0.75761 -1.10826,0.18724 -2.14326,0.54794 -2.30001,0.80156 -0.15674,0.25363 -0.66933,0.46253 -1.13907,0.46425 -0.46974,0.002 -1.50508,0.34263 -2.30077,0.75761 -0.79568,0.41498 -1.70481,0.7559 -2.0203,0.75761 -0.31549,0.002 -1.18333,0.32122 -1.92855,0.71001 -0.74522,0.3888 -2.10892,0.86822 -3.03046,1.06537 -0.92153,0.19715 -1.9028,0.53326 -2.18059,0.74689 -0.2778,0.21364 -1.30058,0.55457 -2.27285,0.75762 -0.97227,0.20305 -1.99505,0.54059 -2.27284,0.75008 -0.27779,0.20949 -1.33528,0.53032 -2.34998,0.71296 -2.82582,0.50862 -4.34364,3.66621 -3.0025,6.24623 0.25074,0.48236 0.6902,2.24073 0.97656,3.90748 0.28637,1.66675 0.89385,4.73509 1.34997,6.81853 1.03772,4.74005 2.13934,12.15754 2.92547,19.69798 0.33306,3.1946 0.75164,6.03566 0.93018,6.31345 0.17854,0.27779 0.48896,3.68706 0.68981,7.57614 0.20085,3.88909 0.53513,7.29836 0.74284,7.57615 0.2077,0.27779 0.5215,3.30968 0.69732,6.73753 0.17581,3.42785 0.46625,6.46964 0.64542,6.75953 0.38463,0.62235 7.02897,0.18414 7.9289,-0.52293 z m 79.00778,-22.80271 c 0.94066,-0.51982 4.22641,-1.30464 8.70572,-2.0794 1.52785,-0.26426 3.23248,-0.68519 3.78807,-0.9354 0.94406,-0.42515 1.9837,-0.71693 7.44987,-2.09082 1.18062,-0.29675 2.49658,-0.72342 2.92434,-0.94817 0.42778,-0.22475 1.9617,-0.57146 3.40871,-0.77048 1.44701,-0.19901 2.74508,-0.54654 2.8846,-0.77228 0.13951,-0.22575 1.44665,-0.57083 2.90475,-0.76686 1.45809,-0.19602 2.87837,-0.53279 3.15616,-0.74837 0.27779,-0.21558 1.75514,-0.55651 3.283,-0.75762 1.52785,-0.2011 3.0052,-0.53881 3.28299,-0.75045 0.27779,-0.21165 1.52786,-0.53796 2.77792,-0.72513 1.25007,-0.18718 3.18198,-0.96677 4.29315,-1.73242 l 2.02031,-1.3921 -0.0803,-3.50833 c -0.0997,-4.35976 -1.07073,-12.25817 -1.67313,-13.60985 -0.24761,-0.55558 -0.59836,-2.12315 -0.77944,-3.48349 -0.18109,-1.36034 -0.53172,-2.83769 -0.77918,-3.283 -0.50249,-0.90423 -1.28841,-5.33083 -2.0269,-11.41625 -0.26969,-2.22234 -0.70028,-4.49518 -0.95688,-5.05076 -0.25659,-0.55559 -0.61814,-2.48751 -0.80344,-4.29315 -0.18529,-1.80565 -0.51159,-3.51028 -0.7251,-3.78807 -0.21351,-0.2778 -0.55182,-2.32336 -0.7518,-4.54569 -0.19998,-2.22234 -0.53716,-4.2679 -0.74928,-4.54569 -0.21212,-0.27779 -0.54031,-1.51658 -0.72932,-2.75286 -0.189,-1.23628 -0.52962,-2.48634 -0.75692,-2.77792 -0.22731,-0.29157 -0.55881,-1.14007 -0.73667,-1.88556 -0.17786,-0.74548 -1.02657,-1.85614 -1.88602,-2.46812 -1.42222,-1.01271 -1.79654,-1.06303 -4.16567,-0.55999 -1.43168,0.30398 -3.73947,0.77526 -5.12843,1.04728 -4.51901,0.88504 -7.55587,1.61844 -8.58629,2.07361 -0.55559,0.24541 -1.80565,0.59933 -2.77792,0.78648 -0.97227,0.18715 -1.99505,0.51562 -2.27285,0.72992 -0.27779,0.21431 -1.52785,0.55469 -2.77792,0.7564 -1.25006,0.20171 -2.50012,0.54264 -2.77792,0.75761 -0.27779,0.21498 -1.51911,0.55831 -2.75849,0.76296 -1.23938,0.20465 -2.60309,0.53783 -3.03046,0.7404 -2.95259,1.39952 -4.74397,2.09787 -7.8481,3.05949 -1.94455,0.6024 -3.99011,1.28666 -4.54569,1.52058 -0.55558,0.23392 -2.03293,0.57753 -3.283,0.76358 -1.25006,0.18605 -2.55695,0.56769 -2.90419,0.84809 -0.85052,0.6868 -0.79982,4.89688 0.0911,7.56581 0.39735,1.19032 0.88177,3.07336 1.07648,4.18453 0.19472,1.11117 0.49464,2.24759 0.6665,2.52538 0.17186,0.27779 0.60427,1.86878 0.96091,3.53554 0.35664,1.66675 0.99571,4.62144 1.42016,6.56599 0.42445,1.94454 1.05647,5.01288 1.4045,6.81853 0.34802,1.80564 0.77189,3.62392 0.94194,4.04061 0.17004,0.41668 0.5427,2.46224 0.82813,4.54568 0.28542,2.08344 0.85775,5.83363 1.27182,8.33376 0.41408,2.50013 0.99871,6.13668 1.29919,8.08122 0.30047,1.94455 0.74953,3.9901 0.9979,4.54569 0.24838,0.55558 0.58471,2.13181 0.7474,3.50272 0.29935,2.52243 1.41197,4.83104 2.32831,4.83104 0.27516,0 0.89495,-0.2181 1.37731,-0.48467 z" id="path5335" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 470.0466,431.48627 c -1.25006,-1.39545 -2.98759,-3.59617 -3.86118,-4.89049 -1.54049,-2.28243 -1.77389,-3.14026 -3.25124,-11.94975 -0.27952,-1.66675 -0.71276,-3.48503 -0.96276,-4.04061 -0.25,-0.55559 -0.60221,-2.20314 -0.78269,-3.66124 -0.18048,-1.4581 -0.50731,-2.76182 -0.72631,-2.89717 -0.21899,-0.13534 -0.55645,-1.72419 -0.74992,-3.53078 -0.19347,-1.80659 -0.53885,-3.40033 -0.76751,-3.54165 -0.22866,-0.14132 -0.57412,-1.62147 -0.76768,-3.28922 -0.19357,-1.66775 -0.53567,-3.14582 -0.76023,-3.28461 -0.22456,-0.13879 -0.57041,-2.41467 -0.76856,-5.05752 -0.19814,-2.64285 -0.56025,-4.92879 -0.80469,-5.07986 -0.24445,-0.15108 -0.44444,-1.48292 -0.44444,-2.95966 0,-2.60311 0.0481,-2.6946 1.57836,-3.00065 0.8681,-0.17362 2.34112,-0.31567 3.27337,-0.31567 1.44144,0 1.7388,0.20779 1.98768,1.38896 0.16097,0.76393 0.47833,1.73895 0.70525,2.16673 0.22692,0.42777 0.57957,2.01876 0.78366,3.53553 0.2041,1.51677 0.5476,2.98505 0.76335,3.26284 0.21574,0.27779 0.55708,1.98243 0.75853,3.78807 0.20144,1.80565 0.51087,3.51028 0.6876,3.78808 0.17674,0.27779 0.6099,2.43699 0.96258,4.79822 1.3148,8.80261 2.09286,13.49503 2.88929,17.42513 0.45035,2.22234 1.12936,5.97253 1.50892,8.33376 0.37955,2.36123 0.93054,5.7705 1.22443,7.57614 0.82301,5.05662 0.78688,5.07757 -2.47581,1.43542 z" id="path5337" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 425.72616,438.36633 c -0.69553,-0.48755 -1.13903,-1.32437 -1.14314,-2.15693 -0.004,-0.74818 -0.4586,-3.86045 -1.01089,-6.91616 -0.55229,-3.05571 -1.23932,-7.14683 -1.52673,-9.09137 -0.62939,-4.25827 -2.25288,-11.82945 -4.27799,-19.95052 -1.84525,-7.39979 -2.20516,-9.01117 -2.50633,-11.22118 -0.31374,-2.30223 -0.27699,-2.39303 1.09273,-2.6996 1.50712,-0.33733 5.29484,-1.56624 6.97323,-2.26244 0.55559,-0.23046 2.03294,-0.8501 3.283,-1.37697 1.25006,-0.52688 3.97748,-1.36687 6.06092,-1.86666 2.08344,-0.49978 5.4927,-1.46541 7.57614,-2.14585 2.08344,-0.68043 5.01561,-1.5658 6.51594,-1.96748 2.5259,-0.67627 2.79072,-0.66287 3.57693,0.18103 0.50815,0.54544 1.07399,2.52812 1.40923,4.93793 0.94361,6.78299 1.63583,10.55603 2.08604,11.37031 0.23651,0.42777 0.597,2.01876 0.8011,3.53554 0.20409,1.51677 0.5476,2.98504 0.76334,3.26284 0.21575,0.27779 0.55654,1.98242 0.75732,3.78807 0.20078,1.80565 0.54158,3.51028 0.75732,3.78807 0.21575,0.27779 0.55681,1.75514 0.75791,3.283 0.20111,1.52785 0.54203,3.0052 0.75762,3.28299 0.21558,0.27779 0.5565,1.75514 0.75761,3.283 0.2011,1.52785 0.53608,3.0052 0.74439,3.28299 0.20831,0.2778 0.5122,1.52786 0.6753,2.77792 0.30001,2.29937 1.53245,5.29174 2.40037,5.82815 1.28974,0.79711 0.25335,1.61913 -2.68364,2.12852 -3.12862,0.54264 -6.40008,1.32258 -12.2481,2.92003 -1.66675,0.4553 -4.39416,1.13073 -6.06091,1.50097 -3.74331,0.8315 -6.75213,1.67172 -8.08122,2.25669 -0.55559,0.24453 -2.37386,0.5794 -4.04061,0.74417 -2.31289,0.22863 -3.29955,0.11094 -4.16688,-0.49706 z" id="path5339" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 426.90775,447.15365 c -0.12045,-0.3783 -0.35554,-1.51287 -0.52242,-2.52126 l -0.30341,-1.83345 3.67333,-0.52853 c 2.02032,-0.29069 5.26431,-0.86923 7.20885,-1.28566 1.94455,-0.41642 4.67196,-0.99477 6.06092,-1.28523 1.38896,-0.29045 3.32088,-0.75112 4.29315,-1.02371 4.90376,-1.37482 7.75215,-2.0949 12.2481,-3.09635 2.70847,-0.60329 4.92449,-1.27422 4.92449,-1.49095 0,-1.05144 1.78614,-0.98082 2.64526,0.10459 2.08218,2.63057 2.06059,2.76016 -0.60494,3.63201 -1.36547,0.44663 -2.89453,0.81473 -3.39791,0.81801 -0.825,0.005 -6.53356,1.39847 -13.66614,3.33501 -1.45715,0.39562 -3.84363,1.03492 -5.3033,1.42065 -1.45967,0.38573 -4.00937,1.18125 -5.666,1.76783 -1.65664,0.58658 -4.2704,1.30049 -5.80838,1.58647 -1.53797,0.28598 -3.41873,0.64785 -4.17946,0.80417 -0.92258,0.18958 -1.45606,0.0552 -1.60214,-0.4036 z" id="path5343" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 343.30199,470.2596 c -0.33965,-0.63463 -0.54205,-1.8158 -0.4498,-2.62483 0.18244,-1.59995 -0.0746,-1.5081 7.49133,-2.67694 6.22451,-0.9616 9.85117,-1.62475 10.6066,-1.93943 0.41669,-0.17358 2.12133,-0.59733 3.78808,-0.94167 1.66675,-0.34434 4.5078,-0.97056 6.31345,-1.39159 1.80565,-0.42104 4.41942,-1.02165 5.80838,-1.33469 1.38896,-0.31303 2.97995,-0.74674 3.53553,-0.96379 0.55559,-0.21704 2.12267,-0.75567 3.48242,-1.19694 2.72414,-0.88406 3.29265,-0.69821 6.51037,2.1284 l 1.4065,1.23554 -1.15396,0.6406 c -0.63467,0.35233 -2.06309,0.64998 -3.17426,0.66143 -2.73516,0.0282 -11.00027,1.5332 -17.93021,3.26495 -1.80565,0.45122 -4.29385,1.04251 -5.52933,1.31397 -1.23549,0.27147 -2.94012,0.70461 -3.78808,0.96255 -0.84795,0.25793 -3.01908,0.84966 -4.82472,1.31496 -1.80565,0.46531 -4.41942,1.14789 -5.80838,1.51685 -4.86473,1.29228 -5.60677,1.2959 -6.28392,0.0306 z" id="path5345" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 342.56142,460.79318 c -0.35949,-1.68656 -0.69191,-4.75221 -1.33447,-12.30704 -0.30715,-3.6113 -0.6985,-6.90692 -0.86968,-7.32361 -0.17117,-0.41668 -0.59637,-3.1441 -0.94487,-6.06091 -1.22473,-10.25037 -1.69621,-13.39381 -2.15906,-14.39468 -0.25692,-0.55558 -0.59086,-2.22746 -0.74208,-3.71527 -0.15122,-1.48782 -0.48975,-2.96517 -0.75229,-3.283 -0.26254,-0.31783 -0.63262,-1.40889 -0.82241,-2.42457 -0.27878,-1.492 -0.14195,-2.04983 0.71242,-2.90419 0.58162,-0.58162 1.49864,-1.05749 2.03783,-1.05749 0.53919,0 1.12081,-0.22728 1.2925,-0.50507 0.17168,-0.2778 0.69648,-0.50648 1.16623,-0.50819 0.46974,-0.002 1.50508,-0.34264 2.30077,-0.75762 0.79568,-0.41497 1.70481,-0.7559 2.0203,-0.75761 0.31549,-0.002 1.19697,-0.32829 1.95886,-0.72574 0.76189,-0.39744 2.92109,-1.22926 4.79822,-1.84849 1.87714,-0.61923 3.64027,-1.29509 3.91806,-1.50191 0.27779,-0.20682 1.3599,-0.53579 2.40469,-0.73103 1.04479,-0.19525 2.02416,-0.55651 2.17638,-0.80281 0.15222,-0.24631 0.68831,-0.44782 1.19132,-0.44782 0.503,0 2.25104,-0.42109 3.88453,-0.93574 1.63349,-0.51466 3.80597,-1.06593 4.82773,-1.22505 1.72372,-0.26844 1.89681,-0.17727 2.39912,1.26365 0.29775,0.85412 0.54136,2.12955 0.54136,2.83427 0,0.70473 0.31344,2.65955 0.69653,4.34405 0.3831,1.6845 1.09996,4.881 1.59302,7.10334 0.49307,2.22233 1.45037,5.97252 2.12735,8.33376 2.08694,7.27902 2.93103,11.37323 4.99822,24.24366 1.50536,9.37242 1.52392,8.94317 -0.40317,9.32544 -0.92859,0.18421 -7.14317,1.66942 -13.81018,3.30048 -12.27229,3.00237 -16.85846,3.91623 -22.07267,4.3983 -2.71713,0.25121 -2.89416,0.19874 -3.13456,-0.92911 z" id="path5347" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 390.53294,453.91571 c -2.95486,-2.86272 -3.47121,-4.4204 -5.56702,-16.79379 -1.56203,-9.22208 -2.3514,-12.67458 -3.69532,-16.16244 -0.37782,-0.98057 -1.51739,-5.61725 -2.17233,-8.83883 -0.28238,-1.38896 -0.65665,-2.86631 -0.83173,-3.283 -0.9092,-2.16397 -1.7949,-6.77028 -2.00166,-10.41017 l -0.23271,-4.09672 1.61349,-0.3227 c 0.88741,-0.17748 1.81798,-0.3227 2.06792,-0.3227 0.88373,0 1.53297,2.32441 3.73852,13.38452 0.9143,4.58492 1.96173,9.28547 2.98249,13.38453 0.44965,1.80564 1.04505,4.51215 1.32312,6.01446 0.27807,1.50231 0.64131,2.95108 0.8072,3.2195 0.16588,0.26841 0.62902,2.22123 1.02918,4.33959 0.40016,2.11837 1.05386,5.44257 1.45267,7.38711 0.61227,2.98539 2.16069,12.79554 2.21224,14.01587 0.0337,0.79701 -0.84151,0.31055 -2.72606,-1.51523 z" id="path5349" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 275.86224,417.55253 c -1.65714,-0.10202 -3.24813,-0.37314 -3.53553,-0.6025 -0.2874,-0.22936 -2.73857,-0.57869 -5.44704,-0.7763 l -4.92449,-0.35928 0,-12.15057 c 0,-14.64017 0.68098,-19.33978 3.18409,-21.97408 1.9829,-2.08682 3.59388,-2.11633 7.63513,-0.13986 4.07724,1.99408 6.55539,4.38743 7.16015,6.91516 0.18846,0.7877 0.51473,1.65948 0.72505,1.93727 1.04554,1.38098 2.37779,13.86246 2.46641,23.10724 l 0.0424,4.41941 -2.14658,-0.0955 c -1.18061,-0.0525 -3.50241,-0.17897 -5.15956,-0.28099 z" id="path5351" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 327.42935,523.95735 c -0.76175,-0.59919 -2.79304,-1.59824 -4.51397,-2.22009 -1.72094,-0.62186 -3.7688,-1.39103 -4.55081,-1.70928 -0.78201,-0.31824 -1.74797,-0.57862 -2.14658,-0.57862 -0.3986,0 -0.72473,-0.22729 -0.72473,-0.50508 0,-0.27779 -0.24976,-0.50508 -0.55501,-0.50508 -0.30526,0 -1.27122,-0.3245 -2.14658,-0.72111 -0.87536,-0.39661 -2.72798,-1.2124 -4.11694,-1.81287 -1.38896,-0.60047 -4.00273,-1.77316 -5.80838,-2.60597 -1.80564,-0.83282 -3.73756,-1.70937 -4.29315,-1.94788 -0.55558,-0.23852 -2.77659,-1.24146 -4.93557,-2.22876 -2.15898,-0.9873 -4.12174,-1.79509 -4.36168,-1.79509 -0.23994,0 -1.08727,-0.33952 -1.88296,-0.7545 -0.79568,-0.41497 -1.82013,-0.7559 -2.27654,-0.75761 -1.00878,-0.004 -1.23743,-0.53656 -2.71088,-6.31657 -3.39864,-13.33203 -6.4957,-23.09789 -7.91025,-24.94312 -0.50786,-0.66249 -0.92339,-1.50789 -0.92339,-1.87867 0,-1.91064 -4.11398,-7.73925 -8.94222,-12.66918 -5.83129,-5.9541 -9.00822,-8.45914 -13.78558,-10.87007 -3.62744,-1.83062 -4.73339,-2.15857 -7.12654,-2.11325 -1.55803,0.0295 -3.58168,0.42726 -4.49702,0.88389 -2.63931,1.31666 -3.01981,1.12165 -3.06116,-1.56888 -0.0203,-1.31951 -0.25585,-3.64917 -0.52349,-5.17703 -0.84388,-4.81731 -1.9356,-13.65849 -2.49468,-20.20305 -0.73706,-8.62783 -0.44108,-42.01568 0.38124,-43.00575 0.33506,-0.40341 0.7689,-1.74497 0.96409,-2.98125 1.24237,-7.86884 12.05858,-19.40051 21.40769,-22.82374 2.7998,-1.02517 7.43323,-1.9791 11.08319,-2.28181 2.88873,-0.23958 9.79115,1.07258 11.14017,2.11777 0.41668,0.32284 1.62751,1.03029 2.69072,1.57212 1.56576,0.79793 7.86431,6.90576 10.21398,9.9047 2.22628,2.84145 4.8485,9.83787 5.5541,14.81902 0.19675,1.38896 0.49923,2.75266 0.67218,3.03045 0.32375,0.52002 1.20961,5.71521 2.11002,12.37437 0.28172,2.08344 0.71321,4.24264 0.95889,4.79823 0.24567,0.55558 0.57601,1.76358 0.73407,2.68443 0.42016,2.44767 2.81318,4.63917 5.06577,4.63917 0.99741,0 2.23485,-0.26315 2.74986,-0.58478 0.51502,-0.32164 1.27485,-0.45492 1.68851,-0.29618 0.87247,0.3348 2.17307,4.06081 2.68757,7.69949 0.1964,1.38896 0.53334,2.75267 0.74877,3.03046 0.21542,0.27779 0.55565,2.09607 0.75606,4.04061 0.20042,1.94455 0.50688,3.76282 0.68104,4.04061 0.30033,0.47907 0.82347,3.44778 2.22505,12.62691 0.33933,2.22233 0.76852,4.2724 0.95374,4.55571 0.18522,0.2833 0.49919,2.16343 0.69771,4.17808 0.19852,2.01465 0.53911,3.77311 0.75687,3.90769 0.21777,0.13459 0.55553,1.94782 0.75059,4.0294 0.19506,2.08159 0.53159,3.78471 0.74783,3.78471 0.21624,0 0.55423,1.81955 0.75109,4.04345 0.19686,2.22389 0.53768,4.15453 0.75736,4.29031 0.21969,0.13577 0.56062,2.06769 0.75762,4.29314 0.197,2.22546 0.53744,4.15707 0.75654,4.29249 0.21909,0.13541 0.5614,2.35015 0.76069,4.92166 0.19928,2.5715 0.53935,4.90274 0.7557,5.18053 0.21636,0.27779 0.54466,3.11884 0.72957,6.31345 0.18489,3.19461 0.54506,6.26295 0.80035,6.81853 0.2553,0.55559 0.69684,5.32856 0.98121,10.6066 0.28436,5.27805 0.65062,11.0024 0.8139,12.72078 0.16328,1.71838 0.0927,3.4892 -0.15688,3.93514 -0.40498,0.72365 -0.60264,0.6937 -1.83875,-0.27863 z m -47.89676,-97.71131 c 1.72107,-0.21648 3.21675,-0.1135 4.18665,0.28825 1.3435,0.55649 1.63859,0.50329 2.69079,-0.4852 1.59216,-1.49576 1.88228,-3.80056 1.3082,-10.39291 -0.26611,-3.05571 -0.73992,-8.73782 -1.05293,-12.62691 -1.29766,-16.12316 -5.48609,-23.29371 -15.61875,-26.73912 -2.622,-0.89155 -4.85341,-1.0104 -5.3033,-0.28246 -0.17169,0.2778 -0.87942,0.50508 -1.57275,0.50508 -1.82829,0 -5.41621,1.76336 -7.18318,3.53034 -4.08217,4.08216 -5.75595,11.80168 -6.41406,29.58176 -0.19596,5.29433 -0.19559,10.57727 8.1e-4,11.73986 0.5509,3.26074 2.19449,4.15904 8.23369,4.50008 2.70334,0.15267 5.25609,0.4753 5.67277,0.71696 0.7924,0.45955 10.44023,0.24436 15.05204,-0.33573 l 2e-5,0 z" id="path5353" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 254.57276,418.21043 c -0.38329,-0.99882 0.0536,-11.45543 0.76093,-18.21161 0.67999,-6.49525 1.9557,-12.73122 2.88205,-14.08811 0.71446,-1.04652 0.64579,2.02477 -0.32972,14.74696 -0.26209,3.41809 -0.47653,8.42459 -0.47653,11.12557 0,3.62727 -0.20551,5.20427 -0.78626,6.0334 -0.90652,1.29425 -1.65013,1.43706 -2.05047,0.39379 z" id="path5355" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 259.97462,422.02004 -2.2331,-0.30294 2.2331,-1.10814 c 2.05367,-1.0191 2.55775,-1.06776 6.2737,-0.6057 2.22234,0.27634 6.65438,0.78292 9.84899,1.12573 4.94053,0.53017 5.50652,0.67643 3.78807,0.97895 -2.36393,0.41615 -16.66057,0.35303 -19.91076,-0.0879 z" id="path5357" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 225.35308,393.81163 c 0.19754,-2.43068 0.53282,-4.76034 0.74507,-5.17703 0.21226,-0.41669 0.55093,-2.23496 0.7526,-4.04061 0.20167,-1.80565 0.5432,-3.51028 0.75894,-3.78807 0.21575,-0.27779 0.55265,-1.69807 0.74868,-3.15616 0.19602,-1.4581 0.5624,-2.7784 0.81417,-2.934 0.25176,-0.1556 0.45775,-0.67061 0.45775,-1.14447 0,-0.92348 1.78329,-4.55798 2.64576,-5.39228 0.60729,-0.58745 0.4388,0.0886 -1.13291,4.54569 -1.31238,3.72167 -2.30933,10.20938 -2.77572,18.06302 -0.31249,5.26199 -0.47541,6.02705 -1.42512,6.69226 -0.58977,0.41309 -1.26942,0.75107 -1.51034,0.75107 -0.24132,0 -0.27674,-1.98471 -0.0789,-4.41942 z" id="path5359" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 138.56557,565.30816 c 0.39816,-1.72347 0.84554,-3.33035 0.99417,-3.57084 1.20747,-1.95373 1.01268,-26.20651 -0.26865,-33.44913 -0.29488,-1.66675 -0.76924,-4.39416 -1.05414,-6.06092 -0.78591,-4.59777 -1.45814,-7.89194 -2.00984,-9.84898 -2.20707,-7.82918 -2.94845,-9.91702 -5.01315,-14.11778 -1.44281,-2.93549 -3.36751,-5.87899 -4.99803,-7.64365 -1.45841,-1.57838 -2.65165,-3.0066 -2.65165,-3.17381 0,-0.50067 6.06692,-3.40638 9.33159,-4.46929 1.67352,-0.54487 3.72463,-1.28353 4.558,-1.64146 5.66007,-2.43096 15.70302,-4.95981 22.18306,-5.58577 1.92238,-0.18569 3.93283,-0.5995 4.46766,-0.91956 0.82023,-0.49085 1.10323,-0.38617 1.80807,0.66881 1.73978,2.60405 3.82268,4.63395 5.58083,5.43884 3.34625,1.53192 13.04285,1.04173 18.09102,-0.91456 2.06914,-0.80184 3.80667,-4.35023 4.05605,-8.28331 0.30864,-4.86753 0.85375,-5.94756 3.56858,-7.07042 3.61819,-1.4965 6.1118,-1.94963 10.70287,-1.94489 3.69474,0.004 10.84453,1.13772 12.11161,1.92082 1.38385,0.85527 7.64753,-3.96376 8.33513,-6.41273 0.76786,-2.73481 1.42229,-3.3832 4.2481,-4.20889 1.5575,-0.45509 3.84401,-1.18431 5.08113,-1.62048 1.26366,-0.44553 4.0302,-0.81287 6.31345,-0.8383 l 4.06415,-0.0453 4.29315,2.98843 c 6.21608,4.32697 8.85063,6.62022 11.29013,9.82747 2.17114,2.85445 6.87773,10.39267 6.90975,11.06687 0.009,0.19849 0.45628,1.27002 0.99301,2.38119 0.53674,1.11117 0.98359,2.3075 0.99302,2.65851 0.009,0.35101 0.2323,1.03286 0.49527,1.51523 0.77566,1.42278 2.55232,7.11185 2.55232,8.17283 0,0.53809 0.19733,1.10029 0.43851,1.24935 0.24118,0.14905 0.59573,1.45629 0.78791,2.90498 0.19217,1.44868 0.50624,2.87431 0.69792,3.16806 0.19168,0.29375 0.64703,2.12508 1.0119,4.06963 1.38964,7.40601 1.75269,13.11008 1.37428,21.59201 l -0.37744,8.46003 -1.58773,0.0171 c -0.87325,0.009 -2.49687,0.45629 -3.60804,0.99303 -1.11116,0.53673 -2.30441,0.98359 -2.65165,0.99301 -0.34724,0.009 -0.63134,0.24443 -0.63134,0.52222 0,0.27779 -0.28411,0.51279 -0.63135,0.52221 -0.34724,0.009 -1.54048,0.45628 -2.65165,0.99302 -1.11117,0.53673 -2.40464,0.98359 -2.87438,0.99301 -0.46974,0.009 -0.98643,0.23129 -1.14819,0.49303 -0.16177,0.26174 -1.3144,0.6289 -2.5614,0.8159 -1.24701,0.187 -2.37838,0.51976 -2.51417,0.73947 -0.13579,0.21972 -1.38306,0.55575 -2.77172,0.74673 -1.38864,0.19099 -2.52481,0.52393 -2.52481,0.73987 0,0.21594 -1.12708,0.54212 -2.50462,0.72486 -1.37755,0.18274 -2.62481,0.52672 -2.77171,0.7644 -0.1469,0.23769 -1.28736,0.58516 -2.53437,0.77216 -1.24701,0.187 -2.38343,0.52792 -2.52538,0.75761 -0.14196,0.22969 -1.27838,0.57062 -2.52538,0.75762 -1.24701,0.187 -2.38343,0.52792 -2.52538,0.75761 -0.14196,0.22969 -1.27838,0.57062 -2.52538,0.75762 -1.24701,0.187 -2.38742,0.53437 -2.53424,0.77194 -0.14683,0.23757 -1.23173,0.59106 -2.41089,0.78554 -1.17916,0.19447 -2.37121,0.52948 -2.649,0.74446 -0.2778,0.21497 -1.46985,0.54998 -2.64901,0.74445 -1.17916,0.19448 -2.25901,0.53981 -2.39968,0.76741 -0.14065,0.22759 -1.44873,0.57473 -2.90683,0.77141 -1.45809,0.19668 -2.87837,0.50208 -3.15616,0.67866 -0.27779,0.17659 -1.75514,0.58864 -3.283,0.91567 -1.52785,0.32703 -4.25526,0.97169 -6.06091,1.43257 -1.80565,0.46088 -4.76035,1.13747 -6.56599,1.50354 -1.80565,0.36607 -3.283,0.71185 -3.283,0.76842 0,0.10968 -4.99917,1.086 -11.61675,2.2687 -13.52219,2.41668 -18.10879,3.3466 -18.68783,3.78887 -0.27779,0.21219 -1.30057,0.55192 -2.27284,0.75497 -0.97227,0.20305 -1.99505,0.53883 -2.27284,0.74616 -0.27779,0.20734 -1.58609,0.51786 -2.90733,0.69006 -1.32124,0.1722 -3.59409,0.67175 -5.05077,1.11012 -5.61934,1.69109 -14.38622,3.76711 -15.90817,3.76711 -0.96668,0 -0.97581,-0.10374 -0.27585,-3.13359 z" id="path5361" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 175.44445,477.98685 c -3.45537,-0.81365 -4.75964,-1.81534 -6.12695,-4.70559 -0.71485,-1.51108 -1.53236,-4.18525 -1.81668,-5.94259 -1.17013,-7.23235 -3.09754,-15.63154 -4.10115,-17.87184 -1.15237,-2.5724 -2.92476,-4.66604 -9.78336,-11.55665 -8.80991,-8.85103 -9.05999,-9.23139 -9.06183,-13.78275 -0.002,-4.35842 0.56259,-5.23872 2.53147,-3.94866 0.86587,0.56734 2.78303,0.98288 5.34469,1.15846 2.19697,0.15059 4.1146,0.46812 4.26139,0.70564 0.35324,0.57155 8.65514,0.55938 9.00902,-0.0132 0.15128,-0.24478 1.98145,-0.60496 4.06705,-0.80039 2.08559,-0.19544 3.90435,-0.53715 4.04168,-0.75936 0.13734,-0.22221 1.26998,-0.55702 2.51698,-0.74402 1.24701,-0.187 2.39964,-0.55415 2.5614,-0.8159 0.16177,-0.26174 0.63411,-0.47589 1.04964,-0.47589 1.81998,0 5.75073,-2.40062 8.78132,-5.36299 2.95725,-2.8907 3.34392,-3.12211 3.89711,-2.33232 0.33777,0.48223 0.90598,1.21274 1.26269,1.62335 0.83092,0.95646 0.863,7.50925 0.0448,9.1525 -0.5491,1.10282 -1.39066,3.03508 -3.49781,8.03114 -0.41007,0.97227 -0.96688,2.17048 -1.23737,2.66269 -0.27048,0.49221 -0.63214,1.91894 -0.80369,3.17052 -0.17154,1.25157 -0.50744,2.39644 -0.74643,2.54414 -0.57007,0.35232 -0.5661,13.70508 0.004,14.05753 0.24129,0.14912 0.60156,1.92399 0.80061,3.94415 0.19905,2.02015 0.58322,3.93971 0.85373,4.26568 0.73012,0.87983 0.73531,13.44847 0.006,13.69169 -0.32092,0.10697 -0.58348,0.48125 -0.58348,0.83174 0,1.33725 -1.92607,2.26073 -6.31346,3.02705 -2.50013,0.43669 -4.65933,0.77187 -4.79822,0.74486 -0.1389,-0.027 -1.11224,-0.25156 -2.16299,-0.49898 z" id="path5363" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 214.54455,458.20302 -3.21644,-2.14074 0.24881,-8.08122 c 0.28312,-9.19521 0.88882,-11.12071 3.66396,-11.64761 2.09648,-0.39806 3.68786,0.3337 6.05566,2.78457 l 2.0203,2.09119 0.16871,8.25062 0.16871,8.25063 -1.42624,1.32249 c -2.05381,1.9044 -3.86987,1.70824 -7.68347,-0.82993 z" id="path5365" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 150.37764,417.59149 c -1.48037,-0.31503 -2.5697,-1.33368 -2.5697,-2.40296 0,-0.43579 0.68874,-2.25008 1.53055,-4.03176 1.31768,-2.78887 3.60935,-5.42801 6.31194,-7.26896 1.66616,-1.13495 8.58099,-4.14153 9.52512,-4.14153 0.41553,0 0.89599,-0.22729 1.06767,-0.50508 0.38572,-0.6241 9.68312,-0.67699 10.06614,-0.0573 0.15222,0.2463 1.09607,0.60152 2.09744,0.78938 3.74389,0.70235 10.31232,5.09199 10.31232,6.89165 0,1.09975 -6.28093,6.51836 -7.5557,6.51836 -0.28904,0 -0.52552,0.20922 -0.52552,0.46494 0,0.25572 -0.73868,0.62289 -1.6415,0.81594 -0.90283,0.19305 -1.86878,0.53076 -2.14658,0.75048 -0.27779,0.21971 -1.64149,0.56307 -3.03045,0.763 -1.38896,0.19994 -2.83289,0.60938 -3.20872,0.90988 -0.70687,0.56517 -17.92954,0.99411 -20.23301,0.50391 z" id="path5367" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 138.26792,632.099 c -0.33651,-5.98223 -0.81771,-15.64975 -1.06934,-21.48338 -0.25162,-5.83363 -0.68836,-11.97031 -0.97051,-13.63706 -0.28216,-1.66675 -0.74381,-4.73509 -1.0259,-6.81853 -0.97353,-7.19023 -2.75853,-14.11488 -5.01253,-19.44543 -2.94634,-6.96787 -6.68222,-12.26445 -9.53984,-13.52523 -1.09626,-0.48367 -2.45876,-1.27491 -3.02779,-1.75831 -0.56902,-0.48339 -1.5382,-1.21983 -2.15373,-1.63652 -0.61553,-0.41669 -1.40594,-1.03166 -1.75646,-1.36661 -0.35052,-0.33495 -1.62955,-1.09191 -2.8423,-1.68213 -1.21275,-0.59022 -2.55466,-1.25403 -2.98203,-1.47513 -0.42737,-0.2211 -1.79108,-0.56944 -3.03046,-0.77409 -1.23938,-0.20465 -2.57273,-0.6305 -2.963,-0.94633 -0.46355,-0.37514 -3.301349,-0.56147 -8.184778,-0.53742 l -7.475205,0.0368 0.261607,-3.82489 c 0.143883,-2.10369 0.469936,-6.89323 0.724561,-10.64342 0.628186,-9.25211 1.322095,-14.20226 2.236717,-15.95611 0.421348,-0.80796 0.767487,-1.85336 0.769199,-2.3231 0.0017,-0.46974 0.205217,-0.97898 0.452236,-1.13165 0.247018,-0.15266 0.603367,-0.90475 0.791888,-1.6713 0.555918,-2.26046 4.802415,-10.81482 6.456763,-13.00685 0.840124,-1.11317 2.544582,-2.97371 3.787692,-4.13453 2.47514,-2.31131 9.79835,-6.22317 11.6501,-6.22317 2.17618,0 7.34801,3.01377 9.94806,5.79703 3.16826,3.3915 6.32259,9.45509 8.01964,15.41617 1.88537,6.62263 2.48007,9.88677 3.86486,21.2132 0.28869,2.36123 0.74404,4.9521 1.01189,5.75748 0.26785,0.80538 0.487,5.64929 0.487,10.76424 0,9.67413 0.0446,9.37853 -2.76249,18.32855 -1.82329,5.81338 -1.95579,6.82631 -1.01591,7.7662 0.45105,0.45105 1.04414,0.82009 1.31798,0.82009 0.81947,0 5.16263,-1.06205 6.24849,-1.52796 0.97084,-0.41657 3.49088,-1.02895 8.33376,-2.02516 2.68398,-0.55211 7.40943,-1.89815 8.83883,-2.51775 0.55559,-0.24082 1.97492,-0.58416 3.15408,-0.76298 1.17917,-0.17881 2.25836,-0.51025 2.39821,-0.73654 0.13985,-0.22629 1.67521,-0.57275 3.41191,-0.76993 1.7367,-0.19717 3.38492,-0.53242 3.66271,-0.74499 0.27779,-0.21257 1.86878,-0.55008 3.53554,-0.75003 1.66675,-0.19994 3.25774,-0.54087 3.53553,-0.75761 0.27779,-0.21675 1.84855,-0.55669 3.49058,-0.75544 1.64203,-0.19875 3.34666,-0.54503 3.78807,-0.76951 0.44142,-0.22448 2.5072,-0.64959 4.59064,-0.94469 2.08344,-0.2951 5.37906,-0.87216 7.32361,-1.28235 1.94454,-0.41019 4.89924,-1.00137 6.56599,-1.31371 1.66675,-0.31236 3.48503,-0.76789 4.04061,-1.0123 0.55558,-0.24441 1.97492,-0.59069 3.15408,-0.7695 1.17916,-0.17881 2.25901,-0.51133 2.39968,-0.73892 0.14066,-0.2276 1.44873,-0.5742 2.90683,-0.77023 1.4581,-0.19602 2.87837,-0.53279 3.15616,-0.74837 0.2778,-0.21558 1.69807,-0.55235 3.15616,-0.74838 1.4581,-0.19602 2.7622,-0.53618 2.89799,-0.75589 0.13579,-0.21971 1.26716,-0.55248 2.51416,-0.73948 1.24701,-0.187 2.38343,-0.52792 2.52539,-0.75761 0.14195,-0.22969 1.27837,-0.57062 2.52538,-0.75762 1.24701,-0.187 2.38343,-0.52792 2.52538,-0.75761 0.14196,-0.22969 1.28368,-0.57141 2.53715,-0.75938 1.25349,-0.18797 2.27906,-0.52932 2.27906,-0.75855 0,-0.22923 1.01748,-0.56936 2.26107,-0.75584 1.24359,-0.18649 2.3812,-0.53345 2.52803,-0.77102 0.14682,-0.23757 1.17371,-0.58514 2.28197,-0.77238 1.10826,-0.18724 2.12668,-0.52113 2.26317,-0.74197 0.13649,-0.22085 1.72628,-0.55983 3.53287,-0.7533 1.80659,-0.19347 3.39794,-0.53499 3.53634,-0.75893 0.13841,-0.22394 1.27192,-0.56016 2.51892,-0.74716 1.24701,-0.187 2.38742,-0.53438 2.53424,-0.77195 0.14683,-0.23757 1.17372,-0.58514 2.28197,-0.77238 1.10826,-0.18723 2.14326,-0.54794 2.30001,-0.80156 0.15675,-0.25362 0.63498,-0.46113 1.06274,-0.46113 0.80634,0 1.88535,-0.44878 8.23382,-3.42459 4.02293,-1.88573 5.07095,-2.66211 5.07095,-3.75658 0,-0.41517 0.54078,-0.67945 1.36574,-0.66742 2.35473,0.0343 2.65915,-1.39004 2.66743,-12.48073 0.004,-5.48639 0.12417,-9.97525 0.26683,-9.97525 0.14267,0 0.65406,0.21931 1.13642,0.48736 0.48237,0.26805 2.01346,0.96632 3.40242,1.55173 3.23112,1.36182 4.89928,2.09563 8.33375,3.66594 8.62246,3.94237 15.13501,6.83771 18.94036,8.4205 1.72083,0.71576 8.51866,4.04235 9.84899,4.81971 0.69448,0.40581 1.71726,0.74467 2.27285,0.75302 0.55558,0.008 1.33883,0.22312 1.74055,0.47728 0.45489,0.28779 1.11259,0.25756 1.74362,-0.0802 0.73695,-0.3944 1.06571,-0.3848 1.20573,0.0352 0.11036,0.33108 1.27492,0.57751 2.72915,0.57751 1.93352,0 2.87572,-0.28532 3.96274,-1.19998 0.80484,-0.67723 2.46415,-1.35564 3.80895,-1.55731 1.31057,-0.19653 2.7472,-0.55649 3.1925,-0.79992 0.44531,-0.24342 1.83243,-0.66387 3.0825,-0.93433 3.45739,-0.74802 6.70533,-1.60867 7.82868,-2.07446 0.55558,-0.23037 1.91929,-0.65111 3.03046,-0.93499 1.11116,-0.28387 3.04308,-0.77724 4.29314,-1.09637 1.25007,-0.31914 2.72742,-0.78406 3.283,-1.03318 0.55558,-0.24911 1.91929,-0.67409 3.03046,-0.94439 1.86235,-0.45303 3.77407,-0.9609 10.6066,-2.81775 1.38896,-0.37748 3.77545,-1.06036 5.3033,-1.51753 2.61537,-0.78257 4.87385,-1.41094 10.85914,-3.02131 3.90775,-1.0514 5.96923,-1.70632 7.07107,-2.24644 0.55558,-0.27234 2.14657,-0.706 3.53553,-0.96368 2.65637,-0.4928 9.53667,-2.38964 15.90991,-4.38623 3.27612,-1.02633 8.31012,-2.28943 21.97081,-5.51278 1.66675,-0.39328 4.73509,-1.08283 6.81853,-1.53234 2.08344,-0.44951 5.03814,-1.11833 6.56599,-1.48627 1.52786,-0.36794 4.70984,-1.05278 7.07107,-1.52186 2.36123,-0.46909 6.08394,-1.30816 8.27269,-1.86461 2.7721,-0.70475 4.13998,-0.85127 4.50834,-0.4829 0.29085,0.29085 0.6915,2.2957 0.89034,4.45524 0.19883,2.15953 0.71663,5.63105 1.15067,7.71449 0.43403,2.08344 1.00245,4.81085 1.26315,6.06092 0.26069,1.25006 0.85842,4.43204 1.32828,7.07107 0.46986,2.63902 1.14907,6.16193 1.50936,7.82868 0.70786,3.27465 1.79307,8.73771 3.00992,15.15229 0.42158,2.22233 0.8299,5.85888 0.90737,8.08122 0.13865,3.97729 0.12106,4.04292 -1.12184,4.18789 -0.69448,0.081 -1.71726,0.34875 -2.27284,0.59499 -0.55559,0.24625 -1.86247,0.58802 -2.90419,0.7595 -1.04172,0.17147 -1.89404,0.49746 -1.89404,0.72442 0,0.22695 -1.25778,0.56047 -2.79506,0.74115 -1.53728,0.18068 -3.18509,0.54717 -3.66181,0.81442 -2.08982,1.17159 -4.93894,2.01795 -8.76454,2.60358 l -4.11208,0.62949 -1.18989,-1.48711 c -0.65443,-0.81791 -1.19101,-1.75918 -1.19239,-2.09171 -0.007,-1.75153 -11.35702,-14.29515 -12.93457,-14.29515 -0.38775,0 -0.705,-0.1847 -0.705,-0.41043 0,-0.46199 -4.70496,-2.62003 -5.71218,-2.62003 -0.35847,0 -0.88381,-0.23204 -1.16741,-0.51563 -0.2836,-0.2836 -2.04101,-0.65808 -3.90535,-0.83217 -1.86436,-0.1741 -3.50947,-0.51027 -3.65581,-0.74706 -0.34773,-0.56264 -11.17743,-0.56173 -11.52519,9.6e-4 -0.14668,0.23732 -1.671,0.57827 -3.38739,0.75766 -1.71639,0.1794 -3.37125,0.5272 -3.67747,0.77289 -0.30622,0.24568 -1.3448,0.61549 -2.30796,0.82178 -0.96315,0.2063 -2.09957,0.5655 -2.52538,0.79822 -1.55337,0.84901 -5.53113,2.47888 -6.04978,2.47888 -0.29303,0 -0.53279,0.22729 -0.53279,0.50508 0,0.27779 -0.25437,0.50508 -0.56527,0.50508 -0.52508,0 -5.90165,3.08891 -7.43884,4.27371 -2.55984,1.97302 -7.85124,7.58716 -9.53913,10.12096 -4.5119,6.77309 -6.90305,13.24949 -6.93162,18.77422 l -0.0213,4.127 -2.02031,0.60413 c -1.11116,0.33228 -3.04308,0.91104 -4.29314,1.28615 -1.25007,0.37511 -4.31841,1.34532 -6.81853,2.15602 -4.28896,1.39074 -7.08797,2.21028 -12.36424,3.62018 -2.02033,0.53986 -2.31789,0.50811 -2.77792,-0.29639 -0.77977,-1.3637 -6.97423,-7.48745 -9.97923,-9.86533 -2.65124,-2.09794 -6.96576,-4.40249 -11.74918,-6.27569 -2.20401,-0.86309 -3.71446,-0.9827 -11.86929,-0.93996 -9.66223,0.0507 -12.29646,0.44087 -18.59573,2.7546 -3.00088,1.10224 -9.32304,4.43839 -12.58927,6.64325 -2.57512,1.73833 -8.60063,7.81981 -9.00256,9.08619 -0.15764,0.49668 -0.46263,0.90305 -0.67776,0.90305 -0.55569,0 -4.86851,8.85197 -5.78292,11.86929 -0.42093,1.38896 -0.9252,4.29315 -1.12061,6.45376 -0.1954,2.16061 -0.56902,4.06048 -0.83026,4.22193 -0.45769,0.28287 -3.71546,1.1624 -8.47451,2.28793 -1.25007,0.29565 -2.50013,0.71288 -2.77792,0.92719 -0.27779,0.21431 -1.52786,0.55469 -2.77792,0.7564 -1.25007,0.20172 -2.50013,0.54264 -2.77792,0.75762 -0.27779,0.21497 -1.52786,0.5559 -2.77792,0.75761 -1.25007,0.20172 -2.50013,0.54643 -2.77792,0.76605 -0.27779,0.21961 -1.75514,0.55253 -3.283,0.73981 l -2.77792,0.34051 -2.23653,-3.41196 c -1.2301,-1.87657 -5.09394,-6.27264 -8.5863,-9.76904 -10.71202,-10.72439 -11.69222,-11.14355 -26.0406,-11.1358 -7.17057,0.004 -10.781,0.20955 -12.42186,0.70761 -2.22857,0.67644 -7.71861,3.17885 -9.80863,4.47085 -3.63289,2.24578 -13.38452,10.80742 -13.38452,11.75123 0,0.20735 -0.9142,1.3688 -2.03155,2.58099 -1.11735,1.21218 -2.30597,2.82859 -2.64137,3.59201 -0.3354,0.76343 -0.74982,1.50169 -0.92094,1.64059 -0.34379,0.27906 -1.12301,1.71424 -2.92634,5.38978 -0.65813,1.34139 -1.41415,2.86134 -1.68005,3.37766 -1.10526,2.14612 -2.42668,7.17149 -2.42668,9.22856 0,1.4144 -0.22675,2.21683 -0.63135,2.23428 -0.71857,0.031 -6.82388,0.79618 -11.03009,1.38241 l -2.8226,0.39339 -0.61182,-10.87677 z" id="path5369" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 101.25029,675.49858 c -0.0961,-0.28842 -1.876531,-0.66021 -3.956425,-0.82618 -2.079894,-0.16597 -4.008911,-0.47287 -4.286703,-0.68201 -0.277792,-0.20914 -1.925603,-0.54153 -3.661803,-0.73864 -1.7362,-0.19711 -3.156727,-0.54105 -3.156727,-0.76428 0,-0.22324 -1.364115,-0.56422 -3.031362,-0.75772 -1.667251,-0.19351 -3.144852,-0.53546 -3.283561,-0.75989 -0.138709,-0.22444 -1.445185,-0.56845 -2.903284,-0.76448 -1.458095,-0.19602 -2.87837,-0.53254 -3.156161,-0.74782 -0.277792,-0.21528 -1.469843,-0.55053 -2.649004,-0.74501 -1.179161,-0.19447 -2.259954,-0.54132 -2.401759,-0.77077 -0.141805,-0.22945 -1.165778,-0.57058 -2.27549,-0.75806 -1.109712,-0.18749 -2.017659,-0.54819 -2.017659,-0.80157 0,-0.25337 -0.353396,-0.46068 -0.785324,-0.46068 -1.489099,0 -10.932768,-4.54788 -16.671694,-8.02875 -1.927006,-1.1688 -3.958216,-2.39742 -4.513799,-2.73027 -0.555584,-0.33286 -1.123795,-0.71883 -1.262691,-0.85773 -0.138896,-0.1389 -1.047634,-0.81245 -2.019418,-1.49678 -2.478733,-1.74553 -4.348282,-3.41635 -7.029047,-6.28188 -1.273663,-1.36145 -2.661427,-2.84354 -3.083921,-3.29355 -1.340013,-1.42728 -5.385755,-7.7547 -6.968539,-10.89861 -2.348608,-4.66506 -3.627507,-8.7935 -3.627507,-11.71002 0,-2.27704 0.357848,-3.25951 2.521436,-6.92254 1.38679,-2.34789 3.040731,-4.68453 3.675425,-5.19253 0.634693,-0.508 1.688917,-1.68225 2.342719,-2.60943 0.653803,-0.92719 2.381204,-2.88784 3.83867,-4.35699 1.457466,-1.46916 3.560358,-3.89254 4.673095,-5.38528 1.112736,-1.49275 3.634553,-4.19143 5.604037,-5.99708 1.969485,-1.80564 3.587114,-3.48056 3.594732,-3.72203 0.0181,-0.57354 12.57108,-12.94548 13.134925,-12.94548 0.237494,0 0.507568,-0.20087 0.600166,-0.44637 0.0926,-0.2455 2.100275,-2.10182 4.461507,-4.12516 2.361231,-2.02334 4.368909,-3.86804 4.461507,-4.09932 0.0926,-0.23129 0.374736,-0.42053 0.626974,-0.42053 0.42476,0 4.948536,-3.25915 5.51812,-3.97552 0.690829,-0.86887 5.038379,-4.1057 5.514575,-4.1057 0.300485,0 0.546341,-0.22295 0.546341,-0.49545 0,-0.2725 0.56821,-0.63807 1.26269,-0.81237 0.69448,-0.1743 1.262691,-0.51956 1.262691,-0.76724 0,-0.24767 0.284105,-0.45172 0.631345,-0.45343 0.34724,-0.002 1.28645,-0.34476 2.087132,-0.76233 0.800682,-0.41757 2.391673,-0.88841 3.535534,-1.04631 1.143861,-0.1579 2.556742,-0.51671 3.139736,-0.79734 1.253049,-0.60318 6.984983,-0.29838 10.556761,0.56137 3.06135,0.73689 8.58748,3.04905 10.08772,4.22075 0.28538,0.22289 1.99623,1.35529 3.80188,2.51645 4.14961,2.66848 6.99512,5.57872 8.7366,8.93536 0.75071,1.44695 1.36493,2.82234 1.36493,3.05641 0,0.23407 0.26634,1.06541 0.59187,1.84742 1.44318,3.46692 3.24902,10.38504 4.26044,16.32159 0.7255,4.25839 1.75524,17.89053 2.70881,35.86042 0.2727,5.13915 0.71858,10.59397 0.99083,12.12183 0.27226,1.52786 0.62154,4.787 0.77618,7.24254 0.15463,2.45554 0.5061,4.88492 0.78101,5.39861 0.27493,0.5137 0.55614,5.1333 0.62493,10.26579 0.12391,9.2454 0.1138,9.3438 -1.09213,10.62982 -0.66946,0.71392 -1.97885,1.44092 -2.90977,1.61556 -0.93091,0.17464 -1.80728,0.50315 -1.94749,0.73001 -0.1402,0.22685 -1.5044,0.56858 -3.03155,0.75938 -1.52715,0.19081 -2.88879,0.52839 -3.02587,0.75019 -0.13708,0.2218 -1.95563,0.56317 -4.04122,0.75861 -2.0856,0.19543 -3.91577,0.55561 -4.06705,0.80039 -0.39952,0.64643 -15.24182,0.57023 -15.45836,-0.0794 z m -7.634067,-7.4543 c 0.823335,-0.5233 4.189163,-7.15678 4.189163,-8.25614 0,-0.48296 0.209799,-1.00778 0.466216,-1.16626 0.256422,-0.15847 0.626249,-1.01674 0.82184,-1.90726 0.195591,-0.89052 0.542255,-1.96751 0.770363,-2.39332 1.234095,-2.30367 4.002495,-8.78854 4.002495,-9.3757 0,-0.37553 0.20751,-0.81104 0.46113,-0.96778 0.25362,-0.15675 0.62025,-1.24976 0.81472,-2.42892 0.19447,-1.17916 0.5428,-2.37958 0.77404,-2.6676 0.23125,-0.28802 0.66328,-2.21993 0.96006,-4.29315 0.29679,-2.07321 0.87999,-5.92868 1.29602,-8.5677 0.41603,-2.63902 0.98543,-7.18471 1.26535,-10.10153 0.63078,-6.57302 0.89835,-48.30847 0.31995,-49.90572 -0.29502,-0.8147 -0.75143,-1.11897 -1.51523,-1.01015 l -1.09304,0.15571 0.18814,12.6269 c 0.23708,15.91159 -1.07054,35.9981 -3.25922,50.06512 -0.39435,2.53453 -0.71699,5.17348 -0.71699,5.86431 0,1.78167 -3.242,11.34819 -5.497043,16.22073 -1.047795,2.26399 -2.441952,5.59371 -3.098132,7.39936 -0.656175,1.80565 -1.687536,4.2253 -2.291905,5.377 -1.549968,2.95365 -1.943943,4.78895 -1.137775,5.30022 0.822718,0.52178 1.494278,0.53117 2.279848,0.0319 l 0,10e-6 z M 43.631224,640.54139 c 0.27377,-0.34724 0.643135,-2.43429 0.820812,-4.63791 0.297287,-3.68704 2.020256,-9.8574 3.605876,-12.91349 0.360324,-0.69448 1.862459,-3.76282 3.338077,-6.81853 1.47562,-3.05571 2.804992,-5.66965 2.95416,-5.80876 0.149169,-0.1391 0.69682,-1.04824 1.217003,-2.0203 2.869435,-5.36209 4.297389,-7.87067 7.474882,-13.1316 1.929476,-3.19461 3.778853,-6.26295 4.109726,-6.81853 0.330874,-0.55559 0.71523,-1.1238 0.854126,-1.26269 0.481909,-0.48191 2.525382,-3.49585 2.525382,-3.72472 0,-0.5676 3.030983,-3.80581 13.574263,-14.50234 6.215782,-6.30613 11.496662,-11.77382 11.735291,-12.15041 0.661826,-1.04448 0.531557,-2.45249 -0.226901,-2.45249 -1.891046,0 -21.092551,18.52766 -26.092806,25.17713 -0.69448,0.92354 -1.571339,2.00876 -1.948575,2.41161 -0.377237,0.40285 -2.136652,2.94017 -3.909811,5.63849 -1.773159,2.69831 -3.566891,5.35 -3.98607,5.89264 -0.41918,0.54263 -0.762146,1.28131 -0.762146,1.6415 0,0.36018 -0.227284,0.65488 -0.505076,0.65488 -0.277792,0 -0.505076,0.25254 -0.505076,0.5612 0,0.30867 -1.151931,2.52469 -2.559846,4.9245 -2.884091,4.91597 -2.620349,4.43766 -6.026451,10.92928 -1.386896,2.64326 -2.741786,5.20194 -3.010866,5.68596 -0.836091,1.50395 -2.544973,5.59852 -2.544973,6.09789 0,0.26128 -0.339526,1.12606 -0.754502,1.92174 -0.414977,0.79569 -0.755904,1.79899 -0.757615,2.22957 -0.0017,0.43058 -0.261306,1.04106 -0.576878,1.35663 -0.863645,0.86365 -1.233363,10.03219 -0.442949,10.98457 0.771878,0.93006 1.731191,0.98367 2.400943,0.13418 z" id="path5371" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 409.18491,618.41491 c -3.65801,-0.73879 -7.23367,-1.73261 -7.61858,-2.11752 -0.20815,-0.20815 -0.7322,-0.37847 -1.16454,-0.37847 -1.43653,0 -8.09918,-3.64935 -9.95732,-5.45396 -2.3396,-2.27219 -5.47907,-7.15998 -4.92075,-7.66105 0.23522,-0.21111 1.5641,-0.62504 2.95306,-0.91984 2.30502,-0.48925 4.30039,-0.9687 10.85914,-2.60929 1.25007,-0.31268 4.21561,-1.24135 6.5901,-2.06371 2.37449,-0.82236 4.64733,-1.49575 5.05076,-1.49642 0.7074,-0.001 6.04647,-2.59673 12.35026,-6.00399 3.50219,-1.89296 7.03064,-5.29208 8.06621,-7.77055 0.62683,-1.50022 0.6201,-2.10239 -0.0527,-4.70519 -1.40574,-5.43868 -4.16479,-7.27794 -10.91761,-7.27794 -4.56783,0 -6.86724,0.47645 -14.016,2.90417 -2.08344,0.70754 -8.2024,2.38449 -13.59768,3.72655 -11.05622,2.75021 -11.43516,2.72298 -10.8906,-0.78262 0.29838,-1.92089 1.30528,-5.26839 2.29077,-7.61586 2.57927,-6.1439 4.62165,-9.63402 7.39909,-12.64393 2.10186,-2.2778 7.85959,-6.56393 10.21153,-7.6016 1.13383,-0.50025 2.06151,-1.09309 2.06151,-1.31742 0,-0.22433 0.2841,-0.40873 0.63134,-0.40977 0.34724,-0.001 1.99505,-0.68204 3.66181,-1.51333 1.66675,-0.83129 3.25774,-1.51369 3.53553,-1.51644 0.27779,-0.003 1.18693,-0.39782 2.02031,-0.87791 1.29686,-0.7471 2.97801,-0.87403 11.66539,-0.88077 6.69864,-0.005 10.39125,0.18313 10.85914,0.55382 0.38994,0.30894 1.39083,0.71454 2.2242,0.90133 1.76797,0.39627 4.97529,1.90268 5.21912,2.45131 0.0926,0.20835 0.43353,0.3799 0.75762,0.38122 0.32409,0.001 1.45422,0.79683 2.5114,1.76777 1.05718,0.97095 2.07996,1.76691 2.27284,1.76881 0.19288,0.002 0.86139,0.74057 1.48558,1.64149 0.62418,0.90093 1.81499,2.43355 2.64625,3.40582 2.1387,2.50149 2.10291,2.44679 3.96858,6.06695 0.92884,1.80233 1.99908,3.84517 2.37831,4.53965 0.85755,1.57043 2.75143,5.90397 2.75143,6.29578 0,0.15966 0.58932,1.22384 1.30961,2.36484 1.39242,2.20574 1.39787,2.42905 0.21418,8.76451 -0.31141,1.66675 -0.78166,3.24638 -1.045,3.51028 -0.26334,0.2639 -0.48651,0.94576 -0.49593,1.51523 -0.009,0.56947 -0.45628,1.94454 -0.99302,3.05571 -0.53673,1.11117 -0.98359,2.30441 -0.99301,2.65165 -0.009,0.34724 -0.22637,0.63135 -0.48208,0.63135 -0.25572,0 -0.61471,0.68185 -0.79775,1.51523 -0.18304,0.83337 -0.48837,1.51523 -0.6785,1.51523 -0.19015,0 -0.88525,1.13642 -1.54468,2.52538 -0.65944,1.38896 -1.39495,2.52538 -1.63447,2.52538 -0.23952,0 -0.4355,0.36868 -0.4355,0.81929 0,1.24165 -5.32749,6.15532 -10.12409,9.33769 -7.48019,4.96283 -9.73489,5.82022 -17.15003,6.52159 -5.44734,0.51523 -15.79633,0.49253 -18.43528,-0.0405 l 0,10e-6 z" id="path5373" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 326.62797,611.00432 c -1.88537,-0.74217 -2.67817,-2.06405 -2.33501,-3.89328 0.1856,-0.9893 0.49761,-1.80027 0.69337,-1.80217 0.19575,-0.002 0.89036,-0.78828 1.54356,-1.74751 0.65321,-0.95923 2.16707,-2.21818 3.36414,-2.79767 1.19706,-0.57949 2.30119,-1.37859 2.4536,-1.77578 0.35722,-0.93089 3.91097,-2.51876 7.13675,-3.1888 5.61987,-1.16734 7.61272,-1.65916 8.35318,-2.06151 0.42737,-0.23222 1.78234,-0.59206 3.01104,-0.79965 1.2287,-0.20758 2.58366,-0.56111 3.01103,-0.7856 0.42737,-0.2245 1.79982,-0.66306 3.04988,-0.97458 1.25007,-0.31151 3.40927,-0.87735 4.79823,-1.25741 1.38896,-0.38006 3.77544,-1.02661 5.3033,-1.43676 1.52786,-0.41015 4.48255,-1.31652 6.56599,-2.01415 2.08344,-0.69763 4.81085,-1.53579 6.06092,-1.86257 1.25006,-0.32679 3.40926,-1.00862 4.79822,-1.51517 1.38896,-0.50655 3.09359,-1.04172 3.78807,-1.18927 3.81483,-0.8105 6.37111,-1.49897 6.81853,-1.83639 0.2778,-0.2095 1.41422,-0.54452 2.52538,-0.7445 1.11117,-0.19997 2.24759,-0.5409 2.52539,-0.75761 0.27779,-0.21671 1.41421,-0.55764 2.52538,-0.75762 1.11116,-0.19997 2.24759,-0.5409 2.52538,-0.75761 0.27779,-0.21671 1.38537,-0.55285 2.46129,-0.74697 1.07592,-0.19412 2.32598,-0.5555 2.77792,-0.80306 1.39111,-0.76202 5.69941,-1.61979 9.35816,-1.86317 4.96861,-0.33052 6.80156,0.87993 7.56557,4.99618 0.31145,1.67802 0.16122,2.04417 -1.5653,3.81489 -3.73364,3.82924 -9.85768,7.0037 -19.58749,10.15338 -5.48665,1.77611 -13.39338,4.065 -16.16244,4.6788 -1.11117,0.2463 -3.61129,0.91641 -5.55584,1.48914 -1.94454,0.57272 -4.44467,1.26634 -5.55584,1.54137 -1.11117,0.27503 -3.27037,0.97121 -4.79822,1.54707 -3.23765,1.2203 -8.95345,2.76084 -17.67767,4.76453 -16.60925,3.81464 -27.24427,5.38024 -29.77647,4.38345 z" id="path5375" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 314.23057,649.78538 c -0.83338,-0.24227 -3.27517,-0.59383 -5.4262,-0.78127 -2.15103,-0.18743 -4.02732,-0.52904 -4.16953,-0.75913 -0.1422,-0.2301 -1.22332,-0.57747 -2.40248,-0.77195 -1.17916,-0.19447 -2.37121,-0.52415 -2.649,-0.7326 -0.27779,-0.20846 -1.42556,-0.51911 -2.55058,-0.69032 -4.06557,-0.61873 -11.02281,-4.67086 -15.81613,-9.21186 l -2.70935,-2.56673 1.95173,-0.91634 c 12.01968,-5.64327 18.10798,-8.61564 21.39717,-10.44631 6.55742,-3.64968 10.14094,-7.34752 10.06796,-10.38917 -0.0559,-2.33124 -2.59888,-6.32433 -4.80524,-7.54547 -2.18261,-1.20799 -7.68417,-1.57439 -10.53016,-0.70129 -0.8531,0.26171 -3.36936,0.96648 -5.5917,1.56614 -4.6572,1.25668 -8.14942,2.33634 -9.59645,2.96685 -2.13578,0.93062 -5.63753,1.97648 -7.51777,2.24532 l -1.96193,0.28051 0.30273,-2.55608 c 0.4109,-3.46945 3.12968,-11.09738 5.15184,-14.45426 1.71373,-2.84487 5.61916,-7.18124 8.35232,-9.27394 0.86264,-0.66049 1.83291,-1.43621 2.15616,-1.72381 0.79045,-0.70328 5.23408,-3.3164 7.41431,-4.36006 2.17654,-1.04189 6.34854,-2.25798 10.346,-3.01573 3.96553,-0.7517 15.82191,-1.13034 16.58128,-0.52954 0.32522,0.25731 1.47161,0.62667 2.54753,0.82079 1.07592,0.19412 2.32598,0.55583 2.77792,0.8038 0.45194,0.24797 2.07177,1.02138 3.59962,1.71868 3.59305,1.63985 9.12722,5.89999 11.96424,9.20992 l 2.23685,2.60973 -2.88386,0.59868 c -3.61678,0.75084 -11.02488,3.15188 -13.26183,4.29829 -2.03965,1.04529 -7.14677,6.12738 -7.14677,7.11175 0,0.38612 -0.22295,0.70204 -0.49545,0.70204 -0.2725,0 -0.63807,0.56821 -0.81237,1.26269 -0.1743,0.69448 -0.51956,1.26269 -0.76724,1.26269 -0.73518,0 -0.51292,3.05421 0.36747,5.04967 1.00218,2.27148 2.06936,2.96988 5.90556,3.8648 2.36222,0.55107 3.88654,0.58185 7.34632,0.14833 5.72397,-0.71723 9.0951,-1.26234 13.70953,-2.21682 7.04177,-1.45657 7.07106,-1.45986 7.07106,-0.79391 0,2.1146 -2.43684,10.40089 -4.16153,14.15098 -0.71991,1.56534 -4.0077,7.23243 -4.39533,7.57614 -0.15665,0.1389 -0.96603,1.26188 -1.79862,2.49552 -3.18012,4.71191 -9.81948,10.13363 -13.96963,11.40764 -0.64968,0.19944 -1.41632,0.54922 -1.70363,0.77729 -1.40291,1.11365 -11.70004,2.21325 -14.12482,1.50834 z" id="path5377" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 201.64395,647.36916 c -0.80842,-0.12002 -2.02644,-0.58291 -2.70673,-1.02865 -1.0706,-0.70148 -1.20449,-1.09776 -0.99596,-2.94778 0.58801,-5.21682 8.87654,-9.58767 27.64842,-14.58003 1.80565,-0.48021 4.19214,-1.16262 5.3033,-1.51646 1.11117,-0.35385 3.49766,-1.0387 5.30331,-1.52189 1.80564,-0.48319 3.96484,-1.0979 4.79822,-1.36603 2.38662,-0.76786 6.64359,-1.90885 12.12183,-3.24902 2.77792,-0.67957 5.50533,-1.44747 6.06092,-1.70644 0.55558,-0.25896 3.05571,-0.94942 5.55583,-1.53435 2.50013,-0.58493 5.9094,-1.51857 7.57615,-2.07475 1.66675,-0.55618 4.05324,-1.31376 5.3033,-1.6835 1.25006,-0.36974 3.52291,-1.04864 5.05076,-1.50867 2.83141,-0.85253 5.95423,-1.71499 11.36422,-3.13858 1.66675,-0.43859 4.62706,-0.89748 6.57848,-1.01976 3.06439,-0.19201 3.73564,-0.0747 4.92449,0.86042 1.07776,0.84776 1.37647,1.50975 1.37647,3.05045 0,1.7954 -0.23901,2.14428 -2.72939,3.98403 -2.79931,2.06797 -7.25973,4.57921 -13.93812,7.84724 -7.46863,3.65472 -9.89019,4.72268 -12.62691,5.56872 -2.57426,0.79581 -6.28734,2.27336 -8.08122,3.21577 -0.41669,0.2189 -3.48503,1.24786 -6.81853,2.28657 -3.3335,1.03872 -6.43068,2.08615 -6.88262,2.32765 -0.45194,0.24149 -1.702,0.59812 -2.77792,0.7925 -1.07592,0.19439 -2.1835,0.49318 -2.46129,0.66398 -0.5016,0.30842 -3.7456,1.11826 -8.5863,2.1435 -1.38896,0.29418 -2.86631,0.66959 -3.28299,0.83425 -1.04693,0.41372 -6.07172,1.53473 -10.60661,2.36631 -9.83709,1.80387 -11.99292,2.23906 -13.63372,2.75224 -1.68625,0.52739 -9.74229,0.64178 -12.83739,0.18228 z" id="path5379" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 195.80955,676.17909 c -1.79499,-0.11541 -3.49963,-0.39958 -3.78807,-0.63149 -0.28844,-0.2319 -1.77451,-0.58618 -3.30236,-0.78729 -1.52786,-0.20111 -3.00521,-0.54124 -3.283,-0.75585 -0.27779,-0.2146 -1.29311,-0.55899 -2.25627,-0.76528 -0.96315,-0.2063 -2.09957,-0.55785 -2.52538,-0.78122 -0.4258,-0.22337 -2.36518,-1.14946 -4.30972,-2.05797 -3.90235,-1.82323 -8.70134,-6.17246 -12.31541,-11.1612 -2.84051,-3.92095 -4.06798,-7.27608 -5.93521,-16.22317 -0.70433,-3.37488 -0.73251,-4.39042 -0.18919,-6.81853 0.97972,-4.37844 5.17095,-12.80994 8.32261,-16.74263 1.41107,-1.76076 10.79401,-11.09528 12.6924,-12.62691 3.01277,-2.43071 6.02188,-4.41319 7.27378,-4.79216 0.69448,-0.21023 1.58173,-0.63852 1.97167,-0.95176 0.483,-0.38801 4.66858,-0.56953 13.13198,-0.56953 l 12.42301,0 2.16376,1.40614 c 2.39823,1.55852 4.43296,3.53433 8.94792,8.68882 7.24621,8.27262 9.50961,11.19913 9.13293,11.80862 -0.15492,0.25066 -1.30195,0.60875 -2.54895,0.79575 -1.24701,0.187 -2.38343,0.52793 -2.52538,0.75762 -0.14196,0.22968 -1.27838,0.57061 -2.52539,0.75761 -1.247,0.187 -2.38343,0.52793 -2.52538,0.75762 -0.14195,0.22968 -1.27838,0.57061 -2.52538,0.75761 -1.24701,0.187 -2.39964,0.55415 -2.5614,0.81589 -0.16177,0.26175 -0.7921,0.4773 -1.40074,0.47901 -0.60863,0.002 -1.69822,0.31182 -2.4213,0.68913 -0.72307,0.37731 -2.3721,0.84458 -3.6645,1.03839 -1.29239,0.19381 -2.97363,0.67779 -3.73607,1.07553 -0.76244,0.39773 -1.67037,0.72455 -2.01761,0.72626 -0.34724,0.002 -0.63134,0.2304 -0.63134,0.50819 0,0.27779 -0.28714,0.50507 -0.63809,0.50507 -1.74262,0 -9.96852,6.89239 -9.96852,8.35251 0,0.40638 -0.18716,0.73887 -0.41592,0.73887 -0.22876,0 -0.67716,1.40467 -0.99644,3.1215 -0.6694,3.59956 -0.43152,4.10856 2.33665,4.9997 1.0195,0.32821 2.08092,0.76314 2.35871,0.96652 1.60394,1.17431 6.45677,2.12701 9.44295,1.85384 3.88204,-0.35513 11.04212,-1.50924 15.81086,-2.5485 1.94455,-0.42378 5.24017,-1.10356 7.32361,-1.51062 2.08344,-0.40705 4.18582,-0.89638 4.67196,-1.08739 0.7497,-0.29457 0.88273,-0.0516 0.8763,1.60078 -0.01,2.56532 -2.10774,9.24083 -3.82443,12.17015 -1.2882,2.19813 -8.02718,9.22336 -8.84756,9.22336 -0.20914,0 -0.70148,0.32123 -1.09409,0.71383 -0.93473,0.93473 -4.46933,2.82171 -5.28549,2.82171 -0.35136,0 -0.63883,0.21093 -0.63883,0.46873 0,0.25781 -1.30688,0.62677 -2.90418,0.81994 -1.59731,0.19316 -3.13148,0.52928 -3.40927,0.74694 -0.64348,0.50418 -9.59272,0.9209 -13.87023,0.64586 z" id="path5381" inkscape:connector-curvature="0" /> </g> </svg> </div>
					
					<div class="zoomcontrols">
						<div id="zoom-in"><i aria-hidden="true" class="fas fa-search-plus"></i></div>
						<div id="reset"><i aria-hidden="true" class="fas fa-sync"></i> 100%</div>
						<div id="zoom-out"><i aria-hidden="true" class="fas fa-search-minus"></i></div>
					</div>	
					
                    <div class="controlbtns">
					   <a id="random-color-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-random"></i><span class="controlslinktext">Auto</span></div>
						</a>						
						<a id="coloring-undo-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-undo"></i><span class="controlslinktext">Undo</span></div>
                        </a>
                        <a id="coloring-reset-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="far fa-trash-alt"></i><span class="controlslinktext">Reset</span></div>
                        </a>
                        <a href="" onclick="printDiv();return false;">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-save"></i><span class="controlslinktext">Print</span></div>
                        </a>
						<a id="coloring-fullscreen-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-expand"></i><span class="controlslinktext">Expand</span></div>
						</a>
                        <div class="btncontrols zoombtn"><i aria-hidden="true" class="fas fa-search-plus"></i><span class="controlslinktext">Zoom</span></div>						
						
                    </div>
                </div>
            </div>
			
            <!-- Phần bên phải -->
            <div id="coloring-right">
                <center><h3 class="coloring-h3">BẢNG TRỘN MÀU</h3></center>
                <div class="coloring-picker">
                    <center><div id='box1' class='box'><div id='customcolor1' class='customcolorx' style='background: #ffffff; fill: #ffffff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker1' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box2' class='box'><div id='customcolor2' class='customcolorx' style='background: #000000; fill: #000000;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker2' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box3' class='box'><div id='customcolor3' class='customcolorx' style='background: #00ff00; fill: #00ff00;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker3' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box4' class='box'><div id='customcolor4' class='customcolorx' style='background: #0000ff; fill: #0000ff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker4' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div>
					</center>
                    <div class="coloring-palette-64" style="display: inline-block;"><div id="color01" class="basiccolor" style="background: #FF0000; fill: #FF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color02" class="basiccolor" style="background: #DF0000; fill: #DF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color03" class="basiccolor" style="background: #AF102E; fill: #AF102E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color04" class="basiccolor" style="background: #550E2B; fill: #550E2B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color05" class="basiccolor" style="background: #9C2B3B; fill: #9C2B3B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color06" class="basiccolor" style="background: #E45761; fill: #E45761;" x="0" y="0" onclick="selected(this.id)"></div><div id="color07" class="basiccolor" style="background: #FF9792; fill: #FF9792;" x="0" y="0" onclick="selected(this.id)"></div><div id="color08" class="basiccolor" style="background: #FFD5CF; fill: #FFD5CF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color09" class="basiccolor" style="background: #FFE1B5; fill: #FFE1B5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color10" class="basiccolor" style="background: #EFAF79; fill: #EFAF79;" x="0" y="0" onclick="selected(this.id)"></div><div id="color11" class="basiccolor" style="background: #F66D1E; fill: #F66D1E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color12" class="basiccolor" style="background: #8D4131; fill: #8D4131;" x="0" y="0" onclick="selected(this.id)"></div><div id="color13" class="basiccolor" style="background: #492917; fill: #492917;" x="0" y="0" onclick="selected(this.id)"></div><div id="color14" class="basiccolor" style="background: #97530F; fill: #97530F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color15" class="basiccolor" style="background: #DD8C00; fill: #DD8C00;" x="0" y="0" onclick="selected(this.id)"></div><div id="color16" class="basiccolor" style="background: #FBC800; fill: #FBC800;" x="0" y="0" onclick="selected(this.id)"></div><div id="color17" class="basiccolor" style="background: #FFFF8F; fill: #FFFF8F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color18" class="basiccolor" style="background: #E4FCA2; fill: #E4FCA2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color19" class="basiccolor" style="background: #AFE356; fill: #AFE356;" x="0" y="0" onclick="selected(this.id)"></div><div id="color20" class="basiccolor" style="background: #6CB328; fill: #6CB328;" x="0" y="0" onclick="selected(this.id)"></div><div id="color21" class="basiccolor" style="background: #38741A; fill: #38741A;" x="0" y="0" onclick="selected(this.id)"></div><div id="color22" class="basiccolor" style="background: #0E3E12; fill: #0E3E12;" x="0" y="0" onclick="selected(this.id)"></div><div id="color23" class="basiccolor" style="background: #177578; fill: #177578;" x="0" y="0" onclick="selected(this.id)"></div><div id="color24" class="basiccolor" style="background: #00BC9F; fill: #00BC9F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color25" class="basiccolor" style="background: #6BECBD; fill: #6BECBD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color26" class="basiccolor" style="background: #C9FCCC; fill: #C9FCCC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color27" class="basiccolor" style="background: #D8E0FF; fill: #D8E0FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color28" class="basiccolor" style="background: #A6ADFF; fill: #A6ADFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color29" class="basiccolor" style="background: #6E6AFF; fill: #6E6AFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color30" class="basiccolor" style="background: #3E32D5; fill: #3E32D5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color31" class="basiccolor" style="background: #2D1A71; fill: #2D1A71;" x="0" y="0" onclick="selected(this.id)"></div><div id="color32" class="basiccolor" style="background: #3257BE; fill: #3257BE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color33" class="basiccolor" style="background: #409DEF; fill: #409DEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color34" class="basiccolor" style="background: #70DBFF; fill: #70DBFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color35" class="basiccolor" style="background: #BFFFFF; fill: #BFFFFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color36" class="basiccolor" style="background: #FFCDFF; fill: #FFCDFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color37" class="basiccolor" style="background: #EE82EE; fill: #EE82EE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color38" class="basiccolor" style="background: #B44CEF; fill: #B44CEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color39" class="basiccolor" style="background: #652BBC; fill: #652BBC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color40" class="basiccolor" style="background: #480E55; fill: #480E55;" x="0" y="0" onclick="selected(this.id)"></div><div id="color41" class="basiccolor" style="background: #941887; fill: #941887;" x="0" y="0" onclick="selected(this.id)"></div><div id="color42" class="basiccolor" style="background: #FF00FF; fill: #FF00FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color43" class="basiccolor" style="background: #E444C3; fill: #E444C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color44" class="basiccolor" style="background: #FF91E2; fill: #FF91E2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color45" class="basiccolor" style="background: #4B0082; fill: #4B0082;" x="0" y="0" onclick="selected(this.id)"></div><div id="color46" class="basiccolor" style="background: #663399; fill: #663399;" x="0" y="0" onclick="selected(this.id)"></div><div id="color47" class="basiccolor" style="background: #9370DB; fill: #9370DB;" x="0" y="0" onclick="selected(this.id)"></div><div id="color48" class="basiccolor" style="background: #6A5ACD; fill: #6A5ACD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color49" class="basiccolor" style="background: #483D8B; fill: #483D8B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color50" class="basiccolor" style="background: #8A2BE2; fill: #8A2BE2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color51" class="basiccolor" style="background: #800080; fill: #800080;" x="0" y="0" onclick="selected(this.id)"></div><div id="color52" class="basiccolor" style="background: #9400D3; fill: #9400D3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color53" class="basiccolor" style="background: #9932CC; fill: #9932CC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color54" class="basiccolor" style="background: #8B008B; fill: #8B008B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color55" class="basiccolor" style="background: #5270C3; fill: #5270C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color56" class="basiccolor" style="background: #C873B9; fill: #C873B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color57" class="basiccolor" style="background: #4EA15E; fill: #4EA15E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color58" class="basiccolor" style="background: #B9A264; fill: #B9A264;" x="0" y="0" onclick="selected(this.id)"></div><div id="color59" class="basiccolor" style="background: #4CA6A8; fill: #4CA6A8;" x="0" y="0" onclick="selected(this.id)"></div><div id="color60" class="basiccolor" style="background: #A64D4E; fill: #A64D4E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color61" class="basiccolor" style="background: #80B954; fill: #80B954;" x="0" y="0" onclick="selected(this.id)"></div><div id="color62" class="basiccolor" style="background: #7E60B9; fill: #7E60B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color63" class="basiccolor" style="background: #7CA668; fill: #7CA668;" x="0" y="0" onclick="selected(this.id)"></div><div id="color64" class="basiccolor" style="background: #B97E9B; fill: #B97E9B;" x="0" y="0" onclick="selected(this.id)"></div>
                    </div>
                </div>
            </div>
        </section>
		<script>
			document.addEventListener("DOMContentLoaded", function (event) {
				jQuery("#printbtnmob").click(function () {
					printDiv();
					return false;
				});				
				jQuery("#random-color-button").click(function () {
					randomColor();
					return false;
				});
			});
					
			document.addEventListener("DOMContentLoaded", function () {
				const coloringFullscreenButton = document.getElementById("coloring-fullscreen-button");
				coloringFullscreenButton.addEventListener("click", toggleFullscreen);

				function toggleFullscreen() {
					const coloring = document.getElementById("coloring");

					if (!document.fullscreenElement && !document.webkitFullscreenElement && !document.msFullscreenElement) {
						if (coloring.requestFullscreen) {
							coloring.requestFullscreen();
						} else if (coloring.webkitRequestFullscreen) { /* Safari */
							coloring.webkitRequestFullscreen();
						} else if (coloring.msRequestFullscreen) { /* IE/Edge */
							coloring.msRequestFullscreen();
						}
					} else {
						if (document.exitFullscreen) {
							document.exitFullscreen();
						} else if (document.webkitExitFullscreen) { /* Safari */
							document.webkitExitFullscreen();
						} else if (document.msExitFullscreen) { /* IE/Edge */
							document.msExitFullscreen();
						}
					}
				}

				document.addEventListener("fullscreenchange", function () {
					updateFullscreenButton();
				});

				function updateFullscreenButton() {
					const isFullscreen = document.fullscreenElement || document.webkitFullscreenElement || document.msFullscreenElement;
					const fullscreenButtonText = isFullscreen ? "Exit" : "Expand";
					coloringFullscreenButton.querySelector(".controlslinktext").textContent = fullscreenButtonText;
				}
			});
		</script>
		
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/jquery-2.1.4.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-min.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/hammer.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/tomau.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-preload.js"></script>

		<script>
			function randomColor() {
				var colors = ["#dfeae4", "#a6cfd0", "#7b95a0", "#505d6d", "#353234", "#665d5b", "#998d86", "#cdbfb3", "#eae6da", "#eeb3b7", "#ff0000", "#df0000", "#af102e", "#550e2b", "#9c2b3b", "#e45761", "#ff9792", "#ffd5cf", "#ffe1b5", "#efaf79", "#f66d1e", "#8d4131", "#492917", "#97530f", "#dd8c00", "#fbc800", "#ffff8f", "#e4fca2", "#afe356", "#6cb328", "#38741a", "#0e3e12", "#177578", "#00bc9f", "#6becbd", "#c9fccc", "#d8e0ff", "#a6adff", "#6e6aff", "#3e32d5", "#2d1a71", "#3257be", "#409def", "#70dbff", "#bfffff", "#ffcdff", "#ee82ee", "#b44cef", "#652bbc", "#480e55", "#941887", "#ff00ff", "#e444c3", "#ff91e2"];

				var elements = document.querySelectorAll("#coloring-area svg path");

				elements.forEach(function (element) {
					var randomColor = colors[Math.floor(Math.random() * colors.length)];
					var previousFill = element.style.fill;

					// Track the change in coloringSteps
					var coloringStep = {
						target: element,
						previousFill: element.getAttribute("style")
					};

					element.style.fill = randomColor;
					ColoringBookHandler.coloringSteps.push(coloringStep);
				});
			}

			document.addEventListener("DOMContentLoaded", (event) => {
				document.querySelectorAll(".farba").forEach(input => {
					input.addEventListener("change", (event) => {
						let selectedColor = event.target.value;
						let previousDiv = event.target.previousElementSibling;

						if (previousDiv && previousDiv.classList.contains("customcolorx")) {
							previousDiv.classList.add("selectioncustomcolor");
						}

						ColoringBookHandler.currentFill = "fill:${selectedColor}";

						// Optionally, if you want to call the handlePaletteClick to simulate the same behavior
						ColoringBookHandler.handlePaletteClick({
							target: previousDiv
						});
					});
				});
			});
		
		
			function selected(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}	
			
			
			function selected_bk(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}

			function printDiv() {
				var divContents = document.getElementById("coloring-area").innerHTML;
				var a = window.open("", "", "height=1000, width=900");
				a.document.write(
					"<html><head><style>#tomauonline {position: absolute !important;top: 100pt; left: 42px; transform: scale(0.95); width: 750px !important;height:750px !important; }  g.svg-pan-zoom_viewportxxx  {transform: matrix(0.90, 0, 0, 0.90, 0, 16) !important}   @page {margin:  0cm !important;} #svg-pan-zoom-controls {display:none !important;visibility: hidden !important;} } </style></head>"
				);
				a.document.write("<body data-rsssl=1 ><div>");
				a.document.write('<div style="position: absolute; width: 100%; height: auto;text-align: center;  top: 50px;" ><img decoding="async"  src="https://tapve.com/wp-content/plugins/svgcoloringbook/img/logo.png" style="width:auto; height: 80px;" alt="TAPVE""></div>');
				a.document.write(divContents);
				a.document.write(
					'<div class="logo" style="position: absolute; width: 100%; height: auto;text-align: center;  bottom: 50px;font-family: Arial, Helvetica, sans-serif;" >© 2024 www.tapve.com <br /><br />SÁCH TÔ MÀU TRỰC TUYẾN CHO BÉ !</div>'
				);
				a.document.write("</div></body></html>");
				a.document.close();
				a.print();
			}
					let colorPicker1 = document.getElementById("colorPicker1");
					let box1 = document.getElementById("box1");
					let customcolor1 = document.getElementById("customcolor1");

					box1.style.borderColor = colorPicker1.value;

					colorPicker1.addEventListener(
						"input",
						function (event) {
							box1.style.borderColor = event.target.value;
							customcolor1.style.background = event.target.value;
							customcolor1.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker2 = document.getElementById("colorPicker2");
					let box2 = document.getElementById("box2");
					let customcolor2 = document.getElementById("customcolor2");

					box2.style.borderColor = colorPicker2.value;

					colorPicker2.addEventListener(
						"input",
						function (event) {
							box2.style.borderColor = event.target.value;
							customcolor2.style.background = event.target.value;
							customcolor2.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker3 = document.getElementById("colorPicker3");
					let box3 = document.getElementById("box3");
					let customcolor3 = document.getElementById("customcolor3");

					box3.style.borderColor = colorPicker3.value;

					colorPicker3.addEventListener(
						"input",
						function (event) {
							box3.style.borderColor = event.target.value;
							customcolor3.style.background = event.target.value;
							customcolor3.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker4 = document.getElementById("colorPicker4");
					let box4 = document.getElementById("box4");
					let customcolor4 = document.getElementById("customcolor4");

					box4.style.borderColor = colorPicker4.value;

					colorPicker4.addEventListener(
						"input",
						function (event) {
							box4.style.borderColor = event.target.value;
							customcolor4.style.background = event.target.value;
							customcolor4.style.fill = event.target.value;
						},
						false
					);
				
			$(function (f) {
				$(".zoombtn").click(function (x) {
					$(".zoomcontrols").toggleClass("zoomshow");
				});
			});
			
		</script></p>
]]></content:encoded>
					
					<wfw:commentRss>https://tapve.com/xe-lua-3/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Xe lửa</title>
		<link>https://tapve.com/xe-lua-2/</link>
					<comments>https://tapve.com/xe-lua-2/#respond</comments>
		
		<dc:creator><![CDATA[Tập Vẽ]]></dc:creator>
		<pubDate>Fri, 17 May 2024 11:45:56 +0000</pubDate>
				<category><![CDATA[Phương tiện giao thông]]></category>
		<guid isPermaLink="false">http://localhost/chatgpt4/xe-lua-2/</guid>

					<description><![CDATA[Tô màu bức tranh: Xe lửa]]></description>
										<content:encoded><![CDATA[<p>Chào mừng bạn đến với trang tô màu trực tuyến! Hôm nay, chúng ta sẽ cùng nhau thả hồn sức sáng tạo và tô màu một bức tranh đặc biệt: <strong>Xe lửa</strong>.</p>
<p>Bức tranh &#8220;Xe lửa&#8221; là một tác phẩm nghệ thuật tô màu sáng tạo, với màu sắc tươi sáng và rực rỡ. Trong bức tranh, chiếc xe lửa được vẽ chân thực với các chi tiết nhỏ như bánh xe, khói bốc lên từ đuôi xe, cùng với đường ray nằm dọc phía dưới. Bức tranh mang đến cảm giác hứng khởi và mạnh mẽ, khiến người xem muốn khám phá thêm về thế giới của những chuyến hành trình bằng xe lửa. .</p>
<p>Hãy thả hồn mình vào không gian màu sắc và bắt đầu tô màu cho <strong>Xe lửa</strong>. Bạn có thể lựa chọn từ bảng màu đa dạng để tạo ra một bức tranh độc đáo và đầy màu sắc. Sử dụng các công cụ như công cụ tự tô để tô màu một cách tự do và sáng tạo.</p>
<p>Hãy để trí tưởng tượng của bạn bay xa và biến bức tranh <strong>Xe lửa</strong> trở thành một tác phẩm nghệ thuật độc đáo mang lại niềm vui và sự sảng khoái cho mỗi người tham gia.</p>
<p>Chắc chắn bạn sẽ tìm thấy niềm vui và sự thư giãn trong việc tô màu bức tranh này trên trang tô màu trực tuyến. Và điều tuyệt vời hơn, bạn còn có thể in bức tranh <strong>Xe lửa</strong> đã tô màu của mình để giữ lại những khoảnh khắc sáng tạo đó!</p>
<p>Tính năng in của trang web cho phép bạn chuyển bức tranh tô màu thành một tệp PDF có thể in ra và treo trên tường hoặc tặng cho bạn bè và gia đình. Việc này giúp bạn lưu giữ những kỷ niệm đẹp đẽ và chia sẻ niềm đam mê tô màu với mọi người xung quanh.</p>
<p>Đương nhiên, trang web cũng cung cấp tính năng in trắng đen, cho phép bạn tải xuống bức tranh <strong>Xe lửa</strong> ở dạng đen trắng để bạn có thể tô màu bằng bút màu trên giấy!</p>
<p>Vì vậy, hãy bắt đầu ngay hôm nay và thể hiện sự sáng tạo của bạn không chỉ trên màn hình máy tính mà còn trên giấy với tính năng in tiện lợi này!</p>
<p><span id="more-6234"></span><section id="coloring">
            <!-- Phần bên trái -->
			<div id="coloring-left">
                <div>
                    <div id="coloring-area"><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="100%" height="100%" viewBox="0 0 800.00001 800.00001" id="tomauonline" > <g inkscape:label="pozadie" inkscape:groupmode="layer" id="Back" transform="translate(0,-252.36235)" sodipodi:insensitive="true"> <image y="263.48926" x="0.62198627" id="image5193" xlink:href="data:image/png;base64,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" style="image-rendering:optimizeQuality" preserveAspectRatio="none" height="775.21051" width="797.49042" /> </g> <g inkscape:groupmode="layer" id="Color" inkscape:label="podklad"> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 314.15564,291.08575 c -15.88111,-16.1249 -22.19265,-19.44008 -41.32366,-21.70553 l -6.06091,-0.71772 5.55584,-1.78896 c 12.97469,-4.1778 24.72882,-5.63786 53.53808,-6.6503 13.61181,-0.47836 26.56702,-1.12981 28.78935,-1.44767 2.22234,-0.31786 21.41013,-1.12396 42.63956,-1.79133 48.14797,-1.51358 47.21391,-1.65342 57.39485,8.59247 3.93533,3.96042 9.35194,10.61003 12.03691,14.77691 2.68499,4.16688 6.63695,10.26096 8.78215,13.54239 2.14521,3.28144 3.90037,6.50281 3.90037,7.1586 0,1.21478 -65.89339,2.53252 -126.6387,2.53252 l -26.30147,0 -12.31237,-12.50138 z" id="path5211" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 458.51155,524.37547 c -2.67157,-22.46992 -19.82653,-41.08474 -43.09702,-46.76452 -7.7255,-1.88561 -28.9073,-2.14797 -34.49622,-0.42728 -2.22234,0.68421 -6.44309,2.00651 -9.37946,2.93844 -14.88122,4.72291 -31.03864,26.44939 -33.04584,44.43589 l -0.70455,6.31345 -5.08018,0 -5.08018,0 0.66759,-22.47589 c 0.36718,-12.36174 1.09453,-25.43059 1.61633,-29.04189 1.39551,-9.65805 3.03053,-37.03718 2.98032,-49.90679 -0.024,-6.16409 -0.7752,-16.43497 -1.66922,-22.82419 -1.9484,-13.92434 -2.01248,-19.87176 -0.48438,-44.95179 1.13888,-18.6918 0.40451,-47.10073 -1.3252,-51.26524 -0.69168,-1.66531 1.51151,-1.76961 38.01217,-1.79961 21.31053,-0.0175 49.65606,-0.40272 62.99007,-0.85601 13.33402,-0.45329 30.60762,-0.55261 38.3858,-0.2207 l 14.14213,0.60348 0.68675,18.18274 c 1.01889,26.97686 -1.97714,150.6302 -4.55178,187.86298 l -1.18573,17.14721 -4.04061,0.65844 c -2.22233,0.36214 -6.33726,0.86642 -9.14428,1.12062 l -5.10368,0.46218 -1.09283,-9.19152 z m -14.81527,-99.33296 c 2.30839,-1.47856 4.20282,-54.83614 2.38768,-67.24999 -2.21012,-15.11503 -9.0461,-25.83322 -20.0371,-31.41629 -7.65652,-3.88926 -28.02351,-2.79009 -36.10979,1.94878 -4.81606,2.82241 -11.07463,8.94073 -13.13355,12.83925 -3.19098,6.04206 -6.48904,25.35435 -8.07352,47.27568 -0.26103,3.6113 -0.97057,11.91459 -1.57677,18.45175 -0.80671,8.69952 -0.80091,12.24877 0.0216,13.23987 0.86605,1.04353 3.84535,1.24549 12.98946,0.88053 14.0613,-0.56122 43.70559,1.2783 52.27176,3.24363 7.08947,1.62653 9.66787,1.80669 11.26019,0.78679 z" id="path5213" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 430.41578,418.18001 c -3.57645,-0.80702 -12.31117,-1.38571 -21.3086,-1.41172 -8.38622,-0.0242 -20.09137,-0.34044 -26.01143,-0.70266 l -10.76374,-0.65858 0,-4.22994 c 0,-5.93623 2.69181,-34.12476 4.58281,-47.99098 3.38164,-24.79668 12.16526,-33.49152 33.83577,-33.49375 13.64183,-0.001 20.6606,4.38809 26.18661,16.37691 4.48396,9.72809 5.41257,17.43793 4.79654,39.82381 -0.56053,20.36897 -2.21422,33.93068 -4.11639,33.75806 -0.62736,-0.0569 -3.86806,-0.71895 -7.20157,-1.47115 z" id="path5215" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 544.03416,380.04114 c -0.29088,-0.31448 -6.42755,-1.02673 -13.63706,-1.58279 l -13.1082,-1.011 -11.61675,-11.50354 c -17.33579,-17.16682 -16.16244,-14.66666 -16.16244,-34.43894 l 0,-16.71451 3.28299,-0.50758 c 12.71138,-1.96526 222.39458,-2.31305 224.75894,-0.37279 0.95591,0.78444 1.26269,7.97015 1.26269,29.57559 0,15.69666 -0.27148,29.89682 -0.6033,31.55591 l -0.6033,3.01652 -17.32691,0.63457 c -24.68049,0.90388 -155.61272,2.03395 -156.24666,1.34856 z" id="path5217" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 385.96907,578.77366 c -4.44467,-0.77769 -9.33222,-2.12686 -10.86121,-2.99815 -1.529,-0.87129 -3.23993,-1.29991 -3.80207,-0.95249 -1.46679,0.90653 -14.53352,-8.04349 -18.15167,-12.43293 -1.68185,-2.04038 -4.71517,-7.01899 -6.74069,-11.06357 l -3.68277,-7.35378 0.64965,-10.84379 c 0.77209,-12.88762 2.23456,-18.11223 7.62653,-27.24549 5.90598,-10.00392 10.66658,-14.61103 19.82747,-19.18822 12.82855,-6.40972 21.88159,-7.41028 39.37842,-4.35218 12.03011,2.10262 19.95983,5.89551 27.36679,13.08987 5.49252,5.33488 12.09838,15.11703 14.04028,20.79131 2.30025,6.72132 3.12805,20.28207 1.61432,26.445 -2.92011,11.88874 -5.47874,16.82455 -12.21174,23.55755 -3.61129,3.6113 -8.54097,7.58883 -10.95485,8.83897 -10.02392,5.19136 -27.3122,6.64499 -44.09846,3.7079 z" id="path5219" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 561.70275,568.36276 c -16.42028,-7.60439 -21.22501,-19.94115 -14.55606,-37.37457 2.89409,-7.56549 10.10076,-16.27047 13.40389,-16.19064 1.20735,0.0292 4.9226,-0.94028 8.2561,-2.15435 5.15783,-1.87849 7.41555,-2.12409 15.15229,-1.64829 12.89979,0.79331 17.85554,2.74502 21.69727,8.54497 4.34347,6.55745 5.34883,10.75481 4.91269,20.51041 -0.44116,9.86809 -2.57966,14.98192 -9.6405,23.05352 -5.58107,6.38 -10.92955,8.19339 -23.97133,8.12739 -7.84167,-0.0397 -10.03793,-0.45267 -15.25435,-2.86844 z" id="path5221" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 702.14682,569.37384 c -8.13483,-2.11732 -18.76239,-11.04221 -22.36748,-18.78393 -4.15664,-8.92614 -2.98305,-17.58192 3.75112,-27.66643 5.58968,-8.3706 14.30911,-14.30547 22.04801,-15.00692 7.5055,-0.6803 18.9844,1.18228 25.76387,4.18048 6.45752,2.85582 13.36345,9.75112 14.75652,14.7338 1.70654,6.10386 1.2066,15.09728 -1.10465,19.87169 -2.78465,5.75231 -13.87714,15.79356 -21.54808,19.50597 -6.55098,3.17039 -15.92666,4.56373 -21.29931,3.16534 z" id="path5223" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 242.52741,580.31143 c -14.49719,-1.33118 -22.72131,-4.16879 -27.68303,-9.55163 -7.28749,-7.90599 -10.82578,-18.09565 -11.88548,-34.22816 l -0.60462,-9.20445 4.06145,-8.07686 c 4.76478,-9.47553 11.45923,-18.67295 17.93816,-24.64503 4.89793,-4.51474 16.2088,-10.20086 20.29165,-10.20086 1.33918,0 4.13113,-0.90914 6.20433,-2.02031 5.77007,-3.09257 14.01681,-2.53742 28.44073,1.91458 4.39003,1.355 16.52279,8.4725 22.1022,12.96592 7.9911,6.43569 12.36677,18.16418 12.31438,33.00735 -0.0391,11.08912 -1.59383,19.29161 -4.98379,26.29435 -2.37272,4.90138 -9.18308,12.69092 -11.09562,12.69092 -0.65905,0 -3.09844,1.30408 -5.42088,2.89794 -2.32244,1.59387 -7.63188,4.12559 -11.79876,5.62604 -8.84927,3.18655 -21.51764,4.03271 -37.88072,2.5302 z" id="path5225" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 127.88054,578.684 c -8.87758,-3.10598 -15.82605,-9.12207 -19.06917,-16.5104 -3.18628,-7.2588 -3.55421,-11.38716 -1.6921,-18.9857 2.9356,-11.97896 11.55954,-20.81928 24.60856,-25.22601 4.98518,-1.68352 6.86599,-1.85474 11.37378,-1.03543 9.64841,1.75366 21.37184,12.05344 25.81019,22.67591 2.05049,4.90752 1.76501,16.52365 -0.55623,22.63266 -2.57074,6.76564 -6.02113,11.13788 -11.82147,14.97987 -4.51932,2.99348 -5.25425,3.15157 -14.43752,3.10581 -6.08321,-0.0303 -11.36157,-0.63802 -14.21604,-1.63671 z" id="path5227" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 90.529469,543.25611 -3.505515,-0.42403 6.030896,-3.20239 c 4.917947,-2.61142 6.909714,-4.5073 10.79306,-10.27346 2.61919,-3.88909 6.22424,-10.70762 8.01121,-15.15229 1.78698,-4.44467 3.83146,-8.99781 4.54329,-10.11806 3.23416,-5.08983 6.64028,-18.66536 9.95606,-39.68118 1.30467,-8.26913 1.30308,-10.98889 -0.0133,-22.72844 -0.82241,-7.33441 -1.91675,-15.38085 -2.43189,-17.88098 -0.51514,-2.50012 -0.62997,-4.83491 -0.25519,-5.18841 2.03161,-1.91621 31.08115,-4.81322 74.42257,-7.42191 13.33401,-0.80256 33.10775,-2.19038 43.94163,-3.08404 10.83389,-0.89365 24.69823,-2.0002 30.80965,-2.45899 6.11143,-0.45879 16.79379,-1.75207 23.73859,-2.87395 6.9448,-1.12189 15.91647,-2.35005 19.93705,-2.72925 l 7.31015,-0.68945 1.12456,2.87909 c 0.61851,1.5835 1.57942,8.25059 2.13536,14.81574 0.99407,11.73918 0.46416,28.00807 -2.227,68.37048 -0.57418,8.61155 -1.37634,22.43978 -1.7826,30.7294 -0.52017,10.61442 -1.11207,15.19535 -2.00132,15.489 -0.84103,0.27773 -1.26269,-0.70758 -1.26269,-2.95058 0,-5.63613 -3.55913,-20.41045 -6.02833,-25.02418 -2.84805,-5.32165 -10.25826,-12.95571 -14.73174,-15.17678 -1.63819,-0.81336 -4.11494,-2.21595 -5.5039,-3.11688 -3.97422,-2.57783 -14.9836,-6.6239 -22.83748,-8.39303 -5.20291,-1.17199 -9.51449,-1.43789 -15.65736,-0.96559 -7.57974,0.58277 -9.65369,1.23539 -19.58893,6.16412 -9.23778,4.58272 -12.30415,6.73384 -18.18275,12.75552 -11.54961,11.83075 -18.28848,24.85603 -19.34869,37.39828 l -0.62383,7.37984 -6.07182,0.63464 c -3.3395,0.34905 -8.21623,0.63463 -10.83717,0.63463 -4.68184,0 -4.79431,-0.0759 -6.41857,-4.32891 -1.8465,-4.83501 -11.38,-16.21501 -16.80399,-20.05869 -5.04513,-3.5752 -10.9447,-5.18802 -19.40443,-5.30475 -6.92193,-0.0955 -7.78965,0.15162 -14.43568,4.11144 -11.37481,6.77728 -19.18224,16.11823 -21.17019,25.32837 -0.7607,3.52428 -1.72254,3.734 -11.629751,2.53567 z" id="path5229" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="M 64.165792,537.575 C 58.851068,535.6748 37.151087,521.97584 31.997367,517.26743 26.002984,511.791 19.074129,502.27046 17.767023,497.71435 c -3.874301,-13.50447 -5.205706,-36.65654 -2.990718,-52.0062 3.087335,-21.39495 3.788988,-24.50783 7.557684,-33.52962 6.316934,-15.12196 11.74196,-23.00669 20.128638,-29.25493 4.769077,-3.55306 12.792984,-4.52236 21.653149,-2.61575 8.001536,1.72185 22.850431,9.13959 29.414132,14.69378 8.811112,7.45593 22.278232,20.9185 23.721042,23.71301 2.4981,4.83845 4.56323,19.67771 4.56323,32.78968 0,10.36896 -0.60072,15.86687 -3.05743,27.98236 -1.68159,8.2929 -4.237,17.67855 -5.6787,20.85701 -7.84313,17.29143 -9.78093,21.12345 -13.683534,27.0593 -2.350035,3.57441 -4.971876,6.50082 -5.826314,6.50315 -0.854438,0.002 -3.789763,1.13875 -6.522946,2.52539 -3.949268,2.00358 -6.437715,2.51204 -12.12183,2.47681 -3.933824,-0.0243 -8.77476,-0.62439 -10.757634,-1.33334 z m 10.208085,-51.17392 c 2.654636,-1.70347 5.514742,-4.55423 6.355793,-6.33501 2.876978,-6.09149 5.934986,-20.2236 5.509467,-25.46113 -0.481474,-5.92626 -4.830612,-15.99671 -8.618819,-19.95691 -5.075244,-5.30568 -15.999404,-6.41151 -22.971828,-2.32539 -5.635212,3.30245 -8.758002,8.32928 -12.63176,20.33365 -3.831414,11.87314 -3.736332,19.34891 0.348543,27.40422 4.466583,8.80803 7.969266,10.61673 19.222803,9.92619 6.676211,-0.40967 8.737218,-0.98764 12.785801,-3.58562 z" id="path5231" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 52.113654,484.13701 c -3.44376,-1.70158 -8.081221,-11.12244 -8.081221,-16.41676 0,-4.83037 5.086813,-22.58986 7.544906,-26.34139 1.815148,-2.77026 6.796549,-6.17033 10.429114,-7.11842 3.932488,-1.02637 11.137886,2.43434 13.965875,6.70772 3.152815,4.76422 5.681565,15.23065 4.853098,20.08684 -1.36229,7.98527 -4.562193,17.02474 -6.756296,19.08599 -4.891428,4.59526 -16.4756,6.70364 -21.955476,3.99602 z" id="path5233" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 321.31405,392.12061 c -1.10828,-0.7709 -6.33345,-3.02106 -11.6115,-5.00034 -15.53665,-5.82629 -19.85904,-7.7317 -43.43656,-19.14787 -7.50038,-3.63166 -17.50089,-8.05763 -22.22335,-9.83547 -4.72247,-1.77785 -9.21637,-3.74892 -9.98645,-4.38016 -1.89907,-1.55667 -0.88083,-40.15581 1.25685,-47.64426 4.27262,-14.96729 8.84493,-22.07689 18.32605,-28.49563 6.57758,-4.45304 23.38829,-3.80917 36.68092,1.40493 5.9824,2.34663 8.13301,4.04764 18.78954,14.86151 7.37444,7.48332 12.76842,13.87207 13.93093,16.50009 2.17354,4.91366 3.75013,19.77826 3.80065,35.83386 0.0275,8.73458 -2.4314,43.46518 -3.29438,46.53159 -0.11971,0.42537 -1.12442,0.14266 -2.2327,-0.62825 z M 301.4193,353.89273 c 2.0155,-2.0155 1.62485,-32.1514 -0.50433,-38.90593 -3.20105,-10.1549 -10.95682,-16.39711 -22.29041,-17.94038 -11.61568,-1.58167 -20.29153,3.17811 -25.36424,13.91544 -3.15153,6.67079 -7.75511,24.06148 -6.93453,26.19619 0.27048,0.70364 7.25416,3.49783 15.51929,6.20932 8.26513,2.71149 19.11863,6.44581 24.11889,8.29851 9.74001,3.60886 13.52759,4.15459 15.45533,2.22685 z" id="path5235" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 284.95382,345.61222 c -5.55584,-1.87302 -14.8745,-4.8804 -20.70813,-6.68308 -5.83363,-1.80268 -10.94869,-3.5838 -11.36679,-3.95806 -2.01391,-1.8027 3.43799,-20.84458 7.581,-26.47818 2.69235,-3.66103 8.64378,-6.93085 12.58438,-6.91408 4.12765,0.0176 12.6594,2.4704 15.83871,4.55357 3.72432,2.44026 7.2694,9.81965 8.13921,16.94241 0.75344,6.16987 -0.26872,25.97848 -1.33937,25.95605 -0.34512,-0.007 -5.17318,-1.54562 -10.72901,-3.41863 z" id="path5237" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="M 107.50709,401.185 C 88.960247,383.73289 74.289673,376.03332 56.78798,374.56604 l -7.15211,-0.5996 4.016811,-1.70056 c 2.209247,-0.9353 8.10793,-2.47172 13.108185,-3.41425 5.000255,-0.94254 13.409775,-2.57139 18.687822,-3.61968 5.278047,-1.04828 11.557379,-2.20958 13.954071,-2.58065 l 4.357621,-0.67469 -0.52299,3.38268 c -0.28765,1.86047 -0.78822,6.57136 -1.11238,10.46864 l -0.58938,7.08595 15.44258,0.23883 c 9.83762,0.15214 17.00079,-0.20828 19.73572,-0.99303 l 4.29315,-1.23187 0,-10.89114 0,-10.89115 12.12183,0 12.12183,0 0,13.77777 0,13.77776 5.3033,-0.637 c 2.91682,-0.35035 14.16739,-0.64791 25.00128,-0.66125 10.83388,-0.0133 20.37982,-0.45463 21.2132,-0.98066 1.16336,-0.73431 1.63252,-3.83887 2.0203,-13.36905 l 0.50508,-12.41265 4.34508,-0.31315 c 6.46421,-0.46589 22.67667,5.67688 49.69808,18.83018 8.05597,3.92143 21.01117,9.63379 28.78935,12.69413 7.77817,3.06034 13.42067,5.58566 12.53889,5.61183 -1.56329,0.0464 -14.50069,1.99095 -26.68103,4.01028 -8.50765,1.41046 -41.93717,4.00013 -85.35789,6.6124 -43.14996,2.59598 -59.67708,3.97711 -67.17514,5.61366 -2.22234,0.48505 -6.49216,1.07166 -9.48849,1.30356 l -5.44789,0.42165 -13.00777,-12.23998 z" id="path5239" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 170.06162,368.11521 c 0.31328,-15.96637 1.84149,-29.48458 3.74488,-33.12632 4.4995,-8.60888 17.3709,-14.14376 26.15202,-11.24573 5.39603,1.78085 10.22268,8.02057 12.15514,15.71373 2.02391,8.05722 2.35499,39.32092 0.42901,40.51124 -0.65747,0.40634 -10.54434,0.94662 -21.97082,1.20063 l -20.77542,0.46182 0.26519,-13.51537 z" id="path5241" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 114.6947,377.59124 -7.62456,-0.3406 0.73331,-6.77972 c 0.40332,-3.72884 0.81935,-14.36746 0.92451,-23.64137 0.23348,-20.59101 0.93805,-19.11542 -17.367986,-36.37367 -7.339934,-6.91982 -14.096813,-14.2148 -15.250666,-16.4652 -1.945301,-3.79399 -2.034624,-5.20408 -1.463463,-23.10281 0.334559,-10.48422 0.853705,-19.30762 1.153658,-19.60758 0.668338,-0.66833 9.338873,1.1936 20.621327,4.42829 7.26712,2.08348 10.58235,2.41865 23.73859,2.39995 12.84854,-0.0183 17.6268,-0.49431 29.90586,-2.97945 8.03773,-1.62674 14.80383,-2.76792 15.03579,-2.53596 0.83065,0.83064 2.07757,25.33625 1.54104,30.28588 -1.093,10.0832 -4.36236,15.38649 -18.37073,29.7995 -3.50991,3.6113 -7.83032,9.06612 -9.6009,12.12183 l -3.21924,5.55584 0.21505,23.36728 0.21504,23.36728 -3.11923,0.62384 c -1.71558,0.34312 -4.76705,0.53237 -6.78104,0.42057 -2.01399,-0.11182 -7.09285,-0.35657 -11.28636,-0.5439 z" id="path5243" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 96.850216,198.60049 c -4.732682,-0.45529 -9.381992,-1.5094 -10.823599,-2.45398 -1.389934,-0.91072 -3.216339,-1.65585 -4.058677,-1.65585 -2.338891,0 -3.13747,-4.89624 -1.300527,-7.97379 1.428103,-2.39258 5.659262,-4.85603 22.079227,-12.85488 6.34189,-3.0894 22.25909,-4.82928 31.73122,-3.46849 14.64277,2.10362 26.73227,8.86645 26.73227,14.95395 0,4.4923 -6.87227,8.57196 -20.70813,12.29319 -5.32355,1.4318 -33.14154,2.17094 -43.651784,1.15985 z" id="path5245" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 112.02343,211.02573 c -0.97227,-0.27999 -3.92697,-0.83323 -6.56599,-1.22942 -10.194768,-1.5305 -16.874544,-3.22172 -22.047149,-5.58199 -0.875358,-0.39943 -1.836718,-0.72623 -2.136354,-0.72623 -0.299636,0 -1.458529,-0.36561 -2.575318,-0.81246 -1.985939,-0.79461 -2.030526,-0.86709 -2.030526,-3.30077 0,-2.42107 0.03071,-2.47214 1.136421,-1.88985 0.625032,0.32915 1.250064,0.76639 1.38896,0.97163 0.444753,0.6572 6.879497,3.51622 7.913891,3.51622 0.548644,0 2.003981,0.332 3.234083,0.73778 6.324434,2.08628 41.039642,1.89466 50.287822,-0.27758 2.2603,-0.5309 4.37515,-0.96528 4.69966,-0.96528 0.32452,0 1.55141,-0.43796 2.72642,-0.97323 1.17501,-0.53528 2.81035,-1.12118 3.63409,-1.30199 1.7461,-0.38327 2.48331,-0.67189 6.49493,-2.5428 1.63731,-0.7636 3.39876,-1.8102 3.91434,-2.32578 0.91318,-0.91318 0.93743,-0.81478 0.93743,3.80459 l 0,4.74202 -1.71702,0.32211 c -0.94436,0.17717 -1.99497,0.65703 -2.33469,1.06637 -0.33972,0.40933 -0.8281,0.74424 -1.0853,0.74424 -0.25719,0 -1.40437,0.45259 -2.54927,1.00574 -2.62446,1.26801 -9.53083,3.33406 -12.51678,3.74442 -2.02256,0.27796 -9.34299,0.73919 -24.24366,1.52749 -2.63902,0.13962 -5.59372,0.0248 -6.56599,-0.25523 z" id="path5247" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 108.4879,216.55718 c -2.08344,-0.24031 -4.64499,-0.77903 -5.69233,-1.19717 -1.04734,-0.41813 -2.65626,-0.76025 -3.575375,-0.76025 -2.209168,0 -17.037281,-2.94081 -17.730976,-3.51652 -0.297776,-0.24714 -1.617989,-0.72042 -2.933807,-1.05175 -2.185019,-0.55019 -2.392395,-0.73324 -2.392395,-2.11172 0,-1.23817 0.158778,-1.44448 0.883883,-1.14846 0.486136,0.19846 2.474874,0.81762 4.419417,1.37591 1.944544,0.55829 4.149279,1.32937 4.899412,1.7135 0.750133,0.38414 2.006445,0.69843 2.791806,0.69843 0.78536,0 1.914962,0.34114 2.510226,0.75807 0.595264,0.41694 2.861858,1.00443 5.036876,1.30553 2.175018,0.30111 5.093353,0.87313 6.485183,1.27117 4.73022,1.35277 12.9899,1.73991 25.24859,1.18346 6.38922,-0.29003 12.75318,-0.73382 14.14214,-0.9862 7.63745,-1.38777 9.96652,-1.9323 10.48577,-2.45156 0.31647,-0.31646 1.00832,-0.57539 1.53745,-0.57539 0.52913,0 2.09334,-0.56821 3.47602,-1.26269 2.93716,-1.47525 4.42788,-1.69406 3.44112,-0.50508 -0.34582,0.41669 -0.85069,0.75762 -1.12194,0.75762 -0.27124,0 -1.20937,0.324 -2.08473,0.72 -1.95878,0.88612 -7.29514,3.04325 -10.68293,4.31839 -1.38896,0.52279 -4.15991,1.19401 -6.15766,1.4916 -4.23311,0.63058 -27.44962,0.61164 -32.98575,-0.0269 z" id="path5249" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 111.11047,231.75301 c -2.02998,-0.21299 -4.30282,-0.62384 -5.05076,-0.91299 -0.74794,-0.28915 -2.72359,-0.7777 -4.39034,-1.08568 -1.66675,-0.30797 -3.485028,-0.75593 -4.040612,-0.99546 -3.339062,-1.43959 -9.948457,-3.1596 -13.759666,-3.5808 -2.432694,-0.26884 -5.161754,-0.87871 -6.064578,-1.35527 l -1.641497,-0.86646 0,-4.45372 0,-4.45372 1.894036,0.34617 c 1.041719,0.1904 3.030457,0.67144 4.419417,1.06898 1.38896,0.39754 4.116372,1.06519 6.060915,1.48365 1.944544,0.41847 4.331029,0.95587 5.303301,1.19423 0.972272,0.23835 3.586042,0.79528 5.808377,1.2376 2.222337,0.44233 5.517957,1.13047 7.323607,1.5292 3.91712,0.86499 27.45894,1.03732 33.0825,0.24217 4.17642,-0.59054 11.89548,-2.4183 12.62208,-2.98874 0.28045,-0.22017 1.41904,-0.68683 2.5302,-1.03702 1.11117,-0.3502 2.24759,-0.80141 2.52538,-1.0027 0.2778,-0.20128 1.18693,-0.60298 2.02031,-0.89267 0.83338,-0.28968 1.91298,-0.6879 2.39911,-0.88493 0.80884,-0.32782 0.88389,0.0977 0.88389,5.0116 l 0,5.36984 -1.38138,0.5252 c -0.75976,0.28886 -2.06664,0.83923 -2.90419,1.22306 -2.24168,1.02729 -7.00486,2.27392 -11.87688,3.10843 -2.36123,0.40444 -4.975,0.93848 -5.80837,1.18674 -4.05788,1.20884 -22.14627,1.8026 -29.95485,0.98329 z" id="path5251" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 111.12316,247.40368 c -3.13417,-0.2104 -5.99019,-0.62464 -6.34672,-0.92052 -0.35652,-0.29589 -1.99696,-0.68171 -3.64541,-0.85737 -1.648459,-0.17567 -4.474544,-0.73565 -6.280191,-1.2444 -1.805648,-0.50875 -4.760344,-1.20002 -6.565992,-1.53614 -1.805648,-0.33613 -3.51028,-0.78361 -3.788072,-0.99441 -0.277792,-0.2108 -1.473674,-0.64225 -2.657516,-0.95877 -2.914303,-0.77921 -6.834631,-3.45922 -6.465872,-4.42019 0.156504,-0.40784 0.284553,-2.37682 0.284553,-4.3755 l 0,-3.63397 3.661803,0.36229 c 4.907849,0.48556 10.391413,1.67148 12.2481,2.64887 0.833376,0.4387 2.032297,0.79904 2.664269,0.80075 0.631971,0.002 2.450246,0.46686 4.04061,1.03367 8.028538,2.86136 27.195878,4.18631 36.226608,2.50418 1.38896,-0.25872 4.79822,-0.71989 7.57614,-1.02482 4.67156,-0.5128 13.29089,-2.46467 15.65736,-3.54566 1.21455,-0.55479 5.46085,-1.50045 5.69338,-1.26792 0.0907,0.0907 0.29893,2.53122 0.46271,5.42335 0.29507,5.21061 0.28618,5.26603 -0.97719,6.09382 -0.74393,0.48744 -2.92948,0.97722 -5.24724,1.17589 -2.18475,0.18727 -5.21445,0.76732 -6.73268,1.289 -1.51823,0.52168 -3.3365,0.95325 -4.04061,0.95904 -0.70411,0.006 -2.75754,0.35984 -4.56319,0.78679 -8.79788,2.08026 -18.05191,2.58501 -31.20485,1.70202 z" id="path5253" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 107.22521,253.72629 c -5.04872,-0.82205 -12.517232,-2.47756 -13.266726,-2.94077 -0.310432,-0.19186 -1.879873,-0.59201 -3.487647,-0.88922 -1.607774,-0.29721 -3.496768,-0.83698 -4.197766,-1.19948 -0.700998,-0.3625 -3.154511,-0.88637 -5.452251,-1.16415 -4.4417,-0.53698 -5.667956,-1.13095 -5.667956,-2.74543 0,-0.8517 0.248409,-0.96212 1.641498,-0.72967 2.527846,0.4218 9.658749,2.3986 10.226643,2.83499 0.278425,0.21396 2.324502,0.68296 4.546838,1.04224 2.222336,0.35927 4.267894,0.82073 4.545686,1.02546 0.277792,0.20473 2.209709,0.64968 4.293151,0.98879 2.08344,0.33911 4.60113,0.91622 5.59486,1.28246 1.12606,0.41502 5.59798,0.79087 11.86929,0.9976 8.27991,0.27294 10.82305,0.18425 14.35565,-0.50062 5.0855,-0.98593 14.02291,-2.51265 20.70813,-3.53743 2.63902,-0.40454 5.59372,-0.95853 6.56599,-1.2311 3.52257,-0.9875 5.55584,-1.13621 5.55584,-0.40633 0,0.842 -4.29523,2.16495 -10.10152,3.1113 -2.36124,0.38485 -4.86136,0.91876 -5.55584,1.18646 -0.69448,0.26771 -3.30825,0.77912 -5.80838,1.13647 -2.50013,0.35736 -4.77297,0.82193 -5.05076,1.03238 -1.93746,1.46778 -23.63223,1.95693 -31.31473,0.70605 z" id="path5255" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 723.66252,377.82097 c -0.34397,-0.11476 -0.40387,-10.32882 -0.18215,-31.0622 0.18168,-16.99017 0.39389,-30.9673 0.47156,-31.0603 0.15735,-0.18839 8.17431,7.82687 12.09324,12.09067 2.40735,2.6192 3.68409,4.0889 10.78098,12.41038 1.6998,1.99311 3.88902,4.49323 4.86493,5.55584 0.97592,1.0626 1.77548,2.09067 1.77681,2.28459 0.003,0.39011 4.64738,6.12059 6.28632,7.75583 1.52089,1.51746 4.00237,4.39196 9.12091,10.56547 2.50013,3.01543 5.69649,6.86592 7.10303,8.55664 l 2.55733,3.07405 -27.18023,0 c -14.94912,0 -27.41085,-0.0769 -27.69273,-0.17097 z" id="path5257" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 511.7913,523.84789 c -4.70251,-4.00636 -13.17306,-12.0689 -16.67389,-15.87072 -3.48447,-3.78407 -6.81216,-7.84653 -6.81213,-8.3163 1e-5,-0.24785 -0.80352,-1.13248 -1.78562,-1.96585 l -1.78564,-1.51523 0.53815,-12.12183 c 0.29598,-6.66701 0.76229,-22.0087 1.03624,-34.09265 0.27396,-12.08395 0.70461,-25.60737 0.95701,-30.05204 0.41071,-7.23226 1.43328,-29.62241 2.44471,-53.52916 0.32734,-7.73695 0.43712,-8.48546 1.12051,-7.63943 1.54852,1.91709 6.95222,7.22105 10.34686,10.15589 7.63635,6.60201 10.20527,9.33432 11.882,12.63775 l 1.66372,3.2778 -0.56839,11.99273 c -0.69036,14.56624 -0.90102,81.58035 -0.33866,107.73293 0.24233,11.26935 0.22168,19.29909 -0.0509,19.78282 -0.40436,0.71766 -0.63846,0.66113 -1.974,-0.47671 z" id="path5259" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 533.00451,449.5434 -1.51523,-0.34742 -0.075,-7.06521 c -0.0413,-3.88587 0.23985,-13.54282 0.62469,-21.45989 0.77667,-15.97835 1.38064,-19.40072 3.57069,-20.23337 1.57967,-0.60059 15.67301,-0.5541 19.36567,0.0639 4.70835,0.78796 22.10041,1.69535 29.49607,1.53888 l 7.02017,-0.14853 -0.28536,2.76492 c -0.15695,1.5207 -0.90143,4.09819 -1.65441,5.72776 -3.26156,7.05859 -7.97843,16.17687 -8.86521,17.13754 -0.52939,0.57348 -0.96252,1.22901 -0.96252,1.45672 0,1.02316 -8.8962,9.96393 -12.01582,12.07601 -1.90469,1.28954 -3.63934,2.34462 -3.85478,2.34462 -0.21545,0 -1.10792,0.33669 -1.98328,0.7482 -3.3241,1.56267 -7.80448,2.91378 -11.94562,3.60233 -2.36123,0.39261 -5.31593,0.92879 -6.56599,1.19151 -3.3069,0.69501 -8.60504,1.00308 -10.35406,0.60204 z m 18.18274,-17.75209 c 0.27779,-0.21016 1.30057,-0.53421 2.27284,-0.72011 2.80626,-0.53655 7.15997,-3.432 9.18915,-6.11126 3.4989,-4.61983 3.76954,-12.12622 0.58762,-16.29793 -0.79826,-1.04657 -2.61465,-2.32627 -4.65869,-3.28218 -2.78514,-1.3025 -4.13529,-1.60337 -8.00363,-1.7836 -2.55933,-0.11924 -5.19082,-0.0819 -5.84775,0.083 -2.29337,0.5756 -5.1519,4.12022 -7.63236,9.46426 -1.13204,2.43894 -1.31201,3.50792 -1.31201,7.79339 l 0,4.96673 2.28063,2.12382 c 1.25435,1.1681 3.0158,2.40303 3.91435,2.74428 0.89854,0.34126 2.31556,0.936 3.14894,1.32165 1.49888,0.69361 4.97376,0.52045 6.06091,-0.30203 z" id="path5261" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 531.02931,464.23673 c -0.61746,-0.61745 -0.31497,-8.74139 0.3337,-8.96232 0.34724,-0.11827 3.35875,-0.44174 6.69226,-0.71883 7.49287,-0.62283 14.23761,-1.77603 18.05849,-3.0876 1.59841,-0.54868 3.1894,-0.999 3.53553,-1.00071 0.34613,-0.002 1.23239,-0.31776 1.96947,-0.70233 0.73707,-0.38457 2.21442,-0.98467 3.28299,-1.33355 1.06858,-0.34889 3.10511,-1.3739 4.52563,-2.27779 3.29771,-2.09838 10.73739,-9.39289 12.59653,-12.35073 0.78572,-1.25007 2.03493,-2.9547 2.77602,-3.78808 0.74108,-0.83337 2.05338,-2.87893 2.91621,-4.54568 1.88303,-3.63751 6.14309,-12.82412 6.16719,-13.29927 0.009,-0.18579 0.45628,-1.24693 0.99302,-2.3581 0.53673,-1.11116 0.98499,-2.47487 0.99613,-3.03045 0.0112,-0.55559 0.35977,-1.66117 0.77475,-2.45685 0.41497,-0.79568 0.7545,-1.76164 0.7545,-2.14657 0,-0.55177 1.116,-0.69988 5.27349,-0.69988 2.90042,0 5.40578,0.21404 5.56746,0.47564 0.93873,1.5189 -5.53055,24.37473 -7.29931,25.78832 -0.1738,0.1389 -0.6373,1.04803 -1.03001,2.02031 -0.3927,0.97227 -1.82533,3.76686 -3.18361,6.2102 -2.74845,4.94403 -8.7769,11.53735 -14.5874,15.95425 -3.44539,2.61903 -10.92614,6.01755 -15.80281,7.17926 -1.38896,0.33087 -2.75267,0.77148 -3.03046,0.97915 -0.27779,0.20766 -2.66428,0.6382 -5.3033,0.95676 -2.63902,0.31855 -5.93465,0.79535 -7.3236,1.05955 -1.38896,0.26419 -5.59372,0.82603 -9.34392,1.24853 -3.75019,0.42251 -7.5369,0.86184 -8.41492,0.9763 -0.87801,0.11446 -1.73033,0.0742 -1.89403,-0.0895 z" id="path5263" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 753.4703,532.46868 c -1.13762,-0.20489 -1.38185,-0.71265 -2.46564,-5.12617 -0.66162,-2.69432 -1.76187,-5.8631 -2.44501,-7.04176 -2.82822,-4.87966 -7.77086,-9.17842 -13.52464,-11.76277 -4.28491,-1.92459 -8.98518,-3.59362 -11.36421,-4.03533 -1.25007,-0.2321 -3.18198,-0.66264 -4.29315,-0.95676 -5.3105,-1.40563 -20.96067,-1.05614 -20.96067,0.46808 0,0.23062 -0.67118,0.56673 -1.49151,0.74691 -0.82033,0.18017 -2.01357,0.734 -2.65165,1.23074 -0.63807,0.49674 -2.23453,1.47175 -3.54769,2.16669 -1.31316,0.69494 -3.03738,1.92062 -3.83163,2.72373 -3.12649,3.16138 -11.33925,14.30619 -12.18854,16.53999 l -0.4265,1.1218 -26.19077,0.94498 c -35.71948,1.2888 -32.12909,1.34143 -32.6831,-0.47907 -0.25361,-0.83337 -0.63962,-1.96979 -0.85779,-2.52538 -0.21818,-0.55558 -0.52394,-1.75316 -0.67946,-2.66129 -0.32467,-1.8958 -2.93025,-7.441 -4.22666,-8.99517 -0.9994,-1.19811 -5.36695,-4.75852 -5.83728,-4.75852 -0.1715,0 -1.5372,-0.56049 -3.03488,-1.24555 -1.49769,-0.68506 -3.72045,-1.39503 -4.93947,-1.57772 -1.21901,-0.18268 -3.45738,-0.64496 -4.97416,-1.02728 -3.61745,-0.91183 -14.66759,-0.90139 -19.36061,0.0183 -2.00228,0.39238 -4.82956,0.85422 -6.28284,1.02631 -3.40704,0.40345 -7.11872,2.26278 -11.32675,5.67404 -6.00866,4.87095 -8.46845,8.35785 -11.96151,16.95616 -0.45708,1.12515 -0.8781,1.38501 -2.21659,1.36818 -3.38404,-0.0426 -20.60671,-2.3166 -21.07246,-2.78235 -0.30817,-0.30817 -0.28167,-4.97289 0.073,-12.85613 0.49149,-10.92301 0.44635,-13.67422 -0.38533,-23.48414 -1.11067,-13.10058 -1.18498,-21.6253 -0.273,-31.31473 0.49633,-5.27337 0.57835,-12.05383 0.32261,-26.67026 -0.30504,-17.4344 0.19238,-39.87143 1.04485,-47.12895 0.42793,-3.64317 0.97467,-3.98478 6.34848,-3.96657 2.59234,0.009 6.64526,0.34971 9.00649,0.75761 3.65869,0.63205 13.84743,0.71731 68.94291,0.57695 35.55737,-0.0906 70.21823,-0.40689 77.02414,-0.70289 6.8059,-0.29601 18.07657,-0.63036 25.04593,-0.743 10.9866,-0.17757 12.7578,-0.1009 13.3201,0.57662 0.85954,1.03569 2.48664,0.99059 3.69645,-0.10245 0.90885,-0.82112 2.86645,-0.8764 27.56643,-0.77842 14.62346,0.058 27.25221,0.2969 28.06388,0.53087 l 1.47577,0.42539 0.292,64.37144 c 0.3071,67.70067 0.26087,83.76365 -0.24253,84.2675 -0.35693,0.35723 -24.61137,0.56821 -26.48705,0.23039 z M 534.51973,469.70376 c 7.7612,-1.43461 15.75237,-2.66079 20.20306,-3.1 5.21605,-0.51473 6.56583,-0.77149 12.71789,-2.41925 6.90235,-1.84871 14.48136,-5.64466 19.72819,-9.88088 4.21835,-3.40583 11.24301,-10.24643 11.24301,-10.94842 0,-0.22886 0.54848,-1.22434 1.21885,-2.21218 2.06953,-3.04963 7.72347,-14.97806 8.86565,-18.70438 0.59604,-1.94454 1.30071,-3.9341 1.56594,-4.42125 0.842,-1.54648 2.57773,-9.05876 3.12828,-13.53927 1.00165,-8.15172 0.26786,-8.80168 -9.00964,-7.9805 -8.38062,0.7418 -36.32023,0.7234 -45.16503,-0.0297 -3.75019,-0.31934 -11.5915,-0.80242 -17.42513,-1.07353 -10.38814,-0.48277 -10.62423,-0.47156 -11.4628,0.54427 -0.47091,0.57046 -0.98434,2.107 -1.14095,3.41454 -0.15662,1.30754 -0.50867,3.28648 -0.78233,4.39765 -0.27367,1.11117 -0.7323,10.65711 -1.01919,21.2132 -0.28688,10.5561 -0.71381,23.764 -0.94872,29.35091 -0.43289,10.29541 -0.10706,15.16153 1.06875,15.96138 0.65096,0.44281 2.52625,0.29397 7.21417,-0.57256 z m 229.5345,-3.71334 c 0.77386,-0.39161 1.59582,-1.57552 2.18648,-3.14928 0.84335,-2.24702 0.88988,-3.07205 0.42706,-7.57253 -0.56879,-5.53088 -0.44156,-35.24007 0.19289,-45.04314 0.29106,-4.49716 0.23193,-6.55362 -0.21979,-7.64418 l -0.61797,-1.49191 -5.64496,-0.33199 c -14.50905,-0.85331 -29.9562,-1.15842 -47.56628,-0.93951 -17.84304,0.22181 -19.40212,0.31291 -22.16769,1.2953 l -2.97479,1.05672 0.34027,6.44556 c 0.32792,6.21144 1.50982,11.61903 3.5732,16.34857 0.36359,0.83338 0.82898,2.08344 1.03421,2.77792 0.69279,2.34431 4.66524,10.3794 5.45582,11.03552 0.43145,0.35807 0.93076,1.31718 1.10959,2.13137 0.17882,0.81417 0.51904,1.48032 0.75604,1.48032 0.237,0 0.59159,0.51139 0.78796,1.13642 0.95978,3.05469 13.86716,14.01587 16.50444,14.01587 0.41831,0 1.01298,0.30414 1.32148,0.67587 0.30851,0.37173 1.52958,0.96341 2.7135,1.31485 1.18391,0.35145 2.37985,0.82188 2.65765,1.04542 0.54977,0.44239 3.43087,1.27697 12.37437,3.58453 5.80331,1.49735 5.8745,1.50414 25.00127,2.38596 0.83338,0.0384 2.07324,-0.21253 2.75525,-0.55766 z" id="path5265" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 746.39923,461.03269 c -2.36123,-0.22645 -4.74772,-0.55143 -5.3033,-0.72216 -0.55558,-0.17074 -2.94207,-0.73298 -5.3033,-1.24943 -4.84653,-1.06002 -10.86117,-2.77244 -12.37437,-3.52308 -0.55558,-0.27561 -1.63233,-0.72637 -2.39277,-1.00169 -4.08165,-1.47779 -11.32316,-7.617 -15.65767,-13.27427 -5.10248,-6.65959 -11.02292,-20.75023 -12.47165,-29.68255 -0.85678,-5.28257 -0.80136,-5.55584 1.12665,-5.55584 0.91671,0 1.88267,-0.20435 2.14658,-0.45412 0.2639,-0.24976 2.11206,-0.61219 4.10703,-0.8054 l 3.62721,-0.35128 0.5773,2.19436 c 1.39683,5.30946 3.8336,12.14701 5.87204,16.47693 1.21338,2.57736 2.20614,4.80258 2.20614,4.94494 0,0.14236 0.51139,0.9883 1.13642,1.87988 4.22359,6.02473 9.30021,11.15801 11.88508,12.01773 1.42078,0.47255 3.52662,1.57317 6.67648,3.48947 0.41668,0.2535 2.3486,1.2103 4.29314,2.12621 1.94455,0.91592 3.658,1.82833 3.80767,2.02758 0.67085,0.89309 8.31304,2.94886 13.44359,3.61637 7.40729,0.96373 7.75002,1.16381 7.75002,4.5244 0,1.46253 -0.27274,2.93188 -0.60609,3.26523 -0.68886,0.68886 -7.67088,0.71608 -14.5462,0.0567 z" id="path5267" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 754.98553,448.45058 c -5.10561,-0.30495 -6.23615,-0.5477 -9.34391,-2.00636 -1.94455,-0.91269 -5.65856,-2.65631 -8.25336,-3.87469 -2.5948,-1.21839 -5.70409,-2.89383 -6.90953,-3.72319 -1.20544,-0.82937 -2.47023,-1.50794 -2.81065,-1.50794 -1.39638,0 -6.38792,-4.95355 -9.43983,-9.36798 -0.97853,-1.4154 -5.66693,-11.49334 -5.67224,-12.19275 -0.002,-0.22555 -0.33851,-1.05314 -0.74844,-1.83909 -0.68008,-1.30391 -1.93508,-8.93217 -1.53529,-9.33196 0.31264,-0.31264 23.10933,-0.23521 34.61172,0.11756 7.89576,0.24216 12.18557,0.58887 14.05534,1.13597 l 2.69112,0.78744 -0.14065,21.15379 c -0.0774,11.63457 -0.26558,21.1183 -0.41828,21.07495 -0.15269,-0.0434 -2.8914,-0.23495 -6.086,-0.42575 z m -2.84724,-16.62836 c 3.18988,-1.82507 4.76572,-3.5178 6.38084,-6.8542 2.59568,-5.36196 -0.63996,-13.42971 -6.50996,-16.23193 -2.14244,-1.02276 -8.68477,-1.16206 -10.6607,-0.227 -4.59904,2.17639 -5.5322,2.91337 -7.71422,6.09253 -1.37987,2.01043 -1.56713,2.70083 -1.57772,5.81673 -0.0214,6.29919 3.35361,11.40716 8.3778,12.67946 4.2231,1.06943 8.40117,0.61408 11.70396,-1.27559 z" id="path5269" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 744.10113,429.34232 c -0.2639,-0.23096 -1.38896,-0.68258 -2.50012,-1.0036 -2.77891,-0.80283 -4.53299,-3.4725 -4.54031,-6.91022 -0.005,-2.34279 0.17721,-2.71732 2.52,-5.18007 2.22503,-2.33896 2.87392,-2.71803 5.45593,-3.1872 3.94109,-0.71613 5.75872,-0.061 7.50933,2.70667 3.43246,5.42659 2.2011,9.19413 -4.19172,12.82532 -2.15726,1.22535 -3.44898,1.45286 -4.25311,0.7491 z" id="path5271" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 543.04837,425.60327 c -2.85798,-2.50935 -3.31679,-4.0637 -2.30014,-7.79252 0.56968,-2.08944 1.46651,-3.79584 2.76901,-5.26862 1.05955,-1.19805 2.11141,-2.50878 2.33747,-2.91274 0.55122,-0.98497 5.25739,-1.34351 7.98704,-0.6085 1.24666,0.3357 3.0105,1.40332 4.22119,2.55503 l 2.07971,1.97837 -0.19528,3.45593 c -0.20019,3.54295 -0.38908,3.94209 -3.29099,6.95405 -1.81775,1.88669 -5.81702,3.27261 -9.44363,3.27261 -1.87666,0 -2.64877,-0.30289 -4.16438,-1.63361 z" id="path5273" inkscape:connector-curvature="0" /> </g> </svg> </div>
					
					<div class="zoomcontrols">
						<div id="zoom-in"><i aria-hidden="true" class="fas fa-search-plus"></i></div>
						<div id="reset"><i aria-hidden="true" class="fas fa-sync"></i> 100%</div>
						<div id="zoom-out"><i aria-hidden="true" class="fas fa-search-minus"></i></div>
					</div>	
					
                    <div class="controlbtns">
					   <a id="random-color-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-random"></i><span class="controlslinktext">Auto</span></div>
						</a>						
						<a id="coloring-undo-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-undo"></i><span class="controlslinktext">Undo</span></div>
                        </a>
                        <a id="coloring-reset-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="far fa-trash-alt"></i><span class="controlslinktext">Reset</span></div>
                        </a>
                        <a href="" onclick="printDiv();return false;">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-save"></i><span class="controlslinktext">Print</span></div>
                        </a>
						<a id="coloring-fullscreen-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-expand"></i><span class="controlslinktext">Expand</span></div>
						</a>
                        <div class="btncontrols zoombtn"><i aria-hidden="true" class="fas fa-search-plus"></i><span class="controlslinktext">Zoom</span></div>						
						
                    </div>
                </div>
            </div>
			
            <!-- Phần bên phải -->
            <div id="coloring-right">
                <center><h3 class="coloring-h3">BẢNG TRỘN MÀU</h3></center>
                <div class="coloring-picker">
                    <center><div id='box1' class='box'><div id='customcolor1' class='customcolorx' style='background: #ffffff; fill: #ffffff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker1' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box2' class='box'><div id='customcolor2' class='customcolorx' style='background: #000000; fill: #000000;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker2' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box3' class='box'><div id='customcolor3' class='customcolorx' style='background: #00ff00; fill: #00ff00;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker3' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box4' class='box'><div id='customcolor4' class='customcolorx' style='background: #0000ff; fill: #0000ff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker4' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div>
					</center>
                    <div class="coloring-palette-64" style="display: inline-block;"><div id="color01" class="basiccolor" style="background: #FF0000; fill: #FF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color02" class="basiccolor" style="background: #DF0000; fill: #DF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color03" class="basiccolor" style="background: #AF102E; fill: #AF102E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color04" class="basiccolor" style="background: #550E2B; fill: #550E2B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color05" class="basiccolor" style="background: #9C2B3B; fill: #9C2B3B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color06" class="basiccolor" style="background: #E45761; fill: #E45761;" x="0" y="0" onclick="selected(this.id)"></div><div id="color07" class="basiccolor" style="background: #FF9792; fill: #FF9792;" x="0" y="0" onclick="selected(this.id)"></div><div id="color08" class="basiccolor" style="background: #FFD5CF; fill: #FFD5CF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color09" class="basiccolor" style="background: #FFE1B5; fill: #FFE1B5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color10" class="basiccolor" style="background: #EFAF79; fill: #EFAF79;" x="0" y="0" onclick="selected(this.id)"></div><div id="color11" class="basiccolor" style="background: #F66D1E; fill: #F66D1E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color12" class="basiccolor" style="background: #8D4131; fill: #8D4131;" x="0" y="0" onclick="selected(this.id)"></div><div id="color13" class="basiccolor" style="background: #492917; fill: #492917;" x="0" y="0" onclick="selected(this.id)"></div><div id="color14" class="basiccolor" style="background: #97530F; fill: #97530F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color15" class="basiccolor" style="background: #DD8C00; fill: #DD8C00;" x="0" y="0" onclick="selected(this.id)"></div><div id="color16" class="basiccolor" style="background: #FBC800; fill: #FBC800;" x="0" y="0" onclick="selected(this.id)"></div><div id="color17" class="basiccolor" style="background: #FFFF8F; fill: #FFFF8F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color18" class="basiccolor" style="background: #E4FCA2; fill: #E4FCA2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color19" class="basiccolor" style="background: #AFE356; fill: #AFE356;" x="0" y="0" onclick="selected(this.id)"></div><div id="color20" class="basiccolor" style="background: #6CB328; fill: #6CB328;" x="0" y="0" onclick="selected(this.id)"></div><div id="color21" class="basiccolor" style="background: #38741A; fill: #38741A;" x="0" y="0" onclick="selected(this.id)"></div><div id="color22" class="basiccolor" style="background: #0E3E12; fill: #0E3E12;" x="0" y="0" onclick="selected(this.id)"></div><div id="color23" class="basiccolor" style="background: #177578; fill: #177578;" x="0" y="0" onclick="selected(this.id)"></div><div id="color24" class="basiccolor" style="background: #00BC9F; fill: #00BC9F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color25" class="basiccolor" style="background: #6BECBD; fill: #6BECBD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color26" class="basiccolor" style="background: #C9FCCC; fill: #C9FCCC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color27" class="basiccolor" style="background: #D8E0FF; fill: #D8E0FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color28" class="basiccolor" style="background: #A6ADFF; fill: #A6ADFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color29" class="basiccolor" style="background: #6E6AFF; fill: #6E6AFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color30" class="basiccolor" style="background: #3E32D5; fill: #3E32D5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color31" class="basiccolor" style="background: #2D1A71; fill: #2D1A71;" x="0" y="0" onclick="selected(this.id)"></div><div id="color32" class="basiccolor" style="background: #3257BE; fill: #3257BE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color33" class="basiccolor" style="background: #409DEF; fill: #409DEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color34" class="basiccolor" style="background: #70DBFF; fill: #70DBFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color35" class="basiccolor" style="background: #BFFFFF; fill: #BFFFFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color36" class="basiccolor" style="background: #FFCDFF; fill: #FFCDFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color37" class="basiccolor" style="background: #EE82EE; fill: #EE82EE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color38" class="basiccolor" style="background: #B44CEF; fill: #B44CEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color39" class="basiccolor" style="background: #652BBC; fill: #652BBC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color40" class="basiccolor" style="background: #480E55; fill: #480E55;" x="0" y="0" onclick="selected(this.id)"></div><div id="color41" class="basiccolor" style="background: #941887; fill: #941887;" x="0" y="0" onclick="selected(this.id)"></div><div id="color42" class="basiccolor" style="background: #FF00FF; fill: #FF00FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color43" class="basiccolor" style="background: #E444C3; fill: #E444C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color44" class="basiccolor" style="background: #FF91E2; fill: #FF91E2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color45" class="basiccolor" style="background: #4B0082; fill: #4B0082;" x="0" y="0" onclick="selected(this.id)"></div><div id="color46" class="basiccolor" style="background: #663399; fill: #663399;" x="0" y="0" onclick="selected(this.id)"></div><div id="color47" class="basiccolor" style="background: #9370DB; fill: #9370DB;" x="0" y="0" onclick="selected(this.id)"></div><div id="color48" class="basiccolor" style="background: #6A5ACD; fill: #6A5ACD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color49" class="basiccolor" style="background: #483D8B; fill: #483D8B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color50" class="basiccolor" style="background: #8A2BE2; fill: #8A2BE2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color51" class="basiccolor" style="background: #800080; fill: #800080;" x="0" y="0" onclick="selected(this.id)"></div><div id="color52" class="basiccolor" style="background: #9400D3; fill: #9400D3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color53" class="basiccolor" style="background: #9932CC; fill: #9932CC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color54" class="basiccolor" style="background: #8B008B; fill: #8B008B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color55" class="basiccolor" style="background: #5270C3; fill: #5270C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color56" class="basiccolor" style="background: #C873B9; fill: #C873B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color57" class="basiccolor" style="background: #4EA15E; fill: #4EA15E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color58" class="basiccolor" style="background: #B9A264; fill: #B9A264;" x="0" y="0" onclick="selected(this.id)"></div><div id="color59" class="basiccolor" style="background: #4CA6A8; fill: #4CA6A8;" x="0" y="0" onclick="selected(this.id)"></div><div id="color60" class="basiccolor" style="background: #A64D4E; fill: #A64D4E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color61" class="basiccolor" style="background: #80B954; fill: #80B954;" x="0" y="0" onclick="selected(this.id)"></div><div id="color62" class="basiccolor" style="background: #7E60B9; fill: #7E60B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color63" class="basiccolor" style="background: #7CA668; fill: #7CA668;" x="0" y="0" onclick="selected(this.id)"></div><div id="color64" class="basiccolor" style="background: #B97E9B; fill: #B97E9B;" x="0" y="0" onclick="selected(this.id)"></div>
                    </div>
                </div>
            </div>
        </section>
		<script>
			document.addEventListener("DOMContentLoaded", function (event) {
				jQuery("#printbtnmob").click(function () {
					printDiv();
					return false;
				});				
				jQuery("#random-color-button").click(function () {
					randomColor();
					return false;
				});
			});
					
			document.addEventListener("DOMContentLoaded", function () {
				const coloringFullscreenButton = document.getElementById("coloring-fullscreen-button");
				coloringFullscreenButton.addEventListener("click", toggleFullscreen);

				function toggleFullscreen() {
					const coloring = document.getElementById("coloring");

					if (!document.fullscreenElement && !document.webkitFullscreenElement && !document.msFullscreenElement) {
						if (coloring.requestFullscreen) {
							coloring.requestFullscreen();
						} else if (coloring.webkitRequestFullscreen) { /* Safari */
							coloring.webkitRequestFullscreen();
						} else if (coloring.msRequestFullscreen) { /* IE/Edge */
							coloring.msRequestFullscreen();
						}
					} else {
						if (document.exitFullscreen) {
							document.exitFullscreen();
						} else if (document.webkitExitFullscreen) { /* Safari */
							document.webkitExitFullscreen();
						} else if (document.msExitFullscreen) { /* IE/Edge */
							document.msExitFullscreen();
						}
					}
				}

				document.addEventListener("fullscreenchange", function () {
					updateFullscreenButton();
				});

				function updateFullscreenButton() {
					const isFullscreen = document.fullscreenElement || document.webkitFullscreenElement || document.msFullscreenElement;
					const fullscreenButtonText = isFullscreen ? "Exit" : "Expand";
					coloringFullscreenButton.querySelector(".controlslinktext").textContent = fullscreenButtonText;
				}
			});
		</script>
		
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/jquery-2.1.4.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-min.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/hammer.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/tomau.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-preload.js"></script>

		<script>
			function randomColor() {
				var colors = ["#dfeae4", "#a6cfd0", "#7b95a0", "#505d6d", "#353234", "#665d5b", "#998d86", "#cdbfb3", "#eae6da", "#eeb3b7", "#ff0000", "#df0000", "#af102e", "#550e2b", "#9c2b3b", "#e45761", "#ff9792", "#ffd5cf", "#ffe1b5", "#efaf79", "#f66d1e", "#8d4131", "#492917", "#97530f", "#dd8c00", "#fbc800", "#ffff8f", "#e4fca2", "#afe356", "#6cb328", "#38741a", "#0e3e12", "#177578", "#00bc9f", "#6becbd", "#c9fccc", "#d8e0ff", "#a6adff", "#6e6aff", "#3e32d5", "#2d1a71", "#3257be", "#409def", "#70dbff", "#bfffff", "#ffcdff", "#ee82ee", "#b44cef", "#652bbc", "#480e55", "#941887", "#ff00ff", "#e444c3", "#ff91e2"];

				var elements = document.querySelectorAll("#coloring-area svg path");

				elements.forEach(function (element) {
					var randomColor = colors[Math.floor(Math.random() * colors.length)];
					var previousFill = element.style.fill;

					// Track the change in coloringSteps
					var coloringStep = {
						target: element,
						previousFill: element.getAttribute("style")
					};

					element.style.fill = randomColor;
					ColoringBookHandler.coloringSteps.push(coloringStep);
				});
			}

			document.addEventListener("DOMContentLoaded", (event) => {
				document.querySelectorAll(".farba").forEach(input => {
					input.addEventListener("change", (event) => {
						let selectedColor = event.target.value;
						let previousDiv = event.target.previousElementSibling;

						if (previousDiv && previousDiv.classList.contains("customcolorx")) {
							previousDiv.classList.add("selectioncustomcolor");
						}

						ColoringBookHandler.currentFill = "fill:${selectedColor}";

						// Optionally, if you want to call the handlePaletteClick to simulate the same behavior
						ColoringBookHandler.handlePaletteClick({
							target: previousDiv
						});
					});
				});
			});
		
		
			function selected(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}	
			
			
			function selected_bk(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}

			function printDiv() {
				var divContents = document.getElementById("coloring-area").innerHTML;
				var a = window.open("", "", "height=1000, width=900");
				a.document.write(
					"<html><head><style>#tomauonline {position: absolute !important;top: 100pt; left: 42px; transform: scale(0.95); width: 750px !important;height:750px !important; }  g.svg-pan-zoom_viewportxxx  {transform: matrix(0.90, 0, 0, 0.90, 0, 16) !important}   @page {margin:  0cm !important;} #svg-pan-zoom-controls {display:none !important;visibility: hidden !important;} } </style></head>"
				);
				a.document.write("<body data-rsssl=1 ><div>");
				a.document.write('<div style="position: absolute; width: 100%; height: auto;text-align: center;  top: 50px;" ><img decoding="async"  src="https://tapve.com/wp-content/plugins/svgcoloringbook/img/logo.png" style="width:auto; height: 80px;" alt="TAPVE""></div>');
				a.document.write(divContents);
				a.document.write(
					'<div class="logo" style="position: absolute; width: 100%; height: auto;text-align: center;  bottom: 50px;font-family: Arial, Helvetica, sans-serif;" >© 2024 www.tapve.com <br /><br />SÁCH TÔ MÀU TRỰC TUYẾN CHO BÉ !</div>'
				);
				a.document.write("</div></body></html>");
				a.document.close();
				a.print();
			}
					let colorPicker1 = document.getElementById("colorPicker1");
					let box1 = document.getElementById("box1");
					let customcolor1 = document.getElementById("customcolor1");

					box1.style.borderColor = colorPicker1.value;

					colorPicker1.addEventListener(
						"input",
						function (event) {
							box1.style.borderColor = event.target.value;
							customcolor1.style.background = event.target.value;
							customcolor1.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker2 = document.getElementById("colorPicker2");
					let box2 = document.getElementById("box2");
					let customcolor2 = document.getElementById("customcolor2");

					box2.style.borderColor = colorPicker2.value;

					colorPicker2.addEventListener(
						"input",
						function (event) {
							box2.style.borderColor = event.target.value;
							customcolor2.style.background = event.target.value;
							customcolor2.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker3 = document.getElementById("colorPicker3");
					let box3 = document.getElementById("box3");
					let customcolor3 = document.getElementById("customcolor3");

					box3.style.borderColor = colorPicker3.value;

					colorPicker3.addEventListener(
						"input",
						function (event) {
							box3.style.borderColor = event.target.value;
							customcolor3.style.background = event.target.value;
							customcolor3.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker4 = document.getElementById("colorPicker4");
					let box4 = document.getElementById("box4");
					let customcolor4 = document.getElementById("customcolor4");

					box4.style.borderColor = colorPicker4.value;

					colorPicker4.addEventListener(
						"input",
						function (event) {
							box4.style.borderColor = event.target.value;
							customcolor4.style.background = event.target.value;
							customcolor4.style.fill = event.target.value;
						},
						false
					);
				
			$(function (f) {
				$(".zoombtn").click(function (x) {
					$(".zoomcontrols").toggleClass("zoomshow");
				});
			});
			
		</script></p>
]]></content:encoded>
					
					<wfw:commentRss>https://tapve.com/xe-lua-2/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Chuyến tàu và cầu vồng</title>
		<link>https://tapve.com/chuyen-tau-va-cau-vong/</link>
					<comments>https://tapve.com/chuyen-tau-va-cau-vong/#respond</comments>
		
		<dc:creator><![CDATA[Tập Vẽ]]></dc:creator>
		<pubDate>Fri, 17 May 2024 11:45:46 +0000</pubDate>
				<category><![CDATA[Phương tiện giao thông]]></category>
		<guid isPermaLink="false">http://localhost/chatgpt4/chuyen-tau-va-cau-vong/</guid>

					<description><![CDATA[Tô màu bức tranh: Chuyến tàu và cầu vồng]]></description>
										<content:encoded><![CDATA[<p>Chào mừng bạn đến với trang tô màu trực tuyến! Hôm nay, chúng ta sẽ cùng nhau thả hồn sức sáng tạo và tô màu một bức tranh đặc biệt: <strong>Chuyến tàu và cầu vồng</strong>.</p>
<p>&#8220;Bức tranh &#8216;Chuyến tàu và cầu vồng&#8217; là một tác phẩm nghệ thuật tô màu sắc nổi bật với chủ đề về sự hòa quyện giữa con người và thiên nhiên. Trong tranh, chúng ta thấy một chuyến tàu lữ hành trên những tia nước màu sắc của cầu vồng, tạo nên một khung cảnh mơ mộng và huyền bí. Bức tranh mang đến cho người xem cảm giác yên bình, tĩnh lặng và hy vọng về một cuộc hành trình đầy ắp niềm vui và màu sắc.&#8221;. .</p>
<p>Hãy thả hồn mình vào không gian màu sắc và bắt đầu tô màu cho <strong>Chuyến tàu và cầu vồng</strong>. Bạn có thể lựa chọn từ bảng màu đa dạng để tạo ra một bức tranh độc đáo và đầy màu sắc. Sử dụng các công cụ như công cụ tự tô để tô màu một cách tự do và sáng tạo.</p>
<p>Hãy để trí tưởng tượng của bạn bay xa và biến bức tranh <strong>Chuyến tàu và cầu vồng</strong> trở thành một tác phẩm nghệ thuật độc đáo mang lại niềm vui và sự sảng khoái cho mỗi người tham gia.</p>
<p>Chắc chắn bạn sẽ tìm thấy niềm vui và sự thư giãn trong việc tô màu bức tranh này trên trang tô màu trực tuyến. Và điều tuyệt vời hơn, bạn còn có thể in bức tranh <strong>Chuyến tàu và cầu vồng</strong> đã tô màu của mình để giữ lại những khoảnh khắc sáng tạo đó!</p>
<p>Tính năng in của trang web cho phép bạn chuyển bức tranh tô màu thành một tệp PDF có thể in ra và treo trên tường hoặc tặng cho bạn bè và gia đình. Việc này giúp bạn lưu giữ những kỷ niệm đẹp đẽ và chia sẻ niềm đam mê tô màu với mọi người xung quanh.</p>
<p>Đương nhiên, trang web cũng cung cấp tính năng in trắng đen, cho phép bạn tải xuống bức tranh <strong>Chuyến tàu và cầu vồng</strong> ở dạng đen trắng để bạn có thể tô màu bằng bút màu trên giấy!</p>
<p>Vì vậy, hãy bắt đầu ngay hôm nay và thể hiện sự sáng tạo của bạn không chỉ trên màn hình máy tính mà còn trên giấy với tính năng in tiện lợi này!</p>
<p><span id="more-6232"></span><section id="coloring">
            <!-- Phần bên trái -->
			<div id="coloring-left">
                <div>
                    <div id="coloring-area"><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="100%" height="100%" viewBox="0 0 800.00001 800.00001" id="tomauonline" > <g inkscape:label="pozadie" inkscape:groupmode="layer" id="Back" transform="translate(0,-252.36235)" sodipodi:insensitive="true"> <image y="284.91562" x="2.357146" id="image5058" xlink:href="data:image/png;base64,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" style="image-rendering:optimizeQuality" preserveAspectRatio="none" height="733.16101" width="793.85712" /> </g> <g inkscape:groupmode="layer" id="Color" inkscape:label="podklad"> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 638.15003,352.3317 c -4.72266,-5.74199 -9.34538,-11.06966 -10.27271,-11.83928 -1.48605,-1.23332 -0.80782,-1.54729 5.7176,-2.64678 7.43759,-1.2532 8.14255,-1.09326 9.26337,2.10166 0.18125,0.51664 1.09777,0.64455 2.03673,0.28424 2.13529,-0.81939 2.36582,-8.52302 0.33804,-11.29617 -1.57822,-2.15834 -5.23697,-1.3915 -4.35291,0.91232 0.68757,1.79177 -3.31836,3.26977 -11.31424,4.17439 -6.65035,0.7524 -8.57245,0.0421 -14.34837,-5.30192 -13.15495,-12.17141 -37.76618,-29.80468 -59.52906,-42.65092 -3.6113,-2.13168 -7.1275,-4.95687 -7.81379,-6.27819 -1.72406,-3.31936 -1.69688,-14.01916 0.0356,-14.01916 0.72226,0 1.85248,-0.53927 2.51159,-1.19839 0.92442,-0.92442 0.81935,-1.61723 -0.4596,-3.03046 -1.92452,-2.12656 -9.32947,-2.53479 -11.24437,-0.61988 -1.85888,1.85887 -1.44209,3.83858 0.80812,3.83858 1.81571,0 2.0203,0.67343 2.0203,6.65017 0,3.65759 -0.36902,6.49865 -0.82006,6.31345 -6.79821,-2.79135 -29.4867,-14.68095 -29.49297,-15.45539 -0.0159,-1.9672 19.84521,-20.31784 27.35398,-25.27362 13.47813,-8.89555 28.03789,-13.73208 47.28434,-15.70714 9.36326,-0.96085 11.29406,-0.82895 24.09062,1.64577 7.65134,1.47969 17.32079,3.78792 21.48767,5.12939 11.34127,3.65119 27.16214,13.56637 35.21051,22.06698 8.74609,9.23751 11.84194,15.6249 13.21115,27.2573 2.1446,18.21973 0.90831,29.47967 -4.62069,42.08497 -1.86717,4.25688 -3.39518,8.348 -3.39556,9.09137 -0.002,4.32156 -18.49472,30.28063 -23.81922,33.4365 -0.88453,0.52427 -4.04111,-2.56325 -9.88608,-9.66979 z m -0.25967,-44.20713 c 7.03685,-7.82667 7.57236,-15.35959 1.36113,-19.14673 -4.68961,-2.85937 -10.51473,-2.55266 -16.96376,0.89321 -8.72573,4.66236 -8.70453,4.95512 1.07048,14.78117 4.7037,4.72826 8.86102,8.59684 9.23848,8.59684 0.37748,0 2.75962,-2.30602 5.29367,-5.12449 z m -42.85663,-9.46164 c 1.98934,-2.39701 0.8595,-6.89872 -2.15406,-8.58254 -2.43697,-1.36166 -3.07268,-1.34108 -6.31345,0.20433 -1.98199,0.94515 -3.60362,2.46576 -3.60362,3.37913 0,1.37171 0.70309,1.54825 4.04061,1.01456 3.74908,-0.59951 4.04061,-0.4752 4.04061,1.72284 0,3.78986 1.8509,4.83904 3.98991,2.26168 z m 57.42178,-16.29304 c 0.76411,-5.3153 -8.42041,-10.82582 -14.29685,-8.57782 -2.4015,0.91868 -2.67832,1.35698 -1.64409,2.60316 0.68401,0.82417 2.21076,1.5047 3.39279,1.51229 4.37065,0.0281 6.58628,1.25184 7.61641,4.2069 1.20821,3.46587 4.44611,3.63359 4.93174,0.25547 z m -62.78589,-8.26424 c 2.90777,-3.96699 4.40465,-8.90222 4.40465,-14.52213 0,-4.11997 -0.40202,-5.14015 -2.59074,-6.57425 -5.62753,-3.6873 -14.77527,-1.08957 -22.91561,6.50747 -3.65748,3.41339 -3.51182,4.48858 1.01016,7.45633 2.08344,1.36735 6.2882,4.12802 9.34391,6.13482 6.75599,4.4369 8.13306,4.56474 10.74763,0.99776 z m 10.46557,-27.5591 c 0,-0.57343 -0.64747,-2.59221 -1.43882,-4.48618 -1.14757,-2.74653 -2.28929,-3.67259 -5.64037,-4.57494 -4.86518,-1.31006 -10.0934,-0.48249 -10.0934,1.59768 0,0.97713 1.17357,1.43497 3.67826,1.43497 2.91145,0 4.33292,0.72549 6.81853,3.48007 3.0109,3.33671 6.6758,4.73574 6.6758,2.5484 z" id="path5087" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 574.77715,265.24737 c -3.12767,-1.99592 -2.68842,-3.48635 1.97139,-6.68923 3.42036,-2.35096 4.70524,-2.8279 7.61844,-2.8279 4.15234,0 5.76732,1.11465 5.76732,3.98058 0,3.87602 -1.06688,4.86558 -5.24576,4.86558 -2.20633,0 -4.34133,0.43446 -5.15344,1.04871 -1.76672,1.33628 -2.34052,1.29256 -4.95795,-0.37774 z" id="path5089" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 623.39043,298.39498 c -1.41834,-0.96379 -2.40298,-2.03683 -2.18809,-2.38453 1.09261,-1.76788 8.2322,-5.00548 11.03813,-5.00548 5.05072,0 8.77984,5.06694 5.84926,7.94769 -0.25049,0.24622 -3.08007,0.61575 -6.28796,0.82117 -5.3454,0.3423 -6.04792,0.22714 -8.41134,-1.37885 z" id="path5091" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 267.0942,239.48821 c -1.52918,-0.85577 -1.60135,-2.29881 -0.17419,-3.48324 1.56056,-1.29515 1.31129,-3.12744 -0.53571,-3.93777 -3.60912,-1.5834 -1.52502,-8.00669 3.47078,-10.6971 1.75941,-0.94751 3.82402,-1.2243 8.53365,-1.14408 l 6.21272,0.10583 2.58785,-2.79809 c 4.37367,-4.72899 10.34093,-5.45938 14.07726,-1.72306 2.70924,2.70925 0.028,8.7657 -3.88071,8.7657 -3.15172,0 -4.69451,1.53521 -4.17138,4.15088 0.76447,3.82233 -1.929,5.26554 -7.07352,3.79011 -2.46993,-0.70837 -3.47076,-0.30313 -7.79237,3.15519 -4.67721,3.74288 -8.85398,5.15896 -11.25438,3.81563 z" id="path5093" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 207.75334,270.52878 c -0.93097,-0.93098 -0.42366,-4.19369 0.92502,-5.94914 1.13254,-1.47412 1.29935,-2.53303 0.96428,-6.12121 -0.38574,-4.13082 -0.29455,-4.4647 1.90296,-6.96752 1.93004,-2.1982 2.77169,-2.6288 5.13822,-2.6288 3.49096,0 5.59333,-1.05555 5.59333,-2.80828 0,-1.85949 4.49176,-5.60307 7.371,-6.14322 5.70571,-1.07039 13.27944,3.40557 12.30849,7.27415 -0.2565,1.02196 -1.58319,3.32078 -2.9482,5.10848 -1.36501,1.7877 -2.66326,4.07739 -2.885,5.08819 -1.14863,5.23603 -1.90427,6.59957 -4.28705,7.73584 -2.02616,0.9662 -2.84563,1.01946 -4.80188,0.31208 -3.42849,-1.23977 -4.45164,-1.06878 -5.78545,0.96686 -1.92046,2.931 -5.3287,4.6031 -9.38857,4.60609 -1.99703,0.002 -3.84524,-0.21162 -4.10715,-0.47352 z" id="path5095" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 145.84075,317.96925 c -1.94062,-3.18284 -1.78439,-4.8192 0.72212,-7.56347 2.53611,-2.77669 2.5712,-3.00228 0.71428,-4.59222 -4.35512,-3.72897 1.38213,-14.09431 7.80124,-14.09431 2.99012,0 5.05591,-1.67866 5.05591,-4.10844 0,-3.65787 7.45166,-8.3167 13.18208,-8.24151 3.0334,0.0398 3.82457,0.36579 5.53572,2.28089 2.2933,2.56666 2.42619,3.59049 0.887,6.83408 -0.71112,1.49858 -2.12314,2.79515 -3.93268,3.61114 -3.76295,1.69685 -4.55578,2.71471 -3.46945,4.45419 1.17749,1.88546 0.27865,6.12488 -1.81483,8.55969 -1.45899,1.69688 -2.36227,2.01617 -6.5753,2.32425 l -4.88397,0.35714 -0.38508,3.34874 c -0.43456,3.77894 -1.96362,5.82208 -5.83647,7.7987 -3.80115,1.94003 -5.35838,1.72451 -7.00057,-0.96887 z" id="path5097" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 100.49144,372.56518 c -2.715198,-0.54238 -3.364062,-1.6431 -2.878262,-4.88265 0.401509,-2.67746 0.235521,-3.23969 -1.368109,-4.63403 -3.599408,-3.12964 -1.230745,-10.98301 3.936141,-13.05039 1.56153,-0.6248 3.29655,-1.136 3.85562,-1.136 0.7511,0 0.99576,-0.91002 0.93709,-3.4856 -0.093,-4.08257 2.51037,-8.86412 6.20422,-11.39519 3.69844,-2.53421 5.79516,-1.96396 10.92044,2.97008 3.53594,3.404 3.85456,5.50576 1.20666,7.95975 l -1.82905,1.69511 1.47191,2.88518 c 3.48908,6.83916 1.14796,11.05205 -6.60294,11.8821 -4.55767,0.48808 -4.71736,0.57322 -5.15109,2.74613 -0.88707,4.44409 -1.86499,6.76813 -3.05861,7.26877 -2.02192,0.84805 -6.12637,1.4799 -7.64402,1.17674 z" id="path5099" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 46.56554,437.4364 c -3.331606,-3.56649 -3.377123,-10.26388 -0.101024,-14.86474 2.150791,-3.02051 6.175983,-6.40089 9.053513,-7.6032 2.412504,-1.00801 3.102693,-2.06169 1.855397,-2.83256 -1.003028,-0.61991 -1.456562,-5.05235 -0.810203,-7.91822 1.151535,-5.10576 8.11495,-9.73336 11.482105,-7.63054 1.992961,1.24463 2.715318,1.0716 5.412383,-1.29646 1.923373,-1.68874 3.108778,-2.14285 5.59366,-2.14285 2.762782,0 3.38859,0.30876 5.055682,2.49444 1.597217,2.09405 1.822724,2.92526 1.404948,5.17857 -0.577078,3.11251 -2.79231,7.00433 -4.320731,7.59084 -1.468827,0.56364 -1.319243,2.39168 0.371597,4.54124 2.028995,2.57945 1.810698,5.45898 -0.620087,8.1795 -1.838203,2.05731 -2.535291,2.32383 -6.785714,2.59448 l -4.737056,0.30163 0,3.51116 c 0,4.54217 -1.421547,7.85438 -4.22891,9.8534 -1.888789,1.34494 -3.399194,1.6432 -9.459427,1.86799 -7.19787,0.26698 -7.215508,0.26347 -9.166133,-1.82468 z" id="path5101" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 34.993138,528.85399 c -3.926159,-3.23627 -5.349654,-6.11432 -5.765883,-11.65756 -0.291842,-3.8867 -0.725388,-5.26786 -2.130023,-6.78571 -7.141932,-7.71759 -7.25084,-12.00261 -0.50321,-19.79889 2.023414,-2.33787 2.747505,-3.71352 2.378927,-4.51956 -0.977924,-2.13861 -1.038156,-8.27079 -0.09908,-10.0873 1.297801,-2.51041 5.248033,-4.2833 9.546695,-4.28461 7.604443,-0.002 10.633637,2.56453 9.915508,8.40208 -0.415434,3.377 -0.410799,3.38603 2.833169,5.52539 3.5996,2.37388 4.508052,4.73875 3.626168,9.4396 -0.727937,3.88024 -2.363645,6.68323 -5.455897,9.34937 l -2.737649,2.36039 1.409073,2.62903 c 1.74089,3.24812 1.792616,6.25548 0.159073,9.24834 -1.407647,2.57899 -9.402151,12.33041 -10.108836,12.33041 -0.252191,0 -1.632808,-0.96794 -3.068036,-2.15098 z" id="path5103" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 34.031528,563.19853 c 0.72684,-1.17605 -1.612173,-11.63462 -4.219648,-18.86757 -1.3941,-3.86713 -2.534727,-7.26732 -2.534727,-7.55598 0,-0.28865 5.0625,-0.92484 11.25,-1.41376 6.1875,-0.48891 11.86128,-1.06336 12.608402,-1.27656 1.230765,-0.35121 1.316889,-0.0946 0.916594,2.73063 -0.242994,1.71504 -1.618286,7.13611 -3.056204,12.04682 -1.43792,4.91072 -2.817893,10.03984 -3.06661,11.39806 -0.334552,1.82696 -0.914965,2.59828 -2.230768,2.96451 -2.715188,0.75573 -10.137854,0.73565 -9.667039,-0.0262 z" id="path5105" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 17.040365,623.68354 c -0.687826,-2.82246 -1.28494,-45.75302 -0.687501,-49.42904 l 0.574714,-3.53618 6.067644,-0.88795 c 12.870624,-1.88352 20.269471,-2.49786 38.210502,-3.17269 35.111643,-1.32069 40.379976,-1.67677 41.058786,-2.77511 0.3612,-0.58444 0.35782,-1.51835 -0.008,-2.20184 -0.36017,-0.67298 -0.44454,-11.70096 -0.19484,-25.46886 l 0.44043,-24.28193 9.64332,-0.46249 c 5.30383,-0.25436 17.43265,-0.46248 26.95295,-0.46248 l 17.30963,0 0.38897,1.60714 c 0.21393,0.88393 0.78104,11.16576 1.26024,22.84851 0.68736,16.7578 0.6862,23.67289 -0.006,32.76099 -0.69185,9.08995 -0.69267,14.62832 -0.004,26.25864 0.4801,8.10645 0.64117,16.88124 0.35793,19.49953 l -0.51499,4.76052 -4.25961,0.23948 c -4.21768,0.23712 -4.2721,0.21536 -5.52943,-2.21046 -0.6984,-1.34747 -1.89286,-2.78591 -2.65435,-3.19653 -0.76149,-0.41063 -2.50952,-1.44821 -3.88452,-2.30574 -3.32683,-2.0748 -7.53946,-2.66811 -12.47113,-1.75645 -5.19362,0.9601 -7.78535,2.84767 -10.48988,7.63985 l -2.17544,3.85452 -5.63652,0 -5.63651,0 -0.9871,-2.36245 c -1.38843,-3.32299 -7.861989,-8.78176 -11.500939,-9.69806 -5.995278,-1.50963 -11.914308,2.05977 -15.835703,9.54954 -2.257395,4.31157 -2.196099,4.28375 -11.061885,5.02005 l -5.43788,0.45161 -0.81529,-3.23781 c -0.679622,-2.69902 -1.32996,-3.53942 -3.908167,-5.05035 -3.517983,-2.06168 -9.215756,-3.93907 -11.989548,-3.95052 -5.374847,-0.0221 -11.912899,4.22477 -14.283207,9.27799 -0.829248,1.76786 -1.872292,3.45043 -2.317876,3.73906 -0.445582,0.28863 -2.784234,0.5297 -5.197002,0.53572 -3.961479,0.01 -4.424829,-0.1449 -4.778508,-1.59621 z M 140.62382,579.12055 c 4.85805,-0.66105 4.98134,-1.28892 5.52093,-28.11558 0.2568,-12.76786 0.64315,-24.20948 0.85854,-25.42582 0.82358,-4.65088 -2.93778,-5.52265 -22.22614,-5.15133 l -11.42857,0.22001 -0.47259,11.42857 c -0.25993,6.28571 -0.85998,19.28042 -1.33346,28.87713 -0.82627,16.74757 -0.80728,17.48921 0.47259,18.46033 1.08608,0.82407 3.58615,0.92845 13.47632,0.56263 6.67857,-0.24703 13.48814,-0.6322 15.13238,-0.85594 z" id="path5107" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 116.11108,554.75497 c 0.26717,-11.29464 0.68081,-22.52115 0.91921,-24.9478 l 0.43344,-4.41209 5.34547,-0.50091 c 5.08073,-0.4761 19.20096,-0.14222 19.74654,0.46692 0.14125,0.1577 -0.001,3.50102 -0.31655,7.42959 -0.31535,3.92857 -0.80636,15.09822 -1.09114,24.82143 l -0.51778,17.67857 -12.50247,0 -12.50247,0 0.48575,-20.53571 z" id="path5109" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 38.159595,635.11145 c -4.056759,-1.30076 -5.882442,-3.58348 -5.882442,-7.35502 0,-4.0464 1.319261,-6.39014 5.308039,-9.43003 3.811442,-2.90475 7.677335,-3.0792 13.028016,-0.58792 4.138961,1.92711 5.235373,3.4273 5.235373,7.16342 0,7.59649 -9.227847,12.92252 -17.688986,10.20955 z" id="path5111" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 83.348581,631.75209 c -0.785714,-0.32499 -2.19582,-1.41685 -3.133569,-2.42635 -1.422611,-1.53146 -1.638266,-2.33298 -1.302083,-4.83941 0.535756,-3.99436 3.682805,-8.28139 7.729442,-10.52935 l 3.29379,-1.82975 2.994315,1.35025 c 3.721648,1.67823 6.995727,4.95399 7.571484,7.57537 0.75243,3.4258 -3.255085,8.92811 -7.735593,10.62096 -2.345343,0.88613 -7.363846,0.92785 -9.417786,0.0783 z" id="path5113" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 126.39636,629.62434 c -5.02098,-3.18421 -5.80349,-5.45191 -3.6975,-10.71531 2.18155,-5.45221 10.04238,-7.35988 16.61119,-4.03121 4.7225,2.39307 5.34599,3.31295 4.74137,6.9953 -0.39158,2.38485 -1.27305,3.80938 -3.99316,6.45328 -3.18223,3.09307 -3.79407,3.39285 -6.92461,3.39285 -2.57098,0 -4.26411,-0.52646 -6.73729,-2.09491 z" id="path5115" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 181.50334,617.13783 c -0.39795,-0.3954 0.53956,-24.68638 1.58753,-41.13286 0.46311,-7.26786 0.77257,-15.16729 0.6877,-17.5543 l -0.15431,-4.34002 14.14788,-0.90431 c 7.78133,-0.49737 30.94251,-1.07626 51.4693,-1.28641 l 37.32143,-0.3821 0,31.1012 0,31.1012 -5.29847,0.4965 c -2.91415,0.27308 -5.62156,0.29682 -6.01647,0.0528 -0.39491,-0.24406 -0.91911,-1.35934 -1.16489,-2.4784 -1.11819,-5.09107 -9.92362,-9.829 -17.15297,-9.22949 -2.45311,0.20343 -4.74542,0.88583 -5.93254,1.76604 -2.30069,1.7059 -5.12069,6.39579 -5.1372,8.54356 -0.011,1.43684 -0.48096,1.55972 -7.79068,2.03724 -8.41478,0.54971 -10.95578,0.19031 -10.32248,-1.46003 0.21841,-0.56917 -1.1e-4,-1.03486 -0.4856,-1.03486 -0.48548,0 -2.16251,-1.15623 -3.72673,-2.56941 -4.15129,-3.75044 -7.20951,-4.82679 -12.2249,-4.30257 -5.47012,0.57174 -10.37225,3.2681 -12.82847,7.05615 -1.05523,1.62741 -1.9186,3.37673 -1.9186,3.88738 0,0.70184 -1.80147,0.92845 -7.38096,0.92845 -4.05952,0 -7.51488,-0.13307 -7.67857,-0.29571 z" id="path5117" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path5119" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 253.29224,625.03071 c -4.30748,-1.95249 -4.89395,-7.41391 -1.49614,-13.93276 1.37841,-2.64453 2.23866,-3.4387 4.29299,-3.96316 5.16354,-1.31822 12.5115,2.42067 13.63777,6.93935 0.91168,3.6577 -1.26625,9.00704 -4.25867,10.45999 -2.96809,1.44115 -9.50403,1.70771 -12.17595,0.49658 z" id="path5121" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 206.92001,626.35404 c -2.35714,-0.96794 -4.6875,-2.30746 -5.17857,-2.97671 -2.17089,-2.95859 -0.15719,-9.2433 3.73178,-11.64682 4.86995,-3.00979 14.56235,-1.34255 16.83026,2.89507 1.42552,2.66363 -1.47501,8.81081 -5.19392,11.00762 -1.0864,0.64175 -1.97526,1.47008 -1.97526,1.84072 0,1.20311 -3.82826,0.68119 -8.21429,-1.11988 z" id="path5123" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 313.1852,613.34653 -2.30625,-0.28695 -0.19375,-29.99205 c -0.11801,-18.2665 0.0715,-30.25716 0.48481,-30.67016 0.37321,-0.37296 3.98929,-0.67812 8.03571,-0.67812 6.2657,0 7.35715,0.16943 7.35715,1.14206 0,0.62812 0.53935,2.27865 1.19856,3.66783 1.31568,2.7726 4.47423,4.5334 10.59871,5.90848 5.39283,1.2108 7.54754,0.48603 12.21701,-4.10943 l 4.12722,-4.06181 8.03237,-0.43884 c 8.57259,-0.46836 10.03025,-1.03927 10.39087,-4.06976 0.35569,-2.989 1.638,-2.59491 2.54089,0.78088 0.55184,2.06328 1.73205,3.91096 3.47646,5.44257 2.47629,2.17421 2.91464,2.30139 7.02921,2.03939 6.07613,-0.3869 11.79764,-3.24092 13.68217,-6.825 l 1.41476,-2.69065 6.09259,-0.20456 6.09259,-0.20456 -0.53742,3.77599 c -0.29558,2.07679 -0.56089,15.41646 -0.58956,29.64371 -0.0481,23.88421 -0.148,25.91698 -1.30215,26.51002 -0.6875,0.35325 -4.33403,0.84969 -8.1034,1.10318 l -6.8534,0.46089 -2.20583,-3.54845 c -2.55124,-4.10407 -5.48477,-5.66775 -11.76136,-6.26923 -7.38662,-0.70785 -13.13278,2.80197 -14.81498,9.04918 -0.86924,3.22812 -1.62128,3.6124 -7.06945,3.6124 -4.23736,0 -5.79872,-0.80631 -5.79872,-2.99457 0,-1.76565 -2.71608,-4.7484 -5.71429,-6.27532 -8.38097,-4.26826 -17.30782,-1.3518 -19.56156,6.39088 -0.89557,3.07669 -1.09676,3.25994 -4.08307,3.71892 -3.34444,0.51403 -8.09699,0.54327 -11.87589,0.0731 z" id="path5125" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 335.14382,618.7668 c -1.21269,-1.32258 -2.3902,-3.13414 -2.61669,-4.0257 -0.92448,-3.63909 3.8063,-10.1699 7.35803,-10.15772 3.33641,0.0114 9.44492,3.2349 10.27687,5.4231 0.88493,2.32756 -0.004,5.42972 -2.41898,8.44492 -1.44787,1.80746 -2.26181,2.13184 -6.03398,2.40469 -4.20658,0.30428 -4.43811,0.2306 -6.56525,-2.08929 z" id="path5127" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 377.27715,620.20726 c -4.38595,-1.31103 -5.71428,-3.15458 -5.71428,-7.9307 0,-3.44416 0.29866,-4.49233 1.6711,-5.86477 3.28039,-3.28039 11.59338,-3.20351 15.57168,0.14402 2.09824,1.76554 2.18072,2.04169 1.9047,6.37656 -0.36894,5.79399 -1.63349,7.17786 -7.00463,7.66551 -2.16071,0.19617 -5.05357,0.0204 -6.42857,-0.39062 z" id="path5129" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 433.99445,586.60794 c -0.89621,-27.10194 -0.79771,-39.66593 0.31969,-40.78074 0.69907,-0.69744 11.59127,-0.89831 49.60795,-0.91484 26.79171,-0.0117 50.35951,-0.27736 52.37289,-0.59046 l 3.66069,-0.56928 0.45982,3.09046 c 0.25289,1.69975 0.38321,14.867 0.28958,29.26055 l -0.17022,26.1701 -3.95028,0.46074 c -2.17265,0.2534 -5.15563,0.65187 -6.62885,0.88548 -2.40206,0.3809 -2.67857,0.26491 -2.67857,-1.12357 0,-2.68975 -2.64175,-6.86214 -5.67619,-8.96501 -2.37531,-1.64609 -3.90779,-2.09165 -8.12504,-2.3623 -4.59651,-0.29498 -5.63325,-0.11278 -8.96507,1.57558 -4.02695,2.04061 -5.34559,4.06357 -6.22221,9.54562 -0.39307,2.45816 -0.75466,2.91333 -2.6089,3.28418 -2.72662,0.54532 -11.97777,0.4513 -16.50707,-0.16777 -3.22712,-0.44109 -3.56585,-0.68838 -5,-3.65029 -1.2792,-2.6419 -2.32057,-3.57478 -6.18123,-5.53729 -4.79247,-2.43618 -6.88801,-2.80973 -11.78572,-2.10095 -3.17151,0.45897 -6.51253,3.69395 -8.75335,8.47553 -1.19865,2.55774 -1.38757,2.66086 -4.90736,2.67858 -2.01339,0.0101 -4.61561,0.2094 -5.7827,0.44282 l -2.122,0.4244 -0.64586,-19.53154 z" id="path5131" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 453.86927,613.38404 c -1.33129,-0.53564 -3.02109,-4.14744 -3.01802,-6.45074 0.004,-3.09627 2.53564,-6.56755 5.90495,-8.09703 3.82751,-1.73749 4.55501,-1.73042 8.03153,0.078 4.10245,2.13402 5.34657,3.87904 5.34657,7.49915 0,3.62502 -1.68751,5.62757 -5.67592,6.73556 -2.63326,0.73153 -9.00372,0.87294 -10.58911,0.23506 z" id="path5133" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 505.05026,610.37472 c -3.35605,-3.35605 -3.61288,-6.02557 -1.00743,-10.47142 1.25508,-2.14165 2.62131,-3.35525 4.72459,-4.19682 2.71936,-1.08807 3.27266,-1.09272 6.83389,-0.0574 5.47706,1.59222 6.67584,3.018 6.67584,7.93996 0,3.70873 -0.21001,4.22262 -2.77311,6.78572 -2.62829,2.62829 -3.00568,2.77311 -7.22689,2.77311 -4.2212,0 -4.59859,-0.14482 -7.22689,-2.77311 z" id="path5135" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 562.27715,575.03323 c 0,-14.67731 0.20526,-28.18355 0.45614,-30.01387 l 0.45613,-3.32784 27.22244,0.11479 c 16.59577,0.07 29.87134,-0.20148 34.00815,-0.69541 3.73214,-0.44562 12.14761,-1.13752 18.70104,-1.53757 6.55343,-0.40004 12.9173,-0.92774 14.14192,-1.17267 l 2.22659,-0.44532 -0.48061,24.20339 c -0.26435,13.31186 -0.68178,26.77481 -0.92764,29.91767 l -0.44701,5.71428 -4.82143,0.21121 -4.82143,0.21121 -0.0343,-1.99692 c -0.0452,-2.63056 -2.10175,-6.66857 -3.89426,-7.64629 -0.78572,-0.42856 -1.60593,-1.01652 -1.8227,-1.30656 -0.6852,-0.91681 -7.72611,-1.95478 -10.14321,-1.49531 -5.04237,0.95851 -9.26341,4.55274 -10.87905,9.26356 -0.7235,2.10954 -1.42488,2.86533 -2.97923,3.21031 -2.59031,0.5749 -13.71436,0.7247 -15.62836,0.21045 -0.7989,-0.21465 -2.23426,-1.86382 -3.18969,-3.66483 -1.42724,-2.69038 -2.50611,-3.63834 -6.04746,-5.3137 -5.16429,-2.44315 -6.65161,-2.51467 -10.58327,-0.50888 -4.32117,2.2045 -6.87701,4.8846 -7.39333,7.75281 -0.8639,4.79893 -1.16486,5.00151 -7.43028,5.00151 l -5.68916,0 0,-26.68602 z" id="path5137" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 581.22595,607.32184 c -1.84497,-1.45126 -1.94103,-1.80893 -1.66214,-6.18884 0.27728,-4.35453 0.47034,-4.79927 3.05225,-7.03116 3.1107,-2.68898 4.40389,-2.87176 8.70277,-1.23 3.10652,1.18639 4.71842,3.69528 4.1615,6.47728 -0.143,0.71429 -0.43085,2.12153 -0.63968,3.1272 -0.22571,1.08696 -1.66647,2.7526 -3.55265,4.10715 -3.81366,2.73876 -7.20279,2.98746 -10.06205,0.73837 z" id="path5139" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 628.98295,606.73349 c -2.14335,-0.86601 -4.56294,-4.18158 -4.56294,-6.25261 0,-2.67451 2.01572,-6.35915 4.83116,-8.83114 2.2375,-1.96455 2.86533,-2.1674 5.43599,-1.75633 1.59848,0.25561 4.20123,1.18765 5.78388,2.07121 2.76027,1.541 2.87286,1.74304 2.76265,4.9575 -0.13632,3.9758 -2.35023,7.94447 -5.27574,9.45731 -2.22042,1.14822 -6.58347,1.32035 -8.975,0.35406 z" id="path5141" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 679.5907,566.98466 0.18645,-29.85156 10.35715,-1.26324 c 5.69642,-0.69478 15.01785,-1.58649 20.71428,-1.98158 12.99572,-0.90136 67.88095,-0.96761 70.20306,-0.0847 1.56063,0.59335 1.76684,1.18767 2.16847,6.25 0.24411,3.07686 0.66229,15.26866 0.92929,27.09289 0.36485,16.15766 0.27675,21.62758 -0.35462,22.01779 -0.46203,0.28556 -2.51931,0.67806 -4.57171,0.87222 l -3.73163,0.35302 -2.34224,-3.64397 c -3.61714,-5.62739 -8.66445,-7.90898 -15.0934,-6.82281 -3.94681,0.66681 -11.17778,7.25927 -12.22399,11.14459 l -0.76119,2.82683 -12.99467,-0.19456 c -12.35584,-0.185 -13.00715,-0.26479 -13.2484,-1.62313 -0.38049,-2.14239 -5.77715,-7.36975 -8.55483,-8.28647 -2.9594,-0.97669 -8.65944,-0.32941 -12.65831,1.43743 -2.25515,0.99641 -3.47481,2.29334 -5.64259,6.00007 -2.64324,4.51975 -2.8793,4.72303 -5.33726,4.59619 -1.41443,-0.073 -3.61988,0.12498 -4.901,0.43995 l -2.32932,0.57266 0.18646,-29.85157 z" id="path5143" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 697.77414,603.16356 c -4.06737,-2.57945 -4.28105,-4.23263 -1.29451,-10.01527 1.70072,-3.29297 2.47779,-4.06366 4.80599,-4.76653 4.6939,-1.41706 6.86187,-1.14007 9.75736,1.24664 2.21726,1.82765 2.66274,2.6465 2.66274,4.89437 0,3.63146 -2.4795,7.1766 -6.40711,9.16077 -4.16362,2.1034 -5.50315,2.03027 -9.52447,-0.51998 z" id="path5145" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 754.70609,602.12812 c -1.21766,-0.53008 -2.96191,-2.17405 -3.87611,-3.65325 l -1.66219,-2.68948 2.00219,-3.82413 c 2.80423,-5.356 6.10276,-8.09915 9.73893,-8.09915 5.23742,0 9.23182,3.2412 9.21868,7.48036 -0.004,1.18938 -0.98881,3.87511 -2.18917,5.9683 -3.1081,5.41992 -7.86776,7.15271 -13.23233,4.81735 z" id="path5147" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 377.27715,499.88196 c -2.16071,-1.32342 -4.40849,-2.69042 -4.99506,-3.03777 -0.8789,-0.52046 -0.90458,-0.82665 -0.14598,-1.7407 0.50628,-0.61004 1.18659,-2.66569 1.51179,-4.56812 1.24954,-7.30974 8.19799,-31.58987 10.12017,-35.36311 3.46971,-6.81105 10.74803,-7.43229 15.86262,-1.35395 2.18103,2.59201 3.09229,5.37505 3.69022,11.27022 0.43916,4.3297 0.36607,4.58859 -2.92398,10.35714 -4.0865,7.165 -6.20955,10.27637 -12.94121,18.96557 -2.84821,3.67647 -5.17857,6.9855 -5.17857,7.3534 0,1.01056 -0.71721,0.7405 -5,-1.88268 z" id="path5149" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 335.76846,503.16207 c -0.46847,-1.5636 -2.16887,-4.24533 -3.77867,-5.95941 -1.60981,-1.71408 -5.26006,-5.71737 -8.11168,-8.8962 -11.4357,-12.74793 -12.64413,-15.29791 -11.5977,-24.47288 0.71709,-6.28737 1.0122,-7.11433 2.5389,-7.11433 0.5661,0 1.02927,-0.29676 1.02927,-0.65948 0,-0.36271 0.83215,-1.64843 1.84921,-2.85714 2.2808,-2.71057 5.06321,-2.88161 9.60658,-0.59052 2.44463,1.23275 3.67362,2.51511 5.27567,5.50474 4.6675,8.71016 6.89817,15.40709 9.37633,28.14963 1.36502,7.01884 2.63878,13.01543 2.83058,13.32577 0.40149,0.64963 -6.25037,6.41272 -7.40168,6.41272 -0.42078,0 -1.14835,-1.27931 -1.61681,-2.8429 z" id="path5151" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 346.03936,541.15255 -4.45207,-1.81809 2.66636,-1.78914 c 4.25979,-2.85833 4.87683,-4.39749 1.76293,-4.39749 -1.08618,0 -3.1743,0.64285 -4.64027,1.42857 -3.24469,1.73904 -4.65428,1.88669 -3.3825,0.35429 0.49036,-0.59086 1.89579,-1.33451 3.12317,-1.65255 1.22738,-0.31805 2.2316,-1.03998 2.2316,-1.60429 0,-1.32737 -2.71219,-1.69795 -5.44772,-0.74434 -1.87194,0.65256 -2.11913,0.59057 -1.91599,-0.48051 0.17643,-0.93025 1.18851,-1.31673 4.15562,-1.58689 2.85164,-0.25965 3.92238,-0.64962 3.92238,-1.42857 0,-0.80332 -1.02775,-1.12503 -4.10715,-1.28565 l -4.10714,-0.21421 0,-5.03498 c 0,-6.05525 1.15332,-8.79967 5.30699,-12.62838 3.29065,-3.03321 15.87824,-9.40821 18.57676,-9.40821 3.11806,0 14.31507,3.65138 17.54482,5.72142 5.02081,3.21798 12.14286,11.56961 12.14286,14.23926 0,1.14565 -2.9129,2.39369 -7.72495,3.30978 -4.10011,0.78054 -4.46657,0.75205 -4.02611,-0.31302 1.11902,-2.70591 1.17728,-3.86025 0.27946,-5.53785 -0.82781,-1.54677 -1.3608,-1.74527 -4.18918,-1.56021 -2.80646,0.18364 -3.33277,0.47525 -3.92784,2.17634 -0.90178,2.5778 0.17573,5.6092 2.38536,6.71082 1.61306,0.8042 1.52884,0.87424 -1.61901,1.34629 -2.88453,0.43256 -3.32059,0.7218 -3.32059,2.20256 0,1.34206 0.3798,1.70461 1.78572,1.70461 1.34637,0 1.78571,0.37467 1.78571,1.52283 0,0.83756 0.66967,2.60639 1.48816,3.93073 l 1.48816,2.40789 -4.52387,2.14014 c -5.3462,2.52917 -6.52005,2.59305 -13.09531,0.7127 -8.4948,-2.4293 -12.42232,-1.59175 -7.14285,1.52321 2.38104,1.40485 3.13044,2.15247 1.96428,1.95963 -0.29464,-0.0487 -2.53914,-0.90674 -4.98779,-1.90669 z m 18.79612,-8.1821 c 0.16362,-0.16362 -0.46887,-2.19957 -1.40553,-4.52434 -1.16351,-2.8878 -2.30645,-4.52768 -3.6078,-5.17644 -2.52635,-1.25945 -3.64572,-0.29295 -4.67122,4.03324 -1.28944,5.4397 -1.29046,5.43539 1.41194,5.957 2.46102,0.47502 7.69113,0.29202 8.27261,-0.28946 z m -15.36052,-10.48196 c 2.21434,-2.21435 2.78727,-5.49845 1.23076,-7.05495 -0.47142,-0.47143 -2.22105,-0.85714 -3.88806,-0.85714 -3.21768,0 -5.25479,1.74435 -5.25479,4.49959 0,1.45103 3.68098,5.50041 5,5.50041 0.45329,0 1.76373,-0.93956 2.91209,-2.08791 z" id="path5153" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 381.59838,552.82848 c -0.90314,-0.96135 -1.88447,-3.07341 -2.18071,-4.69348 -0.49838,-2.72542 -0.40231,-2.9974 1.28548,-3.6391 1.00327,-0.38144 3.05449,-1.80509 4.55826,-3.16366 2.99575,-2.70648 3.57756,-2.84737 6.93086,-1.6784 2.35698,0.82165 3.8614,2.998 4.66954,6.75514 0.67437,3.13525 -1.57558,5.71198 -6.18212,7.07997 -5.12651,1.52241 -7.17024,1.37378 -9.08131,-0.66047 z" id="path5155" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 336.59805,558.18573 c -7.27488,-2.51136 -7.61598,-5.59825 -1.41073,-12.76668 l 2.55302,-2.94929 4.94698,1.81086 c 2.9584,1.08294 6.0033,1.71606 7.57478,1.575 2.5361,-0.22763 2.61384,-0.16604 2.22768,1.76478 -0.22007,1.10035 -1.41354,3.03524 -2.65217,4.29975 -1.23862,1.26451 -2.89004,3.13199 -3.66982,4.14995 -1.3771,1.79775 -3.91089,3.53031 -5.09368,3.48298 -0.32047,-0.0128 -2.3347,-0.62813 -4.47606,-1.36735 z" id="path5157" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 373.45727,528.03705 c 0.78572,-0.38196 2.39286,-0.97579 3.57143,-1.31961 1.17857,-0.34382 2.29554,-0.76064 2.48214,-0.92627 0.18661,-0.16562 0.61012,-0.30113 0.94113,-0.30113 0.60036,0 3.79376,-0.89137 5.14816,-1.43699 0.39286,-0.15827 1.42681,-0.45258 2.29766,-0.65404 1.34562,-0.31128 1.65383,-0.27564 2.05255,0.23737 0.25804,0.33201 0.37425,0.92509 0.25823,1.31794 -0.11601,0.39286 -0.29474,1.15783 -0.39716,1.69993 -0.11963,0.63311 -0.45896,1.04295 -0.94876,1.14587 -0.41938,0.0881 -3.89645,0.23623 -7.72681,0.32912 -3.83035,0.0929 -7.44642,0.26641 -8.03571,0.38559 -0.93839,0.18979 -0.89405,0.13047 0.35714,-0.47778 z" id="path5159" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 379.17156,533.27273 c -2.09387,-0.37289 -2.93213,-0.88628 -2.36809,-1.45032 0.15441,-0.15441 2.6572,-0.23611 5.56176,-0.18156 l 5.28101,0.0992 -0.68594,0.8463 c -0.5817,0.71768 -1.06287,0.86315 -3.16592,0.95716 -1.36398,0.061 -3.44425,-0.0609 -4.62282,-0.27077 z" id="path5161" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 372.92156,542.7905 c 0,-0.50603 1.18661,-1.79894 2.76688,-3.01475 0.38297,-0.29464 0.92491,-1.01785 1.2043,-1.60714 0.47155,-0.99456 0.63558,-1.06696 2.28627,-1.00911 0.97804,0.0343 2.39687,0.17425 3.15294,0.31106 l 1.37467,0.24875 -1.37467,1.19485 c -1.57494,1.36892 -6.52862,3.89406 -8.24968,4.20528 -0.88937,0.16082 -1.16071,0.0839 -1.16071,-0.32894 z" id="path5163" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 366.13584,548.09213 c 0,-0.97051 -0.23864,-2.06958 -0.54404,-2.5056 -0.4947,-0.70628 -0.4866,-0.80611 0.0893,-1.10059 0.34833,-0.17813 1.14666,-0.42104 1.77407,-0.53982 1.4371,-0.27205 1.61272,0.1914 1.26174,3.32963 -0.2568,2.29612 -0.27228,2.32265 -1.42034,2.43335 l -1.16072,0.11191 0,-1.72888 z" id="path5165" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 356.49299,549.79683 c 0,-0.38126 0.16071,-0.79253 0.35714,-0.91393 0.19643,-0.1214 0.35714,-1.25589 0.35714,-2.52108 l 0,-2.30035 1.60715,0 c 1.4785,0 1.60714,0.0719 1.60714,0.8977 0,0.49374 -0.13777,1.17677 -0.30615,1.51786 -0.95614,1.93682 -1.66913,3.17186 -2.05901,3.56658 -0.67072,0.67903 -1.56341,0.53812 -1.56341,-0.24678 z" id="path5167" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 60.14459,560.44455 c 0.25613,-1.47322 1.405342,-6.69643 2.553803,-11.60715 1.148461,-4.91071 2.929188,-13.42857 3.957171,-18.92857 2.49206,-13.33323 7.915647,-35.38956 10.011523,-40.71428 0.9278,-2.35715 2.543868,-6.85715 3.591261,-10 1.047393,-3.14286 2.781375,-7.48215 3.853293,-9.64286 1.071918,-2.16072 3.507414,-7.94643 5.412214,-12.85714 6.455045,-16.64159 18.341275,-38.83841 30.952465,-57.80189 1.41672,-2.13033 4.08225,-6.14819 5.9234,-8.92857 6.13512,-9.26488 12.47847,-17.36989 20.00715,-25.56347 8.89965,-9.68565 9.21581,-10.06898 10.2494,-12.42644 2.40361,-5.48233 43.77554,-45.2683 55.38549,-53.26234 2.91287,-2.00565 7.70684,-5.31003 10.65327,-7.34305 15.09375,-10.41463 43.7356,-24.88478 63.21428,-31.9365 16.39346,-5.9348 24.53605,-8.18143 44.75824,-12.34927 7.48796,-1.54328 12.21926,-1.97999 27.5,-2.53828 54.09319,-1.97634 83.34787,0.52026 113.09891,9.65185 2.94643,0.90436 9.05357,2.66064 13.57143,3.90286 10.1963,2.80354 16.17298,5.07074 28.92857,10.97382 25.23893,11.68017 36.64475,17.90037 50.71428,27.65721 3.92857,2.72436 7.49191,4.95578 7.91853,4.95872 0.94946,0.007 13.50608,8.2759 18.7905,12.37477 18.96307,14.70874 33.55667,28.18442 42.36092,39.11596 4.69988,5.83547 16.24968,18.58268 22.92375,25.30033 1.97135,1.98422 11.22059,15.52748 11.22059,16.42981 0,0.22 2.5308,4.4883 5.624,9.4851 3.09319,4.9968 10.56641,18.96053 16.60714,31.0305 6.04073,12.06998 12.49568,24.92713 14.34434,28.57143 5.04015,9.93582 7.67794,16.66954 9.17103,23.41173 0.7395,3.33929 2.27404,9.44643 3.41008,13.57143 1.13605,4.125 2.47168,9.10714 2.96807,11.07143 0.4964,1.96428 1.66785,6.18991 2.60322,9.39027 0.93538,3.20036 1.70069,6.28781 1.70069,6.861 0,1.05484 -5.72177,1.94606 -12.57039,1.95794 l -2.92752,0.005 -1.56272,-5.91554 c -0.8595,-3.25355 -2.37829,-7.67319 -3.37509,-9.82143 -1.90217,-4.09931 -6.70714,-16.60506 -6.70714,-17.45636 0,-0.57985 -3.70427,-9.45397 -5.67376,-13.59231 -0.74787,-1.57143 -2.65337,-6.55357 -4.23446,-11.07143 -4.90348,-14.01138 -8.21445,-22.15391 -15.98368,-39.30789 -6.9127,-15.2628 -8.94115,-18.78153 -13.80086,-23.94019 -2.20304,-2.33855 -4.5365,-5.05549 -5.18546,-6.03763 -2.38479,-3.60918 -7.25246,-9.80436 -12.58309,-16.01477 -3.00809,-3.50455 -7.2936,-8.96067 -9.52337,-12.12471 -4.31122,-6.11765 -13.78327,-16.01517 -23.68994,-24.75406 -3.31747,-2.92641 -7.97818,-7.09758 -10.35714,-9.26926 -9.03332,-8.24626 -29.09854,-23.55149 -30.87609,-23.55149 -0.4259,0 -1.17282,-0.4801 -1.65981,-1.06689 -0.48699,-0.5868 -2.69599,-2.07751 -4.90889,-3.3127 -2.2129,-1.23519 -5.63059,-3.27849 -7.59488,-4.54067 -13.79952,-8.86707 -21.95351,-13.79693 -27.72257,-16.76093 -24.74967,-12.71574 -47.85614,-20.2241 -71.56314,-23.25419 -4.32143,-0.55234 -12.83929,-1.64762 -18.92857,-2.43395 -17.16296,-2.21634 -38.41365,-3.02334 -57.85714,-2.19716 -31.49921,1.33844 -38.25848,2.39192 -67.50001,10.52037 -3.53571,0.98285 -8.83928,2.53004 -11.78571,3.43821 -2.94643,0.90817 -6.48214,1.86873 -7.85714,2.13458 -3.21044,0.62072 -24.54057,10.99254 -29.7429,14.46254 -3.93475,2.62452 -7.6739,4.97818 -14.33025,9.02039 -1.88477,1.14456 -3.58757,2.26956 -3.784,2.5 -0.19642,0.23043 -4.69642,3.28272 -10,6.78286 -5.30357,3.50013 -12.53571,8.5182 -16.07142,11.15125 -7.43025,5.5333 -23.16821,19.21567 -27.22498,23.66901 -1.52627,1.67546 -5.05452,5.46944 -7.84058,8.43107 -17.20776,18.29216 -29.34063,32.95928 -37.83846,45.74193 -2.74228,4.125 -6.63757,9.91071 -8.6562,12.85714 -3.22215,4.7031 -5.34555,8.24908 -13.71777,22.90807 -1.02568,1.79586 -3.72538,6.61729 -5.99934,10.71429 -2.27396,4.09698 -4.44392,7.93121 -4.82212,8.5205 -1.6119,2.51153 -10.744968,22.33982 -13.160218,28.57142 -1.446508,3.73215 -3.386778,8.71429 -4.311711,11.07143 -3.064339,7.80931 -9.539252,30.60123 -10.754763,37.85715 -1.546309,9.23059 -1.347742,8.7078 -3.896074,10.25753 -3.356605,2.04128 -5.590862,5.59191 -7.542051,11.98565 -1.850994,6.06542 -2.433479,6.65133 -6.636659,6.67564 -1.556639,0.009 -1.650743,-0.1967 -1.220944,-2.66882 z" id="path5169" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 91.263786,554.37312 c -0.0031,-6.93939 -1.230675,-9.6024 -5.320991,-11.54338 l -2.635175,-1.25047 0.294122,-5.83522 c 0.311238,-6.17478 1.260473,-10.40843 4.671506,-20.83522 1.156679,-3.53571 2.981427,-9.32143 4.054997,-12.85714 5.204443,-17.14041 22.568135,-53.33361 32.607275,-67.96723 1.11959,-1.63197 4.48149,-7.25697 7.4709,-12.5 2.9894,-5.24302 6.00054,-10.17563 6.69142,-10.96134 0.69088,-0.78572 2.93272,-3.94195 4.98187,-7.01385 5.78683,-8.67507 17.2653,-22.9272 28.57677,-35.48204 3.36048,-3.72987 7.70179,-8.5513 9.64733,-10.71429 9.79189,-10.8862 21.74705,-21.58208 30.74836,-27.50952 2.35714,-1.55219 6.85714,-4.93513 10,-7.51763 3.14286,-2.58251 8.44643,-6.47794 11.78571,-8.65652 3.33929,-2.17858 11.21429,-7.31972 17.5,-11.42476 6.28572,-4.10504 16.41072,-9.93679 22.5,-12.95944 9.39014,-4.66116 12.75273,-5.92058 22.14286,-8.29339 6.08929,-1.53871 13.48214,-3.45408 16.42857,-4.25638 20.02843,-5.45364 34.84765,-7.94497 54.06357,-9.08885 7.76149,-0.46203 7.98132,-0.43441 7.61743,0.9571 -0.47085,1.80055 2.22725,4.45957 4.52512,4.45957 1.33305,0 1.65103,-0.38615 1.65103,-2.00497 0,-1.52289 -0.47231,-2.1916 -1.96429,-2.78116 -1.51441,-0.59842 1.55293,-0.79215 13.39286,-0.8459 16.80668,-0.0763 31.80925,0.77264 41.78571,2.36448 3.53572,0.56416 9,1.23386 12.14286,1.48823 8.13284,0.65824 28.1418,4.85421 35.71429,7.48946 19.53117,6.79691 38.20347,15.00404 46.78571,20.56396 1.76786,1.14529 5.73128,3.6575 8.8076,5.58269 6.89432,4.31453 7.70369,4.8383 13.79762,8.92874 2.69213,1.80705 6.82335,4.2404 9.18049,5.40745 6.7343,3.33423 17.60427,11.47028 31.74916,23.76389 20.11237,17.48006 28.22347,25.83382 37.17942,38.29172 2.16071,3.0056 6.25636,8.08459 9.10143,11.28664 2.84508,3.20205 7.00887,8.55405 9.25288,11.89334 2.24401,3.33928 5.89843,8.64286 8.12094,11.78571 4.94948,6.99907 9.87997,15.6477 12.43166,21.80652 1.05324,2.54213 2.5705,5.90777 3.37168,7.4792 2.94807,5.78235 10.57855,24.10284 10.57855,25.3987 0,1.94465 1.71464,6.70242 6.38353,17.71299 2.27283,5.36 5.3387,13.28116 6.81303,17.60259 1.47432,4.32143 3.4135,9.30611 4.30927,11.07707 1.29146,2.55323 3.4806,11.99988 2.92835,12.63655 -0.47329,0.54566 -19.49132,2.74364 -19.98232,2.30943 -0.34077,-0.30135 -0.88324,-3.16336 -1.2055,-6.36003 -0.32225,-3.19666 -1.06546,-7.32142 -1.65156,-9.16614 -0.5861,-1.84471 -1.28445,-4.47902 -1.55188,-5.85402 -0.59628,-3.06579 -4.06303,-12.6008 -6.43334,-17.69439 -0.96385,-2.07121 -1.75244,-4.08293 -1.75244,-4.4705 0,-0.38757 -1.76786,-4.43838 -3.92857,-9.0018 -2.16071,-4.56342 -3.92857,-8.4105 -3.92857,-8.54905 0,-0.13855 -1.90033,-4.3574 -4.22294,-9.37523 -3.71292,-8.02142 -5.71559,-11.84442 -10.76612,-20.55189 -8.16281,-14.07325 -12.03335,-20.49117 -15.56878,-25.81525 -4.95885,-7.46766 -14.32925,-21.84137 -17.86178,-27.39903 -3.11422,-4.89955 -28.44483,-30.16343 -33.73775,-33.64889 -2.15273,-1.4176 -6.84967,-4.51228 -10.43763,-6.87707 -3.58797,-2.36479 -8.60256,-5.86565 -11.14354,-7.77969 -2.54099,-1.91404 -6.94128,-4.9265 -9.77843,-6.69435 -2.83716,-1.76786 -7.62613,-4.88991 -10.64217,-6.93789 -10.27062,-6.97405 -22.5582,-12.76564 -42.26943,-19.92313 -15.29301,-5.55315 -27.84406,-9.50919 -33.57186,-10.5817 -3.33905,-0.62522 -9.28529,-1.92928 -13.21386,-2.89791 -24.80231,-6.11525 -33.28091,-7.05893 -63.92857,-7.11533 -16.12017,-0.0297 -26.02635,0.25967 -30.35714,0.88669 -17.91805,2.59419 -41.47262,7.8628 -52.85715,11.82291 -5.3417,1.85812 -21.05253,8.91625 -29.28571,13.15669 -19.86375,10.23067 -37.63129,22.03264 -50.35714,33.44939 -1.375,1.23356 -7.09902,6.1248 -12.72005,10.86943 -9.19165,7.75855 -14.32066,12.2338 -24.2963,21.19942 -3.21621,2.89057 -14.88898,16.71981 -19.32635,22.89676 -2.47226,3.44147 -9.16161,13.36035 -10.44302,15.48477 -2.32084,3.84768 -7.9037,11.69972 -8.64039,12.15231 -0.90811,0.55792 -7.19008,11.10867 -12.44083,20.89473 -7.19061,13.40147 -15.26221,29.32821 -16.42075,32.40112 -1.58299,4.19873 -8.84088,21.95787 -10.0386,24.56317 -0.79606,1.73162 -1.29628,1.96428 -4.22327,1.96428 -6.006568,0 -5.776373,-0.82912 -6.053236,21.80268 -0.134452,10.99067 -0.483876,22.47411 -0.776498,25.51875 l -0.532039,5.53571 -2.758621,0 -2.75862,0 -0.0026,-5.89285 -2.7e-5,0 z" id="path5171" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 663.18747,581.87312 c -0.21361,-1.08036 -0.20323,-11.28572 0.0231,-22.67857 l 0.41146,-20.71429 -2.2492,-5.34361 c -1.23706,-2.939 -2.25509,-6.15328 -2.26228,-7.14286 -0.007,-0.98959 -1.15993,-4.53139 -2.56166,-7.87067 -1.40172,-3.33929 -4.11225,-10.50488 -6.02339,-15.92355 -1.91115,-5.41865 -6.37066,-15.78258 -9.91003,-23.03094 -3.53935,-7.24836 -7.80748,-16.15419 -9.4847,-19.79074 -4.75459,-10.3089 -13.87083,-26.64886 -19.03141,-34.11192 -2.58072,-3.73214 -6.95779,-10.1504 -9.72682,-14.2628 -8.88325,-13.19282 -30.2992,-33.94274 -51.10605,-49.51666 -11.81205,-8.8413 -11.42305,-8.56414 -15.71429,-11.19661 -2.16071,-1.3255 -6.15759,-3.84765 -8.88196,-5.60479 -8.16407,-5.2656 -28.55977,-15.10441 -42.90375,-20.69661 -6.80702,-2.6538 -34.60095,-9.02324 -44.28572,-10.1488 -3.14285,-0.36526 -7.96428,-1.15494 -10.71428,-1.75485 -3.05018,-0.66539 -12.66001,-1.39972 -24.64286,-1.88307 -46.74194,-1.88542 -70.76207,0.82807 -98.92857,11.17572 -3.92857,1.44325 -8.4272,3.09493 -9.99696,3.67039 -5.72738,2.09961 -24.65306,11.57158 -31.87519,15.95299 -12.00249,7.28146 -22.637,14.77499 -30.27071,21.33002 -8.81714,7.57124 -10.85073,9.57037 -17.51756,17.22079 -2.90998,3.33928 -8.83753,9.78252 -13.17236,14.31829 -4.33483,4.53578 -10.01189,10.96435 -12.61568,14.28572 -7.10116,9.05815 -14.1944,18.54616 -14.1944,18.9866 0,0.21457 -0.91117,1.7284 -2.02482,3.36405 -2.30088,3.37937 -8.65303,13.08065 -9.74819,14.88787 -0.39984,0.65981 -2.70552,4.35624 -5.12373,8.21428 -4.47867,7.14532 -5.65583,9.17039 -10.09816,17.37176 -1.38316,2.55357 -3.2792,5.92857 -4.21343,7.5 -0.93422,1.57143 -3.9032,7.36977 -6.59773,12.8852 -2.69453,5.51544 -5.43666,10.47417 -6.09364,11.01941 -0.65697,0.54524 -1.6637,1.89868 -2.23717,3.00765 -1.04251,2.016 -1.04384,2.01631 -8.46591,2.01631 -8.03339,0 -10.11967,-0.38926 -9.06067,-1.69056 1.14007,-1.40092 8.04516,-17.07425 9.16786,-20.80944 1.18706,-3.94928 7.71567,-17.24016 12.27468,-24.98866 1.61436,-2.74377 2.9352,-5.24599 2.9352,-5.5605 0,-0.3145 1.50285,-3.21246 3.33968,-6.4399 1.83682,-3.22745 3.69703,-6.51094 4.13379,-7.29665 2.56543,-4.6151 5.76757,-9.69422 7.88064,-12.5 1.33139,-1.76786 5.31764,-7.55357 8.85833,-12.85715 12.1147,-18.14652 19.09812,-27.13714 26.09283,-33.59257 2.32863,-2.14908 6.16038,-5.67528 8.515,-7.836 2.35463,-2.16071 4.82225,-4.44427 5.48358,-5.07458 0.66135,-0.6303 6.79388,-5.9042 13.62787,-11.71978 6.83398,-5.81558 12.74685,-10.93254 13.1397,-11.37102 1.22065,-1.3624 16.82966,-12.79689 23.26163,-17.04048 12.5226,-8.26196 40.7071,-22.43684 52.06637,-26.18583 14.41198,-4.75649 31.67123,-8.8386 47.172,-11.15699 10.06152,-1.50486 48.12695,-2.18423 62.50001,-1.11546 22.52605,1.67502 67.355,12.75296 85.90867,21.2294 2.07121,0.94625 4.07813,1.72046 4.45981,1.72046 0.80179,0 12.56109,5.20298 21.41723,9.4762 5.56835,2.68681 29.79506,18.49585 41.78571,27.26709 2.75,2.01164 7.08929,4.91085 9.64286,6.44269 9.31516,5.58796 30.44011,26.56602 36.95433,36.69736 1.43054,2.22488 6.83984,10.4738 12.02064,18.33094 5.18081,7.85715 11.43677,17.82143 13.90215,22.14286 6.01207,10.53824 8.53088,14.90408 10.87027,18.84131 2.38879,4.02039 2.741,4.75213 5.543,11.51583 2.29405,5.53754 5.15879,11.88724 6.76743,15 1.28149,2.4797 4.57805,10.64926 9.22326,22.85715 6.25201,16.43065 8.6476,30.32244 5.61178,32.54222 -1.13911,0.8329 -1.27266,3.07365 -1.50535,25.25731 l -0.25536,24.34332 -5.55423,0 c -5.48883,0 -5.55881,-0.0231 -5.94262,-1.96428 z" id="path5173" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 636.62004,532.3364 c -0.28718,-1.72802 -1.31428,-5.23114 -2.28245,-7.78471 -0.96816,-2.55357 -2.55495,-6.73214 -3.52619,-9.28572 -0.97124,-2.55357 -2.53613,-6.25 -3.47753,-8.21428 -1.64723,-3.43704 -5.26356,-11.80987 -8.32971,-19.28572 -5.02493,-12.25167 -14.56512,-30.31064 -21.50855,-40.71428 -8.15024,-12.21189 -18.64061,-25.59694 -26.87102,-34.28572 -2.23279,-2.35714 -6.80858,-7.5 -10.16843,-11.42857 -8.87846,-10.38131 -19.90435,-20.2882 -33.78604,-30.35714 -2.9789,-2.16072 -6.59138,-4.81951 -8.02774,-5.90844 -1.43636,-1.08892 -7.66136,-4.53395 -13.83332,-7.65562 -10.6405,-5.38177 -19.30581,-8.59046 -39.25689,-14.53651 -12.16121,-3.62441 -39.77102,-8.44187 -58.21428,-10.15742 -33.22137,-3.09019 -50.08772,-1.62169 -82.14286,7.1519 -22.58842,6.18252 -44.152,16.06528 -60.32717,27.64841 -5.25303,3.76173 -19.10536,15.08569 -24.67283,20.16947 -24.20405,22.10125 -32.05192,30.37362 -39.96315,42.12479 -2.14992,3.19345 -4.8703,7.09199 -6.04529,8.66342 -4.78266,6.39636 -10.5867,15.06174 -13.31811,19.88384 -1.59388,2.81389 -4.78407,8.33045 -7.0893,12.25902 -5.73694,9.77689 -16.53298,31.09389 -17.13443,33.83226 l -0.4918,2.23917 -11.36483,0 c -11.26119,0 -11.35377,-0.0129 -10.1529,-1.41543 0.66656,-0.77849 4.61878,-8.09099 8.7827,-16.25 9.27836,-18.18053 15.30757,-28.73602 24.38517,-42.69172 18.71545,-28.77273 26.4815,-39.03133 40.28471,-53.21428 4.01455,-4.125 10.95243,-11.30639 15.41749,-15.95864 10.53903,-10.98084 18.3988,-17.56799 30.97545,-25.96003 3.76982,-2.51549 20.00566,-11.7801 28.01561,-15.98647 15.69103,-8.24003 42.29477,-16.79516 57.69868,-18.55453 3.92857,-0.4487 9.875,-1.26756 13.21428,-1.81968 14.71698,-2.43331 51.7006,-1.87705 73.92858,1.11194 18.64315,2.50694 34.97087,5.90832 50.35714,10.49037 10.02332,2.98496 33.60836,13.70272 42.14286,19.151 2.16071,1.37937 7.08312,4.52094 10.93867,6.98127 14.87868,9.49449 37.1161,27.17662 46.6338,37.08096 18.20567,18.94525 20.46293,21.50494 24.15598,27.39238 1.47858,2.35714 3.62053,5.57143 4.7599,7.14286 7.5415,10.40137 23.51165,39.28033 23.51165,42.51632 0,0.45609 2.157,4.89793 4.79334,9.87075 6.92786,13.06773 10.20666,19.98415 10.20666,21.5303 0,0.7455 0.2703,1.52252 0.60067,1.7267 0.33038,0.20418 1.18458,2.5535 1.89823,5.22073 0.71365,2.66721 2.65295,8.3852 4.30955,12.70662 3.32428,8.67173 4.98057,15.28241 4.05969,16.20329 -0.32916,0.32916 -4.64068,0.80333 -9.58116,1.05373 l -8.98269,0.45526 -0.52214,-3.14185 z" id="path5175" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 162.42847,535.50747 c -0.23452,-7.40067 -0.74734,-17.31292 -1.13959,-22.02721 l -0.71319,-8.57143 7.82584,-15.73151 c 6.32724,-12.71901 14.39448,-27.41382 17.67906,-32.20312 0.29865,-0.43548 2.14056,-3.16763 4.09311,-6.07143 12.23905,-18.20169 30.7747,-41.41235 34.78531,-43.55876 0.7191,-0.38485 1.30745,-1.17056 1.30745,-1.74602 0,-0.57547 0.24107,-1.04784 0.53571,-1.04971 0.29464,-0.002 1.69338,-1.04652 3.10829,-2.32143 1.41492,-1.27491 5.11135,-4.60453 8.21429,-7.39916 5.99381,-5.39826 18.5311,-15.86754 24.75127,-20.66857 3.51704,-2.71463 5.42078,-4.04352 13.39044,-9.34712 9.38489,-6.24539 29.59642,-14.97656 44.64285,-19.28523 15.23749,-4.36339 18.43021,-5.19324 27.12214,-7.04958 13.44741,-2.87199 23.90343,-3.45971 45.86906,-2.57828 18.79065,0.75403 32.52783,2.39946 44.86595,5.37401 2.35714,0.56827 6.53571,1.39791 9.28571,1.84364 10.94067,1.7733 45.5977,12.79561 52.14286,16.5835 0.78571,0.45472 3.82624,2.08752 6.75673,3.62845 2.9305,1.54093 7.23006,4.13403 9.5546,5.76244 2.32453,1.6284 4.909,3.43205 5.74326,4.00809 4.32197,2.98426 19.27896,15.25271 23.53914,19.30794 2.6837,2.55459 7.48593,7.69828 10.67162,11.43042 3.18569,3.73215 7.41851,8.43003 9.40626,10.43975 6.05651,6.12342 16.35898,18.36282 20.39982,24.2351 0.98214,1.42727 2.58928,3.61217 3.57143,4.85531 0.98214,1.24314 2.10714,2.77361 2.5,3.40106 0.39285,0.62743 1.60145,2.47335 2.68577,4.10202 1.08433,1.62867 2.88543,4.64996 4.00244,6.71399 1.11701,2.06402 4.12078,7.4492 6.67504,11.96706 2.55425,4.51786 5.63288,10.78571 6.8414,13.92857 1.20851,3.14286 3.69223,9.08929 5.51936,13.21429 4.43028,10.00192 9.87636,23.5648 12.39015,30.85631 1.12431,3.26117 2.27155,6.4594 2.54944,7.10718 0.55467,1.293 -0.84211,1.55131 -13.34218,2.46746 l -6.25,0.45807 0,-1.86557 c 0,-3.3828 -7.27647,-21.29614 -15.70642,-38.66631 -3.43184,-7.07143 -8.18759,-16.9101 -10.56833,-21.86372 -6.77677,-14.10047 -9.49511,-18.02384 -26.67051,-38.49342 -10.66091,-12.70564 -18.69744,-21.00635 -27.05474,-27.94411 -6.10611,-5.06895 -23.7792,-18.40406 -27.85714,-21.01942 -1.76786,-1.1338 -4.06606,-2.74731 -5.10711,-3.58557 -2.18355,-1.75822 -15.92862,-8.54364 -22.75003,-11.23083 -7.97548,-3.14181 -24.22941,-7.01088 -47.5,-11.30685 -7.85167,-1.44949 -10.79069,-1.58302 -35,-1.59011 -15.46591,-0.004 -29.98403,0.34938 -35,0.85322 -9.07026,0.91108 -19.45835,2.66016 -22.36694,3.766 -0.95966,0.36486 -4.68056,1.29944 -8.26868,2.07683 -5.97379,1.29427 -11.43223,3.07148 -25.01939,8.14604 -5.35613,2.00041 -10.93974,4.93691 -20.41642,10.73725 -3.33929,2.04386 -8.32143,5.02258 -11.07143,6.61939 -2.75,1.5968 -6.84804,4.30227 -9.10674,6.01214 -2.25871,1.70988 -6.0774,4.5553 -8.48597,6.32316 -2.40857,1.76786 -8.32532,7.47691 -13.14833,12.68678 -8.71741,9.41663 -11.30017,12.62091 -27.97121,34.70217 -13.91961,18.4369 -14.98056,19.88241 -17.90646,24.39676 -1.52774,2.35715 -3.34152,4.74863 -4.03064,5.31441 -1.61782,1.32826 -4.26272,6.63426 -9.27868,18.61416 -2.22059,5.30358 -4.65305,11.08929 -5.40546,12.85715 -0.75242,1.76785 -2.53998,6.10714 -3.97237,9.64285 -1.43239,3.53572 -3.3405,8.19643 -4.24024,10.35715 -0.89975,2.16071 -2.53695,6.33928 -3.63824,9.28571 -1.10129,2.94643 -2.22973,5.62654 -2.50764,5.95579 -0.27792,0.32925 -0.69719,-5.45646 -0.93172,-12.85715 z" id="path5177" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 162.31939,593.4271 c -0.28962,-4.63514 -0.3587,-12.94795 -0.15351,-18.4729 0.3467,-9.3354 0.57696,-10.65116 3.25805,-18.6168 4.70257,-13.97156 7.65486,-21.68624 11.2586,-29.42005 0.94973,-2.03818 1.72678,-4.0599 1.72678,-4.49274 0,-0.43284 0.63414,-2.02999 1.40921,-3.54924 0.77506,-1.51925 1.8649,-3.99752 2.42187,-5.50726 3.09669,-8.39404 7.93677,-18.81489 10.6757,-22.98511 1.71942,-2.61793 3.54448,-5.56345 4.0557,-6.5456 1.70656,-3.27862 8.00855,-12.40186 15.29546,-22.14285 3.96742,-5.30358 7.75359,-10.44643 8.41371,-11.42858 8.81188,-13.11053 30.02575,-36.73892 39.59902,-44.10609 5.51818,-4.24655 14.66033,-10.29639 20.27219,-13.41517 1.76786,-0.98248 5.78571,-3.39552 8.92857,-5.36231 6.46459,-4.04552 18.42601,-9.97357 20.12434,-9.97357 0.61908,0 2.93365,-0.78521 5.14348,-1.74491 2.20985,-0.9597 7.07147,-2.54129 10.80361,-3.51464 26.9113,-7.0185 33.87877,-7.84354 66.78572,-7.90833 26.03732,-0.0513 30.99558,0.37166 51.07142,4.35615 22.27237,4.42044 32.34266,7.47951 44.41912,13.49327 6.77836,3.37545 21.62889,12.98923 28.08088,18.17871 1.96429,1.57992 6.625,5.18494 10.35715,8.01117 6.84233,5.18145 24.20355,22.26087 29.12629,28.65352 1.46268,1.89943 4.62038,5.76843 7.0171,8.59776 2.39672,2.82934 4.69659,5.77527 5.11081,6.54649 0.41421,0.77123 2.68072,3.76535 5.03668,6.65359 2.35595,2.88824 5.34122,7.38824 6.63391,10 1.2927,2.61176 2.74519,5.23079 3.22777,5.82008 0.48257,0.58928 1.57188,2.83928 2.42069,5 0.8488,2.16071 4.07095,9.07143 7.16034,15.35714 9.34353,19.01047 14.86965,33.08069 15.94836,40.60659 l 0.39409,2.74944 -9.17807,-0.24944 c -10.98623,-0.29859 -10.76736,-0.16339 -15.25329,-9.4221 -1.74322,-3.5979 -5.28363,-10.88092 -7.86758,-16.18449 -2.58396,-5.30357 -6.30947,-13.11403 -8.2789,-17.35658 -6.67262,-14.37408 -13.13567,-24.62503 -27.78669,-44.07199 -0.73993,-0.98214 -2.73255,-3.82838 -4.42805,-6.32496 -1.69549,-2.49659 -5.68324,-7.12351 -8.86166,-10.28206 -23.21862,-23.07345 -43.95835,-35.52618 -69.70752,-41.85439 -3.33928,-0.82068 -9.60714,-2.45373 -13.92857,-3.62901 -4.32143,-1.17528 -9.78571,-2.32484 -12.14286,-2.55459 -2.35714,-0.22975 -7.8727,-0.9231 -12.25681,-1.54078 -9.07459,-1.27852 -38.96674,-1.0413 -45.95747,0.36471 -4.01701,0.80793 -23.94167,3.94702 -30.33917,4.77988 -5.00976,0.6522 -19.18483,4.32979 -21.69778,5.62929 -1.1566,0.5981 -3.649,1.43394 -5.53866,1.85742 -12.12343,2.71692 -37.3557,19.79973 -52.86509,35.79085 -18.38765,18.95876 -25.70955,27.83486 -34.68658,42.04935 -4.52814,7.17 -3.85726,5.98599 -14.16535,25 -2.87523,5.30358 -6.09092,10.92858 -7.14598,12.5 -2.22882,3.31965 -5.89061,10.8297 -12.36378,25.35715 l -4.61495,10.35714 -3.925,0.21181 c -6.36339,0.3434 -6.05496,-0.85952 -7.00329,27.31438 -0.45573,13.53917 -0.96618,24.76667 -1.13434,24.95 -0.16816,0.18333 -3.47,0.46042 -7.33742,0.61576 l -7.03168,0.28243 -0.52657,-8.42754 z" id="path5179" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 291.12157,573.11407 c 0.17244,-20.89885 0.034,-25.79262 -0.73806,-26.0889 -0.9455,-0.36281 -66.66673,0.84905 -86.08134,1.5873 -7.31162,0.27803 -10.17857,0.15998 -10.17857,-0.41913 0,-0.44339 2.08928,-5.17204 4.64286,-10.50811 2.55357,-5.33606 4.64285,-9.82166 4.64285,-9.96799 0,-0.68527 3.85249,-8.57369 5.98799,-12.26109 1.31192,-2.26531 3.84041,-6.85553 5.61887,-10.20049 1.77846,-3.34496 4.05639,-7.55555 5.06206,-9.35688 1.00567,-1.80132 2.59576,-4.68953 3.53354,-6.41826 11.29208,-20.81598 18.19399,-29.81728 41.56997,-54.21455 11.70123,-12.21245 31.27615,-26.022 45.38751,-32.0196 10.89202,-4.62932 30.17651,-9.59052 42.12578,-10.83744 4.125,-0.43045 11.19643,-1.43736 15.71428,-2.23757 17.00214,-3.01146 51.76861,-2.42917 67.5,1.13053 28.7528,6.50619 47.13831,13.69156 63.14188,24.67693 10.16641,6.97855 32.21527,27.49943 32.21527,29.98276 0,0.31584 3.9589,5.83318 8.79755,12.26075 14.0827,18.70719 16.2123,22.33834 28.63749,48.82936 6.30616,13.44499 7.16207,15.26705 10.68313,22.74223 1.82072,3.86538 3.3104,7.13839 3.3104,7.27336 0,0.13498 -5.27765,0.3474 -11.72812,0.47205 -6.45046,0.12466 -11.9951,0.49412 -12.32142,0.82102 -0.32633,0.32691 -0.68624,11.40499 -0.79981,24.61796 -0.1533,17.83524 -0.42929,24.16517 -1.07143,24.57326 -0.47571,0.30232 -3.35601,0.5546 -6.40065,0.56061 l -5.53571,0.0109 0,-22.85715 c 0,-22.27595 -0.0382,-22.89532 -1.50174,-24.35887 -1.28248,-1.28248 -2.03855,-1.4365 -5.17857,-1.05493 -12.39631,1.5064 -22.62839,1.7726 -39.39112,1.0248 -21.52855,-0.96041 -59.60842,-0.38789 -65.35715,0.98262 l -3.92857,0.93658 -0.57935,8.19919 c -0.34575,4.89327 -0.27375,12.9881 0.17857,20.07645 0.41686,6.53249 0.75793,14.32714 0.75793,17.32143 l 0,5.44416 -6.42858,0 c -3.53571,0 -6.49819,-0.0803 -6.58328,-0.17857 -0.0851,-0.0982 -0.32617,-11.10714 -0.53572,-24.46428 l -0.381,-24.28572 -6.94772,-0.35714 c -6.12258,-0.31473 -7.14055,-0.55832 -8.57143,-2.051 l -1.6237,-1.69385 1.89793,0.44081 c 1.04385,0.24244 2.40992,0.63727 3.03571,0.87741 1.68826,0.64785 1.37812,-0.89546 -0.43518,-2.16554 -0.86513,-0.60596 -3.5503,-1.75976 -5.96704,-2.564 -2.41674,-0.80425 -4.99142,-1.89905 -5.72151,-2.4329 -1.17423,-0.85861 -1.20779,-1.11477 -0.29086,-2.21961 0.92234,-1.11134 2.04106,-1.20431 10.15162,-0.8436 5.01327,0.22296 9.11504,0.14672 9.11504,-0.16942 0,-1.50887 -2.74056,-2.3972 -9.62985,-3.12145 -7.40877,-0.77887 -7.51301,-0.81555 -7.51301,-2.64396 0,-1.01978 0.42786,-2.43926 0.9508,-3.15443 0.85259,-1.16598 1.84859,-1.26828 9.64285,-0.99038 6.44715,0.22987 8.69207,0.089 8.69207,-0.54552 0,-1.2464 -1.73632,-1.7219 -6.30842,-1.72764 -2.2268,-0.003 -6.17524,-0.20596 -8.77431,-0.45148 -4.71509,-0.44541 -4.72843,-0.45294 -6.00455,-3.38778 -0.70344,-1.61775 -2.19299,-4.285 -3.31013,-5.92722 -3.32155,-4.88272 -2.49678,-7.91973 4.1356,-15.22844 9.69054,-10.67869 15.79626,-23.43694 15.0667,-31.48267 -0.48163,-5.31145 -3.61488,-11.63652 -7.19262,-14.51965 -2.53914,-2.04618 -3.15927,-2.21197 -8.27375,-2.21197 -5.26272,0 -5.66356,0.11689 -8.32656,2.42817 -3.50333,3.04062 -4.87543,5.61648 -6.75864,12.68808 -0.81994,3.07892 -2.23361,8.00875 -3.14149,10.95518 -0.90789,2.94643 -2.54171,8.73214 -3.63071,12.85714 -2.76572,10.4761 -2.38488,10 -7.99897,10 -2.61432,0 -6.61197,0.3839 -8.88366,0.85312 -2.2717,0.46921 -4.28369,0.69978 -4.4711,0.51237 -0.43345,-0.43345 -3.66198,-15.56776 -4.32924,-20.29406 -0.27731,-1.96428 -1.11677,-4.91986 -1.86547,-6.56795 -0.74869,-1.64809 -1.36125,-3.22983 -1.36125,-3.51498 0,-0.98939 -4.53645,-9.93279 -6.53433,-12.88215 -2.64582,-3.90586 -7.3429,-6.20171 -12.68711,-6.20123 -5.52241,5e-4 -8.64125,1.66198 -11.57386,6.16569 l -2.41899,3.71491 0,8.92857 c 0,8.56161 0.0853,9.07535 2.0762,12.5 2.43934,4.19607 6.62056,9.43221 11.12808,13.93567 7.70957,7.70263 13.74336,17.00504 12.22026,18.84026 -1.05485,1.27102 -2.92454,8.8746 -2.92454,11.89341 l 0,2.58349 -5.89286,0.89443 c -8.8474,1.3429 -21.25,7.06742 -21.25,9.80813 0,1.52735 3.67555,0.84254 6.21995,-1.15888 2.43357,-1.91425 14.49759,-5.72508 18.12399,-5.72508 2.59706,0 2.87456,0.16703 2.67003,1.60714 -0.18212,1.2823 -1.1667,1.91471 -4.87111,3.1288 -7.24689,2.37511 -11.26009,4.32888 -12.09455,5.88807 -1.27718,2.38644 0.45861,2.57165 4.57626,0.48831 6.46956,-3.2733 14.69083,-4.94076 15.76785,-3.19809 0.59715,0.9662 -1.4408,2.41861 -8.21685,5.85595 -2.92843,1.48554 -5.82129,3.13927 -6.42857,3.67495 -0.60728,0.53569 -3.67723,1.19545 -6.82212,1.46615 l -5.71798,0.49216 0.26134,23.14889 c 0.14373,12.73188 0.0589,23.9554 -0.18849,24.94113 -0.44528,1.77415 -0.52723,1.79226 -8.11478,1.79269 l -7.66497,4.4e-4 0.21226,-25.72421 z" id="path5181" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 71.634671,559.12121 c 0.766877,-4.5188 3.799902,-10.18631 6.083199,-11.36705 2.97402,-1.53792 6.635217,-1.35065 8.238925,0.42142 1.535995,1.69726 2.429258,10.9708 1.177339,12.22272 -0.400819,0.40082 -4.158467,0.9038 -8.350329,1.11774 l -7.621568,0.38899 0.472434,-2.78382 z" id="path5183" inkscape:connector-curvature="0" /> </g> </svg> </div>
					
					<div class="zoomcontrols">
						<div id="zoom-in"><i aria-hidden="true" class="fas fa-search-plus"></i></div>
						<div id="reset"><i aria-hidden="true" class="fas fa-sync"></i> 100%</div>
						<div id="zoom-out"><i aria-hidden="true" class="fas fa-search-minus"></i></div>
					</div>	
					
                    <div class="controlbtns">
					   <a id="random-color-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-random"></i><span class="controlslinktext">Auto</span></div>
						</a>						
						<a id="coloring-undo-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-undo"></i><span class="controlslinktext">Undo</span></div>
                        </a>
                        <a id="coloring-reset-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="far fa-trash-alt"></i><span class="controlslinktext">Reset</span></div>
                        </a>
                        <a href="" onclick="printDiv();return false;">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-save"></i><span class="controlslinktext">Print</span></div>
                        </a>
						<a id="coloring-fullscreen-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-expand"></i><span class="controlslinktext">Expand</span></div>
						</a>
                        <div class="btncontrols zoombtn"><i aria-hidden="true" class="fas fa-search-plus"></i><span class="controlslinktext">Zoom</span></div>						
						
                    </div>
                </div>
            </div>
			
            <!-- Phần bên phải -->
            <div id="coloring-right">
                <center><h3 class="coloring-h3">BẢNG TRỘN MÀU</h3></center>
                <div class="coloring-picker">
                    <center><div id='box1' class='box'><div id='customcolor1' class='customcolorx' style='background: #ffffff; fill: #ffffff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker1' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box2' class='box'><div id='customcolor2' class='customcolorx' style='background: #000000; fill: #000000;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker2' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box3' class='box'><div id='customcolor3' class='customcolorx' style='background: #00ff00; fill: #00ff00;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker3' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box4' class='box'><div id='customcolor4' class='customcolorx' style='background: #0000ff; fill: #0000ff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker4' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div>
					</center>
                    <div class="coloring-palette-64" style="display: inline-block;"><div id="color01" class="basiccolor" style="background: #FF0000; fill: #FF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color02" class="basiccolor" style="background: #DF0000; fill: #DF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color03" class="basiccolor" style="background: #AF102E; fill: #AF102E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color04" class="basiccolor" style="background: #550E2B; fill: #550E2B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color05" class="basiccolor" style="background: #9C2B3B; fill: #9C2B3B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color06" class="basiccolor" style="background: #E45761; fill: #E45761;" x="0" y="0" onclick="selected(this.id)"></div><div id="color07" class="basiccolor" style="background: #FF9792; fill: #FF9792;" x="0" y="0" onclick="selected(this.id)"></div><div id="color08" class="basiccolor" style="background: #FFD5CF; fill: #FFD5CF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color09" class="basiccolor" style="background: #FFE1B5; fill: #FFE1B5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color10" class="basiccolor" style="background: #EFAF79; fill: #EFAF79;" x="0" y="0" onclick="selected(this.id)"></div><div id="color11" class="basiccolor" style="background: #F66D1E; fill: #F66D1E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color12" class="basiccolor" style="background: #8D4131; fill: #8D4131;" x="0" y="0" onclick="selected(this.id)"></div><div id="color13" class="basiccolor" style="background: #492917; fill: #492917;" x="0" y="0" onclick="selected(this.id)"></div><div id="color14" class="basiccolor" style="background: #97530F; fill: #97530F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color15" class="basiccolor" style="background: #DD8C00; fill: #DD8C00;" x="0" y="0" onclick="selected(this.id)"></div><div id="color16" class="basiccolor" style="background: #FBC800; fill: #FBC800;" x="0" y="0" onclick="selected(this.id)"></div><div id="color17" class="basiccolor" style="background: #FFFF8F; fill: #FFFF8F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color18" class="basiccolor" style="background: #E4FCA2; fill: #E4FCA2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color19" class="basiccolor" style="background: #AFE356; fill: #AFE356;" x="0" y="0" onclick="selected(this.id)"></div><div id="color20" class="basiccolor" style="background: #6CB328; fill: #6CB328;" x="0" y="0" onclick="selected(this.id)"></div><div id="color21" class="basiccolor" style="background: #38741A; fill: #38741A;" x="0" y="0" onclick="selected(this.id)"></div><div id="color22" class="basiccolor" style="background: #0E3E12; fill: #0E3E12;" x="0" y="0" onclick="selected(this.id)"></div><div id="color23" class="basiccolor" style="background: #177578; fill: #177578;" x="0" y="0" onclick="selected(this.id)"></div><div id="color24" class="basiccolor" style="background: #00BC9F; fill: #00BC9F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color25" class="basiccolor" style="background: #6BECBD; fill: #6BECBD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color26" class="basiccolor" style="background: #C9FCCC; fill: #C9FCCC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color27" class="basiccolor" style="background: #D8E0FF; fill: #D8E0FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color28" class="basiccolor" style="background: #A6ADFF; fill: #A6ADFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color29" class="basiccolor" style="background: #6E6AFF; fill: #6E6AFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color30" class="basiccolor" style="background: #3E32D5; fill: #3E32D5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color31" class="basiccolor" style="background: #2D1A71; fill: #2D1A71;" x="0" y="0" onclick="selected(this.id)"></div><div id="color32" class="basiccolor" style="background: #3257BE; fill: #3257BE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color33" class="basiccolor" style="background: #409DEF; fill: #409DEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color34" class="basiccolor" style="background: #70DBFF; fill: #70DBFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color35" class="basiccolor" style="background: #BFFFFF; fill: #BFFFFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color36" class="basiccolor" style="background: #FFCDFF; fill: #FFCDFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color37" class="basiccolor" style="background: #EE82EE; fill: #EE82EE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color38" class="basiccolor" style="background: #B44CEF; fill: #B44CEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color39" class="basiccolor" style="background: #652BBC; fill: #652BBC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color40" class="basiccolor" style="background: #480E55; fill: #480E55;" x="0" y="0" onclick="selected(this.id)"></div><div id="color41" class="basiccolor" style="background: #941887; fill: #941887;" x="0" y="0" onclick="selected(this.id)"></div><div id="color42" class="basiccolor" style="background: #FF00FF; fill: #FF00FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color43" class="basiccolor" style="background: #E444C3; fill: #E444C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color44" class="basiccolor" style="background: #FF91E2; fill: #FF91E2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color45" class="basiccolor" style="background: #4B0082; fill: #4B0082;" x="0" y="0" onclick="selected(this.id)"></div><div id="color46" class="basiccolor" style="background: #663399; fill: #663399;" x="0" y="0" onclick="selected(this.id)"></div><div id="color47" class="basiccolor" style="background: #9370DB; fill: #9370DB;" x="0" y="0" onclick="selected(this.id)"></div><div id="color48" class="basiccolor" style="background: #6A5ACD; fill: #6A5ACD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color49" class="basiccolor" style="background: #483D8B; fill: #483D8B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color50" class="basiccolor" style="background: #8A2BE2; fill: #8A2BE2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color51" class="basiccolor" style="background: #800080; fill: #800080;" x="0" y="0" onclick="selected(this.id)"></div><div id="color52" class="basiccolor" style="background: #9400D3; fill: #9400D3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color53" class="basiccolor" style="background: #9932CC; fill: #9932CC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color54" class="basiccolor" style="background: #8B008B; fill: #8B008B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color55" class="basiccolor" style="background: #5270C3; fill: #5270C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color56" class="basiccolor" style="background: #C873B9; fill: #C873B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color57" class="basiccolor" style="background: #4EA15E; fill: #4EA15E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color58" class="basiccolor" style="background: #B9A264; fill: #B9A264;" x="0" y="0" onclick="selected(this.id)"></div><div id="color59" class="basiccolor" style="background: #4CA6A8; fill: #4CA6A8;" x="0" y="0" onclick="selected(this.id)"></div><div id="color60" class="basiccolor" style="background: #A64D4E; fill: #A64D4E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color61" class="basiccolor" style="background: #80B954; fill: #80B954;" x="0" y="0" onclick="selected(this.id)"></div><div id="color62" class="basiccolor" style="background: #7E60B9; fill: #7E60B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color63" class="basiccolor" style="background: #7CA668; fill: #7CA668;" x="0" y="0" onclick="selected(this.id)"></div><div id="color64" class="basiccolor" style="background: #B97E9B; fill: #B97E9B;" x="0" y="0" onclick="selected(this.id)"></div>
                    </div>
                </div>
            </div>
        </section>
		<script>
			document.addEventListener("DOMContentLoaded", function (event) {
				jQuery("#printbtnmob").click(function () {
					printDiv();
					return false;
				});				
				jQuery("#random-color-button").click(function () {
					randomColor();
					return false;
				});
			});
					
			document.addEventListener("DOMContentLoaded", function () {
				const coloringFullscreenButton = document.getElementById("coloring-fullscreen-button");
				coloringFullscreenButton.addEventListener("click", toggleFullscreen);

				function toggleFullscreen() {
					const coloring = document.getElementById("coloring");

					if (!document.fullscreenElement && !document.webkitFullscreenElement && !document.msFullscreenElement) {
						if (coloring.requestFullscreen) {
							coloring.requestFullscreen();
						} else if (coloring.webkitRequestFullscreen) { /* Safari */
							coloring.webkitRequestFullscreen();
						} else if (coloring.msRequestFullscreen) { /* IE/Edge */
							coloring.msRequestFullscreen();
						}
					} else {
						if (document.exitFullscreen) {
							document.exitFullscreen();
						} else if (document.webkitExitFullscreen) { /* Safari */
							document.webkitExitFullscreen();
						} else if (document.msExitFullscreen) { /* IE/Edge */
							document.msExitFullscreen();
						}
					}
				}

				document.addEventListener("fullscreenchange", function () {
					updateFullscreenButton();
				});

				function updateFullscreenButton() {
					const isFullscreen = document.fullscreenElement || document.webkitFullscreenElement || document.msFullscreenElement;
					const fullscreenButtonText = isFullscreen ? "Exit" : "Expand";
					coloringFullscreenButton.querySelector(".controlslinktext").textContent = fullscreenButtonText;
				}
			});
		</script>
		
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/jquery-2.1.4.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-min.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/hammer.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/tomau.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-preload.js"></script>

		<script>
			function randomColor() {
				var colors = ["#dfeae4", "#a6cfd0", "#7b95a0", "#505d6d", "#353234", "#665d5b", "#998d86", "#cdbfb3", "#eae6da", "#eeb3b7", "#ff0000", "#df0000", "#af102e", "#550e2b", "#9c2b3b", "#e45761", "#ff9792", "#ffd5cf", "#ffe1b5", "#efaf79", "#f66d1e", "#8d4131", "#492917", "#97530f", "#dd8c00", "#fbc800", "#ffff8f", "#e4fca2", "#afe356", "#6cb328", "#38741a", "#0e3e12", "#177578", "#00bc9f", "#6becbd", "#c9fccc", "#d8e0ff", "#a6adff", "#6e6aff", "#3e32d5", "#2d1a71", "#3257be", "#409def", "#70dbff", "#bfffff", "#ffcdff", "#ee82ee", "#b44cef", "#652bbc", "#480e55", "#941887", "#ff00ff", "#e444c3", "#ff91e2"];

				var elements = document.querySelectorAll("#coloring-area svg path");

				elements.forEach(function (element) {
					var randomColor = colors[Math.floor(Math.random() * colors.length)];
					var previousFill = element.style.fill;

					// Track the change in coloringSteps
					var coloringStep = {
						target: element,
						previousFill: element.getAttribute("style")
					};

					element.style.fill = randomColor;
					ColoringBookHandler.coloringSteps.push(coloringStep);
				});
			}

			document.addEventListener("DOMContentLoaded", (event) => {
				document.querySelectorAll(".farba").forEach(input => {
					input.addEventListener("change", (event) => {
						let selectedColor = event.target.value;
						let previousDiv = event.target.previousElementSibling;

						if (previousDiv && previousDiv.classList.contains("customcolorx")) {
							previousDiv.classList.add("selectioncustomcolor");
						}

						ColoringBookHandler.currentFill = "fill:${selectedColor}";

						// Optionally, if you want to call the handlePaletteClick to simulate the same behavior
						ColoringBookHandler.handlePaletteClick({
							target: previousDiv
						});
					});
				});
			});
		
		
			function selected(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}	
			
			
			function selected_bk(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}

			function printDiv() {
				var divContents = document.getElementById("coloring-area").innerHTML;
				var a = window.open("", "", "height=1000, width=900");
				a.document.write(
					"<html><head><style>#tomauonline {position: absolute !important;top: 100pt; left: 42px; transform: scale(0.95); width: 750px !important;height:750px !important; }  g.svg-pan-zoom_viewportxxx  {transform: matrix(0.90, 0, 0, 0.90, 0, 16) !important}   @page {margin:  0cm !important;} #svg-pan-zoom-controls {display:none !important;visibility: hidden !important;} } </style></head>"
				);
				a.document.write("<body data-rsssl=1 ><div>");
				a.document.write('<div style="position: absolute; width: 100%; height: auto;text-align: center;  top: 50px;" ><img decoding="async"  src="https://tapve.com/wp-content/plugins/svgcoloringbook/img/logo.png" style="width:auto; height: 80px;" alt="TAPVE""></div>');
				a.document.write(divContents);
				a.document.write(
					'<div class="logo" style="position: absolute; width: 100%; height: auto;text-align: center;  bottom: 50px;font-family: Arial, Helvetica, sans-serif;" >© 2024 www.tapve.com <br /><br />SÁCH TÔ MÀU TRỰC TUYẾN CHO BÉ !</div>'
				);
				a.document.write("</div></body></html>");
				a.document.close();
				a.print();
			}
					let colorPicker1 = document.getElementById("colorPicker1");
					let box1 = document.getElementById("box1");
					let customcolor1 = document.getElementById("customcolor1");

					box1.style.borderColor = colorPicker1.value;

					colorPicker1.addEventListener(
						"input",
						function (event) {
							box1.style.borderColor = event.target.value;
							customcolor1.style.background = event.target.value;
							customcolor1.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker2 = document.getElementById("colorPicker2");
					let box2 = document.getElementById("box2");
					let customcolor2 = document.getElementById("customcolor2");

					box2.style.borderColor = colorPicker2.value;

					colorPicker2.addEventListener(
						"input",
						function (event) {
							box2.style.borderColor = event.target.value;
							customcolor2.style.background = event.target.value;
							customcolor2.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker3 = document.getElementById("colorPicker3");
					let box3 = document.getElementById("box3");
					let customcolor3 = document.getElementById("customcolor3");

					box3.style.borderColor = colorPicker3.value;

					colorPicker3.addEventListener(
						"input",
						function (event) {
							box3.style.borderColor = event.target.value;
							customcolor3.style.background = event.target.value;
							customcolor3.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker4 = document.getElementById("colorPicker4");
					let box4 = document.getElementById("box4");
					let customcolor4 = document.getElementById("customcolor4");

					box4.style.borderColor = colorPicker4.value;

					colorPicker4.addEventListener(
						"input",
						function (event) {
							box4.style.borderColor = event.target.value;
							customcolor4.style.background = event.target.value;
							customcolor4.style.fill = event.target.value;
						},
						false
					);
				
			$(function (f) {
				$(".zoombtn").click(function (x) {
					$(".zoomcontrols").toggleClass("zoomshow");
				});
			});
			
		</script></p>
]]></content:encoded>
					
					<wfw:commentRss>https://tapve.com/chuyen-tau-va-cau-vong/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Trực thăng</title>
		<link>https://tapve.com/truc-thang-3/</link>
					<comments>https://tapve.com/truc-thang-3/#respond</comments>
		
		<dc:creator><![CDATA[Tập Vẽ]]></dc:creator>
		<pubDate>Fri, 17 May 2024 11:45:35 +0000</pubDate>
				<category><![CDATA[Phương tiện giao thông]]></category>
		<guid isPermaLink="false">http://localhost/chatgpt4/truc-thang-3/</guid>

					<description><![CDATA[Tô màu bức tranh: Trực thăng]]></description>
										<content:encoded><![CDATA[<p>Chào mừng bạn đến với trang tô màu trực tuyến! Hôm nay, chúng ta sẽ cùng nhau thả hồn sức sáng tạo và tô màu một bức tranh đặc biệt: <strong>Trực thăng</strong>.</p>
<p>Bức tranh &#8220;Trực thăng&#8221; mô tả một chiếc máy bay trực thăng lượn lờ trên bầu trời xanh biếc. Chiếc trực thăng được tô điểm bằng màu đỏ sáng và cam nổi bật, tạo nên sự ấn tượng và năng động. Phong cách tô màu sáng tạo và chi tiết của bức tranh khiến người xem cảm thấy hứng khởi và mơ mộng về cuộc phiêu lưu trên không. Bức tranh &#8220;Trực thăng&#8221; mang lại cảm giác tự do và khám phá, thúc đẩy sự tưởng tượng và sự hiếu kỳ của người xem. .</p>
<p>Hãy thả hồn mình vào không gian màu sắc và bắt đầu tô màu cho <strong>Trực thăng</strong>. Bạn có thể lựa chọn từ bảng màu đa dạng để tạo ra một bức tranh độc đáo và đầy màu sắc. Sử dụng các công cụ như công cụ tự tô để tô màu một cách tự do và sáng tạo.</p>
<p>Hãy để trí tưởng tượng của bạn bay xa và biến bức tranh <strong>Trực thăng</strong> trở thành một tác phẩm nghệ thuật độc đáo mang lại niềm vui và sự sảng khoái cho mỗi người tham gia.</p>
<p>Chắc chắn bạn sẽ tìm thấy niềm vui và sự thư giãn trong việc tô màu bức tranh này trên trang tô màu trực tuyến. Và điều tuyệt vời hơn, bạn còn có thể in bức tranh <strong>Trực thăng</strong> đã tô màu của mình để giữ lại những khoảnh khắc sáng tạo đó!</p>
<p>Tính năng in của trang web cho phép bạn chuyển bức tranh tô màu thành một tệp PDF có thể in ra và treo trên tường hoặc tặng cho bạn bè và gia đình. Việc này giúp bạn lưu giữ những kỷ niệm đẹp đẽ và chia sẻ niềm đam mê tô màu với mọi người xung quanh.</p>
<p>Đương nhiên, trang web cũng cung cấp tính năng in trắng đen, cho phép bạn tải xuống bức tranh <strong>Trực thăng</strong> ở dạng đen trắng để bạn có thể tô màu bằng bút màu trên giấy!</p>
<p>Vì vậy, hãy bắt đầu ngay hôm nay và thể hiện sự sáng tạo của bạn không chỉ trên màn hình máy tính mà còn trên giấy với tính năng in tiện lợi này!</p>
<p><span id="more-6230"></span><section id="coloring">
            <!-- Phần bên trái -->
			<div id="coloring-left">
                <div>
                    <div id="coloring-area"><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="100%" height="100%" viewBox="0 0 800.00001 800.00001" id="tomauonline" > <g inkscape:label="pozadie" inkscape:groupmode="layer" id="Back" transform="translate(0,-252.36235)" sodipodi:insensitive="true"> <image y="336.9335" x="1.7285612" id="image4964" xlink:href="data:image/png;base64,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" style="image-rendering:optimizeQuality" preserveAspectRatio="none" height="644.38556" width="794.56342" /> </g> <g inkscape:groupmode="layer" id="Color" inkscape:label="podklad"> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 154.62263,497.59423 c -7.89682,-2.96102 -15.41346,-9.02234 -23.65122,-19.07204 -9.40495,-11.47363 -21.13109,-23.02507 -26.66607,-26.26878 -7.546469,-4.42253 -13.020058,-5.35897 -22.522707,-3.85327 -12.359511,1.95837 -16.614046,4.19645 -27.747025,14.5962 l -4.41087,4.12037 0.608661,-19.69798 c 0.334763,-10.83389 1.258881,-23.43949 2.053594,-28.01245 1.750765,-10.07429 6.589303,-25.94858 10.705661,-35.12317 1.666483,-3.71427 3.032841,-7.27907 3.036354,-7.92176 0.01423,-2.60426 12.431285,-25.52034 19.279746,-35.5814 10.875866,-15.9777 29.544106,-35.55245 40.668256,-42.64306 15.9164,-10.14522 39.7928,-19.39502 56.21316,-21.77718 9.03082,-1.31013 9.75624,-1.28025 12.30762,0.50694 1.49115,1.04452 4.61075,2.56934 6.93246,3.38848 5.01815,1.77051 8.06353,4.27524 22.49875,18.50452 14.70535,14.49555 17.76621,20.55836 21.37165,42.33193 2.06205,12.45289 2.55287,18.9222 2.56738,33.84011 0.0101,10.14413 0.42925,22.35127 0.93194,27.12697 1.64016,15.58168 -3.96478,42.37163 -11.58522,55.37393 -9.8984,16.88906 -34.39532,35.94133 -52.13669,40.54889 -10.25692,2.6638 -22.74189,2.50505 -30.45543,-0.38725 z" id="path4982" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 164.5125,598.25143 c -1.11117,-0.25071 -4.74772,-1.40319 -8.08122,-2.56104 -3.33351,-1.15786 -8.33376,-2.88827 -11.11168,-3.84536 -13.90002,-4.78904 -27.52109,-12.05974 -38.89088,-20.75928 -5.98894,-4.58242 -18.972122,-17.71929 -26.380081,-26.69237 -4.295102,-5.20255 -10.995559,-14.74759 -10.995559,-15.66356 0,-0.22549 -1.271681,-2.58918 -2.825957,-5.25265 -5.779708,-9.90436 -15.085679,-39.54372 -13.908988,-44.29991 0.652357,-2.63682 6.393598,-10.62527 7.396138,-10.29109 0.413881,0.13797 0.752511,-0.0424 0.752511,-0.40072 0,-1.25792 4.079196,-5.19084 7.90499,-7.62153 4.188323,-2.66101 17.276816,-6.3877 22.308635,-6.35194 7.885351,0.0561 17.896101,7.96152 31.591271,24.94758 20.26983,25.14056 35.75133,31.84096 62.63716,27.10934 9.44656,-1.6625 16.03578,-4.52693 27.24237,-11.84267 12.82936,-8.3751 20.93045,-16.36894 29.00364,-28.61968 6.75658,-10.25284 8.34985,-14.28277 13.24906,-33.51141 2.54249,-9.97888 2.7727,-17.10916 1.6413,-50.83632 -1.52017,-45.31665 -4.76255,-61.3847 -14.9922,-74.29612 -8.44325,-10.65669 -30.45622,-31.48588 -35.12426,-33.23538 -1.96195,-0.73531 -1.95507,-0.78234 0.23804,-1.62825 1.2421,-0.47908 6.46964,-1.30648 11.61676,-1.83865 26.9101,-2.78234 32.35056,-3.48212 41.07796,-5.28368 10.43746,-2.15455 21.79582,-6.35509 28.55956,-10.56187 5.89363,-3.6656 19.88848,-18.26347 27.20303,-28.37518 5.9804,-8.26737 19.44283,-31.0305 20.70643,-35.01175 1.325,-4.17468 9.0585,-16.1424 12.96958,-20.07064 4.78282,-4.80381 7.81654,-6.44981 17.62516,-9.56289 9.04825,-2.87176 8.75997,-2.86509 12.04801,-0.27871 3.25133,2.5575 7.61171,2.0016 14.09299,-1.79668 3.54679,-2.07856 5.30103,-2.47264 9.2975,-2.08863 6.0798,0.58419 16.85306,5.81625 20.93037,10.16487 6.27331,6.69075 6.37325,7.53976 6.37325,54.14367 0,40.8255 0.0695,42.35803 2.03262,44.85378 1.11793,1.42124 3.49697,2.90569 5.28676,3.29879 5.82128,1.27857 26.96694,12.90842 36.28018,19.95366 l 9.08981,6.87621 7.24289,-2.04975 c 9.09591,-2.57417 19.28026,-4.59055 33.50685,-6.63394 10.49318,-1.50716 21.92603,-3.46537 33.33503,-5.70962 6.38594,-1.25615 31.49806,-5.5775 43.43656,-7.47463 5.00026,-0.79458 12.79295,-1.45285 17.31709,-1.46281 4.52414,-0.0101 11.71882,-0.74052 15.98816,-1.62344 4.26936,-0.88293 7.9806,-1.38718 8.24721,-1.12058 0.68718,0.68718 -8.21665,11.61157 -13.06134,16.02538 -6.73066,6.13202 -10.98518,7.912 -43.13833,18.0479 -9.16714,2.88982 -22.12234,7.06042 -28.78935,9.26798 -13.60335,4.5043 -18.99078,6.04475 -32.82996,9.38718 -12.91637,3.11957 -18.79577,4.72732 -31.31996,8.56462 -21.27511,6.51852 -44.85312,15.08146 -56.97197,20.6908 -2.89514,1.34004 -3.02902,1.26102 -10.10152,-5.9632 -6.13779,-6.26945 -8.83637,-8.12823 -18.78424,-12.93855 -6.38922,-3.08951 -15.70787,-7.18818 -20.70813,-9.10816 l -9.09137,-3.49086 -35.34136,0.34448 c -19.43774,0.18947 -38.52962,0.79332 -42.42641,1.3419 -14.24881,2.00589 -22.41449,5.66414 -25.38701,11.37344 -3.81806,7.33334 -4.19075,13.25785 -3.64448,57.93458 0.58846,48.12628 0.40098,50.31105 -5.88611,68.59561 -5.74788,16.7164 -6.36205,18.25767 -13.97265,35.06452 -3.87064,8.54773 -7.35954,16.89105 -7.75311,18.54072 -0.39357,1.64967 -1.37828,3.76334 -2.18826,4.69706 -1.37842,1.58901 -10.54693,4.78684 -18.36984,6.40711 -18.09988,3.74882 -45.79429,22.58335 -52.6947,35.83686 -6.20233,11.9127 -6.30888,18.18178 -0.53595,31.53482 2.54424,5.88494 2.29327,6.32733 -2.922,5.15064 z" id="path4984" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 283.20542,488.46142 c -4.7456,-1.7573 -4.92206,-4.40997 -0.91823,-13.80323 4.79928,-11.25942 9.32294,-31.13248 12.99495,-57.08849 0.65584,-4.63591 0.67351,-11.68565 0.0506,-20.20305 -1.5807,-21.61467 -1.27832,-34.62972 0.91688,-39.46369 3.99978,-8.80779 12.98798,-12.47812 30.60526,-12.49765 22.67901,-0.0251 39.03499,3.2291 55.62422,11.06713 5.99279,2.83146 7.63942,4.30285 14.41232,12.87852 11.50505,14.56739 13.63843,19.19781 16.65371,36.14644 2.63879,14.83233 2.81283,43.18299 0.31262,50.92444 -0.9227,2.85697 -2.64454,6.23779 -3.82629,7.51294 -3.19287,3.44516 -14.76253,6.95957 -40.45802,12.28958 -9.2554,1.91985 -27.7631,4.53239 -32.00822,4.51827 -3.32108,-0.011 -16.25977,2.21229 -35.672,6.1297 -14.91871,3.01061 -14.86202,3.00579 -18.68782,1.58909 z" id="path4986" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 246.83993,518.82093 c 0,-0.89822 0.64137,-3.1259 1.42527,-4.95039 0.7839,-1.8245 2.57018,-6.04469 3.96951,-9.37819 1.39933,-3.3335 5.00263,-11.51574 8.00732,-18.18275 3.0047,-6.667 5.73886,-13.03096 6.07592,-14.14213 0.33706,-1.11117 1.58077,-4.74772 2.7638,-8.08122 6.704,-18.89036 6.50314,-16.79181 6.57462,-68.69038 0.0679,-49.31172 0.40053,-53.68968 4.44033,-58.4438 2.60003,-3.05977 8.28433,-5.44873 14.73603,-6.19316 3.3277,-0.38397 7.64135,-1.09326 9.58589,-1.5762 1.94455,-0.48293 18.30902,-0.93869 36.36549,-1.0128 38.35105,-0.15739 33.43264,-1.10444 59.6345,11.48284 12.97781,6.2345 17.76602,10.12662 21.46657,17.4492 4.71484,9.32963 6.53299,18.85563 8.36931,43.84976 1.43258,19.49902 1.60617,29.64692 0.97198,56.82108 -0.73976,31.69694 -0.85343,33.0825 -2.71413,33.0825 -1.06813,0 -7.72052,1.35968 -14.7831,3.02149 -13.82205,3.25232 -21.63333,5.00761 -33.54918,7.53888 -7.56716,1.60748 -13.32383,3.01443 -24.74873,6.04865 -14.15686,3.75977 -26.96508,6.47405 -35.41361,7.50475 -18.5767,2.26631 -42.85559,4.32336 -57.77297,4.89484 -13.75739,0.52705 -15.40482,0.41552 -15.40482,-1.04297 z m 54.35969,-23.93211 c 4.61876,-1.10727 9.87744,-2.01322 11.68595,-2.01322 1.80851,0 5.5299,-0.63963 8.26976,-1.4214 2.73987,-0.78176 7.70898,-1.70716 11.04249,-2.05643 6.41203,-0.67183 16.59588,-1.99361 28.28427,-3.67106 17.15535,-2.46204 40.90699,-8.93041 50.94158,-13.8731 10.56178,-5.20236 14.73786,-29.97026 10.67728,-63.32575 -1.68537,-13.84443 -3.02441,-18.75113 -7.60464,-27.86604 -3.56824,-7.10101 -16.28359,-23.40432 -20.93665,-26.84448 -6.43722,-4.75925 -21.41135,-10.28116 -36.60847,-13.49989 -13.43101,-2.84466 -40.91026,-2.90864 -50.57947,-0.11776 -8.22762,2.37478 -9.7356,3.31641 -13.72796,8.57217 -5.31383,6.99541 -5.71474,10.25468 -4.92746,40.05802 0.7485,28.33534 0.57547,30.44323 -4.56047,55.55839 -3.09755,15.14729 -5.95309,24.2766 -11.62235,37.15738 -2.08541,4.73811 -1.81264,7.61608 0.96956,10.22982 5.68316,5.33905 15.13508,6.36451 28.69658,3.11335 z" id="path4988" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 243.4632,537.06977 c 1.08967,-9.91901 0.92311,-9.80967 14.99348,-9.84283 5.00026,-0.0118 11.81879,-0.44555 15.15229,-0.96392 3.3335,-0.51838 13.33401,-1.42878 22.22336,-2.02312 26.54763,-1.77496 36.18269,-3.33912 67.68022,-10.98721 18.34998,-4.45567 29.26138,-6.83314 35.86041,-7.8136 2.50013,-0.37146 10.206,-1.97042 17.12414,-3.55325 6.91815,-1.58283 12.76863,-2.68771 13.00106,-2.45528 0.23242,0.23243 0.027,3.04766 -0.45662,6.25606 l -0.87923,5.83346 -5.05076,1.16519 c -2.77792,0.64085 -8.46003,2.09934 -12.62691,3.24109 -4.16688,1.14176 -12.34911,3.00828 -18.18275,4.14783 -14.988,2.92778 -25.48204,5.33441 -27.4242,6.28926 -3.83834,1.88711 -30.41192,7.88271 -39.75094,8.96871 -5.55584,0.64606 -10.3848,1.34934 -10.73101,1.56284 -2.25599,1.39115 -39.63558,4.46792 -54.28062,4.46792 l -17.12356,0 0.47164,-4.29315 z" id="path4990" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 243.2836,558.18438 c -0.38637,-3.60789 -0.43702,-6.98933 -0.11255,-7.51433 0.32446,-0.525 8.66944,-1.26223 18.54439,-1.63829 23.49172,-0.89462 41.28793,-2.32498 51.28948,-4.12236 4.44467,-0.79876 13.76333,-2.3609 20.70813,-3.47144 6.9448,-1.11053 16.03617,-2.98953 20.20305,-4.17554 4.16688,-1.186 9.84899,-2.81133 12.6269,-3.61183 5.27069,-1.51882 14.25682,-3.6195 33.84012,-7.91074 10.41435,-2.28208 19.21542,-4.49931 24.43379,-6.15556 1.62859,-0.51689 1.71401,-0.26524 0.7688,2.2648 -0.58484,1.56547 -2.44088,5.13588 -4.12451,7.93424 -3.3965,5.64532 -0.79804,4.63357 -24.10854,9.38703 -5.27805,1.07629 -15.05128,2.70933 -21.71828,3.62897 -11.11129,1.53268 -15.56321,2.29427 -33.33504,5.70258 -11.97235,2.29608 -23.41502,3.9967 -33.84011,5.02934 -13.70643,1.35767 -51.77701,7.56703 -54.19805,8.83976 -1.02598,0.53936 -3.75759,1.29396 -6.07025,1.6769 l -4.20483,0.69626 -0.7025,-6.55979 z" id="path4992" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 274.32975,587.75903 c -3.49266,-0.45368 -8.74598,-1.92166 -11.67405,-3.26217 -5.37621,-2.46131 -13.79547,-9.55004 -13.79547,-11.61532 0,-1.42925 4.69907,-2.7128 19.1929,-5.24254 6.38922,-1.11517 17.75343,-3.2123 25.25382,-4.66029 7.50038,-1.44798 17.95546,-3.017 23.2335,-3.48671 5.27805,-0.4697 15.27856,-1.98002 22.22336,-3.35626 6.9448,-1.37624 17.39988,-3.20947 23.23351,-4.07386 21.28833,-3.15434 23.90712,-3.55803 33.33503,-5.1387 5.27805,-0.8849 10.61923,-1.8654 11.86929,-2.17887 2.73807,-0.68661 3.08692,1.27485 0.37957,2.13413 -1.82409,0.57895 -16.70566,8.70818 -29.03455,15.86048 -11.47277,6.65564 -22.99095,10.87261 -40.793,14.93492 -5.27805,1.20441 -14.36942,3.49095 -20.20305,5.08119 -12.14472,3.31063 -27.96877,6.14473 -33.2605,5.95696 -1.98554,-0.0704 -6.4677,-0.49928 -9.96036,-0.95296 z" id="path4994" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 195.40454,598.56984 c -1.70743,-2.76268 -2.1027,-5.05076 -2.1027,-12.17199 0,-10.44821 0.77439,-12.20509 8.7622,-19.87909 7.45357,-7.16074 14.83469,-11.60576 25.07791,-15.10227 l 8.08122,-2.75852 0.82973,9.07309 c 0.45635,4.9902 0.60895,9.64845 0.3391,10.35166 -0.26985,0.70322 -2.38957,1.58223 -4.7105,1.95336 -2.32093,0.37113 -5.95814,1.56159 -8.08271,2.64546 -8.55361,4.36372 -12.50753,16.19609 -8.56511,25.63163 l 1.52878,3.6589 -9.52761,0 -9.52762,0 -2.10269,-3.40223 z" id="path4996" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 179.01473,600.28631 c -0.91311,-0.24269 -1.89318,-1.44002 -2.17793,-2.66074 -0.28475,-1.22072 -1.68607,-4.9469 -3.11404,-8.28041 -5.46601,-12.76 -2.96049,-22.17362 9.10175,-34.19662 7.37227,-7.34828 11.69229,-10.3266 22.59916,-15.58034 9.99627,-4.81511 15.8994,-6.91774 23.39323,-8.33241 2.96787,-0.56027 6.19162,-1.26891 7.16389,-1.57476 2.08599,-0.65619 2.19891,0.50069 0.72136,7.39029 -1.04397,4.86788 -1.05918,4.88219 -6.54233,6.15697 -4.91923,1.14368 -10.04715,3.03296 -17.66508,6.50836 -4.31277,1.96754 -14.46909,9.45212 -18.34898,13.52206 -6.67759,7.0047 -8.42006,11.67559 -8.42006,22.57092 0,5.27805 0.3902,10.84651 0.86712,12.37437 0.83131,2.66319 0.72702,2.77308 -2.52538,2.66074 -1.86588,-0.0644 -4.1396,-0.31574 -5.05271,-0.55843 z" id="path4998" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 229.4148,699.87595 c -1.42754,-0.83146 -1.76777,-2.44565 -1.76777,-8.38701 0,-6.67571 0.38934,-8.09832 4.20222,-15.35463 6.43209,-12.24091 14.89035,-25.63819 19.66855,-31.15356 9.00403,-10.39318 13.52259,-25.06391 10.18209,-33.05887 -0.83249,-1.99241 -3.22852,-4.93256 -5.32452,-6.53365 -3.68048,-2.81144 -4.29205,-2.92837 -17.86775,-3.41616 -16.65169,-0.59831 -16.92151,-0.77205 -16.92151,-10.89627 0,-7.80862 2.07396,-11.33097 8.08864,-13.73757 7.3734,-2.95025 10.80631,-2.26552 16.15098,3.22151 9.3656,9.61505 23.04031,14.34126 41.49466,14.34126 12.80687,0 17.67395,-0.69428 32.25052,-4.60049 12.64513,-3.38864 18.7452,-4.91243 30.30458,-7.57009 11.50051,-2.64413 19.80122,-5.77865 31.31473,-11.82512 17.85924,-9.379 29.51542,-16.91557 34.40628,-22.24617 4.85676,-5.29345 10.56363,-8.30637 15.73334,-8.30637 5.22034,0 32.16886,-7.32573 40.93518,-11.1279 5.10329,-2.21341 9.46201,-4.02438 9.68607,-4.02438 0.46766,0 -7.70769,9.84726 -16.02834,19.30623 -7.12449,8.09919 -8.97109,11.71097 -8.97109,17.54662 0,5.94251 1.76424,10.05651 8.39588,19.57819 8.65007,12.41975 33.02037,64.38984 33.02037,70.41653 0,0.81399 1.3224,3.9581 2.93868,6.98692 3.13421,5.87339 6.16704,16.405 6.13051,21.28846 -0.0278,3.71221 -3.44353,11.39502 -5.39998,12.14578 -7.20211,2.76371 -29.19135,-23.84811 -42.64204,-51.60627 -3.49984,-7.22259 -8.77698,-16.59379 -11.72699,-20.82489 -6.01447,-8.62636 -16.77007,-21.09644 -18.19596,-21.09644 -0.51318,0 -5.75987,-2.06182 -11.65929,-4.58184 -9.05168,-3.86654 -12.3928,-4.75163 -21.40157,-5.66942 -14.02233,-1.42857 -33.20475,-0.65627 -40.97994,1.64989 -18.95639,5.62255 -26.41247,10.34853 -44.05238,27.92227 -16.0445,15.98431 -19.35373,19.81227 -26.96059,31.18673 -14.47354,21.64211 -35.96086,44.87426 -45.43592,49.12543 -5.91185,2.65246 -6.9949,2.79977 -9.56764,1.30128 z" id="path5000" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 438.35498,464.50879 c 0.50546,-12.45525 0.82617,-30.16655 0.71271,-39.35848 l -0.2063,-16.71258 7.78244,-3.96482 c 4.28035,-2.18065 10.28257,-5.40042 13.33829,-7.15504 4.59593,-2.63902 28.92447,-15.31271 76.26651,-39.73022 13.22836,-6.82276 42.98266,-19.31913 58.08377,-24.39434 4.72247,-1.58713 10.63186,-3.59474 13.13199,-4.46134 2.50012,-0.8666 10.68236,-4.60401 18.18274,-8.30536 17.1757,-8.476 22.33748,-13.23577 27.15039,-25.03584 1.81286,-4.44467 3.89808,-9.44492 4.63382,-11.11168 0.73575,-1.66675 1.6634,-4.57301 2.06144,-6.45834 0.39804,-1.88534 1.36123,-4.95368 2.14041,-6.81853 1.20621,-2.88688 1.91746,-3.39064 4.78711,-3.39064 9.28155,0 22.39974,-18.34912 32.49816,-45.45687 0.7244,-1.94454 2.66571,-6.9448 4.31403,-11.11167 1.64832,-4.16688 4.66446,-12.80369 6.70252,-19.1929 3.95359,-12.3943 7.77012,-20.10107 13.38157,-27.02158 6.67211,-8.22862 7.97862,-5.3886 7.04528,15.31458 -0.35484,7.87079 -1.78223,20.55363 -3.19343,28.37451 -1.40349,7.77818 -3.02182,17.32412 -3.59627,21.21321 -0.57446,3.88908 -1.36784,9.11662 -1.76305,11.61675 l -0.71857,4.54569 -6.62262,-0.34207 c -8.29017,-0.42821 -13.5504,0.9614 -18.21008,4.81062 -4.00278,3.30656 -10.00459,14.06971 -12.00333,21.52581 -2.87992,10.74315 0.74129,21.99171 9.56438,29.70994 6.07127,5.311 6.00687,5.50419 -4.56186,13.68214 -7.13568,5.52151 -15.70667,9.77179 -51.99314,25.78297 -16.67348,7.35707 -40.954,19.35595 -48.48733,23.96133 -29.06607,17.76909 -64.72557,37.33835 -73.38093,40.2701 -1.83616,0.62194 -2.02677,1.87123 -4.42347,28.99261 -1.44206,16.31843 -3.6823,32.08921 -5.05812,35.60787 -0.47459,1.21375 -1.7958,1.76777 -4.21574,1.76777 -1.93849,0 -5.86733,0.63056 -8.73076,1.40124 -2.86343,0.77067 -9.07006,2.20852 -13.79253,3.19523 -12.60112,2.63286 -35.30013,8.42499 -39.83152,10.16385 -1.85151,0.71049 -1.88053,0.0672 -0.98851,-21.91392 z" id="path5002" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 438.31691,399.69302 c -0.21541,-0.69668 -0.62697,-5.4727 -0.91457,-10.6134 l -0.5229,-9.3467 8.26834,-3.93382 c 4.54759,-2.1636 10.76847,-4.84103 13.82418,-5.94984 3.05571,-1.10882 9.19239,-3.71947 13.63706,-5.80144 4.44467,-2.08198 9.21764,-4.14221 10.6066,-4.57829 1.38896,-0.43609 5.02551,-1.75806 8.08122,-2.93774 11.3015,-4.363 14.00478,-5.32272 31.31473,-11.11744 9.72272,-3.2548 22.52447,-7.99563 28.44833,-10.53518 5.92386,-2.53955 15.01523,-6.0172 20.20305,-7.72812 5.18781,-1.71092 13.06894,-4.40032 17.51361,-5.97646 4.44468,-1.57613 11.71777,-3.86825 16.16245,-5.0936 21.8276,-6.01764 23.29908,-6.75297 34.1164,-17.04862 6.56344,-6.24691 9.73684,-11.35863 12.94166,-20.84646 1.20926,-3.57998 2.85814,-7.3101 3.66419,-8.28916 1.37488,-1.66998 1.4215,-1.65513 0.75373,0.24021 -0.39149,1.11117 -1.17739,3.38401 -1.74644,5.05076 -5.70285,16.70361 -12.82951,27.8687 -21.20624,33.22312 -6.68984,4.27615 -23.56736,11.55804 -41.15021,17.75445 -15.01184,5.29036 -50.57445,20.29528 -60.10408,25.35969 -3.3335,1.77156 -12.19759,6.51421 -19.69797,10.53923 -7.50039,4.02502 -20.00102,10.62142 -27.7792,14.65866 -20.66651,10.72689 -33.57297,17.49607 -40.18373,21.07551 -4.08464,2.21167 -5.9562,2.78082 -6.23021,1.89464 z" id="path5004" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 435.20779,371.35177 c -0.77864,-2.208 -2.57329,-11.07096 -2.28157,-11.26765 5.77395,-3.89309 12.98618,-7.20383 22.1482,-10.16706 6.31053,-2.04098 15.11024,-4.98744 19.55491,-6.54768 15.59823,-5.47557 30.62812,-9.76288 49.49747,-14.11926 16.95896,-3.91533 23.69376,-5.85878 36.611,-10.56477 2.35736,-0.85883 7.35762,-2.41845 11.11168,-3.46583 18.99069,-5.29839 44.86908,-13.74913 51.20662,-16.72184 7.51651,-3.52571 15.23542,-9.53216 16.84039,-13.10431 0.52497,-1.16843 2.11225,-3.71542 3.52726,-5.65996 1.41501,-1.94455 2.82393,-4.7856 3.13093,-6.31346 0.30701,-1.52785 0.98657,-2.77791 1.51015,-2.77791 2.59784,0 -5.0496,14.64599 -10.70272,20.49728 -10.16229,10.51855 -14.92261,13.25362 -30.30603,17.41257 -17.20021,4.65012 -45.59667,14.46096 -62.72623,21.67162 -5.55584,2.33872 -13.2835,5.32831 -17.17259,6.64353 -3.88909,1.31521 -11.61675,4.02184 -17.17259,6.01473 -5.55584,1.99289 -11.23795,4.00767 -12.62691,4.4773 -1.38896,0.46963 -10.02576,3.91742 -19.1929,7.66175 -9.16713,3.74433 -18.25851,7.38788 -20.20305,8.09677 -1.94454,0.7089 -7.76371,3.12377 -12.93148,5.36639 -6.40095,2.77777 -9.53193,3.69189 -9.82254,2.86779 z" id="path5006" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 436.12388,506.46021 c 0.38007,-0.99045 0.96369,-4.40947 1.29694,-7.59784 0.5809,-5.55776 0.73588,-5.81563 3.75492,-6.24769 1.73196,-0.24787 9.0584,-2.11947 16.28099,-4.15911 7.22259,-2.03964 19.49595,-5.05015 27.27412,-6.69002 7.77818,-1.63987 15.24159,-3.2933 16.58536,-3.67428 1.97261,-0.55928 2.3239,-0.38173 1.82372,0.92171 -0.34073,0.88793 -1.08996,3.36153 -1.66495,5.49689 -1.50453,5.5874 -3.03486,7.14327 -8.15783,8.29395 -7.00371,1.57311 -24.1713,6.00425 -29.7995,7.69155 -2.77792,0.83281 -9.14188,2.574 -14.14214,3.86931 -5.00025,1.29531 -10.18291,2.70189 -11.51702,3.12573 -2.05672,0.65341 -2.32055,0.49672 -1.73461,-1.0302 z" id="path5008" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 427.65723,533.87747 c 0,-0.2279 1.36335,-3.29624 3.02966,-6.81853 1.66632,-3.52228 3.03002,-7.43818 3.03046,-8.702 0.001,-3.176 -3.19016,-2.11758 46.33376,-15.36711 8.53782,-2.28419 15.75858,-3.9178 16.04614,-3.63024 0.93042,0.93042 -7.0222,15.88465 -8.71584,16.3894 -1.65764,0.49402 -3.35271,1.24669 -13.0561,5.79734 -2.94513,1.38119 -8.85452,3.50134 -13.13198,4.71145 -4.27746,1.2101 -9.82277,2.79838 -12.32289,3.52951 -9.44899,2.76322 -21.21321,5.03152 -21.21321,4.09018 z" id="path5010" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 627.33869,262.30828 c -0.86419,-1.25007 -4.49845,-5.43473 -8.07613,-9.29927 -5.4083,-5.84192 -6.32089,-7.32101 -5.41351,-8.77396 2.84202,-4.5508 8.54482,-2.67894 17.35392,5.69617 3.33351,3.16927 7.80854,7.27422 9.94453,9.12209 l 3.88361,3.35978 -3.88361,1.07838 c -6.69367,1.85866 -12.02152,1.40215 -13.80881,-1.18319 z" id="path5012" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 702.41767,297.97639 c -1.94513,-1.02892 -4.31964,-2.73603 -5.2767,-3.79357 -2.29213,-2.53278 -4.82377,-9.83548 -4.82377,-13.91454 0,-7.50195 6.85848,-22.25876 11.87184,-25.54364 5.8279,-3.81858 17.90274,-0.37941 26.22493,7.46943 l 3.72311,3.51135 -4.46035,2.53353 c -2.74762,1.56067 -6.55872,2.68633 -9.92494,2.93146 -6.67042,0.48574 -9.25184,2.52372 -9.25184,7.30412 0,2.56278 0.79794,4.22416 3.03045,6.30964 2.12608,1.98605 3.03046,3.78001 3.03046,6.01129 0,1.74923 0.69353,4.52154 1.54117,6.16071 l 1.54117,2.98029 -6.84447,-0.0446 c -4.64425,-0.0303 -7.98134,-0.64602 -10.38106,-1.91542 z" id="path5014" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 726.79207,296.55719 c -2.79324,-3.36566 -2.41391,-7.2834 1.41245,-14.5877 4.05936,-7.74908 4.76986,-8.35505 8.87596,-7.57012 3.45761,0.66097 3.51225,2.91379 0.27126,11.18381 -4.14525,10.57738 -7.76598,14.34019 -10.55967,10.97401 z" id="path5016" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 747.62593,278.58251 c -0.16117,-3.59971 0.14936,-6.4907 0.86314,-8.03571 0.40837,-0.88393 0.83206,-1.6875 0.94153,-1.78571 0.10947,-0.0982 0.43959,-0.66072 0.73361,-1.25 0.29401,-0.58929 0.62333,-1.15179 0.73182,-1.25 0.10849,-0.0982 0.98978,-1.78572 1.95843,-3.75 0.96865,-1.96429 1.88461,-3.625 2.03547,-3.69048 0.15085,-0.0655 0.27428,-0.42708 0.27428,-0.80357 0,-0.37649 0.16071,-0.68453 0.35714,-0.68453 0.19643,0 0.35714,-0.18621 0.35714,-0.41381 0,-0.34105 1.56177,-3.81836 2.89975,-6.45634 0.173,-0.34108 0.31454,-0.86341 0.31454,-1.16071 0,-0.29731 0.16071,-0.54056 0.35714,-0.54056 0.19643,0 0.35714,-0.32143 0.35714,-0.71429 0,-0.39286 0.16072,-0.71429 0.35715,-0.71429 0.19643,0 0.35714,-0.32142 0.35714,-0.71428 0,-0.39286 0.16071,-0.71429 0.35714,-0.71429 0.19643,0 0.35715,-0.17608 0.35715,-0.39129 0,-0.21522 0.29845,-0.81789 0.66323,-1.33929 0.68062,-0.97284 2.0829,-3.41956 3.40896,-5.94799 0.41208,-0.78571 0.83914,-1.50893 0.94903,-1.60714 0.40893,-0.36549 2.83592,-5.43296 2.83592,-5.9213 0,-0.279 0.12053,-0.50853 0.26786,-0.51006 0.32073,-0.003 1.16071,-1.7328 1.16071,-2.38984 0,-0.25548 0.12148,-0.46452 0.26996,-0.46452 0.14848,0 0.49861,-0.51656 0.77808,-1.14791 0.2883,-0.65133 0.57572,-0.94509 0.66439,-0.67907 0.086,0.25787 -0.005,0.81461 -0.20323,1.2372 -0.19773,0.4226 -0.95723,2.29514 -1.68777,4.16121 -0.73055,1.86607 -1.49287,3.79465 -1.69406,4.28572 -0.20119,0.49107 -0.4835,1.21428 -0.62737,1.60714 -0.43232,1.18053 -0.94295,2.37155 -2.14367,5 -0.62813,1.375 -1.54326,3.38393 -2.03363,4.46429 -0.49036,1.08035 -1.19751,2.58215 -1.57142,3.33732 -0.37392,0.75517 -0.67985,1.59892 -0.67985,1.875 0,0.27608 -0.16072,0.50196 -0.35714,0.50196 -0.19643,0 -0.35715,0.18622 -0.35715,0.41382 0,0.34105 -1.56177,3.81836 -2.89974,6.45634 -0.173,0.34108 -0.31454,0.8634 -0.31454,1.16071 0,0.29731 -0.16072,0.54056 -0.35715,0.54056 -0.19642,0 -0.35714,0.31194 -0.35714,0.69321 0,0.38126 -0.16071,0.79253 -0.35714,0.91393 -0.19643,0.1214 -0.35714,0.61303 -0.35714,1.09251 0,0.47948 -0.16072,0.87178 -0.35715,0.87178 -0.19643,0 -0.35714,0.21099 -0.35714,0.46887 0,0.25788 -0.40179,1.30174 -0.89286,2.31968 -0.49107,1.01794 -0.89285,1.99712 -0.89285,2.17595 0,0.17883 -0.30244,0.94301 -0.67207,1.69818 -0.36964,0.75517 -1.05051,2.1766 -1.51304,3.15875 -0.46254,0.98214 -0.92375,1.86607 -1.02493,1.96428 -0.10118,0.0982 -0.3975,0.5939 -0.65849,1.10152 -0.26099,0.50763 -0.85763,1.39155 -1.32587,1.96429 l -0.85135,1.04134 -0.064,-1.42858 z" id="path5018" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 707.66421,361.66482 c 0,-0.98458 0.16071,-1.88948 0.35714,-2.01088 0.19643,-0.1214 0.35714,-0.69338 0.35714,-1.27108 0,-0.57769 0.16072,-1.05035 0.35715,-1.05035 0.19642,0 0.35714,-0.32361 0.35714,-0.71913 0,-0.39552 0.13707,-0.9982 0.30459,-1.33928 0.16753,-0.34109 0.54794,-1.18266 0.84535,-1.87016 1.61955,-3.74371 2.29272,-4.9486 3.67149,-6.57152 0.83914,-0.98773 3.75,-6.5829 3.75,-7.20814 0,-0.27833 0.16071,-0.50605 0.35714,-0.50605 0.19643,0 0.35714,-0.24325 0.35714,-0.54056 0,-0.29731 0.14197,-0.81963 0.31548,-1.16072 0.17351,-0.34108 0.46544,-1.02194 0.64874,-1.51301 0.60893,-1.6314 3.8442,-8.03376 4.12079,-8.15476 0.14967,-0.0655 0.27214,-0.4176 0.27214,-0.78249 0,-0.3649 0.16071,-0.76278 0.35714,-0.88418 0.19643,-0.12139 0.35714,-0.77592 0.35714,-1.45449 0,-0.67857 0.15089,-1.51284 0.33532,-1.85392 0.18443,-0.34109 0.92681,-1.89299 1.64974,-3.44867 0.72293,-1.55568 1.61668,-3.15295 1.98611,-3.54948 0.36943,-0.39654 0.67169,-0.85386 0.67169,-1.01627 0,-0.77774 5.58562,-8.51642 6.9497,-9.62857 0.86962,-0.70901 1.0813,-0.6088 0.61596,0.29163 -0.18753,0.36287 -0.82081,1.62406 -1.40728,2.80263 -2.34215,4.70673 -3.85021,7.50589 -4.10481,7.61905 -0.14732,0.0655 -0.26786,0.33154 -0.26786,0.59125 0,0.25971 -0.30638,1.09007 -0.68084,1.84524 -0.37447,0.75517 -0.92291,1.93553 -1.21876,2.62303 -0.29585,0.6875 -1.03412,2.33885 -1.64059,3.66966 -0.60646,1.33081 -1.10266,2.57853 -1.10266,2.7727 0,0.34665 -0.19181,0.7984 -1.01567,2.39208 -0.2271,0.4393 -0.41291,1.12234 -0.41291,1.51786 0,0.39552 -0.16071,0.71913 -0.35714,0.71913 -0.19643,0 -0.35714,0.28929 -0.35714,0.64286 0,0.35357 -0.13655,0.79553 -0.30344,0.98214 -0.16689,0.18661 -0.58331,1.0625 -0.92538,1.94643 -0.61215,1.5818 -2.44217,5.65675 -3.08533,6.87015 -0.18079,0.34109 -0.32871,0.85002 -0.32871,1.13096 0,0.28094 -0.12862,0.56437 -0.28583,0.62984 -0.15721,0.0655 -0.90825,1.24405 -1.66898,2.61905 -0.76073,1.375 -1.70385,3.0625 -2.09581,3.75 -0.39197,0.6875 -1.37599,2.53571 -2.18672,4.10714 -1.56952,3.04222 -2.40104,4.5316 -2.6918,4.82143 -0.0985,0.0982 -0.40693,0.62054 -0.68535,1.16072 -0.27841,0.54017 -0.63977,0.98214 -0.803,0.98214 -0.16324,0 -0.29679,0.17219 -0.29679,0.38265 0,0.21046 -0.24108,0.62373 -0.53572,0.91837 -0.47619,0.47619 -0.53571,0.33681 -0.53571,-1.25443 z" id="path5020" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 225.15517,151.26541 c -3.64219,-0.24832 -6.96132,-1.7279 -8.48799,-3.78372 -0.92994,-1.25225 -0.94798,-1.45469 -0.22757,-2.55417 1.25311,-1.91249 5.95299,-4.85926 9.85648,-6.1799 3.13492,-1.06062 6.27241,-2.26267 9.97075,-3.82002 3.30218,-1.39054 6.26227,-2.66507 7.65248,-3.29495 0.87536,-0.39661 1.95496,-0.72111 2.39911,-0.72111 0.44415,0 0.80755,-0.20923 0.80755,-0.46495 0,-0.25572 0.68186,-0.61471 1.51523,-0.79775 0.83338,-0.18304 1.51523,-0.54202 1.51523,-0.79774 0,-0.25572 0.3534,-0.46495 0.78533,-0.46495 0.72056,0 4.45265,-1.46793 6.30232,-2.47887 0.4258,-0.23273 1.5028,-0.58317 2.39332,-0.77876 0.89052,-0.19559 1.74879,-0.56542 1.90726,-0.82184 0.15848,-0.25641 0.67248,-0.46761 1.14222,-0.46932 0.46974,-0.002 1.50508,-0.34264 2.30077,-0.75762 0.79568,-0.41498 1.67047,-0.7545 1.94397,-0.7545 0.2735,0 1.21348,-0.32315 2.08884,-0.71811 0.87536,-0.39496 3.18255,-1.22655 5.12709,-1.84797 1.94455,-0.62143 3.75146,-1.32106 4.01536,-1.55474 0.2639,-0.23368 0.91141,-0.42487 1.4389,-0.42487 0.52749,0 1.67527,-0.32835 2.55063,-0.72967 1.648,-0.75556 12.18335,-4.05136 15.7337,-4.92202 1.11117,-0.2725 2.47487,-0.69927 3.03046,-0.94838 1.66157,-0.74502 9.08716,-2.44353 15.65736,-3.58142 1.66675,-0.28867 3.25774,-0.70399 3.53553,-0.92295 0.2778,-0.21895 1.51912,-0.56554 2.7585,-0.77019 1.23938,-0.20465 2.60309,-0.56815 3.03046,-0.80778 0.42737,-0.23964 4.86815,-0.66419 9.86841,-0.94347 5.00025,-0.27927 12.15971,-0.75314 15.9099,-1.05305 10.19877,-0.8156 16.46829,-0.0721 14.65792,1.73828 -0.24878,0.24877 -2.51158,0.50647 -5.02846,0.57266 -2.51687,0.0662 -4.86082,0.34631 -5.20876,0.62247 -0.34795,0.27617 -1.54176,0.66575 -2.65293,0.86572 -1.11117,0.19998 -2.24759,0.5409 -2.52538,0.75762 -0.27779,0.21671 -1.41422,0.55764 -2.52538,0.75761 -1.11117,0.19998 -2.24759,0.5266 -2.52539,0.72583 -0.27779,0.19923 -2.2097,0.89509 -4.29314,1.54636 -2.08344,0.65126 -4.01536,1.34742 -4.29315,1.54701 -0.27779,0.19959 -1.38538,0.52172 -2.46129,0.71584 -1.07592,0.19412 -2.32599,0.55794 -2.77792,0.80848 -0.45194,0.25055 -2.86727,0.68919 -5.36739,0.97477 -7.20074,0.8225 -11.47707,1.45124 -13.38453,1.96792 -2.39122,0.64771 -9.04658,2.58956 -10.6066,3.09472 -0.69448,0.22488 -4.67195,1.47435 -8.83883,2.7766 -4.16688,1.30226 -7.94591,2.5593 -8.39785,2.79345 -0.45194,0.23414 -1.64769,0.58067 -2.65723,0.77006 -1.00954,0.18939 -1.96007,0.54586 -2.11229,0.79216 -0.15223,0.2463 -0.6611,0.44922 -1.13085,0.45093 -0.46974,0.002 -1.50508,0.34264 -2.30076,0.75762 -0.79569,0.41497 -1.66047,0.7545 -1.92175,0.7545 -0.43054,0 -2.33506,0.78716 -6.80942,2.81442 -0.87536,0.39661 -1.84131,0.72111 -2.14657,0.72111 -0.30526,0 -0.55501,0.20923 -0.55501,0.46495 0,0.25572 -0.68186,0.6147 -1.51523,0.79774 -0.83338,0.18304 -1.51523,0.52397 -1.51523,0.75762 0,0.23365 -0.68186,0.57457 -1.51523,0.75761 -0.83338,0.18304 -1.51523,0.51739 -1.51523,0.74299 0,0.22561 -0.62275,0.5665 -1.3839,0.75753 -0.76115,0.19104 -1.49982,0.49978 -1.6415,0.6861 -0.14168,0.18632 -2.53044,1.46489 -5.30836,2.84127 -2.77792,1.37637 -7.20996,3.78188 -9.84899,5.34555 -8.90718,5.27771 -10.48357,6.04528 -12.2208,5.9505 -0.91783,-0.0501 -2.80521,-0.16852 -4.19417,-0.26321 z" id="path5022" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 188.02339,194.07742 c -3.19278,-3.08559 -3.57066,-4.06097 -2.1379,-5.51836 1.44488,-1.46973 6.56079,-5.20777 12.75317,-9.31836 3.19461,-2.12063 6.08289,-4.08899 6.41841,-4.37414 0.33551,-0.28516 0.71342,-0.51847 0.83979,-0.51847 0.12638,0 1.43767,-0.79549 2.91399,-1.76776 1.47632,-0.97227 2.97351,-1.76777 3.32708,-1.76777 0.35358,0 0.64287,-0.22728 0.64287,-0.50508 0,-0.27779 0.25437,-0.50507 0.56527,-0.50507 0.70033,0 6.69548,-3.58344 6.92669,-4.14025 0.0926,-0.22299 0.36531,-0.40544 0.60603,-0.40544 0.24071,0 1.41501,-0.65108 2.60956,-1.44684 1.19454,-0.79576 3.5356,-2.18956 5.20235,-3.09734 1.66675,-0.90778 3.25774,-1.82164 3.53553,-2.03081 0.2778,-0.20918 2.66428,-1.5715 5.3033,-3.02739 2.63903,-1.45589 4.91204,-2.78882 5.05115,-2.96207 0.1391,-0.17325 1.04824,-0.7366 2.02031,-1.25191 0.97206,-0.5153 3.47201,-1.86261 5.55545,-2.99401 7.38642,-4.01117 22.53691,-11.3589 26.76904,-12.98253 2.36123,-0.90588 4.63408,-1.80865 5.05077,-2.00617 0.41668,-0.19751 3.48502,-1.22727 6.81853,-2.28833 3.3335,-1.06107 6.2882,-2.09566 6.56599,-2.29909 0.27779,-0.20342 1.46984,-0.52898 2.649,-0.72346 1.17916,-0.19447 2.27218,-0.5611 2.42892,-0.81472 0.15675,-0.25362 0.68787,-0.46113 1.18028,-0.46113 0.925,0 7.10985,-1.76248 8.89409,-2.53453 0.55558,-0.2404 1.80564,-0.57818 2.77791,-0.75063 0.97228,-0.17244 2.36585,-0.54301 3.09684,-0.82349 0.73099,-0.28048 2.09469,-0.43674 3.03046,-0.34723 1.53309,0.14664 1.32668,0.28454 -2.08668,1.39409 -2.08344,0.67724 -4.004,1.41591 -4.2679,1.64149 -0.2639,0.22559 -0.83211,0.41155 -1.26269,0.41326 -0.43058,0.002 -1.43388,0.34264 -2.22956,0.75762 -0.79569,0.41497 -1.70482,0.7559 -2.02031,0.75761 -0.31548,0.002 -1.18333,0.32122 -1.92855,0.71001 -0.74521,0.3888 -2.0521,0.86003 -2.90418,1.04718 -0.85209,0.18715 -1.54926,0.54949 -1.54926,0.80521 0,0.25572 -0.35339,0.46495 -0.78532,0.46495 -0.43193,0 -1.85246,0.47099 -3.15673,1.04665 -1.30427,0.57567 -3.16689,1.38217 -4.13917,1.79224 -0.97227,0.41007 -2.16242,0.96185 -2.64479,1.22619 -0.48237,0.26433 -1.12987,0.48061 -1.4389,0.48061 -0.58461,0 -2.13927,0.65817 -7.32044,3.09915 -1.6887,0.79559 -3.23534,1.44653 -3.43697,1.44653 -0.80098,0 -22.31025,10.37087 -23.03962,11.10874 -0.13889,0.14051 -2.07081,1.16462 -4.29314,2.27578 -2.22234,1.11117 -4.11638,2.19077 -4.20897,2.39912 -0.0926,0.20834 -0.4038,0.3788 -0.69155,0.3788 -0.50033,0 -6.44392,3.42028 -6.96878,4.01023 -0.13889,0.15612 -1.27531,0.80741 -2.52538,1.44731 -1.25006,0.63989 -2.88721,1.54882 -3.63811,2.01983 -0.7509,0.47102 -2.79646,1.75284 -4.54569,2.84849 -2.74351,1.71845 -8.16752,5.44995 -9.74641,6.70514 -0.27779,0.22084 -2.09606,1.6445 -4.04061,3.16367 -1.94454,1.51918 -3.64917,2.88488 -3.78807,3.03489 -0.13889,0.15001 -1.04803,0.92268 -2.0203,1.71705 -3.54858,2.89927 -8.87391,7.73298 -13.23241,12.01085 l -4.46259,4.38003 -3.0218,-2.92034 z" id="path5024" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 376.11474,115.64002 c -3.29021,-2.88811 -3.33819,-8.51953 -0.10648,-12.49649 0.78507,-0.96612 1.4274,-2.14779 1.4274,-2.62595 0,-1.230663 2.8014,-3.117924 6.06092,-4.083145 2.47773,-0.733717 3.07608,-0.743816 5.53715,-0.09345 2.96391,0.783242 3.54868,1.226651 4.46033,3.382094 0.58219,1.376495 0.57,1.388965 -1.35781,1.388965 -2.31391,0 -6.08362,1.57202 -7.97656,3.32634 -1.09833,1.0179 -1.39879,1.81315 -1.56557,4.14368 -0.17166,2.39886 -0.0201,3.12007 0.90086,4.28709 1.15519,1.46382 4.44877,3.39517 5.78985,3.39517 0.42776,0 0.77774,0.24746 0.77774,0.54991 0,0.37587 -1.95796,0.49576 -6.18676,0.37881 -5.90571,-0.16333 -6.25827,-0.23388 -7.76107,-1.55302 z" id="path5026" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 380.76078,153.3664 c -1.08801,-0.9607 -2.28125,-1.74674 -2.65165,-1.74674 -0.80412,0 -0.84379,-0.85469 -0.17131,-3.69068 0.27618,-1.16473 0.71451,-4.73146 0.97407,-7.92607 0.25955,-3.19461 0.81164,-7.17209 1.22685,-8.83884 0.41521,-1.66675 1.02044,-4.12121 1.34496,-5.45436 l 0.59003,-2.42391 2.58697,0.15107 c 2.49248,0.14554 2.60318,0.21563 3.03078,1.91883 0.2441,0.97227 0.66128,4.38153 0.92707,7.57614 0.26579,3.19461 0.68472,6.26295 0.93095,6.81853 0.24623,0.55558 0.58845,2.60114 0.76049,4.54569 0.17204,1.94454 0.42752,4.21738 0.56775,5.05076 0.23372,1.38907 0.0527,1.62036 -2.17415,2.77792 -1.336,0.69448 -2.54274,1.38096 -2.68163,1.52551 -0.24382,0.25375 -2.97208,1.52667 -3.18049,1.48392 -0.0564,-0.0116 -0.99269,-0.80706 -2.08069,-1.76777 z" id="path5028" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 510.01818,206.30007 c -0.83337,-0.12186 -1.74251,-0.39739 -2.0203,-0.6123 -0.27779,-0.2149 -1.09968,-0.53241 -1.82643,-0.70557 -0.72674,-0.17316 -2.37823,-1.51139 -3.66996,-2.97384 -3.13579,-3.5502 -3.34205,-3.81407 -3.34489,-4.27917 -0.003,-0.40965 -6.08922,-10.01059 -7.04447,-11.11168 -0.29108,-0.33551 -0.52923,-0.75737 -0.52923,-0.93747 0,-0.28736 -2.8136,-4.09326 -3.52334,-4.76595 -0.14655,-0.1389 -1.03789,-1.16168 -1.98077,-2.27285 -5.88619,-6.93681 -8.30136,-9.528 -16.7121,-17.9302 -5.14439,-5.13916 -10.3575,-10.13941 -11.5847,-11.11168 -3.2619,-2.58429 -5.6881,-4.65612 -6.84714,-5.84704 -1.18867,-1.22135 -6.90106,-5.13436 -8.20803,-5.62252 -1.75219,-0.65446 -9.47588,-5.67483 -12.5185,-8.13697 -1.11835,-0.90499 -15.97495,-9.6879 -16.38743,-9.6879 -0.24235,0 -0.51639,-0.18872 -0.60899,-0.41939 -0.25443,-0.63381 -8.24456,-4.96796 -11.78512,-6.3927 -1.11116,-0.44714 -2.44586,-1.04855 -2.96598,-1.33647 -0.52012,-0.28791 -2.22475,-0.6354 -3.78807,-0.77219 -3.1285,-0.27376 -5.11524,-1.02936 -5.11524,-1.94545 0,-1.25983 1.85984,-2.26578 4.18908,-2.26578 1.89088,0 2.67998,0.29696 4.09837,1.54232 0.96613,0.84828 2.57055,1.67441 3.56537,1.83584 0.99483,0.16144 1.93031,0.49018 2.07885,0.73053 0.14855,0.24035 0.68296,0.437 1.18758,0.437 0.50463,0 2.25267,0.58945 3.88453,1.30988 8.32993,3.67751 9.15678,4.05131 16.09902,7.27813 7.24422,3.36718 11.03582,5.10563 12.12183,5.55786 0.55559,0.23136 2.75385,1.2343 4.88504,2.22876 2.13118,0.99446 4.11018,1.80811 4.39777,1.80811 0.60782,0 8.37513,4.04716 11.38768,5.93356 1.13187,0.70875 3.58002,2.27742 5.44033,3.48592 1.86031,1.2085 3.52539,2.19728 3.70017,2.19728 0.33857,0 6.08777,4.31377 7.24188,5.43376 0.37806,0.36688 2.42362,1.99384 4.54569,3.61546 4.60475,3.51879 19.2462,18.51016 24.95218,25.5485 1.59804,1.9712 5.04483,7.09484 6.28585,9.34391 1.97495,3.57915 2.934,5.04446 3.30366,5.04757 0.20835,0.002 0.37881,0.25459 0.37881,0.56186 0,0.30726 0.62503,1.38776 1.38896,2.4011 0.76393,1.01335 1.66604,2.29612 2.00469,2.85061 0.33866,0.55449 1.66916,2.70293 2.95668,4.77433 l 2.34094,3.76617 -1.11859,0.90578 c -0.89214,0.72241 -1.95083,0.89047 -5.22952,0.83011 -2.26101,-0.0416 -4.79278,-0.17538 -5.62616,-0.29723 z" id="path5030" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 540.5753,156.2709 c -0.69448,-0.46839 -1.58812,-1.29256 -1.98587,-1.83149 -0.85994,-1.16519 -4.3762,-4.67661 -6.11987,-6.11146 -1.90087,-1.5642 -6.27785,-4.18316 -11.84478,-7.08729 -2.77791,-1.44917 -7.09632,-3.71757 -9.59644,-5.04088 -2.50013,-1.32331 -8.75045,-4.55306 -13.8896,-7.17722 -5.13915,-2.62417 -9.5712,-4.93816 -9.84899,-5.14222 -0.27779,-0.20405 -1.6415,-0.78301 -3.03046,-1.28657 -1.38896,-0.50356 -2.75266,-1.08636 -3.03045,-1.2951 -0.48877,-0.36728 -7.6994,-4.21216 -13.38453,-7.13694 -1.52785,-0.78603 -3.03604,-1.43 -3.35153,-1.43104 -0.31548,-0.001 -1.22462,-0.34143 -2.0203,-0.7564 -0.79568,-0.41498 -1.83103,-0.75591 -2.30077,-0.75762 -0.46974,-0.002 -0.99455,-0.23039 -1.16623,-0.50819 -0.41244,-0.66733 3.43683,-0.63835 6.06091,0.0456 1.11117,0.28963 2.81581,0.7149 3.78808,0.94504 0.97227,0.23015 3.69968,0.91953 6.06091,1.53197 2.36123,0.61245 5.6249,1.30443 7.25259,1.53774 1.72585,0.24738 3.76247,0.95561 4.88592,1.69908 1.05956,0.70118 3.28685,1.73315 4.94952,2.29327 1.66268,0.56011 3.66878,1.28217 4.458,1.60457 0.78922,0.3224 2.23044,0.91054 3.20271,1.30697 3.39312,1.38352 3.81477,1.5716 7.82868,3.49204 2.22234,1.06327 4.15425,2.05279 4.29315,2.19894 0.1389,0.14616 1.38896,0.81543 2.77792,1.48728 1.38896,0.67185 2.64687,1.4013 2.79535,1.621 0.14848,0.2197 2.42132,1.46549 5.05076,2.76841 2.62944,1.30293 6.07042,3.3575 7.64662,4.56572 1.57621,1.20822 3.02601,2.19676 3.22178,2.19676 0.19578,0 1.19512,0.73867 2.22077,1.6415 2.85816,2.51588 4.14332,3.52912 6.56641,5.17703 2.1669,1.47368 7.23286,6.17368 8.57436,7.95495 0.53268,0.70729 0.54005,1.03524 0.0369,1.6415 -0.92828,1.11851 -8.38608,1.00999 -10.10152,-0.14699 l -2e-5,0 z" id="path5032" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 210.0313,646.12845 c -5.83363,-0.22775 -23.67545,-0.62208 -39.64849,-0.8763 -22.86466,-0.3639 -30.1699,-0.64117 -34.34518,-1.30357 -8.48308,-1.34581 -12.4516,-1.70182 -19.44544,-1.74444 -6.70573,-0.0409 -17.661049,-1.21513 -18.64603,-1.99862 -0.300778,-0.23924 -1.097621,-0.60426 -1.770763,-0.81114 -0.673143,-0.20689 -1.468638,-0.57984 -1.767767,-0.8288 -0.29913,-0.24895 -1.033229,-0.85372 -1.63133,-1.34393 -1.78489,-1.46293 -3.28965,-4.85231 -3.112016,-7.00963 0.140292,-1.7038 0.306472,-1.92033 1.421554,-1.85227 1.434204,0.0875 5.306747,1.05634 6.81853,1.70581 0.555584,0.23868 2.714782,0.58544 4.798222,0.77059 2.08344,0.18514 4.07494,0.56879 4.42556,0.85255 0.35061,0.28376 3.25484,0.63143 6.45384,0.7726 3.19899,0.14117 5.93706,0.45198 6.08458,0.69068 0.50297,0.81381 8.01428,0.49378 9.85373,-0.41983 2.25326,-1.11914 2.73715,-1.63821 3.18292,-3.41428 0.35092,-1.39818 2.16079,-4.02136 4.71817,-6.8384 0.62789,-0.69165 1.14162,-1.41409 1.14162,-1.60543 0,-0.19134 0.32856,-0.67645 0.73014,-1.07803 0.64637,-0.64637 2.02417,-3.03682 5.15171,-8.93808 0.51517,-0.97206 1.07866,-1.8812 1.25219,-2.0203 0.17353,-0.13911 0.74734,-1.04842 1.27513,-2.02069 1.77682,-3.27316 2.8139,-4.54569 3.70463,-4.54569 1.04594,0 7.43441,2.06378 8.75052,2.82684 0.7282,0.4222 0.81635,0.7788 0.434,1.75567 -0.2639,0.67423 -0.87644,2.24865 -1.36121,3.49871 -1.00289,2.5861 -2.12081,5.33685 -2.7711,6.81853 -0.24384,0.55559 -0.91032,2.07729 -1.48107,3.38156 -0.57075,1.30427 -1.03773,2.71138 -1.03773,3.12692 0,0.41553 -0.22069,0.89191 -0.49043,1.05862 -0.26974,0.16671 -0.64063,1.43528 -0.82419,2.81906 -0.18357,1.38378 -0.53108,2.63792 -0.77226,2.78697 -0.24117,0.14906 -0.4385,1.31574 -0.4385,2.59264 0,2.94316 1.46475,4.96217 4.99318,6.88258 l 2.58928,1.40926 24.36677,0.48064 c 24.15561,0.47648 36.50875,1.02832 43.81221,1.9572 2.08344,0.26498 6.35026,0.49176 9.48182,0.50396 l 5.69376,0.0222 -0.82735,1.26269 -0.82735,1.2627 -9.66463,-0.0877 c -5.31554,-0.0483 -14.4376,-0.27406 -20.27123,-0.5018 z" id="path5034" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 344.88667,652.24727 c -2.50013,-0.20437 -11.36422,-0.39634 -19.69798,-0.4266 -8.33376,-0.0303 -19.05943,-0.20324 -23.83483,-0.38439 l -8.68255,-0.32936 1.1064,-1.96931 c 0.60852,-1.08313 1.94029,-2.88399 2.95949,-4.00193 1.7172,-1.88357 1.93943,-1.98341 3.03046,-1.36159 1.71662,0.97837 63.60201,0.74206 67.45574,-0.25759 l 2.62458,-0.68081 0.77697,1.63735 c 0.42734,0.90054 2.0188,2.7723 3.53658,4.15947 l 2.7596,2.52213 -2.12764,0.31444 c -7.94302,1.17391 -20.93132,1.51187 -29.90682,0.77819 z" id="path5036" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 378.19538,643.80604 c -0.62803,-0.43856 -1.78122,-2.92349 -2.98491,-6.43199 -0.47652,-1.38896 -1.05799,-2.89514 -1.29215,-3.34708 -0.23416,-0.45194 -0.58457,-1.702 -0.77869,-2.77792 -0.19412,-1.07592 -0.53026,-2.1835 -0.74697,-2.46129 -0.21671,-0.27779 -0.55764,-1.41422 -0.75761,-2.52538 -0.19998,-1.11117 -0.53997,-2.24759 -0.75555,-2.52539 -0.21557,-0.27779 -0.55553,-1.64149 -0.75547,-3.03045 -0.19993,-1.38896 -0.53547,-2.75267 -0.74563,-3.03046 -0.66751,-0.8823 -1.11023,-11.0649 -0.73368,-16.87469 l 0.36303,-5.6012 3.47055,0 3.47056,0 0,5.5872 c 0,5.18758 0.54378,8.34628 2.03795,11.83793 0.23775,0.55558 0.87224,2.03293 1.40997,3.28299 0.98516,2.29019 2.68346,7.28451 4.37961,12.87945 1.35772,4.47855 1.26538,10.17271 -0.20349,12.5494 -1.57727,2.55208 -3.79819,3.57173 -5.37752,2.46888 z" id="path5038" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 387.64024,648.86454 c 2.42721,-2.56133 3.4609,-4.18651 3.4609,-5.44126 0,-0.57729 0.28411,-1.65263 0.63135,-2.38966 l 0.63134,-1.34005 7.82869,-0.21447 c 17.52597,-0.48013 36.72425,-1.40407 38.38579,-1.84736 0.97228,-0.25939 3.6537,-0.55699 5.95871,-0.66133 l 4.19094,-0.1897 1.23863,2.61825 c 0.68125,1.44004 1.23863,2.74099 1.23863,2.891 0,0.45735 -8.08933,1.80842 -17.42513,2.91032 -2.22234,0.2623 -4.94975,0.69923 -6.06092,0.97096 -1.11116,0.27172 -3.49765,0.62992 -5.3033,0.79599 -1.80564,0.16606 -4.53306,0.50927 -6.06091,0.76268 -5.52813,0.91688 -26.169,3.02867 -29.60263,3.02867 -0.71471,0 -0.5265,-0.40149 0.88791,-1.89404 z" id="path5040" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 495.4966,624.07236 c -1.50842,-3.4189 -1.34672,-3.61836 2.93325,-3.61836 2.08344,0 3.78807,0.20481 3.78807,0.45514 0,0.65928 -4.60565,5.1007 -5.28931,5.1007 -0.31746,0 -0.96187,-0.87187 -1.43201,-1.93748 z" id="path5042" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 506.79816,697.58834 c 0.43569,-0.33841 1.31489,-1.66805 1.95378,-2.95476 2.10334,-4.2361 2.96078,-4.95453 6.59797,-5.52824 1.80564,-0.28482 4.87398,-0.83482 6.81853,-1.22223 5.83773,-1.16304 10.27062,-1.76176 16.92005,-2.2853 3.4724,-0.27339 7.56352,-0.70709 9.09138,-0.96377 3.04017,-0.51075 8.08122,-0.68998 8.08122,-0.28733 0,0.1392 -0.90226,1.1287 -2.00501,2.19889 -1.34316,1.30349 -2.96872,2.23401 -4.92449,2.81892 -1.60572,0.48022 -3.26042,1.00171 -3.67711,1.15887 -0.41668,0.15715 -3.03045,0.91617 -5.80837,1.68672 -2.77792,0.77054 -6.30083,1.77977 -7.82869,2.24274 -3.25351,0.98586 -5.51316,1.47311 -10.35406,2.23263 -7.9908,1.25373 -10.49985,1.54949 -13.01509,1.5342 -2.17558,-0.0132 -2.50236,-0.12473 -1.85011,-0.63134 z" id="path5044" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 263.31685,707.32712 c -14.58408,-0.1389 -25.49373,-0.41327 -24.24366,-0.60971 2.61955,-0.41166 5.81733,-1.87082 7.42875,-3.38976 1.22603,-1.15567 2.19403,-1.32801 2.98975,-0.53228 0.87142,0.87141 78.77363,-0.59942 80.8978,-1.5274 0.6381,-0.27876 3.13823,-0.52663 5.55584,-0.55082 2.4176,-0.0242 6.44121,-0.24669 8.94134,-0.49444 2.50012,-0.24775 8.6368,-0.6845 13.63705,-0.97055 5.00026,-0.28605 9.77323,-0.75547 10.60661,-1.04316 0.95131,-0.32839 9.59802,-0.52709 23.2335,-0.53389 22.37216,-0.0112 30.80135,-0.36498 40.40611,-1.69606 11.61852,-1.61017 19.60768,-2.30294 32.07234,-2.78114 7.08369,-0.27177 13.67344,-0.72678 14.64388,-1.01114 2.90262,-0.85053 4.93336,-0.60788 7.2107,0.86162 3.24779,2.09569 3.95949,2.50541 6.54569,3.7683 1.31387,0.64159 2.39347,1.31833 2.39911,1.50388 0.0236,0.77624 -20.5856,1.8008 -37.77738,1.87803 -7.51042,0.0337 -13.17902,0.26758 -13.73795,0.56671 -0.58041,0.31063 -10.66404,0.62224 -25.85196,0.79889 -14.41192,0.16763 -25.45955,0.50008 -26.22789,0.78925 -0.73013,0.27479 -9.48058,0.70366 -19.44544,0.95303 -21.05148,0.52683 -34.65756,1.2454 -36.80575,1.94383 -0.83337,0.27095 -4.81085,0.62871 -8.83883,0.79503 -4.02799,0.16632 -9.93738,0.52041 -13.13199,0.78688 -8.07484,0.67353 -19.74491,0.78788 -50.50762,0.4949 z" id="path5046" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 218.75679,707.04542 c -0.15494,-0.15494 -3.6589,-0.60695 -7.78659,-1.00448 -4.12769,-0.39752 -10.34595,-1.0763 -13.81834,-1.50839 -3.4724,-0.4321 -9.3818,-1.08371 -13.13199,-1.44803 -3.75019,-0.36433 -6.81853,-0.72504 -6.81853,-0.80159 0,-0.0765 -2.50013,-0.43474 -5.55584,-0.79598 -6.89521,-0.81515 -11.58659,-1.55943 -13.88959,-2.20357 -8.40835,-2.35178 -11.68478,-3.71513 -13.34979,-5.55494 -0.87248,-0.96408 -0.87653,-1.1137 -0.0757,-2.80127 0.4653,-0.98054 0.9204,-1.7828 1.01133,-1.7828 0.57125,0 4.72392,1.69556 8.50954,3.47451 2.43602,1.14473 4.76877,2.08133 5.18389,2.08133 0.41512,0 1.14942,0.22007 1.63179,0.48904 0.93695,0.52245 5.62677,1.27327 12.99886,2.08104 2.50013,0.27395 5.68211,0.72205 7.07107,0.99578 1.38896,0.27373 5.02551,0.7179 8.08122,0.98705 3.05571,0.26914 8.73782,0.83794 12.6269,1.264 3.88909,0.42606 10.00873,1.01848 13.59921,1.3165 5.99896,0.49793 6.64248,0.65043 7.93886,1.88125 2.21126,2.09947 2.8761,2.6021 3.44189,2.6021 0.28952,0 0.5264,0.22728 0.5264,0.50507 0,0.52493 -7.68357,0.73437 -8.19457,0.22338 z" id="path5048" inkscape:connector-curvature="0" /> </g> </svg> </div>
					
					<div class="zoomcontrols">
						<div id="zoom-in"><i aria-hidden="true" class="fas fa-search-plus"></i></div>
						<div id="reset"><i aria-hidden="true" class="fas fa-sync"></i> 100%</div>
						<div id="zoom-out"><i aria-hidden="true" class="fas fa-search-minus"></i></div>
					</div>	
					
                    <div class="controlbtns">
					   <a id="random-color-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-random"></i><span class="controlslinktext">Auto</span></div>
						</a>						
						<a id="coloring-undo-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-undo"></i><span class="controlslinktext">Undo</span></div>
                        </a>
                        <a id="coloring-reset-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="far fa-trash-alt"></i><span class="controlslinktext">Reset</span></div>
                        </a>
                        <a href="" onclick="printDiv();return false;">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-save"></i><span class="controlslinktext">Print</span></div>
                        </a>
						<a id="coloring-fullscreen-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-expand"></i><span class="controlslinktext">Expand</span></div>
						</a>
                        <div class="btncontrols zoombtn"><i aria-hidden="true" class="fas fa-search-plus"></i><span class="controlslinktext">Zoom</span></div>						
						
                    </div>
                </div>
            </div>
			
            <!-- Phần bên phải -->
            <div id="coloring-right">
                <center><h3 class="coloring-h3">BẢNG TRỘN MÀU</h3></center>
                <div class="coloring-picker">
                    <center><div id='box1' class='box'><div id='customcolor1' class='customcolorx' style='background: #ffffff; fill: #ffffff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker1' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box2' class='box'><div id='customcolor2' class='customcolorx' style='background: #000000; fill: #000000;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker2' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box3' class='box'><div id='customcolor3' class='customcolorx' style='background: #00ff00; fill: #00ff00;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker3' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box4' class='box'><div id='customcolor4' class='customcolorx' style='background: #0000ff; fill: #0000ff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker4' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div>
					</center>
                    <div class="coloring-palette-64" style="display: inline-block;"><div id="color01" class="basiccolor" style="background: #FF0000; fill: #FF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color02" class="basiccolor" style="background: #DF0000; fill: #DF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color03" class="basiccolor" style="background: #AF102E; fill: #AF102E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color04" class="basiccolor" style="background: #550E2B; fill: #550E2B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color05" class="basiccolor" style="background: #9C2B3B; fill: #9C2B3B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color06" class="basiccolor" style="background: #E45761; fill: #E45761;" x="0" y="0" onclick="selected(this.id)"></div><div id="color07" class="basiccolor" style="background: #FF9792; fill: #FF9792;" x="0" y="0" onclick="selected(this.id)"></div><div id="color08" class="basiccolor" style="background: #FFD5CF; fill: #FFD5CF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color09" class="basiccolor" style="background: #FFE1B5; fill: #FFE1B5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color10" class="basiccolor" style="background: #EFAF79; fill: #EFAF79;" x="0" y="0" onclick="selected(this.id)"></div><div id="color11" class="basiccolor" style="background: #F66D1E; fill: #F66D1E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color12" class="basiccolor" style="background: #8D4131; fill: #8D4131;" x="0" y="0" onclick="selected(this.id)"></div><div id="color13" class="basiccolor" style="background: #492917; fill: #492917;" x="0" y="0" onclick="selected(this.id)"></div><div id="color14" class="basiccolor" style="background: #97530F; fill: #97530F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color15" class="basiccolor" style="background: #DD8C00; fill: #DD8C00;" x="0" y="0" onclick="selected(this.id)"></div><div id="color16" class="basiccolor" style="background: #FBC800; fill: #FBC800;" x="0" y="0" onclick="selected(this.id)"></div><div id="color17" class="basiccolor" style="background: #FFFF8F; fill: #FFFF8F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color18" class="basiccolor" style="background: #E4FCA2; fill: #E4FCA2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color19" class="basiccolor" style="background: #AFE356; fill: #AFE356;" x="0" y="0" onclick="selected(this.id)"></div><div id="color20" class="basiccolor" style="background: #6CB328; fill: #6CB328;" x="0" y="0" onclick="selected(this.id)"></div><div id="color21" class="basiccolor" style="background: #38741A; fill: #38741A;" x="0" y="0" onclick="selected(this.id)"></div><div id="color22" class="basiccolor" style="background: #0E3E12; fill: #0E3E12;" x="0" y="0" onclick="selected(this.id)"></div><div id="color23" class="basiccolor" style="background: #177578; fill: #177578;" x="0" y="0" onclick="selected(this.id)"></div><div id="color24" class="basiccolor" style="background: #00BC9F; fill: #00BC9F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color25" class="basiccolor" style="background: #6BECBD; fill: #6BECBD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color26" class="basiccolor" style="background: #C9FCCC; fill: #C9FCCC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color27" class="basiccolor" style="background: #D8E0FF; fill: #D8E0FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color28" class="basiccolor" style="background: #A6ADFF; fill: #A6ADFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color29" class="basiccolor" style="background: #6E6AFF; fill: #6E6AFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color30" class="basiccolor" style="background: #3E32D5; fill: #3E32D5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color31" class="basiccolor" style="background: #2D1A71; fill: #2D1A71;" x="0" y="0" onclick="selected(this.id)"></div><div id="color32" class="basiccolor" style="background: #3257BE; fill: #3257BE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color33" class="basiccolor" style="background: #409DEF; fill: #409DEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color34" class="basiccolor" style="background: #70DBFF; fill: #70DBFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color35" class="basiccolor" style="background: #BFFFFF; fill: #BFFFFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color36" class="basiccolor" style="background: #FFCDFF; fill: #FFCDFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color37" class="basiccolor" style="background: #EE82EE; fill: #EE82EE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color38" class="basiccolor" style="background: #B44CEF; fill: #B44CEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color39" class="basiccolor" style="background: #652BBC; fill: #652BBC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color40" class="basiccolor" style="background: #480E55; fill: #480E55;" x="0" y="0" onclick="selected(this.id)"></div><div id="color41" class="basiccolor" style="background: #941887; fill: #941887;" x="0" y="0" onclick="selected(this.id)"></div><div id="color42" class="basiccolor" style="background: #FF00FF; fill: #FF00FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color43" class="basiccolor" style="background: #E444C3; fill: #E444C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color44" class="basiccolor" style="background: #FF91E2; fill: #FF91E2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color45" class="basiccolor" style="background: #4B0082; fill: #4B0082;" x="0" y="0" onclick="selected(this.id)"></div><div id="color46" class="basiccolor" style="background: #663399; fill: #663399;" x="0" y="0" onclick="selected(this.id)"></div><div id="color47" class="basiccolor" style="background: #9370DB; fill: #9370DB;" x="0" y="0" onclick="selected(this.id)"></div><div id="color48" class="basiccolor" style="background: #6A5ACD; fill: #6A5ACD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color49" class="basiccolor" style="background: #483D8B; fill: #483D8B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color50" class="basiccolor" style="background: #8A2BE2; fill: #8A2BE2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color51" class="basiccolor" style="background: #800080; fill: #800080;" x="0" y="0" onclick="selected(this.id)"></div><div id="color52" class="basiccolor" style="background: #9400D3; fill: #9400D3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color53" class="basiccolor" style="background: #9932CC; fill: #9932CC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color54" class="basiccolor" style="background: #8B008B; fill: #8B008B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color55" class="basiccolor" style="background: #5270C3; fill: #5270C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color56" class="basiccolor" style="background: #C873B9; fill: #C873B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color57" class="basiccolor" style="background: #4EA15E; fill: #4EA15E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color58" class="basiccolor" style="background: #B9A264; fill: #B9A264;" x="0" y="0" onclick="selected(this.id)"></div><div id="color59" class="basiccolor" style="background: #4CA6A8; fill: #4CA6A8;" x="0" y="0" onclick="selected(this.id)"></div><div id="color60" class="basiccolor" style="background: #A64D4E; fill: #A64D4E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color61" class="basiccolor" style="background: #80B954; fill: #80B954;" x="0" y="0" onclick="selected(this.id)"></div><div id="color62" class="basiccolor" style="background: #7E60B9; fill: #7E60B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color63" class="basiccolor" style="background: #7CA668; fill: #7CA668;" x="0" y="0" onclick="selected(this.id)"></div><div id="color64" class="basiccolor" style="background: #B97E9B; fill: #B97E9B;" x="0" y="0" onclick="selected(this.id)"></div>
                    </div>
                </div>
            </div>
        </section>
		<script>
			document.addEventListener("DOMContentLoaded", function (event) {
				jQuery("#printbtnmob").click(function () {
					printDiv();
					return false;
				});				
				jQuery("#random-color-button").click(function () {
					randomColor();
					return false;
				});
			});
					
			document.addEventListener("DOMContentLoaded", function () {
				const coloringFullscreenButton = document.getElementById("coloring-fullscreen-button");
				coloringFullscreenButton.addEventListener("click", toggleFullscreen);

				function toggleFullscreen() {
					const coloring = document.getElementById("coloring");

					if (!document.fullscreenElement && !document.webkitFullscreenElement && !document.msFullscreenElement) {
						if (coloring.requestFullscreen) {
							coloring.requestFullscreen();
						} else if (coloring.webkitRequestFullscreen) { /* Safari */
							coloring.webkitRequestFullscreen();
						} else if (coloring.msRequestFullscreen) { /* IE/Edge */
							coloring.msRequestFullscreen();
						}
					} else {
						if (document.exitFullscreen) {
							document.exitFullscreen();
						} else if (document.webkitExitFullscreen) { /* Safari */
							document.webkitExitFullscreen();
						} else if (document.msExitFullscreen) { /* IE/Edge */
							document.msExitFullscreen();
						}
					}
				}

				document.addEventListener("fullscreenchange", function () {
					updateFullscreenButton();
				});

				function updateFullscreenButton() {
					const isFullscreen = document.fullscreenElement || document.webkitFullscreenElement || document.msFullscreenElement;
					const fullscreenButtonText = isFullscreen ? "Exit" : "Expand";
					coloringFullscreenButton.querySelector(".controlslinktext").textContent = fullscreenButtonText;
				}
			});
		</script>
		
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/jquery-2.1.4.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-min.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/hammer.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/tomau.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-preload.js"></script>

		<script>
			function randomColor() {
				var colors = ["#dfeae4", "#a6cfd0", "#7b95a0", "#505d6d", "#353234", "#665d5b", "#998d86", "#cdbfb3", "#eae6da", "#eeb3b7", "#ff0000", "#df0000", "#af102e", "#550e2b", "#9c2b3b", "#e45761", "#ff9792", "#ffd5cf", "#ffe1b5", "#efaf79", "#f66d1e", "#8d4131", "#492917", "#97530f", "#dd8c00", "#fbc800", "#ffff8f", "#e4fca2", "#afe356", "#6cb328", "#38741a", "#0e3e12", "#177578", "#00bc9f", "#6becbd", "#c9fccc", "#d8e0ff", "#a6adff", "#6e6aff", "#3e32d5", "#2d1a71", "#3257be", "#409def", "#70dbff", "#bfffff", "#ffcdff", "#ee82ee", "#b44cef", "#652bbc", "#480e55", "#941887", "#ff00ff", "#e444c3", "#ff91e2"];

				var elements = document.querySelectorAll("#coloring-area svg path");

				elements.forEach(function (element) {
					var randomColor = colors[Math.floor(Math.random() * colors.length)];
					var previousFill = element.style.fill;

					// Track the change in coloringSteps
					var coloringStep = {
						target: element,
						previousFill: element.getAttribute("style")
					};

					element.style.fill = randomColor;
					ColoringBookHandler.coloringSteps.push(coloringStep);
				});
			}

			document.addEventListener("DOMContentLoaded", (event) => {
				document.querySelectorAll(".farba").forEach(input => {
					input.addEventListener("change", (event) => {
						let selectedColor = event.target.value;
						let previousDiv = event.target.previousElementSibling;

						if (previousDiv && previousDiv.classList.contains("customcolorx")) {
							previousDiv.classList.add("selectioncustomcolor");
						}

						ColoringBookHandler.currentFill = "fill:${selectedColor}";

						// Optionally, if you want to call the handlePaletteClick to simulate the same behavior
						ColoringBookHandler.handlePaletteClick({
							target: previousDiv
						});
					});
				});
			});
		
		
			function selected(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}	
			
			
			function selected_bk(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}

			function printDiv() {
				var divContents = document.getElementById("coloring-area").innerHTML;
				var a = window.open("", "", "height=1000, width=900");
				a.document.write(
					"<html><head><style>#tomauonline {position: absolute !important;top: 100pt; left: 42px; transform: scale(0.95); width: 750px !important;height:750px !important; }  g.svg-pan-zoom_viewportxxx  {transform: matrix(0.90, 0, 0, 0.90, 0, 16) !important}   @page {margin:  0cm !important;} #svg-pan-zoom-controls {display:none !important;visibility: hidden !important;} } </style></head>"
				);
				a.document.write("<body data-rsssl=1 ><div>");
				a.document.write('<div style="position: absolute; width: 100%; height: auto;text-align: center;  top: 50px;" ><img decoding="async"  src="https://tapve.com/wp-content/plugins/svgcoloringbook/img/logo.png" style="width:auto; height: 80px;" alt="TAPVE""></div>');
				a.document.write(divContents);
				a.document.write(
					'<div class="logo" style="position: absolute; width: 100%; height: auto;text-align: center;  bottom: 50px;font-family: Arial, Helvetica, sans-serif;" >© 2024 www.tapve.com <br /><br />SÁCH TÔ MÀU TRỰC TUYẾN CHO BÉ !</div>'
				);
				a.document.write("</div></body></html>");
				a.document.close();
				a.print();
			}
					let colorPicker1 = document.getElementById("colorPicker1");
					let box1 = document.getElementById("box1");
					let customcolor1 = document.getElementById("customcolor1");

					box1.style.borderColor = colorPicker1.value;

					colorPicker1.addEventListener(
						"input",
						function (event) {
							box1.style.borderColor = event.target.value;
							customcolor1.style.background = event.target.value;
							customcolor1.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker2 = document.getElementById("colorPicker2");
					let box2 = document.getElementById("box2");
					let customcolor2 = document.getElementById("customcolor2");

					box2.style.borderColor = colorPicker2.value;

					colorPicker2.addEventListener(
						"input",
						function (event) {
							box2.style.borderColor = event.target.value;
							customcolor2.style.background = event.target.value;
							customcolor2.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker3 = document.getElementById("colorPicker3");
					let box3 = document.getElementById("box3");
					let customcolor3 = document.getElementById("customcolor3");

					box3.style.borderColor = colorPicker3.value;

					colorPicker3.addEventListener(
						"input",
						function (event) {
							box3.style.borderColor = event.target.value;
							customcolor3.style.background = event.target.value;
							customcolor3.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker4 = document.getElementById("colorPicker4");
					let box4 = document.getElementById("box4");
					let customcolor4 = document.getElementById("customcolor4");

					box4.style.borderColor = colorPicker4.value;

					colorPicker4.addEventListener(
						"input",
						function (event) {
							box4.style.borderColor = event.target.value;
							customcolor4.style.background = event.target.value;
							customcolor4.style.fill = event.target.value;
						},
						false
					);
				
			$(function (f) {
				$(".zoombtn").click(function (x) {
					$(".zoomcontrols").toggleClass("zoomshow");
				});
			});
			
		</script></p>
]]></content:encoded>
					
					<wfw:commentRss>https://tapve.com/truc-thang-3/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Xe chở cát</title>
		<link>https://tapve.com/xe-cho-cat/</link>
					<comments>https://tapve.com/xe-cho-cat/#respond</comments>
		
		<dc:creator><![CDATA[Tập Vẽ]]></dc:creator>
		<pubDate>Fri, 17 May 2024 11:45:24 +0000</pubDate>
				<category><![CDATA[Phương tiện giao thông]]></category>
		<guid isPermaLink="false">http://localhost/chatgpt4/xe-cho-cat/</guid>

					<description><![CDATA[Tô màu bức tranh: Xe chở cát]]></description>
										<content:encoded><![CDATA[<p>Chào mừng bạn đến với trang tô màu trực tuyến! Hôm nay, chúng ta sẽ cùng nhau thả hồn sức sáng tạo và tô màu một bức tranh đặc biệt: <strong>Xe chở cát</strong>.</p>
<p>Bức tranh &#8220;Xe chở cát&#8221; mô tả một chiếc xe tải lớn đầy cát màu nâu được vẽ chi tiết và sống động. Trên nền nền xanh của đồng cỏ và bầu trời xanh đẹp mắt, chiếc xe tải nổi bật và thu hút ánh nhìn. Cát được tô màu một cách tỉ mỉ, tạo cảm giác thật sự như là cát thật đang được vận chuyển. Bức tranh mang đến cảm giác hứng khởi và sự hoạt bát, thích hợp để trang trí cho không gian sôi động và năng động. .</p>
<p>Hãy thả hồn mình vào không gian màu sắc và bắt đầu tô màu cho <strong>Xe chở cát</strong>. Bạn có thể lựa chọn từ bảng màu đa dạng để tạo ra một bức tranh độc đáo và đầy màu sắc. Sử dụng các công cụ như công cụ tự tô để tô màu một cách tự do và sáng tạo.</p>
<p>Hãy để trí tưởng tượng của bạn bay xa và biến bức tranh <strong>Xe chở cát</strong> trở thành một tác phẩm nghệ thuật độc đáo mang lại niềm vui và sự sảng khoái cho mỗi người tham gia.</p>
<p>Chắc chắn bạn sẽ tìm thấy niềm vui và sự thư giãn trong việc tô màu bức tranh này trên trang tô màu trực tuyến. Và điều tuyệt vời hơn, bạn còn có thể in bức tranh <strong>Xe chở cát</strong> đã tô màu của mình để giữ lại những khoảnh khắc sáng tạo đó!</p>
<p>Tính năng in của trang web cho phép bạn chuyển bức tranh tô màu thành một tệp PDF có thể in ra và treo trên tường hoặc tặng cho bạn bè và gia đình. Việc này giúp bạn lưu giữ những kỷ niệm đẹp đẽ và chia sẻ niềm đam mê tô màu với mọi người xung quanh.</p>
<p>Đương nhiên, trang web cũng cung cấp tính năng in trắng đen, cho phép bạn tải xuống bức tranh <strong>Xe chở cát</strong> ở dạng đen trắng để bạn có thể tô màu bằng bút màu trên giấy!</p>
<p>Vì vậy, hãy bắt đầu ngay hôm nay và thể hiện sự sáng tạo của bạn không chỉ trên màn hình máy tính mà còn trên giấy với tính năng in tiện lợi này!</p>
<p><span id="more-6228"></span><section id="coloring">
            <!-- Phần bên trái -->
			<div id="coloring-left">
                <div>
                    <div id="coloring-area"><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="100%" height="100%" viewBox="0 0 800.00001 800.00001" id="tomauonline" > <g inkscape:label="pozadie" inkscape:groupmode="layer" id="Back" transform="translate(0,-252.36235)" sodipodi:insensitive="true"> <image y="383.46942" x="2.1398137" id="image4884" xlink:href="data:image/png;base64,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" style="image-rendering:optimizeQuality" preserveAspectRatio="none" height="537.53033" width="796.77142" /> </g> <g inkscape:groupmode="layer" id="Color" inkscape:label="podklad"> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 255.50319,578.53503 c 0,-1.41368 -0.74125,-5.61844 -1.64721,-9.34391 -5.08444,-20.90786 -22.37114,-43.59526 -38.25381,-50.205 -3.88909,-1.61849 -8.09126,-3.58241 -9.33816,-4.36426 -5.38126,-3.37425 -8.21045,-23.20835 -9.32049,-65.34142 -0.89367,-33.92067 -0.60872,-31.62333 -6.45261,-52.02286 -3.79341,-13.24182 -20.77117,-41.11052 -31.31394,-51.40128 l -4.53765,-4.42918 2.40738,-3.65204 c 5.8666,-8.89972 11.9976,-31.43147 16.11143,-59.21042 4.23998,-28.63079 5.6618,-36.93431 8.12952,-47.47717 3.16098,-13.50466 12.23035,-35.40542 17.47923,-42.20895 7.50919,-9.7333 24.71505,-17.57293 52.74044,-24.0305 29.18797,-6.72545 106.48291,-8.2111 121.1832,-2.3292 8.56494,3.427 10.84949,10.2121 13.22368,39.27423 1.28846,15.77188 0.6711,93.01728 -1.01723,127.27922 -0.54755,11.11167 -1.51551,69.88714 -2.151,130.61213 -0.63551,60.725 -1.46087,112.54583 -1.83413,115.15739 -0.67395,4.71535 -0.71015,4.75304 -5.21243,5.43105 -2.49356,0.3755 -30.55781,0.71643 -62.36499,0.75761 l -57.83123,0.0749 0,-2.57032 z m 61.10309,-144.15434 c 1.42431,-3.548 1.60234,-6.08235 1.02573,-14.60162 -0.44211,-6.53191 -1.18476,-10.71268 -2.02716,-11.41181 -0.90854,-0.75403 -9.86233,-1.00832 -28.2808,-0.80321 -33.20967,0.36982 -30.81071,-0.99278 -30.81071,17.50046 0,8.99948 0.34855,12.57146 1.26269,12.94032 0.69448,0.28023 13.82762,0.54539 29.18475,0.58926 l 27.92205,0.0798 1.72345,-4.29315 0,-5e-5 z m -3.01932,-85.45149 c 23.89011,-0.46797 43.43656,-0.92269 43.43656,-1.0105 l 0,-73.64771 0,-73.48808 -2.42552,-4.23383 c -4.34636,-7.58674 -7.76523,-7.95259 -55.65825,-5.95599 -29.67483,1.23711 -38.37744,1.92442 -44.5917,3.52178 -14.08508,3.62052 -24.75998,10.39559 -32.58533,20.68103 -5.83389,7.66792 -12.40217,22.1899 -13.76515,30.43372 -0.643,3.88909 -1.78794,9.5712 -2.54431,12.62691 -2.60794,10.53603 -7.36101,33.88154 -9.97469,48.9924 -1.44146,8.33376 -4.01546,20.77716 -5.71999,27.652 -2.11662,8.53695 -2.77086,12.82798 -2.06366,13.53519 0.56951,0.56952 2.76322,1.38906 4.87491,1.82124 4.05261,0.82938 48.82085,0.48602 121.01713,-0.92816 z" id="path4902" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 173.2139,512.47187 -10.06339,-0.56197 -0.80877,-3.53554 c -0.44483,-1.94454 -1.23535,-19.44543 -1.75672,-38.89087 -1.03084,-38.4468 -2.50094,-53.11698 -6.57977,-65.65992 -4.05684,-12.4753 -10.96746,-25.54114 -17.18254,-32.48683 -3.06255,-3.42258 -5.56828,-6.47924 -5.56828,-6.79259 0,-0.31335 1.28447,-1.23395 2.85438,-2.04578 1.56991,-0.81183 6.38986,-4.68734 10.71099,-8.61224 4.32114,-3.92489 8.26471,-7.13617 8.7635,-7.13617 1.82033,0 9.31048,8.73372 15.55592,18.13864 12.07043,18.17671 17.21143,29.50392 21.79739,48.02635 1.59733,6.45152 2.18808,13.88702 2.92938,36.87057 1.23383,38.25443 1.87177,48.80319 3.39862,56.19844 l 1.27922,6.19589 -5.10789,0.61386 c -2.80934,0.33762 -6.24431,0.52977 -7.63327,0.427 -1.38896,-0.10276 -7.05391,-0.43974 -12.58877,-0.74884 z" id="path4904" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 60.291212,526.87678 -21.970818,-0.35907 0.01238,-4.27345 c 0.0068,-2.3504 0.679335,-11.09198 1.494504,-19.42574 0.815168,-8.33375 1.49145,-15.89218 1.502849,-16.79649 0.01711,-1.35734 1.562822,-1.72232 8.85956,-2.0919 13.302035,-0.67378 19.228189,-4.4449 25.083336,-15.96187 2.366745,-4.65534 2.894275,-7.14506 3.254739,-15.36099 0.409685,-9.3378 0.277705,-10.131 -2.768999,-16.64166 -4.059493,-8.67493 -7.279043,-12.88288 -12.265061,-16.03042 -5.016893,-3.16702 -5.017731,-4.68764 -0.0083,-15.03713 6.6097,-13.65562 14.8587,-21.43088 28.11007,-26.4957 8.755539,-3.34646 31.569719,-10.38447 33.762429,-10.41546 2.94258,-0.0416 13.2651,11.19975 17.24136,18.77605 5.32613,10.14829 10.56432,26.6025 11.86287,37.26368 1.23849,10.16804 2.58547,36.8138 3.47241,68.69037 l 0.59023,21.2132 -11.68886,5.49743 c -10.6498,5.00876 -12.55777,5.56928 -21.46385,6.30558 -13.55486,1.12062 -39.061045,1.56881 -65.080858,1.14357 z" id="path4906" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 41.661721,477.87308 c -5.189993,-2.50797 -7.662121,-17.36701 -4.984874,-29.96223 3.162926,-14.8801 12.992603,-27.29113 20.632911,-26.05128 5.209011,0.84531 9.611293,4.85651 13.092034,11.929 7.164066,14.55659 5.869755,27.94386 -3.72858,38.56535 -4.237885,4.68963 -9.288707,6.73464 -16.443283,6.65765 -3.494533,-0.0376 -7.350226,-0.54992 -8.568208,-1.13849 z m 9.414198,-11.83869 c 4.216558,-2.57115 9.467831,-13.04242 9.467831,-18.87927 0,-8.81498 -8.736919,-13.29754 -16.162441,-8.2923 -8.585803,5.78733 -9.308086,25.96388 -1.010152,28.21803 3.91726,1.06413 4.336969,1.00713 7.704762,-1.04646 z" id="path4908" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 42.523149,460.34459 c -0.644764,-1.41511 -1.162314,-3.80159 -1.150112,-5.3033 0.03255,-4.00615 3.470261,-10.91095 6.38219,-12.81891 2.324955,-1.52337 2.788343,-1.52771 5.640484,-0.0528 2.219725,1.14786 3.107429,2.33243 3.107429,4.14659 0,5.13837 -7.622492,16.60134 -11.03933,16.60134 -0.9726,0 -2.295898,-1.15781 -2.940661,-2.57291 z" id="path4910" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 69.130047,584.53904 c -1.111168,-0.22066 -9.298515,-0.77941 -18.194105,-1.24166 -10.277387,-0.53405 -17.260712,-1.36302 -19.15519,-2.27386 -4.006845,-1.92642 -7.214235,-6.94 -8.063697,-12.60462 -1.087244,-7.25026 0.40791,-24.56209 2.549656,-29.52154 3.301613,-7.64524 3.006311,-7.6007 54.985166,-8.29343 25.001273,-0.3332 45.799883,-0.44278 46.219133,-0.24352 0.41926,0.19926 -0.85029,2.03881 -2.82121,4.08788 -5.42903,5.6443 -13.14443,17.55476 -15.62905,24.12695 -1.219,3.22442 -3.27915,10.11592 -4.57812,15.31443 -1.29897,5.19851 -2.65283,9.74419 -3.00859,10.10152 -0.70965,0.71279 -29.05293,1.19347 -32.303993,0.54785 z" id="path4912" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 171.06489,622.44514 c -2.27214,-0.54369 -6.5552,-2.45353 -9.5179,-4.2441 -7.86716,-4.75468 -9.49944,-8.49084 -9.92426,-22.71586 -0.31997,-10.71377 -0.18802,-11.63811 2.25687,-15.81 3.47474,-5.92918 11.08609,-12.4797 15.62274,-13.44532 7.51618,-1.5998 18.53301,-0.86966 23.09077,1.53034 10.63817,5.60179 14.30956,11.65851 15.16992,25.02599 0.5993,9.31132 -1.05137,14.43825 -6.73136,20.9074 -6.53942,7.44799 -19.5434,11.24569 -29.96678,8.75155 z" id="path4914" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 171.38103,659.78557 c -16.033,-1.91725 -34.13781,-10.7723 -45.17736,-22.09625 -8.96816,-9.19917 -11.80082,-13.58225 -15.48312,-23.95763 -2.97582,-8.38477 -3.15491,-9.7167 -3.16449,-23.53497 -0.009,-12.79043 0.28763,-15.47956 2.33882,-21.2132 8.57661,-23.97394 17.95942,-35.34557 36.95659,-44.79008 8.03964,-3.99694 10.63407,-4.74587 21.35101,-6.1634 11.12556,-1.47158 13.21496,-1.4739 23.73858,-0.0264 24.05257,3.30845 29.72235,6.3798 43.53732,23.58444 6.70477,8.34985 10.88603,16.04204 13.32863,24.52041 1.94069,6.7362 2.24085,26.55708 0.54139,35.75028 -1.37718,7.44984 -7.83792,23.13543 -12.1509,29.50032 -5.31648,7.84581 -17.95177,19.65534 -24.32941,22.7394 -11.17038,5.40173 -26.40692,7.49035 -41.48706,5.68704 z m 22.81029,-35.2421 c 5.99052,-3.00545 13.25397,-10.61959 16.17383,-16.95472 1.7208,-3.73355 2.1718,-6.51459 2.08333,-12.84634 -0.20906,-14.96351 -6.07458,-24.98487 -18.08416,-30.89716 -6.05352,-2.98014 -6.87148,-3.11914 -16.30627,-2.77108 -6.93732,0.25593 -11.05081,0.91757 -13.63922,2.19382 -5.38318,2.65426 -11.59708,9.36304 -15.0236,16.22011 -2.58268,5.1684 -2.98516,7.09034 -2.96382,14.15296 0.0433,14.33643 2.57142,21.42621 9.5018,26.64679 7.30607,5.50357 13.80472,7.37693 24.31362,7.00886 7.15685,-0.25067 10.12405,-0.83651 13.94449,-2.75324 z" id="path4916" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 260.65533,433.77663 c -1.74665,-1.19179 -1.03479,-15.24194 0.99627,-19.66342 l 1.30566,-2.84236 24.09031,0.31697 c 20.04486,0.26375 24.2598,0.57142 25.09964,1.8322 1.15416,1.73264 0.84024,18.61705 -0.36858,19.82397 -1.18349,1.18163 -49.43537,1.68435 -51.1233,0.53264 z" id="path4918" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 496.92965,457.18691 c -1.94454,-0.14449 -24.14298,-0.74152 -49.32985,-1.32673 -25.18687,-0.58521 -49.16537,-1.34898 -53.28555,-1.69727 l -7.49123,-0.63324 0,-25.69831 0,-25.69832 85.10535,0.20384 c 84.78341,0.20307 179.83635,-1.15797 214.40488,-3.07002 19.62552,-1.08553 81.93121,-1.16959 86.84368,-0.11717 3.61016,0.77341 6.7696,5.84547 8.45302,13.57019 1.43706,6.59417 3.19122,25.35177 3.19233,34.13612 l 8.4e-4,6.66693 -22.47589,0.61566 c -76.66748,2.10009 -110.75753,2.65515 -182.08,2.96469 -43.89112,0.19049 -81.39304,0.22813 -83.33758,0.0836 z" id="path4920" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 386.82302,486.56022 0,-27.87506 34.59773,0.85348 c 38.21282,0.94266 204.93358,1.13495 301.78307,0.34807 l 62.12438,-0.50475 0.26868,27.47649 0.26868,27.47648 -84.61642,-0.50542 c -46.53903,-0.27799 -89.06629,-0.93727 -94.50502,-1.46506 -13.41001,-1.30136 -26.74846,-1.17201 -57.79161,0.56043 -17.92113,1.00014 -47.84304,1.47282 -94.19673,1.48806 l -67.93276,0.0223 0,-27.87506 z" id="path4922" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 386.04179,549.8994 c 0.29085,-16.21813 0.81198,-29.77067 1.15806,-30.11675 0.34608,-0.34608 12.46869,-0.99434 26.93913,-1.44058 14.47044,-0.44624 26.73953,-1.07687 27.26464,-1.40141 0.52511,-0.32454 14.48335,-0.0422 31.01831,0.62747 23.50155,0.95179 36.34744,0.95031 58.85291,-0.007 15.83414,-0.67337 30.38033,-1.45184 32.32488,-1.72993 2.56198,-0.36639 0.34019,1.10796 -8.06863,5.35425 -8.54308,4.31408 -13.39871,7.55275 -18.40708,12.27739 -10.99127,10.36862 -18.66284,23.60102 -21.3311,36.79328 l -1.27491,6.30332 -46.42236,0.634 c -25.53229,0.3487 -54.55843,0.98483 -64.50251,1.41362 l -18.08016,0.77962 0.52882,-29.4875 z" id="path4924" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 559.74581,653.82857 c -15.81531,-5.56651 -27.4256,-14.59807 -32.74421,-25.47146 -5.15481,-10.53852 -8.04753,-22.57818 -8.56188,-35.63501 -0.60501,-15.35827 1.08557,-23.79324 7.34948,-36.66946 6.65066,-13.67122 15.11998,-21.9591 30.31493,-29.66547 14.33216,-7.2688 19.3346,-8.2871 37.80016,-7.69461 12.2176,0.39202 15.47819,0.83801 19.65681,2.68873 10.76971,4.76992 30.90542,22.56664 35.24193,31.14819 5.73826,11.35546 11.4727,35.51705 10.20722,43.00732 -1.18732,7.02771 -6.1453,20.70706 -9.70636,26.78044 -4.48496,7.64906 -19.05131,22.0116 -27.04916,26.67068 -9.77206,5.69262 -20.71852,7.88795 -39.08208,7.83796 -13.97029,-0.038 -15.61804,-0.24886 -23.42684,-2.99731 z m 40.02251,-31.53808 c 10.95551,-4.0396 17.02375,-13.81703 18.10681,-29.17453 1.04283,-14.78702 -2.57669,-21.94427 -14.75693,-29.18042 -6.20077,-3.68381 -7.43447,-4.0434 -13.87255,-4.0434 -5.49547,0 -8.18294,0.55634 -12.0882,2.50241 -7.5758,3.77519 -16.04174,11.83669 -19.19162,18.2748 -2.49641,5.10249 -2.68162,6.29612 -2.19275,14.13211 0.86472,13.86028 5.16765,20.72872 16.64978,26.57676 8.77055,4.46699 16.96368,4.74032 27.34546,0.91227 z" id="path4926" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 577.21566,618.68158 c -7.28546,-2.51917 -11.29933,-5.74394 -14.14893,-11.36735 -2.09464,-4.13356 -2.49747,-6.36409 -2.49747,-13.82871 0,-6.58636 0.43313,-9.5495 1.66605,-11.39779 2.81919,-4.22632 8.72043,-10.10714 13.42179,-13.37536 3.81759,-2.65384 5.61279,-3.17786 12.12183,-3.53832 6.89224,-0.38169 8.17411,-0.14165 13.08775,2.45078 2.99593,1.58065 6.73717,4.46926 8.31385,6.41913 5.305,6.56066 6.12241,21.22059 1.74551,31.30505 -5.42225,12.49293 -19.75027,18.15971 -33.71038,13.33257 z" id="path4928" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 387.30866,373.20325 c 0.72175,-23.69013 0.75519,-23.96305 3.36424,-27.46345 6.20622,-8.3265 14.13454,-15.11291 21.6651,-18.5447 5.75824,-2.62411 9.71741,-5.50185 16.78693,-12.20161 9.47818,-8.98245 11.7716,-10.35217 23.28268,-13.90524 7.66532,-2.36602 19.70207,-8.40588 26.48246,-13.2885 3.12164,-2.24792 7.51092,-4.07193 13.13199,-5.45714 6.13646,-1.51221 10.37494,-3.35663 15.51419,-6.75115 11.72257,-7.74286 27.60677,-11.64629 47.47717,-11.66717 4.44467,-0.005 11.48259,-0.71809 15.63981,-1.58537 11.37772,-2.37362 20.52837,-0.74046 38.23238,6.82352 6.8708,2.93553 13.14005,4.67467 22.91218,6.35602 16.30174,2.80481 21.38069,5.00762 34.96346,15.16415 5.69419,4.25783 12.9055,9.02998 16.02513,10.60476 8.03983,4.05849 14.96661,9.81894 21.14777,17.58691 2.93815,3.69243 8.36215,8.83652 12.05334,11.43132 12.46771,8.76445 16.38465,12.51103 19.12018,18.28857 1.76146,3.72025 5.51961,8.38597 11.4545,14.2207 5.52726,5.43395 11.44997,12.6751 15.82582,19.34874 l 6.99288,10.66491 -45.05934,1.27341 c -24.78264,0.70037 -49.60503,1.68167 -55.16087,2.18067 -5.55584,0.49901 -71.40941,0.89407 -146.34127,0.87793 l -136.23974,-0.0294 0.72901,-23.92792 z m 23.75802,10.97963 c 0,-1.80084 -3.41563,-5.10804 -5.27552,-5.10804 -1.39694,0 -0.83291,3.32394 0.8864,5.22376 2.18638,2.41593 4.38912,2.35786 4.38912,-0.11572 z m 343.75541,0.60873 c 0.28583,-0.74486 0.12012,-1.99493 -0.36824,-2.77792 -1.0922,-1.75111 -4.30113,-0.10061 -4.80759,2.47272 -0.40674,2.06663 4.39133,2.34956 5.17583,0.3052 z m -300.88895,-3.59125 c 0.85288,-1.37999 -2.96797,-5.5858 -4.31706,-4.75201 -1.79493,1.10933 -1.39603,4.44057 0.59401,4.96062 2.87974,0.75255 3.13796,0.73808 3.72305,-0.20861 z m 90.74577,-1.36791 c 0.6467,-1.85397 -0.2906,-3.78807 -1.83578,-3.78807 -1.77465,0 -2.79675,1.75012 -2.09306,3.58391 0.68979,1.79758 3.32526,1.93452 3.92884,0.20416 z m 71.46253,-1.01015 c 0.008,-0.69448 0.28789,-2.28547 0.6229,-3.53554 0.48994,-1.82824 0.1946,-2.27284 -1.50979,-2.27284 -2.211,0 -3.97808,3.93216 -2.69792,6.0035 0.91746,1.48448 3.56804,1.34021 3.58481,-0.19512 z m 106.58958,-2.8796 c 0.37042,-1.1671 0.17052,-2.62496 -0.44423,-3.23971 -1.51103,-1.51104 -4.63508,1.58803 -3.79849,3.76814 0.87702,2.28548 3.45138,1.96484 4.24272,-0.52843 z m -41.99975,-0.3478 c 0.66626,-0.80279 1.06284,-2.50742 0.8813,-3.78807 l -0.33008,-2.32844 -2.27284,2.27284 c -2.54283,2.54283 -3.00157,5.3033 -0.8813,5.3033 0.76534,0 1.93665,-0.65683 2.60292,-1.45963 z m -109.05033,-6.11651 c 0,-1.85195 -0.53875,-2.52538 -2.02031,-2.52538 -1.48156,0 -2.0203,0.67343 -2.0203,2.52538 0,1.85194 0.53874,2.52538 2.0203,2.52538 1.48156,0 2.02031,-0.67344 2.02031,-2.52538 z m -75.76144,-4.53007 c 0,-2.33153 -2.58841,-4.44201 -4.53283,-3.69587 -1.96324,0.75337 -1.95566,3.10837 0.0164,5.0804 1.87811,1.8781 4.51647,1.0693 4.51647,-1.38453 z m -63.97485,-10.54389 c -0.77827,-2.02813 -3.58583,-2.07033 -4.35516,-0.0655 -0.32252,0.84045 -0.006,2.22697 0.70254,3.08116 1.13507,1.36767 1.46649,1.37549 2.77652,0.0655 0.81818,-0.81818 1.21242,-2.2047 0.8761,-3.08115 z m 93.78839,0.47098 c -0.88312,-2.78246 -4.20605,-2.33583 -3.70115,0.49746 0.19442,1.09103 0.87248,2.30569 1.50678,2.69924 1.73573,1.07692 2.97689,-0.73118 2.19437,-3.1967 z m 127.56822,-0.24626 c 1.65148,-1.65149 1.53321,-4.84874 -0.17936,-4.84874 -1.99547,0 -3.98777,2.73754 -3.29885,4.53283 0.7069,1.84216 1.84829,1.94583 3.47821,0.31591 z m -41.7193,-13.4212 c 0,-2.37048 -3.39618,-3.37287 -4.66171,-1.37592 -1.68234,2.65467 -0.98161,4.03173 1.88379,3.70203 1.99082,-0.22907 2.77792,-0.88815 2.77792,-2.32611 z M 460.37872,338.3383 c 0.22888,-1.93341 -0.13864,-2.70002 -1.2944,-2.70002 -1.9129,0 -3.02582,2.38183 -2.16324,4.62969 0.91274,2.37856 3.09157,1.16258 3.45764,-1.92967 z m 102.26889,-1.79832 c 0.79586,-1.48708 0.81947,-2.44855 0.0784,-3.18968 -1.40935,-1.4093 -4.17705,0.85801 -4.17705,3.42182 0,2.56042 2.68553,2.40832 4.09866,-0.23214 z m 129.07208,-6.59118 c -0.49343,-2.56215 -3.87121,-3.12715 -3.87121,-0.64754 0,2.42559 2.13001,4.61107 3.32722,3.41386 0.49657,-0.49657 0.74136,-1.74142 0.54399,-2.76632 z m -187.32197,-2.97944 c 1.12124,-2.92189 0.63532,-4.46307 -1.40716,-4.46307 -1.57135,0 -2.0203,0.67344 -2.0203,3.03046 0,3.26631 2.34731,4.24743 3.42746,1.43261 z m 154.66141,-1.43261 c 0,-2.19074 -3.94097,-1.88896 -4.36918,0.33457 -0.27626,1.43449 0.17424,1.77469 2.00648,1.51523 1.29949,-0.18401 2.3627,-1.01642 2.3627,-1.8498 z m -39.90102,-8.88934 c 0,-2.3789 -1.90194,-4.22466 -3.65863,-3.55055 -1.71467,0.65798 -1.79617,2.54043 -0.17995,4.15664 1.79364,1.79365 3.83858,1.47076 3.83858,-0.60609 z M 586.32815,313.92 c 0,-1.09595 -0.7383,-2.13482 -1.64066,-2.3086 -1.75074,-0.33716 -3.3121,2.34795 -2.30905,3.97092 1.02933,1.66548 3.94971,0.43637 3.94971,-1.66232 z m -44.44671,-2.52538 c 0,-1.57565 -0.6526,-2.62339 -1.76777,-2.83816 -1.38118,-0.26599 -1.76777,0.35467 -1.76777,2.83816 0,2.48349 0.38659,3.10414 1.76777,2.83815 1.11517,-0.21476 1.76777,-1.26251 1.76777,-2.83815 z m -54.04316,-0.88647 c 0,-1.04314 -0.65016,-2.43619 -1.44478,-3.09568 -1.1561,-0.95948 -1.67004,-0.77818 -2.5721,0.90734 -1.36305,2.54689 -0.58885,4.08496 2.05619,4.08496 1.24463,0 1.96069,-0.69266 1.96069,-1.89662 z m 153.3394,-13.66203 c -0.36906,-2.57039 -3.3468,-3.33779 -4.21118,-1.08528 -0.3457,0.9009 -0.14392,2.54355 0.44842,3.65035 0.87732,1.63926 1.35387,1.78254 2.57051,0.77283 0.82144,-0.68174 1.35795,-2.18379 1.19225,-3.3379 z m -52.35969,-10.63891 c 0.57513,-1.07464 1.04569,-3.15353 1.04569,-4.61975 0,-3.51615 -3.12104,-3.0529 -4.42571,0.65688 -1.66811,4.74328 1.17707,8.07911 3.38002,3.96287 z m -41.5695,-1.83417 c -0.18531,-0.97228 -1.35506,-1.91303 -2.59946,-2.09057 -2.44443,-0.34875 -2.57956,-0.16356 -1.64936,2.26049 0.86789,2.2617 4.6832,2.10912 4.24882,-0.16992 z" id="path4930" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 660.64449,570.89313 c -1.35039,-5.21717 -4.44434,-13.46328 -6.87545,-18.32469 -5.51413,-11.02645 -10.04782,-15.65549 -32.16986,-32.84646 l -2.94615,-2.28944 80.30713,0.47216 c 44.16892,0.25969 81.78447,0.77332 83.59012,1.1414 l 3.283,0.66924 -0.0535,14.28003 c -0.0713,19.02659 -1.42683,40.9132 -2.60694,42.0933 -0.52314,0.52314 -17.75308,1.40097 -38.28875,1.95072 -20.53568,0.54976 -47.3381,1.30105 -59.56095,1.66953 l -22.22336,0.66997 -2.45525,-9.48576 z" id="path4932" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 333.06778,343.76201 c -5.95307,-0.35485 -11.00797,-0.8505 -11.23311,-1.10146 -0.22516,-0.25096 -1.4424,-3.97474 -2.70499,-8.27509 l -2.29563,-7.81882 2.62176,-3.79794 c 5.68595,-8.2368 11.14032,-24.07028 12.26972,-35.61774 0.3532,-3.6113 0.17892,-10.65711 -0.38729,-15.65737 -0.83457,-7.37007 -1.82316,-10.698 -5.22147,-17.5771 -4.75571,-9.62689 -13.56884,-19.19336 -21.5207,-23.36031 l -4.76916,-2.49915 0.31403,-7.56411 0.31404,-7.5641 -4.24126,-1.47825 c -3.87187,-1.34949 -4.41144,-1.32424 -6.19511,0.28996 -1.07461,0.97251 -2.70074,3.72395 -3.61363,6.1143 l -1.65979,4.34611 -9.90549,0.64914 c -14.48331,0.94915 -19.89671,2.19965 -29.09885,6.72188 -9.83819,4.83481 -18.14511,12.71927 -26.0751,24.74904 -7.08222,10.74369 -8.42217,15.491 -8.40979,29.79501 0.0123,14.20705 2.19132,23.59514 7.88403,33.96754 6.80257,12.39465 5.59058,12.48413 -8.59676,0.63467 -11.6803,-9.75554 -11.29111,-8.90512 -9.50391,-20.76717 1.65818,-11.00578 12.65721,-57.20967 15.0973,-63.41961 7.39302,-18.815 16.60782,-28.2817 33.94266,-34.87056 7.53818,-2.86522 16.42984,-3.50741 70.26252,-5.07464 26.56492,-0.77338 28.25104,-0.44299 31.23169,6.1197 1.73768,3.82596 1.87278,7.65899 1.90755,54.12013 0.0378,50.42757 -1.40606,87.73926 -3.44897,89.1305 -0.59937,0.40818 -2.22619,0.67655 -3.61515,0.59637 -1.38896,-0.0802 -7.39607,-0.43609 -13.34914,-0.79093 z" id="path4934" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="M 252.97781,273.67504 C 230.17434,267.34699 221.158,263.63195 221.158,260.56423 c 0,-1.87399 7.38032,-12.36724 12.47326,-17.73435 11.17043,-11.77177 22.36101,-15.67279 43.34335,-15.10943 12.41678,0.33338 12.61699,0.37695 21.03868,4.57877 13.85564,6.91297 22.95544,16.34792 26.73122,27.71573 1.34352,4.04496 1.41531,5.27584 0.38041,6.52282 -3.67048,4.42265 -27.15379,9.53599 -46.38822,10.10074 -12.98279,0.38118 -14.21863,0.23901 -25.75889,-2.96347 z" id="path4936" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4938" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 231.25668,289.35961 c -13.8445,-3.61558 -18.20318,-10.33623 -13.97716,-21.55139 l 1.00805,-2.67523 7.28196,3.36447 c 8.62425,3.98465 27.99582,10.05536 40.03519,12.54631 l 8.58629,1.77651 -5.05076,2.55776 c -11.79842,5.97484 -24.95597,7.3577 -37.88357,3.98157 z" id="path4940" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 264.08949,341.22639 c -8.11107,-1.49191 -15.67021,-4.35806 -11.85651,-4.49556 3.53131,-0.12731 16.41803,-3.89869 18.27729,-5.34897 4.37035,-3.40899 15.2975,-13.40397 15.2975,-13.99251 0,-0.36551 -2.50013,-0.62841 -5.55584,-0.58425 -5.24048,0.0758 -5.5579,0.22551 -5.59217,2.63822 -0.10146,7.14388 -10.20764,12.10319 -26.29547,12.90374 l -9.66428,0.4809 -6.14115,-5.11072 c -7.21241,-6.00223 -9.34181,-8.80361 -13.58615,-17.87354 -3.16654,-6.76675 -4.97632,-18.36734 -3.47557,-22.27824 0.60007,-1.56375 0.88886,-1.51495 3.05017,0.5155 3.56826,3.3522 14.02658,6.23329 24.92022,6.8651 8.29702,0.4812 10.6537,0.2384 16.46862,-1.69668 l 6.786,-2.25823 4.02516,2.78943 c 2.90676,2.01439 4.3313,2.48329 5.12701,1.68758 0.7957,-0.7957 0.3048,-1.84054 -1.7668,-3.76042 -3.22102,-2.98515 -3.29487,-2.87453 4.70761,-7.05151 2.57104,-1.34199 9.74704,-3.36425 16.16244,-4.55472 6.34608,-1.17761 15.72299,-3.31156 20.83758,-4.74211 5.11459,-1.43055 10.0012,-2.33164 10.85914,-2.00242 2.32927,0.89382 2.06651,14.50961 -0.47263,24.49153 -3.06132,12.03468 -7.51248,20.06207 -15.64322,28.21156 -8.40943,8.42882 -15.36607,12.05276 -28.28621,14.7352 -10.39583,2.15836 -8.97538,2.12468 -18.18274,0.43112 z m -19.69798,-26.90555 c 0,-3.6653 -7.12237,-3.57488 -9.0974,0.1155 -0.93194,1.74134 -0.60473,1.88542 4.04168,1.77958 4.11112,-0.0936 5.05572,-0.44772 5.05572,-1.89508 z m 21.99859,-6.51904 c 3.95978,-2.77353 2.05332,-9.22384 -2.46881,-8.35295 -2.42071,0.46618 -4.08077,6.33344 -2.37386,8.39014 1.59076,1.91675 2.05817,1.91316 4.84267,-0.0372 z m -40.38606,-10.48798 c -0.37,-3.16531 -3.66457,-4.05389 -5.53688,-1.49334 -1.75752,2.40355 -1.67702,3.97059 0.30583,5.95344 1.50695,1.50695 1.78817,1.49693 3.58335,-0.12768 1.18,-1.06789 1.82964,-2.77601 1.6477,-4.33242 z" id="path4942" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 294.21907,342.15912 c 5.33021,-1.95527 15.59802,-8.30665 16.77013,-10.37353 0.8865,-1.56323 1.09378,-1.53717 2.52303,0.31715 2.57481,3.34059 4.01755,9.72657 2.42549,10.7359 -0.73733,0.46746 -6.79543,0.82485 -13.46244,0.79421 -11.59874,-0.0533 -11.95502,-0.1169 -8.25621,-1.47373 z" id="path4944" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 232.52222,346.08095 c -0.69448,-0.28023 -1.26269,-1.08949 -1.26269,-1.79836 0,-0.70887 -1.36371,-3.84438 -3.03046,-6.9678 -1.66675,-3.12342 -3.03046,-6.14211 -3.03046,-6.70819 0,-1.91598 3.51433,-1.00686 8.08123,2.09054 5.54684,3.76202 17.07775,9.30247 23.2335,11.1634 l 4.54569,1.37419 -5.55584,0.65771 c -6.63985,0.78604 -21.20406,0.90551 -22.98097,0.18851 z" id="path4946" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4948" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 194.33521,336.37494 c 0.26362,-1.23854 0.98235,-4.85773 1.59718,-8.04265 0.61483,-3.18492 1.55545,-6.06121 2.09027,-6.39174 1.10326,-0.68185 8.98361,3.6757 10.9652,6.06336 1.08133,1.30293 1.05098,1.57345 -0.17651,1.57345 -0.8153,0 -2.30512,0.90914 -3.31071,2.02031 -1.00559,1.11117 -2.37632,2.0203 -3.04606,2.0203 -0.66973,0 -2.87842,1.127 -4.90818,2.50443 l -3.69049,2.50443 0.4793,-2.25189 z" id="path4950" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 200.13092,345.81799 -6.37988,-0.58326 3.34942,-3.21182 c 1.84218,-1.7665 6.15864,-4.79216 9.59213,-6.7237 5.73888,-3.22844 6.35835,-3.37685 7.67537,-1.83894 2.42428,2.83089 4.84345,11.60614 3.44476,12.49548 -1.30375,0.82898 -7.64804,0.77955 -17.6818,-0.13776 z" id="path4952" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 291.01302,224.3223 c -0.90283,-0.55046 -1.6415,-1.33658 -1.6415,-1.74693 0,-1.14106 2.05524,-6.5024 2.79387,-7.28813 0.86458,-0.91972 3.84278,-0.36887 5.01626,0.92781 0.84079,0.92906 0.78523,1.14128 -1.31962,5.04038 -1.20855,2.23877 -2.42465,4.06987 -2.70244,4.0691 -0.27779,-7.6e-4 -1.24375,-0.45176 -2.14657,-1.00223 z" id="path4954" inkscape:connector-curvature="0" /> </g> </svg> </div>
					
					<div class="zoomcontrols">
						<div id="zoom-in"><i aria-hidden="true" class="fas fa-search-plus"></i></div>
						<div id="reset"><i aria-hidden="true" class="fas fa-sync"></i> 100%</div>
						<div id="zoom-out"><i aria-hidden="true" class="fas fa-search-minus"></i></div>
					</div>	
					
                    <div class="controlbtns">
					   <a id="random-color-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-random"></i><span class="controlslinktext">Auto</span></div>
						</a>						
						<a id="coloring-undo-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-undo"></i><span class="controlslinktext">Undo</span></div>
                        </a>
                        <a id="coloring-reset-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="far fa-trash-alt"></i><span class="controlslinktext">Reset</span></div>
                        </a>
                        <a href="" onclick="printDiv();return false;">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-save"></i><span class="controlslinktext">Print</span></div>
                        </a>
						<a id="coloring-fullscreen-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-expand"></i><span class="controlslinktext">Expand</span></div>
						</a>
                        <div class="btncontrols zoombtn"><i aria-hidden="true" class="fas fa-search-plus"></i><span class="controlslinktext">Zoom</span></div>						
						
                    </div>
                </div>
            </div>
			
            <!-- Phần bên phải -->
            <div id="coloring-right">
                <center><h3 class="coloring-h3">BẢNG TRỘN MÀU</h3></center>
                <div class="coloring-picker">
                    <center><div id='box1' class='box'><div id='customcolor1' class='customcolorx' style='background: #ffffff; fill: #ffffff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker1' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box2' class='box'><div id='customcolor2' class='customcolorx' style='background: #000000; fill: #000000;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker2' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box3' class='box'><div id='customcolor3' class='customcolorx' style='background: #00ff00; fill: #00ff00;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker3' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box4' class='box'><div id='customcolor4' class='customcolorx' style='background: #0000ff; fill: #0000ff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker4' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div>
					</center>
                    <div class="coloring-palette-64" style="display: inline-block;"><div id="color01" class="basiccolor" style="background: #FF0000; fill: #FF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color02" class="basiccolor" style="background: #DF0000; fill: #DF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color03" class="basiccolor" style="background: #AF102E; fill: #AF102E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color04" class="basiccolor" style="background: #550E2B; fill: #550E2B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color05" class="basiccolor" style="background: #9C2B3B; fill: #9C2B3B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color06" class="basiccolor" style="background: #E45761; fill: #E45761;" x="0" y="0" onclick="selected(this.id)"></div><div id="color07" class="basiccolor" style="background: #FF9792; fill: #FF9792;" x="0" y="0" onclick="selected(this.id)"></div><div id="color08" class="basiccolor" style="background: #FFD5CF; fill: #FFD5CF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color09" class="basiccolor" style="background: #FFE1B5; fill: #FFE1B5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color10" class="basiccolor" style="background: #EFAF79; fill: #EFAF79;" x="0" y="0" onclick="selected(this.id)"></div><div id="color11" class="basiccolor" style="background: #F66D1E; fill: #F66D1E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color12" class="basiccolor" style="background: #8D4131; fill: #8D4131;" x="0" y="0" onclick="selected(this.id)"></div><div id="color13" class="basiccolor" style="background: #492917; fill: #492917;" x="0" y="0" onclick="selected(this.id)"></div><div id="color14" class="basiccolor" style="background: #97530F; fill: #97530F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color15" class="basiccolor" style="background: #DD8C00; fill: #DD8C00;" x="0" y="0" onclick="selected(this.id)"></div><div id="color16" class="basiccolor" style="background: #FBC800; fill: #FBC800;" x="0" y="0" onclick="selected(this.id)"></div><div id="color17" class="basiccolor" style="background: #FFFF8F; fill: #FFFF8F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color18" class="basiccolor" style="background: #E4FCA2; fill: #E4FCA2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color19" class="basiccolor" style="background: #AFE356; fill: #AFE356;" x="0" y="0" onclick="selected(this.id)"></div><div id="color20" class="basiccolor" style="background: #6CB328; fill: #6CB328;" x="0" y="0" onclick="selected(this.id)"></div><div id="color21" class="basiccolor" style="background: #38741A; fill: #38741A;" x="0" y="0" onclick="selected(this.id)"></div><div id="color22" class="basiccolor" style="background: #0E3E12; fill: #0E3E12;" x="0" y="0" onclick="selected(this.id)"></div><div id="color23" class="basiccolor" style="background: #177578; fill: #177578;" x="0" y="0" onclick="selected(this.id)"></div><div id="color24" class="basiccolor" style="background: #00BC9F; fill: #00BC9F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color25" class="basiccolor" style="background: #6BECBD; fill: #6BECBD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color26" class="basiccolor" style="background: #C9FCCC; fill: #C9FCCC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color27" class="basiccolor" style="background: #D8E0FF; fill: #D8E0FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color28" class="basiccolor" style="background: #A6ADFF; fill: #A6ADFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color29" class="basiccolor" style="background: #6E6AFF; fill: #6E6AFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color30" class="basiccolor" style="background: #3E32D5; fill: #3E32D5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color31" class="basiccolor" style="background: #2D1A71; fill: #2D1A71;" x="0" y="0" onclick="selected(this.id)"></div><div id="color32" class="basiccolor" style="background: #3257BE; fill: #3257BE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color33" class="basiccolor" style="background: #409DEF; fill: #409DEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color34" class="basiccolor" style="background: #70DBFF; fill: #70DBFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color35" class="basiccolor" style="background: #BFFFFF; fill: #BFFFFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color36" class="basiccolor" style="background: #FFCDFF; fill: #FFCDFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color37" class="basiccolor" style="background: #EE82EE; fill: #EE82EE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color38" class="basiccolor" style="background: #B44CEF; fill: #B44CEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color39" class="basiccolor" style="background: #652BBC; fill: #652BBC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color40" class="basiccolor" style="background: #480E55; fill: #480E55;" x="0" y="0" onclick="selected(this.id)"></div><div id="color41" class="basiccolor" style="background: #941887; fill: #941887;" x="0" y="0" onclick="selected(this.id)"></div><div id="color42" class="basiccolor" style="background: #FF00FF; fill: #FF00FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color43" class="basiccolor" style="background: #E444C3; fill: #E444C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color44" class="basiccolor" style="background: #FF91E2; fill: #FF91E2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color45" class="basiccolor" style="background: #4B0082; fill: #4B0082;" x="0" y="0" onclick="selected(this.id)"></div><div id="color46" class="basiccolor" style="background: #663399; fill: #663399;" x="0" y="0" onclick="selected(this.id)"></div><div id="color47" class="basiccolor" style="background: #9370DB; fill: #9370DB;" x="0" y="0" onclick="selected(this.id)"></div><div id="color48" class="basiccolor" style="background: #6A5ACD; fill: #6A5ACD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color49" class="basiccolor" style="background: #483D8B; fill: #483D8B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color50" class="basiccolor" style="background: #8A2BE2; fill: #8A2BE2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color51" class="basiccolor" style="background: #800080; fill: #800080;" x="0" y="0" onclick="selected(this.id)"></div><div id="color52" class="basiccolor" style="background: #9400D3; fill: #9400D3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color53" class="basiccolor" style="background: #9932CC; fill: #9932CC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color54" class="basiccolor" style="background: #8B008B; fill: #8B008B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color55" class="basiccolor" style="background: #5270C3; fill: #5270C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color56" class="basiccolor" style="background: #C873B9; fill: #C873B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color57" class="basiccolor" style="background: #4EA15E; fill: #4EA15E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color58" class="basiccolor" style="background: #B9A264; fill: #B9A264;" x="0" y="0" onclick="selected(this.id)"></div><div id="color59" class="basiccolor" style="background: #4CA6A8; fill: #4CA6A8;" x="0" y="0" onclick="selected(this.id)"></div><div id="color60" class="basiccolor" style="background: #A64D4E; fill: #A64D4E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color61" class="basiccolor" style="background: #80B954; fill: #80B954;" x="0" y="0" onclick="selected(this.id)"></div><div id="color62" class="basiccolor" style="background: #7E60B9; fill: #7E60B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color63" class="basiccolor" style="background: #7CA668; fill: #7CA668;" x="0" y="0" onclick="selected(this.id)"></div><div id="color64" class="basiccolor" style="background: #B97E9B; fill: #B97E9B;" x="0" y="0" onclick="selected(this.id)"></div>
                    </div>
                </div>
            </div>
        </section>
		<script>
			document.addEventListener("DOMContentLoaded", function (event) {
				jQuery("#printbtnmob").click(function () {
					printDiv();
					return false;
				});				
				jQuery("#random-color-button").click(function () {
					randomColor();
					return false;
				});
			});
					
			document.addEventListener("DOMContentLoaded", function () {
				const coloringFullscreenButton = document.getElementById("coloring-fullscreen-button");
				coloringFullscreenButton.addEventListener("click", toggleFullscreen);

				function toggleFullscreen() {
					const coloring = document.getElementById("coloring");

					if (!document.fullscreenElement && !document.webkitFullscreenElement && !document.msFullscreenElement) {
						if (coloring.requestFullscreen) {
							coloring.requestFullscreen();
						} else if (coloring.webkitRequestFullscreen) { /* Safari */
							coloring.webkitRequestFullscreen();
						} else if (coloring.msRequestFullscreen) { /* IE/Edge */
							coloring.msRequestFullscreen();
						}
					} else {
						if (document.exitFullscreen) {
							document.exitFullscreen();
						} else if (document.webkitExitFullscreen) { /* Safari */
							document.webkitExitFullscreen();
						} else if (document.msExitFullscreen) { /* IE/Edge */
							document.msExitFullscreen();
						}
					}
				}

				document.addEventListener("fullscreenchange", function () {
					updateFullscreenButton();
				});

				function updateFullscreenButton() {
					const isFullscreen = document.fullscreenElement || document.webkitFullscreenElement || document.msFullscreenElement;
					const fullscreenButtonText = isFullscreen ? "Exit" : "Expand";
					coloringFullscreenButton.querySelector(".controlslinktext").textContent = fullscreenButtonText;
				}
			});
		</script>
		
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/jquery-2.1.4.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-min.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/hammer.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/tomau.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-preload.js"></script>

		<script>
			function randomColor() {
				var colors = ["#dfeae4", "#a6cfd0", "#7b95a0", "#505d6d", "#353234", "#665d5b", "#998d86", "#cdbfb3", "#eae6da", "#eeb3b7", "#ff0000", "#df0000", "#af102e", "#550e2b", "#9c2b3b", "#e45761", "#ff9792", "#ffd5cf", "#ffe1b5", "#efaf79", "#f66d1e", "#8d4131", "#492917", "#97530f", "#dd8c00", "#fbc800", "#ffff8f", "#e4fca2", "#afe356", "#6cb328", "#38741a", "#0e3e12", "#177578", "#00bc9f", "#6becbd", "#c9fccc", "#d8e0ff", "#a6adff", "#6e6aff", "#3e32d5", "#2d1a71", "#3257be", "#409def", "#70dbff", "#bfffff", "#ffcdff", "#ee82ee", "#b44cef", "#652bbc", "#480e55", "#941887", "#ff00ff", "#e444c3", "#ff91e2"];

				var elements = document.querySelectorAll("#coloring-area svg path");

				elements.forEach(function (element) {
					var randomColor = colors[Math.floor(Math.random() * colors.length)];
					var previousFill = element.style.fill;

					// Track the change in coloringSteps
					var coloringStep = {
						target: element,
						previousFill: element.getAttribute("style")
					};

					element.style.fill = randomColor;
					ColoringBookHandler.coloringSteps.push(coloringStep);
				});
			}

			document.addEventListener("DOMContentLoaded", (event) => {
				document.querySelectorAll(".farba").forEach(input => {
					input.addEventListener("change", (event) => {
						let selectedColor = event.target.value;
						let previousDiv = event.target.previousElementSibling;

						if (previousDiv && previousDiv.classList.contains("customcolorx")) {
							previousDiv.classList.add("selectioncustomcolor");
						}

						ColoringBookHandler.currentFill = "fill:${selectedColor}";

						// Optionally, if you want to call the handlePaletteClick to simulate the same behavior
						ColoringBookHandler.handlePaletteClick({
							target: previousDiv
						});
					});
				});
			});
		
		
			function selected(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}	
			
			
			function selected_bk(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}

			function printDiv() {
				var divContents = document.getElementById("coloring-area").innerHTML;
				var a = window.open("", "", "height=1000, width=900");
				a.document.write(
					"<html><head><style>#tomauonline {position: absolute !important;top: 100pt; left: 42px; transform: scale(0.95); width: 750px !important;height:750px !important; }  g.svg-pan-zoom_viewportxxx  {transform: matrix(0.90, 0, 0, 0.90, 0, 16) !important}   @page {margin:  0cm !important;} #svg-pan-zoom-controls {display:none !important;visibility: hidden !important;} } </style></head>"
				);
				a.document.write("<body data-rsssl=1 ><div>");
				a.document.write('<div style="position: absolute; width: 100%; height: auto;text-align: center;  top: 50px;" ><img decoding="async"  src="https://tapve.com/wp-content/plugins/svgcoloringbook/img/logo.png" style="width:auto; height: 80px;" alt="TAPVE""></div>');
				a.document.write(divContents);
				a.document.write(
					'<div class="logo" style="position: absolute; width: 100%; height: auto;text-align: center;  bottom: 50px;font-family: Arial, Helvetica, sans-serif;" >© 2024 www.tapve.com <br /><br />SÁCH TÔ MÀU TRỰC TUYẾN CHO BÉ !</div>'
				);
				a.document.write("</div></body></html>");
				a.document.close();
				a.print();
			}
					let colorPicker1 = document.getElementById("colorPicker1");
					let box1 = document.getElementById("box1");
					let customcolor1 = document.getElementById("customcolor1");

					box1.style.borderColor = colorPicker1.value;

					colorPicker1.addEventListener(
						"input",
						function (event) {
							box1.style.borderColor = event.target.value;
							customcolor1.style.background = event.target.value;
							customcolor1.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker2 = document.getElementById("colorPicker2");
					let box2 = document.getElementById("box2");
					let customcolor2 = document.getElementById("customcolor2");

					box2.style.borderColor = colorPicker2.value;

					colorPicker2.addEventListener(
						"input",
						function (event) {
							box2.style.borderColor = event.target.value;
							customcolor2.style.background = event.target.value;
							customcolor2.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker3 = document.getElementById("colorPicker3");
					let box3 = document.getElementById("box3");
					let customcolor3 = document.getElementById("customcolor3");

					box3.style.borderColor = colorPicker3.value;

					colorPicker3.addEventListener(
						"input",
						function (event) {
							box3.style.borderColor = event.target.value;
							customcolor3.style.background = event.target.value;
							customcolor3.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker4 = document.getElementById("colorPicker4");
					let box4 = document.getElementById("box4");
					let customcolor4 = document.getElementById("customcolor4");

					box4.style.borderColor = colorPicker4.value;

					colorPicker4.addEventListener(
						"input",
						function (event) {
							box4.style.borderColor = event.target.value;
							customcolor4.style.background = event.target.value;
							customcolor4.style.fill = event.target.value;
						},
						false
					);
				
			$(function (f) {
				$(".zoombtn").click(function (x) {
					$(".zoomcontrols").toggleClass("zoomshow");
				});
			});
			
		</script></p>
]]></content:encoded>
					
					<wfw:commentRss>https://tapve.com/xe-cho-cat/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Xe đạp</title>
		<link>https://tapve.com/xe-dap-2/</link>
					<comments>https://tapve.com/xe-dap-2/#respond</comments>
		
		<dc:creator><![CDATA[Tập Vẽ]]></dc:creator>
		<pubDate>Fri, 17 May 2024 11:45:13 +0000</pubDate>
				<category><![CDATA[Phương tiện giao thông]]></category>
		<guid isPermaLink="false">http://localhost/chatgpt4/xe-dap-2/</guid>

					<description><![CDATA[Tô màu bức tranh: Xe đạp]]></description>
										<content:encoded><![CDATA[<p>Chào mừng bạn đến với trang tô màu trực tuyến! Hôm nay, chúng ta sẽ cùng nhau thả hồn sức sáng tạo và tô màu một bức tranh đặc biệt: <strong>Xe đạp</strong>.</p>
<p>Bức tranh &#8220;Xe đạp&#8221; là một tác phẩm nghệ thuật đầy màu sắc và sinh động. Trong bức tranh, chúng ta thấy một chiếc xe đạp được vẽ chi tiết và rõ nét, với màu sắc tươi sáng và sống động. Hình ảnh xe đạp được đặt trung tâm, tạo nên điểm nhấn lớn cho bức tranh. Bức tranh mang đến cảm giác vui tươi, tự do và năng động, thể hiện sự hứng khởi và sự trẻ trung của cuộc sống. .</p>
<p>Hãy thả hồn mình vào không gian màu sắc và bắt đầu tô màu cho <strong>Xe đạp</strong>. Bạn có thể lựa chọn từ bảng màu đa dạng để tạo ra một bức tranh độc đáo và đầy màu sắc. Sử dụng các công cụ như công cụ tự tô để tô màu một cách tự do và sáng tạo.</p>
<p>Hãy để trí tưởng tượng của bạn bay xa và biến bức tranh <strong>Xe đạp</strong> trở thành một tác phẩm nghệ thuật độc đáo mang lại niềm vui và sự sảng khoái cho mỗi người tham gia.</p>
<p>Chắc chắn bạn sẽ tìm thấy niềm vui và sự thư giãn trong việc tô màu bức tranh này trên trang tô màu trực tuyến. Và điều tuyệt vời hơn, bạn còn có thể in bức tranh <strong>Xe đạp</strong> đã tô màu của mình để giữ lại những khoảnh khắc sáng tạo đó!</p>
<p>Tính năng in của trang web cho phép bạn chuyển bức tranh tô màu thành một tệp PDF có thể in ra và treo trên tường hoặc tặng cho bạn bè và gia đình. Việc này giúp bạn lưu giữ những kỷ niệm đẹp đẽ và chia sẻ niềm đam mê tô màu với mọi người xung quanh.</p>
<p>Đương nhiên, trang web cũng cung cấp tính năng in trắng đen, cho phép bạn tải xuống bức tranh <strong>Xe đạp</strong> ở dạng đen trắng để bạn có thể tô màu bằng bút màu trên giấy!</p>
<p>Vì vậy, hãy bắt đầu ngay hôm nay và thể hiện sự sáng tạo của bạn không chỉ trên màn hình máy tính mà còn trên giấy với tính năng in tiện lợi này!</p>
<p><span id="more-6226"></span><section id="coloring">
            <!-- Phần bên trái -->
			<div id="coloring-left">
                <div>
                    <div id="coloring-area"><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="100%" height="100%" viewBox="0 0 800.00001 800.00001" id="tomauonline" > <g inkscape:label="pozadie" inkscape:groupmode="layer" id="Back" transform="translate(0,-252.36235)" sodipodi:insensitive="true"> <image y="294.29877" x="2.6702282" id="image4622" xlink:href="data:image/png;base64,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" style="image-rendering:optimizeQuality" preserveAspectRatio="none" height="715.35052" width="794.70038" /> </g> <g inkscape:groupmode="layer" id="Color" inkscape:label="podklad"> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 204.69976,145.96666 c -5.87241,-2.0912 -8.5625,-3.47642 -10.14321,-5.22308 -1.94703,-2.15144 -4.16574,-9.34974 -4.61459,-14.97142 -0.35157,-4.40327 -0.18448,-5.56235 1.18416,-8.21429 1.90409,-3.68945 4.27358,-5.86083 8.59997,-7.88098 2.78501,-1.30041 4.42716,-1.48501 12.41845,-1.39601 5.06498,0.0564 15.99575,-0.52357 24.2906,-1.28886 24.73943,-2.28247 37.20741,-3.032 51.15298,-3.07515 15.19642,-0.047 19.903,0.70986 24.23787,3.89776 2.57737,1.89542 2.944,2.48092 2.55312,4.07729 -0.25103,1.02523 -0.83706,2.23619 -1.30228,2.69103 -0.46522,0.45484 -5.98871,1.69224 -12.27442,2.74977 -15.1198,2.54381 -27.81812,6.05701 -39.0179,10.79495 -2.20983,0.93485 -4.43452,1.69973 -4.94375,1.69973 -0.50923,0 -1.43332,0.43597 -2.05354,0.96882 -1.44004,1.2372 -9.43555,5.3486 -17.05788,8.77141 -3.26162,1.46463 -6.16543,3.08327 -6.45292,3.59698 -0.28748,0.51371 -1.95818,1.23032 -3.71264,1.59246 -1.75447,0.36214 -5.43995,1.16339 -8.18995,1.78055 -6.67379,1.49775 -9.13358,1.40204 -14.67407,-0.57096 z" id="path4640" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 260.07686,148.93454 c -0.37596,-1.03741 -1.82018,-13.61881 -1.57922,-13.75743 0.089,-0.0512 2.89405,-1.13913 6.23334,-2.41755 12.35059,-4.72833 22.55522,-7.97077 24.47178,-7.77571 1.8428,0.18756 1.32879,0.8443 -7.85714,10.039 -10.15341,10.16311 -13.10618,12.55415 -17.25695,13.974 -3.06841,1.04961 -3.61192,1.04116 -4.01181,-0.0623 z" id="path4642" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 247.8162,170.43952 c -1.06363,-1.30836 -5.94237,-20.97388 -5.94237,-23.95282 0,-2.15705 0.194,-2.37359 2.12639,-2.37359 1.47455,0 2.48169,-0.54224 3.28541,-1.76888 1.11473,-1.7013 5.21646,-4.26953 5.83345,-3.65254 0.16449,0.16449 -0.0484,0.94832 -0.47309,1.74186 -1.23689,2.31115 -0.95539,5.19396 0.5455,5.58645 1.05643,0.27626 1.56968,1.78529 2.58884,7.6117 0.69915,3.99692 1.42819,9.43677 1.62009,12.08855 0.3214,4.44135 0.2378,4.82143 -1.06057,4.82143 -0.77522,0 -2.83288,0.1951 -4.57259,0.43355 -2.23416,0.30623 -3.39451,0.1489 -3.95106,-0.53571 z" id="path4644" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 284.44914,421.86585 c -0.20591,-1.31758 -0.56778,-4.6456 -0.80414,-7.3956 -0.23637,-2.75 -0.88026,-7.57142 -1.43086,-10.71428 -0.55061,-3.14286 -1.35778,-12.14286 -1.79371,-20 -0.43594,-7.85714 -1.43171,-18.30357 -2.21283,-23.21429 -0.78112,-4.91071 -1.71723,-12.74428 -2.08025,-17.40792 -0.36301,-4.66364 -1.13318,-10.77078 -1.71149,-13.57143 -0.57831,-2.80064 -1.54624,-9.10993 -2.15096,-14.02065 -0.60471,-4.91071 -1.71974,-12.14285 -2.47784,-16.07143 -1.98211,-10.27162 -4.79748,-27.55575 -6.57368,-40.35714 -0.84489,-6.08928 -1.81339,-13 -2.15222,-15.35714 -0.33884,-2.35714 -1.29763,-6.53572 -2.13064,-9.28572 -0.83302,-2.75 -1.79405,-7.57142 -2.13563,-10.71428 -1.27009,-11.68614 -1.46956,-12.90632 -2.46985,-15.10795 -0.56245,-1.23794 -1.029,-3.48794 -1.03678,-5 -0.008,-1.51206 -0.33601,-4.97603 -0.72938,-7.69771 -0.8473,-5.8623 -0.65388,-6.09618 5.05477,-6.11198 l 3.9541,-0.0109 1.32983,6.60714 c 0.73141,3.63393 1.69972,7.68352 2.1518,8.9991 l 0.82197,2.39196 38.53696,-0.0717 c 42.28569,-0.0786 107.28517,1.0879 114.60838,2.05686 10.59567,1.40196 46.17541,4.26839 54.45177,4.38683 3.24795,0.0465 6.8016,0.28755 7.89699,0.53572 l 1.99161,0.4512 -4.628,4.58041 -4.628,4.58042 -22.36361,-0.59918 c -12.29999,-0.32955 -31.2029,-0.64286 -42.00647,-0.69625 -13.6657,-0.0675 -23.01181,-0.48494 -30.71429,-1.3717 -9.12621,-1.05067 -18.22481,-1.30766 -51.78571,-1.46268 -22.39286,-0.10344 -44.65179,-0.44203 -49.46429,-0.75243 l -8.75,-0.56436 0,4.4895 c 0,2.46923 0.78959,8.38353 1.75465,13.14289 0.96506,4.75936 2.11488,11.38552 2.55516,14.72481 0.44027,3.33928 1.24436,8 1.78685,10.35714 1.74963,7.60226 4.65981,28.30139 5.37271,38.21429 0.38141,5.30357 1.31012,13.66071 2.0638,18.57143 0.75369,4.91071 1.56013,10.69642 1.79211,12.85714 0.23198,2.16071 1.21237,9.875 2.17865,17.14286 4.6656,35.09209 5.48274,41.3426 7.14362,54.64285 0.98116,7.85715 1.78328,15.46554 1.78248,16.90753 -0.002,2.86942 0.0289,2.85328 -7.27661,3.85387 l -3.34657,0.45836 -0.3744,-2.39559 z" id="path4646" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 329.73098,441.35606 0,-6.3326 7.27202,-10.27661 c 3.99961,-5.65212 9.32953,-13.29662 11.84425,-16.98776 2.51472,-3.69114 6.71553,-9.54852 9.33512,-13.0164 2.61959,-3.46787 6.84378,-9.12642 9.38709,-12.57455 6.37153,-8.63828 19.93548,-25.59207 23.58848,-29.4836 1.65949,-1.76786 3.86159,-4.33929 4.89356,-5.71429 1.03196,-1.375 4.07793,-5.144 6.76881,-8.37556 l 4.89251,-5.87557 2.6988,1.37683 c 1.48434,0.75725 4.18394,1.75078 5.99912,2.20785 l 3.30032,0.83103 -1.56219,2.23914 c -1.89413,2.7149 -20.6067,25.07786 -31.95877,38.19317 -8.73243,10.0888 -24.41682,29.22414 -28.60198,34.89514 -1.375,1.86316 -4.58929,6.03747 -7.14286,9.27625 -2.55357,3.23878 -5.76018,7.42837 -7.12581,9.31021 -2.64994,3.65163 -7.42475,9.57675 -11.2492,13.95929 l -2.33927,2.68062 0,-6.33259 z" id="path4648" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 315.12852,486.28017 c -0.27644,-3.53376 -0.27323,-7.15448 0.007,-8.04604 0.28037,-0.89156 2.63437,-4.0607 5.23111,-7.04253 7.39105,-8.48712 14.93544,-18.50466 20.07849,-26.66047 4.20945,-6.67531 25.26916,-35.33028 32.06716,-43.6323 6.51602,-7.95765 16.76067,-19.8955 21.47308,-25.02208 5.60652,-6.09927 24.73296,-29.02282 29.1841,-34.97792 2.05548,-2.75 7.31678,-9.82143 11.69176,-15.71429 10.37512,-13.9747 23.0065,-30.59148 26.33402,-34.64286 1.452,-1.76785 5.45615,-7.39285 8.89811,-12.5 11.11507,-16.49241 21.03547,-29.807 24.10927,-32.35802 1.21188,-1.00577 1.48687,-0.12183 2.35548,7.57127 0.47445,4.20213 0.372,4.69695 -1.55282,7.5 -1.13344,1.65057 -2.63294,4.13061 -3.33225,5.51119 -1.65076,3.25897 -9.11913,13.26623 -17.65648,23.65884 -3.73214,4.54318 -9.83928,12.70272 -13.57143,18.13231 -3.73214,5.4296 -10.64285,14.77531 -15.35714,20.76826 -20.86949,26.52995 -32.6775,41.89481 -41.07143,53.4431 -1.76786,2.4322 -7.875,10.1833 -13.57143,17.22468 -11.08587,13.70328 -20.30484,25.73007 -26.07143,34.012 -1.96428,2.82109 -4.87372,6.76372 -6.46542,8.76139 -10.06506,12.63221 -12.3289,15.48719 -14.24886,17.96952 -4.06263,5.2526 -14.96102,17.80852 -16.58315,19.10527 -0.89428,0.71489 -3.3919,3.64619 -5.55028,6.51401 -5.94948,7.905 -5.81313,7.89595 -6.3976,0.42467 z" id="path4650" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 357.1099,82.020456 c -5.95945,-0.22404 -11.08541,-0.658306 -11.39103,-0.965036 -0.30561,-0.306729 -0.01,-1.481324 0.6568,-2.610209 0.66685,-1.128885 1.21245,-3.007388 1.21245,-4.174452 0,-1.167063 0.19099,-3.076904 0.42443,-4.244089 l 0.42443,-2.122155 11.897,-0.833949 c 21.66701,-1.518802 43.05231,-0.757559 44.56463,1.586349 0.28863,0.447336 0.5297,2.614019 0.53571,4.814851 0.008,2.999619 -0.39845,4.609195 -1.62415,6.428571 l -1.63509,2.427059 -17.11491,0.0502 c -9.4132,0.02761 -21.99082,-0.133103 -27.95027,-0.357143 z" id="path4652" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 245.44526,183.85665 c 0,-1.03752 0.36975,-1.8864 0.82167,-1.8864 0.45191,0 2.52111,-0.83146 4.59821,-1.84769 5.41232,-2.648 8.74193,-2.95325 11.18727,-1.02562 1.08035,0.85164 1.96428,1.97703 1.96428,2.50087 0,1.4769 -6.1726,3.29928 -12.67857,3.74317 l -5.89286,0.40207 0,-1.8864 z" id="path4654" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 337.66903,76.517961 c -1.37683,-0.96437 -1.59538,-1.598774 -1.26089,-3.660019 0.76052,-4.686543 5.14777,-7.008192 6.93452,-3.669619 1.49699,2.797155 -0.61369,8.496216 -3.14663,8.496216 -0.47381,0 -1.61096,-0.52496 -2.527,-1.166578 z" id="path4656" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 409.01669,82.499104 c 0,-0.832858 0.38144,-3.36103 0.84764,-5.618162 0.65681,-3.179943 0.65408,-4.942428 -0.0121,-7.828509 -0.47287,-2.048548 -0.67942,-3.90496 -0.45902,-4.12536 0.83793,-0.837931 6.16129,-0.118205 9.25825,1.251727 3.46293,1.531821 4.67009,3.474929 4.62526,7.445096 -0.0454,4.01752 -4.49864,7.589963 -12.22284,9.805234 -1.78316,0.511405 -2.03719,0.395437 -2.03719,-0.930026 z" id="path4658" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 410.26669,93.000969 c -0.29464,-0.304989 -0.53571,-1.279961 -0.53571,-2.166605 0,-1.372238 0.82359,-1.892849 5.53571,-3.499252 8.64357,-2.946667 8.2217,-2.953056 11.50921,0.174281 1.62529,1.546102 2.95508,3.138037 2.95508,3.537634 0,0.399597 -1.6875,0.921065 -3.75,1.15882 -8.45975,0.975198 -15.21034,1.316769 -15.71429,0.795122 z" id="path4660" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 382.58812,114.44731 c 0,-4.20439 1.72279,-7.21119 5.48572,-9.57429 1.89357,-1.18915 4.56785,-2.35603 5.94285,-2.59306 1.375,-0.23704 5.71429,-1.18191 9.64286,-2.09973 8.48089,-1.981358 23.39392,-3.467255 26.42857,-2.633278 1.72074,0.47289 2.18636,1.028979 2.36368,2.822948 0.2752,2.78416 1.03804,2.62056 -21.95834,4.70926 l -17.41828,1.58206 -2.43763,3.19023 c -5.79368,7.58243 -8.04943,8.87036 -8.04943,4.59586 z" id="path4662" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 438.03832,104.64882 c -0.23688,-0.88392 -0.43508,-2.96587 -0.44045,-4.62655 -0.0152,-4.712245 -5.12508,-17.25189 -7.93827,-19.480588 -1.23268,-0.976562 -0.86249,-1.071428 4.18091,-1.071428 3.04333,0 6.56424,-0.263597 7.82425,-0.58577 2.12493,-0.543323 2.37096,-0.413926 3.39534,1.785715 0.60742,1.304316 2.22735,4.13934 3.59984,6.300055 1.37249,2.160714 3.00462,5.456147 3.62694,7.323185 1.05794,3.173929 1.04647,3.568632 -0.17649,6.071431 -1.59997,3.27436 -6.33575,5.8911 -10.66174,5.8911 -2.48618,0 -3.05096,-0.26616 -3.41033,-1.60715 z" id="path4664" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 430.18713,75.181506 c -0.83578,-0.83578 -1.17483,-2.098807 -1.02969,-3.835809 0.1792,-2.144658 0.64174,-2.802009 2.69134,-3.824918 2.22224,-1.109064 2.62338,-1.124983 3.92858,-0.155898 0.79949,0.59361 2.49826,1.743694 3.77505,2.555743 1.27678,0.812049 2.32142,1.877028 2.32142,2.366621 0,1.770095 -2.77512,3.349191 -6.57517,3.741391 -3.08986,0.318901 -4.11548,0.148926 -5.11153,-0.84713 z" id="path4666" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 453.12383,77.180444 c 0.88393,-0.170252 2.33036,-0.170252 3.21429,0 0.88393,0.170252 0.16071,0.309549 -1.60714,0.309549 -1.76786,0 -2.49107,-0.139297 -1.60715,-0.309549 z" id="path4668" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 501.82124,98.44149 c -6.62965,-2.713264 -12.94278,-6.371159 -19.73093,-11.432333 -4.75039,-3.541836 -7.3057,-4.845741 -13.54488,-6.911582 -4.93113,-1.632735 -9.62135,-2.672976 -13.07362,-2.899589 -2.96103,-0.194367 -6.34798,-0.645046 -7.52655,-1.00151 -1.94753,-0.58904 -2.14902,-0.938315 -2.21055,-3.831869 -0.0437,-2.053972 0.27203,-3.314113 0.88964,-3.551112 1.86763,-0.716677 9.26488,1.166503 15.42903,3.927897 3.43804,1.54016 6.45079,2.80029 6.69501,2.80029 0.24422,0 2.57165,1.526786 5.17207,3.392857 10.7641,7.724348 13.73507,8.85041 25.98487,9.848825 4.7952,0.39083 5.72222,0.693302 6.96429,2.272336 1.63349,2.076651 1.97122,7.452829 0.53993,8.594973 -0.61945,0.494307 -2.33069,0.124033 -5.58831,-1.209183 z" id="path4670" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 538.46209,109.03778 c -5.78648,-0.67276 -12.89416,-2.37344 -13.82984,-3.30911 -0.33696,-0.33696 0.0281,-2.42504 0.81586,-4.66629 0.78415,-2.231042 1.43065,-4.626967 1.43666,-5.324282 0.0276,-3.199669 0.76471,-3.355126 9.38469,-1.979247 4.45741,0.711469 12.12537,1.352181 17.03992,1.423805 10.11304,0.147385 16.00797,1.557325 16.6416,3.980305 0.57762,2.208829 -0.84377,6.289039 -2.57687,7.397089 -1.96737,1.25782 -14.73994,3.2984 -19.87123,3.17468 -2.11383,-0.051 -6.18219,-0.3646 -9.04079,-0.69695 z" id="path4672" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 565.67775,91.251442 c -4.79791,-0.701741 -9.56298,-2.886918 -9.33571,-4.281188 0.0961,-0.589286 1.29965,-1.613068 2.67465,-2.275071 4.47827,-2.156091 20.0822,-3.611258 21.09807,-1.967532 0.52216,0.84487 -0.9717,4.956888 -1.80079,4.956888 -0.29118,0 -1.74281,0.964286 -3.22585,2.142857 -2.80889,2.232225 -3.33765,2.312241 -9.41037,1.424046 z" id="path4674" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 561.15955,78.704344 c 5.52765,-2.18604 13.6339,-3.002961 16.78571,-1.691608 1.98285,0.824991 1.51226,0.957892 -6.30226,1.779847 -4.64482,0.488556 -9.94839,1.081694 -11.78572,1.318086 l -3.34059,0.429803 4.64286,-1.836128 z" id="path4676" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 547.58812,80.601703 c 0,-1.122989 5.41669,-5.007022 9.50323,-6.814284 4.63467,-2.04967 11.22343,-2.928588 15.99007,-2.133018 l 3.43527,0.573359 -5,0.558875 c -6.9653,0.778548 -16.56351,3.786717 -20.19945,6.330704 -3.3063,2.31334 -3.72912,2.481641 -3.72912,1.484364 z" id="path4678" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 491.60866,126.81092 0,-3.87446 2.33758,-2.3607 c 1.28567,-1.29838 3.6562,-3.51634 5.26786,-4.9288 1.61165,-1.41245 3.01063,-2.66135 3.10884,-2.77533 0.0982,-0.11397 0.74108,-0.6329 1.42858,-1.15317 2.42563,-1.8356 5.25973,-4.78821 6.55085,-6.82479 0.71846,-1.13327 1.30629,-2.15363 1.30629,-2.26745 0,-0.11382 0.21849,-0.71338 0.48552,-1.33235 0.26704,-0.61897 0.66883,-1.57493 0.89286,-2.124351 0.52332,-1.283406 0.52743,-5.989692 0.006,-7.287819 -0.22054,-0.549421 -1.1161,-2.500041 -1.99014,-4.334711 -0.87404,-1.83467 -1.49312,-3.586037 -1.37574,-3.891928 0.18415,-0.479886 0.89314,-0.529256 5.16941,-0.359972 4.21387,0.166815 5.05482,0.296651 5.616,0.867065 1.50206,1.526754 1.73187,2.539036 1.7206,7.579238 l -0.0109,4.855646 -1.32843,2.121847 c -0.73064,1.167016 -1.32843,2.302005 -1.32843,2.522205 0,0.91572 -1.49182,3.38806 -2.46064,4.07792 -0.57336,0.40827 -1.5748,0.74231 -2.22541,0.74231 -3.9643,0 -8.07986,3.2134 -11.94224,9.3244 -1.06873,1.69092 -1.94314,3.24449 -1.94314,3.45238 0,0.20789 -0.13627,0.43156 -0.30282,0.49703 -0.16655,0.0655 -1.00309,1.24405 -1.85898,2.61905 -0.85588,1.375 -1.65222,2.58036 -1.76963,2.67857 -0.11741,0.0982 -0.68712,0.81369 -1.26602,1.58995 -0.5789,0.77625 -1.73558,2.09792 -2.5704,2.93703 l -1.51786,1.52565 0,-3.87446 z" id="path4680" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 480.07548,138.28591 c -0.67043,-0.74081 -1.26578,-3.20885 -1.57044,-6.5103 -0.0997,-1.08036 -0.31278,-2.12542 -0.47352,-2.32237 -0.16073,-0.19694 -0.40784,-2.6352 -0.54911,-5.41834 l -0.25687,-5.06027 1.00301,-0.92956 c 0.55166,-0.51126 1.41732,-1.01854 1.9237,-1.12729 0.50638,-0.10876 1.24212,-0.32899 1.63498,-0.4894 0.39286,-0.16041 2.08036,-0.56666 3.75,-0.90277 1.66964,-0.33611 3.39708,-0.78189 3.83875,-0.99062 1.28715,-0.60829 1.26602,-0.12971 -0.0828,1.87457 -0.69466,1.03226 -1.35922,2.26013 -1.47679,2.72859 -0.11758,0.46846 -0.33832,0.85174 -0.49055,0.85174 -0.15222,0 -0.37121,0.28125 -0.48663,0.625 -0.11542,0.34375 -0.40461,0.89044 -0.64265,1.21485 -0.3367,0.45888 -0.34178,1.72763 -0.0229,5.71429 0.22546,2.81844 0.51521,5.7418 0.64389,6.49636 0.29256,1.71553 -0.27819,2.85194 -1.91838,3.81968 -1.87619,1.10698 -4.03487,1.29755 -4.82375,0.42584 z" id="path4682" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 568.24375,117.73675 c -2.21288,-1.37166 -3.77795,-3.45174 -3.77795,-5.02115 0,-0.81631 0.14805,-0.93999 1.12512,-0.93999 1.56749,0 4.71993,-1.62246 6.53023,-3.3609 1.65089,-1.58536 3.05894,-3.47816 3.05894,-4.11204 0,-0.21912 0.41188,-1.05087 0.9153,-1.84833 l 0.91531,-1.44994 1.10783,0.85434 c 1.95911,1.51081 2.49895,2.93637 2.2466,5.93258 -0.1215,1.44256 -0.35937,2.88899 -0.5286,3.21428 -0.16923,0.32529 -0.61435,1.6932 -0.98915,3.03979 -0.75157,2.70025 -1.14741,3.06154 -4.11885,3.75925 -2.18888,0.51397 -5.60375,0.47822 -6.48478,-0.0679 z" id="path4684" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 610.77164,159.97271 c -2.05807,-0.34539 -3.92925,-1.22188 -6.06295,-2.83996 -3.59001,-2.72247 -7.98705,-7.07459 -8.42144,-8.33541 -0.0786,-0.22802 -0.24917,-0.49494 -0.37913,-0.59316 -0.12996,-0.0982 -0.66247,-1.22321 -1.18336,-2.5 -1.00577,-2.46534 -1.53003,-5.55481 -1.87872,-11.07143 -0.11795,-1.86607 -0.34804,-3.71428 -0.51131,-4.10714 -0.16326,-0.39286 -0.50335,-1.26094 -0.75576,-1.92908 -0.6382,-1.68938 -3.83468,-6.0632 -6.20654,-8.49254 -2.11597,-2.16725 -2.11881,-2.18079 -0.99728,-4.75695 0.2993,-0.6875 0.80375,-1.84657 1.12099,-2.5757 0.31724,-0.72914 0.7738,-1.40563 1.01458,-1.50333 1.06835,-0.43348 6.16937,6.14304 6.16937,7.95391 0,0.22596 0.12057,0.41083 0.26793,0.41083 0.14736,0 0.5818,1.00447 0.96542,2.23214 0.38362,1.22768 0.8068,2.47322 0.9404,2.76786 0.96817,2.13522 2.11196,5.70148 2.11196,6.58497 0,0.30684 0.16072,0.55789 0.35714,0.55789 0.19643,0 0.35715,0.31581 0.35715,0.7018 0,0.6952 0.81375,3.45735 1.42411,4.83391 0.17419,0.39286 0.42589,1.11608 0.55933,1.60715 0.34758,1.27909 2.70964,6.16714 3.23593,6.69643 0.24414,0.24553 0.57591,0.44669 0.73726,0.44701 0.16135,3.3e-4 1.16798,1.40658 2.23696,3.125 2.61052,4.19652 3.96115,5.81274 6.04711,7.23618 0.96432,0.65805 2.02114,1.64985 2.34848,2.20401 0.5845,0.98947 0.57837,1.01394 -0.34168,1.36375 -0.51527,0.1959 -1.04693,0.33728 -1.18147,0.31418 -0.13453,-0.0231 -1.02305,-0.17265 -1.97448,-0.33232 z" id="path4686" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 581.60866,148.32254 c -3.08337,-1.04975 -5.17625,-2.99072 -5.53883,-5.1368 -0.13068,-0.77351 -0.38434,-1.49707 -0.56368,-1.60791 -0.17933,-0.11083 -0.32606,-0.67418 -0.32606,-1.25187 0,-0.57769 -0.12767,-1.05035 -0.2837,-1.05035 -0.24924,0 -0.61144,-1.60099 -1.37356,-6.07143 -0.11721,-0.6875 -0.34014,-1.41071 -0.49541,-1.60714 -0.15526,-0.19643 -0.39802,-1.84375 -0.53945,-3.66072 -0.24797,-3.18551 -0.23074,-3.30357 0.48212,-3.30357 0.4066,0 0.8386,-0.16071 0.96,-0.35714 0.1214,-0.19643 0.58088,-0.35714 1.02108,-0.35714 0.44019,0 0.95302,-0.13415 1.13963,-0.29812 0.18661,-0.16396 1.10773,-0.58097 2.04694,-0.92668 l 1.70765,-0.62857 1.67867,1.37311 c 3.60116,2.94567 5.20744,5.32195 5.8772,8.69454 0.53018,2.66976 0.97657,7.45476 1.07687,11.5434 0.1159,4.7242 -0.0216,4.89938 -3.81273,4.85698 -1.38657,-0.0155 -2.7621,-0.11027 -3.05674,-0.21059 z" id="path4688" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 456.51216,90.399557 c -1.13344,-2.320473 -2.37897,-4.560568 -2.76786,-4.97799 -0.82771,-0.888443 -0.9232,-2.40942 -0.19687,-3.135754 0.57428,-0.574277 3.43972,-0.692867 4.40536,-0.182322 0.34109,0.180336 1.90587,0.595087 3.4773,0.921669 1.57143,0.326583 3.17857,0.725461 3.57143,0.886395 0.39285,0.160935 1.67857,0.559177 2.85714,0.884982 1.17857,0.325805 2.46428,0.774091 2.85714,0.996192 0.39286,0.2221 1.42567,0.785727 2.29513,1.252503 2.90804,1.561207 6.4934,4.021962 6.30476,4.327183 -0.10262,0.166047 -2.48094,0.418368 -5.28516,0.560713 -2.80421,0.142346 -5.2597,0.38588 -5.45665,0.541188 -0.19694,0.155307 -1.16165,0.369132 -2.14379,0.475165 -2.42222,0.261506 -5.93393,0.978373 -6.69159,1.365995 -0.34108,0.174502 -0.74287,0.314092 -0.89285,0.3102 -0.14999,-0.0039 -1.20006,-1.905645 -2.33349,-4.226119 z" id="path4690" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 491.05825,174.18632 c -0.23667,-0.61841 -0.89323,-5.03913 -1.10063,-7.41071 -0.0945,-1.08036 -0.27463,-2.20536 -0.40035,-2.5 -0.43403,-1.01729 -1.17663,-9.48446 -1.38185,-15.75586 -0.1801,-5.50391 -0.1293,-6.43966 0.40579,-7.47441 0.95278,-1.84248 4.59445,-5.07851 5.51549,-4.90114 0.58838,0.11332 0.8736,1.92085 2.52292,15.98855 0.44048,3.75707 1.40371,11.16863 1.81019,13.92857 0.82254,5.5849 0.82275,5.35715 -0.005,5.35715 -1.03412,0 -3.60177,0.82579 -3.60177,1.15838 0,0.14861 -0.17143,0.27019 -0.38097,0.27019 -0.20953,0 -0.90774,0.40178 -1.55157,0.89286 -1.32764,1.01264 -1.59091,1.07679 -1.83215,0.44642 z" id="path4692" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 494.33577,200.47576 c -0.12491,-0.91134 -0.22711,-2.41415 -0.22711,-3.33956 0,-0.92542 -0.14752,-2.14852 -0.32782,-2.71801 -0.1803,-0.56949 -0.40956,-1.95761 -0.50947,-3.08471 -0.17958,-2.02604 -0.16878,-2.05486 0.95282,-2.54224 0.62396,-0.27113 2.09875,-0.77002 3.27733,-1.10864 1.17857,-0.33862 2.67296,-0.77479 3.32087,-0.96927 1.54476,-0.4637 2.06284,-0.0133 2.53906,2.20718 0.29534,1.37715 0.26096,2.0598 -0.1645,3.26567 -0.29584,0.83851 -0.6541,1.61148 -0.79614,1.71771 -0.14203,0.10623 -0.98105,1.15243 -1.86448,2.32488 -2.14015,2.8403 -5.01877,5.90398 -5.54735,5.90398 -0.23616,0 -0.52733,-0.73859 -0.65321,-1.65699 z" id="path4694" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 502.90808,256.34694 c -0.46833,-0.73124 -0.96418,-2.91896 -1.52177,-6.71419 -0.10101,-0.6875 -0.28355,-1.49107 -0.40565,-1.78571 -0.21822,-0.52661 -0.94945,-5.24184 -1.35694,-8.75 -0.11407,-0.98214 -0.3385,-2.10714 -0.49873,-2.5 -0.16023,-0.39286 -0.48687,-2.24107 -0.72587,-4.10714 -0.23901,-1.86608 -0.58255,-4.35715 -0.76342,-5.53572 -0.18087,-1.17857 -0.46703,-3.1875 -0.63591,-4.46428 -0.16888,-1.27679 -0.49823,-3.76786 -0.73189,-5.53572 -0.23367,-1.76786 -0.57402,-3.70784 -0.75633,-4.31107 -0.94738,-3.13462 -0.36467,-4.63082 3.32556,-8.53904 0.93101,-0.98601 1.69441,-1.91328 1.69643,-2.0606 0.002,-0.14732 0.60635,-0.89014 1.34296,-1.65071 0.7366,-0.76057 1.93517,-2.07711 2.66349,-2.92566 0.90203,-1.05095 1.37207,-1.37864 1.47436,-1.02786 0.32101,1.10082 1.30857,7.05156 1.30857,7.88504 0,0.48394 0.14514,1.03258 0.32252,1.21919 0.17739,0.1866 0.40291,1.0625 0.50116,1.94643 0.16791,1.5106 0.95631,6.02895 1.68256,9.64285 0.17764,0.88393 0.56341,2.89286 0.85728,4.46429 0.29386,1.57143 0.70885,3.66071 0.9222,4.64286 0.39328,1.81049 1.22395,6.1109 1.62116,8.39285 0.11967,0.6875 0.31485,1.49107 0.43374,1.78572 0.19033,0.4717 0.42214,1.64414 1.34165,6.78571 0.12295,0.6875 0.35387,1.57143 0.51315,1.96429 0.15928,0.39285 0.48293,1.83928 0.71923,3.21428 0.2363,1.375 0.51626,2.95021 0.62214,3.50045 0.23707,1.23198 -0.63795,2.00751 -2.28356,2.02391 -0.62681,0.006 -1.2251,0.14962 -1.32954,0.31862 -0.10444,0.16899 -0.91399,0.40651 -1.79898,0.52781 -0.885,0.1213 -1.93403,0.38482 -2.33118,0.58559 -1.73254,0.87587 -2.06118,1.0018 -3.23382,1.23916 -0.68105,0.13786 -1.51058,0.327 -1.84341,0.42032 -0.36869,0.10337 -0.81065,-0.15124 -1.13116,-0.65167 z" id="path4696" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 490.77255,225.10617 c -0.13248,-0.13248 -2.32766,-0.34552 -4.87818,-0.47342 -2.55052,-0.1279 -4.73926,-0.3345 -4.86388,-0.45912 -0.55089,-0.55089 8.24055,-9.69204 9.02993,-9.38912 0.26224,0.10063 0.47681,0.55765 0.47681,1.0156 0,0.45796 0.15059,0.98532 0.33464,1.17193 0.47107,0.47761 0.93313,8.375 0.49,8.375 -0.19165,0 -0.45684,-0.10839 -0.58932,-0.24087 z" id="path4698" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 492.53973,183.71069 c -0.66172,-1.7244 -0.24648,-2.54723 2.66999,-5.29084 l 2.88678,-2.71567 2.04496,0 c 1.16481,0 2.3321,0.20996 2.7121,0.48783 0.58323,0.42646 0.61141,0.61739 0.22404,1.51785 -0.2437,0.56652 -1.08007,1.51218 -1.85859,2.10146 -0.77852,0.58929 -1.64071,1.27233 -1.91598,1.51786 -0.27527,0.24554 -0.75304,0.44643 -1.06172,0.44643 -0.30867,0 -0.56122,0.14329 -0.56122,0.31843 0,0.17513 -0.43113,0.42663 -0.95807,0.55888 -0.52694,0.13225 -1.60177,0.55146 -2.38851,0.93158 -1.71219,0.82724 -1.52969,0.8144 -1.79378,0.12619 z" id="path4700" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 500.45658,263.59039 c 0.64314,-0.40884 1.39705,-0.74335 1.67535,-0.74335 0.2783,0 0.58817,-0.13295 0.68859,-0.29543 0.10042,-0.16249 1.19473,-0.58203 2.43179,-0.9323 1.23706,-0.35028 2.57063,-0.76773 2.96349,-0.92767 0.75982,-0.30934 1.31672,-0.43849 5.53572,-1.28379 4.64696,-0.93106 6.86298,-1.2344 10.48324,-1.43503 3.8245,-0.21195 5.10171,0.18743 3.2318,1.01056 -0.57006,0.25095 -1.11683,0.55612 -1.21504,0.67816 -0.0982,0.12205 -0.58036,0.30993 -1.07143,0.41751 -0.84446,0.185 -2.52037,0.74452 -4.10715,1.37119 -0.39285,0.15515 -2.24107,0.52661 -4.10714,0.82546 -1.86607,0.29886 -3.95536,0.63481 -4.64286,0.74657 -1.72336,0.28015 -7.13035,0.85725 -10.35714,1.10545 l -2.67857,0.20603 1.16935,-0.74336 z" id="path4702" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 563.21696,267.96132 c -0.58864,-0.0983 -1.15114,-0.28477 -1.25,-0.41436 -0.0988,-0.1296 -0.49721,-0.41138 -0.88524,-0.62616 -0.72979,-0.40398 -2.29984,-3.29597 -3.00096,-5.52769 -0.48076,-1.53029 -0.53407,-6.47854 -0.075,-6.95679 0.17914,-0.1866 0.40344,-1.22321 0.49844,-2.30357 0.2793,-3.17627 1.08052,-7.5 1.38982,-7.5 0.15731,0 0.28602,-0.2928 0.28602,-0.65066 0,-1.11632 1.06725,-4.03832 2.72106,-7.4499 1.21357,-2.50344 2.05827,-3.70747 3.57082,-5.08986 2.98059,-2.72409 4.38861,-2.82143 6.81634,-0.47127 1.1649,1.12768 2.80176,3.99156 4.03205,7.05455 0.15779,0.39286 0.53603,1.28353 0.84053,1.97927 0.30449,0.69574 0.7425,2.06182 0.97334,3.03572 0.23085,0.9739 0.5606,2.13989 0.73279,2.5911 0.40674,1.06585 0.40855,10.6856 0.002,10.93683 -0.17106,0.10572 -0.40872,0.68077 -0.52815,1.27789 -0.34862,1.7431 -2.33293,5.57044 -3.56291,6.87215 -0.6235,0.65987 -1.69614,1.51318 -2.38364,1.89625 -0.6875,0.38308 -1.35573,0.84275 -1.48497,1.0215 -0.2587,0.35784 -6.98899,0.60947 -8.69244,0.325 l -2e-5,0 z" id="path4704" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 552.05509,258.38325 c -0.24554,-0.27834 -0.44643,-0.66208 -0.44643,-0.85277 0,-0.19069 -0.20089,-0.55908 -0.44643,-0.81865 -0.96998,-1.0254 -2.39885,-4.96589 -2.40685,-6.6375 -0.002,-0.44462 -0.19704,-1.11774 -0.43315,-1.49581 -0.31323,-0.50156 -0.32642,-0.91061 -0.0488,-1.51301 0.20928,-0.45409 0.67049,-1.70954 1.02492,-2.7899 0.35444,-1.08036 0.738,-2.04464 0.85237,-2.14286 0.11437,-0.0982 0.52132,-0.74107 0.90434,-1.42857 0.38302,-0.6875 0.99191,-1.56823 1.3531,-1.95718 0.36119,-0.38895 0.73746,-1.11216 0.83615,-1.60714 0.32828,-1.64656 1.60318,-3.8106 3.29682,-5.59609 2.59044,-2.73095 3.94322,-3.58999 6.10844,-3.87897 l 1.93376,-0.2581 -1.39805,1.38459 c -2.34935,2.32673 -4.21884,5.38836 -5.31153,8.69861 -0.35661,1.08035 -0.76931,2.28571 -0.91709,2.67857 -0.56791,1.50966 -1.41943,5.21299 -1.41943,6.17318 0,0.55296 -0.14425,1.15807 -0.32056,1.34467 -0.17631,0.18661 -0.4002,0.98215 -0.49753,1.76786 -1.06984,8.63651 -1.16989,9.13195 -1.886,9.33916 -0.18239,0.0528 -0.53252,-0.13176 -0.77805,-0.41009 z" id="path4706" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 538.39437,281.77561 c 0,-0.58929 0.16072,-1.07143 0.35715,-1.07143 0.19642,0 0.35714,-0.32361 0.35714,-0.71913 0,-0.39552 0.15293,-0.9982 0.33984,-1.33929 0.18691,-0.34108 0.60221,-1.26301 0.92288,-2.04872 0.32067,-0.78572 0.73024,-1.70764 0.91016,-2.04873 0.17992,-0.34108 0.32712,-0.77865 0.32712,-0.97238 0,-0.19372 0.38024,-1.20037 0.84497,-2.23699 0.46473,-1.03662 1.12714,-2.60797 1.47201,-3.4919 0.95899,-2.45797 2.06206,-4.65838 2.45788,-4.90302 0.19597,-0.12111 0.96922,0.49056 1.71833,1.35926 1.04581,1.21278 1.36224,1.88551 1.36299,2.89768 5.3e-4,0.72502 -0.14153,1.40628 -0.31569,1.51391 -0.17416,0.10764 -0.42623,0.77977 -0.56015,1.49362 -0.13392,0.71385 -0.3797,1.55938 -0.54618,1.87894 -0.27251,0.52311 -0.99013,2.20821 -1.76838,4.15247 -0.15726,0.39285 -0.74907,1.65248 -1.31514,2.79916 -1.06182,2.15094 -2.36183,3.09369 -4.26604,3.09369 -0.45549,0 -0.92749,0.16072 -1.04889,0.35715 -0.48405,0.78321 -1.25,0.34553 -1.25,-0.71429 z" id="path4708" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 563.03723,522.45458 c 0,-0.58542 -1.1567,-2.96123 -1.58854,-3.26279 -0.20718,-0.14468 -0.004,-0.26484 0.45334,-0.26786 0.45599,-0.003 1.02965,-0.20636 1.27479,-0.45189 1.38969,-1.39194 1.78892,-8.90781 0.57861,-10.89286 -0.69737,-1.14377 -0.74689,-1.16071 -3.39152,-1.16071 -2.08934,0 -2.68382,-0.11315 -2.68382,-0.5108 0,-0.64788 -1.36143,-3.63218 -5.57426,-12.21902 -1.84487,-3.76032 -3.35431,-7.01479 -3.35431,-7.23214 0,-0.21735 -0.12054,-0.39579 -0.26786,-0.39653 -0.14732,-7.1e-4 -0.57744,-0.76412 -0.95582,-1.69642 -0.37838,-0.9323 -0.78017,-1.77545 -0.89286,-1.87366 -0.33707,-0.29378 -3.24061,-6.35433 -3.24061,-6.76413 0,-0.2083 -0.16071,-0.37873 -0.35714,-0.37873 -0.19643,0 -0.35714,-0.30804 -0.35714,-0.68453 0,-0.37648 -0.12054,-0.73809 -0.26786,-0.80357 -0.14732,-0.0655 -0.51788,-0.60119 -0.82347,-1.19047 -1.37842,-2.65812 -2.66849,-5.01505 -2.83452,-5.17857 -0.0997,-0.0982 -0.53788,-0.90179 -0.9737,-1.78572 -0.43582,-0.88393 -1.44871,-2.73214 -2.25087,-4.10714 -0.80215,-1.375 -1.54914,-2.78125 -1.65996,-3.125 -0.11083,-0.34375 -0.30329,-0.62652 -0.4277,-0.62838 -0.12442,-0.002 -0.54348,-0.72508 -0.93125,-1.60715 -0.38777,-0.88206 -0.82974,-1.60376 -0.98214,-1.60376 -0.15241,0 -0.2771,-0.13944 -0.2771,-0.30987 0,-0.30956 -2.84851,-5.42368 -3.20911,-5.76156 -0.10482,-0.0982 -0.51048,-0.79209 -0.90146,-1.54194 -0.39097,-0.74986 -0.95193,-1.63379 -1.24658,-1.96429 -0.81448,-0.91361 -5.11185,-9.72593 -6.41747,-13.15989 -1.24267,-3.26838 -2.03385,-9.027 -3.77012,-27.44102 -0.61262,-6.49715 -0.9901,-10.28543 -1.26335,-12.67857 -0.1682,-1.47321 -0.47723,-4.36607 -0.68671,-6.42857 -0.20949,-2.0625 -0.53743,-4.11917 -0.72876,-4.57038 -0.19133,-0.4512 -0.34787,-1.29714 -0.34787,-1.87984 0,-0.58271 -0.14467,-1.33854 -0.32149,-1.67963 -0.2852,-0.55016 -0.79831,-3.49637 -1.352,-7.76301 -0.10196,-0.78571 -0.32964,-1.58125 -0.50595,-1.76786 -0.17631,-0.1866 -0.32056,-0.84524 -0.32056,-1.46364 0,-0.6184 -0.33592,-2.63537 -0.74648,-4.48215 -0.41056,-1.84677 -0.88969,-4.40242 -1.06472,-5.67921 -0.17504,-1.27678 -0.48198,-3.09273 -0.6821,-4.03543 -0.20011,-0.94271 -0.36385,-2.41983 -0.36385,-3.28249 0,-0.86267 -0.16071,-1.66782 -0.35714,-1.78922 -0.19643,-0.1214 -0.35714,-0.9853 -0.35714,-1.91977 0,-0.93448 -0.1583,-2.57231 -0.35177,-3.63964 -0.19347,-1.06732 -0.52727,-3.54773 -0.74177,-5.51202 -0.62139,-5.69031 -0.94588,-8.30591 -1.55078,-12.5 -0.81659,-5.66186 -0.94052,-6.34831 -1.28959,-7.14285 -0.33594,-0.76467 -1.00445,-5.41699 -1.28298,-8.92858 -0.0935,-1.17857 -0.30881,-2.46428 -0.4785,-2.85714 -0.47429,-1.098 -1.10468,-13.38933 -0.76333,-14.88339 0.16486,-0.72159 0.61555,-1.76623 1.00154,-2.32143 1.19431,-1.71789 2.5136,-4.48869 3.14792,-6.61132 0.59653,-1.99617 0.58403,-4.58394 -0.0398,-8.23381 -0.18918,-1.10692 -0.11462,-1.37133 0.43538,-1.54393 0.36501,-0.11454 0.94272,-0.35724 1.2838,-0.53933 0.34109,-0.18209 0.94595,-0.33107 1.34413,-0.33107 0.39819,0 1.00305,-0.15422 1.34414,-0.34271 0.34108,-0.18849 1.34336,-0.49978 2.22729,-0.69176 0.88393,-0.19197 2.25,-0.52772 3.03572,-0.74612 2.11382,-0.58755 5.56401,-1.43877 6.78571,-1.67415 0.58929,-0.11354 1.23214,-0.32501 1.42857,-0.46995 0.19643,-0.14493 1.08036,-0.37214 1.96429,-0.5049 0.88393,-0.13277 2.13824,-0.43124 2.78736,-0.66328 1.36806,-0.48902 1.61068,-0.26686 2.24656,2.05715 0.21499,0.78572 1.09887,2.69144 1.9642,4.23495 0.86532,1.5435 1.57331,2.94975 1.57331,3.125 0,0.17524 0.12053,0.31964 0.26785,0.32088 0.40369,0.003 1.51786,2.10478 1.51786,2.86275 0,0.36535 -0.16071,0.76359 -0.35714,0.88499 -0.19643,0.1214 -0.36411,0.57285 -0.37263,1.00322 -0.009,0.43037 -0.38347,1.42535 -0.83322,2.21107 -0.71098,1.24207 -1.00234,1.44243 -2.2318,1.53477 -1.42862,0.10729 -2.99092,-0.76291 -2.99092,-1.66595 0,-0.22249 -0.1462,-0.40454 -0.32488,-0.40454 -0.33327,0 -0.89902,-3.11293 -1.27738,-7.02858 -0.25355,-2.624 -0.93233,-4.12167 -2.31391,-5.10544 -1.34599,-0.95843 -2.82578,-0.91347 -4.03026,0.12244 -0.96965,0.83394 -1.2946,2.23433 -0.6781,2.9223 0.55614,0.62062 1.5273,4.81 1.30197,5.61649 -0.69739,2.49612 -3.28943,6.30453 -7.22264,10.612 -0.44657,0.48907 -0.81195,1.03271 -0.81195,1.20811 0,0.1754 -0.28841,0.57882 -0.64092,0.89651 -0.88223,0.79506 -3.64479,5.2641 -3.64479,5.89623 0,0.28309 -0.12286,0.56828 -0.27302,0.63375 -0.15017,0.0655 -0.55195,1.0171 -0.89286,2.11473 -1.11741,3.59772 -0.60508,15.19945 0.82662,18.71861 0.15982,0.39285 0.36488,1.19643 0.45567,1.78571 0.31027,2.01368 1.04547,5.35625 1.33542,6.07143 0.29682,0.7321 0.3433,0.99244 1.12729,6.31303 0.25113,1.70431 0.57713,3.2177 0.72445,3.36309 0.14732,0.1454 0.26786,1.01435 0.26786,1.93102 0,0.91667 0.12053,1.78642 0.26786,1.93278 0.23546,0.23394 0.61465,2.73528 1.3583,8.96008 0.11733,0.98214 0.31246,2.02679 0.43361,2.32143 0.12115,0.29464 0.43273,2.14286 0.6924,4.10714 0.25966,1.96429 0.62525,4.45536 0.81241,5.53572 0.18716,1.08035 0.43055,2.60714 0.54086,3.39285 0.4227,3.01073 1.31334,8.26791 1.60336,9.46429 0.34367,1.41764 1.05028,7.77886 1.30917,11.78571 0.0952,1.47322 0.3116,3 0.48093,3.39286 0.16933,0.39286 0.39493,2.16071 0.50133,3.92857 0.10641,1.76786 0.44537,5.54464 0.75325,8.39286 0.30788,2.84821 0.7059,6.54464 0.88448,8.21428 0.30529,2.85436 1.18224,9.85668 1.63255,13.03572 0.11129,0.78571 0.33059,1.75 0.48732,2.14286 0.15673,0.39285 0.58392,1.67857 0.94931,2.85714 0.36539,1.17857 0.86906,2.54464 1.11926,3.03571 0.2502,0.49107 0.4559,1.08886 0.45711,1.32842 0.001,0.23956 0.32363,1.00785 0.71649,1.7073 0.39286,0.69945 0.71496,1.46773 0.71578,1.70729 8.2e-4,0.23956 0.3807,1.18292 0.84418,2.09637 0.46347,0.91344 1.13741,2.4804 1.49763,3.48214 0.36022,1.00174 0.78391,1.82134 0.94153,1.82134 0.15763,0 0.28659,0.17702 0.28659,0.39339 0,0.3987 5.34815,11.42068 5.70114,11.74947 0.10545,0.0982 0.90921,1.625 1.78613,3.39285 0.87693,1.76786 1.6805,3.29465 1.78572,3.39286 0.10521,0.0982 1.07188,1.94643 2.14816,4.10714 1.07627,2.16072 2.04781,4.00893 2.15897,4.10715 0.6316,0.55803 5.07738,8.11148 7.60558,12.92198 1.50347,2.86074 4.4137,7.73098 4.86971,8.14945 0.26102,0.23952 1.03353,1.47871 1.33586,2.14285 0.13413,0.29465 0.77597,1.37175 1.4263,2.39356 0.65034,1.02181 1.18243,2.01289 1.18243,2.20238 0,0.1895 0.12054,0.39811 0.26786,0.46359 0.14732,0.0655 0.58775,0.7619 0.97873,1.54762 0.39097,0.78571 0.79276,1.50892 0.89285,1.60714 0.1001,0.0982 0.50188,0.82143 0.89286,1.60714 0.39097,0.78572 0.79712,1.50893 0.90255,1.60714 0.38794,0.36141 3.20801,6.40209 3.20801,6.87166 0,0.26702 0.18185,0.66734 0.40412,0.8896 0.56053,0.56054 0.57732,6.25684 0.019,6.44295 -0.23271,0.0776 -0.42311,0.33203 -0.42311,0.56548 0,0.55501 -2.81251,3.58273 -3.81581,4.10778 -0.97235,0.50886 -1.18419,0.51169 -1.18419,0.0158 l -10e-6,0 z" id="path4710" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 522.05331,295.62677 c -0.22168,-0.44849 -0.50995,-1.35784 -0.6406,-2.02077 -0.26898,-1.36482 0.14965,-1.81614 1.69273,-1.82492 0.52858,-0.003 1.06039,-0.16618 1.18179,-0.36261 0.1214,-0.19643 0.6666,-0.35715 1.21155,-0.35715 0.54496,0 1.11055,-0.12053 1.25687,-0.26785 0.25282,-0.25455 3.73126,-0.96532 6.81729,-1.39303 0.78572,-0.10889 1.58125,-0.34224 1.76786,-0.51855 0.18661,-0.17631 0.83053,-0.32057 1.43093,-0.32057 0.60041,0 1.65308,-0.16718 2.33929,-0.37151 0.6862,-0.20433 1.8905,-0.51059 2.67621,-0.68057 0.78571,-0.16998 2.39286,-0.57573 3.57143,-0.90165 1.17857,-0.32592 2.86607,-0.75218 3.75,-0.94723 0.88393,-0.19505 2.25,-0.50188 3.03571,-0.68185 0.78572,-0.17997 2.63393,-0.58184 4.10715,-0.89304 1.47321,-0.31121 3.32142,-0.71038 4.10714,-0.88704 0.78571,-0.17666 2.39286,-0.48716 3.57143,-0.68999 2.2574,-0.3885 4.51965,-0.97051 5.71428,-1.4701 0.72923,-0.30497 4.57198,-0.9986 7.14286,-1.28932 0.78571,-0.0888 1.66964,-0.26009 1.96429,-0.38054 0.29464,-0.12044 1.90178,-0.42863 3.57142,-0.68486 4.83772,-0.74241 5.49378,-0.86735 6.25,-1.19023 0.39286,-0.16774 1.6384,-0.39926 2.76786,-0.5145 2.1753,-0.22194 2.48682,0.0478 1.72986,1.49799 -0.17804,0.34109 -0.49615,1.26302 -0.70692,2.04873 -0.45309,1.68906 -1.52657,2.32035 -3.95128,2.32363 -0.89388,0.001 -2.08557,0.24228 -2.6482,0.53571 -0.56263,0.29344 -1.3282,0.53352 -1.70127,0.53352 -0.37307,0 -0.95738,0.14486 -1.29846,0.32191 -0.67742,0.35164 -7.89084,1.47309 -9.43836,1.46736 -0.52859,-0.002 -1.04795,0.13701 -1.15413,0.30881 -0.10618,0.17181 -1.03977,0.40082 -2.07465,0.50892 -1.67689,0.17516 -4.65927,0.70086 -9.56016,1.68515 -2.75056,0.55241 -7.62021,1.44825 -8.92857,1.64252 -0.6875,0.10209 -1.49107,0.28382 -1.78572,0.40385 -0.29464,0.12004 -1.66071,0.42119 -3.03571,0.66922 -1.375,0.24804 -3.0625,0.55255 -3.75,0.6767 -0.6875,0.12415 -1.49107,0.32192 -1.78571,0.43948 -0.50492,0.20146 -3.38508,0.94303 -5.35715,1.37933 -0.49107,0.10864 -1.13393,0.29465 -1.42857,0.41335 -0.515,0.20748 -4.18099,0.9582 -6.78571,1.38959 -0.6875,0.11386 -1.41072,0.32842 -1.60715,0.47679 -0.19642,0.14837 -1.09051,0.37575 -1.98686,0.50527 -1.46095,0.21112 -1.67146,0.15106 -2.03277,-0.57995 z" id="path4712" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 597.13346,281.8649 c 0.2806,-1.12442 1.72702,-3.14847 2.99884,-4.19643 3.02921,-2.49604 6.50981,-3.3754 10.59453,-2.67669 1.46715,0.25097 2.66754,0.55505 2.66754,0.67574 0,0.12069 0.48228,0.43292 1.07173,0.69383 1.00297,0.44396 3.57113,2.66872 3.57113,3.09362 0,0.10559 0.40179,0.82845 0.89286,1.60635 0.49107,0.77791 0.89285,1.49793 0.89285,1.60005 0,0.34886 -3.88582,0.18663 -4.10714,-0.17147 -0.29729,-0.48104 -13.27413,-0.48104 -13.57143,0 -0.1214,0.19642 -1.35366,0.35714 -2.73836,0.35714 l -2.51764,0 0.24509,-0.98214 z" id="path4714" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 733.39437,634.0669 c 0,-0.11935 0.54288,-1.36675 1.20639,-2.772 0.66351,-1.40525 1.56646,-3.35858 2.00656,-4.34072 1.36411,-3.04418 3.17306,-6.56728 3.5757,-6.96401 0.0998,-0.0984 0.4884,-1.06277 0.86349,-2.14313 0.37509,-1.08036 0.77999,-2.04464 0.89978,-2.14286 0.19293,-0.15818 0.72382,-1.36223 1.88965,-4.28571 0.19583,-0.49107 0.48703,-1.15432 0.6471,-1.47389 0.16007,-0.31957 0.40061,-1.16509 0.53453,-1.87895 0.13392,-0.71385 0.38599,-1.38598 0.56015,-1.49361 0.17416,-0.10764 0.31665,-0.57852 0.31665,-1.04641 0,-0.46789 0.16072,-0.95003 0.35715,-1.07143 0.19643,-0.1214 0.35714,-0.51421 0.35714,-0.87292 0,-0.64034 0.87119,-3.79295 1.43655,-5.19851 0.15802,-0.39285 0.56236,-1.91964 0.89854,-3.39285 0.33617,-1.47322 0.73026,-3 0.87575,-3.39286 0.50988,-1.37679 1.43202,-5.48312 1.43202,-6.37683 0,-0.49634 0.16071,-1.00177 0.35714,-1.12317 0.19643,-0.1214 0.35714,-0.6694 0.35714,-1.21778 0,-0.54839 0.15983,-1.46301 0.35517,-2.0325 0.19534,-0.56949 0.52323,-2.08008 0.72865,-3.35686 0.20541,-1.27679 0.52746,-3.125 0.71566,-4.10715 0.65737,-3.43051 1.02642,-6.8067 1.04198,-9.53249 0.009,-1.51073 0.1764,-2.84611 0.37283,-2.96751 0.23052,-0.14247 0.35714,-6.66335 0.35714,-18.39285 0,-11.72951 -0.12662,-18.25039 -0.35714,-18.39286 -0.20739,-0.12817 -0.36449,-2.19617 -0.37467,-4.93179 -0.0161,-4.32183 -0.16187,-6.88494 -1.07036,-18.81821 -0.17198,-2.25893 -0.47883,-6.35714 -0.68189,-9.10714 -0.20307,-2.75 -0.5308,-5.77131 -0.72829,-6.71401 -0.1975,-0.94271 -0.35908,-2.42931 -0.35908,-3.30357 0,-0.87426 -0.16071,-1.58957 -0.35714,-1.58957 -0.19643,0 -0.35714,-0.57968 -0.35714,-1.28818 0,-1.44323 -0.96139,-6.05648 -1.46098,-7.01054 -0.17861,-0.34109 -0.32474,-0.87659 -0.32474,-1.19001 0,-0.61646 -1.62854,-5.69894 -2.113,-6.59442 -0.1629,-0.30109 -0.4174,-1.09939 -0.56557,-1.77399 -0.14817,-0.6746 -0.39092,-1.4729 -0.53946,-1.77399 -0.59386,-1.20381 -1.04153,-2.43152 -1.63212,-4.47601 -0.34046,-1.17857 -0.75452,-2.29554 -0.92014,-2.48214 -0.16563,-0.18661 -0.30114,-0.61012 -0.30114,-0.94114 0,-0.60572 -0.89919,-3.82002 -1.44019,-5.14815 -0.16002,-0.39286 -0.57067,-1.67857 -0.91255,-2.85714 -0.34188,-1.17857 -0.72827,-2.30357 -0.85865,-2.5 -0.13037,-0.19643 -0.52095,-1.16072 -0.86794,-2.14286 -0.347,-0.98214 -0.85682,-2.29215 -1.13293,-2.91112 -0.27611,-0.61897 -0.50202,-1.2234 -0.50202,-1.34318 0,-0.11977 -0.34013,-0.97941 -0.75584,-1.91031 -1.55027,-3.47145 -1.74416,-3.95225 -1.74416,-4.32493 0,-0.20987 -0.32143,-0.95387 -0.71429,-1.65332 -0.39285,-0.69945 -0.71428,-1.44344 -0.71428,-1.65331 0,-0.20988 -0.24107,-0.9282 -0.53572,-1.59628 -0.47772,-1.08319 -1.0278,-2.3816 -1.95202,-4.60755 -0.16312,-0.39286 -0.56491,-1.35714 -0.89286,-2.14286 -0.32796,-0.78571 -0.7295,-1.75 -0.89231,-2.14285 -0.16282,-0.39286 -0.71445,-1.64279 -1.22585,-2.77762 -0.5114,-1.13484 -0.92981,-2.21966 -0.92981,-2.41072 0,-0.19106 -0.16072,-0.34738 -0.35715,-0.34738 -0.19643,0 -0.35714,-0.21844 -0.35714,-0.48544 0,-0.26699 -0.49798,-1.43217 -1.10661,-2.58928 -1.04131,-1.97969 -1.55805,-2.90641 -3.5628,-6.38956 -0.45222,-0.78572 -1.56557,-2.875 -2.4741,-4.64286 -2.27198,-4.42089 -3.62312,-6.76367 -3.98213,-6.90476 -0.16661,-0.0655 -0.30293,-0.27031 -0.30293,-0.45518 0,-0.69332 -8.06316,-12.68641 -9.53576,-14.18343 -0.25533,-0.25956 -0.46424,-0.59087 -0.46424,-0.73623 0,-0.14535 -0.28125,-0.57778 -0.625,-0.96093 -0.67773,-0.75542 -3.19499,-3.86796 -4.91072,-6.072 -1.44333,-1.85412 -4.04566,-4.90748 -6.81237,-7.99308 -0.80038,-0.89263 -2.00573,-2.2582 -2.67857,-3.03461 -2.61327,-3.01553 -7.66586,-7.82065 -13.00886,-12.3717 -0.7856,-0.66916 -1.63334,-1.41005 -1.88385,-1.64643 -0.25052,-0.23638 -1.2149,-1.03995 -2.14306,-1.78571 -0.92817,-0.74577 -1.76793,-1.44481 -1.86614,-1.55344 -0.18846,-0.20842 -4.56534,-3.74443 -5.1823,-4.18668 -0.19847,-0.14227 -1.0824,-0.8296 -1.96428,-1.5274 -0.88188,-0.69779 -2.72842,-1.9677 -4.10342,-2.82202 -1.375,-0.85431 -2.58036,-1.66554 -2.67858,-1.80273 -0.0982,-0.13718 -0.33928,-0.31405 -0.53571,-0.39305 -0.19643,-0.079 -1.72321,-1.04209 -3.39286,-2.14023 -5.10344,-3.35658 -15.88723,-9.24928 -16.9338,-9.25331 -0.2132,-8.3e-4 -1.14492,-0.38574 -2.07051,-0.85536 -0.92558,-0.46962 -2.61308,-1.13286 -3.75,-1.47386 -3.25304,-0.97571 -4.83998,-1.49597 -5.99569,-1.96565 -1.63248,-0.66344 -2.32956,-0.90985 -4.46428,-1.57803 -1.08036,-0.33815 -2.28572,-0.74323 -2.67857,-0.90016 -0.39286,-0.15693 -1.67858,-0.56507 -2.85715,-0.90698 -1.17857,-0.3419 -2.38393,-0.72973 -2.67857,-0.86185 -0.47109,-0.21122 -2.00478,-0.68978 -5.91821,-1.84667 -0.60323,-0.17833 -1.66838,-0.32423 -2.36698,-0.32423 -0.69862,0 -1.47028,-0.24108 -1.71481,-0.53572 -0.24453,-0.29464 -0.81722,-0.53571 -1.27265,-0.53571 -0.45543,0 -0.92738,-0.16072 -1.04878,-0.35715 -0.1214,-0.19642 -1.00533,-0.35714 -1.96428,-0.35714 -0.95896,0 -1.83525,-0.14835 -1.94731,-0.32966 -0.11206,-0.18132 -0.71894,-0.44283 -1.34864,-0.58113 -0.62969,-0.13831 -1.39124,-0.37299 -1.69233,-0.52152 -1.55514,-0.76719 -2.52134,-1.07344 -4.45232,-1.41125 -4.77945,-0.83612 -7.60054,-0.1566 -8.58457,2.06776 -0.3191,0.72133 -0.71041,1.55259 -0.86958,1.84723 -0.23716,0.43904 -1.41034,0.55173 -6.50089,0.62446 -3.41633,0.0488 -6.53293,0.23714 -6.92579,0.41851 -0.39286,0.18136 -2.37537,0.42438 -4.40557,0.54004 -2.03021,0.11566 -3.9884,0.3693 -4.35152,0.56364 -0.36313,0.19434 -1.30418,0.35335 -2.09121,0.35335 -0.78704,0 -1.5303,0.16071 -1.6517,0.35714 -0.1214,0.19643 -0.64266,0.35715 -1.15836,0.35715 -0.9316,0 -4.61779,0.87729 -5.9845,1.42428 -0.39286,0.15723 -1.51786,0.5595 -2.5,0.89393 -2.10828,0.7179 -5.63294,2.39308 -7.14286,3.39482 -0.58928,0.39096 -1.4909,0.71189 -2.0036,0.71318 -0.86375,0.002 -0.94657,-0.13704 -1.12817,-1.89657 -0.28956,-2.80558 -2.65383,-7.47247 -5.04603,-9.96049 -1.15216,-1.1983 -1.15638,-1.35487 -0.0365,-1.35487 0.49107,0 0.89286,-0.16071 0.89286,-0.35714 0,-0.19643 0.47757,-0.35714 1.06127,-0.35714 0.98282,0 4.92516,-0.71304 7.8673,-1.42293 0.6875,-0.16588 2.53571,-0.50284 4.10714,-0.7488 4.32714,-0.67728 6.22016,-0.98193 8.57143,-1.37944 1.17857,-0.19925 3.83036,-0.61337 5.89286,-0.92027 2.0625,-0.30689 4.55357,-0.70636 5.53571,-0.88769 4.15391,-0.76696 9.09151,-1.48974 11.33929,-1.65988 1.32589,-0.10035 2.41071,-0.32999 2.41071,-0.5103 0,-0.18031 0.92411,-0.33219 2.05357,-0.33751 1.12947,-0.005 3.58036,-0.17927 5.44643,-0.38655 1.86607,-0.20728 4.75893,-0.51323 6.42857,-0.6799 5.8122,-0.58019 7.60276,-1.03328 8.57143,-2.16895 0.38029,-0.44585 2.78146,-1.16118 5,-1.48954 5.66358,-0.83826 15.14075,-0.0784 19.10714,1.53199 0.39286,0.1595 1.51786,0.56056 2.5,0.89123 2.03672,0.68574 2.69217,0.93805 4.51826,1.73926 0.71719,0.31467 1.48276,0.57213 1.70128,0.57213 0.21851,0 0.67637,0.15662 1.01745,0.34804 1.41219,0.79254 4.53472,2.15196 4.94295,2.15196 0.24151,0 0.49268,0.12261 0.55816,0.27246 0.14518,0.33226 6.17486,3.29897 6.70499,3.29897 0.20809,0 0.37834,0.16072 0.37834,0.35714 0,0.19643 0.22805,0.35715 0.50677,0.35715 0.27873,0 0.96176,0.23124 1.51786,0.51386 0.5561,0.28263 1.65394,0.78349 2.43966,1.11302 0.78571,0.32954 3.19643,1.45166 5.35714,2.49361 2.16071,1.04195 4.33036,2.00918 4.82143,2.1494 0.49107,0.14022 0.97321,0.36963 1.07143,0.50979 0.0982,0.14017 1.30357,0.95698 2.67857,1.81514 1.375,0.85816 2.55357,1.6861 2.61905,1.83987 0.0655,0.15378 0.33333,0.27959 0.59523,0.27959 0.26191,0 0.52977,0.12431 0.59524,0.27625 0.0655,0.15193 2.12798,1.54274 4.58334,3.09068 2.45535,1.54794 4.54464,2.91023 4.64285,3.02732 0.0982,0.11709 1.30357,0.96644 2.67857,1.88744 1.375,0.921 2.82157,1.96564 3.21458,2.32143 0.39302,0.35578 1.28601,1.0733 1.98444,1.59447 0.69842,0.52117 1.72744,1.32474 2.28672,1.78571 1.57405,1.29737 17.25066,17.03323 19.65712,19.73142 2.47786,2.77823 3.30878,3.68178 6.96429,7.57299 1.47321,1.5682 3.64207,3.96911 4.81968,5.33536 1.17762,1.36624 2.33522,2.68887 2.57245,2.93917 0.23723,0.25031 1.35012,1.85745 2.47308,3.57143 1.12297,1.71398 2.13916,3.19669 2.25821,3.2949 0.11906,0.0982 0.77337,0.90179 1.45403,1.78572 0.68066,0.88393 1.51842,1.91672 1.86169,2.2951 0.34326,0.37838 0.71714,0.98106 0.83084,1.33929 0.1137,0.35823 0.35661,0.65132 0.5398,0.65132 0.18319,0 0.33308,0.24107 0.33308,0.53572 0,0.29464 0.12416,0.53571 0.27592,0.53571 0.15176,0 0.57886,0.5625 0.9491,1.25 0.37024,0.6875 0.80858,1.25 0.97407,1.25 0.1655,0 0.30091,0.13845 0.30091,0.30766 0,0.16921 0.78065,1.49511 1.73479,2.94643 0.95414,1.45132 2.02121,3.20127 2.37126,3.88877 0.35006,0.6875 0.73458,1.33036 0.85449,1.42857 0.35275,0.28892 1.11471,1.55677 1.34148,2.23214 0.11542,0.34375 0.32652,0.625 0.4691,0.625 0.14259,0 0.56218,0.5625 0.93242,1.25 0.37024,0.6875 0.76358,1.25 0.87407,1.25 0.1105,0 0.67021,0.80357 1.24381,1.78572 0.57361,0.98214 1.16987,1.78571 1.32503,1.78571 0.15517,0 0.28212,0.1424 0.28212,0.31645 0,0.29145 2.75513,4.63349 3.19845,5.04069 0.26536,0.24375 1.03886,1.48873 1.33134,2.14286 0.13174,0.29464 0.33691,0.61607 0.45593,0.71429 0.11902,0.0982 0.92148,1.38393 1.78325,2.85714 0.86177,1.47321 1.70022,2.73214 1.86323,2.79762 0.163,0.0655 0.29637,0.34673 0.29637,0.625 0,0.27827 0.16071,0.50595 0.35714,0.50595 0.19643,0 0.35714,0.22959 0.35714,0.5102 0,0.28062 0.21195,0.72258 0.47099,0.98215 0.25904,0.25957 1.33506,2.23979 2.39117,4.40051 1.0561,2.16071 2.00934,4.00893 2.1183,4.10714 0.10897,0.0982 0.518,0.82143 0.90898,1.60714 0.39098,0.78572 0.80461,1.50893 0.91918,1.60715 0.11457,0.0982 0.51789,0.94136 0.89628,1.87366 0.37838,0.9323 0.8085,1.69569 0.95582,1.69643 0.14732,7.1e-4 0.26786,0.22938 0.26786,0.50811 0,0.27872 0.23098,0.96176 0.5133,1.51785 0.86667,1.70712 2.34384,5.12178 2.34384,5.41806 0,0.15416 0.32563,0.95428 0.72363,1.77804 0.398,0.82376 0.82054,1.9823 0.93899,2.57452 0.11844,0.59222 0.35531,1.16326 0.52636,1.26898 0.17106,0.10572 0.31102,0.58452 0.31102,1.064 0,0.47948 0.14247,0.87178 0.31659,0.87178 0.17413,0 0.42448,0.71946 0.55635,1.59881 0.13187,0.87935 0.39119,1.69241 0.57627,1.8068 0.18507,0.11438 0.3365,0.59079 0.3365,1.05867 0,0.46789 0.16072,0.95003 0.35715,1.07143 0.19642,0.1214 0.35714,0.52705 0.35714,0.90145 0,0.3744 0.2179,1.36938 0.48422,2.21107 0.71252,2.25186 1.18889,4.06585 1.85559,7.06605 0.32737,1.47322 0.73842,2.95764 0.91342,3.29873 0.17501,0.34108 0.3182,0.96276 0.3182,1.3815 0,1.00979 1.09173,6.73426 1.45728,7.6412 0.15834,0.39286 0.35964,1.35714 0.44734,2.14286 0.2732,2.44768 1.00249,6.3955 1.31951,7.14285 0.16665,0.39286 0.38463,1.27679 0.48441,1.96429 0.0998,0.6875 0.44785,2.77679 0.7735,4.64286 0.32565,1.86607 0.66465,4.19643 0.75334,5.17857 0.0887,0.98214 0.26444,2.02678 0.39056,2.32143 0.28421,0.66396 1.08261,8.53887 1.37595,13.57143 0.12022,2.0625 0.37087,3.93806 0.55699,4.16792 0.19661,0.2428 0.4158,7.57595 0.5231,17.5 0.17812,16.47571 -0.0569,23.73212 -0.91777,28.33208 -0.20217,1.08035 -0.58058,3.41071 -0.8409,5.17857 -0.26032,1.76785 -0.57472,3.45535 -0.69865,3.75 -0.12393,0.29464 -0.30958,1.25893 -0.41255,2.14285 -0.36443,3.12845 -1.15086,8.04298 -1.37162,8.57143 -0.12308,0.29465 -0.30214,1.17857 -0.3979,1.96429 -0.0958,0.78571 -0.44274,2.79464 -0.77105,4.46428 -0.32831,1.66965 -0.6719,3.59822 -0.76353,4.28572 -0.0916,0.6875 -0.30502,1.57143 -0.4742,1.96428 -0.16919,0.39286 -0.38985,1.35715 -0.49036,2.14286 -0.26706,2.08764 -0.99012,5.60456 -1.32167,6.42857 -0.15807,0.39286 -0.36165,1.19643 -0.45241,1.78572 -0.27036,1.75545 -2.68549,11.75545 -3.10517,12.85714 -0.65799,1.72724 -1.42135,4.6151 -1.42135,5.37708 0,0.45692 -0.16071,0.93009 -0.35714,1.05149 -0.19643,0.1214 -0.35714,0.60354 -0.35714,1.07143 0,0.46789 -0.15143,0.94429 -0.33651,1.05868 -0.18508,0.11438 -0.4444,0.92744 -0.57627,1.80679 -0.13186,0.87935 -0.38222,1.59882 -0.55634,1.59882 -0.17413,0 -0.3166,0.3923 -0.3166,0.87177 0,0.47948 -0.16071,0.97111 -0.35714,1.09251 -0.19643,0.1214 -0.35714,0.46821 -0.35714,0.77068 0,0.30247 -0.22488,1.05638 -0.49974,1.67535 -0.27486,0.61897 -0.71682,1.67159 -0.98214,2.33915 -0.26533,0.66756 -0.8973,2.03364 -1.40438,3.03571 l -0.92198,1.82197 -13.98874,0.0934 c -7.6938,0.0514 -13.98874,-0.004 -13.98874,-0.12357 z" id="path4716" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 563.91351,725.56309 c -2.76205,-0.87291 -4.77684,-2.01959 -5.66715,-3.22537 l -1.38143,-1.87094 -1.51745,1.90306 -1.51744,1.90305 -6.74398,-2.46001 C 531.50672,716.13 524.29242,711.72642 507.9857,697.94619 492.10052,684.52218 478.77796,670.51127 471.7388,659.8265 c -1.75034,-2.65684 -3.18243,-5.01158 -3.18243,-5.23275 0,-0.22117 -2.26818,-4.57212 -5.04039,-9.66876 -2.77222,-5.09664 -4.83426,-9.60013 -4.58233,-10.00777 0.25193,-0.40764 -0.83217,-3.37956 -2.40912,-6.60429 -3.1962,-6.53597 -6.2111,-15.14994 -9.05212,-25.86313 -1.04181,-3.92857 -2.71684,-9.875 -3.72228,-13.21429 -2.25892,-7.50238 -3.70703,-13.97978 -3.7401,-16.72947 -0.0138,-1.14763 -0.49791,-2.60907 -1.07579,-3.24763 -2.01499,-2.22653 -4.11578,-16.4356 -5.01969,-33.95147 -0.22301,-4.32143 -0.73608,-12.74267 -1.14016,-18.71388 -0.60572,-8.95095 -0.53075,-12.64981 0.4271,-21.07143 1.45797,-12.81877 4.10675,-28.07552 6.4858,-37.35755 3.93004,-15.33334 13.79928,-42.2234 20.58137,-56.07669 6.31816,-12.90564 17.23955,-28.5952 28.83271,-41.42075 0.88904,-0.98355 3.46047,-4.10349 5.71429,-6.9332 6.12043,-7.68431 6.91053,-7.65966 7.85462,0.24505 l 0.60847,5.09468 -8.15546,8.11689 c -9.54925,9.50407 -17.32897,18.96367 -21.36143,25.97402 -1.58185,2.75 -4.25057,7.41072 -5.93049,10.35715 -1.67993,2.94643 -3.6482,6.22497 -4.37393,7.28565 -2.59487,3.79249 -11.06901,25.61103 -13.81568,35.57149 -0.4875,1.76786 -1.9015,6.64615 -3.14223,10.84065 -2.8718,9.70866 -3.4038,14.37584 -4.39752,38.57924 -0.6089,14.83047 -0.60722,22.4233 0.007,30.35715 2.47211,31.94819 11.82057,68.59642 24.59027,96.39978 6.97936,15.19612 10.91364,22.68194 14.09095,26.81114 1.71798,2.23267 4.40931,5.89808 5.98074,8.14537 5.649,8.07856 11.53809,15.08768 19.98213,23.78241 8.69877,8.95704 25.23208,23.5207 28.79062,25.36074 3.3615,1.73816 13.04855,4.70211 21.94154,6.71346 8.22204,1.85961 9.35754,1.9364 27.85714,1.88382 27.72154,-0.0788 36.01935,-1.70192 54.28572,-10.61877 4.32142,-2.10954 9.94642,-4.73378 12.5,-5.83164 2.55357,-1.09786 5.84182,-2.7351 7.30723,-3.63831 1.46538,-0.9032 2.84909,-1.64218 3.07488,-1.64218 0.75489,0 8.59012,-5.54725 9.64664,-6.8297 0.57345,-0.69609 2.30727,-2.18431 3.85291,-3.30715 4.88652,-3.54985 14.76064,-13.44705 22.31101,-22.36315 4.34593,-5.13206 11.24185,-15.33847 15.26451,-22.59252 1.6057,-2.89555 3.87782,-6.83218 5.04918,-8.74806 1.17136,-1.91589 3.76589,-7.05875 5.76562,-11.42857 13.6899,-29.91512 15.38752,-37.70602 17.70303,-81.24392 0.55802,-10.49241 0.48292,-16.06313 -0.35589,-26.39833 -1.83682,-22.63183 -5.92195,-40.24588 -14.93648,-64.40234 -2.53818,-6.80162 -18.28456,-38.55783 -21.85901,-44.08372 -2.44336,-3.77731 -2.83945,-4.84355 -2.1891,-5.89286 0.4367,-0.70461 1.18363,-1.90935 1.65983,-2.6772 1.28607,-2.07373 0.0881,-2.64945 -1.80753,-0.86863 -0.9077,0.85274 -1.96448,1.55043 -2.34838,1.55043 -0.38392,0 -1.60112,-1.84138 -2.70492,-4.09196 -1.10378,-2.25059 -2.80712,-5.06309 -3.78518,-6.25 -0.97806,-1.18692 -3.59728,-4.60306 -5.82048,-7.59143 -6.08974,-8.18566 -24.36165,-27.03644 -34.11326,-35.194 -5.34884,-4.47449 -11.06535,-8.50485 -15,-10.57558 -6.60597,-3.47659 -22.85033,-9.86846 -25.0798,-9.86846 -0.70303,0 -3.52811,-0.47656 -6.27796,-1.05902 -2.74986,-0.58247 -6.5623,-1.06461 -8.47209,-1.07143 l -3.47235,-0.0124 0.48948,-2.67857 c 0.26921,-1.47322 0.98244,-3.44329 1.58496,-4.37795 1.00109,-1.55294 1.45215,-1.66704 5.23435,-1.32408 2.93848,0.26645 5.47562,1.12286 8.74796,2.95285 4.02377,2.25022 9.35559,4.33942 20.17366,7.90477 1.57143,0.5179 6.39286,2.94567 10.71429,5.39506 4.32143,2.44938 9.30357,5.24951 11.07143,6.22251 1.76786,0.973 4.66071,2.59475 6.42857,3.60389 3.47196,1.98189 11.47129,8.14498 16.07143,12.38226 1.57143,1.44747 3.92246,3.54824 5.22451,4.66837 4.12077,3.54503 20.13263,23.29767 20.13263,24.83613 0,0.38231 0.76674,1.83739 1.70387,3.23351 15.80364,23.54406 20.55403,32.88955 30.33652,59.68125 1.57789,4.32143 4.04038,10.75 5.4722,14.28571 7.28282,17.98411 9.47716,30.90082 11.04241,65 1.40493,30.60634 0.72688,46.63782 -2.5679,60.71429 -5.71328,24.40915 -14.43827,44.3647 -30.3923,69.51238 -12.69934,20.01744 -30.61833,38.32092 -49.88051,50.95079 -8.43217,5.52882 -28.42122,15.19029 -35.71429,17.26208 -19.19193,5.45197 -32.14811,7.4671 -50.71428,7.8878 -10.80862,0.24493 -13.07991,0.1 -16.78572,-1.07119 z" id="path4718" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 571.77065,743.02964 c -1.17857,-0.15265 -6.16071,-1.08114 -11.07142,-2.06331 -18.48595,-3.69731 -33.62395,-9.117 -47.05967,-16.84827 -3.30136,-1.89968 -6.11347,-3.45398 -6.24914,-3.45398 -0.79656,0 -10.17167,-7.72 -16.04732,-13.21428 -3.78114,-3.53572 -9.5816,-8.83929 -12.88993,-11.78572 -16.07649,-14.3179 -26.71607,-31.71993 -40.61432,-66.42857 -0.7079,-1.76785 -2.47786,-5.94643 -3.93326,-9.28571 -4.85326,-11.13537 -7.8279,-22.10584 -11.03969,-40.71429 -0.44075,-2.55357 -1.40763,-7.21428 -2.14863,-10.35714 -1.08263,-4.59185 -1.52023,-11.04586 -2.22782,-32.85714 -1.07183,-33.03929 -0.51752,-40.37151 5.45392,-72.14286 0.5907,-3.14286 1.53495,-9.41071 2.09833,-13.92857 1.64874,-13.22155 6.89418,-36.31704 10.63754,-46.83672 4.8886,-13.73806 19.73991,-39.36551 31.71718,-54.73122 6.49212,-8.32879 16.05964,-19.30392 22.49521,-25.8048 l 6.48997,-6.55583 0.87088,4.28571 c 0.47898,2.35714 1.31408,8.2556 1.85578,13.10768 l 0.9849,8.82196 -5.46188,4.5556 c -15.04583,12.54931 -29.65042,31.28484 -38.77537,49.74306 -7.3342,14.83586 -11.74313,25.73352 -19.01314,46.99529 -2.47093,7.22645 -6.17967,23.76695 -7.12495,31.77641 -0.37093,3.14286 -1.14588,9.25 -1.72213,13.57143 -2.26677,16.99919 -2.19435,22.91076 0.65626,53.57143 1.65924,17.84647 2.21704,21.47426 5.00056,32.52234 3.83228,15.2107 7.47529,30.82074 7.47529,32.03111 0,0.58254 2.78075,7.99276 6.17944,16.46714 5.39214,13.44491 12.24744,27.27317 19.44853,39.23084 2.37544,3.94452 11.83964,15.5174 17.51664,21.41949 9.21886,9.58436 28.47618,25.65749 39.24463,32.75554 7.82642,5.1588 12.51797,7.29977 25.82504,11.78511 l 8.57143,2.88913 22.5,-0.36195 c 20.06144,-0.32272 23.11932,-0.52827 28.21429,-1.89659 3.14285,-0.84405 10.55232,-2.62219 16.46547,-3.95142 9.90447,-2.22644 11.80708,-2.93476 24.15843,-8.99388 17.72434,-8.69491 31.88534,-18.02772 41.1367,-27.11115 12.84242,-12.60931 19.61181,-20.66655 28.50554,-33.92857 5.00567,-7.46428 10.01786,-15.25893 11.1382,-17.32143 l 2.03699,-3.75 13.81505,0 c 7.59828,0 13.81505,0.2175 13.81505,0.48335 0,0.26583 -1.50117,2.7569 -3.33592,5.53571 -1.83476,2.7788 -4.46665,6.82023 -5.84866,8.98094 -1.38201,2.16072 -3.3362,5.21429 -4.34266,6.78572 -5.51198,8.60618 -20.91845,26.61508 -30.9368,36.16258 -11.92101,11.36075 -11.45638,10.98945 -30.53596,24.40293 -8.7797,6.17237 -21.52425,12.98854 -30.35715,16.23591 -15.2507,5.60683 -18.82464,6.53021 -33.21428,8.58141 -13.11852,1.87 -16.39028,2.0777 -31.42857,1.9952 -9.23215,-0.0506 -17.75,-0.21697 -18.92858,-0.36962 z" id="path4720" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 400.31134,550.12479 c -0.67603,-9.88533 0.0345,-23.69814 1.8457,-35.88008 4.10875,-27.63523 5.92533,-39.01771 7.4682,-46.79491 0.93524,-4.71429 2.05123,-10.66072 2.47997,-13.21429 2.63665,-15.70375 8.85091,-39.26795 13.75091,-52.14285 1.56992,-4.125 3.27662,-8.625 3.79268,-10 2.84999,-7.59356 12.28077,-23.80123 18.91082,-32.5 1.79657,-2.35715 5.32039,-7.17858 7.8307,-10.71429 6.53338,-9.20209 10.96863,-14.25163 23.61792,-26.88906 10.43735,-10.42756 15.69099,-14.67833 15.69099,-12.69573 0,0.44497 -3.10241,4.0693 -6.89424,8.05406 -6.78884,7.13426 -20.44565,22.77065 -23.38675,26.77669 -0.8276,1.12727 -3.32144,4.44659 -5.54186,7.37626 -3.84315,5.07074 -7.68332,10.91256 -13.66057,20.78102 -4.85654,8.01815 -15.51658,30.87062 -15.51658,33.26367 0,0.39306 -0.65479,2.24222 -1.45509,4.10923 -0.8003,1.86702 -1.72919,5.18832 -2.06421,7.38065 -0.33501,2.19234 -2.05984,9.77178 -3.83294,16.84321 -3.40068,13.56251 -6.48449,29.11856 -9.06233,45.71429 -1.78538,11.49399 -2.26335,36.31242 -1.18463,61.51128 l 0.61508,14.36843 -4.9008,0.85209 c -2.69544,0.46864 -5.59319,0.9923 -6.43945,1.1637 -1.47464,0.29865 -1.56049,-0.008 -2.06352,-7.36337 z" id="path4722" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 515.38838,327.73586 c -1.06735,-5.92682 -2.0204,-12.62848 -2.05654,-14.46111 -0.0293,-1.48836 0.066,-1.62071 0.75532,-1.04861 1.31509,1.09143 4.17976,5.69756 5.3495,8.6015 0.60631,1.50521 1.29149,2.95267 1.5226,3.21657 0.71825,0.82013 0.46474,2.03548 -0.61793,2.96249 -0.62418,0.53445 -0.92668,1.24011 -0.75861,1.76966 0.20387,0.64234 -0.16455,1.07098 -1.36096,1.58342 -0.90228,0.38646 -1.76034,0.77911 -1.9068,0.87256 -0.14647,0.0934 -0.56342,-1.47997 -0.92658,-3.49648 z" id="path4724" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 528.06054,340.96964 c -0.63119,-0.25351 -1.24705,-0.75049 -1.36858,-1.1044 -0.12153,-0.35392 -0.54302,-4.62096 -0.93664,-9.48232 -0.6538,-8.07472 -0.8579,-9.15539 -2.36084,-12.50064 -0.90485,-2.01399 -1.84203,-3.6618 -2.08263,-3.6618 -0.24059,0 -0.43745,-0.31419 -0.43745,-0.69819 0,-0.38401 -0.88334,-1.58154 -1.96298,-2.66117 -2.50784,-2.50785 -5.16005,-7.55662 -5.44608,-10.36722 -0.22758,-2.23633 0.9776,-5.46391 2.18067,-5.84002 0.319,-0.0997 1.27196,1.02316 2.11769,2.4953 0.84573,1.47215 2.70139,3.81305 4.1237,5.20201 4.27214,4.17199 5.85725,7.28107 6.99393,13.71815 1.02114,5.7828 2.1394,8.75774 3.29198,8.75774 0.87325,0 2.13635,-1.42377 2.79126,-3.14631 0.36164,-0.95119 1.42626,-1.81764 3.44442,-2.80326 1.60655,-0.78461 4.47405,-2.26706 6.37221,-3.29433 3.93426,-2.1292 6.15735,-2.41083 6.65493,-0.8431 0.17887,0.56357 0.17263,2.44947 -0.0139,4.19088 l -0.33907,3.1662 -2.80121,-1.41296 c -3.29283,-1.66094 -3.77935,-1.69134 -6.44692,-0.4028 -1.11117,0.53673 -2.59477,0.98358 -3.29689,0.99301 -2.46168,0.0331 -3.38429,1.23278 -3.99152,5.1904 -0.77678,5.0627 -2.02925,11.4221 -2.63679,13.38829 -0.53881,1.74378 -1.55427,2.03832 -3.84933,1.11654 z" id="path4726" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 517.94455,342.02118 c -1.07696,-4.66561 -0.84206,-6.28731 1.12838,-7.79024 0.95374,-0.72745 1.84482,-1.32264 1.98018,-1.32264 0.57482,0 0.90884,3.34258 0.58946,5.89883 -0.24603,1.96911 -0.74012,3.20542 -1.71881,4.30076 l -1.37353,1.53725 -0.60568,-2.62396 z" id="path4728" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 561.78558,316.05351 0,-2.71266 3.40926,-0.30694 c 10.79511,-0.97188 13.22707,-0.99761 13.55486,-0.14343 0.44791,1.16724 -0.10998,2.85881 -1.49543,4.53432 -1.04488,1.26363 -1.31127,1.35947 -2.21313,0.79625 -0.8163,-0.50979 -2.00831,-0.51948 -5.84822,-0.0476 -7.76383,0.95412 -7.40734,1.05614 -7.40734,-2.11995 z" id="path4730" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 581.6465,325.01217 c -1.66832,-0.37278 -2.31785,-1.45291 -1.9315,-3.21197 0.5181,-2.3589 2.08507,-3.10826 6.13111,-2.93202 2.99604,0.1305 3.4797,0.28489 3.63629,1.16068 0.0993,0.55558 0.74975,1.61485 1.44539,2.35393 l 1.26479,1.34378 -1.10745,0.59269 c -1.18008,0.63156 -7.60299,1.10308 -9.43863,0.69291 z" id="path4732" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 579.17148,349.36449 c -0.85496,-0.37228 -2.27549,-1.55159 -3.15673,-2.62069 -2.30778,-2.79974 -2.2324,-5.40601 0.47473,-16.41361 l 0.44772,-1.8205 7.45021,0.24736 c 4.61967,0.15338 7.60584,0.46125 7.85986,0.81035 0.56539,0.77702 0.0284,8.4538 -0.90006,12.86764 -1.00123,4.75964 -1.89556,6.40025 -3.86276,7.08602 -2.16336,0.75415 -6.40492,0.67426 -8.31297,-0.15657 z" id="path4734" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 559.76527,351.47558 c 0,-2.24317 0.50765,-2.64553 4.6508,-3.68625 l 3.36879,-0.84622 1.92485,2.00767 1.92486,2.00766 -2.99067,0.87966 c -1.64486,0.48381 -4.31545,0.99978 -5.93464,1.1466 l -2.94399,0.26695 0,-1.77607 z" id="path4736" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 556.45999,343.80431 c -0.44176,-0.67421 -1.33237,-4.25394 -1.97913,-7.95496 -0.64676,-3.70101 -1.33766,-7.12687 -1.53533,-7.613 -0.30111,-0.74055 -0.0765,-0.88389 1.38481,-0.88389 0.95931,0 2.50642,-0.38024 3.43802,-0.84498 1.81524,-0.90557 10.94126,-1.57526 13.32237,-0.97764 1.56524,0.39285 1.63011,0.99294 0.2913,2.69496 -0.55559,0.70631 -1.0163,1.87858 -1.02382,2.60504 -0.008,0.72647 -0.68937,2.90528 -1.51523,4.84181 -0.82586,1.93653 -1.50504,3.98209 -1.5093,4.54569 -0.0129,1.71478 -0.71315,2.30779 -4.23397,3.58578 -4.29284,1.55822 -5.61936,1.55845 -6.63972,0.001 l 0,3e-5 z" id="path4738" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 539.88496,349.70209 c -0.59484,-2.09963 -0.89925,-9.52223 -0.57041,-13.90839 l 0.35667,-4.75721 3.6073,-1.16595 c 1.98402,-0.64128 3.87263,-1.26001 4.19692,-1.37496 1.40238,-0.49712 3.16724,5.77588 3.18611,11.32477 l 0.0123,3.62904 -2.06038,1.42172 c -1.13321,0.78194 -3.38042,2.38767 -4.99381,3.56829 -1.61338,1.18061 -3.05738,2.14657 -3.20888,2.14657 -0.1515,0 -0.38814,-0.39775 -0.52587,-0.88388 z" id="path4740" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4742" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 522.9126,374.2281 c 0.0353,-1.30282 1.33076,-2.96613 6.21194,-7.9757 4.46052,-4.57785 13.20225,-12.13089 14.04001,-12.13089 1.57139,0 0.38739,4.73957 -1.48081,5.92775 -0.75015,0.47709 -1.47754,1.00063 -1.61644,1.16341 -0.51634,0.60513 -9.45798,7.96876 -12.62691,10.39851 -4.21337,3.23058 -4.54966,3.42494 -4.52779,2.61692 z" id="path4744" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 524.91501,385.09776 c 0,-2.00766 0.26328,-2.74637 1.41434,-3.96838 1.89958,-2.01668 4.19891,-3.82255 8.43465,-6.62446 1.94454,-1.2863 5.43325,-3.95547 7.75267,-5.9315 6.08775,-5.18643 8.7451,-7.17951 10.17754,-7.6334 0.69448,-0.22005 2.1321,-0.94875 3.19471,-1.61932 2.23699,-1.41167 3.37128,-0.95734 3.37128,1.35036 0,1.46251 -1.62591,3.35026 -2.44798,2.8422 -0.97469,-0.6024 -2.0967,0.34554 -2.59372,2.19133 -0.53695,1.99407 -1.40227,2.78402 -9.60665,8.76988 -4.81099,3.51007 -6.06116,4.38559 -9.88275,6.92115 -1.4654,0.97228 -3.97103,2.64215 -5.56806,3.71083 -4.2508,2.84451 -4.24603,2.84452 -4.24603,-0.009 z" id="path4746" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 548.90058,356.31664 c -0.61692,-0.61692 -0.7501,-1.31022 -0.50938,-2.65165 0.57899,-3.22644 3.38862,-4.1177 5.56789,-1.76623 l 1.21666,1.31279 -1.06699,1.44318 c -0.58684,0.79374 -1.74731,1.68033 -2.57883,1.9702 -1.87407,0.6533 -1.64035,0.68071 -2.62935,-0.30829 z" id="path4750" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 555.55631,320.95483 c -0.50643,-0.50643 -0.39972,-3.70929 0.19491,-5.85047 0.93149,-3.35412 1.99375,-2.10769 1.99375,2.33941 0,2.95634 -1.05345,4.64628 -2.18866,3.51106 z" id="path4752" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4754" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 597.43425,509.88577 c -1.43318,-2.73734 -3.38084,-4.62362 -10.59991,-10.26587 -3.03061,-2.36865 -5.54069,-5.99224 -7.37163,-10.64177 -0.60138,-1.52716 -1.26271,-3.00451 -1.46962,-3.28299 -0.20691,-0.27849 -0.78368,-1.64276 -1.28171,-3.03172 -0.49802,-1.38896 -1.18455,-2.97995 -1.52562,-3.53554 -0.34106,-0.55558 -0.91453,-1.91929 -1.27438,-3.03045 -0.35984,-1.11117 -1.27234,-3.38402 -2.02777,-5.05077 -0.75542,-1.66675 -1.5418,-3.59867 -1.7475,-4.29315 -0.20569,-0.69448 -0.77951,-2.17182 -1.27513,-3.28299 -1.28016,-2.87004 -4.4095,-11.61612 -5.33111,-14.89975 -0.42882,-1.52786 -0.9901,-3.23249 -1.24728,-3.78807 -0.25718,-0.55559 -1.05649,-3.283 -1.77626,-6.06092 -4.54921,-17.55757 -6.99369,-26.53595 -7.74,-28.4284 -0.29739,-0.7541 -1.01045,-3.30302 -1.58458,-5.66425 -0.57412,-2.36123 -1.25948,-4.74771 -1.52301,-5.3033 -0.76158,-1.60561 -3.53005,-15.945 -3.5303,-18.28537 -2.1e-4,-2.0027 0.20073,-2.29589 3.54828,-5.17703 1.95167,-1.67976 3.73147,-3.0541 3.95509,-3.0541 0.22363,0 0.78635,2.89787 1.25049,6.43972 2.84969,21.74602 3.34967,25.37342 3.8115,27.65293 0.2814,1.38896 1.09476,5.59372 1.80746,9.34391 2.92229,15.37688 3.87184,19.92343 4.26663,20.42896 0.22837,0.29244 0.81599,2.23634 1.30581,4.31977 0.8851,3.76475 6.82201,22.10443 8.09339,25.00128 0.36576,0.83338 1.61641,3.78807 2.77923,6.56599 4.63155,11.06459 9.15933,17.7646 15.37055,22.74464 3.69859,2.96546 5.28661,4.74706 6.73853,7.55994 1.54524,2.99367 1.86707,7.79607 0.60703,9.05802 -0.67886,0.67988 -0.92063,0.45867 -2.22818,-2.03872 z" id="path4756" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 574.41249,513.28573 c 0,-1.42906 0.005,-1.43108 4.16688,-1.75508 6.13252,-0.47738 12.903,-0.40015 13.24368,0.15108 0.40945,0.66251 -2.61856,1.39934 -8.31919,2.02438 -2.63902,0.28935 -5.76418,0.63504 -6.9448,0.76821 -2.07717,0.23429 -2.14657,0.19586 -2.14657,-1.18859 z" id="path4758" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 550.76579,513.87402 c 0.20758,-1.07788 1.85125,-1.54868 5.63231,-1.61329 3.78547,-0.0647 3.66658,0.97162 -0.20594,1.79498 -4.1936,0.89163 -5.62385,0.84375 -5.42637,-0.18169 z" id="path4760" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 303.44079,554.12826 c -0.008,-2.4006 3.18254,-9.34069 6.25436,-13.60364 1.94239,-2.69557 4.45225,-6.50818 5.57746,-8.47247 1.12521,-1.96429 2.47801,-4.0157 3.00622,-4.5587 0.5282,-0.54301 3.03618,-4.15563 5.57328,-8.02806 2.53709,-3.87243 5.42655,-7.57391 6.421,-8.2255 2.30186,-1.50823 2.08236,-3.96435 -0.40642,-4.5478 -0.98214,-0.23025 -1.75357,-0.80593 -1.71429,-1.27929 0.0393,-0.47336 0.11965,-2.46779 0.17858,-4.43208 l 0.10714,-3.57143 4.68981,0 c 5.77601,0 7.25976,0.74335 7.85894,3.93726 0.95922,5.11304 -0.0174,7.00322 -7.64528,14.7973 -9.52731,9.73485 -14.77691,15.71167 -18.36433,20.9083 -1.62722,2.35714 -4.23068,6.05357 -5.78548,8.21429 -1.55479,2.16071 -2.84256,4.16187 -2.86171,4.44702 -0.0612,0.91084 -2.8865,5.22794 -2.88928,4.4148 z" id="path4764" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 290.58098,435.99197 c -0.98215,-0.78705 -4.48777,-2.37328 -7.79027,-3.52495 -5.66005,-1.97381 -5.86495,-2.11564 -3.57143,-2.47217 1.33822,-0.20802 6.12955,-0.56378 10.64741,-0.79057 10.44718,-0.52443 18.70552,0.49621 22.10489,2.73193 1.39588,0.91806 3.31776,1.98448 4.27085,2.36982 1.71231,0.69232 0.5256,0.85514 -20.30431,2.7859 -2.83597,0.26287 -3.93916,0.0364 -5.35714,-1.09996 z" id="path4766" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 290.84173,446.07968 c 0,-1.39599 0.28247,-2.69796 0.65185,-3.00452 0.94292,-0.78256 18.6633,-2.2753 22.8342,-1.92352 8.34659,0.70396 10.2364,1.19265 9.02211,2.33305 -0.2397,0.22511 -3.6178,0.67834 -7.50689,1.00717 -3.88908,0.32883 -8.54841,0.89739 -10.35406,1.26346 -9.13315,1.85164 -13.92458,2.7879 -14.2674,2.7879 -0.2089,0 -0.37981,-1.10859 -0.37981,-2.46354 z" id="path4768" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 280.86647,445.26484 c -1.78492,-0.7758 -2.00269,-1.50542 -0.88854,-2.977 0.39646,-0.52365 0.86961,-1.94417 1.05144,-3.15673 0.27439,-1.82979 0.51837,-2.20464 1.43493,-2.20464 1.74231,0 2.31704,0.99919 2.30962,4.01535 -0.0127,5.16405 -0.56546,5.77558 -3.90745,4.32302 z" id="path4770" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 262.31873,438.18043 c -4.01377,-1.50639 -4.3055,-2.07362 -2.5804,-5.01728 1.05006,-1.79179 1.59613,-2.28727 2.23102,-2.0243 0.46235,0.19151 1.60711,0.53162 2.5439,0.7558 2.55677,0.61186 2.81767,1.10285 1.91294,3.59999 -0.43629,1.20419 -0.8602,2.55586 -0.94203,3.0037 -0.13189,0.72181 -0.49125,0.68572 -3.16543,-0.31791 z" id="path4772" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 267.73449,506.16864 c -1.88095,-1.37422 -2.14657,-1.80848 -2.14657,-3.50931 0,-4.52208 6.24668,-12.87793 11.77422,-15.74972 5.80871,-3.01788 18.81513,-16.51397 26.45002,-27.44583 3.671,-5.25625 5.00987,-6.629 6.61814,-6.78568 0.89355,-0.087 1.62463,0.0579 1.62463,0.32221 0,0.26426 -1.02079,1.92647 -2.26842,3.6938 -1.24763,1.76733 -3.25824,4.70056 -4.46802,6.51829 -2.34556,3.52426 -4.87465,6.52439 -10.63342,12.6139 -7.40968,7.83524 -9.56888,11.42975 -10.46122,17.41525 -1.11898,7.50573 -2.16139,9.55429 -6.31627,12.41293 -1.69392,1.16545 -3.04961,1.64646 -5.16189,1.8315 -2.60622,0.22832 -3.05826,0.10948 -5.0112,-1.31734 z" id="path4774" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 308.01432,567.79793 c -1.68238,-0.30017 -1.76069,-0.40609 -1.6213,-2.19301 0.16969,-2.17538 1.26217,-5.0181 2.24055,-5.83008 0.45856,-0.38057 6.03125,-0.61248 17.23885,-0.71741 18.80359,-0.17604 18.15473,-0.31539 17.62558,3.78533 -0.5812,4.50414 0.4346,4.13072 -13.08573,4.81049 -12.58508,0.63274 -19.41508,0.67686 -22.39795,0.14468 z" id="path4776" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 324.17676,553.60021 c -0.97227,-0.22136 -4.20406,-0.56085 -7.18175,-0.75442 l -5.41399,-0.35194 1.23751,-2.4421 c 0.68062,-1.34315 1.4557,-2.57694 1.72238,-2.74177 0.26669,-0.16482 3.59048,-0.53378 7.38621,-0.81992 l 6.90132,-0.52025 1.84104,1.97557 c 1.01257,1.08656 2.57972,2.47769 3.48254,3.09141 0.90282,0.61372 1.6415,1.28837 1.6415,1.49923 0,0.48787 -5.88192,1.58441 -8.13946,1.51741 -0.94024,-0.0279 -2.50503,-0.23185 -3.4773,-0.45322 z" id="path4778" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 291.89442,565.51964 c -1.31582,-1.58548 1.25196,-9.58515 3.90333,-12.16042 0.99291,-0.96441 1.88522,-1.67355 1.98291,-1.57586 0.3891,0.3891 -1.87691,8.48997 -2.9431,10.52144 -0.25316,0.48236 -0.4603,1.18581 -0.4603,1.56322 0,0.3774 -0.42198,1.06807 -0.93773,1.53482 -0.81364,0.73634 -1.01811,0.75179 -1.54511,0.1168 z" id="path4780" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 265.20047,558.1218 c -5.84095,-1.04573 -12.02324,-5.62066 -16.00335,-11.84259 -2.55726,-3.99764 -5.65563,-10.63936 -6.53091,-13.9998 -0.41257,-1.58397 -1.20272,-3.90309 -1.75588,-5.15361 -2.15683,-4.87588 -2.88362,-17.25599 -1.59593,-27.18522 0.6219,-4.79542 0.66778,-4.91115 1.83114,-4.61916 0.95638,0.24003 1.71596,-0.21234 3.82617,-2.27869 2.62016,-2.5657 4.99001,-3.52993 4.1642,-1.69429 -0.70979,1.57775 -0.8413,10.3386 -0.2136,14.22969 0.92668,5.7445 3.15698,11.08119 5.42975,12.99238 l 1.89016,1.58946 -1.00926,1.11594 c -0.55509,0.61376 -1.86276,1.55154 -2.90593,2.08395 -1.82664,0.93228 -1.95487,0.93495 -3.47285,0.0725 -0.86689,-0.49252 -2.09314,-1.18115 -2.72498,-1.53029 -2.93499,-1.62179 -3.76834,1.56984 -1.19615,4.58113 2.0028,2.34471 4.0368,2.76331 7.7508,1.59512 2.79335,-0.87862 4.88841,-2.68289 8.48725,-7.30922 0.75634,-0.97227 1.37768,-1.61371 1.38076,-1.42541 0.003,0.1883 -0.58586,2.46114 -1.30874,5.05076 -1.84164,6.59737 -2.34009,10.40754 -1.78242,13.62509 1.60396,9.25425 4.6587,14.75875 7.66152,13.80569 1.1683,-0.3708 1.39001,-2.99113 0.3072,-3.63065 -0.73558,-0.43443 -1.8415,-2.29783 -1.8415,-3.10278 0,-0.27084 0.94463,-0.0361 2.09918,0.52177 1.67587,0.80969 2.87262,0.97848 5.93465,0.83699 3.26959,-0.15108 4.22779,-0.41925 6.4947,-1.81767 3.17955,-1.96141 3.45632,-1.99259 3.84764,-0.43345 0.40044,1.59549 1.68905,2.02996 3.16073,1.06567 1.05681,-0.69245 1.19137,-1.16485 1.1901,-4.17833 -0.003,-6.4403 -0.96793,-12.27636 -2.57449,-15.56599 -1.64722,-3.37291 -4.0757,-7.36982 -6.48,-10.6651 -0.85288,-1.16894 -1.55068,-2.32606 -1.55068,-2.57138 0,-0.56591 4.67664,-3.13197 5.70801,-3.13197 0.4252,0 1.53087,0.96572 2.45703,2.14605 1.64406,2.09521 4.15574,4.68776 7.26992,7.50396 1.37662,1.24491 1.76266,1.35146 3.53553,0.9759 1.0946,-0.23187 3.06977,-0.57229 4.38928,-0.75647 1.82267,-0.25442 2.39912,-0.54768 2.39912,-1.22054 0,-1.17685 -3.03873,-2.58798 -5.57298,-2.58798 -2.41029,0 -2.36522,0.38108 -1.20188,-10.16273 0.44071,-3.99432 0.67539,-8.04353 0.52152,-8.99823 -0.3615,-2.24298 0.36754,-3.0624 2.72465,-3.0624 1.47652,0 2.45185,0.45316 4.34832,2.02031 1.34466,1.11117 2.97746,2.0203 3.62844,2.0203 1.18047,0 1.18271,0.0124 0.8456,4.67196 -0.58589,8.0985 -1.15798,12.60026 -2.25329,17.73112 -1.92953,9.0387 -5.83458,18.90719 -9.52232,24.06394 -3.45469,4.83088 -10.72471,10.38668 -17.19353,13.13941 -4.12107,1.75367 -9.84052,2.33564 -14.5927,1.48483 z" id="path4782" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 305.58666,490.89569 c -2.71856,-2.09225 -3.5165,-2.45144 -5.44579,-2.45144 -2.32647,0 -5.38739,1.02076 -6.75527,2.25275 -0.42686,0.38445 -1.42248,0.86035 -2.21251,1.05755 l -1.4364,0.35855 0.83827,-1.62102 c 1.99948,-3.86657 16.78163,-21.09034 17.49143,-20.38055 0.59273,0.59274 1.53182,19.65612 1.0674,21.66804 l -0.36185,1.56756 -3.18528,-2.45144 z" id="path4784" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 260.78848,490.7646 c -1.11183,-0.67006 -3.04375,-1.59702 -4.29315,-2.0599 -1.24939,-0.46288 -2.69719,-1.07106 -3.21731,-1.35151 -0.52012,-0.28045 -2.11111,-0.61773 -3.53553,-0.7495 -2.16282,-0.20009 -3.07712,0.008 -5.54495,1.26382 -2.85273,1.45133 -2.94586,1.46549 -2.68863,0.40873 1.46847,-6.03295 3.09041,-11.57984 3.89991,-13.33728 0.54241,-1.17759 0.9862,-2.28707 0.9862,-2.46553 0,-0.90927 5.08658,-10.14358 7.95968,-14.45019 2.99364,-4.4873 5.0083,-6.69656 9.68127,-10.61644 1.91033,-1.60245 2.42536,-1.68107 3.96196,-0.6048 0.61575,0.4313 2.74567,1.12322 4.73314,1.53762 1.98747,0.4144 4.17866,1.19795 4.86932,1.74122 0.69065,0.54327 1.47618,0.98776 1.74562,0.98776 0.26943,0 1.65482,0.58512 3.07864,1.30026 1.42382,0.71515 3.66131,1.42729 4.9722,1.58255 l 2.38345,0.28228 -1.17382,1.57418 c -1.29921,1.74236 -5.10284,10.00822 -5.64173,12.26033 -0.18894,0.78963 -0.53301,1.67847 -0.7646,1.97521 -0.23159,0.29674 -0.68499,1.77409 -1.00756,3.283 -0.60038,2.80845 -1.91511,4.4817 -5.56152,7.07818 l -1.57773,1.12344 0.24283,-1.97146 c 1.36686,-11.09699 1.53748,-14.49005 0.96349,-19.16067 -0.91683,-7.46038 -2.43556,-10.33745 -5.45688,-10.33745 -2.03164,0 -2.0686,0.36384 -0.39607,3.89926 1.96411,4.15179 1.49205,5.31976 -2.40074,5.93999 -1.46749,0.23381 -2.68959,1.12764 -5.73437,4.19405 l -3.86942,3.89691 0.25795,-2.15562 c 0.14479,-1.21001 0.982,-3.28396 1.9085,-4.72778 1.68172,-2.62074 1.65069,-4.0332 -0.0958,-4.35986 -1.36735,-0.25575 -3.83028,1.80374 -4.91385,4.10892 -2.67886,5.69903 -0.13363,14.17274 7.23749,24.09546 1.52969,2.05922 2.78126,4.00363 2.78126,4.32091 0,0.31728 -0.39774,1.05733 -0.88388,1.64455 l -0.88388,1.06767 -2.02152,-1.21831 z" id="path4786" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 265.50133,482.5096 c -4.95044,-6.19184 -7.60407,-11.2425 -5.90282,-11.23487 0.37736,0.002 2.27709,-1.7212 4.22164,-3.82865 3.14593,-3.4095 3.78062,-3.86357 5.75961,-4.12059 l 2.22407,-0.28885 -0.3494,5.073 c -0.19217,2.79014 -0.69691,6.97269 -1.12166,9.29454 -0.42475,2.32184 -0.89349,5.1875 -1.04165,6.36811 -0.14816,1.18062 -0.44818,2.14658 -0.66671,2.14658 -0.21853,0 -1.62392,-1.53417 -3.12308,-3.40927 z" id="path4788" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 256.89254,515.67085 c -2.08342,-2.77664 -3.25804,-5.53665 -3.86655,-9.08523 -1.01255,-5.90481 -0.5218,-13.44666 0.93351,-14.34609 0.47521,-0.2937 2.16513,0.64245 4.94514,2.73942 l 1.63251,1.23141 0.006,4.82951 c 0.005,4.17867 0.17106,5.11804 1.23024,6.97052 l 1.22417,2.14101 -1.21799,2.15214 c -0.6699,1.18367 -1.75312,2.8126 -2.40717,3.61984 l -1.18918,1.46771 -1.29077,-1.72024 z" id="path4790" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 267.80497,541.15022 c -1.08048,-0.73545 -2.53273,-1.49441 -3.22721,-1.68658 -1.19996,-0.33204 -1.25951,-0.52279 -1.19881,-3.83985 0.11539,-6.30553 4.25695,-18.8476 7.28087,-22.04896 l 1.0763,-1.13946 2.02197,2.26259 c 3.73383,4.17816 9.00522,13.91965 10.1009,18.66639 0.85824,3.71813 0.26193,4.61732 -4.68795,7.06905 -5.21656,2.58382 -8.33431,2.78044 -11.36607,0.71682 z" id="path4792" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 289.72901,509.53118 c -2.36142,-2.91406 -2.51969,-3.52785 -1.87066,-7.25482 0.41298,-2.37153 0.94948,-3.64481 2.01746,-4.78809 2.75097,-2.94492 3.6956,-0.85285 3.26155,7.22337 -0.29384,5.46734 -0.56895,6.96612 -1.27867,6.96612 -0.21461,0 -1.17297,-0.96596 -2.12968,-2.14658 z" id="path4794" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 286.90091,468.87254 c 1.0499,-3.53781 3.51053,-8.72663 4.96995,-10.48033 1.28594,-1.54524 1.52581,-2.67621 0.73527,-3.46674 -0.62069,-0.62069 -0.56641,-0.75871 0.40027,-1.01788 0.61508,-0.1649 2.77138,-0.30292 4.79177,-0.30671 l 3.67345,-0.007 -0.87124,1.38896 c -1.81487,2.89335 -6.47188,8.66721 -10.7688,13.3514 -1.52786,1.66556 -2.85368,3.23511 -2.94628,3.48788 -0.0926,0.25277 -0.35461,0.45959 -0.58225,0.45959 -0.22765,0 0.0414,-1.53417 0.59786,-3.40927 z" id="path4796" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 313.91871,468.97909 c -0.16073,-0.54474 -0.53141,-2.33484 -0.82373,-3.978 l -0.5315,-2.98756 3.6791,-4.80987 c 3.85198,-5.03587 4.14995,-5.23109 8.81807,-5.77724 2.0808,-0.24344 2.65165,-0.15841 2.65165,0.39495 0,0.38785 -0.42502,1.00288 -0.9445,1.36673 -1.22835,0.86038 -3.7942,4.25936 -6.78808,8.99218 -1.31794,2.08344 -3.15507,4.68833 -4.08251,5.78866 -1.49575,1.77455 -1.71928,1.88868 -1.9785,1.01015 z" id="path4798" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4800" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 314.41196,505.7852 c -0.54731,-0.54731 -0.38478,-3.55089 0.26989,-4.98773 0.33363,-0.73225 1.84455,-2.21783 3.35758,-3.30129 2.54821,-1.82473 2.80013,-1.90518 3.41794,-1.09151 0.77335,1.01853 0.91514,5.54769 0.23008,7.34954 -0.27185,0.71502 -1.15282,1.47197 -2.09568,1.80065 -1.79894,0.62711 -4.65599,0.75416 -5.17981,0.23034 z" id="path4802" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 256.5524,416.54439 c -0.34537,-5.41512 -0.94236,-12.07899 -1.32665,-14.80858 -1.32752,-9.42941 -6.11983,-34.09927 -7.0818,-36.45576 -0.18681,-0.45762 -0.9729,-3.4458 -1.74685,-6.64041 -1.84927,-7.63308 -3.89301,-14.89852 -4.5066,-16.02083 -0.2704,-0.49457 -0.98955,-2.49021 -1.59812,-4.43475 -1.03748,-3.31506 -5.57124,-12.59252 -7.52811,-15.40483 -0.48323,-0.69448 -2.88494,-5.12652 -5.33713,-9.84899 -4.18868,-8.06661 -5.90051,-11.28724 -8.72093,-16.40748 -0.64477,-1.17052 -2.08188,-3.115 -3.19358,-4.32106 l -2.02128,-2.19283 1.93089,-0.30475 c 1.06199,-0.16761 2.72639,-0.50425 3.69866,-0.74809 0.97227,-0.24383 3.66748,-0.91765 5.98935,-1.49738 2.32188,-0.57972 4.90376,-1.53978 5.73752,-2.13347 1.50072,-1.06861 5.9508,-6.70351 5.9508,-7.53518 0,-0.58864 5.49701,-11.93775 5.52975,-11.41671 0.0258,0.41084 -1.77993,6.17778 -4.53541,14.48461 -0.78325,2.36123 -1.58347,5.20228 -1.77827,6.31345 -0.19479,1.11117 -0.63174,2.36123 -0.97099,2.77792 -1.22337,1.50262 -1.22293,1.89536 0.004,3.55828 0.68524,0.92881 1.2459,2.08619 1.2459,2.57197 0,0.48578 1.26025,2.24446 2.80055,3.90817 2.21328,2.3906 3.88143,5.17917 7.95495,13.29787 2.83492,5.65011 5.70304,11.51813 6.37359,13.04003 0.67055,1.5219 2.09107,4.64659 3.15672,6.94375 1.06565,2.29716 1.93755,4.28529 1.93755,4.41807 0,0.13277 0.65734,1.66254 1.46076,3.39949 2.53026,5.47025 5.10523,11.35468 5.10523,11.6667 0,0.16515 0.5396,1.50025 1.19911,2.96689 0.6595,1.46664 1.59871,3.91668 2.08713,5.44454 0.48842,1.52785 1.05215,3.0052 1.25273,3.28299 0.20059,0.27779 0.87316,3.00521 1.4946,6.06092 0.62146,3.05571 1.43742,6.69226 1.81326,8.08122 1.34967,4.98782 3.42913,24.73702 4.08167,38.7646 0.2892,6.21695 0.22939,7.45061 -0.36141,7.45431 -1.66918,0.0105 -15.05102,1.01103 -17.15983,1.28306 l -2.30975,0.29795 -0.62795,-9.84569 z" id="path4804" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 217.93723,283.55719 c 8.85992,-13.79973 8.83817,-13.77436 12.72376,-14.83798 1.70892,-0.46779 3.10712,-0.63761 3.10712,-0.37737 0,0.42747 -3.43631,7.92623 -3.8655,8.43535 -0.0985,0.11684 -0.70424,-0.28091 -1.34608,-0.88388 -1.32424,-1.24407 -3.27168,-1.44745 -3.67965,-0.3843 -0.36352,0.94732 1.03421,3.57965 2.41386,4.54599 1.06741,0.74765 1.07402,0.8074 0.19645,1.7771 -0.56544,0.62481 -2.36286,1.3137 -4.76347,1.82567 -2.12045,0.45223 -4.27239,0.93783 -4.7821,1.07912 -0.89803,0.24894 -0.89817,0.21239 -0.004,-1.1797 z" id="path4806" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 185.04397,312.87928 c -0.53152,-0.38866 -1.8321,-0.70665 -2.89017,-0.70665 -2.21275,0 -3.94727,-1.39029 -3.93832,-3.15673 0.006,-1.17116 2.65463,-10.45173 3.49563,-12.2481 0.26011,-0.55558 0.96944,-2.4875 1.5763,-4.29315 1.26521,-3.76449 2.66913,-5.55584 4.35426,-5.55584 0.82603,0 1.17465,-0.29095 1.17465,-0.98034 0,-1.01143 0.85748,-1.86607 1.36403,-1.35952 0.31491,0.31491 -1.64805,6.03231 -2.62413,7.64316 -1.37876,2.27541 -4.84025,12.67515 -4.6987,14.11683 0.12517,1.27484 0.55327,1.7228 2.54954,2.66783 1.31951,0.62466 2.39911,1.2461 2.39911,1.38098 0,0.13488 -0.40405,0.90965 -0.8979,1.72171 -0.81085,1.33334 -0.99158,1.40797 -1.8643,0.76982 z" id="path4808" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 196.56957,293.61107 c -2.07716,-2.82017 -2.17764,-3.29111 -1.16095,-5.44146 0.54328,-1.14908 0.9569,-3.1476 0.96671,-4.67089 0.0152,-2.36332 0.16342,-2.72913 1.31905,-3.25567 1.58684,-0.72301 2.51829,-0.23758 4.15389,2.16482 0.78941,1.15951 1.06869,2.11715 0.86994,2.98307 -0.35291,1.53762 -4.4091,9.60909 -4.82889,9.60909 -0.1632,0 -0.75709,-0.62503 -1.31975,-1.38896 z" id="path4810" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 31.485063,411.74347 c -1.111168,-0.50444 -3.270369,-1.31494 -4.798225,-1.8011 -4.405927,-1.40198 -6.062425,-2.28402 -6.043294,-3.21791 0.05417,-2.64425 1.609402,-9.02311 3.171741,-13.00904 0.985786,-2.51499 1.952858,-5.2424 2.149051,-6.06091 0.196192,-0.81852 0.531175,-1.71549 0.744405,-1.99328 0.213232,-0.2778 0.773132,-1.86879 1.244224,-3.53554 0.471092,-1.66675 1.273973,-3.75823 1.78418,-4.64773 0.510208,-0.8895 1.428426,-3.50327 2.040486,-5.80838 0.61206,-2.30511 1.277756,-4.41838 1.479326,-4.69618 0.201569,-0.27779 0.871456,-2.09606 1.488636,-4.04061 0.61718,-1.94454 1.426354,-4.21738 1.798165,-5.05076 0.37181,-0.83338 1.052844,-3.10622 1.51341,-5.05076 0.460566,-1.94455 1.039083,-3.9901 1.285593,-4.54569 0.24651,-0.55558 0.92716,-2.26022 1.512555,-3.78807 0.585396,-1.52786 2.296296,-5.3233 3.802002,-8.43431 1.505706,-3.11102 2.737647,-5.77488 2.737647,-5.91968 0,-0.14481 0.53274,-1.46327 1.183867,-2.9299 0.651127,-1.46664 1.482512,-3.46212 1.847525,-4.43439 0.365011,-0.97227 1.070473,-2.69522 1.567692,-3.82877 0.497218,-1.13354 1.350081,-3.1791 1.89525,-4.54568 1.492061,-3.74016 6.702572,-13.73206 8.802138,-16.87936 1.019233,-1.52786 3.207744,-4.82348 4.863359,-7.32361 4.442475,-6.70854 8.296561,-11.35766 13.732969,-16.56589 5.304857,-5.0822 7.344122,-6.87521 9.737613,-8.56171 0.865656,-0.60996 1.801198,-1.29634 2.07899,-1.52529 0.775767,-0.63937 5.264698,-3.49924 8.081222,-5.14849 6.94891,-4.06902 16.25444,-7.84086 22.47372,-9.10935 2.30372,-0.46988 5.05498,-1.16 6.11389,-1.5336 4.76694,-1.68187 19.23749,-2.19937 34.77092,-1.24348 6.91026,0.42524 11.00341,1.02095 21.24174,3.09148 3.48407,0.70459 11.76683,4.63732 16.41498,7.79398 4.37295,2.96976 9.84899,7.68398 9.84899,8.47881 0,0.58956 -1.44515,1.57127 -8.50411,5.77692 l -3.70588,2.20793 -1.84995,-1.21995 c -1.01748,-0.67097 -2.53182,-1.63138 -3.36519,-2.13425 -0.83338,-0.50286 -3.22265,-2.20735 -5.3095,-3.78774 -4.21536,-3.19235 -6.63593,-4.22879 -15.14609,-6.48526 -10.29609,-2.73002 -16.37649,-3.03169 -31.56727,-1.56613 -6.50129,0.62722 -18.71847,3.11904 -22.39406,4.5675 -9.93876,3.91662 -18.04764,8.30955 -23.120481,12.52536 -3.014013,2.50481 -4.509215,3.60588 -7.771003,5.72258 -3.13671,2.03553 -12.048933,10.50438 -15.551152,14.7775 -2.367217,2.88828 -7.992115,11.29911 -8.951142,13.38452 -0.447124,0.97227 -1.424163,2.81505 -2.171196,4.09506 -2.247341,3.85074 -6.661544,11.98275 -6.661544,12.27216 0,0.14869 -0.539597,1.47034 -1.199104,2.93697 -0.659508,1.46664 -1.598719,3.91669 -2.087136,5.44454 -0.488417,1.52786 -1.075291,3.01651 -1.304165,3.30811 -0.598297,0.76227 -2.874484,9.58905 -4.266273,16.54409 -0.656255,3.27944 -1.626729,7.14327 -2.156611,8.5863 -1.216556,3.31306 -3.785868,14.48616 -5.074912,22.06913 -0.543057,3.19461 -1.323225,7.39937 -1.733706,9.34391 -0.410481,1.94455 -1.008741,5.58109 -1.329467,8.08122 -0.959052,7.47601 -1.66752,10.35545 -2.544822,10.34297 -0.428834,-0.006 -1.688835,-0.42381 -2.800003,-0.92824 z" id="path4812" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 204.85249,278.08716 c -0.76392,-0.67178 -1.38896,-1.34269 -1.38896,-1.49091 0,-0.21272 4.77532,-2.87193 6.71497,-3.73933 0.22083,-0.0988 -0.39684,1.26086 -1.3726,3.02137 -0.97576,1.76052 -1.95194,3.25254 -2.16928,3.31561 -0.21734,0.0631 -1.0202,-0.43496 -1.78413,-1.10674 z" id="path4814" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 211.56481,282.62567 c -0.009,-0.2778 0.41761,-1.21665 0.94793,-2.08634 0.53031,-0.86969 2.82689,-5.1881 5.10351,-9.59645 4.3712,-8.46421 5.28773,-10.00156 12.08062,-20.26361 11.18712,-16.90041 13.54127,-20.53522 15.18292,-23.44246 2.75463,-4.87823 5.63875,-9.01674 6.08958,-8.73812 0.72779,0.4498 -0.1289,3.75379 -1.74111,6.71489 -0.86381,1.58652 -3.38883,5.67654 -5.61116,9.08893 -2.22234,3.41239 -5.00992,7.72613 -6.19463,9.58608 -1.1847,1.85996 -2.37931,3.72266 -2.65467,4.13935 -0.27537,0.41669 -1.6322,2.57589 -3.01519,4.79823 -5.34613,8.59075 -7.95162,12.61806 -11.11648,17.18278 -1.80565,2.6043 -4.01955,5.94025 -4.91977,7.41321 -1.93642,3.1684 -4.12859,5.91605 -4.15155,5.20351 z" id="path4816" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4818" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 246.60074,453.81019 c 0.32769,-5.00276 -0.35274,-18.52269 -1.25645,-24.96494 -0.25329,-1.80565 -1.01799,-8.96511 -1.69933,-15.90991 -0.68133,-6.94479 -1.59511,-14.67246 -2.03061,-17.17259 -1.26501,-7.26224 -2.78878,-14.98538 -3.03532,-15.38429 -0.12495,-0.20217 -0.71164,-2.60364 -1.30376,-5.33661 -0.59212,-2.73297 -1.32018,-5.55277 -1.61791,-6.26621 -0.29773,-0.71344 -1.04945,-2.88815 -1.6705,-4.83269 -1.47073,-4.605 -3.46712,-9.8096 -5.02992,-13.1131 -0.68736,-1.45296 -1.24975,-2.80911 -1.24975,-3.01368 0,-0.84989 -7.2982,-14.54251 -11.72952,-22.00648 -1.69705,-2.85847 -8.57577,-13.78262 -9.04539,-14.36505 -0.23711,-0.29409 -1.22823,-1.52217 -2.20247,-2.72906 -0.97424,-1.2069 -1.77135,-2.35762 -1.77135,-2.55716 0,-0.19954 0.68641,-1.02042 1.52537,-1.82419 l 1.52537,-1.4614 2.18238,2.37706 c 2.33898,2.54764 2.89057,2.78542 3.83146,1.65172 0.70036,-0.84388 0.36954,-1.61258 -1.94576,-4.52115 -1.86831,-2.34705 -1.99952,-4.26885 -0.39442,-5.77677 l 1.16857,-1.09781 1.28245,1.38858 c 0.70536,0.76371 1.99399,2.44679 2.86363,3.74017 1.96679,2.92513 7.82684,14.28929 8.64184,16.75878 0.33244,1.00729 1.75218,3.93806 3.15499,6.51282 5.0322,9.23626 6.46869,12.01591 6.46869,12.51711 0,0.27997 0.45237,1.47252 1.00526,2.6501 2.18581,4.65554 5.47307,15.51699 8.36758,27.64743 0.696,2.91681 1.47662,5.87151 1.73472,6.56599 0.25809,0.69448 0.93601,4.55831 1.50649,8.58629 0.57048,4.02799 1.27583,8.34639 1.56744,9.59645 0.29162,1.25007 1.08013,7.61403 1.75224,14.14214 4.30586,41.82221 3.99425,39.7613 5.91982,39.15274 4.10702,-1.29798 4.16448,-1.0574 0.61558,2.5775 -1.86555,1.91075 -4.75827,5.29236 -6.42827,7.51469 l -3.03637,4.04061 0.33322,-5.08709 z m 3.94048,-21.69572 c -0.12977,-7.12449 -1.65056,-22.29454 -2.34816,-23.42329 -0.14165,-0.2292 -0.84513,-4.58258 -1.56328,-9.6742 -0.71816,-5.09162 -1.41619,-9.43619 -1.55118,-9.65461 -0.13499,-0.21842 -0.80233,-3.7543 -1.48297,-7.85751 -0.68064,-4.10322 -1.45324,-8.0286 -1.71688,-8.72308 -0.26365,-0.69448 -0.95052,-3.64453 -1.52638,-6.55567 -1.0392,-5.25341 -2.80379,-10.45021 -6.34902,-18.69814 -1.01493,-2.36123 -2.41371,-5.65686 -3.1084,-7.32361 -0.69469,-1.66675 -1.56194,-3.37138 -1.92721,-3.78807 -0.36527,-0.41669 -1.06029,-2.00768 -1.54448,-3.53554 -0.4842,-1.52785 -1.05069,-3.0052 -1.25888,-3.28299 -0.20818,-0.27779 -1.55933,-2.77792 -3.00255,-5.55584 -1.44322,-2.77792 -3.05648,-5.45736 -3.58502,-5.95432 -0.52854,-0.49696 -0.96099,-1.33309 -0.96099,-1.85807 0,-1.05805 -3.06448,-4.56198 -3.98983,-4.56198 -1.34137,0 -1.0404,1.71668 0.95,5.41856 1.1608,2.15894 2.5208,4.37992 3.02221,4.9355 0.50142,0.55559 1.06422,1.57837 1.25066,2.27285 0.18645,0.69448 1.6672,3.9901 3.29057,7.3236 1.62337,3.33351 4.03136,8.4474 5.35108,11.36422 1.31972,2.91682 2.68577,5.64423 3.03565,6.06092 0.34989,0.41668 1.02244,2.12132 1.49455,3.78807 0.47211,1.66675 1.16036,3.71231 1.52944,4.54568 1.02862,2.32262 3.72418,12.9103 5.07926,19.95052 0.66837,3.4724 1.34764,6.65438 1.50951,7.07106 0.51455,1.32461 3.27015,17.55661 4.80163,28.28428 1.98699,13.91837 2.40551,17.74011 2.44299,22.30831 0.0367,4.47781 0.34356,5.58485 1.48429,5.35564 0.72343,-0.14537 0.80298,-1.11783 0.67339,-8.23229 z" id="path4820" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 134.01555,627.3713 c -4.65679,-0.76769 -15.88432,-4.87942 -19.44544,-7.12127 -0.41669,-0.26231 -1.88293,-1.07417 -3.25832,-1.80413 -1.37538,-0.72995 -3.08001,-1.72653 -3.78807,-2.21461 -1.17952,-0.8131 -7.04579,-4.72695 -9.870898,-6.58566 -1.992061,-1.31063 -4.293951,-3.10874 -9.061369,-7.07824 -11.941748,-9.94309 -18.56309,-18.93876 -26.563527,-36.08886 -1.166297,-2.50013 -2.776634,-5.92735 -3.578526,-7.61606 -0.801892,-1.6887 -1.457985,-3.23695 -1.457985,-3.44054 0,-0.20359 -0.569083,-1.57311 -1.264629,-3.04338 -0.695546,-1.47026 -1.748261,-4.01313 -2.339368,-5.65082 -0.591107,-1.6377 -1.859023,-5.13683 -2.817592,-7.77586 -3.083209,-8.48834 -7.646276,-30.65755 -8.992481,-43.68909 -0.401757,-3.88909 -0.954817,-14.23053 -1.229022,-22.98097 -0.274206,-8.75045 -0.654976,-19.83776 -0.846157,-24.63848 -0.219031,-5.50005 -0.138796,-10.54412 0.21692,-13.63706 0.310487,-2.69967 0.80835,-8.50133 1.106363,-12.89258 0.298014,-4.39126 0.896799,-9.95973 1.330634,-12.37437 0.433835,-2.41465 1.440227,-8.02682 2.236426,-12.47149 1.918912,-10.71207 3.79868,-18.67912 4.999378,-21.18895 0.537963,-1.12451 1.323472,-4.54469 1.745575,-7.6004 1.137134,-8.23199 2.166576,-13.21652 3.54661,-17.17259 1.653599,-4.74029 4.616281,-14.10732 5.351616,-16.92006 1.061941,-4.06204 9.026914,-20.32215 11.067517,-22.59379 0.307788,-0.34264 1.03119,-1.42224 1.60756,-2.39912 0.57637,-0.97687 1.265354,-1.77613 1.531075,-1.77613 0.265721,0 1.05624,-1.25184 1.756709,-2.78187 0.8831,-1.92894 2.705552,-4.21308 5.94406,-7.44987 4.763115,-4.7606 5.808062,-5.61846 11.150016,-9.15378 1.673212,-1.10733 4.524741,-3.50573 6.336738,-5.32977 4.495857,-4.52575 5.963367,-5.55426 13.243167,-9.28153 7.55367,-3.86748 15.37332,-6.6306 20.85705,-7.36997 15.68826,-2.11523 24.35363,-2.76236 28.22753,-2.10802 7.23903,1.22273 13.04341,2.57224 15.23706,3.5426 1.29476,0.57273 2.72297,1.04507 3.17379,1.04964 1.13229,0.0115 8.19299,4.4021 8.88825,5.52707 0.48364,0.78254 0.20931,0.68483 -3.48779,-1.24223 -4.05,-2.111 -7.47764,-2.35129 -10.96535,-0.7687 -2.80393,1.27231 -4.08833,1.27504 -5.23218,0.0111 -0.97629,-1.07878 -2.51717,-1.3356 -3.03046,-0.50508 -0.47659,0.77114 -2.12784,0.60132 -2.4555,-0.25254 -0.52823,-1.37655 -16.89198,-0.79447 -28.35415,1.0086 -5.01705,0.78921 -11.00341,2.36604 -11.99106,3.15849 -0.34972,0.2806 -3.13598,1.81055 -6.19169,3.39989 -3.05571,1.58934 -5.89677,3.18107 -6.31345,3.53717 -0.41669,0.3561 -1.66676,1.13397 -2.77792,1.72861 -2.11334,1.13094 -5.39124,3.23934 -11.195353,7.20105 -3.346494,2.28421 -12.755387,11.4809 -14.553682,14.22545 -0.710249,1.08398 -0.763864,1.502 -0.269107,2.09815 0.799432,0.96326 2.187354,0.29085 4.395963,-2.12971 2.971396,-3.25654 6.579029,-6.94251 8.046033,-8.22075 2.690754,-2.34452 10.514776,-7.84155 14.333756,-10.07067 2.08344,-1.21609 4.81085,-2.82901 6.06092,-3.58426 6.85678,-4.14267 13.34393,-6.92273 17.63434,-7.55717 7.21077,-1.06628 23.99037,-2.00845 27.06765,-1.51984 1.66525,0.2644 4.16414,0.59316 5.5531,0.73057 4.04578,0.40024 5.53635,0.98004 5.71837,2.22428 0.1569,1.07262 0.0607,1.09768 -2.77792,0.72362 -5.01265,-0.66055 -17.73255,-0.36094 -22.13335,0.52133 -14.05811,2.81838 -13.93579,2.78081 -18.18275,5.58535 -2.22233,1.46755 -5.6048,3.6645 -7.51659,4.88211 -1.91179,1.21761 -3.73006,2.45747 -4.04061,2.75524 -0.31055,0.29777 -3.51933,2.49726 -7.13062,4.88776 -10.855858,7.18602 -16.561563,12.56872 -23.23351,21.91825 -0.555584,0.77855 -1.711805,2.26156 -2.56938,3.29557 -0.857576,1.03401 -1.868657,2.6415 -2.246847,3.5722 -0.378189,0.9307 -1.700831,3.28317 -2.939203,5.22772 -2.52699,3.96798 -4.918211,8.88544 -6.876923,14.14213 -3.531472,9.47759 -5.710874,15.84388 -6.045702,17.66022 -0.203066,1.10157 -0.679753,2.60337 -1.059306,3.33735 -0.379551,0.73397 -1.150806,3.59525 -1.7139,6.35839 -0.563093,2.76315 -1.352685,5.69338 -1.754649,6.51164 -0.759969,1.54703 -3.36674,14.34578 -4.263542,20.93318 -0.775479,5.69624 -1.345101,21.85067 -1.300093,36.87056 0.0384,12.81511 1.121539,29.60214 2.297503,35.60788 0.271968,1.38896 1.160925,7.86656 1.975461,14.39468 2.718682,21.78892 3.574525,27.39183 4.513293,29.54696 0.24201,0.55558 0.831677,2.69389 1.310371,4.7518 1.022424,4.39541 3.614149,12.17298 5.485445,16.4614 3.972624,9.10402 10.272702,21.63549 13.330923,26.51651 1.131335,1.80564 2.548687,4.19107 3.14967,5.30095 0.600985,1.10988 1.692309,2.7133 2.42517,3.56316 0.732861,0.84986 1.826255,2.21461 2.429765,3.0328 3.901467,5.28923 5.369992,7.13841 8.751694,11.0202 3.64885,4.18843 9.10034,8.89066 13.02295,11.23302 4.23769,2.53052 11.05005,6.15396 12.23086,6.5055 0.69448,0.20674 2.19251,0.79261 3.32896,1.30192 4.85976,2.17793 16.62766,3.12828 21.92667,1.77073 1.73248,-0.44384 3.86135,-1.13816 4.73081,-1.54293 3.77647,-1.75813 9.36307,-3.93732 11.86355,-4.6277 4.0364,-1.11443 10.52169,-4.71667 17.22967,-9.57017 0.96442,-0.69779 1.88399,-1.47987 2.04349,-1.73794 0.1595,-0.25808 1.87055,-1.66729 3.80234,-3.13159 5.85205,-4.43587 16.17313,-15.83451 23.91123,-26.40768 2.23366,-3.05201 4.24774,-5.77639 4.47574,-6.05419 0.41447,-0.50497 4.35963,-6.51409 6.46614,-9.84898 0.61415,-0.97227 2.19909,-3.58604 3.52208,-5.80838 3.57515,-6.00542 5.29797,-8.3889 5.82721,-8.06181 0.93519,0.57798 0.48648,4.51023 -0.78781,6.90398 -0.69381,1.30332 -2.18174,4.46093 -3.30652,7.01691 -1.88221,4.27718 -4.98488,9.59043 -6.31159,10.80844 -0.30258,0.27779 -1.89911,2.52327 -3.54785,4.98995 -4.76546,7.12964 -5.02433,7.47222 -8.12946,10.75812 -9.05313,9.5802 -18.11671,17.10113 -28.70835,23.82211 -1.66675,1.05764 -4.28052,2.7181 -5.80837,3.68989 -2.81608,1.79118 -5.58334,3.48745 -8.33376,5.10843 -3.6098,2.12746 -10.86323,5.34473 -13.8896,6.16075 -1.80565,0.48687 -3.51028,1.06062 -3.78807,1.27501 -0.27779,0.21439 -1.86878,0.77854 -3.53554,1.25366 -3.59726,1.02544 -5.0686,2.11179 -4.22951,3.12282 0.31082,0.37452 0.85994,0.68095 1.22027,0.68095 0.58571,0 10.67911,-3.2794 16.26649,-5.28507 3.31494,-1.18994 15.06527,-7.44194 19.63943,-10.44956 2.25904,-1.48536 5.3487,-3.44619 6.86593,-4.35741 1.51724,-0.91121 3.19184,-2.05106 3.72136,-2.53299 0.52951,-0.48193 2.20746,-1.78195 3.72878,-2.88894 8.01874,-5.8348 19.88262,-17.66309 26.08205,-26.00381 1.13562,-1.52786 2.21215,-3.11885 2.39229,-3.53554 0.18014,-0.41668 1.34218,-2.12132 2.58232,-3.78807 2.95453,-3.97093 5.33266,-7.98481 6.58341,-11.11168 1.17804,-2.9451 3.89697,-7.82742 4.35946,-7.82816 0.17536,-2.9e-4 0.58792,1.07908 0.91679,2.39859 0.32888,1.31952 0.9672,2.96733 1.41849,3.66181 0.91535,1.40858 3.85774,7.32753 4.34426,8.73898 0.18671,0.54165 -0.39981,2.41404 -1.44827,4.62347 -0.96913,2.04224 -1.76205,3.83353 -1.76205,3.98063 0,0.70399 -6.1314,10.35799 -8.23205,12.96149 -6.4211,7.95824 -11.40725,13.34016 -15.57987,16.81652 -1.95858,1.63176 -9.57657,7.22331 -11.78397,8.64934 -0.82553,0.53332 -1.73415,1.1582 -2.01916,1.38864 -1.85818,1.5024 -6.80652,4.44463 -11.12481,6.61469 -2.77792,1.39599 -5.1644,2.67556 -5.3033,2.8435 -0.1389,0.16794 -0.70711,0.55442 -1.26269,0.85884 -7.81679,4.28304 -12.44941,6.77011 -12.61055,6.77011 -0.23838,0 -5.82154,2.51748 -10.37042,4.67608 -5.30153,2.51575 -13.90697,4.43006 -20.96067,4.66275 -3.3335,0.10997 -7.19733,0.0126 -8.58629,-0.21638 z m 1.9807,-12.73184 c 0.69884,-0.31841 1.15069,-0.77298 1.00411,-1.01015 -0.14658,-0.23717 0.87263,-0.43122 2.26491,-0.43122 3.01179,0 5.20469,-0.8716 4.99184,-1.98408 -0.11861,-0.61989 -1.19343,-0.88014 -4.90511,-1.18764 -4.85071,-0.40188 -5.94076,-0.0899 -5.347,1.53022 0.37038,1.01062 -0.65994,0.72773 -1.23017,-0.33776 -0.56503,-1.05575 -1.57699,-1.3312 -6.65806,-1.81226 -2.6513,-0.25102 -3.91983,-0.68646 -6.06092,-2.0805 -1.4893,-0.96967 -4.18517,-2.4679 -5.99082,-3.32941 -7.12397,-3.39897 -15.686054,-10.75827 -23.822823,-20.47624 -8.452849,-10.09546 -12.377339,-15.909 -14.489338,-21.46376 -1.228661,-3.23149 -4.258566,-9.14231 -7.503201,-14.63744 -1.727769,-2.92616 -3.604424,-9.22204 -8.007184,-26.86285 -0.687848,-2.75603 -1.447885,-5.25616 -1.688973,-5.55584 -0.241087,-0.29967 -0.926366,-3.38591 -1.522843,-6.85831 -0.596476,-3.4724 -1.410579,-7.67716 -1.809117,-9.34391 -0.598943,-2.50487 -2.074672,-12.49052 -3.54553,-23.99112 -0.239272,-1.87086 -2.23352,-28.97352 -3.140372,-42.67895 -0.128665,-1.94454 0.01418,-5.01288 0.317431,-6.81853 0.487111,-2.90039 1.448483,-10.11143 2.592454,-19.44543 0.830951,-6.77998 3.124131,-21.17849 4.544916,-28.53681 0.831383,-4.30578 1.652724,-9.64696 1.825203,-11.8693 0.276894,-3.56769 1.232845,-6.929 3.734716,-13.13198 0.224086,-0.55558 0.668127,-2.13406 0.986757,-3.50771 0.520556,-2.24419 4.532602,-12.92325 5.596564,-14.89666 0.233826,-0.43369 1.656131,-3.32484 3.160678,-6.42477 1.504548,-3.09994 3.220282,-6.317 3.812743,-7.14904 0.592461,-0.83203 1.080677,-1.70499 1.084925,-1.9399 0.0068,-0.37378 0.73519,-1.47943 4.355107,-6.61039 0.873286,-1.23782 0.618226,-2.65555 -0.477751,-2.65555 -1.343333,0 -5.814312,5.84971 -9.264814,12.12183 -2.008677,3.65126 -7.811505,16.40985 -8.499546,18.68782 -0.209761,0.69448 -0.889997,2.39911 -1.511636,3.78807 -0.62164,1.38896 -1.412857,3.77545 -1.758262,5.30331 -0.345404,1.52785 -1.165082,4.15853 -1.821505,5.84594 -0.656424,1.68741 -1.444901,4.75575 -1.752173,6.81852 -0.307271,2.06279 -0.999169,6.137 -1.537552,9.05382 -0.538383,2.91681 -1.301168,7.57614 -1.695077,10.35406 -1.119037,7.89165 -3.747772,24.32846 -4.604273,28.78935 -1.253719,6.5297 -1.520766,28.76962 -0.5246,43.68909 0.454428,6.80591 1.039777,13.62444 1.300777,15.15229 0.261,1.52786 0.732623,6.18719 1.048051,10.35407 0.315428,4.16688 0.882137,9.50806 1.259353,11.86929 1.065151,6.66744 3.22445,17.75218 3.813917,19.5787 0.292608,0.90667 1.052231,3.86137 1.688051,6.56599 1.64389,6.99271 4.322661,16.79356 4.850347,17.74603 0.246368,0.44469 0.932688,2.51316 1.525154,4.5966 0.592466,2.08344 1.250704,4.01536 1.462752,4.29315 0.212048,0.27779 0.785295,1.75514 1.273882,3.28299 0.488587,1.52786 1.974408,4.93713 3.301825,7.57615 1.327417,2.63902 2.57624,5.36643 2.775161,6.06091 0.425167,1.48435 4.151666,8.56979 6.160918,11.71416 2.757335,4.31507 7.432897,10.31512 10.747616,13.7922 1.853748,1.94454 4.032263,4.35547 4.841148,5.35762 3.360308,4.16319 16.789914,14.94138 19.174284,15.38869 0.95802,0.17972 1.74184,0.51204 1.74184,0.73849 0,0.22644 1.30689,1.0164 2.90419,1.75545 1.59731,0.73905 3.32283,1.56624 3.83451,1.8382 0.51167,0.27195 2.51051,0.62693 4.44186,0.78885 2.68813,0.22537 3.62744,0.51097 4.00583,1.21799 0.84601,1.58079 4.61114,2.34983 6.74483,1.37766 z" id="path4822" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 181.36052,281.50814 c -2.30678,-1.19974 -3.58402,-3.01776 -3.19827,-4.55243 0.19999,-0.79566 1.61122,-1.67165 2.69306,-1.67165 1.36561,0 6.75521,4.33983 6.75521,5.43945 0,0.1064 -0.54661,0.45284 -1.21469,0.76986 -1.53508,0.72845 -3.65116,0.73465 -5.03531,0.0148 z" id="path4824" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 189.52317,304.38543 c -0.29398,-0.76611 0.21373,-4.45851 0.61305,-4.45851 0.1823,0 0.33145,-0.28745 0.33145,-0.63877 0,-0.56899 0.74522,-2.27713 1.56228,-3.58092 0.44329,-0.70738 1.43823,0.3426 2.19004,2.31121 0.60695,1.58927 0.60342,1.66462 -0.14844,3.17008 -0.83208,1.66609 -2.94192,3.7384 -3.80609,3.7384 -0.29397,0 -0.628,-0.24367 -0.74229,-0.54149 z" id="path4826" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 184.0391,410.49875 c 0,-0.15692 0.25845,-0.8721 0.57434,-1.58928 0.31589,-0.71719 0.78569,-1.78612 1.04401,-2.37541 0.25831,-0.58928 0.88379,-1.97137 1.38994,-3.07131 0.50615,-1.09993 0.92028,-2.26511 0.92028,-2.58928 0,-0.32417 0.16071,-0.58941 0.35714,-0.58941 0.19643,0 0.35714,-0.2227 0.35714,-0.49488 0,-0.27219 0.24008,-0.95523 0.53352,-1.51786 0.29343,-0.56263 0.5345,-1.30422 0.53571,-1.64797 0.001,-0.34375 0.16292,-0.625 0.35934,-0.625 0.19643,0 0.35715,-0.31194 0.35715,-0.69321 0,-0.38126 0.14835,-0.78489 0.32966,-0.89695 0.18132,-0.11206 0.43438,-0.68049 0.56236,-1.26317 0.12798,-0.58269 0.62181,-1.82638 1.09741,-2.76376 0.4756,-0.93739 0.86539,-1.82011 0.86621,-1.96161 0.002,-0.28415 1.61418,-4.025 2.15777,-5.00574 0.18905,-0.34108 0.34373,-0.86341 0.34373,-1.16071 0,-0.29731 0.16071,-0.54056 0.35714,-0.54056 0.19643,0 0.35715,-0.23562 0.35715,-0.5236 0,-0.28798 0.26334,-1.13173 0.58521,-1.875 0.32187,-0.74327 0.70871,-1.67283 0.85964,-2.06569 1.09781,-2.85745 1.41229,-3.85313 1.41229,-4.47151 0,-0.38889 0.13461,-0.70706 0.29913,-0.70706 0.16453,0 0.59959,-0.88393 0.96682,-1.96429 0.36722,-1.08035 0.79511,-1.96428 0.95086,-1.96428 0.15576,0 0.28319,-0.22805 0.28319,-0.50677 0,-0.27873 0.2262,-0.96176 0.50268,-1.51786 0.27647,-0.5561 0.66187,-1.41287 0.85644,-1.90394 0.19457,-0.49108 0.61122,-1.47965 0.92589,-2.19684 0.31467,-0.71718 0.57213,-1.47569 0.57213,-1.68556 0,-0.20988 0.32143,-0.95387 0.71429,-1.65332 0.39285,-0.69945 0.71428,-1.44363 0.71428,-1.65374 0,-0.21011 0.64286,-1.73512 1.42857,-3.38891 0.78572,-1.65379 1.42858,-3.2127 1.42858,-3.46426 0,-0.25156 0.13415,-0.61005 0.29811,-0.79666 0.16396,-0.18661 0.57858,-1.14286 0.92138,-2.125 0.3428,-0.98214 0.92128,-2.42857 1.28551,-3.21429 1.57378,-3.39488 2.85297,-6.31769 2.8635,-6.54277 0.006,-0.13362 0.23919,-0.54379 0.51765,-0.91151 0.6297,-0.83151 1.13266,-0.39981 2.11424,1.81465 0.62506,1.41014 0.63019,1.57933 0.083,2.73254 -0.32085,0.67613 -0.58335,1.40811 -0.58335,1.62663 0,0.21851 -0.16072,0.71655 -0.35715,1.10674 -0.19643,0.39019 -0.50686,1.01108 -0.68985,1.37976 -0.18299,0.36867 -0.44195,1.2526 -0.57546,1.96428 -0.13352,0.71169 -0.38558,1.29397 -0.56015,1.29397 -0.17457,0 -0.31739,0.31194 -0.31739,0.69321 0,0.38126 -0.14292,0.78153 -0.31758,0.88948 -0.17467,0.10795 -0.42078,0.63976 -0.54692,1.18179 -0.12613,0.54204 -0.5341,1.62838 -0.90658,2.41409 -0.37249,0.78572 -1.15491,2.47322 -1.73872,3.75 -1.83728,4.0181 -3.65803,7.98292 -4.34626,9.46429 -2.46267,5.30075 -2.85823,6.23457 -2.85823,6.74749 0,0.31566 -0.12148,0.57394 -0.26996,0.57394 -0.14848,0 -0.48756,0.52232 -0.75352,1.16071 -0.26595,0.63839 -2.31411,4.89504 -4.55146,9.45923 -2.23736,4.56417 -4.06792,8.4615 -4.06792,8.66071 0,0.19921 -0.12148,0.3622 -0.26996,0.3622 -0.14848,0 -0.48992,0.52232 -0.75876,1.16072 -0.79278,1.88257 -4.34636,8.85722 -4.68556,9.19643 -0.0982,0.0982 -0.35396,0.5 -0.56831,0.89285 -2.2584,4.13904 -2.77639,5.04681 -3.0467,5.33929 -0.17246,0.18661 -0.31356,0.2109 -0.31356,0.054 z" id="path4828" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 33.516538,346.14688 c -0.463488,-0.70737 -0.564493,-1.412 -0.42282,-2.94967 0.287712,-3.12273 1.093897,-7.82828 1.391805,-8.12371 0.147322,-0.14609 0.267858,-0.72316 0.267858,-1.28238 0,-0.55921 0.153335,-1.29582 0.340744,-1.6369 0.326643,-0.59449 0.925707,-3.40946 1.32953,-6.24739 0.104991,-0.73784 0.33463,-1.43036 0.510309,-1.53894 0.175679,-0.10857 0.319417,-0.52654 0.319417,-0.9288 0,-0.87187 1.024985,-5.53293 1.439905,-6.54788 0.160603,-0.39286 0.379347,-1.11607 0.486098,-1.60715 0.527447,-2.42634 1.1216,-4.28571 1.369482,-4.28571 0.151769,0 0.275943,-0.2378 0.275943,-0.52846 0,-0.96389 2.628695,-1.97154 5.143266,-1.97154 1.273019,0 2.413906,-0.16071 2.535306,-0.35714 0.331586,-0.53652 2.063322,-0.45243 1.838682,0.0893 -0.101821,0.24554 -0.388639,1.08929 -0.637375,1.875 -0.248736,0.78572 -0.541749,1.50893 -0.651141,1.60715 -0.109392,0.0982 -0.495284,1.0625 -0.857539,2.14285 -0.362255,1.08036 -0.942647,2.60715 -1.289761,3.39286 -0.347113,0.78571 -0.745402,1.83036 -0.885087,2.32143 -0.139684,0.49107 -0.568819,1.58772 -0.953633,2.437 -0.384814,0.84928 -0.793724,2.01446 -0.90869,2.58929 -0.114965,0.57482 -0.349653,1.04514 -0.521528,1.04514 -0.171875,0 -0.3125,0.24325 -0.3125,0.54056 0,0.29731 -0.152929,0.81963 -0.339842,1.16071 -0.186912,0.34109 -0.605991,1.26301 -0.931285,2.04873 -0.325294,0.78571 -1.2056,2.71428 -1.956236,4.28571 -1.909786,3.99807 -3.558351,7.65874 -3.558351,7.9014 0,0.20658 -0.634534,1.68147 -1.787773,4.15542 l -0.625824,1.34253 -0.60896,-0.92939 z" id="path4830" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 107.74066,434.31378 c 0.13145,-2.30151 0.39702,-4.34258 0.59015,-4.53571 0.19313,-0.19313 0.35114,-0.87202 0.35114,-1.50864 0,-0.63662 0.13996,-1.24399 0.31102,-1.34971 0.17105,-0.10572 0.40329,-0.65363 0.51608,-1.21759 0.49447,-2.47234 3.73178,-8.2086 5.55805,-9.84842 0.41674,-0.37419 0.75771,-0.86936 0.75771,-1.10036 0,-0.23101 0.40178,-0.63504 0.89286,-0.89786 0.49107,-0.26281 0.89285,-0.60119 0.89285,-0.75196 0,-0.35543 5.84534,-4.24804 6.37908,-4.24804 0.22365,0 0.40664,-0.16071 0.40664,-0.35714 0,-0.19643 0.17144,-0.35714 0.38097,-0.35714 0.20953,0 0.90774,-0.40179 1.55157,-0.89286 2.27973,-1.73883 2.20619,-0.98117 -0.29087,2.99703 -1.06137,1.69092 -2.28749,3.71726 -2.7247,4.50297 -2.28211,4.10112 -3.55983,6.66528 -3.55983,7.14395 0,0.29404 -0.1228,0.53462 -0.27289,0.53462 -0.28396,0 -1.51282,2.60412 -1.51282,3.20587 0,0.18911 -0.32143,0.91611 -0.71429,1.61556 -0.39286,0.69945 -0.71429,1.47403 -0.71429,1.7213 0,1.02134 -2.43252,4.86154 -3.92857,6.20199 -1.56076,1.39844 -4.38285,3.32671 -4.86876,3.32671 -0.13205,0 -0.13255,-1.88305 -0.001,-4.18457 z" id="path4832" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 126.09267,446.42641 c -0.34375,-0.0678 -0.625,-0.32251 -0.625,-0.566 0,-0.24349 -0.48256,-0.90502 -1.07234,-1.47007 -2.07996,-1.99273 -3.39506,-5.8925 -3.08764,-9.15604 0.31938,-3.39047 0.62967,-4.95024 0.98476,-4.95024 0.17494,0 0.31807,-0.24166 0.31807,-0.53702 0,-0.29536 1.04465,-2.69947 2.32143,-5.34246 1.27679,-2.64299 2.32143,-4.97276 2.32143,-5.17727 0,-0.2045 0.12054,-0.37242 0.26786,-0.37316 0.14732,-7.1e-4 0.57744,-0.76412 0.95582,-1.69642 0.37838,-0.9323 0.78179,-1.77545 0.89647,-1.87367 0.11468,-0.0982 0.68244,-1.14285 1.26169,-2.32142 0.57925,-1.17858 1.82316,-3.49182 2.76425,-5.14054 0.94108,-1.64872 1.71105,-3.06386 1.71105,-3.14476 0,-0.27582 3.73333,-5.99806 4.36366,-6.68838 0.3455,-0.37837 0.73203,-1.02123 0.85897,-1.42857 0.12693,-0.40734 0.35268,-0.82097 0.50165,-0.91918 0.45895,-0.30258 3.91858,-6.16167 3.91858,-6.63635 0,-0.24584 0.12054,-0.50056 0.26786,-0.56603 0.14732,-0.0655 0.82201,-1.20387 1.49932,-2.52977 0.6773,-1.32589 1.36034,-2.41071 1.51785,-2.41071 0.15752,0 0.2864,-0.24107 0.2864,-0.53571 0,-0.29465 0.16071,-0.53572 0.35714,-0.53572 0.50444,0 0.44344,0.46368 -0.16721,1.27103 -0.2884,0.38129 -0.52947,0.97451 -0.53572,1.31826 -0.006,0.34375 -0.17207,0.625 -0.3685,0.625 -0.19642,0 -0.35714,0.17025 -0.35714,0.37834 0,0.43382 -2.90207,6.49438 -3.23916,6.76451 -0.12256,0.0982 -1.21475,1.78572 -2.42709,3.75 -1.21235,1.96429 -2.36299,3.8125 -2.55699,4.10715 -0.19401,0.29464 -0.46052,0.77678 -0.59227,1.07143 -0.13174,0.29464 -0.33161,0.61607 -0.44415,0.71428 -0.40424,0.35278 -9.81903,19.63508 -10.7243,21.96429 -0.15269,0.39285 -0.44544,1.11607 -0.65056,1.60714 -0.20512,0.49107 -0.63712,1.77679 -0.96001,2.85714 -0.32288,1.08036 -0.98013,2.81243 -1.46055,3.84905 -1.2652,2.72997 -1.13623,3.85764 0.93306,8.15854 1.87515,3.89741 2.20542,5.80876 0.96131,5.56333 z" id="path4834" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 103.98205,450.73049 c -0.65081,-0.54018 -1.46671,-1.21875 -1.81312,-1.50794 -0.34641,-0.28919 -0.62984,-0.62355 -0.62984,-0.74303 0,-0.35556 2.96361,-2.3629 3.92858,-2.66094 1.99836,-0.61722 4.94995,-2.13997 7.09316,-3.65941 2.52339,-1.78897 2.44739,-1.81402 3.4507,1.13764 1.02785,3.02389 0.7038,3.51703 -3.75815,5.71921 -6.4149,3.16606 -6.50097,3.1839 -8.27133,1.71447 z" id="path4836" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 99.462194,462.15453 c -0.454796,-0.52978 -1.011122,-1.65202 -1.23628,-2.49386 -0.225158,-0.84184 -0.868069,-1.97007 -1.428692,-2.50718 -0.855002,-0.81915 -1.332176,-0.97657 -2.960149,-0.97657 -1.06746,0 -1.8955,-0.0804 -1.84009,-0.17857 0.05541,-0.0982 0.312958,-0.60008 0.572329,-1.11525 0.350787,-0.69676 1.015843,-1.10148 2.596366,-1.58002 2.091924,-0.63338 2.148429,-0.63184 3.653812,0.0995 1.18939,0.57785 1.74462,1.16896 2.49959,2.66114 0.82966,1.63978 0.95497,2.27983 0.86315,4.40858 -0.10203,2.36532 -0.15223,2.4942 -1.00028,2.56788 -0.59116,0.0514 -1.17226,-0.24791 -1.719756,-0.88568 z" id="path4838" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 121.44981,526.73746 c -0.73661,-0.75886 -1.33929,-1.55704 -1.33929,-1.77372 0,-0.21668 -0.16071,-0.39396 -0.35714,-0.39396 -0.19643,0 -0.35714,-0.1766 -0.35714,-0.39245 0,-0.42865 -1.09222,-2.89122 -1.40997,-3.17898 -0.5376,-0.48687 -3.23289,-6.40878 -3.23289,-7.1031 0,-2.24067 2.50496,-7.2309 5.12934,-10.21833 0.51767,-0.58928 0.94141,-1.16737 0.94165,-1.28464 2.4e-4,-0.11726 0.32914,-0.5922 0.73089,-1.05542 0.40174,-0.46322 1.07629,-1.41192 1.499,-2.10822 0.42271,-0.6963 0.8574,-1.34636 0.96598,-1.44458 0.10859,-0.0982 0.37281,-0.5 0.58716,-0.89285 0.21436,-0.39286 0.8974,-1.62971 1.51786,-2.74856 0.62047,-1.11884 1.12812,-2.2862 1.12812,-2.59413 0,-0.30792 0.14099,-0.83893 0.3133,-1.18002 1.25168,-2.47758 1.43005,-5.05702 0.40099,-5.79872 -0.39286,-0.28316 -0.71429,-0.84538 -0.71429,-1.24938 0,-1.46631 -2.33945,-3.99377 -4.02529,-4.34878 -0.54426,-0.11461 -1.07607,-0.34834 -1.18179,-0.5194 -0.10572,-0.17106 -0.73575,-0.31101 -1.40006,-0.31101 -0.66432,0 -1.30717,-0.16072 -1.42857,-0.35715 -0.1214,-0.19642 -0.48025,-0.35714 -0.79744,-0.35714 -0.66477,0 -6.64298,-2.89161 -6.82161,-3.29955 -0.0655,-0.14953 -0.31999,-0.27188 -0.56558,-0.27188 -0.24559,0 -1.11612,-0.61817 -1.93452,-1.37371 -1.43287,-1.32281 -1.488,-1.45435 -1.488,-3.55035 0,-1.19715 0.1547,-2.27225 0.34377,-2.3891 0.43905,-0.27134 6.15284,0.43507 6.41989,0.79371 0.2301,0.30903 1.37702,1.0541 2.16491,1.40639 0.29465,0.13174 0.61608,0.33161 0.71429,0.44416 0.0982,0.11254 0.90179,0.78642 1.78571,1.4975 3.06748,2.46767 4.93031,4.42897 5.55628,5.84997 0.94844,2.15303 4.31419,7.14894 5.47337,8.12433 1.56465,1.31657 1.88769,2.13213 1.39937,3.53293 -0.22855,0.65562 -0.78822,1.59394 -1.24371,2.08516 -0.45549,0.49123 -0.82816,1.03665 -0.82816,1.21204 0,0.1754 -0.28842,0.57883 -0.64093,0.89651 -0.76848,0.69256 -3.64479,5.22817 -3.64479,5.74742 0,0.20125 -0.12053,0.3665 -0.26785,0.36724 -0.14733,7.5e-4 -0.56345,0.76413 -0.92472,1.69643 -0.36128,0.9323 -0.84342,2.08086 -1.07143,2.55236 -0.57777,1.19475 -0.55219,8.43253 0.0319,9.01723 0.24553,0.24581 0.44643,0.67167 0.44643,0.94636 0,0.41351 1.43486,3.66858 3.29537,7.47573 0.54342,1.11199 0.5433,4.8305 -1.8e-4,5.46699 -0.2452,0.28717 -0.77717,0.9641 -1.18214,1.50427 -1.06281,1.41763 -2.33312,1.28334 -3.98805,-0.4216 z" id="path4840" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 120.89691,464.14901 c -1.07347,-0.23941 -2.08133,-0.8634 -3.3518,-2.07517 l -1.81676,-1.73282 -0.0411,-3.68919 c -0.0409,-3.67697 -0.0381,-3.6896 0.8518,-3.8127 0.49108,-0.0679 1.10007,-0.29374 1.35332,-0.5018 0.74777,-0.61435 3.35868,-0.4936 4.89668,0.22646 0.78572,0.36786 2.39286,1.12705 3.57143,1.68708 1.17858,0.56004 2.66518,1.12206 3.30358,1.24894 0.63839,0.12688 1.16071,0.37131 1.16071,0.54318 0,0.17188 0.44196,0.31761 0.98214,0.32386 1.01347,0.0117 2.24119,0.71842 2.22026,1.27802 -0.0143,0.38273 -1.26605,1.92491 -1.56239,1.92491 -0.11538,0 -0.97355,0.54152 -1.90704,1.20338 -2.58096,1.82994 -5.48472,3.32075 -6.87583,3.5301 -0.6875,0.10346 -1.94077,0.034 -2.78504,-0.15425 z" id="path4842" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 127.16227,470.73561 c -0.54118,-0.34056 -0.93008,-0.78237 -0.86422,-0.9818 0.14388,-0.43571 1.33834,-1.02563 3.27676,-1.61833 1.90971,-0.58392 6.64293,-3.76287 9.26155,-6.22029 1.9581,-1.83756 2.24752,-1.98827 3.81821,-1.98827 0.93473,0 1.79884,0.16072 1.92024,0.35714 0.1214,0.19643 0.52318,0.35715 0.89286,0.35715 1.21607,0 1.09711,0.63176 -0.40455,2.14851 -1.47207,1.48685 -4.96197,3.92292 -5.61996,3.92292 -0.1895,0 -0.39811,0.12053 -0.46359,0.26785 -0.11016,0.24786 -2.67505,1.53446 -5.65476,2.83654 -0.6875,0.30042 -1.49725,0.66925 -1.79945,0.81962 -1.34544,0.66945 -3.38306,0.71567 -4.36309,0.099 z" id="path4844" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 135.51218,479.98099 c -1.2523,-1.34192 -2.81927,-2.73193 -3.48214,-3.08892 -0.66288,-0.35698 -1.20398,-0.74428 -1.20244,-0.86067 0.005,-0.37446 1.89578,-1.10448 2.86073,-1.10448 1.81964,0 7.49044,-2.12948 8.56505,-3.21632 0.0982,-0.0993 0.82143,-0.65911 1.60714,-1.24397 2.77191,-2.06328 3.21922,-2.45068 6.33726,-5.48847 l 2.33017,-2.27019 1.38057,0.4681 c 0.75932,0.25745 1.53325,0.596 1.71986,0.75233 0.18661,0.15633 0.67821,0.28424 1.09245,0.28424 0.41425,0 1.04941,0.21661 1.41149,0.48137 0.63486,0.46422 0.63137,0.50832 -0.0981,1.2378 -0.41604,0.41604 -1.1574,1.54771 -1.64748,2.51482 -0.49007,0.96712 -1.10055,1.97707 -1.35662,2.24434 -0.25606,0.26727 -1.02345,1.20917 -1.7053,2.09309 -1.63427,2.11862 -1.66339,2.14535 -3.84987,3.53365 -1.03707,0.65849 -2.08171,1.46604 -2.32143,1.79456 -0.92575,1.2687 -5.69772,3.55528 -7.48941,3.58871 -0.34375,0.006 -0.625,0.17237 -0.625,0.3688 0,0.97968 -1.48304,0.10137 -3.52692,-2.08879 z" id="path4846" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 154.98731,451.05951 c -0.32509,-0.35921 -0.59107,-1.07294 -0.59107,-1.58606 0,-0.51312 -0.13767,-1.01803 -0.30593,-1.12202 -0.16826,-0.10399 -0.41712,-2.16258 -0.55302,-4.57465 -0.39818,-7.06731 -1.40354,-11.4559 -2.81986,-12.30931 -0.26521,-0.1598 -0.58557,-0.5718 -0.71192,-0.91555 -0.19037,-0.51795 -0.0211,-0.625 0.988,-0.625 0.66974,0 1.31704,0.16072 1.43844,0.35714 0.1214,0.19643 0.46821,0.35715 0.77068,0.35715 0.30247,0 1.13673,0.25746 1.85392,0.57213 2.26583,0.99415 2.68313,1.14508 4.8754,1.76338 1.17857,0.3324 2.625,0.81097 3.21429,1.06348 0.58928,0.25251 1.39286,0.53668 1.78571,0.63149 0.39286,0.0948 -0.28069,0.19102 -1.49678,0.2138 -1.21608,0.0228 -2.31039,-0.11928 -2.43179,-0.31571 -0.34343,-0.55569 -2.53895,-0.41999 -3.04364,0.18812 -0.49621,0.5979 -0.29699,6.84411 0.40782,12.78643 0.34312,2.89295 0.31995,3.19408 -0.28081,3.64936 -0.9232,0.69963 -2.40283,0.63558 -3.09944,-0.13418 z" id="path4848" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4850" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 152.43195,421.81022 c -0.58928,-0.0839 -1.2241,-0.30089 -1.41071,-0.48221 -0.18661,-0.18131 -0.69945,-0.32966 -1.13964,-0.32966 -0.44019,0 -0.89103,-0.14673 -1.00187,-0.32607 -0.11084,-0.17933 -0.88371,-0.43858 -1.71751,-0.57609 -0.83379,-0.13752 -1.6767,-0.35941 -1.87312,-0.4931 -0.19643,-0.13369 -1.24108,-0.53095 -2.32143,-0.8828 -2.10918,-0.68692 -3.12443,-1.09009 -4.83821,-1.92132 l -1.08821,-0.52781 2.15964,-4.3607 2.15963,-4.36069 1.07143,0.35422 c 0.58929,0.19482 1.15179,0.45692 1.25,0.58245 0.0982,0.12553 0.81369,0.70189 1.58995,1.28079 3.09162,2.30562 5.82003,5.54918 8.00412,9.51539 1.21461,2.20567 1.36517,2.81652 0.67379,2.73365 -0.24554,-0.0294 -0.92857,-0.12216 -1.51786,-0.20605 z" id="path4852" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 145.56312,448.13236 c -0.63576,-0.2557 -0.75901,-0.52259 -0.60802,-1.31665 0.22137,-1.16416 -0.26677,-5.22637 -1.08529,-9.03165 -0.31689,-1.47321 -0.66727,-3.20238 -0.77861,-3.84259 -0.11135,-0.64021 -0.34541,-1.25238 -0.52014,-1.36036 -0.17472,-0.10799 -0.31867,-0.54847 -0.31988,-0.97884 -0.001,-0.43037 -0.24228,-1.24283 -0.53571,-1.80546 -0.29344,-0.56263 -0.53352,-1.23227 -0.53352,-1.48809 0,-0.25582 -0.20089,-0.54619 -0.44643,-0.64527 -0.24673,-0.0996 -0.14116,-0.19275 0.236,-0.20833 0.65414,-0.027 2.71043,1.91004 2.71043,2.55328 0,0.17049 0.53262,1.14601 1.18359,2.16782 3.93667,6.17929 4.9481,10.27045 3.58359,14.4954 -0.62362,1.93093 -1.10773,2.17596 -2.88601,1.46074 z" id="path4854" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 137.79278,437.51621 c -0.14606,-0.44197 -0.3683,-0.80357 -0.49387,-0.80357 -0.12557,0 -0.43968,-0.47753 -0.69802,-1.06117 -0.25835,-0.58364 -1.25937,-1.82918 -2.2245,-2.76786 -1.72315,-1.67592 -2.31386,-3.29014 -1.40872,-3.84955 0.19643,-0.12139 0.35714,-0.69338 0.35714,-1.27107 0,-0.5777 0.0918,-1.05035 0.20408,-1.05035 0.35562,0 1.06303,0.8515 1.78025,2.14285 0.38183,0.6875 0.78279,1.33036 0.89101,1.42857 0.50209,0.45565 2.17699,6.36304 2.02709,7.14955 l -0.1689,0.88617 -0.26556,-0.80357 z" id="path4856" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 235.64624,480.49225 c -2.15032,-0.98307 -4.14167,-1.63676 -4.98615,-1.63676 -0.47551,0 -0.95291,-0.14295 -1.06089,-0.31768 -0.10799,-0.17473 -0.72015,-0.40022 -1.36037,-0.50111 -1.40003,-0.22062 -4.10498,-0.91847 -5.09259,-1.31384 -1.86733,-0.74755 -5.26247,-1.52879 -9.28572,-2.13671 -1.90255,-0.28747 -3.29538,-0.63788 -7.14285,-1.79699 -0.58929,-0.17753 -2.4375,-0.67757 -4.10715,-1.11119 -1.66964,-0.43362 -3.35714,-0.91436 -3.75,-1.06831 -0.39285,-0.15395 -1.91964,-0.55382 -3.39285,-0.8886 -1.47322,-0.33478 -3,-0.73656 -3.39286,-0.89285 -0.39286,-0.15629 -1.91964,-0.55563 -3.39286,-0.88742 -1.47321,-0.33179 -2.95764,-0.74385 -3.29872,-0.9157 -0.34109,-0.17185 -1.0643,-0.31483 -1.60715,-0.31773 -1.1003,-0.006 -5.23757,-0.9052 -6.34413,-1.37902 -0.39285,-0.16822 -1.11607,-0.47579 -1.60714,-0.68349 -0.49107,-0.20771 -1.85714,-0.64749 -3.03571,-0.97729 -1.17858,-0.32981 -2.54465,-0.72711 -3.03572,-0.8829 -0.49107,-0.15579 -2.01786,-0.55417 -3.39286,-0.88529 -1.375,-0.33112 -2.82142,-0.73819 -3.21428,-0.9046 -0.39286,-0.16641 -1.59822,-0.56658 -2.67857,-0.88928 -1.08036,-0.32269 -2.28572,-0.714 -2.67857,-0.86956 -0.39286,-0.15557 -1.59822,-0.55952 -2.67858,-0.89768 -1.99006,-0.6229 -2.2695,-0.72676 -4.82142,-1.79192 -0.78572,-0.32796 -1.75,-0.72975 -2.14286,-0.89286 -0.39286,-0.16312 -1.30108,-0.55403 -2.01826,-0.86871 -0.71719,-0.31467 -1.55145,-0.57212 -1.85392,-0.57212 -0.30248,0 -0.64928,-0.16072 -0.77068,-0.35715 -0.1214,-0.19643 -0.60354,-0.35714 -1.07143,-0.35714 -0.46788,0 -0.94429,-0.15143 -1.05867,-0.33651 -0.11439,-0.18508 -0.92942,-0.44469 -1.81119,-0.57692 -0.88176,-0.13223 -1.69107,-0.38259 -1.79846,-0.55635 -0.1074,-0.17376 -0.62774,-0.31839 -1.15633,-0.3214 -0.52858,-0.003 -1.20213,-0.16126 -1.49678,-0.35168 -0.77128,-0.49844 1.61286,-0.47478 2.54723,0.0253 0.39301,0.21033 1.46727,0.52376 2.38724,0.69651 0.91997,0.17275 2.15482,0.40726 2.74411,0.52114 5.48797,1.06052 6.85821,1.35502 7.32142,1.57359 0.29465,0.13903 1.5,0.54647 2.67858,0.90543 1.17857,0.35896 2.42192,0.79337 2.76301,0.96535 0.34108,0.17199 1.00449,0.3127 1.47424,0.3127 0.88421,0 2.58117,0.60347 5.04846,1.79532 1.50624,0.7276 3.80686,1.37283 5.89286,1.6527 0.6875,0.0922 1.57143,0.29594 1.96428,0.45267 0.39286,0.15673 1.67857,0.56722 2.85715,0.9122 1.17857,0.34497 2.46428,0.76142 2.85714,0.92543 0.39286,0.16401 1.91964,0.48764 3.39286,0.71919 4.98246,0.78311 5.88862,0.96102 7.85714,1.54264 1.08036,0.3192 2.52678,0.67149 3.21428,0.78287 0.6875,0.11138 1.57143,0.33059 1.96429,0.48715 0.79884,0.31833 4.07352,0.93123 6.78571,1.27003 0.98215,0.12269 2.10715,0.35409 2.5,0.51423 0.39286,0.16015 1.6384,0.5842 2.76786,0.94233 1.12947,0.35814 2.05357,0.77859 2.05357,0.93435 0,0.15575 0.24326,0.28318 0.54056,0.28318 0.29731,0 0.81963,0.15422 1.16072,0.34271 0.61065,0.33746 2.64218,0.84351 5.79872,1.44447 2.08238,0.39645 5.90938,1.2754 7.5,1.72254 2.25601,0.63417 6.58531,1.88567 7.70393,2.22702 0.60323,0.18408 1.55697,0.33469 2.11943,0.33469 1.94469,0 7.67664,1.99379 7.67664,2.67023 0,0.0548 -0.24323,0.68181 -0.5405,1.39329 -0.59281,1.41878 -0.9014,1.51618 -2.49521,0.78752 z" id="path4858" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 198.50338,461.81119 c -1.17857,-0.30071 -2.46428,-0.66729 -2.85714,-0.81462 -1.00813,-0.37806 -3.99547,-1.02265 -5.89286,-1.27152 -0.88393,-0.11595 -1.92857,-0.34071 -2.32143,-0.49947 -1.07151,-0.43304 -3.35195,-1.05985 -5.35714,-1.4725 -0.98214,-0.20211 -2.42857,-0.51592 -3.21429,-0.69735 -0.78571,-0.18143 -2.50021,-0.53395 -3.81,-0.78339 -1.30978,-0.24943 -2.50175,-0.57383 -2.64881,-0.72089 -0.14706,-0.14706 -0.71325,-0.26739 -1.2582,-0.26739 -0.54496,0 -1.07629,-0.13826 -1.18073,-0.30726 -0.10444,-0.16899 -0.95014,-0.41146 -1.87932,-0.53882 -2.99535,-0.41056 -4.04436,-0.95079 -4.04436,-2.0828 0,-0.54983 -0.17042,-0.99969 -0.37871,-0.99969 -0.21922,0 -0.33202,-0.564 -0.26785,-1.33928 0.10446,-1.26222 0.18667,-1.34559 1.42865,-1.44885 0.72479,-0.0603 1.77478,0.12674 2.3333,0.41557 0.55852,0.28882 2.37622,0.72006 4.03934,0.95832 1.66311,0.23825 3.18455,0.54535 3.38098,0.68245 0.19643,0.1371 1.40179,0.54677 2.67857,0.91036 1.27679,0.3636 2.48214,0.76904 2.67857,0.90097 0.19643,0.13193 1.36024,0.54568 2.58624,0.91945 1.22599,0.37377 2.23046,0.80012 2.23214,0.94744 0.002,0.14732 0.31499,0.26786 0.69626,0.26786 0.38126,0 0.78153,0.14291 0.88948,0.31758 0.10795,0.17467 0.63976,0.42078 1.18179,0.54691 0.54204,0.12614 1.62838,0.53433 2.41409,0.90711 5.83511,2.7684 7.65843,3.58554 8.00057,3.58554 0.21576,0 0.39229,0.16072 0.39229,0.35714 0,0.19643 0.19033,0.35715 0.42296,0.35715 0.48021,0 3.50561,1.41448 3.50561,1.639 0,0.27803 -1.61259,0.0763 -3.75,-0.46902 z" id="path4860" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4862" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4864" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 238.86052,472.90057 c -0.39285,-0.0843 -1.03571,-0.29327 -1.42857,-0.46432 -0.39285,-0.17105 -1.51785,-0.5843 -2.5,-0.91835 -0.98214,-0.33404 -2.467,-0.90902 -3.29968,-1.27773 -0.83268,-0.36872 -1.61196,-0.67039 -1.73174,-0.67039 -0.11977,0 -0.76438,-0.24107 -1.43246,-0.53572 l -2.42938,-1.07142 c -0.66808,-0.29465 -1.36406,-0.53572 -1.54661,-0.53572 -0.18256,0 -1.12256,-0.40111 -2.08888,-0.89136 -0.96633,-0.49025 -1.87273,-0.89204 -2.01423,-0.89286 -0.14151,-8.2e-4 -1.18615,-0.41244 -2.32143,-0.91471 -1.13529,-0.50227 -2.38559,-1.04838 -2.77844,-1.21358 -3.45876,-1.45447 -8.71977,-3.82892 -13.98358,-6.31119 -1.40525,-0.66268 -2.73114,-1.20487 -2.94642,-1.20487 -0.21529,0 -0.39143,-0.12148 -0.39143,-0.26996 0,-0.14848 -0.52232,-0.49115 -1.16072,-0.76149 -0.63839,-0.27035 -2.14797,-0.95244 -3.35463,-1.51576 -1.20665,-0.56332 -2.28671,-1.02422 -2.40013,-1.02422 -0.11342,0 -1.08461,-0.40178 -2.1582,-0.89286 -1.07359,-0.49107 -2.04439,-0.89285 -2.15733,-0.89285 -0.11294,0 -0.96699,-0.34013 -1.89789,-0.75584 -3.56212,-1.59075 -3.9596,-1.74416 -4.51921,-1.74416 -0.31673,0 -0.85494,-0.14898 -1.19603,-0.33107 -0.34108,-0.18209 -0.89869,-0.41708 -1.23913,-0.5222 -0.81127,-0.2505 -0.472,-1.08466 0.64888,-1.59537 0.72089,-0.32846 1.19372,-0.264 2.56963,0.35032 3.26469,1.45764 3.9389,1.74117 4.14029,1.74117 0.24198,0 4.06488,1.66471 4.95176,2.15627 0.34109,0.18906 0.85002,0.34373 1.13096,0.34373 0.28093,0 0.56437,0.12054 0.62984,0.26786 0.1615,0.36337 9.64699,5.09439 10.20834,5.09155 0.24553,-0.001 0.44642,0.15845 0.44642,0.35488 0,0.19643 0.15632,0.35714 0.34738,0.35714 0.19106,0 1.27588,0.41842 2.41072,0.92982 1.13483,0.5114 2.38476,1.06474 2.77762,1.22964 0.39286,0.1649 1.63411,0.70664 2.75835,1.20385 1.12423,0.49721 2.45164,1.00632 2.9498,1.13135 0.49816,0.12503 0.99406,0.37024 1.10202,0.54491 0.10795,0.17467 0.49482,0.31758 0.85971,0.31758 0.3649,0 0.71702,0.12053 0.7825,0.26785 0.18049,0.40611 6.11079,3.31627 6.74405,3.3095 0.30446,-0.003 0.70625,0.12958 0.89285,0.29521 0.18661,0.16562 1.30358,0.58205 2.48215,0.92539 1.17857,0.34334 2.991,1.0114 4.02762,1.48458 1.03662,0.47318 1.96774,0.86032 2.06916,0.86032 0.10141,0 0.6177,0.40179 1.1473,0.89286 0.5296,0.49107 1.15205,0.89286 1.38322,0.89286 0.23118,0 0.47608,0.16728 0.54423,0.37173 0.0682,0.20446 1.13284,0.3997 2.36597,0.43388 2.00582,0.0556 2.2311,0.13578 2.13799,0.76101 -0.11454,0.76923 -0.45643,0.92377 -1.53264,0.69274 z" id="path4868" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 170.46767,441.73371 c 0,-0.18483 0.14249,-0.42413 0.31665,-0.53177 0.17416,-0.10763 0.42146,-0.75434 0.54955,-1.43712 0.29758,-1.58624 0.62717,-1.77049 1.57971,-0.88306 0.84589,0.78806 1.00654,2.09271 0.3398,2.75945 -0.50503,0.50503 -2.78571,0.58076 -2.78571,0.0925 z" id="path4870" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 175.48729,430.42857 c -0.6767,-0.46514 -1.38281,-0.89652 -1.56913,-0.95863 -0.18631,-0.0621 0.23402,-0.91017 0.93407,-1.8846 0.70006,-0.97442 1.38341,-2.21227 1.51856,-2.75076 0.13516,-0.5385 0.35301,-0.97909 0.48412,-0.97909 0.13111,0 0.55565,-0.72169 0.94343,-1.60376 0.38777,-0.88206 0.82558,-1.60528 0.9729,-1.60714 0.14732,-0.002 0.26786,-0.24445 0.26786,-0.5391 0,-0.29464 0.16071,-0.53571 0.35714,-0.53571 0.64981,0 0.43195,0.56969 -1.71247,4.47791 -1.39904,2.54977 -1.99972,5.16495 -1.18633,5.16495 0.40988,0 0.73419,1.24494 0.44431,1.70557 -0.13351,0.21215 -0.7214,0.0142 -1.45446,-0.48964 z" id="path4872" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 133.0641,442.78632 c -0.67771,-1.47302 -0.81151,-1.92944 -0.96127,-3.27902 -0.0884,-0.79646 -0.26638,-1.51343 -0.39555,-1.59326 -0.35672,-0.22046 -0.28059,-1.37804 0.0906,-1.37804 0.34024,0 1.41921,2.00463 1.91261,3.55346 0.40667,1.27659 0.37692,3.26507 -0.0488,3.26507 -0.18487,0 -0.45377,-0.25569 -0.59756,-0.56821 z" id="path4874" inkscape:connector-curvature="0" /> </g> </svg> </div>
					
					<div class="zoomcontrols">
						<div id="zoom-in"><i aria-hidden="true" class="fas fa-search-plus"></i></div>
						<div id="reset"><i aria-hidden="true" class="fas fa-sync"></i> 100%</div>
						<div id="zoom-out"><i aria-hidden="true" class="fas fa-search-minus"></i></div>
					</div>	
					
                    <div class="controlbtns">
					   <a id="random-color-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-random"></i><span class="controlslinktext">Auto</span></div>
						</a>						
						<a id="coloring-undo-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-undo"></i><span class="controlslinktext">Undo</span></div>
                        </a>
                        <a id="coloring-reset-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="far fa-trash-alt"></i><span class="controlslinktext">Reset</span></div>
                        </a>
                        <a href="" onclick="printDiv();return false;">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-save"></i><span class="controlslinktext">Print</span></div>
                        </a>
						<a id="coloring-fullscreen-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-expand"></i><span class="controlslinktext">Expand</span></div>
						</a>
                        <div class="btncontrols zoombtn"><i aria-hidden="true" class="fas fa-search-plus"></i><span class="controlslinktext">Zoom</span></div>						
						
                    </div>
                </div>
            </div>
			
            <!-- Phần bên phải -->
            <div id="coloring-right">
                <center><h3 class="coloring-h3">BẢNG TRỘN MÀU</h3></center>
                <div class="coloring-picker">
                    <center><div id='box1' class='box'><div id='customcolor1' class='customcolorx' style='background: #ffffff; fill: #ffffff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker1' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box2' class='box'><div id='customcolor2' class='customcolorx' style='background: #000000; fill: #000000;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker2' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box3' class='box'><div id='customcolor3' class='customcolorx' style='background: #00ff00; fill: #00ff00;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker3' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box4' class='box'><div id='customcolor4' class='customcolorx' style='background: #0000ff; fill: #0000ff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker4' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div>
					</center>
                    <div class="coloring-palette-64" style="display: inline-block;"><div id="color01" class="basiccolor" style="background: #FF0000; fill: #FF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color02" class="basiccolor" style="background: #DF0000; fill: #DF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color03" class="basiccolor" style="background: #AF102E; fill: #AF102E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color04" class="basiccolor" style="background: #550E2B; fill: #550E2B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color05" class="basiccolor" style="background: #9C2B3B; fill: #9C2B3B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color06" class="basiccolor" style="background: #E45761; fill: #E45761;" x="0" y="0" onclick="selected(this.id)"></div><div id="color07" class="basiccolor" style="background: #FF9792; fill: #FF9792;" x="0" y="0" onclick="selected(this.id)"></div><div id="color08" class="basiccolor" style="background: #FFD5CF; fill: #FFD5CF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color09" class="basiccolor" style="background: #FFE1B5; fill: #FFE1B5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color10" class="basiccolor" style="background: #EFAF79; fill: #EFAF79;" x="0" y="0" onclick="selected(this.id)"></div><div id="color11" class="basiccolor" style="background: #F66D1E; fill: #F66D1E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color12" class="basiccolor" style="background: #8D4131; fill: #8D4131;" x="0" y="0" onclick="selected(this.id)"></div><div id="color13" class="basiccolor" style="background: #492917; fill: #492917;" x="0" y="0" onclick="selected(this.id)"></div><div id="color14" class="basiccolor" style="background: #97530F; fill: #97530F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color15" class="basiccolor" style="background: #DD8C00; fill: #DD8C00;" x="0" y="0" onclick="selected(this.id)"></div><div id="color16" class="basiccolor" style="background: #FBC800; fill: #FBC800;" x="0" y="0" onclick="selected(this.id)"></div><div id="color17" class="basiccolor" style="background: #FFFF8F; fill: #FFFF8F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color18" class="basiccolor" style="background: #E4FCA2; fill: #E4FCA2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color19" class="basiccolor" style="background: #AFE356; fill: #AFE356;" x="0" y="0" onclick="selected(this.id)"></div><div id="color20" class="basiccolor" style="background: #6CB328; fill: #6CB328;" x="0" y="0" onclick="selected(this.id)"></div><div id="color21" class="basiccolor" style="background: #38741A; fill: #38741A;" x="0" y="0" onclick="selected(this.id)"></div><div id="color22" class="basiccolor" style="background: #0E3E12; fill: #0E3E12;" x="0" y="0" onclick="selected(this.id)"></div><div id="color23" class="basiccolor" style="background: #177578; fill: #177578;" x="0" y="0" onclick="selected(this.id)"></div><div id="color24" class="basiccolor" style="background: #00BC9F; fill: #00BC9F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color25" class="basiccolor" style="background: #6BECBD; fill: #6BECBD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color26" class="basiccolor" style="background: #C9FCCC; fill: #C9FCCC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color27" class="basiccolor" style="background: #D8E0FF; fill: #D8E0FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color28" class="basiccolor" style="background: #A6ADFF; fill: #A6ADFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color29" class="basiccolor" style="background: #6E6AFF; fill: #6E6AFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color30" class="basiccolor" style="background: #3E32D5; fill: #3E32D5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color31" class="basiccolor" style="background: #2D1A71; fill: #2D1A71;" x="0" y="0" onclick="selected(this.id)"></div><div id="color32" class="basiccolor" style="background: #3257BE; fill: #3257BE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color33" class="basiccolor" style="background: #409DEF; fill: #409DEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color34" class="basiccolor" style="background: #70DBFF; fill: #70DBFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color35" class="basiccolor" style="background: #BFFFFF; fill: #BFFFFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color36" class="basiccolor" style="background: #FFCDFF; fill: #FFCDFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color37" class="basiccolor" style="background: #EE82EE; fill: #EE82EE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color38" class="basiccolor" style="background: #B44CEF; fill: #B44CEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color39" class="basiccolor" style="background: #652BBC; fill: #652BBC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color40" class="basiccolor" style="background: #480E55; fill: #480E55;" x="0" y="0" onclick="selected(this.id)"></div><div id="color41" class="basiccolor" style="background: #941887; fill: #941887;" x="0" y="0" onclick="selected(this.id)"></div><div id="color42" class="basiccolor" style="background: #FF00FF; fill: #FF00FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color43" class="basiccolor" style="background: #E444C3; fill: #E444C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color44" class="basiccolor" style="background: #FF91E2; fill: #FF91E2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color45" class="basiccolor" style="background: #4B0082; fill: #4B0082;" x="0" y="0" onclick="selected(this.id)"></div><div id="color46" class="basiccolor" style="background: #663399; fill: #663399;" x="0" y="0" onclick="selected(this.id)"></div><div id="color47" class="basiccolor" style="background: #9370DB; fill: #9370DB;" x="0" y="0" onclick="selected(this.id)"></div><div id="color48" class="basiccolor" style="background: #6A5ACD; fill: #6A5ACD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color49" class="basiccolor" style="background: #483D8B; fill: #483D8B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color50" class="basiccolor" style="background: #8A2BE2; fill: #8A2BE2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color51" class="basiccolor" style="background: #800080; fill: #800080;" x="0" y="0" onclick="selected(this.id)"></div><div id="color52" class="basiccolor" style="background: #9400D3; fill: #9400D3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color53" class="basiccolor" style="background: #9932CC; fill: #9932CC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color54" class="basiccolor" style="background: #8B008B; fill: #8B008B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color55" class="basiccolor" style="background: #5270C3; fill: #5270C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color56" class="basiccolor" style="background: #C873B9; fill: #C873B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color57" class="basiccolor" style="background: #4EA15E; fill: #4EA15E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color58" class="basiccolor" style="background: #B9A264; fill: #B9A264;" x="0" y="0" onclick="selected(this.id)"></div><div id="color59" class="basiccolor" style="background: #4CA6A8; fill: #4CA6A8;" x="0" y="0" onclick="selected(this.id)"></div><div id="color60" class="basiccolor" style="background: #A64D4E; fill: #A64D4E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color61" class="basiccolor" style="background: #80B954; fill: #80B954;" x="0" y="0" onclick="selected(this.id)"></div><div id="color62" class="basiccolor" style="background: #7E60B9; fill: #7E60B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color63" class="basiccolor" style="background: #7CA668; fill: #7CA668;" x="0" y="0" onclick="selected(this.id)"></div><div id="color64" class="basiccolor" style="background: #B97E9B; fill: #B97E9B;" x="0" y="0" onclick="selected(this.id)"></div>
                    </div>
                </div>
            </div>
        </section>
		<script>
			document.addEventListener("DOMContentLoaded", function (event) {
				jQuery("#printbtnmob").click(function () {
					printDiv();
					return false;
				});				
				jQuery("#random-color-button").click(function () {
					randomColor();
					return false;
				});
			});
					
			document.addEventListener("DOMContentLoaded", function () {
				const coloringFullscreenButton = document.getElementById("coloring-fullscreen-button");
				coloringFullscreenButton.addEventListener("click", toggleFullscreen);

				function toggleFullscreen() {
					const coloring = document.getElementById("coloring");

					if (!document.fullscreenElement && !document.webkitFullscreenElement && !document.msFullscreenElement) {
						if (coloring.requestFullscreen) {
							coloring.requestFullscreen();
						} else if (coloring.webkitRequestFullscreen) { /* Safari */
							coloring.webkitRequestFullscreen();
						} else if (coloring.msRequestFullscreen) { /* IE/Edge */
							coloring.msRequestFullscreen();
						}
					} else {
						if (document.exitFullscreen) {
							document.exitFullscreen();
						} else if (document.webkitExitFullscreen) { /* Safari */
							document.webkitExitFullscreen();
						} else if (document.msExitFullscreen) { /* IE/Edge */
							document.msExitFullscreen();
						}
					}
				}

				document.addEventListener("fullscreenchange", function () {
					updateFullscreenButton();
				});

				function updateFullscreenButton() {
					const isFullscreen = document.fullscreenElement || document.webkitFullscreenElement || document.msFullscreenElement;
					const fullscreenButtonText = isFullscreen ? "Exit" : "Expand";
					coloringFullscreenButton.querySelector(".controlslinktext").textContent = fullscreenButtonText;
				}
			});
		</script>
		
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/jquery-2.1.4.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-min.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/hammer.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/tomau.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-preload.js"></script>

		<script>
			function randomColor() {
				var colors = ["#dfeae4", "#a6cfd0", "#7b95a0", "#505d6d", "#353234", "#665d5b", "#998d86", "#cdbfb3", "#eae6da", "#eeb3b7", "#ff0000", "#df0000", "#af102e", "#550e2b", "#9c2b3b", "#e45761", "#ff9792", "#ffd5cf", "#ffe1b5", "#efaf79", "#f66d1e", "#8d4131", "#492917", "#97530f", "#dd8c00", "#fbc800", "#ffff8f", "#e4fca2", "#afe356", "#6cb328", "#38741a", "#0e3e12", "#177578", "#00bc9f", "#6becbd", "#c9fccc", "#d8e0ff", "#a6adff", "#6e6aff", "#3e32d5", "#2d1a71", "#3257be", "#409def", "#70dbff", "#bfffff", "#ffcdff", "#ee82ee", "#b44cef", "#652bbc", "#480e55", "#941887", "#ff00ff", "#e444c3", "#ff91e2"];

				var elements = document.querySelectorAll("#coloring-area svg path");

				elements.forEach(function (element) {
					var randomColor = colors[Math.floor(Math.random() * colors.length)];
					var previousFill = element.style.fill;

					// Track the change in coloringSteps
					var coloringStep = {
						target: element,
						previousFill: element.getAttribute("style")
					};

					element.style.fill = randomColor;
					ColoringBookHandler.coloringSteps.push(coloringStep);
				});
			}

			document.addEventListener("DOMContentLoaded", (event) => {
				document.querySelectorAll(".farba").forEach(input => {
					input.addEventListener("change", (event) => {
						let selectedColor = event.target.value;
						let previousDiv = event.target.previousElementSibling;

						if (previousDiv && previousDiv.classList.contains("customcolorx")) {
							previousDiv.classList.add("selectioncustomcolor");
						}

						ColoringBookHandler.currentFill = "fill:${selectedColor}";

						// Optionally, if you want to call the handlePaletteClick to simulate the same behavior
						ColoringBookHandler.handlePaletteClick({
							target: previousDiv
						});
					});
				});
			});
		
		
			function selected(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}	
			
			
			function selected_bk(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}

			function printDiv() {
				var divContents = document.getElementById("coloring-area").innerHTML;
				var a = window.open("", "", "height=1000, width=900");
				a.document.write(
					"<html><head><style>#tomauonline {position: absolute !important;top: 100pt; left: 42px; transform: scale(0.95); width: 750px !important;height:750px !important; }  g.svg-pan-zoom_viewportxxx  {transform: matrix(0.90, 0, 0, 0.90, 0, 16) !important}   @page {margin:  0cm !important;} #svg-pan-zoom-controls {display:none !important;visibility: hidden !important;} } </style></head>"
				);
				a.document.write("<body data-rsssl=1 ><div>");
				a.document.write('<div style="position: absolute; width: 100%; height: auto;text-align: center;  top: 50px;" ><img decoding="async"  src="https://tapve.com/wp-content/plugins/svgcoloringbook/img/logo.png" style="width:auto; height: 80px;" alt="TAPVE""></div>');
				a.document.write(divContents);
				a.document.write(
					'<div class="logo" style="position: absolute; width: 100%; height: auto;text-align: center;  bottom: 50px;font-family: Arial, Helvetica, sans-serif;" >© 2024 www.tapve.com <br /><br />SÁCH TÔ MÀU TRỰC TUYẾN CHO BÉ !</div>'
				);
				a.document.write("</div></body></html>");
				a.document.close();
				a.print();
			}
					let colorPicker1 = document.getElementById("colorPicker1");
					let box1 = document.getElementById("box1");
					let customcolor1 = document.getElementById("customcolor1");

					box1.style.borderColor = colorPicker1.value;

					colorPicker1.addEventListener(
						"input",
						function (event) {
							box1.style.borderColor = event.target.value;
							customcolor1.style.background = event.target.value;
							customcolor1.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker2 = document.getElementById("colorPicker2");
					let box2 = document.getElementById("box2");
					let customcolor2 = document.getElementById("customcolor2");

					box2.style.borderColor = colorPicker2.value;

					colorPicker2.addEventListener(
						"input",
						function (event) {
							box2.style.borderColor = event.target.value;
							customcolor2.style.background = event.target.value;
							customcolor2.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker3 = document.getElementById("colorPicker3");
					let box3 = document.getElementById("box3");
					let customcolor3 = document.getElementById("customcolor3");

					box3.style.borderColor = colorPicker3.value;

					colorPicker3.addEventListener(
						"input",
						function (event) {
							box3.style.borderColor = event.target.value;
							customcolor3.style.background = event.target.value;
							customcolor3.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker4 = document.getElementById("colorPicker4");
					let box4 = document.getElementById("box4");
					let customcolor4 = document.getElementById("customcolor4");

					box4.style.borderColor = colorPicker4.value;

					colorPicker4.addEventListener(
						"input",
						function (event) {
							box4.style.borderColor = event.target.value;
							customcolor4.style.background = event.target.value;
							customcolor4.style.fill = event.target.value;
						},
						false
					);
				
			$(function (f) {
				$(".zoombtn").click(function (x) {
					$(".zoomcontrols").toggleClass("zoomshow");
				});
			});
			
		</script></p>
]]></content:encoded>
					
					<wfw:commentRss>https://tapve.com/xe-dap-2/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Xe máy</title>
		<link>https://tapve.com/xe-may/</link>
					<comments>https://tapve.com/xe-may/#respond</comments>
		
		<dc:creator><![CDATA[Tập Vẽ]]></dc:creator>
		<pubDate>Fri, 17 May 2024 11:45:00 +0000</pubDate>
				<category><![CDATA[Phương tiện giao thông]]></category>
		<guid isPermaLink="false">http://localhost/chatgpt4/xe-may/</guid>

					<description><![CDATA[Tô màu bức tranh: Xe máy]]></description>
										<content:encoded><![CDATA[<p>Chào mừng bạn đến với trang tô màu trực tuyến! Hôm nay, chúng ta sẽ cùng nhau thả hồn sức sáng tạo và tô màu một bức tranh đặc biệt: <strong>Xe máy</strong>.</p>
<p>&#8220;Bức tranh tô màu &#8216;Xe máy&#8217; mô tả một chiếc xe máy với đường nét tỉ mỉ và sắc màu rực rỡ. Chiếc xe máy được vẽ chi tiết từ bánh xe, khung sườn đến đèn pha và cặp kính bảo hộ. Bức tranh tạo cảm giác năng động và sôi động, thể hiện sự tự do và tinh thần phiêu lưu của việc lái xe máy trên đường phố. Sự sắp xếp màu sắc hài hòa và kỹ thuật tô màu tinh tế khiến cho bức tranh &#8216;Xe máy&#8217; trở nên sống động và cuốn hút.&#8221;. .</p>
<p>Hãy thả hồn mình vào không gian màu sắc và bắt đầu tô màu cho <strong>Xe máy</strong>. Bạn có thể lựa chọn từ bảng màu đa dạng để tạo ra một bức tranh độc đáo và đầy màu sắc. Sử dụng các công cụ như công cụ tự tô để tô màu một cách tự do và sáng tạo.</p>
<p>Hãy để trí tưởng tượng của bạn bay xa và biến bức tranh <strong>Xe máy</strong> trở thành một tác phẩm nghệ thuật độc đáo mang lại niềm vui và sự sảng khoái cho mỗi người tham gia.</p>
<p>Chắc chắn bạn sẽ tìm thấy niềm vui và sự thư giãn trong việc tô màu bức tranh này trên trang tô màu trực tuyến. Và điều tuyệt vời hơn, bạn còn có thể in bức tranh <strong>Xe máy</strong> đã tô màu của mình để giữ lại những khoảnh khắc sáng tạo đó!</p>
<p>Tính năng in của trang web cho phép bạn chuyển bức tranh tô màu thành một tệp PDF có thể in ra và treo trên tường hoặc tặng cho bạn bè và gia đình. Việc này giúp bạn lưu giữ những kỷ niệm đẹp đẽ và chia sẻ niềm đam mê tô màu với mọi người xung quanh.</p>
<p>Đương nhiên, trang web cũng cung cấp tính năng in trắng đen, cho phép bạn tải xuống bức tranh <strong>Xe máy</strong> ở dạng đen trắng để bạn có thể tô màu bằng bút màu trên giấy!</p>
<p>Vì vậy, hãy bắt đầu ngay hôm nay và thể hiện sự sáng tạo của bạn không chỉ trên màn hình máy tính mà còn trên giấy với tính năng in tiện lợi này!</p>
<p><span id="more-6224"></span><section id="coloring">
            <!-- Phần bên trái -->
			<div id="coloring-left">
                <div>
                    <div id="coloring-area"><svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="100%" height="100%" viewBox="0 0 800.00001 800.00001" id="tomauonline" > <g inkscape:label="pozadie" inkscape:groupmode="layer" id="Back" transform="translate(0,-252.36235)" sodipodi:insensitive="true"> <image y="290.24738" x="4.6042023" id="image4144" xlink:href="data:image/png;base64,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" style="image-rendering:optimizeQuality" preserveAspectRatio="none" height="719.17322" width="794.91364" /> </g> <g inkscape:groupmode="layer" id="Color" inkscape:label="podklad"> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 679.21083,436.31351 c -8.64286,-4.45701 -18.125,-8.92076 -21.07143,-9.91943 -11.63151,-3.94244 -33.82278,-4.99594 -44.64285,-2.11936 -6.12041,1.62715 -19.62479,8.25471 -25.44374,12.48706 -2.73034,1.98587 -5.23469,3.44354 -5.56523,3.23926 -1.11987,-0.69212 -7.91961,-24.4889 -7.91961,-27.71595 0,-2.45775 4.09012,-4.93733 12.70753,-7.70376 17.14471,-5.50395 33.7901,-7.36766 51.36654,-5.75127 28.34964,2.60712 38.60201,5.61643 68.23078,20.02736 5.78552,2.81398 10.68787,5.38935 10.8941,5.72306 0.20625,0.3337 -1.79522,2.31103 -4.4477,4.39406 -2.65247,2.08304 -7.39522,6.05032 -10.53945,8.81619 -3.14422,2.76586 -6.1978,5.3883 -6.78571,5.82764 -0.8473,0.63317 -4.3273,-0.8815 -16.78323,-7.30486 z" id="path4174" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 666.35369,466.2596 c -23.8759,-9.2444 -46.91165,-10.35245 -69.1532,-3.32634 -3.09285,0.97703 -5.69811,1.67257 -5.78948,1.54565 -0.0914,-0.12692 -1.0827,-2.80219 -2.20298,-5.94505 -1.12028,-3.14286 -2.79069,-7.32143 -3.71203,-9.28571 l -1.67516,-3.57143 3.24369,-2.90722 c 7.19166,-6.44565 20.73111,-12.9551 30.97521,-14.89215 7.00414,-1.32442 12.43831,-1.40707 23.62398,-0.3593 9.90351,0.92766 17.15926,3.10123 27.19109,8.14549 7.78039,3.91218 22.19063,12.03266 22.38678,12.61544 0.0616,0.18317 -3.50075,4.89581 -7.91645,10.47253 -5.14907,6.50291 -8.47944,10.11397 -9.28572,10.06832 -0.69144,-0.0392 -4.15002,-1.19125 -7.68573,-2.56023 z" id="path4176" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 647.06797,735.92653 c -16.776,-2.14267 -22.82882,-3.37211 -33.57142,-6.81898 -15.91262,-5.10571 -30.99138,-13.72401 -43.32617,-24.76315 -15.83719,-14.17365 -30.69115,-31.23223 -37.81063,-43.42246 -6.71861,-11.50386 -14.79838,-30.70683 -20.87165,-49.60514 -3.27139,-10.17964 -3.2682,-10.16078 -6.55616,-38.75398 -0.19694,-1.71264 -0.15443,-4.84657 0.0945,-6.96428 l 0.45254,-3.85039 9.90165,0 c 5.44591,0 9.90166,0.17562 9.90166,0.39028 0,0.21467 1.14118,8.33074 2.53595,18.03572 2.91599,20.28987 5.14253,30.9683 8.66848,41.574 2.75363,8.28259 12.00594,28.3248 15.67705,33.95936 4.37016,6.70749 26.08333,26.95017 35.22404,32.83856 8.1809,5.27008 24.05228,11.69294 35.40235,14.3267 11.33314,2.62982 28.08473,3.22019 39.12819,1.37898 17.78953,-2.96595 27.17922,-6.43113 39.54488,-14.59368 16.47673,-10.87626 26.46699,-24.23998 34.74785,-46.48135 5.21551,-14.00821 6.87715,-24.26749 6.88347,-42.5 0.008,-22.28359 -2.57127,-39.39446 -8.80277,-58.40377 -3.96181,-12.08561 -7.47173,-19.77597 -13.35579,-29.26303 -8.52263,-13.7413 -26.25845,-32.95578 -34.04886,-36.88755 l -4.46659,-2.25426 6.16283,-7.66712 c 3.38955,-4.21692 7.32141,-8.88113 8.73746,-10.36492 2.43127,-2.54758 2.75441,-2.67293 5.80375,-2.2515 1.77603,0.24546 5.70747,1.06127 8.73654,1.81291 3.02906,0.75164 8.96162,1.73095 13.18345,2.17625 8.87353,0.93593 7.41396,-0.19656 16.42697,12.74584 6.86105,9.85226 23.81464,41.79638 29.56906,55.71429 1.86792,4.51786 4.40642,10.55447 5.64111,13.4147 5.29065,12.25608 7.48602,29.97086 7.45513,60.15673 -0.0222,21.74237 -0.0867,22.77659 -1.91293,30.71428 -4.05313,17.6165 -12.31826,37.47437 -20.98821,50.42649 -6.44411,9.62691 -22.68387,25.71721 -35.17014,34.84645 -9.47611,6.92838 -26.83586,16.30234 -35.06898,18.93662 -10.17281,3.25492 -25.55427,3.74421 -43.92858,1.3974 z" id="path4178" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 716.71083,451.69214 c -1.375,-0.41159 -4.71286,-1.39742 -7.41748,-2.19074 l -4.91748,-1.44239 3.84605,-3.95192 c 4.34078,-4.46026 14.16506,-13.07323 14.91183,-13.07323 0.26985,0 0.85676,0.80357 1.30426,1.78571 1.0809,2.37233 3.78225,2.34156 6.95605,-0.0792 2.86038,-2.18173 4.39571,-1.86877 5.52628,1.12644 0.44335,1.17457 1.66136,2.47282 2.73862,2.91903 2.52049,1.04402 11.5503,10.39559 11.16219,11.55993 -0.85681,2.57044 -27.85434,5.21902 -34.11032,3.34638 z" id="path4180" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 626.97995,700.01847 c -8.96442,-1.9521 -13.99054,-3.35842 -13.55598,-3.79299 0.16159,-0.16158 4.10116,0.58611 8.75461,1.66154 6.98383,1.61398 10.64292,2.01023 20.96082,2.26985 11.60989,0.29214 13.11036,0.17783 21.07143,-1.60522 10.4683,-2.34459 20.533,-5.9877 26.98102,-9.76628 6.16277,-3.61142 16.85352,-13.8128 22.07362,-21.06318 5.70785,-7.92786 13.43808,-22.41939 15.88123,-29.77188 1.86647,-5.617 1.96047,-6.32577 0.94335,-7.11325 -1.02715,-0.79526 -1.00545,-1.58765 0.23922,-8.73177 2.02209,-11.60643 2.00208,-45.23272 -0.0339,-56.89331 -1.83047,-10.48376 -2.78969,-13.72491 -6.63984,-22.43576 -7.65261,-17.31378 -15.12937,-29.70283 -24.63184,-40.81516 -3.22962,-3.77676 -19.67679,-18.75187 -22.06002,-20.08559 -1.02917,-0.57596 -1.01961,-0.81184 0.10237,-2.52418 0.68069,-1.03887 1.71816,-1.88886 2.30549,-1.88886 2.79252,0 10.32057,5.09227 16.88433,11.42124 21.12091,20.36538 32.6813,40.93099 38.9512,69.29305 3.60388,16.30226 4.00373,20.40407 4.00373,41.07143 0,23.31446 -0.91655,28.85612 -7.57093,45.7756 -4.93353,12.54402 -7.09538,16.35021 -14.4381,25.41998 -12.29636,15.18853 -25.26459,23.03072 -47.22442,28.55768 -7.68918,1.93526 -10.05566,2.20171 -21.83798,2.45884 -11.96511,0.26111 -13.96535,0.12482 -21.15945,-1.44178 z" id="path4182" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 627.06797,689.17784 c -6.07308,-1.44925 -20.40595,-8.75128 -27.14285,-13.82822 -12.70586,-9.57515 -20.33471,-18.82744 -30.20166,-36.62867 -4.43554,-8.00227 -10.29564,-24.04756 -12.98156,-35.54423 -1.52315,-6.51958 -4.07127,-26.3507 -4.47426,-34.82143 l -0.24636,-5.17857 10.45428,0 c 5.74986,0 12.3846,0.20175 14.74389,0.44835 l 4.2896,0.44835 0.51079,12.9445 c 0.39539,10.02024 0.83388,13.91269 1.94099,17.23023 1.88531,5.64948 7.1303,16.15932 10.51581,21.07142 3.59671,5.21855 12.05106,12.28313 18.62299,15.56163 5.12627,2.55732 5.58835,2.65266 12.85714,2.65266 12.91175,0 31.29049,-4.38553 43.38511,-10.35253 8.38741,-4.13801 16.55579,-11.9243 19.05269,-18.16143 3.2606,-8.14481 3.92718,-20.77013 1.77345,-33.5896 -0.76108,-4.5301 -5.25815,-15.6729 -10.10549,-25.0393 -4.04728,-7.82046 -11.36824,-14.94373 -20.32703,-19.77814 -6.89079,-3.71845 -7.28053,-4.11299 -9.00374,-9.11465 l -1.05016,-3.04811 2.69714,-2.95812 c 2.61808,-2.87142 10.64469,-13.33794 17.1898,-22.41512 1.76754,-2.45135 3.53515,-4.45292 3.92801,-4.44792 0.39285,0.005 2.68537,1.68922 5.09447,3.74271 2.40911,2.0535 6.42697,5.45891 8.92858,7.56757 10.05465,8.47528 19.54925,21.64313 27.99122,38.8204 7.30873,14.87139 9.36861,20.03916 11.41798,28.64502 1.43678,6.03344 1.56017,8.35685 1.54317,29.05779 -0.0207,25.26377 -0.95432,32.93693 -5.49871,45.19353 -1.10568,2.9821 -11.13738,18.01507 -16.07704,24.09219 -10.82756,13.32083 -23.81638,22.30581 -37.09285,25.65887 -11.29782,2.85335 -34.21899,3.80313 -42.7354,1.77082 z" id="path4184" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 619.92512,618.54389 c -1.936,-0.67671 -4.63764,-2.86354 -8.37978,-6.78298 -6.27866,-6.57613 -9.04642,-11.67739 -12.79593,-23.58419 -2.04936,-6.50788 -2.34918,-8.4161 -2.26647,-14.42524 0.10402,-7.55806 0.48472,-8.98648 2.04905,-7.6882 1.04032,0.86339 6.75027,15.04876 6.75027,16.76986 0,1.91991 3.45742,8.83385 5.59838,11.19533 1.17806,1.29939 3.36643,3.76825 4.86305,5.48634 l 2.72112,3.12381 4.30158,-0.41075 c 6.29625,-0.60121 9.76104,-2.01917 11.62301,-4.75669 2.53142,-3.72177 1.86641,-7.86589 -1.26225,-7.86589 -0.84713,0 -1.48575,-1.4025 -2.39519,-5.26014 -1.41395,-5.99764 -3.21595,-9.7171 -6.45118,-13.31569 -2.61823,-2.91229 -5.73535,-10.85068 -5.14184,-13.09477 0.22454,-0.84903 1.37005,-3.20726 2.54558,-5.24051 l 2.13732,-3.69682 2.6945,0.74109 c 10.86338,2.98783 17.67102,13.07839 22.03974,32.66821 1.58168,7.09241 1.08981,19.20621 -1.0509,25.88168 -1.82648,5.6956 -4.71169,8.58511 -10.19964,10.21486 -4.57612,1.35896 -13.54891,1.37997 -17.38042,0.0407 z" id="path4186" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 629.2921,695.59621 c -13.18589,-2.05586 -28.83975,-8.28954 -37.00938,-14.73786 -8.76989,-6.92213 -22.85426,-21.7378 -31.40798,-33.03878 -12.74705,-16.84109 -22.28791,-45.91283 -23.23688,-70.80458 -0.22656,-5.94252 -0.20027,-11.64788 0.0584,-12.67857 0.44625,-1.77799 0.70426,-1.87399 5.0368,-1.87399 l 4.56647,0 0.39732,2.67857 c 0.21853,1.47322 0.74621,6.375 1.17263,10.89286 1.58843,16.82934 4.11161,29.7482 8.20852,42.02813 5.38106,16.12901 11.57079,27.89986 21.79125,41.43982 8.77027,11.61877 21.46935,22.26325 33.76203,28.29963 10.69196,5.25034 13.44451,5.74364 31.57953,5.65958 17.69588,-0.082 23.87574,-0.92822 32.76032,-4.48577 14.12653,-5.65655 24.0736,-13.57015 34.92045,-27.78175 4.2439,-5.56038 4.08649,-3.98703 -0.24621,2.46085 -7.28997,10.84885 -16.14944,18.71438 -27.43456,24.35669 -15.28452,7.64192 -36.10811,10.518 -54.91873,7.58517 z M 547.42512,572.46243 c 0,-0.39286 -0.48215,-0.71428 -1.07143,-0.71428 -0.58929,0 -1.07143,0.32142 -1.07143,0.71428 0,0.39286 0.48214,0.71429 1.07143,0.71429 0.58928,0 1.07143,-0.32143 1.07143,-0.71429 z" id="path4188" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 595.6394,689.04247 c -2.75,-1.46745 -6.92857,-4.09164 -9.28571,-5.83152 -10.03649,-7.4083 -24.87663,-21.37326 -29.37042,-27.63834 -3.8109,-5.31303 -12.87794,-23.89848 -15.97879,-32.75304 -4.34949,-12.42006 -8.5906,-32.80956 -10.69738,-51.42857 -1.08683,-9.60504 -1.08169,-9.64285 1.30978,-9.64285 l 2.04891,0 -0.0129,10.53571 c -0.0249,20.42779 6.24479,45.91137 15.7561,64.04121 3.41879,6.51666 12.33712,18.97961 18.528,25.89201 8.72111,9.73751 24.125,23.56684 29.68418,26.6499 2.83858,1.57425 4.67893,2.85807 4.08964,2.85293 -0.58928,-0.005 -3.32143,-1.20999 -6.07143,-2.67744 z" id="path4190" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 506.33657,551.92672 c 0.27218,-1.08036 1.40705,-7.44648 2.52191,-14.14694 4.19674,-25.2228 7.62214,-35.03142 17.82144,-51.03163 2.62948,-4.125 6.0061,-9.54301 7.5036,-12.04001 1.49751,-2.497 5.33056,-7.20719 8.51788,-10.46708 4.4933,-4.5956 6.47643,-6.10896 8.82788,-6.73672 2.1203,-0.56606 3.4493,-0.58671 4.41732,-0.0686 0.76153,0.40756 1.9975,0.74102 2.74661,0.74102 1.5889,0 3.98331,4.149 6.93411,12.01535 l 1.96172,5.22964 -6.18649,6.10353 c -9.85113,9.71902 -21.52043,28.58993 -27.90976,45.13403 -1.84874,4.78698 -7.49624,25.10882 -7.49624,26.97427 0,0.14161 -4.53485,0.25746 -10.07744,0.25746 l -10.07743,0 0.49489,-1.96428 z" id="path4192" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 530.28226,552.45655 c 0,-2.6316 3.43822,-15.99022 5.67009,-22.03017 3.08541,-8.3498 9.12971,-20.76486 13.68664,-28.11247 4.2128,-6.79276 13.56151,-18.06619 17.02961,-20.5357 l 2.18509,-1.55591 0,1.74689 c 0,0.96079 -0.48183,2.14677 -1.07072,2.63551 -1.60715,1.33381 -6.71787,8.68484 -12.16711,17.50059 -10.00463,16.18544 -16.44823,31.34632 -19.38364,45.60702 l -1.27183,6.17869 -2.33906,0 c -1.86607,0 -2.33907,-0.29007 -2.33907,-1.43445 z" id="path4194" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 539.24296,551.2445 c 1.55643,-9.05278 7.8706,-27.06452 12.59379,-35.92493 3.37034,-6.32253 12.54206,-20.47016 16.15007,-24.91192 2.35976,-2.90506 2.60656,-3.03436 3.48885,-1.82777 1.55041,2.12032 1.10813,4.14123 -1.80125,8.23056 -5.76277,8.09992 -9.26717,15.31608 -12.86331,26.48766 -4.25171,13.20819 -5.6767,18.46918 -6.83534,25.23576 l -0.85616,5 -5.17134,0.21064 -5.17135,0.21064 0.46604,-2.71064 z" id="path4196" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 568.31797,546.21241 c -7.70148,-0.11729 -13.75,-0.49733 -13.75,-0.86394 0,-1.33343 6.3786,-22.74011 8.57411,-28.77484 2.09309,-5.75323 8.0416,-16.7207 10.30868,-19.00649 0.80361,-0.81023 1.56238,0.57725 4.68749,8.57143 2.05077,5.24598 5.86168,15.8764 8.46868,23.62316 5.37586,15.97447 5.38118,15.88438 -0.96753,16.38081 -1.96428,0.15359 -9.75893,0.18503 -17.32143,0.0699 z" id="path4198" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 623.24676,580.51268 c -2.83377,-5.58909 -4.6692,-6.87175 -9.19622,-6.4266 -1.87612,0.18449 -4.1,0.56599 -4.94193,0.8478 -1.38438,0.46337 -1.75096,-0.0574 -3.83248,-5.44382 -3.83921,-9.93495 -10.99639,-30.10467 -16.30745,-45.9562 -8.18634,-24.43312 -14.92954,-43.57221 -18.98661,-53.88929 -5.4601,-13.88497 -5.36404,-12.36101 -0.98301,-15.59496 4.12332,-3.04372 7.95926,-4.14373 10.74998,-3.08269 2.22421,0.84564 4.12762,5.32029 11.57438,27.2098 6.86524,20.18012 12.01415,37.90136 17.12171,58.92857 7.17502,29.53863 7.80177,31.50743 11.46234,36.00653 3.52773,4.33583 6.36086,9.62227 5.89054,10.9914 -0.16233,0.47257 -1.31039,-1.14317 -2.55125,-3.59054 z m -31.65784,-96.87332 c 0.18173,-0.94363 -0.11139,-1.23675 -1.05502,-1.05502 -0.71867,0.1384 -1.4199,0.83964 -1.5583,1.5583 -0.18173,0.94364 0.11139,1.23675 1.05502,1.05503 0.71866,-0.13841 1.4199,-0.83964 1.5583,-1.55831 z" id="path4200" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 611.06912,529.78386 c -0.38322,-1.47321 -2.01433,-7.86697 -3.62468,-14.20834 -1.61036,-6.34138 -4.6842,-16.77685 -6.83076,-23.18995 -2.14657,-6.41309 -3.90285,-12.01338 -3.90285,-12.44507 0,-0.90614 3.6741,-2.78257 9.21897,-4.70829 6.59436,-2.29021 6.39742,-2.4568 9.39194,7.94451 0.84827,2.94643 3.64788,10.66071 6.22136,17.14285 2.57347,6.48215 5.56111,14.35715 6.63919,17.5 l 1.96016,5.71429 -2.25152,0.59217 c -3.79957,0.99931 -11.50478,4.97313 -13.97164,7.2056 -1.78037,1.61122 -2.06923,1.45435 -2.85017,-1.54777 z" id="path4202" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 634.03022,518.35529 c -0.39109,-1.08036 -2.01067,-5.33929 -3.59907,-9.46429 -1.58841,-4.125 -4.49824,-12.32143 -6.4663,-18.21428 -1.96805,-5.89286 -4.2559,-12.29407 -5.0841,-14.22491 -0.90177,-2.10235 -1.24575,-3.77069 -0.85748,-4.15896 0.35658,-0.35658 3.7331,-0.83237 7.50336,-1.05731 l 6.85503,-0.40898 0.75367,1.9823 c 1.05428,2.77297 10.00407,34.5255 10.00407,35.49296 0,0.94331 -7.30075,11.95875 -7.94905,11.99361 -0.24699,0.0133 -0.76904,-0.85978 -1.16013,-1.94014 z" id="path4204" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 646.14898,501.23534 c -1.62779,-4.28933 -8.83376,-29.6154 -8.51663,-29.93252 0.42778,-0.42778 6.56571,1.05297 16.4795,3.97561 8.14691,2.40176 11.18306,3.56242 11.15135,4.26294 -0.0105,0.23158 -2.12491,2.99249 -4.69874,6.13535 -2.57383,3.14285 -6.61675,8.28571 -8.98427,11.42857 -2.36751,3.14286 -4.38838,5.80495 -4.49082,5.91576 -0.10244,0.11081 -0.52561,-0.69276 -0.94039,-1.78571 z" id="path4206" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 666.82936,475.81953 c -0.44923,-0.54128 -3.7936,-1.86748 -7.43194,-2.94711 -3.63834,-1.07964 -8.54373,-2.62591 -10.90087,-3.43616 -3.41576,-1.17415 -6.6056,-1.53502 -15.71429,-1.77782 -11.23385,-0.29943 -11.5955,-0.26156 -21.22566,2.22275 -5.38841,1.39006 -11.12491,3.20478 -12.74779,4.03271 -1.62289,0.82793 -3.13984,1.31619 -3.37101,1.08502 -0.43543,-0.43543 -2.26868,-5.4059 -2.28764,-6.20248 -0.0122,-0.51377 9.64056,-3.61683 16.06067,-5.16298 9.37707,-2.25827 24.53809,-1.98361 37.85714,0.68582 5.36846,1.07596 22.92924,6.95395 24.11185,8.07078 0.29724,0.2807 -0.37625,1.38859 -1.49663,2.46199 -1.68608,1.61536 -2.17779,1.78206 -2.85383,0.96748 z" id="path4208" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 620.76721,628.75541 c 0,-0.19643 -0.24325,-0.35714 -0.54056,-0.35714 -0.51279,0 -0.8793,-0.1504 -2.76301,-1.13379 -0.44196,-0.23073 -1.44643,-0.75305 -2.23214,-1.16072 -0.78572,-0.40766 -1.63532,-0.93647 -1.888,-1.17512 -0.25268,-0.23865 -0.93572,-0.71527 -1.51786,-1.05915 -0.58213,-0.34387 -1.05843,-0.75129 -1.05843,-0.90537 0,-0.15407 -0.21077,-0.28014 -0.46837,-0.28014 -0.2576,0 -0.81338,-0.32142 -1.23507,-0.71428 -0.42168,-0.39286 -0.94561,-0.71429 -1.16428,-0.71429 -0.21867,0 -0.60924,-0.20089 -0.86793,-0.44643 -0.86322,-0.81931 -1.9847,-1.69642 -2.16905,-1.69642 -0.30518,0 -3.81716,-3.64 -5.51896,-5.72014 -0.88123,-1.07714 -1.69254,-2.03879 -1.80292,-2.13701 -0.46234,-0.41138 -1.85408,-2.57835 -2.8491,-4.4361 -0.58695,-1.09586 -1.51824,-2.83622 -2.06954,-3.86747 -1.53829,-2.87747 -4.93642,-10.96661 -5.36359,-12.76786 -0.73227,-3.08773 -1.21772,-11.17734 -1.07339,-17.88726 0.13684,-6.36233 0.19142,-6.80926 0.92062,-7.53845 0.72065,-0.72065 0.90364,-0.74549 2.60275,-0.35329 1.00519,0.23202 2.17696,0.42185 2.60393,0.42183 0.75561,-3e-5 0.76846,0.0738 0.48132,2.76786 -0.51735,4.85392 -0.6701,12.30277 -0.26069,12.71219 0.20742,0.20742 0.37713,1.05871 0.37713,1.89176 0,0.83305 0.16071,1.61396 0.35714,1.73536 0.19643,0.1214 0.35714,0.56144 0.35714,0.97787 0,0.80413 0.59399,2.89617 1.11527,3.928 0.17232,0.34109 0.31331,0.91162 0.31331,1.26786 0,0.35624 0.1279,0.80038 0.28423,0.98699 0.15633,0.18661 0.48838,0.98214 0.73789,1.76786 0.24952,0.78571 0.60375,1.79017 0.7872,2.23214 0.18344,0.44196 0.47274,1.16518 0.64289,1.60714 1.07604,2.79505 2.21473,5.37188 3.50389,7.92919 1.91601,3.8008 6.49422,10.07806 8.60828,11.80295 0.48149,0.39286 1.45074,1.23661 2.15389,1.875 0.70315,0.6384 1.47472,1.16072 1.71461,1.16072 0.23989,0 0.48973,0.12604 0.55521,0.28009 0.18152,0.42709 4.2097,2.37182 5.92262,2.85934 0.83482,0.2376 2.12054,0.60509 2.85714,0.81665 1.64495,0.47245 14.9355,0.20556 18.30357,-0.36755 4.97795,-0.84705 5,-0.84808 5,-0.23319 0,0.31528 -0.22767,0.57323 -0.50595,0.57323 -0.27827,0 -0.55952,0.12989 -0.625,0.28865 -0.15267,0.37017 -3.05976,2.29386 -4.22619,2.79656 -0.49107,0.21164 -1.59108,0.72904 -2.44446,1.14979 -0.85339,0.42075 -2.00908,0.765 -2.56821,0.765 -0.55913,0 -1.11593,0.16071 -1.23733,0.35714 -0.13458,0.21776 -2.86085,0.35715 -6.98536,0.35715 -4.27166,0 -6.76464,-0.13162 -6.76464,-0.35715 z" id="path4210" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 580.05293,555.18398 c -0.29465,-0.19041 -2.97713,-0.34866 -5.96107,-0.35167 -3.22551,-0.003 -5.51485,-0.15028 -5.64608,-0.36261 -0.1359,-0.21989 -3.1254,-0.35715 -7.77901,-0.35715 l -7.55829,0 0.80307,-0.80357 c 0.78116,-0.78165 1.00499,-0.80357 8.20437,-0.80357 7.17154,0 17.22617,0.35905 21.06201,0.75212 2.09016,0.21419 2.41695,0.77492 0.9947,1.70681 -0.97192,0.63683 -3.28346,0.76007 -4.1197,0.21964 z" id="path4212" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 589.24928,561.04701 c -0.19863,-0.19863 -4.4264,-0.405 -25.44635,-1.24211 -5.10715,-0.2034 -13.0625,-0.53788 -17.67858,-0.74331 -4.61607,-0.20542 -21.53711,-0.39853 -37.60231,-0.42913 -31.69025,-0.0604 -29.87883,0.0575 -29.89222,-1.94485 -0.0153,-2.29108 3.56361,-6.50363 5.5254,-6.50363 1.53874,0 -0.18169,2.76719 -2.76301,4.44412 -1.0131,0.65814 -1.38415,2.40813 -0.61181,2.88546 0.20368,0.12589 20.65458,0.27282 45.44643,0.32652 30.72282,0.0666 46.78193,0.23283 50.43324,0.52221 2.94643,0.23351 8.33036,0.54702 11.96428,0.69669 6.61863,0.2726 8.21429,0.59764 8.21429,1.67328 0,0.42569 -0.68755,0.52315 -3.69048,0.52315 -2.02976,0 -3.78426,-0.0938 -3.89888,-0.2084 z" id="path4214" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 591.05293,555.11255 c 0.23571,-0.23571 0.43629,-0.83839 0.44572,-1.33928 0.0376,-1.99678 2.1257,-4.7449 2.1257,-2.79762 0,0.46815 0.14017,1.00387 0.31148,1.19048 0.17132,0.1866 0.41429,1.02232 0.53994,1.85714 l 0.22845,1.51786 -2.03993,0 c -1.58662,0 -1.9447,-0.0952 -1.61136,-0.42858 z" id="path4216" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 615.05293,546.63363 c 0,-0.57769 -0.16072,-1.14968 -0.35715,-1.27108 -0.19643,-0.12139 -0.35589,-0.97463 -0.35435,-1.89607 0.002,-1.46889 0.12125,-1.73037 0.96405,-2.12178 1.42284,-0.66079 5.10459,-0.59639 5.10459,0.0893 0,0.29465 -0.12606,0.53572 -0.28014,0.53572 -0.15408,0 -0.56752,0.48649 -0.91876,1.0811 -0.35124,0.5946 -0.98857,1.43835 -1.41629,1.875 -0.42772,0.43664 -1.00572,1.23586 -1.28445,1.77604 -0.67511,1.30838 -1.4575,1.27176 -1.4575,-0.0682 z" id="path4218" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 621.15366,597.52932 c -0.67139,-0.25073 -1.67539,-0.76046 -2.23112,-1.13274 -0.89111,-0.59696 -1.01054,-0.89476 -1.01144,-2.52212 -6.5e-4,-1.15161 0.16678,-1.90677 0.4454,-2.00893 0.35714,-0.13095 0.35714,-0.25833 0,-0.6369 -0.24554,-0.26027 -0.44643,-1.23516 -0.44643,-2.16643 0,-0.93126 -0.16072,-1.79253 -0.35714,-1.91393 -0.19643,-0.1214 -0.35734,-0.49249 -0.35758,-0.82465 -6.5e-4,-0.89829 -1.5812,-2.56821 -2.43076,-2.56821 -0.40751,0 -0.84026,-0.16071 -0.96166,-0.35714 -0.1214,-0.19643 -1.17553,-0.35714 -2.34251,-0.35714 l -2.12178,0 0,-1.08637 c 0,-1.95658 2.20323,-3.55649 4.89764,-3.55649 1.44342,0 1.75703,0.16443 3.17346,1.66395 0.86447,0.91518 1.57176,1.86607 1.57176,2.1131 0,0.24703 0.12053,0.50271 0.26785,0.56819 0.3485,0.15489 1.19634,1.62972 2.84012,4.94047 0.73144,1.47322 1.81799,3.14484 2.41453,3.71471 1.05804,1.01073 4.23148,2.7034 5.08142,2.71038 0.77535,0.006 0.90391,0.75252 0.25348,1.47123 -1.06832,1.18048 -2.91864,1.83783 -6.39312,2.27123 -0.58928,0.0735 -1.62074,-0.0715 -2.29212,-0.32221 z" id="path4220" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 680.21038,608.03314 c 0.13639,-0.87954 0.32915,-2.88487 0.42836,-4.4563 0.0992,-1.57143 0.32941,-3.00982 0.51156,-3.19643 0.43088,-0.4414 0.44121,-31.00856 0.0106,-31.46428 -0.17631,-0.18661 -0.4043,-0.98215 -0.50664,-1.76786 -0.10233,-0.78571 -0.37148,-2.15179 -0.5981,-3.03571 -0.22661,-0.88393 -0.49853,-2.13096 -0.60425,-2.77117 -0.10573,-0.64022 -0.33519,-1.25238 -0.50991,-1.36037 -0.17474,-0.10798 -0.3177,-0.51046 -0.3177,-0.89439 0,-0.38393 -0.14196,-0.97712 -0.31547,-1.31821 -0.17351,-0.34108 -0.51379,-1.10229 -0.75619,-1.69158 -0.24239,-0.58929 -0.67283,-1.47321 -0.95654,-1.96429 -0.28371,-0.49107 -0.60502,-1.1741 -0.71404,-1.51785 -0.10901,-0.34375 -0.34018,-0.625 -0.5137,-0.625 -0.17351,0 -0.31548,-0.21077 -0.31548,-0.46837 0,-0.25761 -0.32143,-0.81339 -0.71429,-1.23507 -0.39286,-0.42168 -0.71429,-0.90383 -0.71429,-1.07143 0,-0.1676 -0.28125,-0.62234 -0.625,-1.01052 -0.34375,-0.38818 -1.01962,-1.26224 -1.50193,-1.94234 -0.48232,-0.68011 -1.04482,-1.46341 -1.25,-1.74067 -1.2382,-1.67316 -7.47149,-7.57 -9.12307,-8.63064 -1.75108,-1.12454 -8.51905,-4.54623 -10.625,-5.3717 -0.44196,-0.17324 -1.24553,-0.49719 -1.78571,-0.7199 -1.99772,-0.82364 -2.44147,-0.98557 -3.83929,-1.40102 -0.78571,-0.23353 -1.70764,-0.56558 -2.04872,-0.7379 -0.34109,-0.17231 -0.85392,-0.3133 -1.13964,-0.3133 -0.28571,0 -0.63393,-0.18517 -0.7738,-0.4115 -0.25828,-0.41791 0.009,-0.39348 4.67645,0.42679 0.98214,0.17262 2.66964,0.48756 3.75,0.69987 1.08036,0.21231 2.4881,0.47744 3.12831,0.58918 0.64021,0.11173 1.25238,0.34611 1.36036,0.52083 0.10799,0.17473 0.57916,0.31769 1.04704,0.31769 0.46789,0 0.95003,0.16071 1.07143,0.35714 0.1214,0.19643 0.53485,0.35714 0.91878,0.35714 0.77605,0 1.89328,0.57104 2.96967,1.51786 0.39079,0.34375 0.85799,0.625 1.03822,0.625 0.65043,0 4.8532,3.51946 8.30644,6.95595 3.28365,3.26772 6.88493,8.98238 9.57053,15.18691 1.48944,3.44103 4.03279,13.22277 5.20021,20 0.42295,2.45536 0.92457,5.35789 1.11472,6.45007 0.19014,1.09218 0.34572,2.75229 0.34572,3.68913 0,0.93684 0.18468,3.25752 0.41042,5.15707 0.4248,3.5748 0.0361,9.13565 -0.86551,12.3823 -0.41298,1.48714 -3.28544,6.06722 -4.36927,6.96672 -0.58208,0.48308 -0.60691,0.41152 -0.37533,-1.08185 z" id="path4222" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 669.9242,616.3447 c 0.11331,-0.34375 0.51005,-1.30629 0.88165,-2.13897 0.37161,-0.83268 0.67565,-1.72464 0.67565,-1.98214 0,-0.2575 0.13166,-0.62086 0.29258,-0.80746 0.16092,-0.18661 0.82301,-2.02679 1.47131,-4.08929 0.64829,-2.0625 1.30925,-4.07143 1.46879,-4.46428 0.42119,-1.03716 0.73451,-2.89244 0.93486,-5.53572 0.0968,-1.27678 0.32367,-2.47411 0.50421,-2.66071 0.45678,-0.47214 0.42905,-18.30626 -0.0289,-18.58929 -0.19642,-0.1214 -0.35714,-1.08568 -0.35714,-2.14286 0,-1.05717 -0.16071,-2.02145 -0.35714,-2.14285 -0.19643,-0.1214 -0.35714,-0.6839 -0.35714,-1.25 0,-0.5661 -0.16072,-1.1286 -0.35715,-1.25 -0.19643,-0.1214 -0.35714,-0.53485 -0.35714,-0.91878 0,-0.38393 -0.14196,-0.97713 -0.31547,-1.31821 -0.33347,-0.65552 -1.00219,-2.22668 -1.51803,-3.56659 -0.17015,-0.44196 -0.47007,-1.20535 -0.6665,-1.69642 -0.19643,-0.49108 -0.50069,-1.25447 -0.67615,-1.69643 -0.17545,-0.44197 -1.08493,-2.41072 -2.02107,-4.375 -4.96638,-10.42091 -9.79995,-15.8478 -17.65992,-19.8277 -1.27679,-0.64651 -2.13857,-1.23838 -1.91507,-1.31529 0.22349,-0.0769 0.99177,0.18899 1.70729,0.59087 0.71551,0.40188 1.53711,0.73069 1.82578,0.73069 0.28867,0 0.52485,0.16071 0.52485,0.35714 0,0.19643 0.32143,0.35714 0.71429,0.35714 0.39286,0 0.71429,0.12281 0.71429,0.2729 0,0.15009 0.60267,0.54701 1.33928,0.88204 4.22026,1.9195 8.92445,6.30191 12.90309,12.02048 1.6988,2.44173 5.04334,8.78501 5.04334,9.56526 0,0.26582 0.14505,0.76237 0.32233,1.10346 0.39011,0.75053 1.20669,3.65505 2.18253,7.76301 0.95897,4.03693 0.72021,30.64614 -0.32846,36.60714 -0.19006,1.08036 -0.44893,2.84822 -0.57526,3.92857 -0.33299,2.84758 -1.4351,4.80975 -3.72442,6.63086 -2.16798,1.72458 -2.60377,1.90688 -2.29116,0.95843 z" id="path4224" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 657.74268,620.46326 c 1.17242,-1.2214 2.21471,-2.30623 2.3162,-2.41072 0.49576,-0.51042 3.60019,-5.42093 4.52293,-7.15427 2.12136,-3.98489 2.98904,-6.81894 4.37375,-14.28571 0.93604,-5.04747 0.77994,-17.29802 -0.28215,-22.14286 -1.09052,-4.97448 -3.41503,-11.38757 -5.69586,-15.71429 -1.03745,-1.96803 -3.75397,-6.19774 -4.35811,-6.78571 -0.10091,-0.0982 -0.90448,-1.05987 -1.78571,-2.13701 -2.04236,-2.49641 -4.65287,-5.10635 -7.1438,-7.14223 -1.07714,-0.88037 -2.1995,-1.85544 -2.49415,-2.16682 -0.29464,-0.31138 -1.96647,-1.64019 -3.71518,-2.9529 -1.7487,-1.31272 -2.94374,-2.38676 -2.65565,-2.38676 0.2881,0 2.68314,1.09388 5.32232,2.43083 5.49472,2.78351 6.27769,3.22439 7.25839,4.08703 0.39079,0.34375 0.84323,0.625 1.00543,0.625 0.43652,0 6.07284,5.77164 6.82457,6.98842 0.35586,0.57601 0.73621,1.32854 0.84522,1.67229 0.10902,0.34375 0.34018,0.625 0.5137,0.625 0.17352,0 0.31549,0.32143 0.31549,0.71429 0,0.39286 0.16071,0.71429 0.35714,0.71429 0.19643,0 0.35714,0.32142 0.35714,0.71428 0,0.39286 0.16072,0.71429 0.35715,0.71429 0.19643,0 0.35714,0.32143 0.35714,0.71428 0,0.39286 0.16071,0.71429 0.35714,0.71429 0.19643,0 0.35715,0.32143 0.35715,0.71428 0,0.39286 0.16071,0.71429 0.35714,0.71429 0.19643,0 0.35714,0.32143 0.35714,0.71429 0,0.39285 0.16072,0.71428 0.35714,0.71428 0.19643,0 0.35715,0.22589 0.35715,0.50197 0,0.27608 0.34425,1.20018 0.765,2.05357 0.42074,0.85338 0.92164,1.95339 1.11309,2.44446 0.19146,0.49107 0.49006,1.17193 0.66358,1.51301 0.17351,0.34109 0.31547,0.86559 0.31547,1.16556 0,0.29998 0.15565,0.82448 0.34589,1.16556 1.48483,2.66222 2.7256,9.80936 2.9597,17.04873 0.0988,3.05704 -0.4458,10.93935 -0.81438,11.78571 -0.17108,0.39286 -0.3947,1.4375 -0.49692,2.32143 -0.38139,3.29782 -0.65006,4.65283 -0.96059,4.84475 -0.17568,0.10857 -0.31941,0.58022 -0.31941,1.04811 0,0.46789 -0.16072,0.95003 -0.35715,1.07143 -0.19643,0.1214 -0.35714,0.60354 -0.35714,1.07143 0,0.46788 -0.16071,0.95003 -0.35714,1.07143 -0.19643,0.1214 -0.35715,0.53485 -0.35715,0.91878 0,0.38393 -0.14196,0.97712 -0.31547,1.3182 -0.17351,0.34109 -0.47344,1.02194 -0.6665,1.51302 -0.61571,1.56607 -1.23475,3.0171 -1.55969,3.65586 -0.17352,0.34109 -0.31548,0.85002 -0.31548,1.13096 0,0.28094 -0.12053,0.56436 -0.26786,0.62984 -0.14732,0.0655 -0.53834,0.60119 -0.86893,1.19048 -0.33059,0.58928 -0.81273,1.16698 -1.07142,1.28377 -0.2587,0.1168 -0.82979,0.39805 -1.26909,0.625 -0.43929,0.22696 -1.12233,0.41266 -1.51785,0.41266 -0.39553,0 -0.71913,0.16071 -0.71913,0.35714 0,0.19643 -0.23619,0.35714 -0.52486,0.35714 -0.28866,0 -1.09712,0.32143 -1.79657,0.71429 -2.19601,1.23342 -2.19271,0.78951 0.0112,-1.50644 z" id="path4226" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 662.79145,588.11819 c -0.0716,-6.50988 -0.124,-7.66591 -0.36401,-8.03571 -0.18439,-0.28412 -0.31836,-1.06655 -0.39143,-2.28624 -0.0714,-1.19133 -0.20046,-1.95746 -0.36106,-2.14286 -0.13748,-0.15871 -0.30147,-0.808 -0.36441,-1.44288 -0.0679,-0.68455 -0.21336,-1.20967 -0.35749,-1.29033 -0.13762,-0.077 -0.29562,-0.60074 -0.36425,-1.20737 -0.0667,-0.58924 -0.22623,-1.17638 -0.35459,-1.30474 -0.12836,-0.12836 -0.29009,-0.61151 -0.3594,-1.07368 -0.0693,-0.46216 -0.22943,-0.94371 -0.35584,-1.07012 -0.1264,-0.1264 -0.28305,-0.51357 -0.34811,-0.86036 -0.0651,-0.34679 -0.27829,-0.94436 -0.47384,-1.32792 -0.19555,-0.38356 -0.35555,-0.88381 -0.35555,-1.11166 0,-0.22785 -0.11453,-0.45823 -0.25452,-0.51195 -0.13999,-0.0537 -0.30871,-0.4184 -0.37494,-0.8104 -0.0662,-0.392 -0.22504,-0.75288 -0.35292,-0.80195 -0.12788,-0.0491 -0.2872,-0.38072 -0.35403,-0.737 -0.0668,-0.35628 -0.27563,-0.84369 -0.46399,-1.08314 -0.18835,-0.23945 -0.34245,-0.54506 -0.34245,-0.67914 0,-0.13408 -0.16072,-0.40449 -0.35715,-0.60092 -0.19642,-0.19643 -0.35714,-0.51503 -0.35714,-0.708 0,-0.19297 -0.16071,-0.43687 -0.35714,-0.542 -0.19643,-0.10512 -0.35714,-0.33657 -0.35714,-0.51432 0,-0.17775 -0.16072,-0.46863 -0.35715,-0.64639 -0.19643,-0.17777 -0.35714,-0.43381 -0.35714,-0.569 0,-0.13518 -0.12669,-0.2944 -0.28154,-0.35382 -0.15484,-0.0594 -0.35375,-0.29797 -0.44201,-0.53011 -0.0883,-0.23214 -0.28299,-0.42207 -0.43274,-0.42207 -0.14976,0 -0.27228,-0.14826 -0.27228,-0.32947 0,-0.1812 -0.15866,-0.47305 -0.35259,-0.64855 -0.19392,-0.1755 -0.40022,-0.4692 -0.45846,-0.65268 -0.0582,-0.18347 -0.221,-0.33359 -0.3617,-0.33359 -0.1407,0 -0.25582,-0.1553 -0.25582,-0.34511 0,-0.18981 -0.16072,-0.39612 -0.35715,-0.45846 -0.19642,-0.0623 -0.35714,-0.236 -0.35714,-0.38589 0,-0.1499 -0.16071,-0.31457 -0.35714,-0.36594 -0.19643,-0.0514 -0.35714,-0.21208 -0.35714,-0.35714 0,-0.14506 -0.16072,-0.30578 -0.35715,-0.35715 -0.19643,-0.0514 -0.35714,-0.22696 -0.35714,-0.39022 0,-0.16326 -0.52232,-0.81451 -1.16071,-1.44723 -0.6384,-0.63272 -1.16072,-1.24775 -1.16072,-1.36674 0,-0.11898 -0.16071,-0.26735 -0.35714,-0.32969 -0.19643,-0.0623 -0.35714,-0.22306 -0.35714,-0.35714 0,-0.13409 -0.16072,-0.2948 -0.35715,-0.35714 -0.19643,-0.0624 -0.35714,-0.22848 -0.35714,-0.36918 0,-0.1407 -0.0845,-0.25582 -0.18789,-0.25582 -0.10334,0 -0.77384,-0.54242 -1.49,-1.20536 -2.27823,-2.10895 -2.70316,-2.47449 -3.01613,-2.59459 -0.16829,-0.0646 -0.30598,-0.24048 -0.30598,-0.39088 0,-0.1504 -0.11771,-0.27346 -0.26157,-0.27346 -0.14387,0 -0.34759,-0.16071 -0.45272,-0.35714 -0.10512,-0.19643 -0.30485,-0.35715 -0.44383,-0.35715 -0.13899,0 -0.31697,-0.10475 -0.39551,-0.23279 -0.0785,-0.12803 -0.53841,-0.50973 -1.02194,-0.84821 -0.98054,-0.6864 -1.71014,-1.3162 -1.71014,-1.47619 0,-0.17672 1.42488,0.38514 1.71665,0.67691 0.15023,0.15023 0.3913,0.27314 0.53571,0.27314 0.14441,0 0.43508,0.16072 0.64592,0.35714 0.21084,0.19643 0.52891,0.35715 0.70682,0.35715 0.17791,0 0.32347,0.11415 0.32347,0.25367 0,0.13951 0.24174,0.30676 0.5372,0.37165 0.29546,0.0649 0.61971,0.27217 0.72057,0.46062 0.10085,0.18845 0.34125,0.34263 0.53422,0.34263 0.19298,0 0.35086,0.11512 0.35086,0.25582 0,0.1407 0.14063,0.30325 0.3125,0.36121 0.17188,0.058 0.6712,0.42498 1.10961,0.81561 0.4384,0.39062 0.89504,0.71022 1.01475,0.71022 0.11971,0 0.26866,0.16071 0.331,0.35714 0.0624,0.19643 0.20915,0.35714 0.32622,0.35714 0.11708,0 0.31324,0.16072 0.43591,0.35714 0.12267,0.19643 0.33352,0.35715 0.46856,0.35715 0.13503,0 0.28754,0.16071 0.33891,0.35714 0.0514,0.19643 0.21208,0.35714 0.35714,0.35714 0.14506,0 0.30578,0.16072 0.35715,0.35715 0.0514,0.19642 0.21208,0.35714 0.35714,0.35714 0.14506,0 0.30577,0.16071 0.35714,0.35714 0.0514,0.19643 0.21208,0.35714 0.35714,0.35714 0.14507,0 0.30578,0.16072 0.35715,0.35715 0.0514,0.19643 0.21208,0.35714 0.35714,0.35714 0.14506,0 0.30578,0.16071 0.35714,0.35714 0.0514,0.19643 0.21208,0.35715 0.35715,0.35715 0.14506,0 0.30577,0.16071 0.35714,0.35714 0.0514,0.19643 0.22145,0.35714 0.37797,0.35714 0.15651,0 0.28457,0.12806 0.28457,0.28458 0,0.15651 0.16072,0.3266 0.35715,0.37797 0.19642,0.0514 0.35714,0.21208 0.35714,0.35714 0,0.14506 0.16071,0.30577 0.35714,0.35714 0.19643,0.0514 0.35714,0.21208 0.35714,0.35714 0,0.14507 0.16072,0.30578 0.35715,0.35715 0.19643,0.0514 0.35714,0.23932 0.35714,0.41767 0,0.17836 0.16071,0.3753 0.35714,0.43764 0.19643,0.0623 0.35715,0.22306 0.35715,0.35714 0,0.13409 0.16071,0.2948 0.35714,0.35715 0.19643,0.0623 0.35714,0.21332 0.35714,0.3355 0,0.12218 0.15089,0.38411 0.3353,0.58205 0.18441,0.19795 0.39072,0.53453 0.45846,0.74796 0.0677,0.21343 0.23829,0.38806 0.37899,0.38806 0.1407,0 0.25582,0.14556 0.25582,0.32347 0,0.17791 0.16072,0.49598 0.35715,0.70682 0.19642,0.21084 0.35714,0.50268 0.35714,0.64854 0,0.14586 0.14992,0.37021 0.33315,0.49855 0.18323,0.12834 0.39051,0.4945 0.46062,0.8137 0.0708,0.32257 0.24014,0.58035 0.38113,0.58035 0.13952,0 0.25367,0.14987 0.25367,0.33306 0,0.18318 0.16071,0.53737 0.35714,0.78709 0.19643,0.24972 0.35715,0.57115 0.35715,0.71429 0,0.14314 0.14907,0.45189 0.33127,0.68612 0.1822,0.23422 0.38989,0.74729 0.46153,1.14015 0.0716,0.39286 0.23332,0.83482 0.35927,0.98214 0.12595,0.14732 0.28369,0.62737 0.35054,1.06677 0.0668,0.43939 0.22757,0.92154 0.35718,1.07143 0.1296,0.14988 0.28837,0.75466 0.35281,1.34395 0.0644,0.58928 0.22276,1.15178 0.35181,1.25 0.13319,0.10136 0.28777,0.75369 0.35752,1.50883 0.0676,0.73164 0.23104,1.45485 0.36321,1.60714 0.13217,0.15229 0.29549,0.91974 0.36293,1.70545 0.0674,0.78572 0.23595,1.60268 0.37448,1.81547 0.17942,0.2756 0.28625,1.30293 0.37138,3.57143 0.0794,2.11583 0.20114,3.34636 0.36278,3.66674 0.32968,0.65344 0.35964,11.68139 0.032,11.79059 -0.11619,0.0387 -0.2613,0.46731 -0.32246,0.95238 -0.0612,0.48508 -0.14885,-2.53973 -0.19487,-6.72181 z" id="path4228" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 653.35993,613.33942 c -0.0108,-0.35012 0.12918,-0.78453 0.33869,-1.05087 0.19643,-0.24972 0.35714,-0.67343 0.35714,-0.94158 0,-0.26816 0.16071,-0.69187 0.35714,-0.94159 0.19643,-0.24972 0.35715,-0.62216 0.35715,-0.82765 0,-0.20549 0.16071,-0.53434 0.35714,-0.73076 0.19643,-0.19643 0.35714,-0.4375 0.35714,-0.53572 0,-0.0982 0.16072,-0.33928 0.35714,-0.53571 0.23336,-0.23336 0.35715,-0.59524 0.35715,-1.04411 0,-0.41387 0.13228,-0.83948 0.33276,-1.07064 0.18302,-0.21102 0.38304,-0.75051 0.4445,-1.19886 0.0615,-0.44835 0.23313,-0.93659 0.38152,-1.08497 0.38611,-0.38611 0.40477,-15.96349 0.02,-16.70094 -0.15207,-0.29147 -0.29772,-1.42805 -0.37757,-2.94642 -0.0837,-1.5909 -0.22374,-2.65529 -0.39301,-2.9864 -0.14466,-0.28296 -0.31847,-1.09496 -0.38624,-1.80445 -0.0812,-0.8499 -0.22778,-1.39453 -0.42974,-1.59649 -0.2008,-0.20079 -0.30652,-0.58983 -0.30652,-1.12792 0,-0.49906 -0.11105,-0.94411 -0.28299,-1.1341 -0.15564,-0.17198 -0.3265,-0.63709 -0.37968,-1.03356 -0.0532,-0.39648 -0.24726,-0.85713 -0.43129,-1.02368 -0.18404,-0.16655 -0.33461,-0.53885 -0.33461,-0.82733 0,-0.28848 -0.16071,-0.72883 -0.35714,-0.97855 -0.19643,-0.24972 -0.35715,-0.64409 -0.35715,-0.87638 0,-0.23229 -0.16071,-0.58306 -0.35714,-0.77949 -0.19653,-0.19653 -0.35714,-0.59524 -0.35714,-0.88657 0,-0.34668 -0.12329,-0.59541 -0.35714,-0.72057 -0.20944,-0.11209 -0.35715,-0.3739 -0.35715,-0.63303 0,-0.24304 -0.16071,-0.5795 -0.35714,-0.74769 -0.19643,-0.16819 -0.35714,-0.48226 -0.35714,-0.69793 0,-0.57893 -0.18393,-0.95707 -0.46554,-0.95707 -0.16647,0 -0.24875,-0.21225 -0.24875,-0.64171 0,-0.49154 -0.0836,-0.66358 -0.35714,-0.73512 -0.25333,-0.0662 -0.35714,-0.24357 -0.35714,-0.61003 0,-0.29565 -0.15277,-0.64743 -0.35715,-0.82243 -0.19643,-0.16818 -0.35714,-0.48961 -0.35714,-0.71428 0,-0.22467 -0.16071,-0.5461 -0.35714,-0.71429 -0.19643,-0.16819 -0.35715,-0.48815 -0.35715,-0.71102 0,-0.22288 -0.16071,-0.5056 -0.35714,-0.62827 -0.19643,-0.12267 -0.35714,-0.40461 -0.35714,-0.62652 0,-0.22191 -0.16072,-0.56418 -0.35714,-0.76061 -0.19643,-0.19643 -0.35715,-0.46253 -0.35715,-0.59133 0,-0.1288 -0.1412,-0.38996 -0.31378,-0.58036 -0.17258,-0.19039 -0.41193,-0.56715 -0.53188,-0.83724 -0.11996,-0.27009 -0.30019,-0.49107 -0.40051,-0.49107 -0.10032,0 -0.1825,-0.10045 -0.18262,-0.22322 -1.2e-4,-0.12276 -0.19759,-0.46428 -0.43882,-0.75892 -0.24123,-0.29465 -0.58265,-0.72427 -0.75871,-0.95473 -0.61326,-0.80273 -2.16553,-2.34885 -2.35821,-2.34885 -0.10672,0 -0.19404,-0.12305 -0.19404,-0.27346 0,-0.1504 -0.13449,-0.32507 -0.29886,-0.38814 -0.16437,-0.0631 -0.44562,-0.26145 -0.625,-0.44083 -0.17938,-0.17937 -0.44385,-0.32614 -0.58771,-0.32614 -0.14387,0 -0.34759,-0.16071 -0.45271,-0.35714 -0.10513,-0.19643 -0.34903,-0.35714 -0.542,-0.35714 -0.19603,0 -0.35086,-0.12068 -0.35086,-0.27346 0,-0.15041 -0.13449,-0.32507 -0.29886,-0.38815 -0.16437,-0.0631 -0.44562,-0.26145 -0.625,-0.44082 -0.17938,-0.17938 -0.44385,-0.32614 -0.58772,-0.32614 -0.14386,0 -0.34758,-0.16072 -0.45271,-0.35715 -0.10512,-0.19643 -0.30602,-0.35714 -0.44643,-0.35714 -0.14041,0 -0.3413,-0.16071 -0.44642,-0.35714 -0.10513,-0.19643 -0.28952,-0.35715 -0.40976,-0.35715 -0.12024,0 -0.31899,-0.16071 -0.44166,-0.35714 -0.12267,-0.19643 -0.34289,-0.35714 -0.48938,-0.35714 -0.14649,0 -0.26635,-0.0845 -0.26635,-0.18769 0,-0.10322 -0.2715,-0.30112 -0.60334,-0.43977 -0.33184,-0.13865 -0.65074,-0.37562 -0.70868,-0.5266 -0.0579,-0.15098 -0.21594,-0.27451 -0.35113,-0.27451 -0.13518,0 -0.39122,-0.16072 -0.56899,-0.35715 -0.17777,-0.19642 -0.43208,-0.35714 -0.56514,-0.35714 -0.13306,0 -0.37953,-0.16071 -0.54772,-0.35714 -0.16819,-0.19643 -0.39618,-0.35714 -0.50665,-0.35714 -0.77415,0 -1.31861,-1.47427 -0.61263,-1.65889 0.19643,-0.0514 0.35714,-0.22145 0.35714,-0.37797 0,-0.41019 0.81453,-0.3629 1.25,0.0726 0.19643,0.19643 0.47768,0.35714 0.625,0.35714 0.14732,0 0.40848,0.12347 0.58036,0.27438 0.83824,0.73599 1.46226,1.15419 1.7222,1.15419 0.1577,0 0.28673,0.12306 0.28673,0.27347 0,0.1504 0.12451,0.32124 0.2767,0.37964 0.15219,0.0584 0.59344,0.39739 0.98055,0.75332 1.06677,0.98082 1.71752,1.45072 2.00909,1.45072 0.14489,0 0.30546,0.16071 0.35683,0.35714 0.0514,0.19643 0.24274,0.35714 0.42529,0.35714 0.35783,0 4.70154,4.23951 4.70154,4.58876 0,0.11473 0.16071,0.25961 0.35714,0.32196 0.19643,0.0623 0.35793,0.20838 0.35889,0.32453 9.7e-4,0.11615 0.32161,0.49243 0.71254,0.83618 0.39093,0.34375 0.71157,0.72545 0.71253,0.84822 9.6e-4,0.12276 0.12428,0.22321 0.27403,0.22321 0.14975,0 0.34545,0.19246 0.43489,0.4277 0.0894,0.23524 0.22807,0.45622 0.30808,0.49107 0.08,0.0349 0.56596,0.58569 1.07989,1.22409 0.51393,0.63839 1.20149,1.44196 1.52791,1.78571 0.32642,0.34375 0.64671,0.76563 0.71176,0.9375 0.0651,0.17188 0.24133,0.3125 0.39173,0.3125 0.15041,0 0.27346,0.14826 0.27346,0.32947 0,0.1812 0.16072,0.47491 0.35715,0.65267 0.19642,0.17777 0.35714,0.43061 0.35714,0.56188 0,0.13127 0.16071,0.33904 0.35714,0.46171 0.19643,0.12267 0.35714,0.35197 0.35714,0.50955 0,0.15758 0.16072,0.43195 0.35715,0.60972 0.19643,0.17777 0.35714,0.51165 0.35714,0.74196 0,0.23032 0.16071,0.57947 0.35714,0.7759 0.19643,0.19643 0.35715,0.55803 0.35715,0.80357 0,0.24554 0.16071,0.60714 0.35714,0.80357 0.22109,0.22109 0.35714,0.59524 0.35714,0.98214 0,0.38691 0.13605,0.76106 0.35714,0.98215 0.21564,0.21563 0.35715,0.59523 0.35715,0.95806 0,0.33052 0.1607,0.80522 0.35714,1.05495 0.19643,0.24972 0.35714,0.69874 0.35714,0.99782 0,0.57575 0.32746,1.45345 0.54227,1.45345 0.0703,0 0.16544,0.45401 0.21146,1.00891 0.0506,0.61027 0.18979,1.08652 0.35227,1.20535 0.1544,0.11293 0.30697,0.59584 0.35883,1.13577 0.0496,0.51662 0.21257,1.07912 0.36209,1.25 0.1669,0.19073 0.30576,0.81231 0.35967,1.60993 0.0622,0.91965 0.18403,1.40556 0.41716,1.66316 0.31225,0.34504 0.32968,0.92322 0.33601,11.14832 0.006,10.29079 -0.008,10.79547 -0.32366,11.02606 -0.24552,0.1796 -0.35581,0.55988 -0.42953,1.481 -0.0622,0.77768 -0.1954,1.30993 -0.35744,1.42879 -0.14203,0.10419 -0.30282,0.58633 -0.35731,1.07143 -0.0545,0.4851 -0.2152,0.96724 -0.35714,1.07143 -0.14194,0.10418 -0.30187,0.57802 -0.35541,1.05296 -0.0556,0.49351 -0.23915,1.00534 -0.4283,1.19449 -0.18203,0.18204 -0.33097,0.53187 -0.33097,0.7774 0,0.24554 -0.16071,0.60715 -0.35714,0.80357 -0.19643,0.19643 -0.35714,0.52528 -0.35714,0.73077 0,0.20549 -0.16072,0.57793 -0.35715,0.82765 -0.19642,0.24972 -0.35714,0.60391 -0.35714,0.78709 0,0.18319 -0.11255,0.33307 -0.25012,0.33307 -0.13836,0 -0.32958,0.29921 -0.42797,0.66964 l -0.17786,0.66964 -0.0185,-0.59683 z" id="path4230" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 652.61415,604.80505 c -0.0285,-0.10901 -0.0186,-0.94394 0.0219,-1.85539 0.0551,-1.23935 0.10649,-1.69485 0.20369,-1.80654 0.0715,-0.0821 0.15507,-0.39042 0.18574,-0.68506 0.0307,-0.29465 0.094,-0.74867 0.14081,-1.00894 0.13498,-0.75116 0.20773,-8.28567 0.10319,-10.68749 -0.10099,-2.32012 -0.2181,-3.31344 -0.41656,-3.53313 -0.0879,-0.0973 -0.15493,-0.56211 -0.21884,-1.51786 -0.11085,-1.6575 -0.21239,-2.20158 -0.46007,-2.46522 -0.14692,-0.1564 -0.20311,-0.37704 -0.26202,-1.02894 -0.11363,-1.25756 -0.16608,-1.48212 -0.41546,-1.77849 -0.20103,-0.23891 -0.23858,-0.39102 -0.30228,-1.22458 -0.0752,-0.98416 -0.25738,-1.64651 -0.52359,-1.90378 -0.17969,-0.17366 -0.34275,-1.73131 -0.19654,-1.87752 0.0546,-0.0546 0.10639,0.038 0.14303,0.25588 0.1844,1.09662 0.35191,1.63614 0.50799,1.63614 0.18227,0 0.22295,0.11085 0.3049,0.8308 0.045,0.39527 0.12168,0.58969 0.32305,0.81904 0.22842,0.26016 0.27544,0.40707 0.34848,1.08884 0.14959,1.39633 0.18234,1.53972 0.41473,1.81591 0.21219,0.25217 0.23235,0.36111 0.30981,1.67453 0.0978,1.65828 0.29397,2.92186 0.50207,3.2341 0.1298,0.19476 0.1638,0.75313 0.2583,4.24214 0.0598,2.20982 0.1507,4.17857 0.20188,4.375 0.12249,0.47012 0.12391,3.03923 0.002,3.43808 -0.0525,0.17156 -0.13648,1.53736 -0.18668,3.03513 -0.0579,1.72692 -0.12912,2.7926 -0.19476,2.91287 -0.0569,0.10431 -0.17051,0.30685 -0.2524,0.45009 -0.0819,0.14325 -0.19702,0.51996 -0.25585,0.83714 -0.0588,0.31718 -0.13566,0.65516 -0.17076,0.75107 -0.0607,0.16577 -0.0664,0.16459 -0.11566,-0.0238 z" id="path4232" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 618.69654,537.4999 c -2.78122,-0.0574 -3.16931,-0.0887 -2.84878,-0.23018 0.20409,-0.0901 0.4488,-0.27474 0.5438,-0.41037 0.16433,-0.23461 0.34276,-0.24651 3.66954,-0.24467 1.92324,0.001 3.57382,0.0507 3.66796,0.11039 0.14152,0.0897 0.13522,0.16328 -0.0364,0.42518 -0.21772,0.33228 -0.71489,0.49217 -1.38168,0.44436 -0.21703,-0.0156 -1.84353,-0.0582 -3.61446,-0.0947 z" id="path4234" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 620.96939,533.07721 c -1.63203,-0.0386 -2.77892,-0.0828 -2.54865,-0.0982 0.52658,-0.0353 0.90715,-0.23432 0.90715,-0.47444 0,-0.15477 0.3316,-0.18496 2.03163,-0.18496 1.90942,0 2.04451,0.0159 2.24565,0.2643 0.16769,0.20708 0.47272,0.29946 1.4092,0.42677 l 1.19518,0.16248 -1.13642,-0.0129 c -0.62503,-0.007 -2.47172,-0.0445 -4.10374,-0.0831 z" id="path4236" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 628.5795,527.81268 c 0.12286,-0.032 0.29332,-0.0299 0.37881,0.005 0.0855,0.0346 -0.015,0.0608 -0.22338,0.0582 -0.20834,-0.003 -0.27828,-0.0309 -0.15543,-0.0629 z" id="path4238" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 628.04045,529.42443 c 0,-0.2523 -0.39364,-0.488 -0.97233,-0.5822 l -0.60603,-0.0987 0.55671,-0.10286 c 0.30619,-0.0566 0.67553,-0.21058 0.82075,-0.34224 0.18498,-0.1677 0.53099,-0.26037 1.1556,-0.30948 0.88142,-0.0693 1.4359,0.0431 1.01306,0.20533 -0.10999,0.0422 -0.19999,0.18633 -0.19999,0.32026 0,0.13394 -0.1547,0.41982 -0.34379,0.63531 -0.28392,0.32356 -0.43785,0.39179 -0.88388,0.39179 -0.29705,0 -0.5401,-0.0528 -0.5401,-0.11725 z" id="path4240" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 646.41658,523.76632 c -0.79566,-0.0353 -1.05398,-0.0959 -1.23462,-0.28983 -0.22891,-0.24571 -0.35855,-0.29003 -1.29104,-0.44134 -0.40671,-0.066 -0.46041,-0.10429 -0.28438,-0.2028 0.11934,-0.0668 0.28259,-0.38196 0.36277,-0.70038 0.0972,-0.38584 0.22575,-0.59985 0.38553,-0.64164 0.13657,-0.0357 0.26997,-0.21382 0.30998,-0.4139 0.0397,-0.19859 0.17344,-0.3782 0.30772,-0.41332 0.1306,-0.0341 0.29696,-0.21858 0.36968,-0.40983 0.0727,-0.19126 0.30068,-0.52006 0.50659,-0.73067 0.20592,-0.21062 0.37439,-0.47916 0.37439,-0.59678 0,-0.17793 0.32124,-0.36068 0.6466,-0.36783 0.0431,-9.5e-4 0.11766,0.34529 0.16564,0.76943 0.0637,0.56333 0.16708,0.85099 0.38349,1.0674 0.27336,0.27335 0.29934,0.41613 0.3363,1.8478 0.0335,1.29858 0.01,1.55292 -0.14621,1.55994 -0.10244,0.005 -0.63904,-0.0117 -1.19244,-0.0362 z" id="path4242" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 623.58552,543.35367 c -0.0962,-0.0962 0.24574,-0.64942 0.63114,-1.02122 0.15855,-0.15294 0.28826,-0.35939 0.28826,-0.45878 0,-0.0994 0.11103,-0.20974 0.24673,-0.24523 0.13571,-0.0355 0.32038,-0.23991 0.41038,-0.45428 0.12571,-0.29944 0.20729,-0.36228 0.35199,-0.27114 0.15,0.0945 0.15643,0.15055 0.0316,0.27541 -0.0862,0.0862 -0.15678,0.24994 -0.15678,0.3638 0,0.11386 -0.13768,0.26974 -0.30595,0.34642 -0.16828,0.0767 -0.32454,0.27046 -0.34724,0.43064 -0.0269,0.18966 -0.14038,0.30531 -0.32539,0.33159 -0.16963,0.0241 -0.28411,0.12839 -0.28411,0.25885 0,0.34441 -0.35148,0.63305 -0.54059,0.44394 z" id="path4244" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 637.89346,523.89114 c 0.002,-0.0521 0.0874,-0.205 0.1894,-0.33981 0.10196,-0.1348 0.18539,-0.33441 0.18539,-0.44356 0,-0.10916 0.1251,-0.25456 0.27799,-0.32311 0.1529,-0.0686 0.32212,-0.29824 0.37604,-0.51041 0.0539,-0.21217 0.24135,-0.52038 0.41649,-0.68492 0.17514,-0.16454 0.31844,-0.41059 0.31844,-0.54678 0,-0.13618 0.14075,-0.37806 0.31279,-0.53749 0.18569,-0.1721 0.34594,-0.49721 0.39437,-0.8001 0.0551,-0.34477 0.1594,-0.5349 0.32158,-0.58638 0.14929,-0.0474 0.29432,-0.27933 0.38378,-0.61382 0.089,-0.33293 0.24415,-0.58173 0.40736,-0.65344 0.14496,-0.0637 0.28115,-0.23933 0.30265,-0.39031 0.0215,-0.15098 0.17078,-0.3608 0.33173,-0.46626 0.16095,-0.10546 0.3301,-0.341 0.37589,-0.52342 0.0458,-0.18243 0.25164,-0.49629 0.45745,-0.69748 0.20581,-0.20119 0.3742,-0.47472 0.3742,-0.60786 0,-0.13342 0.11,-0.27083 0.24509,-0.30616 0.1348,-0.0353 0.32583,-0.25496 0.42452,-0.48824 0.0987,-0.23328 0.30091,-0.53238 0.44939,-0.66468 0.14848,-0.1323 0.26996,-0.33884 0.26996,-0.45899 0,-0.12014 0.13774,-0.3087 0.3061,-0.41901 0.16835,-0.1103 0.34671,-0.32992 0.39635,-0.48803 0.0496,-0.1581 0.2255,-0.4136 0.39078,-0.56776 0.16529,-0.15416 0.33366,-0.446 0.37417,-0.64853 0.0442,-0.22097 0.19472,-0.42339 0.37641,-0.50618 0.17248,-0.0786 0.30277,-0.24652 0.30277,-0.39028 0,-0.13878 0.14247,-0.34568 0.3166,-0.45978 0.20954,-0.1373 0.34233,-0.3684 0.39271,-0.68346 0.0535,-0.33446 0.16482,-0.51643 0.3744,-0.61192 0.16405,-0.0747 0.33137,-0.26776 0.37182,-0.42891 0.0404,-0.16115 0.19552,-0.34775 0.34461,-0.41467 0.14909,-0.0669 0.3152,-0.29526 0.36912,-0.50743 0.0539,-0.21217 0.24134,-0.52038 0.41648,-0.68492 0.17515,-0.16454 0.31844,-0.41783 0.31844,-0.56288 0,-0.1487 0.12008,-0.31808 0.27531,-0.38836 0.15142,-0.0686 0.33881,-0.31654 0.41642,-0.55107 0.0776,-0.23453 0.26327,-0.52534 0.41258,-0.64625 0.14931,-0.1209 0.30901,-0.36938 0.35489,-0.55216 0.0459,-0.18279 0.16538,-0.33234 0.26557,-0.33234 0.10018,0 0.26373,-0.18467 0.36343,-0.41037 0.0997,-0.22571 0.3238,-0.58084 0.498,-0.78918 0.17421,-0.20835 0.31702,-0.47965 0.31737,-0.60291 3.7e-4,-0.12325 0.14268,-0.2781 0.3163,-0.34411 0.17362,-0.066 0.31567,-0.2047 0.31567,-0.30819 0,-0.1035 0.16967,-0.36175 0.37704,-0.57389 0.20737,-0.21214 0.41165,-0.52362 0.45396,-0.69218 0.0423,-0.16857 0.21357,-0.39602 0.38057,-0.50545 0.18542,-0.12148 0.30366,-0.32074 0.30366,-0.51172 0,-0.23122 0.0676,-0.31276 0.2591,-0.31276 0.17279,0 0.30193,-0.12282 0.38763,-0.36868 0.0707,-0.20278 0.20722,-0.39888 0.3034,-0.43579 0.0962,-0.0369 0.28504,-0.28296 0.41969,-0.54677 0.13464,-0.26381 0.36449,-0.5879 0.51078,-0.7202 0.14628,-0.1323 0.26597,-0.34679 0.26597,-0.47664 0,-0.13493 0.13374,-0.28694 0.31215,-0.35477 0.17168,-0.0653 0.34695,-0.25737 0.3895,-0.42688 0.0425,-0.16952 0.1855,-0.33649 0.31768,-0.37106 0.13218,-0.0346 0.29355,-0.20286 0.35862,-0.37399 0.0651,-0.17112 0.26599,-0.47051 0.44651,-0.66529 0.18051,-0.19478 0.35836,-0.47429 0.39522,-0.62113 0.0368,-0.14684 0.19174,-0.32173 0.34419,-0.38865 0.15245,-0.0669 0.29464,-0.24416 0.31598,-0.39389 0.0235,-0.16518 0.15933,-0.30248 0.34532,-0.34916 0.18254,-0.0458 0.33726,-0.19941 0.38252,-0.37974 0.0451,-0.17968 0.19991,-0.33391 0.38073,-0.37929 0.19542,-0.0491 0.30473,-0.16734 0.30473,-0.32974 0,-0.15648 0.1253,-0.3009 0.32789,-0.37793 0.18034,-0.0686 0.35674,-0.23497 0.392,-0.3698 0.0353,-0.13482 0.20022,-0.33432 0.36659,-0.44333 0.16636,-0.10901 0.30248,-0.2734 0.30248,-0.36532 0,-0.0919 0.19887,-0.37189 0.44194,-0.62217 0.24307,-0.25028 0.44194,-0.55804 0.44194,-0.68391 0,-0.12587 0.12785,-0.28495 0.28411,-0.3535 0.15626,-0.0686 0.30266,-0.25555 0.32534,-0.41555 0.0239,-0.1685 0.17001,-0.33987 0.34724,-0.40725 0.1683,-0.064 0.306,-0.20282 0.306,-0.30851 0,-0.10569 0.19888,-0.41229 0.44194,-0.68134 0.24307,-0.26905 0.44195,-0.52896 0.44195,-0.57759 0,-0.13828 0.34554,-0.44919 0.49921,-0.44919 0.0761,0 0.17192,-0.16736 0.21283,-0.37191 0.0501,-0.2503 0.16088,-0.38449 0.33891,-0.41038 0.15331,-0.0223 0.29324,-0.15974 0.33283,-0.32695 0.0376,-0.15867 0.21036,-0.35897 0.38398,-0.4451 0.17362,-0.0861 0.33307,-0.27725 0.35434,-0.42469 0.0213,-0.14744 0.14882,-0.29688 0.28347,-0.33209 0.13464,-0.0352 0.28422,-0.16885 0.33239,-0.29697 0.0482,-0.12813 0.23313,-0.37746 0.41101,-0.55407 0.63317,-0.62864 1.14417,-1.31688 1.14417,-1.54103 0,-0.12697 0.14054,-0.28098 0.31794,-0.34843 0.17487,-0.0665 0.37234,-0.26395 0.43882,-0.43882 0.0737,-0.19388 0.2197,-0.31794 0.37414,-0.31794 0.16126,0 0.28059,-0.1089 0.32851,-0.29983 0.0414,-0.1649 0.20856,-0.36057 0.37149,-0.4348 0.16294,-0.0742 0.31482,-0.26604 0.33753,-0.42622 0.0269,-0.18959 0.14038,-0.30531 0.32518,-0.33156 0.17371,-0.0247 0.31273,-0.1552 0.35818,-0.3363 0.0435,-0.17309 0.20081,-0.32773 0.37902,-0.37246 0.1676,-0.0421 0.30473,-0.15867 0.30473,-0.25912 0,-0.10046 0.17046,-0.35703 0.37881,-0.57016 0.20834,-0.21314 0.3788,-0.44238 0.3788,-0.50943 0,-0.0671 0.0845,-0.12192 0.18782,-0.12192 0.1033,0 0.32432,-0.21308 0.49116,-0.47351 0.16683,-0.26043 0.5937,-0.77671 0.9486,-1.14729 0.3549,-0.37058 0.64527,-0.78254 0.64527,-0.91545 0,-0.15953 0.0881,-0.24167 0.2591,-0.24167 0.16961,0 0.30124,-0.12084 0.38106,-0.34983 0.0671,-0.19241 0.24879,-0.40549 0.40381,-0.47351 0.15502,-0.068 0.30001,-0.25152 0.3222,-0.40778 0.0263,-0.18552 0.12721,-0.28411 0.29067,-0.28411 0.16385,0 0.29533,-0.12908 0.38058,-0.37365 0.0716,-0.2055 0.23624,-0.40728 0.36578,-0.4484 0.12954,-0.0411 0.26805,-0.17722 0.3078,-0.30245 0.0398,-0.12524 0.41042,-0.59111 0.82372,-1.03526 0.4475,-0.48091 0.75287,-0.92248 0.75494,-1.09167 0.002,-0.20119 0.0791,-0.2841 0.26259,-0.2841 0.1716,0 0.30166,-0.12206 0.38509,-0.3614 0.0693,-0.19878 0.26521,-0.42484 0.43538,-0.50237 0.17071,-0.0778 0.30938,-0.24877 0.30938,-0.38149 0,-0.13517 0.1118,-0.26975 0.25524,-0.30726 0.14037,-0.0367 0.31639,-0.24221 0.39115,-0.45667 0.0748,-0.21446 0.21701,-0.38992 0.31611,-0.38992 0.0991,0 0.22953,-0.12785 0.28985,-0.28411 0.0603,-0.15626 0.26184,-0.4151 0.44782,-0.57521 0.18599,-0.1601 0.39567,-0.45609 0.46597,-0.65775 0.0703,-0.20166 0.23196,-0.3997 0.35925,-0.4401 0.12728,-0.0404 0.29004,-0.2416 0.36168,-0.44711 0.0716,-0.2055 0.21985,-0.37364 0.32935,-0.37364 0.10951,0 0.25686,-0.15192 0.32745,-0.33759 0.0706,-0.18567 0.26914,-0.46806 0.44121,-0.62753 0.17207,-0.15948 0.34502,-0.45073 0.38432,-0.64724 0.0398,-0.19887 0.19268,-0.41052 0.34485,-0.47732 0.15036,-0.066 0.29052,-0.24009 0.31147,-0.38684 0.0209,-0.14674 0.17563,-0.32948 0.34375,-0.40608 0.16812,-0.0766 0.34241,-0.28565 0.38731,-0.46455 0.0449,-0.1789 0.24535,-0.48898 0.44543,-0.68906 0.20008,-0.20008 0.36379,-0.47564 0.36379,-0.61235 0,-0.15982 0.11269,-0.27684 0.31567,-0.32779 0.22575,-0.0567 0.31567,-0.16456 0.31567,-0.37881 0,-0.21375 0.0899,-0.32213 0.31375,-0.37832 0.19192,-0.0482 0.34389,-0.19882 0.39136,-0.38797 0.0427,-0.17007 0.1827,-0.34258 0.31114,-0.38334 0.12844,-0.0408 0.27289,-0.19816 0.32101,-0.34976 0.0481,-0.1516 0.41337,-0.61747 0.81168,-1.03526 0.3983,-0.4178 0.76068,-0.87885 0.80528,-1.02457 0.0446,-0.14572 0.22205,-0.32917 0.39434,-0.40766 0.1831,-0.0834 0.31324,-0.24877 0.31324,-0.39797 0,-0.16162 0.0834,-0.25525 0.22729,-0.25525 0.12501,0 0.29547,-0.0682 0.37881,-0.15152 0.0833,-0.0833 0.15152,-0.2538 0.15152,-0.37881 0,-0.14238 0.0934,-0.22728 0.25013,-0.22728 0.16339,0 0.27841,-0.11267 0.33167,-0.32489 0.045,-0.17947 0.21668,-0.37626 0.38348,-0.43967 0.16607,-0.0631 0.35633,-0.25787 0.42282,-0.43274 0.0665,-0.17486 0.20873,-0.31793 0.31611,-0.31793 0.10738,0 0.25711,-0.13579 0.33272,-0.30175 0.0756,-0.16596 0.27328,-0.36362 0.43924,-0.43924 0.16596,-0.0756 0.30175,-0.22534 0.30175,-0.33272 0,-0.10738 0.14046,-0.24864 0.31214,-0.31391 0.17168,-0.0653 0.34652,-0.25561 0.38852,-0.42298 0.042,-0.16736 0.21406,-0.36702 0.38234,-0.4437 0.16828,-0.0767 0.30596,-0.22726 0.30596,-0.33464 0,-0.10738 0.14307,-0.24963 0.31793,-0.31611 0.17487,-0.0665 0.37234,-0.26395 0.43882,-0.43882 0.0665,-0.17486 0.20874,-0.31794 0.31612,-0.31794 0.10738,0 0.2571,-0.13578 0.33272,-0.30174 0.0756,-0.16597 0.27327,-0.36362 0.43923,-0.43924 0.16597,-0.0756 0.30175,-0.22248 0.30175,-0.32635 0,-0.10388 0.17047,-0.27702 0.37881,-0.38476 0.20834,-0.10774 0.37881,-0.27858 0.37881,-0.37964 0,-0.10107 0.14254,-0.21954 0.31677,-0.26326 0.18908,-0.0475 0.34656,-0.19821 0.39068,-0.37399 0.0437,-0.17416 0.18466,-0.31033 0.34496,-0.33328 0.14907,-0.0213 0.34571,-0.19505 0.43696,-0.38603 0.0913,-0.19098 0.24925,-0.34724 0.35112,-0.34724 0.10188,0 0.24709,-0.13579 0.32271,-0.30175 0.0756,-0.16596 0.27327,-0.36362 0.43924,-0.43923 0.16596,-0.0756 0.30175,-0.22535 0.30175,-0.33272 0,-0.10738 0.14307,-0.24964 0.31793,-0.31612 0.17487,-0.0665 0.37068,-0.2596 0.43514,-0.42914 0.0682,-0.1793 0.23891,-0.32552 0.40811,-0.34951 0.18933,-0.0268 0.305,-0.14044 0.33126,-0.32534 0.0241,-0.16963 0.12839,-0.28411 0.25885,-0.28411 0.28298,0 0.52155,-0.24258 0.52155,-0.53033 0,-0.1263 0.0918,-0.22728 0.20669,-0.22728 0.18198,0 1.62909,-1.18362 2.40945,-1.97074 0.15409,-0.15542 0.39268,-0.3183 0.53019,-0.36194 0.13751,-0.0437 0.28337,-0.18444 0.32413,-0.31288 0.0408,-0.12844 0.21327,-0.26845 0.38335,-0.31114 0.18653,-0.0468 0.33975,-0.19922 0.38615,-0.38413 0.0467,-0.18599 0.18399,-0.32178 0.34917,-0.34532 0.14972,-0.0213 0.32832,-0.16664 0.39687,-0.3229 0.0686,-0.15625 0.22763,-0.2841 0.3535,-0.2841 0.12587,0 0.432,-0.1973 0.6803,-0.43844 0.24829,-0.24113 0.55274,-0.47058 0.67655,-0.50988 0.12382,-0.0393 0.25732,-0.15537 0.29668,-0.25794 0.0394,-0.10257 0.22057,-0.24314 0.40269,-0.31239 0.18212,-0.0692 0.36043,-0.23794 0.39625,-0.37489 0.07,-0.2678 0.90046,-0.57622 1.07677,-0.39991 0.0893,0.0893 -2.19372,2.41972 -2.37046,2.41972 -0.11382,0 -14.32696,14.24896 -14.32696,14.36307 0,0.057 -1.13615,1.23807 -2.52477,2.62457 -1.62135,1.61889 -2.52498,2.61268 -2.52538,2.77735 -3.8e-4,0.16867 -0.13026,0.30536 -0.37942,0.39941 -0.25421,0.096 -0.37881,0.22966 -0.37881,0.40649 0,0.18298 -0.0805,0.2635 -0.26351,0.2635 -0.1733,0 -0.30967,0.12231 -0.39836,0.35729 -0.0742,0.19651 -0.25391,0.40959 -0.39941,0.47351 -0.1455,0.0639 -0.2827,0.24407 -0.3049,0.40033 -0.0266,0.1874 -0.12705,0.2841 -0.29507,0.2841 -0.1658,0 -0.30354,0.12934 -0.39457,0.3705 -0.0769,0.20378 -0.24229,0.39729 -0.3675,0.43003 -0.12521,0.0328 -0.27043,0.16494 -0.3227,0.29376 -0.0523,0.12882 -0.22465,0.37567 -0.38307,0.54855 -0.79167,0.86394 -1.16406,1.37905 -1.16406,1.61021 0,0.16366 -0.10815,0.28225 -0.30171,0.33083 -0.18132,0.0455 -0.33298,0.20035 -0.38009,0.38805 -0.0431,0.17177 -0.22099,0.45492 -0.39529,0.62921 -0.17429,0.1743 -0.34899,0.47742 -0.38823,0.67361 -0.0397,0.19832 -0.19273,0.41 -0.34473,0.47674 -0.15036,0.066 -0.29195,0.25093 -0.31463,0.41093 -0.0231,0.16317 -0.16858,0.33933 -0.33124,0.40117 -0.1595,0.0606 -0.32669,0.25645 -0.37154,0.43514 -0.0448,0.17868 -0.16423,0.32488 -0.26529,0.32488 -0.10107,0 -0.26673,0.15626 -0.36814,0.34724 -0.10141,0.19098 -0.32782,0.49849 -0.50313,0.68337 -0.1753,0.18486 -0.35483,0.47992 -0.39894,0.65568 -0.0497,0.19814 -0.18365,0.3343 -0.35244,0.35835 -0.16461,0.0235 -0.28728,0.14427 -0.31031,0.3056 -0.021,0.14675 -0.17564,0.32948 -0.34376,0.40608 -0.16812,0.0766 -0.34099,0.28001 -0.38416,0.45202 -0.0481,0.19178 -0.18379,0.32774 -0.35073,0.35153 -0.17313,0.0247 -0.28726,0.14482 -0.31351,0.33004 -0.0227,0.16018 -0.17415,0.35177 -0.33654,0.42576 -0.16239,0.074 -0.32426,0.24546 -0.35972,0.38105 -0.0354,0.13558 -0.1754,0.27552 -0.31098,0.31098 -0.13559,0.0355 -0.30619,0.19543 -0.37912,0.3555 -0.0729,0.16007 -0.60278,0.7841 -1.17743,1.38673 -0.57465,0.60263 -1.12988,1.21973 -1.23384,1.37133 -0.10395,0.1516 -0.2913,0.34988 -0.41632,0.44063 -0.12503,0.0908 -0.22732,0.27146 -0.22732,0.40159 0,0.1477 -0.1048,0.25176 -0.27893,0.27695 -0.16763,0.0242 -0.30618,0.15546 -0.34724,0.32884 -0.0376,0.15867 -0.21036,0.35896 -0.38398,0.4451 -0.17362,0.0861 -0.33313,0.27769 -0.35447,0.42568 -0.0228,0.15819 -0.16014,0.29953 -0.33327,0.34298 -0.17578,0.0441 -0.32653,0.2016 -0.37399,0.39068 -0.0437,0.17423 -0.16219,0.31677 -0.26326,0.31677 -0.10107,0 -0.27032,0.16741 -0.37613,0.37201 -0.1058,0.2046 -0.33591,0.52689 -0.51136,0.7162 -0.17545,0.18931 -0.34915,0.46435 -0.38601,0.61119 -0.0368,0.14684 -0.19174,0.32173 -0.34419,0.38865 -0.15245,0.0669 -0.29534,0.24951 -0.31753,0.40577 -0.0222,0.15626 -0.12247,0.2841 -0.22283,0.2841 -0.10036,0 -0.28874,0.17474 -0.41862,0.3883 -0.12987,0.21357 -0.35632,0.47248 -0.50322,0.57537 -0.14689,0.10289 -0.26708,0.26471 -0.26708,0.35961 0,0.0949 -0.16077,0.3333 -0.35727,0.5298 -0.19651,0.1965 -0.39301,0.49919 -0.43668,0.67263 -0.0437,0.17344 -0.20961,0.37217 -0.36877,0.44162 -0.15915,0.0694 -0.30677,0.24832 -0.32803,0.3975 -0.0213,0.14918 -0.15033,0.30043 -0.2868,0.33612 -0.13648,0.0357 -0.30772,0.2358 -0.38054,0.44469 -0.0728,0.20889 -0.21516,0.41156 -0.31631,0.45038 -0.10116,0.0388 -0.29404,0.32748 -0.42864,0.64147 -0.14084,0.32858 -0.32834,0.57089 -0.44176,0.57089 -0.11659,0 -0.22706,0.1501 -0.27057,0.36762 -0.0426,0.2131 -0.17334,0.39373 -0.31099,0.42973 -0.13061,0.0342 -0.29413,0.2111 -0.36337,0.39322 -0.0692,0.18212 -0.20828,0.36274 -0.30897,0.40138 -0.10069,0.0386 -0.28571,0.31842 -0.41116,0.62172 -0.12545,0.30331 -0.35643,0.60995 -0.5133,0.68142 -0.18101,0.0825 -0.28521,0.24089 -0.28521,0.43361 0,0.19684 -0.0883,0.32674 -0.25102,0.36929 -0.13806,0.0361 -0.30425,0.20566 -0.36932,0.37679 -0.0651,0.17112 -0.26109,0.46522 -0.43562,0.65354 -0.17452,0.18832 -0.35098,0.49564 -0.39211,0.68293 -0.0411,0.18729 -0.19907,0.39588 -0.35096,0.46353 -0.15189,0.0676 -0.30643,0.2383 -0.34342,0.37922 -0.037,0.14091 -0.22352,0.45879 -0.4145,0.7064 -0.19098,0.2476 -0.34724,0.53513 -0.34724,0.63896 0,0.10383 -0.13674,0.25109 -0.30387,0.32724 -0.18113,0.0825 -0.33725,0.29046 -0.38652,0.51479 -0.0455,0.20699 -0.16732,0.40883 -0.27079,0.44854 -0.10347,0.0397 -0.30153,0.32856 -0.44013,0.64189 -0.1386,0.31334 -0.336,0.56971 -0.43866,0.56971 -0.10511,0 -0.21877,0.16059 -0.26018,0.36762 -0.0426,0.2131 -0.17334,0.39372 -0.31099,0.42972 -0.13061,0.0342 -0.29697,0.21858 -0.36968,0.40984 -0.0727,0.19125 -0.30069,0.52006 -0.5066,0.73067 -0.20591,0.21061 -0.37439,0.47667 -0.37439,0.59123 0,0.11456 -0.14205,0.27302 -0.31567,0.35213 -0.18701,0.0852 -0.31567,0.24914 -0.31567,0.4022 0,0.15863 -0.1205,0.30418 -0.31215,0.37705 -0.17275,0.0657 -0.34752,0.25962 -0.39136,0.43429 -0.0436,0.17359 -0.18189,0.3482 -0.30739,0.38803 -0.1255,0.0398 -0.31712,0.29471 -0.42583,0.56639 -0.1087,0.27168 -0.31222,0.55528 -0.45225,0.63023 -0.14004,0.0749 -0.28681,0.26454 -0.32616,0.42133 -0.0394,0.15678 -0.19442,0.33981 -0.34461,0.40673 -0.15018,0.0669 -0.30332,0.23531 -0.34032,0.37421 -0.037,0.13891 -0.19925,0.3946 -0.36057,0.56822 -0.62113,0.66843 -1.15878,1.4217 -1.15878,1.62348 0,0.11586 -0.12785,0.26674 -0.2841,0.3353 -0.15626,0.0686 -0.30125,0.2447 -0.32219,0.39145 -0.0209,0.14674 -0.17721,0.33019 -0.34724,0.40766 -0.17004,0.0775 -0.30916,0.22415 -0.30916,0.32595 0,0.10179 -0.1986,0.40132 -0.44134,0.66562 -0.24273,0.26429 -0.44161,0.60443 -0.44194,0.75586 -3.8e-4,0.18915 -0.0895,0.28795 -0.28471,0.31567 -0.1849,0.0263 -0.2985,0.14193 -0.32534,0.33126 -0.0237,0.16737 -0.16969,0.33974 -0.34372,0.40591 -0.16636,0.0633 -0.33728,0.25369 -0.37983,0.42321 -0.0425,0.16951 -0.18589,0.33659 -0.31856,0.37128 -0.13266,0.0347 -0.27847,0.16791 -0.32402,0.29604 -0.0455,0.12812 -0.2305,0.37943 -0.41101,0.55846 -0.59307,0.58819 -1.05498,1.18441 -1.16828,1.50799 -0.0613,0.17505 -0.23827,0.37392 -0.39329,0.44194 -0.15502,0.068 -0.29931,0.24618 -0.32065,0.39591 -0.0236,0.16573 -0.15946,0.30251 -0.34724,0.34964 -0.16965,0.0426 -0.30845,0.15961 -0.30845,0.26006 0,0.10046 -0.17046,0.35703 -0.3788,0.57016 -0.20835,0.21313 -0.37907,0.42817 -0.3794,0.47786 -3.1e-4,0.0497 -0.17078,0.27194 -0.3788,0.49388 -0.20802,0.22194 -0.37823,0.51917 -0.37823,0.66051 0,0.17012 -0.10878,0.28428 -0.32187,0.33776 -0.22276,0.0559 -0.34385,0.19062 -0.39322,0.43746 -0.0478,0.23903 -0.16028,0.36935 -0.34103,0.39512 -0.1706,0.0243 -0.28487,0.14548 -0.31098,0.32971 -0.0227,0.16018 -0.17897,0.35397 -0.34724,0.43064 -0.16828,0.0767 -0.30596,0.21535 -0.30596,0.30817 0,0.0928 -0.19887,0.3889 -0.44194,0.65795 -0.24307,0.26905 -0.44194,0.61014 -0.44194,0.75798 0,0.18835 -0.0789,0.2688 -0.26351,0.2688 -0.17537,0 -0.31017,0.12362 -0.403,0.36956 -0.0767,0.20326 -0.27066,0.42933 -0.43097,0.50237 -0.16206,0.0738 -0.29148,0.24417 -0.29148,0.38361 0,0.13794 -0.11846,0.3142 -0.26323,0.39168 -0.14478,0.0775 -0.33869,0.32097 -0.43091,0.54109 -0.0922,0.22011 -0.3147,0.52768 -0.49439,0.68348 -0.17969,0.1558 -0.3267,0.39066 -0.3267,0.52191 0,0.13198 -0.11221,0.26799 -0.25102,0.30429 -0.13806,0.0361 -0.30767,0.21465 -0.37691,0.39677 -0.0692,0.18212 -0.21408,0.36497 -0.32187,0.40633 -0.10778,0.0414 -0.28055,0.23878 -0.38394,0.43871 -0.16684,0.32263 -0.56676,0.51587 -0.55628,0.2688 z" id="path4246" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 739.75739,430.67015 c -0.30192,-0.34724 -0.72017,-0.63134 -0.92943,-0.63134 -0.20926,0 -0.38048,-0.12062 -0.38048,-0.26805 0,-0.14742 -0.68529,-0.93032 -1.52287,-1.73978 -2.06405,-1.99475 -2.98544,-2.12614 -4.64046,-0.66173 -0.40356,0.35709 -0.80131,0.65067 -0.88388,0.6524 -0.0826,0.002 -0.63804,0.4563 -1.23438,1.01015 -0.59635,0.55386 -1.1835,1.00701 -1.30478,1.00701 -0.12129,0 -0.27784,0.14205 -0.3479,0.31567 -0.0701,0.17362 -0.13635,-0.26703 -0.14731,-0.97923 -0.0127,-0.82253 -0.15813,-1.40959 -0.39875,-1.60929 -0.20834,-0.17291 -0.37881,-0.47336 -0.37881,-0.66768 0,-0.19431 -0.27785,-0.4799 -0.61745,-0.63463 -1.1587,-0.52793 -1.00277,-0.97053 0.34192,-0.97053 0.77978,0 1.33792,-0.13745 1.53822,-0.37881 0.44861,-0.54053 5.99432,-0.54717 6.70713,-0.008 0.26962,0.20393 0.73375,0.37439 1.0314,0.37881 0.29766,0.004 0.60661,0.17849 0.68656,0.38684 0.08,0.20834 0.29813,0.37881 0.48485,0.37881 0.8358,0 2.95936,3.18083 2.95936,4.43278 0,0.7859 -0.27126,0.78214 -0.96294,-0.0134 z" id="path4248" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 494.29087,552.13918 c 0.18658,-1.16684 0.52603,-2.36008 0.75433,-2.65165 0.45849,-0.58556 1.81581,-6.16741 2.83089,-11.64181 0.36057,-1.94455 1.03481,-4.89924 1.49831,-6.566 0.84791,-3.04909 1.48821,-5.60407 3.03786,-12.12183 0.46233,-1.94454 1.03416,-3.9053 1.27074,-4.35723 0.23659,-0.45194 0.58898,-1.70201 0.7831,-2.77792 0.19412,-1.07592 0.52096,-2.1835 0.72631,-2.4613 0.20535,-0.27779 0.53546,-1.41421 0.73359,-2.52538 0.38936,-2.18367 0.59868,-2.69091 4.64978,-11.26736 1.48382,-3.14134 2.69785,-5.92558 2.69785,-6.18719 0,-0.26161 0.21197,-0.47565 0.47104,-0.47565 0.25907,0 0.62927,-0.49855 0.82267,-1.10789 1.13034,-3.56139 11.12754,-15.55848 17.38511,-20.86293 4.53997,-3.84846 5.35151,-4.12237 2.6485,-0.89392 -1.17393,1.40213 -2.13442,2.8019 -2.13442,3.11059 0,0.30868 -0.17047,0.56148 -0.37881,0.56176 -0.20834,2.8e-4 -1.04851,1.19353 -1.86703,2.65165 -0.81852,1.45813 -1.68165,2.87842 -1.91807,3.15621 -1.1197,1.31566 -4.39545,6.63285 -4.40811,7.15525 -0.008,0.32409 -0.19045,0.66502 -0.40576,0.75762 -1.56589,0.67342 -11.22527,18.94243 -11.22527,21.23061 0,0.38859 -0.1912,0.92245 -0.42488,1.18635 -0.49676,0.56101 -2.36358,6.26017 -2.88155,8.79701 -0.19665,0.96315 -0.5455,2.09957 -0.77522,2.52538 -0.41097,0.7618 -1.05148,3.89554 -2.01642,9.86556 -0.2694,1.66676 -0.82348,5.07602 -1.23127,7.57615 -0.4078,2.50013 -0.88706,6.02303 -1.06502,7.82868 -0.17796,1.80565 -0.49579,3.51028 -0.70628,3.78807 -0.21049,0.27779 -0.54969,1.74607 -0.75379,3.26285 -0.57183,4.24969 -0.91657,4.56583 -4.97883,4.56583 l -3.4786,0 0.33925,-2.12151 z" id="path4250" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 488.44025,552.62988 c 0.62161,-1.00579 1.09479,-2.60335 1.09479,-3.69625 0,-1.05865 0.22218,-2.62281 0.49374,-3.47591 0.50301,-1.58026 1.72937,-7.40048 2.6149,-12.41023 0.27006,-1.52785 0.68945,-3.23249 0.93197,-3.78807 0.24252,-0.55559 0.6737,-2.26022 0.95817,-3.78807 1.01399,-5.44596 4.36941,-18.17097 5.72682,-21.71828 0.15945,-0.41669 0.89671,-2.80318 1.63835,-5.3033 0.74165,-2.50013 1.55216,-5.00026 1.80114,-5.55584 0.24898,-0.55559 0.94117,-2.4875 1.53822,-4.29315 1.28537,-3.88739 1.77557,-5.03676 5.32988,-12.49691 1.48797,-3.1231 2.7054,-5.88839 2.7054,-6.14509 0,-0.2567 0.17046,-0.54248 0.37881,-0.63508 0.20834,-0.0926 0.94701,-1.29628 1.64149,-2.67484 2.02888,-4.02739 7.24692,-12.94269 9.33052,-15.94166 6.73662,-9.69622 19.86879,-23.72573 22.20821,-23.72573 0.32607,0 1.10028,1.76146 1.72047,3.91434 0.62018,2.15289 1.45917,4.66073 1.86441,5.57298 0.40525,0.91225 0.74452,1.93503 0.75395,2.27284 0.009,0.33782 0.45628,1.52335 0.99301,2.63452 0.53674,1.11117 0.98359,2.37259 0.99302,2.80317 0.009,0.43058 0.21421,0.99879 0.45508,1.26269 0.24087,0.2639 0.78504,1.5026 1.20926,2.75267 0.42423,1.25006 0.92408,2.6465 1.11079,3.1032 0.27628,0.67583 -0.0663,0.87787 -1.84062,1.08564 -5.47095,0.64064 -13.40335,3.03849 -16.82728,5.08666 -6.84224,4.09297 -14.6132,11.36071 -20.58934,19.25604 -3.69033,4.87547 -7.94747,11.70283 -7.94747,12.74573 0,0.30793 -0.17046,0.63564 -0.37881,0.72824 -0.4091,0.18182 -1.31918,1.97525 -3.41737,6.73435 -0.73484,1.66675 -1.5384,3.48502 -1.78568,4.04061 -0.98143,2.20501 -3.83183,11.6694 -4.33525,14.39467 -0.17961,0.97227 -0.49561,1.99505 -0.70224,2.27284 -0.20662,0.2778 -0.52881,1.30058 -0.71596,2.27285 -0.18715,0.97227 -0.54626,2.22233 -0.79802,2.77792 -0.71959,1.58797 -3.01783,11.46789 -3.01842,12.9759 -3e-4,0.74753 -0.20081,1.48293 -0.44559,1.63421 -0.24478,0.15129 -0.60496,1.98146 -0.80039,4.06705 -0.19544,2.08559 -0.54208,3.9074 -0.77032,4.04846 -0.22824,0.14106 -0.56832,1.33582 -0.75573,2.65503 -0.39986,2.81464 -1.72682,5.76298 -2.74272,6.09396 -0.4984,0.16238 -0.38329,-0.30506 0.37881,-1.53816 z" id="path4252" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 481.45382,594.98183 c 0,-0.18431 0.56725,-1.23369 1.26055,-2.33195 1.29259,-2.04759 1.62919,-2.87989 3.98453,-9.85238 0.75071,-2.22233 1.55341,-4.38899 1.78378,-4.8148 0.23036,-0.42581 0.58763,-1.56223 0.79392,-2.52538 0.2063,-0.96315 0.62347,-2.05881 0.92705,-2.43479 0.30358,-0.37598 0.64515,-2.81403 0.75903,-5.41789 l 0.20706,-4.73429 1.58176,-0.29493 c 0.86997,-0.16222 2.94547,-0.2243 4.61223,-0.13795 l 3.03045,0.15698 0.34396,8.97819 c 0.18917,4.938 0.57635,9.71097 0.86039,10.6066 0.28403,0.89563 0.57062,2.98259 0.63685,4.6377 0.11385,2.8449 0.0393,3.05858 -1.36546,3.91168 -0.81724,0.49632 -1.82682,0.905 -2.2435,0.90817 -0.41669,0.003 -1.36206,0.32114 -2.10083,0.70659 -0.73876,0.38545 -2.55704,0.86406 -4.04061,1.06359 -1.48357,0.19953 -2.94159,0.55932 -3.24004,0.79953 -0.6639,0.53435 -7.79112,1.2436 -7.79112,0.77533 z" id="path4254" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 560.86106,447.82041 c -0.56551,-1.32201 -1.41022,-3.65372 -1.87714,-5.18157 -0.46693,-1.52786 -1.0464,-3.23249 -1.28773,-3.78807 -0.24132,-0.55559 -0.69776,-2.03294 -1.01431,-3.283 -0.31654,-1.25006 -0.7549,-2.50013 -0.97412,-2.77792 -0.21922,-0.27779 -0.55791,-1.47103 -0.75263,-2.65165 -0.19472,-1.18062 -0.5323,-2.14657 -0.75017,-2.14657 -0.21787,0 -0.54309,-0.91907 -0.72271,-2.04237 -0.17962,-1.1233 -0.53307,-2.43019 -0.78544,-2.90418 -0.25237,-0.47401 -1.06138,-2.90739 -1.79781,-5.40752 -0.73642,-2.50013 -1.53938,-5.11389 -1.78434,-5.80837 -0.24497,-0.69448 -0.66943,-2.39912 -0.94326,-3.78808 -0.90422,-4.58662 -2.12933,-9.08387 -2.60733,-9.57119 -0.25885,-0.2639 -0.47064,-0.78776 -0.47064,-1.16413 0,-0.37637 -0.42163,-1.6378 -0.93697,-2.80318 -0.51533,-1.16537 -1.46989,-3.48257 -2.12124,-5.14932 -0.65135,-1.66675 -1.36613,-3.24638 -1.58841,-3.51028 -0.22228,-0.2639 -0.40414,-0.79776 -0.40414,-1.18636 0,-0.38859 -0.31721,-1.42274 -0.7049,-2.29809 -0.3877,-0.87536 -1.21603,-3.2962 -1.84072,-5.37964 -2.72022,-9.07228 -3.13477,-10.40854 -3.52546,-11.36421 -0.22712,-0.55559 -0.98194,-2.82843 -1.67737,-5.05077 -1.1623,-3.71428 -2.19082,-6.49865 -3.35829,-9.09137 -1.34452,-2.98591 -2.45231,-5.69862 -2.78449,-6.81853 -0.206,-0.69448 -0.54776,-1.48997 -0.75947,-1.76777 -0.21172,-0.27779 -0.55107,-1.30057 -0.75413,-2.27284 -0.20305,-0.97227 -0.54058,-1.99505 -0.75008,-2.27284 -0.20949,-0.27779 -0.53423,-1.35613 -0.72165,-2.39631 -0.4396,-2.43985 -3.5582,-11.86333 -4.56498,-13.79402 -0.42657,-0.81804 -0.77699,-1.75335 -0.7787,-2.07846 -0.003,-0.49529 -2.40149,-5.70827 -4.08276,-8.87221 -1.31273,-2.47038 -0.15171,-3.98457 5.26959,-6.87253 6.34478,-3.3799 16.9928,-4.17828 16.9928,-1.2741 0,0.43438 0.32263,1.50598 0.71695,2.38134 0.39432,0.87536 1.67028,4.43261 2.83548,7.90501 1.16519,3.4724 2.31991,6.52938 2.56605,6.79328 0.24613,0.2639 0.45522,0.83211 0.46465,1.26269 0.009,0.43058 0.45628,1.692 0.99301,2.80317 0.53674,1.11117 0.98499,2.36123 0.99613,2.77792 0.0111,0.41669 0.33836,1.36734 0.72715,2.11255 0.38879,0.74522 0.87086,2.10147 1.07126,3.01388 0.2004,0.91242 0.5426,2.00733 0.76044,2.43314 0.51147,0.99974 1.55806,4.18828 3.23825,9.86556 0.73991,2.50013 1.53079,4.89408 1.7575,5.31988 0.22671,0.42581 0.58099,1.56223 0.78728,2.52538 0.2063,0.96316 0.54988,1.97848 0.76352,2.25627 0.21364,0.27779 0.543,1.30057 0.73193,2.27284 0.18892,0.97227 0.66202,2.79055 1.05133,4.04061 0.38931,1.25007 1.04481,3.52291 1.45667,5.05076 2.49843,9.26843 4.90931,17.34025 5.35536,17.93021 0.21003,0.27779 0.54691,1.52786 0.74862,2.77792 0.20171,1.25007 0.53857,2.50013 0.74858,2.77792 0.21,0.27779 0.67399,1.75514 1.03108,3.283 0.35709,1.52785 0.82592,3.11884 1.04184,3.53553 0.38089,0.73503 0.89924,2.58777 2.19029,7.82868 0.34215,1.38896 0.75988,2.86631 0.92829,3.283 0.16841,0.41669 0.64085,2.3486 1.04987,4.29315 0.40902,1.94454 1.11188,5.01288 1.5619,6.81853 0.45003,1.80564 1.13467,4.6467 1.52141,6.31345 1.70003,7.3265 2.4469,10.13498 2.82063,10.6066 0.22013,0.27779 0.55998,1.3599 0.75523,2.4047 0.19524,1.04478 0.55651,2.02415 0.80281,2.17637 0.2463,0.15223 0.44782,0.71793 0.44782,1.25712 0,0.78047 -0.35433,0.98034 -1.73796,0.98034 -0.95587,0 -1.85997,0.19743 -2.00911,0.43874 -0.14913,0.2413 -1.20133,0.58747 -2.33821,0.76926 -2.7201,0.43496 -5.18028,2.03525 -8.82637,5.74134 l -1.12249,1.14095 -1.02819,-2.40364 z" id="path4256" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 590.11306,396.04555 c -0.28548,-1.18061 -0.77171,-3.28299 -1.08051,-4.67195 -0.30881,-1.38896 -0.77156,-2.97995 -1.02835,-3.53554 -0.25679,-0.55558 -0.70866,-2.5831 -1.00416,-4.50561 -0.2955,-1.9225 -0.65271,-3.68223 -0.7938,-3.91052 -0.14109,-0.22829 -0.57316,-2.17824 -0.96015,-4.33323 -1.91172,-10.64562 -4.0831,-19.05283 -6.11917,-23.69246 -0.38415,-0.87536 -0.69845,-1.8444 -0.69845,-2.15343 0,-0.30903 -0.22674,-0.95653 -0.50386,-1.4389 -0.73034,-1.27123 -3.03168,-8.67284 -3.03168,-9.75052 0,-0.50373 -0.20152,-1.04042 -0.44782,-1.19264 -0.2463,-0.15223 -0.60756,-1.1316 -0.80281,-2.17639 -0.19524,-1.04478 -0.5306,-2.1269 -0.74523,-2.40469 -0.21462,-0.27779 -0.54583,-1.18693 -0.736,-2.0203 -0.50786,-2.22557 -2.44567,-6.81853 -2.87679,-6.81853 -0.2046,0 -0.52512,-0.69717 -0.71227,-1.54925 -0.18715,-0.85209 -0.65838,-2.15898 -1.04717,-2.90419 -0.3888,-0.74522 -0.7083,-1.61015 -0.71002,-1.92208 -0.002,-0.31193 -0.47631,-1.67563 -1.05466,-3.03046 -0.57835,-1.35482 -1.38486,-3.25881 -1.79223,-4.23108 -0.40738,-0.97227 -0.92397,-2.1096 -1.14798,-2.5274 -0.22401,-0.4178 -0.79519,-2.34972 -1.26929,-4.29315 -0.4741,-1.94343 -0.96861,-3.90488 -1.0989,-4.35877 -0.16222,-0.56511 0.17244,-0.928 1.06165,-1.15117 0.7142,-0.17926 2.98347,-1.11477 5.04284,-2.07893 3.48029,-1.62942 4.09314,-1.75248 8.69214,-1.74529 2.72131,0.004 5.21715,0.17899 5.5463,0.38829 0.32915,0.20931 0.75686,1.57463 0.95046,3.03406 0.1936,1.45943 0.54932,2.77546 0.7905,2.92452 0.24118,0.14905 0.44622,0.65534 0.45564,1.12508 0.009,0.46974 0.45628,1.76321 0.99302,2.87438 0.53673,1.11117 0.98499,2.36123 0.99612,2.77792 0.0111,0.41669 0.33666,1.36407 0.72339,2.10529 0.38672,0.74123 0.86559,2.33222 1.06414,3.53554 0.19856,1.20332 0.53691,2.41514 0.75188,2.69293 0.21498,0.27779 0.5559,1.52785 0.75761,2.77792 0.20172,1.25006 0.5421,2.50013 0.7564,2.77792 0.21431,0.27779 0.5479,1.30057 0.74131,2.27284 0.49853,2.50611 2.37029,8.24286 2.87565,8.81358 0.23368,0.2639 0.42487,0.85066 0.42487,1.3039 0,0.45325 0.43796,2.28288 0.97324,4.06587 0.53528,1.78298 1.46045,4.94642 2.05593,7.02985 0.59549,2.08344 1.27455,4.24265 1.50904,4.79823 0.44677,1.05858 1.11092,3.51432 2.32216,8.5863 0.39803,1.66675 0.9211,3.38012 1.16236,3.80749 0.24127,0.42737 0.60019,1.73307 0.79761,2.90154 0.19741,1.16848 0.56644,2.25276 0.82006,2.4095 0.25362,0.15675 0.46112,0.72524 0.46112,1.26333 0,0.53808 0.42338,2.28612 0.94085,3.88453 0.51746,1.59841 1.44664,4.61083 2.06486,6.69427 0.61821,2.08344 1.31801,4.24264 1.55512,4.79823 0.23711,0.55558 0.58423,1.80564 0.77138,2.77792 0.18715,0.97227 0.50804,1.99505 0.71308,2.27284 0.20505,0.27779 0.6019,1.44228 0.88191,2.58776 l 0.5091,2.08267 -2.58172,0.58749 c -1.41995,0.32311 -4.17272,0.90267 -6.11727,1.2879 -5.18439,1.02707 -7.46195,1.6571 -9.12445,2.52405 -2.05007,1.06904 -2.09317,1.04703 -2.677,-1.36746 z" id="path4258" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 597.62137,278.47632 c -3.07333,-0.72045 -6.72968,-6.26227 -7.38348,-11.19093 -0.1792,-1.35084 -0.52314,-2.57803 -0.76432,-2.72708 -0.58422,-0.36107 -0.56424,-5.43469 0.0238,-6.04503 0.25426,-0.2639 0.70535,-2.29809 1.00241,-4.52043 1.3572,-10.15327 2.40938,-13.43663 6.7979,-21.2132 1.80812,-3.20404 6.57961,-9.65454 9.52703,-12.87945 1.5187,-1.66167 5.68814,-5.05076 6.21373,-5.05076 0.22731,0 0.77211,-0.30698 1.21067,-0.68218 0.87886,-0.75189 5.55275,-2.34828 6.87524,-2.34828 2.35732,0 6.73437,5.46567 8.12375,10.14422 1.26519,4.26035 0.21676,28.54316 -1.31749,30.51442 -0.2162,0.27779 -0.54891,1.23401 -0.73934,2.12493 -0.19043,0.89092 -0.78488,2.52775 -1.32101,3.6374 -0.53613,1.10966 -0.97478,2.23688 -0.97478,2.50494 0,0.26806 -0.17046,0.56315 -0.3788,0.65575 -0.20835,0.0926 -1.28795,1.96358 -2.39911,4.15775 -3.49754,6.90642 -9.75762,12.12364 -15.55285,12.96194 -3.71587,0.53751 -6.52158,0.52371 -8.94335,-0.044 z" id="path4260" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 597.36883,285.25853 c -5.48476,-1.34937 -16.03169,-6.32413 -17.34379,-8.1807 -0.53124,-0.75168 -1.1367,-2.15474 -1.34546,-3.11789 -0.20876,-0.96315 -0.57616,-2.09957 -0.81645,-2.52538 -0.48302,-0.85593 -1.73163,-5.81861 -2.54571,-10.1181 -0.31262,-1.65107 -0.40621,-5.9536 -0.2307,-10.60661 0.26295,-6.97146 0.45292,-8.24346 1.73498,-11.61675 3.07244,-8.08411 6.56905,-15.63608 7.96943,-17.21236 0.38962,-0.43856 0.70841,-0.96852 0.70841,-1.17769 0,-1.43555 8.41037,-10.16659 13.16433,-13.66625 l 3.19705,-2.35353 4.57248,0.21245 c 4.55274,0.21154 11.39102,1.69695 11.39102,2.47436 0,0.22456 -0.40912,0.40829 -0.90914,0.40829 -0.50003,0 -1.12506,0.18897 -1.38896,0.41993 -0.2639,0.23096 -1.38896,0.68448 -2.50013,1.00782 -1.11117,0.32334 -2.8158,1.28364 -3.78807,2.13401 -4.75857,4.16194 -8.92291,8.53919 -10.52542,11.06357 -0.4485,0.70652 -0.95378,1.39822 -1.12284,1.53711 -0.54502,0.44779 -4.51418,7.48277 -4.51418,8.00099 0,0.27562 -0.17046,0.57689 -0.37881,0.66949 -0.61554,0.27357 -3.01243,5.50206 -3.8976,8.50212 -0.4508,1.52785 -1.02217,3.45977 -1.26972,4.29314 -0.24754,0.83338 -0.59788,2.65165 -0.77852,4.04061 -0.18064,1.38896 -0.67925,4.33076 -1.10802,6.53733 -1.6797,8.64407 0.84624,19.28531 5.73928,24.17835 2.4679,2.46789 5.62662,3.37697 11.73374,3.37697 2.77878,0 5.1766,-0.20108 5.32849,-0.44684 0.36456,-0.58988 3.31898,-1.01344 3.31898,-0.47584 0,0.22969 -0.28747,0.41761 -0.63882,0.41761 -0.35136,0 -1.53996,0.48297 -2.64133,1.07327 -1.98381,1.06326 -8.66013,1.75436 -11.11452,1.15052 z" id="path4262" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 572.1587,276.08994 c -0.38462,-0.38624 -4.17972,-1.78095 -7.36729,-2.7075 -0.97227,-0.28262 -2.48397,-0.84023 -3.35933,-1.23915 -0.87536,-0.39892 -1.76256,-0.72531 -1.97157,-0.72531 -0.35421,0 -3.67592,-1.49621 -7.80108,-3.51386 -4.15079,-2.03018 -12.51157,-6.81193 -14.14214,-8.08825 -0.97227,-0.76104 -2.27916,-1.65188 -2.90419,-1.97964 -0.62503,-0.32776 -1.13642,-0.76545 -1.13642,-0.97264 0,-0.38064 6.44391,-4.28776 11.68601,-7.08553 7.15053,-3.81634 9.25028,-5.35991 10.4286,-7.66632 1.36065,-2.66328 1.19765,-6.16619 -0.44514,-9.5664 -0.95941,-1.98573 -4.4832,-5.06899 -5.79326,-5.06899 -0.35186,0 -0.73205,-0.27691 -0.84486,-0.61536 -0.28933,-0.86799 -10.2927,-0.67777 -11.37379,0.21629 -0.96886,0.80124 -10.25262,0.68936 -11.80657,-0.14229 -1.40961,-0.7544 -1.12688,-1.83017 2.51256,-9.56017 2.66911,-5.66903 8.80994,-12.75341 12.26842,-14.15348 0.93598,-0.37891 1.81543,-0.83901 1.95433,-1.02246 0.28942,-0.38226 6.10948,-1.84429 9.84898,-2.47411 12.94141,-2.17963 41.91842,-1.78154 46.53888,0.63936 l 1.24145,0.65046 -1.41427,0.70893 c -4.34878,2.17989 -11.67883,9.4314 -15.80894,15.63956 -0.41669,0.62634 -1.11806,1.62389 -1.55861,2.21677 -0.44055,0.59288 -1.34948,2.21439 -2.01984,3.60335 -0.67037,1.38896 -1.34303,2.63902 -1.49481,2.77792 -0.58183,0.53244 -4.03346,8.94703 -4.55796,11.11167 -2.04268,8.43031 -2.44242,10.83066 -2.46515,14.80246 -0.014,2.44662 0.19707,5.96953 0.46906,7.82868 0.27199,1.85916 0.70985,4.85764 0.97302,6.66329 0.63569,4.36154 1.49139,8.13067 2.09268,9.21764 0.38658,0.69884 0.2942,0.88388 -0.44131,0.88388 -0.51163,0 -1.1,-0.17046 -1.30746,-0.3788 z" id="path4264" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 589.63969,142.87057 c -0.94335,-0.68681 -1.13424,-1.23595 -1.01015,-2.90598 0.17899,-2.40908 1.27411,-3.19732 7.16391,-5.15642 7.07259,-2.35253 10.14247,-4.62364 12.42347,-9.19089 1.41028,-2.8238 1.13502,-5.27346 -0.8221,-7.31625 -2.84173,-2.96613 -6.99238,-1.31158 -14.74123,5.87622 -3.77896,3.50536 -3.75889,3.51449 -3.46343,-1.57614 0.3841,-6.61786 2.30658,-15.73569 4.19137,-19.8786 2.26104,-4.969929 2.95085,-6.252287 4.09411,-7.610982 1.04712,-1.244423 1.61824,-1.480395 3.583,-1.480395 2.83264,0 6.13882,1.184055 9.18963,3.291123 1.25007,0.863365 2.61377,1.735036 3.03046,1.937046 2.98633,1.447768 5.39144,3.858458 7.3775,7.394598 1.14789,2.04381 1.25374,2.69467 1.06785,6.56599 -0.22599,4.70624 -1.58773,13.16008 -2.44139,15.15643 -1.68152,3.93237 -4.79746,8.59658 -7.01411,10.49931 -2.64943,2.27422 -4.44433,2.99559 -8.31963,3.34364 -2.21457,0.1989 -4.30862,0.59579 -4.65346,0.88198 -0.34484,0.28619 -2.39675,0.6319 -4.55982,0.76825 -3.1598,0.19918 -4.16146,0.0814 -5.09598,-0.59893 z" id="path4266" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4268" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 593.10248,129.85669 c 7.31153,-6.63221 9.65329,-8.44636 10.90282,-8.44636 0.93402,0 0.86423,1.26455 -0.16127,2.92196 -1.80034,2.90972 -4.13862,4.53435 -9.00058,6.25359 -3.52567,1.24671 -3.79493,1.13393 -1.74097,-0.72919 z" id="path4270" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 551.65943,161.96748 0,-4.39464 2.96466,-2.88304 c 1.65788,-1.61225 4.27378,-3.49596 5.93464,-4.27355 1.63349,-0.76477 3.51203,-1.80822 4.17452,-2.31876 2.71376,-2.09134 1.93116,-0.69996 -1.54178,2.74114 -4.44813,4.40735 -5.948,6.13893 -7.82641,9.03551 -0.78284,1.20715 -1.56299,2.30847 -1.73368,2.44737 -0.17069,0.13889 -0.58819,1.10485 -0.92778,2.14657 -0.33959,1.04172 -0.71345,1.89404 -0.83081,1.89404 -0.11735,0 -0.21336,-1.97759 -0.21336,-4.39464 z" id="path4272" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 550.02292,193.8765 c 0.12823,-0.67076 0.5489,-1.48162 0.93482,-1.80191 0.38593,-0.32029 0.70169,-0.87691 0.70169,-1.23692 0,-0.36002 0.7655,-1.12769 1.70111,-1.70593 1.48776,-0.91948 2.49951,-1.05134 8.06682,-1.05134 5.61747,0 6.67908,0.1411 9.03175,1.20041 1.46633,0.66023 3.23052,1.73983 3.92041,2.39911 l 1.25436,1.1987 -3.5272,0.11717 c -3.43809,0.11421 -18.37957,1.45523 -21.00327,1.88507 -1.15727,0.1896 -1.28587,0.0701 -1.08049,-1.00436 z" id="path4274" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 578.93354,191.05051 c -0.69448,-0.57028 -1.8309,-1.52868 -2.52538,-2.12977 -2.2917,-1.98352 -4.01368,-2.88048 -6.69533,-3.48752 -3.0542,-0.69138 -9.53115,-0.76796 -13.37761,-0.15817 l -2.64781,0.41976 0.76426,-1.53198 c 1.14107,-2.28734 1.99058,-2.79379 4.14305,-2.46996 1.04695,0.15751 3.83546,0.53404 6.19669,0.83673 4.6689,0.59852 6.62541,1.41381 11.58564,4.82783 2.21171,1.52227 3.77736,2.2382 4.89469,2.2382 1.91873,0 2.79454,0.9512 1.24816,1.35559 -0.58354,0.1526 -1.06097,0.47823 -1.06097,0.72362 0,0.75917 -1.20267,0.46185 -2.52539,-0.62433 z" id="path4276" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 553.45121,178.01773 c -0.15848,-0.25642 -0.96739,-0.61541 -1.79758,-0.79775 -0.83019,-0.18234 -1.50943,-0.51424 -1.50943,-0.73756 0,-0.22332 -0.45457,-0.52491 -1.01016,-0.6702 -1.24575,-0.32577 -1.31959,-1.30481 -0.12627,-1.67414 0.48614,-0.15046 1.27855,-0.48425 1.76092,-0.74176 0.48236,-0.25752 1.98335,-0.46821 3.33551,-0.46821 1.90957,0 2.75687,0.27654 3.79493,1.23857 1.6946,1.57051 1.68341,2.18158 -0.0525,2.86721 -0.76393,0.30173 -1.78362,0.75143 -2.26599,0.99933 -1.12053,0.57587 -1.76684,0.57117 -2.12941,-0.0155 z" id="path4278" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 538.32894,197.88808 c -0.16862,-0.43941 -0.30657,-2.54516 -0.30657,-4.67944 0,-2.99395 0.24594,-4.34038 1.07651,-5.89334 1.35075,-2.52558 3.113,-4.18472 4.87958,-4.59405 0.75213,-0.17428 1.89234,-0.6448 2.5338,-1.04561 0.64146,-0.40081 1.66424,-0.65787 2.27285,-0.57126 1.74366,0.24816 1.26816,3.98781 -0.91912,7.22855 -1.96162,2.90641 -3.75547,6.67905 -3.77162,7.93207 -0.007,0.58115 -0.58747,0.96913 -1.78443,1.19368 -0.97534,0.18297 -1.8979,0.5342 -2.05012,0.7805 -0.44713,0.72347 -1.59889,0.51403 -1.93088,-0.3511 z" id="path4280" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 520.66158,214.45985 c -1.23987,-5.10997 -1.13562,-5.9874 0.7564,-6.36581 0.8681,-0.17362 2.60057,-0.31567 3.84992,-0.31567 2.02891,0 2.19961,0.0867 1.59808,0.81148 -0.87696,1.05667 -1.81231,2.63569 -2.586,4.36555 -0.34167,0.76393 -0.78061,1.38896 -0.97543,1.38896 -0.19481,0 -0.5034,0.67925 -0.68574,1.50944 -0.55786,2.53993 -1.09565,2.15691 -1.95723,-1.39395 z" id="path4282" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 517.28248,225.31371 c -1.28099,-0.99848 -3.4575,-5.39838 -4.42684,-8.94904 -0.26544,-0.97227 -0.64522,-2.16552 -0.84396,-2.65165 -0.27461,-0.6717 -0.11304,-0.88389 0.67303,-0.88389 0.56891,0 1.17485,-0.22728 1.34653,-0.50507 0.57154,-0.92477 2.27285,-0.56901 2.27285,0.47527 0,0.53919 0.19732,1.10229 0.4385,1.25135 0.24118,0.14906 0.59644,1.46935 0.78947,2.934 0.19304,1.46464 0.79121,4.00741 1.32927,5.65059 0.53806,1.64318 0.97829,3.06371 0.97829,3.15673 0,0.4208 -1.84682,0.0754 -2.55714,-0.47829 z" id="path4284" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 506.4551,223.65285 c -1.73457,-0.48265 -5.47158,-0.70576 -11.93372,-0.71245 -10.54417,-0.0109 -10.63272,-0.04 -10.72408,-3.52417 -0.0897,-3.41955 2.91873,-6.27429 9.0025,-8.5427 3.51822,-1.3118 10.19756,-1.9793 11.70944,-1.17016 0.90669,0.48524 2.73423,3.60851 3.75,6.40876 0.73589,2.02866 2.48901,7.65678 2.48901,7.99056 0,0.4985 -1.41956,0.34976 -4.29315,-0.44984 z" id="path4286" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 483.05083,210.07801 c 0.20313,-1.73993 1.63196,-2.63536 6.73675,-4.22183 4.13724,-1.28577 7.03539,-2.00389 10.81269,-2.67925 1.50231,-0.2686 2.91143,-0.59959 3.13139,-0.73553 0.50215,-0.31035 1.53983,1.554 1.10626,1.98757 -0.17542,0.17542 -1.36067,0.31913 -2.63388,0.31936 -2.75722,4.9e-4 -9.27737,1.27707 -11.40631,2.23324 -0.83337,0.3743 -2.39051,0.98795 -3.46031,1.36367 -1.0698,0.37572 -2.51034,1.24839 -3.20121,1.93926 l -1.25613,1.25613 0.17075,-1.46262 z" id="path4288" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 485.49443,198.64932 c 0.69448,-0.54987 1.76357,-1.39138 2.37576,-1.87001 0.61219,-0.47863 1.12414,-1.09752 1.13768,-1.37531 0.0135,-0.27779 1.5014,-0.52616 3.30635,-0.55193 3.07152,-0.0438 3.28174,0.0253 3.28174,1.07907 0,0.95557 -0.36201,1.18022 -2.39246,1.4847 -1.31585,0.19733 -2.96366,0.64564 -3.6618,0.99625 -0.69814,0.35062 -2.17848,0.77237 -3.28965,0.93724 l -2.02031,0.29976 1.26269,-0.99977 z" id="path4290" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 499.35028,267.22369 c -0.19098,-0.86951 -0.53643,-1.92932 -0.76767,-2.35512 -0.23125,-0.42581 -0.63201,-1.79697 -0.89059,-3.04704 -0.73532,-3.55481 -2.10199,-8.73715 -2.59734,-9.84899 -0.24752,-0.55558 -0.60582,-1.79818 -0.79622,-2.76134 -0.1904,-0.96315 -0.52906,-2.09957 -0.75258,-2.52538 -0.22352,-0.4258 -0.63322,-1.68333 -0.91045,-2.7945 -1.30316,-5.22325 -2.14637,-8.14915 -2.56225,-8.89087 -0.24969,-0.4453 -0.61278,-1.86863 -0.80687,-3.16293 -0.1941,-1.29431 -0.55396,-2.47755 -0.7997,-2.62943 -0.81474,-0.50353 -0.46445,-1.0968 1.00762,-1.70655 2.1166,-0.87673 19.54874,0.25047 22.78925,1.4736 0.69448,0.26213 2.39911,0.61994 3.78807,0.79514 1.38896,0.1752 4.23001,0.62705 6.31345,1.00411 2.08344,0.37707 4.86767,0.82597 6.18719,0.99756 1.33865,0.17407 2.40048,0.57737 2.40222,0.91238 0.002,0.33021 0.33414,1.23503 0.73873,2.01069 0.40459,0.77566 0.87411,2.25301 1.04339,3.28299 0.16927,1.02999 0.50125,2.32727 0.73773,2.88286 0.23648,0.55558 0.80764,2.63683 1.26925,4.625 0.64241,2.76695 0.70657,3.8628 0.27353,4.67195 -0.31116,0.58141 -0.7688,1.05711 -1.01698,1.05711 -0.24817,0 -0.76194,0.28411 -1.14169,0.63135 -0.87098,0.7964 -2.1146,1.47065 -13.27129,7.19531 -5.00025,2.56571 -9.88687,5.13559 -10.85914,5.71085 -2.90008,1.7159 -5.86365,3.14395 -7.49601,3.6121 -1.44029,0.41307 -1.55573,0.34308 -1.88165,-1.14085 z" id="path4292" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 539.71991,245.66455 c 0.0276,-1.05074 -0.21411,-2.44778 -0.53703,-3.10453 -1.2587,-2.55991 -2.18928,-4.84389 -3.07482,-7.54669 l -0.92298,-2.81707 3.06014,-1.09737 c 3.90439,-1.40012 5.07509,-1.379 8.54171,0.15411 3.69005,1.63191 4.8725,2.85241 4.8725,5.0293 0,3.80297 -2.19565,6.33919 -8.05228,9.30131 l -3.93733,1.99139 0.0501,-1.91045 z m 8.45556,-5.70405 c 1.45558,-0.97784 1.74057,-1.49277 1.87677,-3.39095 0.18339,-2.55585 -0.66543,-3.53737 -3.05915,-3.53737 -3.32095,0 -5.41524,5.46138 -2.79743,7.29497 1.48507,1.04018 1.9493,0.99741 3.97981,-0.36665 z" id="path4294" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 533.75569,280.1402 c -0.46968,-1.86978 -1.04849,-3.634 -1.28624,-3.92047 -0.53636,-0.64627 -1.90718,-5.96007 -2.69438,-10.44433 -0.32534,-1.85336 -0.762,-3.53906 -0.97035,-3.74599 -0.54207,-0.5384 -0.46919,-3.23834 0.0874,-3.23834 0.25642,0 1.12193,0.62504 1.92335,1.38896 2.24733,2.1422 3.1442,2.78562 8.70867,6.24769 5.34145,3.32332 5.55799,3.57936 6.88997,8.14699 0.38478,1.31951 1.01505,3.47871 1.4006,4.79822 0.38554,1.31951 0.86442,2.79686 1.06419,3.283 0.33606,0.81783 -0.18355,0.88388 -6.95304,0.88388 l -7.31624,0 -0.85395,-3.39961 z" id="path4296" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 504.43479,288.0855 c -0.18773,-1.11117 -0.51935,-2.02031 -0.73694,-2.02031 -0.21758,0 -0.54708,-1.19324 -0.73222,-2.65165 -0.18514,-1.4584 -0.53493,-3.3335 -0.77732,-4.16688 -1.0614,-3.64924 -1.04861,-4.13379 0.14161,-5.36336 1.21636,-1.25658 1.62861,-1.50206 9.42848,-5.61435 6.57829,-3.46825 9.29447,-5.02346 9.61853,-5.50731 0.15104,-0.22551 0.82702,-0.47247 1.50219,-0.54879 1.11908,-0.12651 1.25629,0.0844 1.55251,2.3866 0.33174,2.57814 1.71356,7.13674 2.44587,8.06884 0.2236,0.2846 0.55833,1.36017 0.74383,2.39016 0.1855,1.02999 0.66831,2.50733 1.0729,3.283 0.82774,1.58691 0.95102,2.3568 0.31439,1.96334 -0.75466,-0.4664 -9.65739,1.42353 -10.16673,2.15826 -0.14573,0.21022 -1.58712,0.79174 -3.20309,1.29225 -2.05796,0.63742 -3.8725,1.72493 -6.0572,3.63027 -3.80495,3.31842 -4.68421,3.43799 -5.14681,0.69993 z" id="path4298" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 551.93923,279.41354 c -0.51408,-1.5371 -1.28452,-4.75982 -1.28714,-5.38404 -0.004,-0.84321 2.56396,-0.35327 4.58291,0.87452 l 1.38688,0.84342 -2.22896,2.16903 c -1.47831,1.43857 -2.30464,1.94273 -2.45369,1.49707 z" id="path4300" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 492.36572,313.72936 c -0.27379,-1.36894 -0.0943,-1.84684 1.11976,-2.98148 0.7952,-0.74318 2.44768,-1.80724 3.67218,-2.36458 2.40474,-1.09454 7.85131,-2.61878 9.37034,-2.62231 0.51549,-0.001 2.07367,-1.03651 3.46263,-2.30068 5.70925,-5.19633 10.3768,-7.40899 16.94758,-8.03403 3.89155,-0.37018 8.88812,-1.56492 9.8898,-2.36476 0.31538,-0.25183 3.56113,-0.6714 7.21279,-0.93237 7.88936,-0.56385 9.7357,-1.254 13.67954,-5.11333 3.36179,-3.28975 5.48734,-4.42692 9.22193,-4.93371 1.55898,-0.21156 3.13334,-0.62389 3.49856,-0.91628 0.38727,-0.31006 1.08505,-0.36194 1.67418,-0.12448 0.55559,0.22394 1.83464,0.42313 2.84235,0.44266 1.0077,0.0195 2.0545,0.3196 2.32622,0.66684 0.41632,0.53206 1.64996,4.75884 1.64996,5.65323 0,0.15478 -1.19324,0.28158 -2.65165,0.28178 -2.76959,3.8e-4 -10.86011,1.99299 -13.33681,3.28472 -0.79017,0.41212 -1.58123,0.75071 -1.75792,0.75242 -0.17669,0.002 -1.71086,0.93105 -3.40927,2.0652 -3.34952,2.23673 -3.58796,2.83472 -2.33039,5.8445 0.41668,0.99727 0.75761,1.87622 0.75761,1.95322 0,0.077 -0.96596,0.25877 -2.14657,0.40393 -3.91726,0.48164 -7.33468,1.2675 -8.79433,2.02231 -2.92345,1.51178 -3.25242,1.35891 -4.70094,-2.18453 -1.23214,-3.01413 -1.50489,-3.3273 -3.33044,-3.82405 -1.09361,-0.29758 -2.38304,-0.71845 -2.8654,-0.93528 -1.62274,-0.72944 -10.29007,0.68118 -14.52781,2.36442 -3.87041,1.53734 -4.81195,2.12508 -8.33376,5.20225 -1.11117,0.97088 -2.58851,1.90416 -3.28299,2.07397 -0.69448,0.16981 -1.48998,0.47924 -1.76777,0.68762 -0.27779,0.20839 -1.69257,0.53851 -3.14395,0.73361 -2.84841,0.3829 -5.81122,2.1653 -8.51745,5.12403 -0.85793,0.93798 -1.68184,1.70542 -1.8309,1.70542 -0.14907,0 -0.41775,-0.73362 -0.59708,-1.63026 z" id="path4302" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 491.48623,304.78955 c 0.23126,-0.23127 0.54904,-0.46982 0.70616,-0.53011 0.15713,-0.0603 0.28569,-0.23269 0.28569,-0.38309 0,-0.15041 0.11771,-0.27347 0.26158,-0.27347 0.14386,0 0.34758,-0.16071 0.45271,-0.35714 0.10512,-0.19643 0.30602,-0.35714 0.44643,-0.35714 0.14041,0 0.3413,-0.16072 0.44643,-0.35714 0.10512,-0.19643 0.34834,-0.35715 0.54048,-0.35715 0.19214,0 0.44971,-0.16071 0.57239,-0.35714 0.12267,-0.19643 0.35358,-0.35714 0.51314,-0.35714 0.15956,0 0.49442,-0.16072 0.74414,-0.35715 0.28604,-0.22499 0.72443,-0.35714 1.1848,-0.35714 0.48039,0 0.84725,-0.11649 1.07077,-0.34001 0.28394,-0.28394 0.72804,-0.36147 2.69328,-0.47016 1.73211,-0.0958 2.378,-0.19458 2.44695,-0.37427 0.0515,-0.13427 0.32299,-0.24413 0.60325,-0.24413 0.28027,0 0.59434,-0.10045 0.69796,-0.22321 0.10361,-0.12277 0.38803,-0.44834 0.63204,-0.72349 0.24401,-0.27515 0.44365,-0.63002 0.44365,-0.78859 0,-0.15858 0.12012,-0.4156 0.26692,-0.57116 0.66197,-0.70145 1.16165,-1.42949 1.16165,-1.69254 0,-0.1577 0.12306,-0.28672 0.27347,-0.28672 0.1504,0 0.32633,-0.14063 0.39095,-0.3125 0.117,-0.31119 2.14957,-2.3501 2.93885,-2.94801 0.22802,-0.17274 0.66726,-0.51426 0.97608,-0.75893 0.30882,-0.24467 0.64751,-0.44485 0.75265,-0.44485 0.10513,0 0.27716,-0.16071 0.38229,-0.35714 0.10512,-0.19643 0.33657,-0.35715 0.51432,-0.35715 0.17775,0 0.46863,-0.16071 0.64639,-0.35714 0.17777,-0.19643 0.4313,-0.35714 0.5634,-0.35714 0.13209,0 0.40089,-0.16072 0.59732,-0.35714 0.19643,-0.19643 0.48509,-0.35715 0.64148,-0.35715 0.15638,0 0.48865,-0.16071 0.73836,-0.35714 0.24972,-0.19643 0.59146,-0.35714 0.75942,-0.35714 0.16796,0 0.45083,-0.16072 0.6286,-0.35715 0.17776,-0.19642 0.51906,-0.35714 0.75843,-0.35714 0.23938,0 0.63955,-0.16071 0.88927,-0.35714 0.24972,-0.19643 0.71199,-0.35714 1.02727,-0.35714 0.34646,0 0.70111,-0.1413 0.89645,-0.35715 0.22572,-0.24941 0.55,-0.35714 1.07503,-0.35714 0.47758,0 0.91492,-0.12831 1.19899,-0.35175 0.37668,-0.2963 0.75663,-0.35651 2.41003,-0.38191 1.76059,-0.027 2.00039,0.007 2.32713,0.33412 0.20036,0.20036 0.41781,0.53293 0.48323,0.73905 0.0654,0.20613 0.22402,0.37478 0.35245,0.37478 0.12842,0 0.28243,0.24463 0.34223,0.54362 0.16398,0.81991 0.90509,1.05226 2.75728,0.86447 0.81514,-0.0826 1.65668,-0.27256 1.87009,-0.42203 0.31683,-0.22192 0.99493,-0.26733 3.69649,-0.24753 2.6991,0.0198 3.06341,0.0499 1.97791,0.16337 -0.80458,0.0841 -1.4046,0.23965 -1.51785,0.3934 -0.13225,0.17954 -0.75688,0.28634 -2.12533,0.36337 -1.38255,0.0778 -1.99675,0.18376 -2.14286,0.36957 -0.16219,0.20625 -0.88125,0.27501 -3.45479,0.33033 -2.63314,0.0566 -3.31098,0.12331 -3.57143,0.35146 -0.20438,0.17904 -0.80433,0.31427 -1.64734,0.37132 -0.93851,0.0635 -1.38771,0.17428 -1.53754,0.37918 -0.15909,0.21758 -0.51721,0.29052 -1.44197,0.29373 -1.33122,0.005 -2.55735,0.22679 -2.72965,0.49463 -0.0593,0.0922 -0.56862,0.20493 -1.13183,0.25059 -0.56321,0.0457 -1.16589,0.20656 -1.33928,0.35757 -0.1734,0.15101 -0.67043,0.31948 -1.10451,0.3744 -0.43408,0.0549 -0.85483,0.21703 -0.93499,0.36027 -0.0802,0.14325 -0.43235,0.31421 -0.78264,0.37993 -0.3503,0.0657 -0.67867,0.22833 -0.72972,0.36137 -0.0511,0.13304 -0.30799,0.29584 -0.57098,0.36178 -0.26298,0.0659 -0.6219,0.27408 -0.7976,0.46254 -0.1757,0.18846 -0.43686,0.34266 -0.58036,0.34266 -0.14349,0 -0.2609,0.11182 -0.2609,0.24849 0,0.13668 -0.1808,0.29516 -0.40179,0.35218 -0.22098,0.057 -0.74459,0.41924 -1.16358,0.80493 -0.41899,0.38569 -0.88105,0.74701 -1.02679,0.80293 -0.14574,0.0559 -0.26498,0.22474 -0.26498,0.37515 0,0.1504 -0.12806,0.27346 -0.28458,0.27346 -0.15651,0 -0.32466,0.15328 -0.37365,0.34063 -0.049,0.18735 -0.24236,0.38072 -0.42971,0.42971 -0.18735,0.049 -0.34063,0.21714 -0.34063,0.37366 0,0.15651 -0.12306,0.28457 -0.27347,0.28457 -0.1504,0 -0.32043,0.12241 -0.37785,0.27203 -0.21831,0.56891 -2.41774,2.58511 -2.82004,2.58511 -0.22141,0 -0.58787,0.16072 -0.81436,0.35715 -0.36705,0.31834 -0.6681,0.35714 -2.7711,0.35714 -2.08891,0 -2.41134,0.0409 -2.81334,0.35714 -0.26265,0.2066 -0.72443,0.35714 -1.09551,0.35714 -0.40338,0 -0.77404,0.13256 -0.99862,0.35715 -0.19643,0.19643 -0.51786,0.35714 -0.71429,0.35714 -0.19642,0 -0.51785,0.16071 -0.71428,0.35714 -0.19643,0.19643 -0.46523,0.35715 -0.59733,0.35715 -0.13209,0 -0.38562,0.16071 -0.56339,0.35714 -0.17776,0.19643 -0.47078,0.35714 -0.65116,0.35714 -0.18037,0 -0.42832,0.16072 -0.55099,0.35714 -0.12267,0.19643 -0.40095,0.35715 -0.6184,0.35715 l -0.39536,0 0.42049,-0.42048 z" id="path4304" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 500.66592,324.39276 c -0.15486,-0.15486 -0.61404,-0.32615 -1.02041,-0.38066 -0.43668,-0.0586 -0.73886,-0.19411 -0.73886,-0.33141 0,-0.12777 -0.17062,-0.28647 -0.37917,-0.35265 -0.20855,-0.0662 -0.71078,-0.48574 -1.11607,-0.93232 -0.4053,-0.44659 -0.87752,-0.93803 -1.0494,-1.09209 -0.17187,-0.15407 -0.3125,-0.37997 -0.3125,-0.50201 0,-0.12203 -0.16997,-0.31285 -0.3777,-0.42402 -0.31293,-0.16748 -0.35983,-0.31226 -0.27351,-0.84424 0.0573,-0.35316 0.21812,-0.70585 0.35736,-0.78378 0.13924,-0.0779 0.30468,-0.41629 0.36765,-0.75194 0.063,-0.33565 0.23284,-0.65569 0.37749,-0.7112 0.14465,-0.0555 0.263,-0.19643 0.263,-0.31316 0,-0.25129 2.42864,-2.65611 2.68242,-2.65611 0.0961,0 0.17472,-0.12054 0.17472,-0.26786 0,-0.14732 0.14556,-0.26785 0.32347,-0.26785 0.17791,0 0.49249,-0.15747 0.69907,-0.34993 0.20658,-0.19245 0.57752,-0.4006 0.82432,-0.46254 0.2468,-0.0619 0.48763,-0.21401 0.53519,-0.33793 0.0476,-0.12392 0.46937,-0.2778 0.93737,-0.34194 0.468,-0.0642 0.98679,-0.2396 1.15286,-0.3899 0.227,-0.20543 0.79855,-0.28278 2.30246,-0.31159 1.72635,-0.0331 2.03207,0.005 2.23078,0.27418 0.12666,0.17188 0.32187,0.3125 0.43381,0.3125 0.11194,0 0.20353,0.19432 0.20353,0.43183 0,0.61644 0.17762,0.99674 0.46553,0.99674 0.16513,0 0.24875,0.20961 0.24875,0.62349 0,0.43009 0.11078,0.69267 0.35715,0.84653 0.23335,0.14573 0.35714,0.41643 0.35714,0.781 0,0.30688 0.16071,0.76228 0.35714,1.012 0.19643,0.24972 0.35714,0.66312 0.35714,0.91868 0,0.25556 0.16072,0.60227 0.35715,0.77045 0.21652,0.18539 0.35714,0.52678 0.35714,0.86703 0,0.30868 0.14906,0.75287 0.33123,0.9871 0.18218,0.23423 0.37321,0.80756 0.4245,1.27408 l 0.0933,0.84822 -0.57899,0 c -0.31844,0 -0.77062,0.14973 -1.00485,0.33273 -0.26129,0.20415 -0.833,0.36595 -1.47941,0.41869 -0.64441,0.0526 -1.12984,0.18966 -1.25,0.35299 -0.13157,0.17882 -0.6591,0.30181 -1.59715,0.37237 -0.89681,0.0675 -1.51214,0.20621 -1.71049,0.38571 -0.45131,0.40843 -4.27448,0.40746 -4.68312,-0.001 z" id="path4306" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 545.87094,317.63316 c 0,-0.39932 -0.1334,-0.77082 -0.35714,-0.99456 -0.2381,-0.2381 -0.35715,-0.59524 -0.35715,-1.07143 0,-0.47619 -0.11904,-0.83333 -0.35714,-1.07143 -0.22147,-0.22147 -0.35714,-0.59524 -0.35714,-0.98389 0,-0.40577 -0.12592,-0.73456 -0.35714,-0.93254 -0.27915,-0.23902 -0.35715,-0.52678 -0.35715,-1.31767 0,-1.00957 0.001,-1.01212 0.60776,-1.12588 0.33427,-0.0627 0.64921,-0.22203 0.69986,-0.35404 0.0507,-0.13201 0.31324,-0.29552 0.58351,-0.36336 0.27027,-0.0678 0.68938,-0.27906 0.93136,-0.4694 0.24198,-0.19034 0.55708,-0.34608 0.70021,-0.34608 0.14314,0 0.46457,-0.16071 0.71429,-0.35714 0.24972,-0.19643 0.66418,-0.35767 0.92102,-0.35832 0.25685,-6.4e-4 0.70806,-0.16083 1.00271,-0.35596 0.82992,-0.54964 1.16071,-0.4733 1.16071,0.26785 0,0.34375 -0.0675,0.625 -0.14991,0.625 -0.21183,0 -0.56437,0.82993 -0.56437,1.32859 0,0.2304 -0.11611,0.46347 -0.25801,0.51792 -0.1419,0.0545 -0.31426,0.40457 -0.38301,0.77804 -0.0688,0.37346 -0.27409,0.87066 -0.45628,1.10489 -0.1822,0.23423 -0.33128,0.63825 -0.33128,0.89782 0,0.25957 -0.16071,0.60955 -0.35714,0.77774 -0.19859,0.17004 -0.35714,0.52677 -0.35714,0.80357 0,0.2768 -0.15855,0.63353 -0.35714,0.80357 -0.19643,0.16819 -0.35715,0.50465 -0.35715,0.74769 0,0.25432 -0.1468,0.52046 -0.34584,0.62698 -0.20862,0.11165 -0.36805,0.41529 -0.40179,0.76522 -0.0429,0.44457 -0.14982,0.59345 -0.45772,0.63718 -0.35229,0.05 -0.40179,-0.0215 -0.40179,-0.58036 z" id="path4308" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 584.89314,292.61076 c -0.0361,-0.17362 -0.0976,-0.46811 -0.13688,-0.65443 -0.0392,-0.18632 -0.20488,-0.49747 -0.36811,-0.69146 -0.16323,-0.19398 -0.33283,-0.51684 -0.37689,-0.71746 -0.0441,-0.20063 -0.1823,-0.47445 -0.30719,-0.60851 -0.29494,-0.31658 -0.60629,-1.89915 -0.41188,-2.09356 0.10004,-0.10005 0.16,-0.0714 0.21728,0.10392 0.23078,0.70622 0.36323,0.95725 0.56089,1.06303 0.14127,0.0756 0.24211,0.32828 0.28584,0.71624 0.0441,0.39093 0.15686,0.67173 0.3243,0.80731 0.18938,0.15335 0.27742,0.4197 0.33555,1.01514 0.0434,0.44398 0.105,0.93509 0.13699,1.09135 0.032,0.15625 0.001,0.2841 -0.0681,0.2841 -0.0694,0 -0.15576,-0.14205 -0.1918,-0.31567 z" id="path4310" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 490.01172,299.06174 c -0.16269,-0.22573 -0.32787,-0.92936 -0.38395,-1.63553 -0.0615,-0.77412 -0.19483,-1.31038 -0.35523,-1.42857 -0.14546,-0.10718 -0.30326,-0.64238 -0.36397,-1.23443 -0.0589,-0.57486 -0.23267,-1.18387 -0.38604,-1.35335 -0.15337,-0.16947 -0.27931,-0.62323 -0.27986,-1.00835 -0.001,-0.86502 -0.31399,-2.03951 -0.54311,-2.03951 -0.0936,0 -0.17209,-0.30134 -0.17444,-0.66965 -0.005,-0.83968 -0.2743,-2.02659 -0.4915,-2.16898 -0.0904,-0.0593 -0.21867,-0.58995 -0.28495,-1.17923 -0.0663,-0.58929 -0.22596,-1.15179 -0.35486,-1.25 -0.1289,-0.0982 -0.28515,-0.61061 -0.34723,-1.13866 -0.0621,-0.52805 -0.2244,-1.13073 -0.36073,-1.33928 -0.13632,-0.20857 -0.3061,-0.86135 -0.37727,-1.45063 -0.0712,-0.58929 -0.23516,-1.23673 -0.36441,-1.43875 -0.12925,-0.20203 -0.29175,-1.0056 -0.36111,-1.78572 -0.0694,-0.78011 -0.23538,-1.59179 -0.36895,-1.80373 -0.13356,-0.21194 -0.29652,-0.93516 -0.36212,-1.60714 -0.0656,-0.672 -0.22194,-1.34234 -0.34742,-1.48966 -0.12547,-0.14732 -0.28529,-0.75 -0.35514,-1.33929 -0.0699,-0.58928 -0.2429,-1.20376 -0.38453,-1.3655 -0.14163,-0.16174 -0.30335,-0.76442 -0.35937,-1.33929 -0.056,-0.57486 -0.21859,-1.1796 -0.36127,-1.34385 -0.14269,-0.16425 -0.30336,-0.64639 -0.35706,-1.07143 -0.0537,-0.42503 -0.20295,-0.89451 -0.33167,-1.04328 -0.12872,-0.14877 -0.31362,-0.62468 -0.41089,-1.05758 -0.0973,-0.4329 -0.30281,-0.85758 -0.45676,-0.94374 -0.1951,-0.10918 -0.27992,-0.42321 -0.27992,-1.03631 0,-0.56482 -0.12759,-1.08894 -0.35648,-1.46435 -0.25573,-0.41944 -0.35666,-0.90057 -0.35714,-1.70249 -5.4e-4,-0.89631 -0.0714,-1.17841 -0.35781,-1.42361 -0.26196,-0.22429 -0.35715,-0.52678 -0.35715,-1.13489 0,-0.5587 -0.11647,-0.97716 -0.35714,-1.28312 -0.26044,-0.3311 -0.35714,-0.72443 -0.35714,-1.45265 0,-0.73936 -0.0872,-1.0858 -0.33579,-1.33441 -0.24706,-0.24706 -0.35457,-0.66825 -0.40688,-1.59402 -0.0464,-0.82044 -0.1714,-1.37155 -0.35936,-1.58386 -0.19157,-0.21639 -0.31199,-0.76643 -0.35899,-1.63973 -0.0503,-0.9351 -0.15286,-1.37418 -0.35555,-1.52239 -0.20918,-0.15296 -0.30232,-0.59349 -0.3507,-1.65876 -0.0482,-1.061 -0.14965,-1.54306 -0.37787,-1.79524 -0.22997,-0.25412 -0.312,-0.65165 -0.312,-1.51198 0,-0.89682 -0.0827,-1.27239 -0.35715,-1.62125 -0.25962,-0.33005 -0.35714,-0.72442 -0.35714,-1.44425 0,-0.94288 -0.27148,-1.89988 -0.53896,-1.89988 -0.18886,0 -0.38732,-3.76933 -0.25212,-4.78851 0.0883,-0.66595 0.20479,-0.91759 0.45491,-0.983 0.18489,-0.0483 0.33617,-0.21597 0.33617,-0.37248 0,-0.15756 0.14705,-0.28458 0.32947,-0.28458 0.1812,0 0.47491,-0.16071 0.65267,-0.35714 0.17777,-0.19643 0.47147,-0.35714 0.65268,-0.35714 0.18121,0 0.49018,-0.16072 0.68661,-0.35715 0.19893,-0.19893 0.59524,-0.35714 0.8946,-0.35714 0.31649,0 0.66319,-0.14684 0.84326,-0.35714 0.24486,-0.28598 0.52678,-0.35714 1.41479,-0.35714 0.95216,0 1.12503,0.0505 1.22235,0.35714 0.0623,0.19643 0.22306,0.35714 0.35714,0.35714 0.13409,0 0.2948,0.16072 0.35714,0.35714 0.0623,0.19643 0.22848,0.35715 0.36918,0.35715 0.1407,0 0.25582,0.10808 0.25582,0.24018 0,0.1321 0.16072,0.38562 0.35715,0.56339 0.19643,0.17776 0.35714,0.46834 0.35714,0.64572 0,0.17738 0.14914,0.46626 0.33143,0.64196 0.18229,0.17571 0.38414,0.59544 0.44855,0.93274 0.0644,0.33731 0.22594,0.73909 0.35894,0.89286 0.13299,0.15377 0.29133,0.72154 0.35185,1.26172 0.0605,0.54018 0.21883,1.0625 0.35179,1.16071 0.13296,0.0982 0.29533,0.69483 0.36083,1.3258 0.0655,0.63097 0.22865,1.27383 0.36258,1.42857 0.13393,0.15474 0.29247,0.83538 0.35232,1.51253 0.0598,0.67714 0.22184,1.36018 0.35999,1.51785 0.13814,0.15768 0.30727,0.82983 0.37583,1.49367 0.0686,0.66385 0.23873,1.32105 0.37814,1.46046 0.1394,0.13941 0.25538,0.48019 0.25772,0.7573 0.006,0.71016 0.29497,1.87499 0.49693,2.00316 0.0934,0.0593 0.22743,0.54977 0.29777,1.08995 0.0703,0.54018 0.23684,1.1541 0.37,1.36428 0.13315,0.21018 0.29639,0.79136 0.36274,1.29153 0.0663,0.50016 0.22592,0.99677 0.35461,1.10357 0.12869,0.1068 0.28884,0.65061 0.35589,1.20847 0.0671,0.55786 0.23244,1.1407 0.36752,1.2952 0.13508,0.1545 0.29655,0.67682 0.35882,1.16071 0.0623,0.4839 0.26358,1.13037 0.44734,1.4366 0.18377,0.30624 0.33412,0.84894 0.33412,1.20601 0,0.35706 0.16072,0.94907 0.35715,1.31556 0.19643,0.36649 0.35714,0.94246 0.35714,1.27993 0,0.33748 0.13412,0.76179 0.29804,0.94292 0.17079,0.18872 0.33242,0.74393 0.37857,1.30041 0.0536,0.64643 0.19277,1.07267 0.41624,1.27491 0.24076,0.21788 0.33572,0.54905 0.33572,1.17075 0,0.64595 0.091,0.94488 0.35714,1.17272 0.26196,0.2243 0.35715,0.52678 0.35715,1.13489 0,0.5587 0.11647,0.97716 0.35714,1.28312 0.22499,0.28604 0.35714,0.72443 0.35714,1.1848 0,0.49267 0.11637,0.84712 0.35715,1.0879 0.25132,0.25133 0.35714,0.59524 0.35714,1.16072 0,0.56547 0.10582,0.90939 0.35714,1.16071 0.2381,0.2381 0.35714,0.59524 0.35714,1.07143 0,0.4597 0.11905,0.83333 0.33401,1.04829 0.22893,0.22893 0.35876,0.67626 0.4127,1.42188 0.046,0.63542 0.19562,1.22063 0.35984,1.40707 0.1671,0.1897 0.31199,0.76926 0.35715,1.42857 0.0447,0.65248 0.19075,1.24084 0.35464,1.42857 0.1829,0.20951 0.31171,0.82986 0.37487,1.80531 0.0645,0.99683 0.18968,1.58938 0.38008,1.79977 0.18034,0.19927 0.28386,0.64165 0.28386,1.21302 0,0.62897 0.10737,1.03586 0.35714,1.35339 0.20495,0.26055 0.35714,0.72443 0.35714,1.08855 0,0.38547 0.13053,0.75992 0.33254,0.95398 0.1829,0.1757 0.37846,0.67825 0.43459,1.11676 0.0561,0.43852 0.22014,0.88367 0.36448,0.98921 0.18508,0.13533 0.28069,0.63553 0.32435,1.6968 l 0.0619,1.5049 -0.80357,0.40583 c -0.44197,0.22321 -1.03197,0.40667 -1.31112,0.40768 -0.27915,0.001 -0.71187,0.16256 -0.96158,0.35899 -0.24972,0.19643 -0.57115,0.35715 -0.71429,0.35715 -0.14314,0 -0.46457,0.16071 -0.71428,0.35714 -0.30431,0.23936 -0.72581,0.35753 -1.27817,0.35832 -0.52187,7.1e-4 -1.02061,0.1313 -1.35985,0.35596 -0.29464,0.19514 -0.74586,0.35532 -1.0027,0.35597 -0.25685,7.1e-4 -0.67131,0.16189 -0.92102,0.35832 -0.24972,0.19643 -0.62295,0.35714 -0.82941,0.35714 -0.20645,0 -0.51297,0.16072 -0.68116,0.35715 -0.37935,0.44304 -0.42647,0.44001 -0.7798,-0.0503 z" id="path4312" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 510.48457,179.06106 c -8.69025,-0.0573 -13.17311,-0.17485 -13.28028,-0.34826 -0.0995,-0.16103 -2.38863,-0.31902 -5.94813,-0.41054 -3.18249,-0.0818 -5.92237,-0.25601 -6.08862,-0.38708 -0.16625,-0.13106 -3.8028,-0.30121 -8.08122,-0.3781 -4.27842,-0.0769 -7.89259,-0.22751 -8.03149,-0.33471 -0.13889,-0.1072 -2.41174,-0.27645 -5.05076,-0.37611 -2.63902,-0.0997 -4.91727,-0.27587 -5.06277,-0.39159 -0.14551,-0.11573 -3.48858,-0.24399 -7.42905,-0.28505 -5.45322,-0.0568 -7.18958,-0.15003 -7.2695,-0.39031 -0.0578,-0.17362 -0.25209,-0.31567 -0.43185,-0.31567 -0.17977,0 -0.46265,-0.16364 -0.62864,-0.36365 -0.16599,-0.2 -0.54924,-0.41181 -0.85167,-0.47068 -0.30243,-0.0589 0.60197,-0.12252 2.00977,-0.14143 1.83537,-0.0247 2.76433,0.0724 3.283,0.34286 0.54843,0.28603 1.64952,0.37763 4.55351,0.37881 2.47814,0.001 3.86174,0.0963 3.91961,0.26991 0.0539,0.16185 1.44035,0.32556 3.49345,0.4125 1.89992,0.0804 3.56054,0.26873 3.7583,0.42612 0.2521,0.20063 6.0793,0.30535 20.19872,0.36299 10.91442,0.0446 19.96374,0.18006 20.10959,0.3011 0.14586,0.12105 4.1821,0.28888 8.96944,0.37295 4.78734,0.0841 9.102,0.26083 9.58813,0.3928 0.89256,0.24229 6.19464,0.62452 13.38452,0.96489 l 3.91434,0.1853 -3.43191,0.0505 c -1.88755,0.0278 -5.46728,0.0884 -7.95495,0.13472 -2.48767,0.0463 -10.42636,0.0453 -17.64154,-0.002 z" id="path4314" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 473.72679,214.81693 c 0,-0.52374 -1.14008,-1.2233 -2.02031,-1.23966 -0.48613,-0.009 -1.10447,-0.18328 -1.37409,-0.38721 -0.26961,-0.20393 -0.75259,-0.37078 -1.07329,-0.37078 -0.32069,0 -0.58307,-0.10132 -0.58307,-0.22516 0,-0.12384 -0.31138,-0.30331 -0.69195,-0.39883 -0.38058,-0.0955 -0.74991,-0.24999 -0.82075,-0.34328 -0.0708,-0.0933 -0.64019,-0.43139 -1.26522,-0.75134 -0.62504,-0.31995 -1.47735,-0.80157 -1.89404,-1.07027 -0.41669,-0.2687 -0.92808,-0.5655 -1.13642,-0.65956 -0.20834,-0.094 -0.79291,-0.49305 -1.29903,-0.88666 -0.50613,-0.39361 -0.99722,-0.71566 -1.09133,-0.71566 -0.0941,0 -0.3295,-0.14205 -0.5231,-0.31567 -0.70979,-0.63652 -1.01898,-0.85609 -1.88477,-1.33846 -0.48613,-0.27084 -0.97476,-0.6345 -1.08583,-0.80812 -0.11108,-0.17362 -0.37034,-0.31567 -0.57614,-0.31567 -0.2058,0 -0.4396,-0.17046 -0.51954,-0.37881 -0.0799,-0.20834 -0.23759,-0.3788 -0.3503,-0.3788 -0.26388,0 -2.09013,-1.61282 -3.2551,-2.87469 -0.49794,-0.53936 -1.54181,-1.63799 -2.31971,-2.44141 -0.77791,-0.80341 -1.79671,-1.95311 -2.26401,-2.55488 -1.04521,-1.34597 -1.63864,-2.03937 -2.69821,-3.15274 -0.45142,-0.47432 -0.82075,-0.94694 -0.82075,-1.05025 0,-0.10331 -0.34093,-0.56111 -0.75762,-1.01732 -0.41669,-0.45622 -0.75761,-0.88654 -0.75761,-0.95627 0,-0.49922 -5.50884,-5.92201 -7.65677,-7.53715 -0.7952,-0.59796 -0.89494,-0.7642 -0.56821,-0.94705 0.21796,-0.12197 0.3963,-0.3289 0.3963,-0.45984 0,-0.40544 1.07664,-1.50078 1.85859,-1.89087 0.85919,-0.42862 1.82961,-0.4847 2.05575,-0.11881 0.0858,0.1389 0.63235,0.25308 1.21446,0.25375 0.85373,9.7e-4 1.2415,0.16939 2.0054,0.871 0.52086,0.4784 0.94702,0.97708 0.94702,1.1082 0,0.13112 0.17046,0.30381 0.3788,0.38376 0.20835,0.0799 0.38243,0.3478 0.38684,0.59523 0.004,0.24742 0.17488,0.67046 0.37881,0.94007 0.20393,0.26962 0.37078,0.74589 0.37078,1.05839 0,0.31249 0.10375,0.63229 0.23056,0.71067 0.12681,0.0784 0.30726,0.59647 0.401,1.15132 0.0937,0.55486 0.2741,1.00883 0.40079,1.00883 0.12668,0 0.23034,0.26239 0.23034,0.58308 0,0.32069 0.16684,0.80367 0.37077,1.07329 0.20393,0.26961 0.37439,0.73199 0.37881,1.0275 0.004,0.2955 0.17849,0.67876 0.38684,0.85167 0.20834,0.17291 0.3788,0.51963 0.3788,0.77049 0,0.25087 0.17047,0.62658 0.37881,0.83493 0.20835,0.20834 0.37881,0.60205 0.37881,0.8749 0,0.27285 0.17046,0.56151 0.37881,0.64146 0.20834,0.0799 0.3788,0.43303 0.3788,0.78463 0,0.3516 0.0868,0.63927 0.19292,0.63927 0.10611,0 0.44987,0.54122 0.76393,1.20271 0.6013,1.26651 2.1156,3.09044 2.56581,3.09044 0.14598,0 0.26542,0.11148 0.26542,0.24773 0,0.13625 0.2841,0.31903 0.63134,0.40618 0.34724,0.0872 0.63135,0.25358 0.63135,0.36984 0,0.22161 0.43039,0.48063 2.44235,1.46986 0.6707,0.32976 1.52109,0.75592 1.88976,0.94702 0.36867,0.19109 0.85165,0.34744 1.07329,0.34744 0.22163,0 0.40297,0.11365 0.40297,0.25254 0,0.1389 0.19888,0.25324 0.44195,0.25409 0.24306,7.6e-4 0.76744,0.17132 1.16528,0.37881 0.39785,0.20749 0.96606,0.38087 1.26269,0.38528 0.29664,0.004 0.75994,0.17489 1.02956,0.37881 0.26961,0.20393 0.90033,0.37078 1.40158,0.37078 0.50126,0 1.05059,0.1392 1.22073,0.30935 0.24411,0.2441 0.41382,0.2441 0.8047,0 0.72776,-0.4545 3.97939,-0.40377 4.45261,0.0695 0.22448,0.22447 0.8418,0.3788 1.51523,0.3788 0.67344,0 1.29075,0.15433 1.51523,0.37881 0.20835,0.20834 0.6548,0.37881 0.99212,0.37881 0.33731,0 0.61363,0.0852 0.61403,0.1894 5e-4,0.10417 0.341,0.41669 0.75689,0.69448 0.65822,0.43966 0.75625,0.6567 0.75688,1.67577 5.1e-4,0.64387 -0.16903,1.49619 -0.37652,1.89403 -0.20749,0.39784 -0.37795,1.03586 -0.37881,1.41783 -0.001,0.39428 -0.14097,0.69448 -0.32408,0.69448 -0.17739,0 -0.69579,0.34092 -1.15201,0.75761 -0.83812,0.76551 -1.55592,0.98807 -1.55592,0.48242 z" id="path4316" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4318" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4320" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4322" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 470.60946,192.39413 c -0.10538,-0.0721 -0.24348,-0.27182 -0.3069,-0.44369 -0.0634,-0.17188 -0.23836,-0.3125 -0.38876,-0.3125 -0.1504,0 -0.27346,-0.081 -0.27346,-0.18012 0,-0.0991 -0.24163,-0.51368 -0.53696,-0.92137 -0.29533,-0.40769 -0.50475,-0.77347 -0.46537,-0.81285 0.0763,-0.0763 1.00233,0.79874 1.00233,0.94721 0,0.0484 0.32143,0.42258 0.71428,0.83143 0.68623,0.71416 0.86585,1.03165 0.58036,1.02582 -0.0737,-0.002 -0.22015,-0.0618 -0.32552,-0.13393 z" id="path4324" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 366.57089,116.93499 c -0.78061,-0.78061 -8.75312,-1.91554 -16.06685,-2.28721 -11.62924,-0.59097 -16.19779,-2.01332 -20.62115,-6.42009 l -2.69093,-2.68085 0.21326,-3.64413 c 0.1173,-2.004273 0.71951,-5.803335 1.33824,-8.442358 0.61874,-2.639024 1.408,-6.048288 1.75391,-7.576144 0.34592,-1.527856 0.76518,-3.118846 0.93171,-3.535534 0.16652,-0.416688 0.44352,-1.439467 0.61555,-2.272843 0.37207,-1.802394 2.35077,-6.964016 2.8075,-7.323606 0.17642,-0.138896 0.44806,-0.593465 0.60365,-1.010153 0.80066,-2.144289 5.24012,-7.271136 7.60514,-8.782695 3.24528,-2.074162 6.06756,-2.793554 13.25149,-3.377763 3.05571,-0.248496 7.52034,-0.79603 9.92138,-1.216744 2.40105,-0.420713 6.91165,-0.764933 10.02356,-0.764933 5.05086,0 5.82898,0.121499 7.25121,1.132241 1.78139,1.26598 3.82572,3.440214 3.85008,4.094728 0.009,0.235809 0.34891,1.144947 0.75584,2.020305 2.50694,5.392715 3.41593,15.58551 1.84335,20.670092 -0.2772,0.896277 -0.72803,2.879659 -1.00184,4.407515 -1.0744,5.995066 -2.97743,13.138102 -3.49489,13.118082 -0.19763,-0.008 -0.92755,-0.8201 -1.62203,-1.80545 -3.74539,-5.314049 -9.93183,-11.485066 -12.84353,-12.811498 -3.52276,-1.604805 -6.25101,-1.376355 -9.04555,0.75743 -2.98943,2.282602 -3.36473,3.039919 -3.36473,6.789599 0,4.067279 1.00893,5.391409 6.81853,8.948599 5.54232,3.39354 8.37105,5.25522 9.25371,6.09017 0.36709,0.34724 0.82166,0.63418 1.01016,0.63765 0.1885,0.004 1.29293,0.88892 2.45428,1.96769 l 2.11155,1.96141 -3.22551,0.81022 c -3.04246,0.76424 -9.86218,1.12118 -10.43709,0.54627 z" id="path4326" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 421.2379,153.6907 c -2.17039,-3.64758 -5.16415,-7.70242 -5.68683,-7.70242 -0.2185,0 -0.39727,-0.27407 -0.39727,-0.60904 0,-0.65903 -4.23345,-4.83583 -8.59736,-8.48233 -4.18431,-3.49642 -14.59291,-14.01179 -17.49817,-17.67767 -4.00613,-5.05495 -12.18877,-12.76551 -15.72659,-14.81927 -1.75109,-1.01654 -3.29446,-1.84825 -3.42972,-1.84825 -0.44166,0 -3.43083,-2.2484 -4.36463,-3.282991 -2.92629,-3.242164 -2.97804,-5.879763 -0.13377,-6.818455 2.59516,-0.856481 4.8172,0.05447 7.14774,2.93028 1.05765,1.305121 2.15498,2.631867 2.43851,2.948325 0.28353,0.316459 0.97007,1.218118 1.52565,2.003691 0.55559,0.78557 1.70364,2.23128 2.55123,3.21269 0.84759,0.98141 2.40996,3.01742 3.47195,4.52446 2.52652,3.58533 2.3192,3.32374 5.63381,7.10891 4.87939,5.57212 6.23212,6.95975 9.20674,9.44433 1.58117,1.32069 7.34594,6.84984 12.8106,12.28702 7.94386,7.90389 10.18573,10.43767 11.18269,12.63876 1.09835,2.42495 2.26078,7.04615 1.7724,7.04615 -0.0984,0 -0.95656,-1.30689 -1.90698,-2.90419 z" id="path4328" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 375.63065,183.57344 c -0.16256,-0.16256 -6.70766,-0.50837 -14.54466,-0.76847 -7.83701,-0.26011 -14.44677,-0.59509 -14.68837,-0.7444 -0.2416,-0.14932 -0.43927,-2.88307 -0.43927,-6.07502 l 0,-5.80353 19.7093,0.0793 c 19.25553,0.0775 19.72196,0.10297 20.25865,1.10579 0.72184,1.34876 0.33197,6.22783 -0.67611,8.46124 -0.43884,0.97228 -0.91567,2.13147 -1.05962,2.57599 -0.17687,0.54619 -1.13592,0.91319 -2.95826,1.13203 -3.37789,0.40564 -5.22088,0.41782 -5.60166,0.037 z" id="path4330" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 333.64225,181.91308 c -0.47075,-0.52017 -1.27983,-2.10556 -1.79795,-3.52308 -0.9032,-2.47105 -0.90541,-2.64917 -0.0535,-4.32005 0.48867,-0.95851 1.26908,-2.12332 1.73423,-2.58848 0.79092,-0.79092 0.96753,-0.78895 2.7252,0.0304 2.04348,0.95261 3.64724,2.39312 3.64724,3.27598 0,1.74271 -1.82481,5.71629 -3.12916,6.81383 -1.79096,1.507 -2.02308,1.53012 -3.12602,0.31137 z" id="path4332" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 401.36285,175.20946 c 0.16085,-2.59874 0.33792,-4.78267 0.39348,-4.85319 0.51858,-0.6582 7.06968,-1.19583 11.6297,-0.95442 12.92585,0.68428 16.45111,1.70528 18.14378,5.25483 0.92095,1.93125 0.33692,3.40881 -1.53287,3.8781 -0.61173,0.15353 -1.47428,0.41808 -1.91677,0.58788 -0.48002,0.1842 -0.80454,0.0457 -0.80454,-0.34345 0,-0.35871 -0.46256,-1.60772 -1.02792,-2.77558 -1.29081,-2.66646 -4.22306,-4.77401 -6.57537,-4.72603 -2.3628,0.0482 -3.04592,0.38518 -5.70993,2.81675 -4.18349,3.81847 -5.23255,4.32527 -11.53242,5.57119 l -1.3596,0.26889 0.29246,-4.72497 z" id="path4334" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 389.11426,185.19952 c -0.33655,-1.34091 0.54928,-5.16538 1.30453,-5.63215 0.27024,-0.16702 0.49135,-2.32282 0.49135,-4.79068 0,-4.9895 -0.94294,-7.42725 -3.28581,-8.49474 -1.58812,-0.72359 -1.61085,-1.75239 -0.0571,-2.58394 3.12509,-1.67249 7.07669,1.73258 8.67463,7.47487 0.85954,3.08884 0.85836,3.35391 -0.0305,6.81853 -0.50865,1.98261 -1.26851,4.17296 -1.68858,4.86744 -2.06704,3.41738 -4.83736,4.61631 -5.40851,2.34067 z" id="path4336" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 398.68212,186.95864 c 2.24204,-2.34018 6.74414,-4.12596 12.21001,-4.84316 2.11501,-0.27752 2.81326,-0.64693 4.04061,-2.13771 2.43459,-2.95714 4.2963,-4.69506 5.0295,-4.69506 0.84616,0 2.26263,1.93626 2.26263,3.09295 0,1.19991 -2.9848,2.81248 -7.49687,4.05028 -6.39883,1.75539 -8.84142,2.50777 -10.43334,3.21371 -3.53229,1.56641 -6.46114,2.77504 -6.72469,2.77504 -0.15556,0 0.34491,-0.65522 1.11215,-1.45605 z" id="path4338" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 429.29593,219.65777 c -0.69448,-0.28199 -3.81964,-0.64228 -6.94479,-0.80066 -3.12516,-0.15837 -5.68211,-0.35483 -5.68211,-0.43657 0,-0.98811 2.41413,-3.78035 3.63701,-4.20665 2.21001,-0.77042 8.60891,-0.64442 12.77797,0.25161 1.94454,0.41792 5.87772,0.96035 8.7404,1.20538 2.86267,0.24504 5.47644,0.66479 5.80837,0.93279 0.33193,0.26799 1.81734,0.65051 3.30091,0.85004 1.48357,0.19953 3.22577,0.6369 3.87155,0.97194 1.12933,0.5859 1.13748,0.63205 0.21365,1.209 -1.21782,0.76054 -23.8567,0.78089 -25.72296,0.0231 z" id="path4340" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4342" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 384.68086,203.23026 c -0.18519,-0.18519 -0.33671,-1.06323 -0.33671,-1.95119 0,-1.65865 1.51615,-3.32923 7.00264,-7.71587 2.14041,-1.71134 2.42269,-1.74869 1.64122,-0.21716 -0.24613,0.48236 -0.97249,2.08235 -1.61414,3.55552 -0.64894,1.48992 -2.12631,3.5631 -3.32928,4.67196 -2.17076,2.00094 -2.73944,2.28103 -3.36373,1.65674 z" id="path4344" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 466.1665,234.24535 c -1.80565,-1.87786 -3.62392,-3.52417 -4.04061,-3.65848 -0.41669,-0.13431 -1.66675,-1.06512 -2.77792,-2.06846 -1.11117,-1.00335 -2.56967,-2.19229 -3.24112,-2.64209 l -1.22081,-0.81783 1.22081,-0.34134 c 0.67145,-0.18775 5.53922,-0.35491 10.81727,-0.37148 9.11541,-0.0286 9.52078,0.0108 8.08693,0.78657 -1.9018,1.02892 -4.86724,4.01784 -5.78413,5.82992 -0.57829,1.1429 -0.58862,1.72172 -0.0593,3.32544 1.16998,3.54507 0.43841,3.53477 -3.00108,-0.0422 z" id="path4346" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 438.38731,326.49947 c 0,-0.16836 0.62503,-0.78981 1.38896,-1.38101 3.94439,-3.05252 10.22779,-9.92956 10.22779,-11.1941 0,-0.1636 0.7955,-1.99657 1.76777,-4.07326 0.97227,-2.07668 1.76916,-3.94127 1.77088,-4.14352 0.002,-0.20225 0.32121,-0.97745 0.71001,-1.72267 0.38879,-0.74521 0.86821,-2.10892 1.06536,-3.03046 0.19716,-0.92153 0.53326,-1.9028 0.7469,-2.18059 0.35671,-0.46382 0.79951,-2.11888 2.02697,-7.57615 1.27291,-5.6593 -0.19832,-20.13465 -2.44005,-24.00749 -0.55756,-0.96327 -1.61184,-2.77418 -2.34283,-4.02424 -0.73099,-1.25006 -1.45924,-2.67059 -1.61834,-3.15673 -0.15909,-0.48613 -0.49003,-0.88388 -0.73542,-0.88388 -0.24539,0 -0.44617,-0.27189 -0.44617,-0.6042 0,-0.59096 -1.78972,-3.41464 -3.77242,-5.95185 -1.68846,-2.16067 -8.34135,-8.59624 -8.88653,-8.59624 -0.28362,0 -0.79018,-0.23048 -1.1257,-0.51219 -1.26176,-1.0594 -4.4614,-3.02334 -4.92561,-3.02334 -0.26545,0 -0.48264,-0.17363 -0.48264,-0.38584 0,-0.21221 -1.19324,-0.92928 -2.65165,-1.59348 -1.45841,-0.66421 -3.3116,-1.51336 -4.11821,-1.88701 -0.80661,-0.37365 -1.71575,-0.68076 -2.02031,-0.68247 -0.30456,-0.002 -1.15279,-0.31568 -1.88496,-0.6977 -1.40194,-0.7315 -7.21006,-2.57766 -9.78046,-3.1088 -0.83338,-0.17221 -2.08344,-0.51431 -2.77792,-0.76023 -1.84282,-0.65255 -8.94999,-1.44845 -20.70813,-2.31901 -16.88403,-1.25008 -19.99758,-1.51267 -19.05977,-1.60743 0.4899,-0.0495 1.2854,-0.30441 1.76776,-0.56644 0.48237,-0.26204 2.92259,-1.07868 5.42272,-1.81476 2.50013,-0.73609 5.1139,-1.53993 5.80838,-1.78631 6.18901,-2.19568 27.75709,-3.41591 30.94896,-1.75096 0.7711,0.40222 2.65935,0.96375 4.1961,1.24784 1.53676,0.28408 3.00372,0.64606 3.25992,0.8044 0.45937,0.28391 11.01013,1.39666 21.02975,2.21793 5.11119,0.41895 7.03403,1.04801 11.02341,3.60632 0.83337,0.53443 2.08344,1.25661 2.77792,1.60483 1.72873,0.86683 2.16689,1.21214 5.9395,4.68089 4.76609,4.38221 11.20904,13.12257 11.22787,15.23148 0.003,0.32134 0.68816,2.10641 1.52287,3.96682 0.83471,1.86041 1.66124,4.32491 1.83672,5.47666 0.17549,1.15174 0.46657,2.32137 0.64686,2.59916 0.31952,0.49234 1.78108,5.01401 3.26517,10.10153 0.40518,1.38896 0.88426,3.43452 1.06464,4.54568 0.18038,1.11117 0.53024,2.47488 0.77747,3.03046 0.24724,0.55558 0.68754,2.26022 0.97846,3.78807 0.29091,1.52786 0.99763,4.48256 1.57047,6.56599 0.57285,2.08344 1.37938,5.15178 1.7923,6.81853 0.41291,1.66676 0.87776,3.54185 1.03299,4.16688 0.15523,0.62504 0.0614,1.13643 -0.20857,1.13643 -0.26994,0 -1.464,1.9284 -2.65346,4.28532 -2.53205,5.01731 -7.80981,10.39391 -10.98935,11.19517 -0.62504,0.15751 -1.13643,0.47872 -1.13643,0.71381 0,0.23509 -0.79549,0.57668 -1.76776,0.75908 -0.97227,0.18239 -1.76777,0.49533 -1.76777,0.6954 0,0.20008 -0.96596,0.6184 -2.14657,0.92963 -1.18062,0.31122 -3.85121,1.04428 -5.93465,1.62904 -7.97063,2.2371 -9.41833,2.60611 -11.86929,3.02538 -2.96063,0.50646 -9.34391,0.64284 -9.34391,0.19963 z" id="path4348" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 481.74415,379.67029 c 2.27447,-7.82388 3.70853,-13.09678 6.21165,-22.83974 1.6149,-6.28572 4.07596,-15.3111 5.46902,-20.05641 l 2.53283,-8.62784 5.55644,0.32165 c 4.06586,0.23537 6.55537,-0.0101 9.28014,-0.91515 2.11446,-0.70231 3.99253,-0.96798 4.34576,-0.61475 0.34214,0.34214 2.21252,5.43903 4.1564,11.32642 l 3.53432,10.70434 -5.45398,5.24571 c -3.14138,3.02142 -10.84237,8.86667 -18.16188,13.78533 -6.98934,4.69679 -13.87183,9.56157 -15.29442,10.81062 -2.07305,1.82016 -2.50508,1.99085 -2.17628,0.85982 z" id="path4350" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4352" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 378.52241,543.68746 c -3.03054,-0.27286 -5.64707,-0.64158 -5.81452,-0.81937 -0.16744,-0.17779 2.06345,-2.85763 4.95753,-5.9552 l 5.26196,-5.63194 6.26684,-0.99014 c 9.60476,-1.51753 21.23078,-5.61959 24.74616,-8.73131 5.32774,-4.71599 5.75473,-5.50886 12.93265,-24.01467 4.8269,-12.4445 13.27275,-41.511 20.08796,-69.13297 2.49946,-10.13028 5.53942,-20.89813 6.75546,-23.92857 1.97875,-4.93111 9.7405,-31.37652 11.54323,-39.32946 0.66802,-2.947 0.58847,-3.22438 -1.56056,-5.44161 -2.24595,-2.31723 -2.25542,-2.35789 -1.16085,-4.9776 0.94288,-2.25662 4.4134,-14.68104 7.05353,-25.25151 0.65046,-2.60433 1.49038,-3.5997 5.62221,-6.66275 2.67163,-1.98056 6.26647,-5.16812 7.98854,-7.08348 l 3.13103,-3.48246 0.81374,1.78596 c 0.44755,0.98228 0.81374,2.1985 0.81374,2.70272 0,0.50422 0.81569,2.49803 1.81264,4.43068 1.46382,2.83771 1.72699,4.12019 1.36759,6.66444 -0.55032,3.89568 -11.6604,44.87221 -14.48909,53.43903 -2.41514,7.3144 -9.881,28.32894 -12.63104,35.5533 -1.84711,4.85232 -9.17537,29.46583 -13.27832,44.59801 -1.11177,4.10032 -3.7763,12.7789 -5.92118,19.28571 -2.14489,6.50681 -5.90129,17.93771 -8.34758,25.40199 -2.44629,7.46429 -5.69974,16.08687 -7.22989,19.16128 -2.785,5.59572 -7.82213,11.91015 -9.50093,11.91015 -0.49114,0 -1.27702,0.46272 -1.74638,1.02827 -0.46936,0.56555 -2.99979,2.06938 -5.62317,3.34185 -4.73047,2.29451 -4.86696,2.31487 -16.55551,2.46967 -6.48214,0.0858 -14.26525,-0.0671 -17.29579,-0.34002 z" id="path4354" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 419.03249,325.30589 c -6.52459,-0.88881 -24.65744,-3.00306 -48.57143,-5.66331 -5.10714,-0.56813 -11.375,-1.32291 -13.92857,-1.67728 -2.55357,-0.35437 -12.03572,-1.67111 -21.07143,-2.92608 -9.03571,-1.25497 -21.08929,-2.81175 -26.78571,-3.45951 l -10.35715,-1.17773 -1.29748,-5 c -2.88659,-11.12377 0.092,-26.67067 7.14575,-37.29759 6.73337,-10.14426 16.62948,-17.60511 36.86441,-27.79271 l 15.11625,-7.61052 18.94268,0.41524 c 28.21068,0.61841 38.67983,2.65535 51.08554,9.93953 6.78564,3.98428 16.51502,12.89693 19.85572,18.18893 0.98924,1.56706 3.00112,5.71491 4.47084,9.21744 4.48196,10.68108 4.18328,19.31054 -1.14674,33.13174 -2.46157,6.38304 -7.74497,13.67047 -13.2674,18.29981 -6.08942,5.10463 -5.49838,4.98638 -17.05528,3.41204 z" id="path4356" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 254.38963,305.34916 c -9.23214,-0.5174 -18.99292,-1.25894 -21.69063,-1.64788 -5.49844,-0.79272 -6.74621,-1.6628 -11.38969,-7.94216 -4.63079,-6.2622 -11.12899,-12.69744 -17.01199,-16.84718 -6.42618,-4.53288 -9.27274,-5.8154 -18.83626,-8.48667 -3.92857,-1.09733 -7.28014,-2.11733 -7.44793,-2.26667 -0.49153,-0.43748 3.55571,-4.44294 7.8552,-7.77411 5.96036,-4.61798 12.32591,-7.82602 20.56172,-10.36246 7.80697,-2.40438 10.76496,-2.47086 15.41435,-0.34646 5.59838,2.55801 14.13132,3.77109 32.90237,4.67754 20.36805,0.98357 25.52377,1.9429 34.36367,6.39405 10.5815,5.3281 10.14146,4.80034 7.3952,8.86953 -4.26295,6.31649 -5.2007,10.68283 -5.26929,24.53484 l -0.061,12.32098 -10,-0.0913 c -5.5,-0.0502 -17.55357,-0.51464 -26.78571,-1.03203 l -1e-5,0 z" id="path4358" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 159.74677,263.1143 c -26.38261,-6.20965 -27.87704,-6.6566 -36.42857,-10.89494 -10.55282,-5.23022 -18.47854,-11.57816 -19.7486,-15.81722 -0.81318,-2.71416 -0.75658,-2.88777 2.01552,-6.18209 8.93415,-10.6172 32.04637,-13.30044 47.42764,-5.50616 1.97951,1.00309 6.23304,2.90286 9.45228,4.22169 16.77886,6.87384 26.92459,11.61324 26.92459,12.57735 0,0.22559 -1.20327,0.98397 -2.67393,1.68528 -7.96094,3.79631 -19.74758,13.77461 -21.62508,18.3073 -0.8751,2.11267 -1.89654,2.42018 -5.34385,1.60879 z" id="path4360" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 167.64193,298.99924 c -1.90331,-1.00693 -1.86589,-0.72961 -1.88976,-14.00521 -0.0254,-14.10101 -0.0221,-14.12308 2.88364,-19.74411 2.07655,-4.01696 2.18128,-4.16235 5.12108,-7.10896 2.56653,-2.57248 3.84512,-3.68865 5.71429,-4.98838 0.6875,-0.47806 1.33035,-0.9679 1.42857,-1.08855 0.38879,-0.47757 3.54481,-2.49363 3.90363,-2.49363 0.21015,0 0.38334,-0.12054 0.38487,-0.26786 0.002,-0.14732 0.36314,-0.44695 0.80357,-0.66585 0.44043,-0.21889 1.76507,-0.89264 2.94364,-1.49722 7.81088,-4.0068 10.12861,-4.71193 15.48794,-4.71193 3.33344,0 4.63483,0.13748 5.49067,0.58006 1.06387,0.55014 1.08706,0.60539 0.44972,1.07143 -0.3696,0.27025 -1.11586,0.49137 -1.65836,0.49137 -0.5425,0 -1.35553,0.14016 -1.80674,0.31146 -0.4512,0.17131 -1.46323,0.50336 -2.24894,0.7379 -1.65111,0.49285 -2.53936,0.83599 -6.07143,2.34547 -2.74294,1.17223 -5.37309,2.47883 -7.5,3.72582 -1.17857,0.69099 -2.5841,1.50099 -3.1234,1.79999 -2.4385,1.35198 -7.68968,5.35245 -10.05089,7.657 -3.20541,3.12851 -4.45299,4.94317 -5.97452,8.69021 -0.21935,0.54018 -0.54078,1.26122 -0.71429,1.6023 -0.17351,0.34109 -0.31547,1.01464 -0.31547,1.49678 0,0.48215 -0.16072,0.97595 -0.35715,1.09735 -0.19642,0.1214 -0.35714,0.7416 -0.35714,1.37822 0,0.63663 -0.14324,1.31018 -0.3183,1.49678 -0.48894,0.52116 -0.84742,4.50927 -0.84914,9.44643 -0.001,3.96141 0.18439,6.09834 1.01678,11.69643 0.21213,1.42665 0.17515,1.51558 -0.6154,1.47997 -0.46259,-0.0208 -1.26245,-0.26081 -1.77747,-0.53327 z" id="path4362" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 218.57832,302.78468 c -0.1214,-0.19643 -1.56783,-0.35714 -3.21429,-0.35714 -1.64645,0 -3.09288,-0.16071 -3.21428,-0.35714 -0.1214,-0.19643 -1.08569,-0.35715 -2.14286,-0.35715 -1.05717,0 -2.02146,-0.16071 -2.14286,-0.35714 -0.1214,-0.19643 -1.09517,-0.35714 -2.16393,-0.35714 -1.06877,0 -1.94321,-0.16072 -1.94321,-0.35714 0,-0.19802 -0.94535,-0.35715 -2.12178,-0.35715 -1.16698,0 -2.22111,-0.16071 -2.34251,-0.35714 -0.1214,-0.19643 -1.08568,-0.35714 -2.14285,-0.35714 -1.05717,0 -2.02146,-0.16072 -2.14286,-0.35715 -0.1214,-0.19642 -1.06303,-0.35714 -2.09251,-0.35714 -1.02947,0 -2.02445,-0.14513 -2.21106,-0.32252 -0.18661,-0.17738 -1.0625,-0.40901 -1.94643,-0.51472 -0.88393,-0.10572 -2.45089,-0.36237 -3.48214,-0.57034 -1.03125,-0.20797 -2.6384,-0.52878 -3.57143,-0.7129 -3.68861,-0.72791 -4.73925,-1.01224 -5.22256,-1.41335 -0.9096,-0.7549 -1.41953,-6.86043 -1.17006,-14.00954 0.12597,-3.61008 0.32807,-7.08463 0.4491,-7.72124 0.19604,-1.03112 0.3229,-1.13475 1.16215,-0.94943 1.91669,0.42326 8.09618,2.40002 8.42423,2.69483 0.1866,0.16771 0.52471,0.30493 0.75134,0.30493 0.49874,0 7.67822,3.43469 10.7953,5.1645 2.23872,1.24238 5.45453,3.33381 5.79264,3.7673 0.0982,0.12592 1.22322,0.92718 2.5,1.78058 2.52836,1.68994 4.33076,3.39482 6.79719,6.42943 1.67214,2.05733 3.24952,3.88147 4.45281,5.1494 2.05212,2.16235 4.10714,4.60921 4.10714,4.89027 0,0.43718 -1.69076,0.40394 -1.96428,-0.0386 z" id="path4364" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 155.64529,288.91046 c -2.20245,-0.73539 -4.11762,-1.45024 -4.25595,-1.58856 -0.13832,-0.13833 -0.61701,-0.2515 -1.06375,-0.2515 -0.44674,0 -0.91159,-0.16072 -1.03299,-0.35715 -0.1214,-0.19642 -0.53485,-0.35714 -0.91878,-0.35714 -0.38393,0 -0.97712,-0.14505 -1.3182,-0.32233 -0.34109,-0.17729 -1.34337,-0.51438 -2.2273,-0.7491 -0.88393,-0.23471 -1.88621,-0.57181 -2.2273,-0.74909 -0.34108,-0.17729 -1.01463,-0.32234 -1.49678,-0.32234 -0.48214,0 -0.97595,-0.16071 -1.09735,-0.35714 -0.1214,-0.19643 -0.6839,-0.35714 -1.25,-0.35714 -0.5661,0 -1.1286,-0.16072 -1.25,-0.35714 -0.1214,-0.19643 -0.56144,-0.35715 -0.97786,-0.35715 -0.80414,0 -2.89618,-0.59399 -3.92801,-1.11527 -0.34108,-0.17231 -1.01463,-0.3133 -1.49678,-0.3133 -0.48214,0 -0.97595,-0.16071 -1.09735,-0.35714 -0.1214,-0.19643 -0.6839,-0.35714 -1.25,-0.35714 -0.5661,0 -1.1286,-0.16072 -1.25,-0.35715 -0.1214,-0.19643 -0.6839,-0.35714 -1.25,-0.35714 -0.5661,0 -1.1286,-0.16071 -1.25,-0.35714 -0.1214,-0.19643 -0.76426,-0.35715 -1.42857,-0.35715 -0.66432,0 -1.30717,-0.16071 -1.42857,-0.35714 -0.1214,-0.19643 -0.6839,-0.35714 -1.25,-0.35714 -0.5661,0 -1.1286,-0.16072 -1.25,-0.35714 -0.1214,-0.19643 -0.6839,-0.35715 -1.25,-0.35715 -0.5661,0 -1.1286,-0.16071 -1.25,-0.35714 -0.1214,-0.19643 -0.58834,-0.35714 -1.03764,-0.35714 -0.4493,0 -1.32374,-0.25284 -1.94321,-0.56187 -0.92945,-0.46368 -1.1263,-0.77209 -1.1263,-1.76464 0,-0.66152 -0.16071,-1.30209 -0.35714,-1.42349 -0.19643,-0.1214 -0.35714,-1.40712 -0.35714,-2.85715 0,-1.45002 -0.16072,-2.73574 -0.35714,-2.85714 -0.19643,-0.1214 -0.35715,-0.84461 -0.35715,-1.60714 0,-0.76253 -0.16071,-1.48574 -0.35714,-1.60714 -0.19643,-0.1214 -0.35714,-0.60355 -0.35714,-1.07143 0,-0.46789 -0.16072,-0.95003 -0.35715,-1.07143 -0.19642,-0.1214 -0.35714,-0.53267 -0.35714,-0.91394 0,-0.38126 -0.16071,-0.6932 -0.35714,-0.6932 -0.19643,0 -0.35714,-0.30624 -0.35714,-0.68054 0,-0.72883 -1.4298,-3.70493 -1.875,-3.9028 -0.14733,-0.0655 -0.26786,-0.34672 -0.26786,-0.625 0,-0.27827 -0.16072,-0.50595 -0.35714,-0.50595 -0.19643,0 -0.35715,-0.21077 -0.35715,-0.46837 0,-0.2576 -0.28907,-0.77993 -0.64239,-1.16071 -0.79679,-0.85874 -3.33289,-4.58221 -4.32924,-6.35613 -0.44412,-0.79071 -0.74265,-1.96391 -0.74265,-2.91851 0,-0.87795 0.0479,-1.59628 0.10638,-1.59628 0.0585,0 1.9469,1.80804 4.19643,4.01786 3.99387,3.92337 5.5009,5.26785 5.90478,5.26785 0.10968,0 0.9002,0.48215 1.75669,1.07143 0.8565,0.58929 1.80956,1.07143 2.11792,1.07143 0.30836,0 0.56065,0.16072 0.56065,0.35714 0,0.19643 0.32143,0.35715 0.71429,0.35715 0.39286,0 0.71429,0.16071 0.71429,0.35714 0,0.19643 0.23618,0.35714 0.52485,0.35714 0.28867,0 1.09713,0.32143 1.79657,0.71429 0.69945,0.39286 1.58827,0.71428 1.97515,0.71428 0.38689,0 0.70343,0.16072 0.70343,0.35715 0,0.19643 0.32361,0.35714 0.71913,0.35714 0.39552,0 1.03838,0.16071 1.42857,0.35714 l 1.41888,0.71429 c 0.39019,0.19643 1.02356,0.35714 1.40749,0.35714 0.38393,0 0.79738,0.16072 0.91878,0.35714 0.1214,0.19643 0.60355,0.35715 1.07143,0.35715 0.46789,0 0.95003,0.16071 1.07143,0.35714 0.1214,0.19643 0.60354,0.35714 1.07143,0.35714 0.46788,0 0.95003,0.16072 1.07143,0.35715 0.1214,0.19642 0.60354,0.35714 1.07143,0.35714 0.46788,0 0.95002,0.16071 1.07142,0.35714 0.1214,0.19643 0.60355,0.35714 1.07143,0.35714 0.46789,0 0.95003,0.16072 1.07143,0.35715 0.1214,0.19643 0.6839,0.35714 1.25,0.35714 0.5661,0 1.1286,0.16071 1.25,0.35714 0.1214,0.19643 0.60354,0.35715 1.07143,0.35715 0.46789,0 0.95003,0.16071 1.07143,0.35714 0.1214,0.19643 0.76426,0.35714 1.42857,0.35714 0.66431,0 1.30717,0.16072 1.42857,0.35714 0.1214,0.19643 0.84462,0.35715 1.60714,0.35715 0.76253,0 1.48575,0.16071 1.60715,0.35714 0.1214,0.19643 1.16604,0.35714 2.32143,0.35714 1.15538,0 2.20002,0.16072 2.32142,0.35715 0.1214,0.19642 0.92498,0.35714 1.78572,0.35714 0.86074,0 1.65382,0.14374 1.7624,0.31942 0.10857,0.17568 0.80109,0.4038 1.53893,0.50695 4.22462,0.59056 6.463,1.71887 5.09153,2.56649 -0.19643,0.1214 -0.35715,0.92497 -0.35715,1.78571 0,0.86074 -0.16071,1.66432 -0.35714,1.78571 -0.19934,0.1232 -0.35714,1.78943 -0.35714,3.77108 0,2.12881 -0.143,3.55035 -0.35715,3.55035 -0.22108,0 -0.35714,1.90476 -0.35714,5 0,2.75 -0.12053,4.99164 -0.26786,4.98142 -0.14732,-0.0102 -2.06986,-0.62026 -4.27231,-1.35564 z" id="path4366" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 157.88658,296.12327 c -0.77331,-0.27871 -3.82689,-1.14968 -6.78571,-1.9355 -2.95883,-0.78582 -7.25788,-2.06584 -9.55344,-2.8445 -2.29556,-0.77865 -4.53415,-1.41573 -4.97465,-1.41573 -0.44049,0 -1.29444,-0.15426 -1.89768,-0.3428 -0.60323,-0.18853 -3.26642,-1.0183 -5.91821,-1.84393 -2.65179,-0.82562 -4.97411,-1.63565 -5.16071,-1.80006 -0.18661,-0.16441 -0.69945,-0.29892 -1.13964,-0.29892 -0.44019,0 -0.89968,-0.16072 -1.02108,-0.35715 -0.1214,-0.19643 -0.53485,-0.35714 -0.91878,-0.35714 -0.38393,0 -0.97712,-0.15673 -1.31821,-0.34828 -0.34108,-0.19155 -3.11122,-1.16289 -6.15587,-2.15853 -3.04464,-0.99564 -5.89732,-1.96391 -6.33928,-2.15172 -0.44197,-0.18781 -1.16518,-0.4858 -1.60714,-0.6622 -4.08324,-1.62974 -5.872839,-3.1526 -7.38199,-6.28173 -1.832034,-3.7986 -1.427144,-6.74794 1.545063,-11.25468 1.904077,-2.88714 3.838917,-4.10104 4.708967,-2.95436 0.50807,0.66961 0.68981,2.95391 0.2351,2.955 -0.38766,9.2e-4 -2.33455,3.16732 -2.85177,4.63805 -0.95503,2.7157 -0.29095,5.68472 1.80716,8.07964 2.13307,2.43482 7.22965,4.67467 15.86604,6.9728 0.63839,0.16988 1.69444,0.46958 2.34678,0.66601 0.65234,0.19643 1.52678,0.35714 1.94321,0.35714 0.41643,0 0.84549,0.14296 0.95348,0.31769 0.10798,0.17472 0.72015,0.40433 1.36036,0.51023 1.87971,0.31094 3.25715,0.6343 4.02117,0.94399 0.39285,0.15924 1.4375,0.49651 2.32143,0.74949 0.88392,0.25297 1.75982,0.59272 1.94642,0.75499 0.18661,0.16227 0.7798,0.29504 1.31821,0.29504 0.53841,0 1.07825,0.16072 1.19965,0.35714 0.1214,0.19643 0.6839,0.35715 1.25,0.35715 0.5661,0 1.1286,0.16071 1.25,0.35714 0.1214,0.19643 0.60354,0.35714 1.07143,0.35714 0.46789,0 0.95003,0.16072 1.07143,0.35715 0.1214,0.19642 0.6839,0.35714 1.25,0.35714 0.5661,0 1.1286,0.16071 1.25,0.35714 0.1214,0.19643 0.6839,0.35714 1.25,0.35714 0.5661,0 1.1286,0.16072 1.25,0.35715 0.1214,0.19643 0.60354,0.35714 1.07143,0.35714 0.46788,0 0.95003,0.16071 1.07143,0.35714 0.1214,0.19643 0.6839,0.35715 1.25,0.35715 0.5661,0 1.1286,0.16071 1.25,0.35714 0.1214,0.19643 0.60354,0.35714 1.07142,0.35714 0.46789,0 0.95003,0.16072 1.07143,0.35714 0.1214,0.19643 0.53485,0.35715 0.91879,0.35715 0.38392,0 0.97712,0.14312 1.3182,0.31805 0.34109,0.17494 1.42373,0.69634 2.40587,1.15867 2.09941,0.98828 2.49913,1.32384 2.83409,2.37922 0.29697,0.93568 -0.27683,0.98172 -2.4544,0.19693 z" id="path4368" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 257.14017,312.81256 c -0.32417,-0.32255 -2.40047,-0.45015 -15.07971,-0.92675 -2.70089,-0.10152 -5.23214,-0.33973 -5.625,-0.52936 -0.39286,-0.18962 -2.80357,-0.42638 -5.35714,-0.52614 -10.25842,-0.40074 -13.22939,-0.60332 -13.55357,-0.92414 -0.18661,-0.18467 -1.4,-0.33577 -2.69643,-0.33577 -1.29643,0 -2.50982,-0.14658 -2.69643,-0.32572 -0.18661,-0.17915 -1.22321,-0.41652 -2.30357,-0.52749 -4.87384,-0.50065 -5.91446,-0.66185 -6.23214,-0.96543 -0.18661,-0.17832 -1.02088,-0.32422 -1.85393,-0.32422 -0.83305,0 -1.61396,-0.16071 -1.73536,-0.35714 -0.1214,-0.19643 -0.92497,-0.35715 -1.78571,-0.35715 -0.86075,0 -1.66432,-0.16071 -1.78572,-0.35714 -0.1214,-0.19643 -0.76426,-0.35714 -1.42857,-0.35714 -0.66431,0 -1.30717,-0.16072 -1.42857,-0.35714 -0.1214,-0.19643 -0.76426,-0.35715 -1.42857,-0.35715 -0.66432,0 -1.30717,-0.16071 -1.42857,-0.35714 -0.1214,-0.19643 -0.76426,-0.35714 -1.42858,-0.35714 -0.66431,0 -1.30717,-0.16072 -1.42857,-0.35715 -0.1214,-0.19642 -0.6839,-0.35714 -1.25,-0.35714 -0.5661,0 -1.1286,-0.16071 -1.25,-0.35714 -0.1214,-0.19643 -0.77374,-0.35714 -1.44965,-0.35714 -0.6759,0 -1.22892,-0.16072 -1.22892,-0.35715 0,-0.19643 -0.64286,-0.35714 -1.42857,-0.35714 -0.78571,0 -1.42857,-0.16071 -1.42857,-0.35714 0,-0.19643 -0.63337,-0.35715 -1.4075,-0.35715 -0.77412,0 -1.50682,-0.16071 -1.62822,-0.35714 -0.1214,-0.19643 -0.58098,-0.35714 -1.0213,-0.35714 -1.1006,0 -2.72252,-0.79688 -2.72591,-1.33929 -0.003,-0.54703 3.77071,-0.62913 4.10436,-0.0893 0.1214,0.19643 0.93445,0.35714 1.80679,0.35714 0.87234,0 1.58606,0.16071 1.58606,0.35714 0,0.20147 1.01191,0.35715 2.32143,0.35715 1.30953,0 2.32143,0.15567 2.32143,0.35714 0,0.19643 0.69107,0.35714 1.53572,0.35714 0.84464,0 1.68839,0.14771 1.875,0.32825 0.1866,0.18053 1.38392,0.41187 2.66071,0.51408 2.332,0.18668 5.07491,0.60197 8.39286,1.27071 0.98214,0.19796 2.34821,0.45731 3.03571,0.57635 0.6875,0.11903 1.57143,0.35765 1.96429,0.53027 0.39285,0.17261 1.91964,0.3979 3.39285,0.50064 1.47322,0.10275 4.28572,0.34181 6.25,0.53126 1.96429,0.18944 5.74108,0.51768 8.39286,0.72941 2.65179,0.21173 5.94643,0.53541 7.32143,0.71929 8.08808,1.08162 45.73914,3.22657 56.65822,3.22778 4.11329,4.6e-4 4.90628,0.0886 5.08928,0.56546 0.11924,0.31071 0.21679,0.61389 0.21679,0.67375 0,0.1767 -2.12031,0.57249 -5.17858,0.96668 -3.86423,0.49806 -29.19906,0.77362 -29.65243,0.32252 z" id="path4370" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 216.7926,340.99897 c -0.12866,-0.20819 -2.13953,-0.35714 -4.82142,-0.35714 -2.68189,0 -4.69276,-0.14896 -4.82143,-0.35715 -0.1214,-0.19643 -1.64819,-0.35714 -3.39286,-0.35714 -1.74467,0 -3.27146,-0.16071 -3.39286,-0.35714 -0.1214,-0.19643 -1.2464,-0.35715 -2.5,-0.35715 -1.2536,0 -2.3786,-0.16071 -2.5,-0.35714 -0.1214,-0.19643 -1.01481,-0.35714 -1.98536,-0.35714 -0.97055,0 -1.76464,-0.16072 -1.76464,-0.35714 0,-0.19643 -0.55301,-0.35715 -1.22892,-0.35715 -0.67591,0 -1.31727,-0.14295 -1.42526,-0.31768 -0.19975,-0.3232 -1.60016,-0.63003 -4.48867,-0.98348 -0.88393,-0.10817 -1.75983,-0.34179 -1.94643,-0.51918 -0.18661,-0.17738 -0.7798,-0.32251 -1.31821,-0.32251 -0.53841,0 -1.07825,-0.16072 -1.19965,-0.35715 -0.1214,-0.19643 -1.08569,-0.35714 -2.14286,-0.35714 -1.05717,0 -2.02145,-0.16071 -2.14285,-0.35714 -0.1214,-0.19643 -0.66941,-0.35715 -1.21779,-0.35715 -0.54838,0 -1.463,-0.14196 -2.03249,-0.31547 -2.08779,-0.63611 -3.94611,-1.07974 -6.21401,-1.48345 -4.25372,-0.7572 -12.06387,-2.47863 -16.32465,-3.59809 -4.18501,-1.09956 -5.04625,-1.33331 -7.78249,-2.11225 -0.78572,-0.22367 -1.87251,-0.49233 -2.41509,-0.59702 -0.54258,-0.1047 -1.07439,-0.33254 -1.18179,-0.50632 -0.1074,-0.17378 -0.5094,-0.31597 -0.89333,-0.31597 -0.38393,0 -0.97713,-0.14196 -1.31821,-0.31547 -0.34108,-0.17351 -1.02194,-0.4777 -1.51301,-0.67598 -1.78176,-0.71942 -9.15098,-4.41676 -10.89286,-5.46525 -0.98214,-0.59118 -2.06696,-1.16687 -2.41071,-1.27931 -0.34375,-0.11244 -0.625,-0.34641 -0.625,-0.51993 0,-0.17352 -0.17462,-0.31549 -0.38805,-0.31549 -1.16422,0 -6.44503,-4.65363 -7.70909,-6.79352 -0.34557,-0.58499 -0.75436,-1.06362 -0.90844,-1.06362 -0.15407,0 -0.28014,-0.31194 -0.28014,-0.69321 0,-0.38126 -0.14218,-0.78108 -0.31596,-0.88848 -0.17378,-0.1074 -0.40766,-0.63921 -0.51973,-1.18179 -0.11207,-0.54259 -0.3946,-1.79009 -0.62784,-2.77223 -0.67242,-2.83141 -0.37692,-11.29121 0.42353,-12.125 0.17914,-0.18661 0.32572,-1.43215 0.32572,-2.76786 0,-1.33571 0.1551,-2.42857 0.34466,-2.42857 0.50429,0 3.65984,1.03669 4.38263,1.43983 0.34109,0.19023 0.93428,0.34588 1.31821,0.34588 0.38393,0 0.79738,0.16072 0.91878,0.35715 0.1214,0.19642 0.60355,0.35714 1.07143,0.35714 0.46789,0 0.95003,0.16071 1.07143,0.35714 0.1214,0.19643 0.6839,0.35714 1.25,0.35714 0.5661,0 1.1286,0.16072 1.25,0.35715 0.1214,0.19643 0.60354,0.35714 1.07143,0.35714 0.46788,0 0.95003,0.16071 1.07143,0.35714 0.1214,0.19643 0.60354,0.35715 1.07143,0.35715 0.46788,0 0.95002,0.16071 1.07142,0.35714 0.1214,0.19643 0.6839,0.35714 1.25,0.35714 0.5661,0 1.1286,0.16072 1.25,0.35714 0.1214,0.19643 0.6839,0.35715 1.25,0.35715 0.5661,0 1.1286,0.16071 1.25,0.35714 0.1214,0.19643 0.6839,0.35714 1.25,0.35714 0.5661,0 1.1286,0.16072 1.25,0.35715 0.1214,0.19642 0.56144,0.35714 0.97787,0.35714 0.41642,0 1.25069,0.14982 1.85392,0.33294 0.60323,0.18312 1.82,0.52021 2.70393,0.7491 0.88393,0.22888 1.88621,0.5612 2.2273,0.73848 0.34108,0.17729 0.93427,0.32234 1.3182,0.32234 0.38393,0 0.79738,0.16071 0.91878,0.35714 0.1214,0.19643 0.6839,0.35714 1.25,0.35714 0.5661,0 1.1286,0.16072 1.25,0.35714 0.1214,0.19643 0.6839,0.35715 1.25,0.35715 0.5661,0 1.1286,0.16071 1.25,0.35714 0.1214,0.19643 0.76426,0.35714 1.42858,0.35714 0.66431,0 1.30717,0.16072 1.42857,0.35715 0.1214,0.19642 0.6839,0.35714 1.25,0.35714 0.5661,0 1.1286,0.16071 1.25,0.35714 0.1214,0.19643 0.6839,0.35714 1.25,0.35714 0.5661,0 1.1286,0.16072 1.25,0.35715 0.1214,0.19643 0.69338,0.35714 1.27108,0.35714 0.57769,0 1.05035,0.16071 1.05035,0.35714 0,0.19643 0.47265,0.35715 1.05035,0.35715 0.57769,0 1.14967,0.16071 1.27107,0.35714 0.1214,0.19643 0.84462,0.35714 1.60715,0.35714 0.76253,0 1.48574,0.16072 1.60714,0.35714 0.1214,0.19643 0.76426,0.35715 1.42857,0.35715 0.66432,0 1.30717,0.16071 1.42857,0.35714 0.1214,0.19643 0.6839,0.35714 1.25,0.35714 0.5661,0 1.1286,0.16072 1.25,0.35715 0.1214,0.19642 0.76426,0.35714 1.42857,0.35714 0.66432,0 1.30718,0.16071 1.42858,0.35714 0.1214,0.19643 0.76425,0.35714 1.42857,0.35714 0.66431,0 1.29619,0.14296 1.40418,0.31769 0.10799,0.17472 0.72015,0.40084 1.36036,0.50248 0.64022,0.10164 1.80689,0.37116 2.5926,0.59892 0.78571,0.22777 1.99107,0.55346 2.67857,0.72377 1.87638,0.46482 3.38848,0.89541 7.32143,2.08486 3.51913,1.06429 8.31547,2.11703 13.21429,2.90036 1.375,0.21986 3.38392,0.54596 4.46428,0.72465 1.08036,0.17869 3.16964,0.49051 4.64286,0.69292 8.38982,1.15274 16.33714,1.85525 28.75,2.54139 6.95258,0.38431 11.46739,0.66649 23.03571,1.43975 6.86428,0.45882 19.20307,0.0859 24.82143,-0.75028 1.375,-0.20463 4.54697,-0.46307 7.04882,-0.57431 l 4.54882,-0.20225 0.32933,0.86618 c 0.37652,0.99035 1.66852,1.9394 2.88418,2.11862 0.4566,0.0673 1.00732,0.44314 1.22381,0.83515 0.21648,0.39202 0.67486,1.14004 1.01861,1.66228 0.34375,0.52223 0.625,1.20596 0.625,1.51939 0,0.31342 0.16072,0.56986 0.35715,0.56986 0.19642,0 0.35714,0.47266 0.35714,1.05035 0,0.5777 0.16071,1.14968 0.35714,1.27108 0.19643,0.1214 0.35714,0.84462 0.35714,1.60714 0,0.76253 0.16072,1.48575 0.35715,1.60715 0.59454,0.36744 0.40253,1.30542 -0.41179,2.01168 -0.42292,0.36679 -0.89358,0.66689 -1.04592,0.66689 -0.15234,0 -0.48936,0.20317 -0.74892,0.45149 -0.25957,0.24832 -1.43623,0.94506 -2.6148,1.54831 -2.0118,1.02973 -2.93205,1.34866 -6.69643,2.32072 -0.83482,0.21558 -1.79692,0.537 -2.13801,0.71429 -0.34109,0.17728 -1.09499,0.32233 -1.67535,0.32233 -0.58036,0 -1.15453,0.16072 -1.27593,0.35714 -0.1214,0.19643 -0.92497,0.35715 -1.78571,0.35715 -0.86074,0 -1.66431,0.16071 -1.78571,0.35714 -0.1214,0.19643 -1.08569,0.35714 -2.14286,0.35714 -1.05717,0 -2.02146,0.16072 -2.14286,0.35715 -0.1214,0.19642 -1.16604,0.35714 -2.32143,0.35714 -1.15538,0 -2.20003,0.16071 -2.32143,0.35714 -0.1214,0.19643 -1.40711,0.35714 -2.85714,0.35714 -1.45003,0 -2.73574,0.16072 -2.85714,0.35715 -0.12867,0.20819 -2.13954,0.35714 -4.82143,0.35714 -2.68189,0 -4.69276,0.14895 -4.82143,0.35714 -0.13517,0.21872 -2.97287,0.35715 -7.32143,0.35715 -4.34855,0 -7.18625,0.13842 -7.32143,0.35714 -0.14184,0.22951 -5.94906,0.35714 -16.25,0.35714 -10.30093,0 -16.10815,-0.12763 -16.25,-0.35714 z" id="path4372" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 319.2766,353.80569 c -0.1353,-0.4263 -0.37831,-2.5581 -0.54001,-4.73733 -0.16171,-2.17924 -0.45717,-4.60511 -0.65659,-5.39082 -0.19941,-0.78571 -0.46222,-1.91071 -0.58403,-2.5 -0.1218,-0.58929 -0.34779,-1.39286 -0.50221,-1.78571 -0.15441,-0.39286 -0.47436,-1.35715 -0.71099,-2.14286 -0.23663,-0.78572 -0.58033,-1.79018 -0.76377,-2.23214 -0.73349,-1.76716 -0.96908,-2.48098 -1.35724,-4.11227 -0.22268,-0.93586 -0.40487,-2.08543 -0.40487,-2.5546 0,-1.90365 -2.9394,-9.37771 -4.42279,-11.24589 -0.33898,-0.42692 0.0557,-0.46488 2.63708,-0.25366 1.66964,0.13662 4.08035,0.39197 5.35714,0.56746 1.27678,0.17549 3.84821,0.49231 5.71428,0.70406 3.01798,0.34245 5.4124,0.65329 10.17858,1.32138 0.78571,0.11014 1.58125,0.3445 1.76785,0.52081 0.18661,0.17631 0.68424,0.32056 1.10585,0.32056 1.18173,0 2.84057,0.96327 3.37341,1.9589 0.2644,0.49404 0.61429,0.89825 0.77752,0.89825 0.16324,0 0.29679,0.21076 0.29679,0.46837 0,0.2576 0.28651,0.77992 0.63669,1.16071 0.35018,0.38079 0.91666,1.28753 1.25885,2.01497 0.34219,0.72745 0.81908,1.53723 1.05974,1.79953 1.85492,2.02159 3.4733,6.36141 3.4733,9.31392 l 0,2.02821 -4.08607,0 c -2.3388,0 -4.18045,0.15272 -4.30679,0.35714 -0.1214,0.19643 -0.8541,0.35715 -1.62822,0.35715 -0.77412,0 -1.4075,0.16071 -1.4075,0.35714 0,0.19643 -0.48214,0.35714 -1.07142,0.35714 -0.58929,0 -1.07143,0.16072 -1.07143,0.35714 0,0.19643 -0.20903,0.35715 -0.46451,0.35715 -0.65705,0 -2.38651,0.83997 -2.38985,1.16071 -0.002,0.14732 -0.17472,0.26786 -0.38487,0.26786 -0.66608,0 -3.66184,2.2264 -5.43093,4.03617 -1.75636,1.79677 -4.54413,5.64965 -4.54413,6.2803 0,0.73991 -0.67322,0.73268 -0.90886,-0.01 z" id="path4374" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4376" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 266.43546,412.42754 c -0.1214,-0.19643 -0.93446,-0.35714 -1.80679,-0.35714 -0.87234,0 -1.58607,-0.16072 -1.58607,-0.35715 0,-0.19642 -0.47265,-0.35714 -1.05035,-0.35714 -0.57769,0 -1.14967,-0.16071 -1.27107,-0.35714 -0.1214,-0.19643 -0.51749,-0.35714 -0.88019,-0.35714 -0.5697,0 -1.62127,-0.43918 -4.38282,-1.83043 -0.34109,-0.17184 -0.86559,-0.31243 -1.16557,-0.31243 -0.29997,0 -0.82447,-0.14197 -1.16556,-0.31548 -0.34108,-0.17351 -1.02194,-0.47343 -1.51301,-0.6665 -0.49107,-0.19306 -1.29464,-0.51702 -1.78571,-0.71991 -0.973,-0.40199 -0.86457,-0.36359 -7.85714,-2.78234 -2.65179,-0.91726 -7.15179,-2.78764 -10,-4.15639 -9.33973,-4.48836 -11.19421,-5.34586 -13.75,-6.35791 -2.43789,-0.96537 -6.56845,-3.1406 -7.98385,-4.20444 -2.63989,-1.9842 -8.76743,-8.34692 -9.461,-9.82413 -1.40853,-2.99999 -2.45956,-11.55075 -4.06578,-33.07757 l -0.19701,-2.64038 2.46096,0.23965 c 11.80521,1.14962 47.89749,2.2894 58.54182,1.84874 2.95161,-0.1222 7.37126,-0.54116 9.82143,-0.93103 2.45017,-0.38987 5.66021,-0.87799 7.13343,-1.08471 6.86766,-0.96369 14.7599,-2.19913 16.96428,-2.65558 0.89884,-0.18612 1.25144,-0.0309 2.18891,0.96378 1.32208,1.40269 2.54774,3.59102 3.66455,6.54277 0.44592,1.17857 0.95863,2.42193 1.13937,2.76301 0.18073,0.34109 0.3286,0.93428 0.3286,1.31821 0,0.38393 0.16071,0.79738 0.35714,0.91878 0.19643,0.1214 0.35715,0.66124 0.35715,1.19965 0,0.53841 0.16881,1.14773 0.37514,1.35406 0.69002,0.69003 -0.002,14.84444 -0.76521,15.64272 -0.17832,0.18661 -0.32422,0.79147 -0.32422,1.34413 0,0.55267 -0.14728,1.28392 -0.32728,1.625 -0.18001,0.34109 -0.70233,1.86489 -1.16072,3.38622 -0.45839,1.52134 -0.95396,2.76688 -1.10129,2.76786 -0.14732,0.001 -0.26785,0.23565 -0.26785,0.52148 0,1.27435 -6.58966,15.06744 -9.36406,19.60031 -1.4818,2.42101 -4.28366,6.333 -5.44623,7.6041 -0.20256,0.22146 -0.60466,0.74378 -0.89356,1.16071 -0.2889,0.41692 -0.64866,0.75805 -0.79948,0.75805 -0.26311,0 -1.26824,0.75414 -2.26102,1.69642 -0.58537,0.5556 -10.36132,0.63718 -10.69994,0.0893 z m 1.78572,-8.92857 c 0.1214,-0.19643 0.93445,-0.35714 1.80679,-0.35714 0.87233,0 1.58606,-0.16072 1.58606,-0.35715 0,-0.19643 0.20904,-0.35714 0.46452,-0.35714 0.65704,0 2.3865,-0.83998 2.38984,-1.16071 0.001,-0.14733 0.16778,-0.26786 0.36945,-0.26786 0.7544,0 2.82878,-2.27598 3.69357,-4.05255 1.77816,-3.65293 2.11536,-5.18252 2.15352,-9.76883 0.0254,-3.05174 -0.0975,-4.49085 -0.41018,-4.80357 -0.24554,-0.24557 -0.44643,-0.74035 -0.44643,-1.09952 0,-1.05406 -1.97987,-4.66349 -3.08967,-5.63267 -0.56232,-0.49108 -1.50344,-1.1125 -2.09137,-1.38096 -0.58793,-0.26845 -1.34803,-0.63006 -1.68911,-0.80357 -0.34109,-0.17351 -2.14424,-0.31547 -4.007,-0.31547 -2.72694,0 -3.63509,0.13943 -4.66094,0.71562 -1.58387,0.8896 -3.25165,2.54023 -4.71156,4.66311 -1.24153,1.80533 -4.31653,8.43428 -4.6228,9.96565 -0.24936,1.24681 0.69599,4.99999 1.86736,7.41369 1.62463,3.34767 6.17119,7.23095 8.48527,7.24739 0.4234,0.003 1.01089,0.16126 1.30553,0.35168 0.69426,0.44866 1.32986,0.44866 1.60715,0 z" id="path4378" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 283.61225,411.2698 c 0.3742,-0.44033 0.92905,-1.04301 1.23301,-1.33929 0.30396,-0.29628 0.94245,-1.10118 1.41887,-1.78868 0.47641,-0.6875 1.15182,-1.56156 1.50091,-1.94235 0.34909,-0.38079 0.63471,-0.88971 0.63471,-1.13095 0,-0.24124 0.12053,-0.49218 0.26785,-0.55766 0.33531,-0.14902 1.49512,-2.05133 1.7601,-2.8869 0.10902,-0.34375 0.34018,-0.625 0.5137,-0.625 0.17352,0 0.31549,-0.30804 0.31549,-0.68453 0,-0.37648 0.12253,-0.73809 0.27229,-0.80357 0.14976,-0.0655 1.13167,-1.8869 2.18201,-4.04762 1.05035,-2.16071 2.21354,-4.54643 2.58486,-5.3016 0.37132,-0.75517 0.67513,-1.59892 0.67513,-1.875 0,-0.27608 0.16071,-0.50197 0.35714,-0.50197 0.19643,0 0.35714,-0.24325 0.35714,-0.54056 0,-0.2973 0.16072,-0.8598 0.35714,-1.25 l 0.71429,-1.41888 c 0.19643,-0.39019 0.35714,-0.95269 0.35714,-1.25 0,-0.2973 0.16072,-0.54056 0.35715,-0.54056 0.19642,0 0.35714,-0.40178 0.35714,-0.89285 0,-0.49108 0.16071,-0.89286 0.35714,-0.89286 0.19643,0 0.35714,-0.32361 0.35714,-0.71913 0,-0.39552 0.14099,-0.9982 0.31331,-1.33929 0.52128,-1.03183 1.11527,-3.12387 1.11527,-3.928 0,-0.41643 0.16071,-0.85647 0.35714,-0.97787 0.19643,-0.1214 0.35714,-0.84461 0.35714,-1.60714 0,-0.76253 0.16072,-1.48574 0.35714,-1.60714 0.48316,-0.29861 0.48316,-15.41568 0,-15.71429 -0.19642,-0.1214 -0.35714,-0.76425 -0.35714,-1.42857 0,-0.66431 -0.16071,-1.30717 -0.35714,-1.42857 -0.19643,-0.1214 -0.35714,-0.53267 -0.35714,-0.91394 0,-0.38126 -0.16072,-0.6932 -0.35715,-0.6932 -0.19643,0 -0.35714,-0.31195 -0.35714,-0.69321 0,-0.38127 -0.16071,-0.79254 -0.35714,-0.91394 -0.19643,-0.1214 -0.35715,-0.60354 -0.35715,-1.07143 0,-0.46788 -0.16071,-0.95002 -0.35714,-1.07142 -0.19643,-0.1214 -0.35714,-0.61303 -0.35714,-1.09251 0,-0.47948 -0.16072,-0.87178 -0.35714,-0.87178 -0.19643,0 -0.35715,-0.32143 -0.35715,-0.71429 0,-0.39285 -0.16071,-0.71428 -0.35714,-0.71428 -0.19643,0 -0.35714,-0.31194 -0.35714,-0.69321 0,-0.38126 -0.16072,-0.79253 -0.35715,-0.91393 -0.19642,-0.1214 -0.35714,-0.69339 -0.35714,-1.27108 0,-0.95888 0.10703,-1.05035 1.22892,-1.05035 0.67591,0 1.32825,-0.16072 1.44965,-0.35715 0.1214,-0.19642 0.6839,-0.35714 1.25,-0.35714 0.5661,0 1.1286,-0.16071 1.25,-0.35714 0.1214,-0.19643 0.61303,-0.35714 1.09251,-0.35714 0.47948,0 0.87178,-0.16072 0.87178,-0.35715 0,-0.19643 0.3923,-0.35714 0.87178,-0.35714 0.47948,0 0.97111,-0.16071 1.0925,-0.35714 0.1214,-0.19643 0.61303,-0.35715 1.09251,-0.35715 0.47948,0 0.87178,-0.16071 0.87178,-0.35714 0,-0.65472 1.09301,-0.36803 1.98052,0.51948 0.48214,0.48215 0.87662,1.125 0.87662,1.42857 0,0.30358 0.12159,0.55195 0.27019,0.55195 0.31483,0 1.15838,2.54467 1.15838,3.49438 0,0.35666 0.14514,0.80116 0.32252,0.98776 0.53432,0.5621 1.49738,9.77197 1.49197,14.26786 -0.005,3.84824 -0.37266,8.49282 -0.73578,9.28572 -0.17992,0.39285 -0.41587,1.47767 -0.52434,2.41071 -0.49363,4.24602 -0.64441,5.11116 -0.94613,5.42857 -0.17739,0.18661 -0.32252,0.87183 -0.32252,1.52271 0,0.65087 -0.14196,1.46248 -0.31548,1.80357 -0.17351,0.34108 -0.51369,1.10229 -0.75595,1.69158 -0.24226,0.58928 -0.58244,1.3505 -0.75595,1.69158 -0.17351,0.34109 -0.31548,1.01464 -0.31548,1.49678 0,0.48215 -0.16071,0.97595 -0.35714,1.09735 -0.19643,0.1214 -0.35714,0.53485 -0.35714,0.91879 0,0.38392 -0.1406,0.97712 -0.31243,1.3182 -1.33781,2.65547 -1.83043,3.79263 -1.83043,4.22533 0,0.27609 -0.16072,0.50197 -0.35714,0.50197 -0.19643,0 -0.35715,0.32143 -0.35715,0.71428 0,0.39286 -0.16071,0.71429 -0.35714,0.71429 -0.19643,0 -0.35714,0.32143 -0.35714,0.71429 0,0.39285 -0.16072,0.71428 -0.35715,0.71428 -0.19642,0 -0.35714,0.17194 -0.35714,0.38208 0,0.85111 -2.4669,3.92371 -5.86578,7.30599 -4.79829,4.77486 -5.41104,5.2618 -8.85625,7.03782 -1.6261,0.83826 -3.01011,1.64465 -3.07559,1.79197 -0.0655,0.14732 -0.42708,0.26786 -0.80357,0.26786 -0.37649,0 -0.68452,0.16071 -0.68452,0.35714 0,0.19643 -0.31195,0.35714 -0.69321,0.35714 -0.38127,0 -0.79254,0.16072 -0.91394,0.35714 -0.12139,0.19643 -0.47722,0.35715 -0.79071,0.35715 -0.48907,0 -0.4734,-0.11366 0.11036,-0.8006 z" id="path4380" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 267.32832,393.95215 c -0.29464,-0.10283 -0.89732,-0.51594 -1.33929,-0.91804 -0.71044,-0.64636 -0.80357,-1.07566 -0.80357,-3.70454 0,-1.74421 0.14765,-2.97346 0.35714,-2.97346 0.19643,0 0.35715,-0.17659 0.35715,-0.39242 0,-0.7631 2.20698,-2.46472 3.1967,-2.46472 0.98114,0 2.16044,0.94137 2.16044,1.72455 0,0.23007 0.16071,0.41831 0.35714,0.41831 0.19643,0 0.35715,0.24325 0.35715,0.54056 0,0.2973 0.19937,0.8598 0.44305,1.25 0.35264,0.56467 0.35264,0.85421 0,1.41888 -0.24368,0.39019 -0.44305,0.95487 -0.44305,1.25484 0,0.67098 -0.65851,1.85278 -1.60715,2.88431 -0.76115,0.82767 -2.15475,1.26916 -3.03571,0.96173 z" id="path4382" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 262.71243,397.8416 c -1.71604,-1.81548 -3.24125,-4.34541 -3.24125,-5.37638 0,-0.33501 -0.19687,-0.80598 -0.43749,-1.04659 -0.34522,-0.34522 -0.34522,-0.58523 0,-1.13801 0.24062,-0.38529 0.43749,-1.33608 0.43749,-2.11287 0,-0.77679 0.16071,-1.51167 0.35714,-1.63307 0.19643,-0.1214 0.35714,-0.61302 0.35714,-1.0925 0,-0.47948 0.16072,-0.87178 0.35714,-0.87178 0.19643,0 0.35715,-0.23619 0.35715,-0.52485 0,-0.47429 0.25046,-0.99045 1.84141,-3.79485 0.64896,-1.14393 2.83046,-3.1803 3.40695,-3.1803 0.25626,0 0.46592,-0.16072 0.46592,-0.35715 0,-0.20129 1.00829,-0.35714 2.31057,-0.35714 1.68671,0 2.67183,0.20291 3.64856,0.75151 1.74592,0.98063 2.11016,1.50156 4.11307,5.88252 0.57466,1.25695 -0.11457,9.915 -0.82421,10.35357 -0.17568,0.10858 -0.31942,0.50936 -0.31942,0.89062 0,0.38127 -0.16071,0.69321 -0.35714,0.69321 -0.19643,0 -0.35714,0.232 -0.35714,0.51556 0,0.81958 -2.58154,3.08835 -4.12562,3.62576 -0.77555,0.26993 -2.52296,0.4932 -3.88313,0.49616 l -2.47303,0.005 -1.63411,-1.7288 z m 7.31232,-0.0267 c 0.1866,-0.17979 0.73528,-0.38068 1.21928,-0.44642 2.10556,-0.28599 5.37436,-6.95381 4.84401,-9.88098 -0.29571,-1.63215 -1.65471,-4.63111 -2.55806,-5.64497 -1.0676,-1.19822 -3.2477,-2.27215 -4.61248,-2.27215 -1.43406,0 -3.42089,1.1595 -4.98204,2.90748 -1.611,1.80381 -1.96428,2.62513 -1.96428,4.56659 0,0.97322 -0.16072,1.86881 -0.35715,1.99021 -0.46479,0.28726 -0.46479,3.28418 0,3.57143 0.19643,0.1214 0.35715,0.52219 0.35715,0.89064 0,0.36846 0.89441,1.56433 1.98757,2.6575 1.90576,1.90576 2.06454,1.98758 3.85715,1.98758 1.02826,0 2.02224,-0.14711 2.20885,-0.32691 z" id="path4384" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 361.24378,350.18404 c -0.30186,-0.23929 -0.94286,-0.99757 -1.42444,-1.68507 -1.12362,-1.60404 -4.09761,-4.57873 -5.70531,-5.70666 -1.9052,-1.33665 -1.96041,-1.44584 -2.01887,-3.99325 -0.0821,-3.57653 -2.45661,-9.47728 -6.04761,-15.0284 -0.86701,-1.34025 -1.57637,-2.53333 -1.57637,-2.65128 0,-0.11795 0.68303,-0.0962 1.51785,0.0484 1.94882,0.33746 6.18496,0.8421 9.375,1.11682 1.375,0.11841 2.65268,0.35973 2.83929,0.53627 0.18661,0.17654 1.31964,0.32098 2.51786,0.32098 1.19821,0 2.33125,0.14716 2.51785,0.32702 0.18661,0.17986 1.94643,0.42318 3.91072,0.54071 1.96428,0.11753 4.9375,0.29692 6.60714,0.39864 1.66964,0.10172 3.35714,0.33508 3.75,0.51859 0.39286,0.18351 1.91964,0.41527 3.39286,0.51503 5.10814,0.34591 7.32312,0.61896 7.66071,0.94438 0.18661,0.17988 1.50302,0.32705 2.92535,0.32705 1.42234,0 2.68539,0.16072 2.80679,0.35715 0.12422,0.20099 1.84193,0.35714 3.92858,0.35714 2.08665,0 3.80435,0.15616 3.92857,0.35714 0.1214,0.19643 1.54517,0.35715 3.16393,0.35715 1.61877,0 3.09589,0.14717 3.2825,0.32705 0.34159,0.32928 2.56853,0.60185 7.83928,0.95953 1.57143,0.10664 3.00982,0.34292 3.19643,0.52508 0.18661,0.18216 0.77589,0.33119 1.30953,0.33119 0.53362,0 1.0238,0.12054 1.08928,0.26786 0.14902,0.3353 2.05134,1.49511 2.8869,1.7601 0.34375,0.10901 0.625,0.34018 0.625,0.5137 0,0.17352 0.23737,0.31549 0.52749,0.31549 0.29011,0 0.80872,0.44196 1.15246,0.98214 0.34374,0.54018 0.70905,1.0625 0.8118,1.16071 0.49205,0.47032 1.79397,3.36291 1.79397,3.9858 0,0.38721 0.17619,1.03324 0.39154,1.43562 0.37409,0.69899 0.32236,0.72102 -1.16072,0.49423 -3.46432,-0.52976 -5.74356,-0.61719 -6.12576,-0.23499 -0.59177,0.59177 -1.45607,0.47065 -2.3085,-0.32351 -0.60503,-0.56368 -1.26035,-0.71429 -3.1079,-0.71429 -1.28767,0 -2.62028,0.13562 -2.96136,0.30138 -0.34109,0.16576 -0.97958,0.48719 -1.41888,0.71429 -0.4393,0.2271 -1.43014,0.4129 -2.20187,0.4129 -1.09623,0 -1.62434,0.23436 -2.4144,1.07143 l -1.01126,1.07143 -6.49794,0 c -3.94671,0 -6.5846,-0.14022 -6.71867,-0.35714 -0.1214,-0.19643 -1.17552,-0.35715 -2.3425,-0.35715 -1.17643,0 -2.12178,-0.15912 -2.12178,-0.35714 0,-0.19643 -0.32143,-0.35714 -0.71429,-0.35714 -0.39285,0 -0.71428,-0.16072 -0.71428,-0.35715 0,-0.19642 -0.24107,-0.35714 -0.53572,-0.35714 -0.29464,0 -0.53571,-0.16071 -0.53571,-0.35714 0,-0.19643 -0.24107,-0.35714 -0.53572,-0.35714 -0.29464,0 -0.53571,-0.16072 -0.53571,-0.35715 0,-0.19643 -0.3923,-0.35714 -0.87178,-0.35714 -0.47948,0 -0.97111,0.16071 -1.09251,0.35714 -0.1214,0.19643 -0.77374,0.35715 -1.44965,0.35715 -0.6759,0 -1.22892,0.16071 -1.22892,0.35714 0,0.21545 -1.48971,0.35714 -3.75484,0.35714 -3.61393,0 -4.59105,0.22191 -5.78492,1.31378 -0.25313,0.2315 -0.46024,0.5682 -0.46024,0.74822 0,0.57942 -1.28259,1.50943 -2.08169,1.50943 -0.4265,0 -0.77545,0.16071 -0.77545,0.35714 0,0.19643 -0.25103,0.35715 -0.55784,0.35715 -0.30681,0 -1.66292,1.125 -3.01359,2.5 -2.51199,2.55724 -2.98369,2.80164 -3.94168,2.04221 z" id="path4386" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 451.31405,358.20617 c -0.0729,-0.60154 -2.13089,-3.63339 -2.98116,-4.39195 -0.35608,-0.31768 -0.64743,-0.68068 -0.64743,-0.80666 0,-0.30989 -1.58983,-2.1207 -3.72345,-4.241 -2.03796,-2.02523 -4.55981,-3.83902 -5.33768,-3.83902 -0.29676,0 -0.6389,-0.16071 -0.7603,-0.35714 -0.1214,-0.19643 -0.69338,-0.35715 -1.27107,-0.35715 -1.04907,0 -1.05036,-0.003 -1.05036,-2.20723 0,-2.15229 -1.14487,-5.64991 -1.84937,-5.64991 -0.16142,0 -0.29348,-0.16953 -0.29348,-0.37674 0,-0.2072 -0.64286,-1.32339 -1.42857,-2.4804 -0.78572,-1.15702 -1.42858,-2.19284 -1.42858,-2.30183 0,-0.34833 1.37785,-0.21204 1.60715,0.15897 0.13115,0.21221 2.37763,0.35714 5.53571,0.35714 3.15808,0 5.40456,0.14494 5.53572,0.35715 0.1214,0.19643 0.52024,0.35714 0.88632,0.35714 0.3723,0 1.42528,0.9049 2.38963,2.05357 0.94823,1.12947 2.16601,2.47966 2.70619,3.00043 0.54018,0.52078 0.98252,1.08328 0.98298,1.25 4.6e-4,0.16673 0.48223,0.86564 1.07059,1.55314 0.58836,0.6875 1.07013,1.4509 1.07059,1.69643 4.6e-4,0.24554 0.16155,0.44643 0.35798,0.44643 0.19643,0 0.35715,0.32143 0.35715,0.71429 0,0.39285 0.16071,0.71428 0.35714,0.71428 0.21414,0 0.35714,1.42155 0.35714,3.55035 0,1.98166 -0.1578,3.64788 -0.35714,3.77108 -0.19643,0.1214 -0.35714,0.76885 -0.35714,1.43879 0,0.66993 -0.31011,1.77018 -0.68913,2.44499 -0.37902,0.67481 -0.75509,1.76452 -0.8357,2.42158 -0.0806,0.65705 -0.1723,0.98253 -0.20373,0.72327 z" id="path4388" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 457.45749,351.6747 c 0.12382,-0.66629 0.32648,-2.50043 0.45035,-4.07585 0.22261,-2.83132 0.20836,-2.89794 -1.23362,-5.76588 -0.80235,-1.59581 -1.82717,-3.19976 -2.27736,-3.56434 -0.4502,-0.36457 -1.53586,-1.70743 -2.41258,-2.98412 -0.87672,-1.27669 -1.794,-2.5268 -2.0384,-2.77802 -0.93909,-0.96531 -0.14026,-1.50752 2.221,-1.50752 1.24418,0 2.36147,-0.16072 2.48287,-0.35714 0.1214,-0.19643 0.92497,-0.35715 1.78571,-0.35715 0.86075,0 1.66432,-0.16071 1.78572,-0.35714 0.1214,-0.19643 0.76425,-0.35714 1.42857,-0.35714 0.66431,0 1.30717,-0.16072 1.42857,-0.35715 0.1214,-0.19642 0.6839,-0.35714 1.25,-0.35714 0.5661,0 1.1286,-0.16071 1.25,-0.35714 0.1214,-0.19643 0.53267,-0.35714 0.91393,-0.35714 0.49686,0 0.69321,0.24693 0.69321,0.87178 0,0.47947 -0.16071,0.9711 -0.35714,1.0925 -0.19643,0.1214 -0.35714,0.66124 -0.35714,1.19965 0,0.53841 -0.13178,1.1316 -0.29283,1.31821 -0.16106,0.18661 -0.65971,1.54464 -1.10812,3.01786 -0.4484,1.47321 -0.95949,2.95764 -1.13574,3.29872 -0.17625,0.34109 -0.32046,0.93428 -0.32046,1.31821 0,0.38393 -0.16071,0.79738 -0.35714,0.91878 -0.19643,0.1214 -0.35714,0.6839 -0.35714,1.25 0,0.5661 -0.16072,1.1286 -0.35714,1.25 -0.19643,0.1214 -0.35715,0.60354 -0.35715,1.07143 0,0.46789 -0.16071,0.95003 -0.35714,1.07143 -0.19643,0.1214 -0.35714,0.60354 -0.35714,1.07143 0,0.46788 -0.16072,0.95003 -0.35715,1.07142 -0.19642,0.1214 -0.35714,0.6839 -0.35714,1.25 0,0.56611 -0.16071,1.12861 -0.35714,1.25 -0.19643,0.1214 -0.35714,0.60355 -0.35714,1.07143 0,0.46789 -0.18231,0.96338 -0.40513,1.10109 -0.2868,0.17725 -0.33937,-0.10343 -0.17999,-0.96107 z" id="path4390" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 435.32291,362.34172 c -0.56667,-0.44006 -1.36829,-1.12309 -1.78138,-1.51786 -3.12647,-2.98773 -4.85079,-3.71475 -5.87721,-2.47799 -0.41033,0.49442 -0.55663,0.41057 -1.22979,-0.7048 -0.42023,-0.69629 -1.04563,-1.57713 -1.38978,-1.95741 -0.59892,-0.6618 -0.59405,-0.70149 0.1138,-0.92615 1.09403,-0.34723 1.26524,-1.65395 0.41503,-3.16768 -0.81075,-1.44346 -0.79526,-1.47534 0.44276,-0.91126 1.09462,0.49874 2.38341,-0.1099 2.38341,-1.12558 0,-0.64717 -0.61568,-2.05121 -1.08864,-2.48259 -0.10768,-0.0982 -0.56058,-0.7009 -1.00646,-1.33929 -0.94153,-1.34806 -0.64811,-1.44961 1.76362,-0.61041 1.7849,0.62108 2.7644,1.37387 3.54576,2.72507 0.29465,0.50952 1.66072,1.85978 3.03572,3.00059 3.56407,2.95704 8.75,8.19837 8.75,8.84348 0,0.52654 -5.58822,3.45199 -6.59402,3.45199 -0.24888,0 -0.91615,-0.36005 -1.48282,-0.80011 z" id="path4392" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 392.14975,412.42754 c -0.1214,-0.19643 -0.8541,-0.35714 -1.62822,-0.35714 -0.77413,0 -1.4075,-0.16072 -1.4075,-0.35715 0,-0.19642 -0.55301,-0.35714 -1.22892,-0.35714 -0.67591,0 -1.32825,-0.16071 -1.44965,-0.35714 -0.1214,-0.19643 -0.53485,-0.35714 -0.91878,-0.35714 -0.67427,0 -1.02189,-0.129 -2.73709,-1.01567 -0.4393,-0.2271 -1.12233,-0.41291 -1.51785,-0.41291 -0.39552,0 -0.71914,-0.16071 -0.71914,-0.35714 0,-0.19643 -0.24325,-0.35714 -0.54056,-0.35714 -0.2973,0 -0.81962,-0.14313 -1.16071,-0.31806 -0.34109,-0.17493 -1.42373,-0.67477 -2.40587,-1.11076 -0.98214,-0.43599 -2.1875,-1.02085 -2.67857,-1.29968 -0.49107,-0.27884 -2.17857,-1.16546 -3.75,-1.97028 -1.57143,-0.80481 -3.41964,-1.89999 -4.10714,-2.43372 -0.6875,-0.53373 -2.20787,-1.49072 -3.37859,-2.12663 -1.17072,-0.63591 -2.56161,-1.46454 -3.09085,-1.8414 -0.52924,-0.37685 -1.0668,-0.68519 -1.19458,-0.68519 -0.27776,0 -4.27499,-2.66718 -5.57589,-3.72056 -0.50517,-0.40905 -1.45473,-1.14551 -2.11013,-1.63658 -0.65541,-0.49107 -1.36709,-1.06241 -1.58152,-1.26963 -0.21443,-0.20723 -1.43451,-1.08233 -2.7113,-1.94465 -2.81021,-1.89799 -3.11201,-2.18451 -3.57004,-3.38921 -0.44187,-1.16221 -0.47373,-4.11079 -0.0444,-4.11079 0.17277,0 0.93478,0.76339 1.69336,1.69642 1.68467,2.0721 5.53029,5.89705 7.63029,7.58929 0.85316,0.6875 1.72564,1.42182 1.93886,1.63183 0.21321,0.21 2.21652,1.7635 4.45181,3.45221 3.71648,2.80772 5.92406,4.09635 10.40013,6.07089 0.88393,0.38992 1.88621,0.85208 2.2273,1.02701 0.34108,0.17494 0.93428,0.31806 1.31821,0.31806 0.38393,0 0.79738,0.16071 0.91878,0.35714 0.1214,0.19643 0.53485,0.35715 0.91878,0.35715 0.38393,0 0.97712,0.14098 1.31821,0.3133 0.34108,0.17231 1.26301,0.50436 2.04872,0.73789 0.78571,0.23353 1.79018,0.57468 2.23214,0.75813 0.44197,0.18344 1.16518,0.47309 1.60715,0.64366 0.44196,0.17057 1.83061,0.81343 3.08587,1.42857 1.82975,0.89667 2.73269,1.11845 4.55358,1.11845 1.27608,0 2.27126,0.15648 2.27126,0.35714 0,0.19643 0.74454,0.35714 1.65454,0.35714 1.26021,0 1.81699,-0.18731 2.33616,-0.78592 0.63,-0.72639 0.66988,-1.27418 0.52655,-7.23214 -0.16041,-6.66758 -0.43037,-9.41552 -0.9824,-9.9998 -0.17631,-0.1866 -0.32056,-0.86015 -0.32056,-1.49677 0,-0.63663 -0.16072,-1.25683 -0.35715,-1.37823 -0.19643,-0.1214 -0.35714,-0.76425 -0.35714,-1.42857 0,-0.66431 -0.16071,-1.30717 -0.35714,-1.42857 -0.19643,-0.1214 -0.35715,-0.6839 -0.35715,-1.25 0,-0.5661 -0.16071,-1.1286 -0.35714,-1.25 -0.19643,-0.1214 -0.35714,-0.60354 -0.35714,-1.07143 0,-0.46788 -0.16072,-0.95003 -0.35714,-1.07143 -0.19643,-0.12139 -0.35715,-0.53485 -0.35715,-0.91878 0,-0.38393 -0.14196,-0.97712 -0.31547,-1.3182 -0.17351,-0.34109 -0.47458,-1.02194 -0.66904,-1.51302 -1.54112,-3.89176 -5.15498,-9.73432 -7.4004,-11.96428 -2.96907,-2.94862 -4.77084,-4.09211 -10.63294,-6.74813 -1.12947,-0.51174 -2.97768,-1.37241 -4.10715,-1.91259 -1.90468,-0.91093 -1.97921,-0.99064 -1.02792,-1.09934 0.56411,-0.0645 1.19893,0.0561 1.41072,0.26785 0.21178,0.21179 0.67653,0.38507 1.03276,0.38507 0.35624,0 0.92678,0.14196 1.26786,0.31547 0.34109,0.17351 1.02194,0.47458 1.51301,0.66904 1.35152,0.5352 4.44047,2.01684 4.64286,2.22699 0.0982,0.10198 0.8048,0.65261 1.57018,1.22361 1.96997,1.46968 6.43905,6.00041 7.2158,7.31534 0.35956,0.60868 0.7798,1.10669 0.93388,1.10669 0.15407,0 0.28014,0.16953 0.28014,0.37674 0,0.2072 0.64286,1.32339 1.42857,2.4804 0.78571,1.15702 1.42857,2.2732 1.42857,2.48041 0,0.2072 0.12054,0.37799 0.26786,0.37952 0.14732,0.002 0.43945,0.36314 0.64917,0.80357 0.20973,0.44043 1.02158,2.00614 1.80411,3.47936 2.4247,4.56481 3.08359,6.67232 4.07541,13.03571 0.21432,1.375 0.54062,3.27566 0.72513,4.22368 0.1845,0.94802 0.33546,3.37724 0.33546,5.39826 0,3.1767 0.1003,3.8021 0.74021,4.61561 0.40712,0.51756 0.98109,0.94102 1.27551,0.94102 0.69091,0 1.55571,-0.86749 1.55571,-1.56055 0,-0.29708 0.16072,-0.63947 0.35715,-0.76087 0.19642,-0.1214 0.35714,-1.08569 0.35714,-2.14286 0,-1.05717 -0.16072,-2.02146 -0.35714,-2.14286 -0.19643,-0.1214 -0.35715,-1.40711 -0.35715,-2.85714 0,-1.45003 -0.16071,-2.73574 -0.35714,-2.85714 -0.19643,-0.1214 -0.35714,-1.08569 -0.35714,-2.14286 0,-1.05717 -0.16072,-2.02146 -0.35715,-2.14286 -0.19642,-0.1214 -0.35714,-0.76426 -0.35714,-1.42857 0,-0.66431 -0.16071,-1.30717 -0.35714,-1.42857 -0.19643,-0.1214 -0.35714,-1.00533 -0.35714,-1.96429 0,-0.95895 -0.16072,-1.84288 -0.35715,-1.96428 -0.19643,-0.1214 -0.35714,-0.60354 -0.35714,-1.07143 0,-0.46789 -0.16071,-0.95003 -0.35714,-1.07143 -0.19643,-0.1214 -0.35715,-0.53267 -0.35715,-0.91393 0,-0.38127 -0.16071,-0.69321 -0.35714,-0.69321 -0.19643,0 -0.35714,-0.32143 -0.35714,-0.71429 0,-0.39286 -0.16072,-0.71428 -0.35714,-0.71428 -0.19643,0 -0.35715,-0.32143 -0.35715,-0.71429 0,-0.39286 -0.16071,-0.71429 -0.35714,-0.71429 -0.19643,0 -0.35714,-0.30803 -0.35714,-0.68452 0,-0.37649 -0.12054,-0.73809 -0.26786,-0.80357 -0.14732,-0.0655 -0.81362,-1.16369 -1.48067,-2.44048 -0.66705,-1.27678 -1.32116,-2.40178 -1.45358,-2.5 -0.13242,-0.0982 -1.48573,-2.05615 -3.00735,-4.35096 -1.52162,-2.29482 -2.99697,-4.36361 -3.27856,-4.59731 -0.74072,-0.61474 -0.6334,-0.94382 0.39171,-1.2011 0.63723,-0.15994 0.96631,-0.53992 1.11607,-1.28872 0.11681,-0.58405 0.36328,-1.06191 0.54772,-1.06191 0.18444,0 2.30183,1.96875 4.70532,4.375 4.52432,4.52952 5.97863,5.84581 7.29989,6.60715 0.92847,0.535 2.79721,0.58872 3.10588,0.0893 0.1214,-0.19643 0.76426,-0.35714 1.42857,-0.35714 0.66431,0 1.30717,-0.16072 1.42857,-0.35714 0.1214,-0.19643 0.92497,-0.35715 1.78572,-0.35715 0.86074,0 1.66431,-0.16071 1.78571,-0.35714 0.1214,-0.19643 1.00533,-0.35714 1.96429,-0.35714 0.95895,0 1.84288,-0.16072 1.96428,-0.35715 0.1214,-0.19642 1.00533,-0.35714 1.96429,-0.35714 0.95895,0 1.84288,-0.16071 1.96428,-0.35714 0.1214,-0.19643 0.51317,-0.35714 0.87061,-0.35714 0.38873,0 0.83246,-0.4408 1.10423,-1.09691 0.40656,-0.98152 0.3755,-1.17577 -0.29524,-1.84651 -0.71304,-0.71305 -0.87674,-0.72813 -3.35745,-0.30928 -5.85514,0.98857 -6.99967,1.22057 -9.37343,1.90002 -3.08703,0.88361 -4.53006,0.89601 -5.7174,0.0491 -0.86248,-0.61518 -0.91406,-0.80838 -0.74843,-2.80357 0.55845,-6.72735 0.77418,-7.3187 2.35736,-6.46157 4.18274,2.26454 5.1831,2.71157 6.0678,2.71157 0.55775,0 1.11341,0.16072 1.23481,0.35715 0.2721,0.44026 4.46429,0.47938 4.46429,0.0416 0,-0.17352 0.32142,-0.39954 0.71428,-0.50228 0.50768,-0.13276 0.71429,-0.48715 0.71429,-1.22518 0,-0.81733 -0.45896,-1.45172 -2.15586,-2.97987 -5.23143,-4.7112 -5.47258,-4.97718 -4.51251,-4.97718 0.99045,0 4.38659,2.58275 10.02162,7.62142 1.35322,1.21 2.79965,2.43176 3.21429,2.71502 0.41464,0.28326 0.83424,0.60494 0.93246,0.71486 0.0982,0.10991 0.61032,0.42217 1.13802,0.6939 0.85275,0.43912 1.03148,0.42161 1.60714,-0.15747 0.62624,-0.62995 0.65137,-0.60783 0.75865,0.66793 0.0892,1.06066 0.36906,1.49485 1.42682,2.21362 1.43517,0.97523 4.31245,4.19801 5.67598,6.35758 2.32811,3.68726 2.25096,3.3379 2.24506,10.16614 -0.004,4.21788 -0.12093,6.14976 -0.35167,5.79271 -0.19042,-0.29464 -0.34867,-1.77176 -0.35168,-3.28249 -0.003,-1.51073 -0.16618,-2.84611 -0.36261,-2.96751 -0.19643,-0.1214 -0.35714,-0.76425 -0.35714,-1.42857 0,-0.66431 -0.16072,-1.30717 -0.35714,-1.42857 -0.19643,-0.1214 -0.36226,-1.05499 -0.3685,-2.07465 -0.0143,-2.33016 -0.5717,-3.10392 -2.23609,-3.10392 -0.96821,0 -1.3313,0.17471 -1.50582,0.72455 -0.27055,0.85245 0.14531,5.36453 0.54218,5.88259 0.41247,0.53842 0.70085,2.98969 1.07142,9.10714 0.56495,9.32635 0.73248,10.30961 1.8744,11.00097 0.81027,0.49057 1.11081,0.51745 1.69642,0.15173 0.62459,-0.39006 0.7117,-0.35417 0.7117,0.29327 0,0.40576 -0.17715,1.44125 -0.39366,2.30109 -0.44094,1.75114 -1.06478,2.16763 -4.78491,3.19458 -1.17857,0.32534 -3.34822,1.0545 -4.82143,1.62034 -1.47321,0.56585 -3.32143,1.22097 -4.10714,1.45583 -0.78572,0.23486 -1.70764,0.56801 -2.04873,0.74032 -0.34108,0.17232 -0.93428,0.3133 -1.3182,0.3133 -0.38394,0 -0.79739,0.16072 -0.91879,0.35715 -0.1214,0.19642 -0.76425,0.35714 -1.42857,0.35714 -0.66431,0 -1.29619,0.14296 -1.40418,0.31768 -0.18534,0.29988 -1.08979,0.51057 -4.22306,0.98375 -0.73784,0.11143 -1.43035,0.34633 -1.53893,0.52201 -0.10858,0.17568 -0.83079,0.31942 -1.60491,0.31942 -0.77412,0 -1.40749,0.16071 -1.40749,0.35714 0,0.19643 -0.79409,0.35714 -1.76464,0.35714 -0.97055,0 -1.86396,0.16072 -1.98536,0.35714 -0.1214,0.19643 -1.25589,0.35715 -2.52108,0.35715 -1.29547,0 -2.30035,0.15601 -2.30035,0.35714 0,0.2061 -1.12392,0.35714 -2.65749,0.35714 -1.46162,0 -2.75682,-0.16071 -2.87822,-0.35714 z m 14.66837,-7.65306 c 0.28061,-0.28061 0.5102,-0.66086 0.5102,-0.845 0,-0.18413 0.92411,-0.31615 2.05357,-0.29336 l 2.05357,0.0414 0.0989,-5.50822 c 0.0616,-3.42699 -0.0397,-5.64681 -0.26785,-5.875 -0.20173,-0.20173 -0.36678,-1.61087 -0.36678,-3.13142 0,-1.52055 -0.16072,-2.86396 -0.35715,-2.98536 -0.19642,-0.1214 -0.35714,-0.93446 -0.35714,-1.80679 0,-0.87234 -0.16071,-1.58607 -0.35714,-1.58607 -0.19643,0 -0.35714,-0.79408 -0.35714,-1.76463 0,-0.97055 -0.16072,-1.86397 -0.35715,-1.98537 -0.19643,-0.1214 -0.35714,-0.91254 -0.35714,-1.75809 0,-1.17887 -0.21622,-1.75358 -0.92725,-2.46462 -0.876,-0.876 -0.97471,-0.89616 -1.78572,-0.36476 -0.95761,0.62745 -1.07128,1.79445 -0.48163,4.94462 1.63889,8.75559 1.78386,9.97919 1.92523,16.25 0.0686,3.04464 0.0502,5.09375 -0.0409,4.55357 -0.0911,-0.54018 -0.31575,-0.98215 -0.49914,-0.98215 -0.18338,0 -0.33342,-1.11551 -0.33342,-2.47892 0,-1.3634 -0.16071,-2.57825 -0.35714,-2.69965 -0.19643,-0.1214 -0.35714,-1.09517 -0.35714,-2.16393 0,-1.06877 -0.16072,-1.94321 -0.35715,-1.94321 -0.19642,0 -0.35714,-0.71373 -0.35714,-1.58606 0,-0.87234 -0.16071,-1.6854 -0.35714,-1.8068 -0.19643,-0.1214 -0.35714,-0.84461 -0.35714,-1.60714 0,-0.76253 -0.16072,-1.48574 -0.35715,-1.60714 -0.19643,-0.1214 -0.35714,-0.76426 -0.35714,-1.42857 0,-0.66432 -0.16071,-1.30718 -0.35714,-1.42858 -0.19643,-0.12139 -0.35715,-0.68389 -0.35715,-1.25 0,-0.5661 -0.16071,-1.1286 -0.35714,-1.25 -0.19643,-0.12139 -0.35714,-0.61302 -0.35714,-1.0925 0,-0.47948 -0.14197,-0.87178 -0.31549,-0.87178 -0.17352,0 -0.39954,-0.32143 -0.50228,-0.71429 -0.13394,-0.51218 -0.48715,-0.71428 -1.24832,-0.71428 -1.55689,0 -2.16319,1.5749 -1.4118,3.66723 1.33927,3.72935 3.41187,14.37651 3.86807,19.87066 0.2054,2.4738 0.52953,5.1005 0.72027,5.83711 0.31831,1.2293 0.45036,1.33928 1.60797,1.33928 0.69364,0 1.49076,-0.22959 1.77138,-0.5102 z m 12.04313,-5.02551 c 0.39589,-2.45487 7.2e-4,-11.24332 -0.64236,-14.28572 -0.97766,-4.62529 -2.93724,-10.89617 -3.65499,-11.69642 -0.65122,-0.72607 -1.55269,-0.80789 -2.16415,-0.19643 -0.51747,0.51746 -0.57423,3.72496 -0.0714,4.03571 0.19643,0.1214 0.35714,0.76426 0.35714,1.42857 0,0.66432 0.16072,1.30718 0.35714,1.42857 0.19643,0.1214 0.35715,0.76426 0.35715,1.42858 0,0.66431 0.16071,1.30717 0.35714,1.42857 0.19643,0.1214 0.35714,0.84461 0.35714,1.60714 0,0.76253 0.16072,1.48574 0.35715,1.60714 0.19642,0.1214 0.35714,1.56783 0.35714,3.21429 0,1.64646 0.16071,3.09288 0.35714,3.21428 0.20393,0.12604 0.35714,1.94816 0.35714,4.24727 0,2.2146 0.1148,4.14133 0.2551,4.28164 0.1403,0.1403 0.8222,0.20726 1.51533,0.14881 1.2153,-0.1025 1.27051,-0.16997 1.54822,-1.892 z m 6.12964,-0.1609 c 0.56397,-0.62317 0.60863,-1.25384 0.42367,-5.98214 -0.21127,-5.4009 -0.60974,-9.03633 -1.30353,-11.89268 -0.36144,-1.48805 -0.56098,-2.40401 -1.36149,-6.25 -0.46238,-2.22146 -1.12527,-3.03571 -2.47142,-3.03571 l -1.16409,0 0,2.83607 c 0,1.55983 0.16072,2.93539 0.35715,3.05679 0.19642,0.1214 0.35714,0.76425 0.35714,1.42857 0,0.66431 0.16071,1.30717 0.35714,1.42857 0.19643,0.1214 0.35714,0.92497 0.35714,1.78571 0,0.86075 0.16072,1.66432 0.35715,1.78572 0.21955,0.13569 0.35714,3.07911 0.35714,7.64012 0,4.08067 0.10714,7.52655 0.2381,7.6575 0.53201,0.53202 2.87793,0.22433 3.4959,-0.45852 z m 4.65886,-1.5799 c 0,-0.0247 0.20089,-0.40434 0.44643,-0.84364 0.53035,-0.94888 0.64539,-16.88354 0.12586,-17.43342 -0.17631,-0.18661 -0.42109,-1.0625 -0.54395,-1.94643 -0.12286,-0.88393 -0.34021,-2.41071 -0.48301,-3.39285 l -0.25962,-1.78572 -1.55155,-0.11147 c -1.76653,-0.12691 -2.75261,0.68316 -2.16595,1.77934 0.17856,0.33363 0.32464,1.49161 0.32464,2.57329 0,1.08168 0.16072,2.06601 0.35715,2.18741 0.19643,0.1214 0.35714,0.90232 0.35714,1.73537 0,0.83305 0.17583,1.69047 0.39074,1.90537 0.26441,0.26441 0.31596,1.64425 0.15944,4.26786 -0.12721,2.13241 -0.26286,5.47663 -0.30145,7.43159 -0.0693,3.51328 -0.0598,3.55732 0.8227,3.79984 0.69726,0.19161 2.32143,0.0751 2.32143,-0.16654 z" id="path4394" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 381.43546,401.4952 c -1.375,-0.48973 -3.38393,-1.19088 -4.46428,-1.5581 -6.72464,-2.28574 -12.14286,-4.5428 -12.14286,-5.05833 0,-0.16961 -0.18629,-0.30837 -0.41398,-0.30837 -0.35273,0 -4.05693,-2.5809 -4.58602,-3.19531 -0.0982,-0.11405 -1.0625,-0.92321 -2.14286,-1.79812 -1.08036,-0.87492 -2.64732,-2.25781 -3.48214,-3.0731 -1.44149,-1.40777 -1.51786,-1.58675 -1.51786,-3.55755 0,-1.93265 0.29427,-3.32221 1.1687,-5.51878 0.19549,-0.49107 0.47429,-1.21429 0.61956,-1.60714 0.54267,-1.46764 1.97127,-4.28995 2.2296,-4.40476 0.14732,-0.0655 0.26805,-0.30655 0.26829,-0.53572 9.9e-4,-0.94795 1.69161,-2.38095 2.80898,-2.38095 0.61554,0 1.11916,0.16071 1.11916,0.35714 0,0.19643 0.32143,0.35714 0.71428,0.35714 0.39286,0 0.71429,0.13072 0.71429,0.29049 0,0.15976 0.5625,0.51119 1.25,0.78094 0.6875,0.26976 1.25,0.62118 1.25,0.78095 0,0.15976 0.24107,0.29048 0.53571,0.29048 0.29465,0 0.53572,0.16072 0.53572,0.35714 0,0.19643 0.30803,0.35715 0.68452,0.35715 0.37649,0 0.7381,0.12053 0.80357,0.26785 0.0655,0.14733 0.92262,0.66437 1.90476,1.149 4.85596,2.39611 10.86993,7.37428 11.98697,9.92243 0.27986,0.6384 0.63031,1.16072 0.77879,1.16072 0.14848,0 0.26996,0.32361 0.26996,0.71913 0,0.39552 0.14098,0.9982 0.3133,1.33929 0.62517,1.23747 1.11527,3.19902 1.11527,4.46371 0,0.71107 0.16071,1.39218 0.35714,1.51358 0.41396,0.25584 0.50121,9.8327 0.0893,9.80048 -0.14732,-0.0115 -1.39286,-0.42165 -2.76786,-0.91139 z" id="path4396" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 390.09448,404.12397 c -0.46775,-0.35718 -0.66386,-1.62459 -0.98085,-6.33929 -0.53044,-7.88939 -1.10647,-10.95285 -2.75333,-14.64285 -1.94623,-4.36081 -4.78665,-7.97207 -9.3751,-11.91939 -2.19778,-1.89068 -11.74204,-6.28766 -16.03839,-7.38878 -1.49157,-0.38228 -2.17836,-0.39041 -3.48387,-0.0412 -1.74485,0.46668 -3.31944,1.43375 -3.33768,2.04992 -0.006,0.2085 -0.29248,0.69882 -0.63623,1.08961 -1.36284,1.54935 -2.94643,4.78165 -2.94643,6.01405 0,0.50056 -0.16071,0.91011 -0.35714,0.91011 -0.19643,0 -0.35714,0.21638 -0.35714,0.48085 0,0.61313 -1.09569,2.82822 -1.2986,2.62531 -0.14711,-0.1471 0.1723,-2.65929 1.00793,-7.92759 0.71518,-4.5089 3.47968,-8.62358 7.02085,-10.44981 1.65281,-0.85238 5.86944,-1.14865 6.30553,-0.44304 0.1214,0.19642 0.53485,0.35714 0.91878,0.35714 0.38393,0 0.97713,0.14196 1.31821,0.31547 0.34109,0.17351 1.1023,0.51369 1.69158,0.75596 0.58929,0.24226 1.3505,0.58244 1.69159,0.75595 0.34108,0.17351 0.8634,0.31548 1.16071,0.31548 0.29731,0 0.54056,0.16071 0.54056,0.35714 0,0.19643 0.32143,0.35714 0.71429,0.35714 0.39285,0 0.71428,0.16072 0.71428,0.35714 0,0.19643 0.20903,0.35715 0.46452,0.35715 0.65704,0 2.3865,0.83997 2.38984,1.16071 0.002,0.14732 0.32421,0.26786 0.71707,0.26786 0.39286,0 0.71429,0.16071 0.71429,0.35714 0,0.19643 0.23815,0.35714 0.52922,0.35714 0.57033,0 6.25649,5.44209 6.25649,5.98795 0,0.18124 0.40159,0.79649 0.89242,1.36722 0.49084,0.57073 0.89262,1.23858 0.89286,1.48412 2.4e-4,0.24554 0.12097,0.44768 0.26829,0.44922 0.32074,0.003 1.16072,1.7328 1.16072,2.38984 0,0.25548 0.16071,0.46451 0.35714,0.46451 0.19643,0 0.35714,0.24325 0.35714,0.54056 0,0.52449 0.14929,0.90366 1.01567,2.5796 0.2271,0.43929 0.4129,1.11285 0.4129,1.49678 0,0.38393 0.16072,0.79738 0.35715,0.91878 0.19643,0.1214 0.35714,0.53485 0.35714,0.91878 0,0.38393 0.14099,0.97712 0.3133,1.31821 0.52128,1.03183 1.11527,3.12387 1.11527,3.928 0,0.41643 0.16072,0.85646 0.35714,0.97786 0.19643,0.1214 0.35715,0.7416 0.35715,1.37822 0,0.63663 0.14513,1.31018 0.32252,1.49678 0.78141,0.82205 1.41079,11.32748 0.72792,12.15029 -0.52155,0.62843 -1.09082,0.64806 -1.85571,0.064 z" id="path4398" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 390.65628,353.71553 c -1.4107,-1.3959 -2.80707,-3.02013 -3.10306,-3.60942 -0.29598,-0.58928 -1.27151,-1.95454 -2.16784,-3.03391 -0.89633,-1.07937 -1.5743,-2.12401 -1.50661,-2.32143 0.18395,-0.53645 1.69307,-0.20547 2.91073,0.63839 1.45607,1.00906 4.82453,4.58045 4.82453,5.11516 0,0.23714 0.48215,0.83685 1.07143,1.3327 0.93077,0.78319 1.07143,1.13901 1.07143,2.71032 0,0.99482 -0.12054,1.78569 -0.26786,1.75747 -0.14732,-0.0282 -1.42206,-1.19339 -2.83275,-2.58928 z" id="path4400" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4402" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 383.02068,352.01455 c -1.0683,-1.00423 -2.50486,-2.24623 -3.19236,-2.76001 -0.6875,-0.51378 -1.47199,-1.14465 -1.74331,-1.40194 -0.27132,-0.25729 -1.11507,-0.73717 -1.875,-1.0664 -1.76701,-0.76552 -1.80845,-1.50152 -0.0846,-1.50152 1.61705,0 3.0627,0.87809 5.17459,3.14307 1.78896,1.91863 4.0417,5.03399 3.80864,5.26705 -0.0801,0.0801 -1.0197,-0.67601 -2.088,-1.68025 z" id="path4404" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 381.32394,356.74345 c -0.65062,-0.55671 -1.85598,-1.3374 -2.67857,-1.73486 -2.98394,-1.44179 -4.89189,-2.22391 -5.42515,-2.22391 -0.29945,0 -0.82352,-0.14098 -1.1646,-0.3133 -0.94825,-0.47905 -3.09917,-1.11527 -3.77051,-1.11527 -0.99387,0 -0.67565,-1.0357 0.54658,-1.77899 1.36623,-0.83085 2.19829,-0.69421 4.9252,0.80884 3.62474,1.99792 9.28571,6.38256 9.28571,7.19215 0,0.42474 -0.57076,0.14755 -1.71866,-0.83466 z" id="path4406" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 324.47118,359.4129 c 0,-0.47948 0.16071,-0.9711 0.35714,-1.0925 0.19643,-0.1214 0.35714,-0.5101 0.35714,-0.86377 0,-1.20143 2.31415,-5.16177 4.22663,-7.2333 3.38284,-3.66416 7.96464,-5.6559 12.99425,-5.64869 2.87903,0.004 5.91758,0.5749 7.28341,1.36814 0.63774,0.37039 0.63187,0.3922 -0.10821,0.40247 -0.43037,0.006 -0.88182,-0.14985 -1.00322,-0.34628 -0.28825,-0.46639 -6.85461,-0.46639 -7.14286,0 -0.1214,0.19643 -0.76425,0.35714 -1.42857,0.35714 -0.66431,0 -1.30717,0.16072 -1.42857,0.35714 -0.1214,0.19643 -0.53267,0.35715 -0.91394,0.35715 -0.38126,0 -0.6932,0.14197 -0.6932,0.31549 0,0.17352 -0.28125,0.40468 -0.625,0.51369 -3.35785,1.06489 -8.96018,6.72215 -10.93856,11.04582 -0.71455,1.56162 -0.93644,1.67239 -0.93644,0.4675 z" id="path4408" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 330.35679,373.76049 c -0.69819,-0.83984 -1.01372,-1.33901 -2.34777,-3.71417 -0.74284,-1.32257 -0.97359,-5.60989 -0.32356,-6.01164 0.19643,-0.1214 0.35714,-0.51009 0.35714,-0.86377 0,-0.83935 2.10459,-4.96741 3.08798,-6.05693 0.76362,-0.84604 0.76805,-0.84647 1.16071,-0.11277 0.23295,0.43527 0.39405,2.75465 0.39388,5.67071 -2.7e-4,4.4716 -0.35996,7.40148 -1.34268,10.93662 l -0.27865,1.00243 -0.70705,-0.85048 z" id="path4410" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 337.77475,379.75046 c -0.53259,-0.60492 -0.59638,-2.90238 -0.0893,-3.21578 0.19643,-0.1214 0.35714,-0.84461 0.35714,-1.60714 0,-0.76253 0.16072,-1.48574 0.35715,-1.60714 0.19643,-0.1214 0.35714,-0.92497 0.35714,-1.78572 0,-0.86074 0.16071,-1.66431 0.35714,-1.78571 0.48561,-0.30012 0.48561,-15.17857 0,-15.17857 -0.19643,0 -0.35714,-0.40179 -0.35714,-0.89286 0,-0.49107 -0.16071,-0.89286 -0.35714,-0.89286 -0.50345,0 -0.4445,-1.03524 0.0893,-1.56807 0.24554,-0.2451 0.79128,-0.53562 1.21276,-0.6456 0.5827,-0.15206 0.87082,0.025 1.20238,0.73899 0.23983,0.51643 0.57802,1.21804 0.75153,1.55912 0.17351,0.34109 0.31548,1.095 0.31548,1.67535 0,0.58036 0.16071,1.15453 0.35714,1.27593 0.48143,0.29754 0.48143,13.63103 0,13.92857 -0.19643,0.1214 -0.35714,0.93445 -0.35714,1.80679 0,0.87234 -0.16072,1.58607 -0.35715,1.58607 -0.19643,0 -0.35714,0.48214 -0.35714,1.07142 0,0.58929 -0.16071,1.07143 -0.35714,1.07143 -0.19643,0 -0.35715,0.32143 -0.35715,0.71429 0,0.39286 -0.16071,0.71428 -0.35714,0.71428 -0.19643,0 -0.35714,0.29674 -0.35714,0.65942 0,0.76995 -1.01208,2.91829 -1.36544,2.89843 -0.13294,-0.007 -0.4426,-0.24176 -0.68813,-0.52064 z" id="path4412" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 337.32832,389.9958 c 0,-0.23397 -0.32143,-0.4254 -0.71429,-0.4254 -0.39285,0 -0.71428,-0.12607 -0.71428,-0.28014 0,-0.15408 -0.51802,-0.58615 -1.15116,-0.96015 -1.41029,-0.83307 -6.25954,-5.62019 -7.42629,-7.33114 -0.46883,-0.6875 -0.94052,-1.33036 -1.0482,-1.42857 -0.56172,-0.51235 -2.27156,-3.98295 -2.82772,-5.73964 -0.48157,-1.52109 -0.53275,-9.57492 -0.0655,-10.31342 0.21479,-0.33952 0.37723,0.76535 0.47257,3.21428 0.18512,4.75533 0.53215,5.92501 2.44918,8.25528 2.80094,3.40468 5.39012,5.58623 9.12966,7.69231 3.23467,1.82173 3.67548,2.18493 3.67843,3.03082 0.002,0.52859 -0.15736,1.0604 -0.35379,1.1818 -0.19643,0.1214 -0.36225,0.6532 -0.3685,1.18179 -0.006,0.52858 -0.24732,1.27303 -0.53571,1.65432 -0.2884,0.3813 -0.52436,0.50183 -0.52436,0.26786 z" id="path4414" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 339.64975,434.48826 c -0.39286,-0.21589 -0.79465,-0.50521 -0.89286,-0.64293 -0.33652,-0.47189 -3.18541,-1.77493 -3.88059,-1.77493 -0.38212,0 -1.31263,-0.30045 -2.0678,-0.66766 -1.76567,-0.85858 -3.72088,-1.4752 -4.67765,-1.4752 -0.4299,0 -1.08152,-0.46011 -1.51623,-1.07061 -0.68699,-0.96478 -0.74568,-1.41489 -0.59373,-4.55357 0.2458,-5.07732 0.43169,-6.01396 1.77185,-8.92779 0.20286,-0.44108 0.90987,-0.9976 1.57111,-1.23671 1.21518,-0.43941 2.49129,-2.23444 1.86408,-2.62207 -0.1805,-0.11156 -0.32818,-0.51478 -0.32818,-0.89604 0,-0.56706 -0.25214,-0.69321 -1.38551,-0.69321 -1.1274,0 -1.65325,0.25984 -2.82281,1.39485 -1.38013,1.33937 -3.64883,5.43153 -3.64883,6.58156 0,0.30408 -0.13994,0.63935 -0.31098,0.74507 -0.48848,0.30189 -0.88278,3.61989 -0.90528,7.61781 -0.018,3.20712 -0.0962,3.66071 -0.63109,3.66071 -0.33577,0 -0.70982,-0.16071 -0.83122,-0.35714 -0.1214,-0.19643 -0.88286,-0.35715 -1.69215,-0.35715 -0.80928,0 -1.9812,-0.18433 -2.60426,-0.40963 l -1.13284,-0.40965 -0.22055,-5.75107 c -0.30212,-7.87815 0.628,-21.18642 1.89336,-27.09036 0.19997,-0.93304 0.50222,-2.37946 0.67166,-3.21429 0.58107,-2.86294 2.84359,-8.5377 3.58721,-8.99728 0.15296,-0.0945 0.82187,0.55385 1.48648,1.44086 0.66461,0.88701 1.7747,2.04119 2.46688,2.56485 0.69217,0.52366 1.56145,1.2302 1.93173,1.5701 0.37028,0.3399 1.23063,0.88251 1.9119,1.20579 0.68127,0.32328 1.82474,1.09469 2.54105,1.71424 1.54392,1.33534 2.70352,2.0193 3.4236,2.0193 0.28806,0 0.9331,0.18651 1.43341,0.41447 0.86894,0.39591 0.90967,0.54782 0.90967,3.39286 0,1.7475 -0.1476,2.97839 -0.35715,2.97839 -0.46675,0 -0.46675,4.17582 0,4.46428 0.19643,0.1214 0.35715,0.84462 0.35715,1.60714 0,0.76253 0.16071,1.48575 0.35714,1.60715 0.19643,0.1214 0.35714,1.00533 0.35714,1.96428 0,0.95896 0.16072,1.84289 0.35714,1.96429 0.2177,0.13454 0.35715,2.85382 0.35715,6.96428 0,4.11047 0.13945,6.82975 0.35714,6.96429 0.19643,0.1214 0.35714,0.70875 0.35714,1.30523 0,0.59648 0.32922,1.54684 0.73159,2.11192 0.58035,0.81504 0.70955,1.46758 0.625,3.15676 -0.10058,2.00939 -0.14683,2.10723 -0.82087,1.73681 z" id="path4416" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 252.32832,434.24844 c 0,-0.7265 -0.14716,-1.47358 -0.32702,-1.66019 -0.17987,-0.1866 -0.4136,-1.94642 -0.51941,-3.91071 -0.23506,-4.3638 -0.55176,-6.67613 -0.97587,-7.125 -0.17631,-0.18661 -0.32056,-0.7798 -0.32056,-1.31821 0,-0.53841 -0.16071,-1.07825 -0.35714,-1.19965 -0.19643,-0.1214 -0.35714,-0.6839 -0.35714,-1.25 0,-0.5661 -0.16072,-1.1286 -0.35715,-1.25 -0.19643,-0.1214 -0.35714,-0.6839 -0.35714,-1.25 0,-0.5661 -0.16071,-1.1286 -0.35714,-1.25 -0.19643,-0.1214 -0.35715,-0.6839 -0.35715,-1.25 0,-0.5661 -0.16071,-1.1286 -0.35714,-1.25 -0.19643,-0.1214 -0.34445,-0.49249 -0.32895,-0.82465 0.0174,-0.37184 0.0974,-0.43236 0.20834,-0.15749 0.0991,0.24554 0.64889,0.44643 1.2218,0.44643 0.57292,0 1.04167,0.16071 1.04167,0.35714 0,0.19643 0.32361,0.35714 0.71913,0.35714 0.39552,0 0.9982,0.14197 1.33929,0.31548 0.5742,0.2921 1.32133,0.60837 3.38801,1.4342 0.44196,0.1766 1.36607,0.51425 2.05357,0.75032 0.6875,0.23608 1.57143,0.55541 1.96428,0.70963 0.39286,0.15421 1.35715,0.4467 2.14286,0.64996 0.78572,0.20327 2.14089,0.55824 3.0115,0.78883 1.33076,0.35246 9.38071,0.96675 15.38136,1.17374 1.85226,0.0639 6.72965,-0.79966 7.00158,-1.23964 0.10089,-0.16324 0.4208,-0.2968 0.71091,-0.2968 0.76895,0 9.43037,-4.29575 9.43037,-4.67713 0,-0.17758 0.2462,-0.32287 0.54712,-0.32287 0.72437,0 8.29537,-7.55635 9.8047,-9.78573 0.65164,-0.9625 1.98713,-3.29286 2.96775,-5.17857 0.98063,-1.88571 2.08077,-3.81115 2.44477,-4.27875 0.36399,-0.46761 0.85624,-1.51225 1.09388,-2.32143 0.4133,-1.4073 0.43785,-1.42666 0.56485,-0.44558 0.073,0.5641 -0.0405,1.19893 -0.2523,1.41071 -0.21178,0.21178 -0.38506,0.96363 -0.38506,1.67078 0,0.70714 -0.1459,1.43839 -0.32422,1.625 -0.30471,0.31887 -0.40786,0.95499 -0.95268,5.875 -0.11964,1.08035 -0.36342,2.11696 -0.54174,2.30357 -0.17832,0.18661 -0.32422,0.95 -0.32422,1.69643 0,0.74643 -0.16071,1.35714 -0.35714,1.35714 -0.2307,0 -0.35714,4.07143 -0.35714,11.5 0,8.94444 -0.0952,11.40476 -0.42857,11.07143 -0.23572,-0.23572 -0.92679,-0.42857 -1.53572,-0.42857 -0.60893,0 -1.25982,-0.14975 -1.44643,-0.33276 -0.73007,-0.71605 -24.26026,-1.42484 -24.93401,-0.75108 -0.20326,0.20325 -1.70118,0.36955 -3.32872,0.36955 -2.67726,0 -4.20045,0.21602 -7.4337,1.05425 -2.36228,0.61243 -4.3269,1.18625 -5.08928,1.48646 -0.44197,0.17404 -1.16518,0.45565 -1.60714,0.62579 -2.1119,0.81304 -2.92919,1.1892 -7.67858,3.53406 l -5.08928,2.51267 0,-1.3209 z" id="path4418" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 312.41282,518.15259 c -12.023,-2.22342 -19.77375,-4.97554 -27.38354,-9.72331 -4.63863,-2.89404 -8.68789,-6.18964 -8.68789,-7.07085 0,-0.24069 2.49107,-1.01639 5.53572,-1.72378 9.02631,-2.09716 8.99194,-2.07317 8.55287,-5.96854 -0.28754,-2.55106 -0.86034,-3.73881 -2.41142,-5.00028 -1.11887,-0.90995 -6.21288,-5.11566 -11.32002,-9.34602 -5.10715,-4.23035 -11.19042,-9.09196 -13.51838,-10.80357 -2.32796,-1.71161 -5.40833,-4.17416 -6.84527,-5.47234 -2.19952,-1.98714 -3.60618,-2.5336 -8.89661,-3.45618 -8.43825,-1.4715 -9.31841,-1.40885 -11.04504,0.78621 -1.76237,2.24049 -1.89377,5.52564 -0.36715,9.17936 1.51607,3.62846 0.91676,3.82627 -1.7648,0.58249 -1.73398,-2.09753 -1.99646,-2.76787 -1.15365,-2.94629 0.88093,-0.18648 1.00617,-0.95321 0.65031,-3.98108 -0.55612,-4.73164 0.49755,-6.89521 5.63789,-11.5767 5.13708,-4.6785 25.93885,-17.0434 31.86695,-18.9422 7.79973,-2.4983 35.7122,-2.76672 38.98322,-0.37489 0.70793,0.51764 1.20687,2.06683 1.30055,4.03808 0.12883,2.71111 -0.0938,3.307 -1.46168,3.91232 -0.88752,0.39275 -1.79047,1.27115 -2.00656,1.95201 -0.56016,1.76488 1.69837,6.13538 3.45937,6.6943 1.31957,0.41881 1.17562,0.62343 -1.27825,1.81701 -1.5209,0.73977 -3.53373,2.06599 -4.47297,2.94715 -3.22348,3.02416 -10.80345,15.11666 -11.64897,18.58388 -1.74877,7.17118 0.98252,16.51168 6.41337,21.93253 4.67392,4.66531 9.34544,6.04676 20.17652,5.96655 7.27289,-0.0539 8.79418,-0.28383 12.14285,-1.83555 5.44475,-2.52301 10.10385,-6.92626 12.07431,-11.41125 3.43779,-7.82478 2.58391,-21.44758 -1.77739,-28.35631 -1.83122,-2.90086 -6.12445,-6.9174 -8.5991,-8.04492 -1.48435,-0.67632 -1.5725,-1.07708 -1.24467,-5.65892 l 0.35281,-4.93104 -2.51955,0 c -1.63859,0 -2.67116,-0.39506 -2.95312,-1.12985 -0.66279,-1.72719 -0.51637,-3.87015 0.26441,-3.87015 1.97739,0 19.87647,7.58902 22.49137,9.53611 1.19229,0.88779 3.64106,2.46254 5.44173,3.49944 4.04865,2.33139 10.92246,9.65662 14.14396,15.07281 3.34752,5.62805 3.69669,11.15925 1.29213,20.46841 -2.58402,10.0039 -4.32871,13.19276 -10.54867,19.28037 -7.03065,6.88103 -11.5845,9.55787 -22.70554,13.34676 -7.98665,2.72102 -9.72711,3.06848 -15.09867,3.01422 -3.33929,-0.0337 -8.32143,-0.47743 -11.07143,-0.98599 z" id="path4420" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 309.6448,494.62876 c -6.29475,-2.34241 -10.50086,-8.66388 -10.97463,-16.49402 -0.27903,-4.61159 -0.13428,-5.26118 1.86346,-8.36221 1.26181,-1.95866 3.85097,-4.48097 6.20236,-6.0422 3.35394,-2.22689 4.79708,-2.72843 8.53594,-2.9665 11.75463,-0.74848 19.28375,6.49782 19.28375,18.55938 0,4.93444 -0.21129,5.77226 -2.14286,8.4973 -3.21405,4.53435 -8.57585,7.26287 -14.89797,7.58131 -3.28336,0.16538 -6.08872,-0.11018 -7.87005,-0.77306 z" id="path4422" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 338.11474,487.24188 c 0.27368,-0.6875 0.83065,-3.21617 1.2377,-5.61928 0.65394,-3.86075 0.54987,-4.94152 -0.89414,-9.28572 -1.35173,-4.06661 -2.39574,-5.67853 -6.0399,-9.32547 -5.4455,-5.44965 -9.80177,-7.02377 -17.98459,-6.49863 -2.8794,0.18479 -5.23527,0.20576 -5.23527,0.0466 0,-0.15916 1.84821,-1.14648 4.10714,-2.19404 3.36504,-1.5605 5.13963,-1.90538 9.82143,-1.90874 4.99039,-0.004 6.20022,0.26302 9.55017,2.10444 4.71331,2.59082 6.65451,5.0681 8.67741,11.0737 2.22095,6.5936 1.79962,14.66294 -1.01632,19.46429 -1.98049,3.37686 -3.17197,4.52506 -2.22363,2.14285 z" id="path4424" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 350.98433,520.55773 c -3.14281,-0.3307 -6.17293,-0.68973 -6.7336,-0.79784 -0.56067,-0.10812 1.18165,-1.10042 3.87183,-2.20512 5.88395,-2.41619 12.97446,-6.93202 17.93848,-11.42471 7.20252,-6.51865 11.80124,-19.18588 11.83297,-32.59404 0.0185,-7.83517 -0.81255,-11.6534 -3.71184,-17.05311 -1.12063,-2.08708 -1.65574,-3.63305 -1.18914,-3.43549 0.4666,0.19756 2.48566,0.86875 4.48681,1.49152 6.38824,1.98807 6.3669,1.949 6.32322,11.57553 -0.0415,9.14179 -0.98552,13.17773 -6.44428,27.55048 -4.72125,12.43089 -15.61375,27.88769 -19.44219,27.58907 -0.66993,-0.0523 -3.78945,-0.36559 -6.93226,-0.69629 z" id="path4426" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 311.69854,553.49576 c -11.56542,-1.24122 -28.7794,-5.94105 -39.55312,-10.79896 l -4.55311,-2.05302 0.3261,-3.93226 c 0.17935,-2.16275 0.52539,-4.13156 0.76898,-4.37516 0.24358,-0.24358 2.7886,0.3878 5.65559,1.40307 6.5768,2.329 20.31188,5.34484 28.74163,6.31086 8.04646,0.9221 25.74755,0.29294 31.47908,-1.11888 10.23042,-2.52 26.42707,-11.52648 33.63985,-18.70613 5.29706,-5.27272 11.20178,-17.03806 17.20473,-34.28094 l 2.71884,-7.8096 0.0892,-12.31909 c 0.0949,-13.11753 0.23113,-13.67214 3.81206,-15.52391 3.39879,-1.75759 6.80936,-2.02314 9.3186,-0.72556 l 2.32194,1.20072 -0.40434,6.89821 c -1.1206,19.11779 -4.5418,32.89357 -11.73579,47.2553 -9.07686,18.1206 -16.42933,27.81614 -27.38669,36.11425 -8.04312,6.09112 -11.7912,8.0008 -20.80194,10.59884 -7.13081,2.05601 -21.79465,2.91903 -31.64158,1.86226 z" id="path4428" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 390.50161,521.5276 c 4.06461,-5.9945 5.9837,-10.11471 9.70055,-20.82666 5.67891,-16.36664 8.16384,-27.19577 9.38833,-40.91372 0.41724,-4.67432 0.47469,-4.78581 2.69576,-5.2319 4.47556,-0.89889 4.84912,-1.11565 4.394,-2.54961 -0.52354,-1.64953 0.74527,-1.81745 2.26318,-0.29954 0.58929,0.58929 2.33419,1.07143 3.87755,1.07143 1.54337,0 2.80613,0.29357 2.80613,0.65238 0,0.3588 -2.62034,8.7963 -5.82298,18.75 -10.15498,31.56138 -9.98605,30.91782 -10.41205,39.66639 l -0.38942,7.99735 -2.86556,1.14656 c -2.57295,1.0295 -16.46296,4.64124 -17.85804,4.64354 -0.30928,5.1e-4 0.69087,-1.84729 2.22255,-4.10622 z" id="path4430" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 415.44854,506.57839 c -0.70974,-0.18971 -1.25,-1.01231 -1.25,-1.90323 0,-2.20173 2.31096,-10.43823 6.44455,-22.96899 1.9439,-5.89286 5.27633,-16.44216 7.40538,-23.44289 2.48472,-8.17022 4.34305,-13.07716 5.18911,-13.70191 0.98094,-0.72435 1.11204,-1.18253 0.51255,-1.79123 -0.5989,-0.6081 -0.27139,-2.59017 1.27672,-7.72666 2.47409,-8.20881 5.99096,-22.11393 6.67023,-26.37302 0.47556,-2.98176 0.53469,-3.03572 3.32666,-3.03572 2.3738,0 2.78066,0.20611 2.4675,1.25 -0.20625,0.6875 -2.16382,8.80357 -4.35016,18.03572 -2.18634,9.23214 -5.5609,22.08928 -7.49903,28.57142 -1.93813,6.48215 -5.12467,17.41072 -7.0812,24.28572 -4.50249,15.82118 -9.35471,28.87131 -10.79089,29.02228 -0.58928,0.0619 -1.63392,-0.0377 -2.32142,-0.22149 z" id="path4432" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 434.58309,526.39338 c -0.22773,-0.36847 0.41677,-2.74528 1.43221,-5.28181 l 1.84626,-4.61188 4.77402,-1.19919 c 7.79433,-1.95787 12.59621,-4.99362 20.93832,-13.23719 8.72385,-8.6208 10.81016,-12.26031 13.897,-24.24295 1.53319,-5.95157 1.83592,-8.47902 1.57728,-13.16827 -0.3809,-6.90596 -2.13029,-10.82209 -7.63642,-17.09463 -2.00299,-2.28179 -3.6418,-4.26879 -3.6418,-4.41556 0,-0.44796 4.35049,-12.09574 4.61755,-12.3628 0.76311,-0.7631 5.1027,2.58323 8.24213,6.35563 8.72544,10.48468 12.84723,25.01883 10.72131,37.80524 -1.02726,6.17853 -3.82524,15.49867 -5.89108,19.62334 -0.78705,1.57143 -3.77439,5.75 -6.63853,9.28572 -8.13862,10.04694 -15.64796,15.95161 -25.09999,19.73639 -6.99667,2.80161 -18.13242,4.43544 -19.13826,2.80796 z" id="path4434" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 439.91282,510.1485 c 0,-0.32038 1.17387,-4.11883 2.60861,-8.44099 2.34989,-7.07909 2.97219,-8.21269 6.27456,-11.42991 4.81756,-4.69333 7.97837,-11.30968 12.45506,-26.07143 1.9658,-6.48214 3.85358,-12.54012 4.19509,-13.46216 l 0.62092,-1.67645 2.21953,1.86762 c 1.22074,1.02718 3.05033,3.28525 4.06574,5.01792 1.6091,2.74573 1.84567,3.95958 1.84207,9.45169 -0.006,9.27814 -1.0161,14.15503 -4.26358,20.58709 -3.38427,6.703 -7.142,11.30274 -12.77428,15.63668 -5.76034,4.43248 -17.24372,10.1063 -17.24372,8.51994 z" id="path4436" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4438" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 449.22125,483.12582 c -0.0406,-1.29206 7.03291,-25.93525 13.30108,-46.33934 5.33165,-17.35554 12.51318,-37.93107 13.61537,-39.00888 0.75251,-0.73586 -0.7325,7.77794 -2.69591,15.45619 -2.01889,7.89517 -16.91519,54.14411 -20.35179,63.18673 -1.73485,4.56486 -3.82234,8.18288 -3.86875,6.7053 z" id="path4440" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 241.34139,533.16517 c -4.5872,-1.30334 -11.08875,-4.35909 -35.35714,-16.61801 C 180.83683,503.84422 167.08036,496.04492 153.62042,486.85921 141.64761,478.68839 136.1788,475.40353 115.62711,464.03844 89.476606,449.5772 71.5715,439.29607 59.711646,431.93173 42.989066,421.54789 38.166396,418.15122 36.713228,415.73364 34.278457,411.683 29.940846,407.20871 25.099604,403.75407 c -4.887253,-3.48747 -7.07012,-6.92514 -6.209459,-9.7789 0.773072,-2.56334 3.975339,-5.48329 6.013455,-5.48329 1.0265,0 2.202013,-0.33564 2.61225,-0.74588 0.518326,-0.51833 1.923912,-0.31458 4.607143,0.66781 5.580153,2.04304 9.077963,2.86813 15.65491,3.69281 6.823254,0.85556 10.56562,2.18448 14.992061,5.32372 1.767857,1.25376 5.464285,3.61543 8.214285,5.24814 2.75,1.63272 8.375,5.3038 12.5,8.15796 4.125,2.85416 11.196429,7.4039 15.714286,10.11053 16.210625,9.71172 31.618955,19.35269 47.500005,29.7207 7.07142,4.61661 17.845,11.56031 23.94127,15.43046 6.09627,3.87013 13.32841,8.57722 16.07143,10.46019 2.74301,1.88296 7.64885,5.11744 10.90186,7.18771 l 5.91456,3.76413 -2.68484,1.74086 c -1.47666,0.95748 -3.00317,2.64829 -3.39224,3.75737 -0.99568,2.83827 1.23513,6.76732 5.02851,8.85654 4.94826,2.72529 16.12343,3.62905 23.50516,1.90091 0.86596,-0.20273 3.39773,0.84575 6.42857,2.66226 5.06922,3.03818 17.84469,12.31648 18.56614,13.48381 0.21648,0.35027 -0.62256,2.07849 -1.86454,3.8405 -1.57582,2.23562 -2.36339,4.299 -2.60646,6.8287 -0.37832,3.9373 -0.38753,3.94191 -5.16657,2.58406 z" id="path4442" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 213.9033,448.31331 c -0.17735,-0.88393 -0.70389,-4.66071 -1.17009,-8.39285 -1.0275,-8.22565 -4.24389,-21.58206 -6.67452,-27.71676 -4.63208,-11.69094 -18.79113,-34.05531 -26.07735,-41.18946 l -4.35423,-4.26335 0,-11.31806 0,-11.31807 3.0289,1.65285 c 1.66589,0.90907 5.67503,4.22427 8.90921,7.36713 l 5.8803,5.71429 0.69759,8.92857 c 0.73783,9.44374 2.18454,15.53804 4.44174,18.71093 2.36289,3.32145 12.73454,9.01156 31.68511,17.38314 8.7711,3.87471 10.14964,4.71532 11.21766,6.84033 2.04504,4.06897 3.42056,10.55197 4.29068,20.22261 l 0.83034,9.22843 -1.72074,1.12871 c -0.94641,0.62078 -3.81904,2.81214 -6.38363,4.86966 l -4.66288,3.74097 -9.80782,0.009 c -9.60266,0.009 -9.81456,-0.0246 -10.13027,-1.5981 l 0,3e-5 z m 11.97215,-0.15261 c 0.61532,-1.60349 -1.55587,-20.73842 -3.08277,-27.16882 -1.79468,-7.55809 -6.29308,-20.39368 -7.69767,-21.96428 -1.18775,-1.32812 -3.03933,-1.69003 -3.03933,-0.59407 0,0.36077 1.76911,6.03027 3.93137,12.5989 3.88857,11.81295 6.05358,23.06944 6.07838,31.60318 0.005,1.84595 0.20357,4.07949 0.44045,4.96342 0.48339,1.80375 2.74808,2.18125 3.36957,0.56167 z" id="path4444" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 215.07131,476.79088 0.19865,-9.37042 5.1336,-0.20896 5.13359,-0.20896 3.02888,4.13753 c 1.66588,2.27564 4.43224,5.71462 6.14746,7.64218 1.71523,1.92756 2.86354,3.72884 2.55182,4.00285 -0.31173,0.27401 -3.94177,0.89813 -8.06677,1.38695 -4.125,0.48881 -9.03583,1.13636 -10.91294,1.439 l -3.41294,0.55026 0.19865,-9.37043 z" id="path4446" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 144.55568,592.28353 c -4.36731,-0.57071 -15.84544,-3.06099 -18.61902,-4.03957 -6.0181,-2.12331 -18.38243,-9.20747 -25.6667,-14.70577 -1.964282,-1.48269 -6.979557,-5.79028 -11.145051,-9.57245 -12.273938,-11.14441 -21.12307,-24.93095 -29.03477,-45.23481 -4.928036,-12.64687 -5.490115,-14.59095 -8.329798,-28.81047 -2.710789,-13.5741 -3.385922,-18.02286 -5.040519,-33.21429 -0.984589,-9.03985 -2.483421,-28.36563 -2.226719,-28.71107 0.414057,-0.5572 21.679429,13.62425 22.373473,14.92041 0.606715,1.13308 0.895415,5.88711 0.924224,15.21923 0.04604,14.91565 0.404365,18.78124 3.111887,33.57143 3.354869,18.3264 7.90783,30.12952 17.87186,46.3311 4.833002,7.85849 14.193493,17.11629 19.939633,19.72086 2.42711,1.10015 7.62721,3.4713 11.55578,5.26923 12.32218,5.63929 27.79224,7.13785 42.85715,4.1515 12.46858,-2.47167 16.62802,-4.60912 24.83543,-12.76235 8.82402,-8.76578 16.00364,-20.18206 17.87538,-28.42356 l 0.88172,-3.88231 10.34659,5.2467 c 5.69063,2.88568 12.67695,6.14929 15.52516,7.25247 2.84822,1.10317 5.17857,2.36072 5.17857,2.79457 0,2.02423 -13.54496,21.8126 -18.52538,27.06446 -15.29442,16.12799 -29.72652,23.37777 -53.48037,26.86518 -9.05895,1.32999 -15.93965,1.63804 -21.20853,0.94951 z" id="path4448" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 239.74194,505.99307 -4.09946,-3.10896 3.74231,-0.60368 3.74232,-0.60369 0.56182,2.51472 c 1.10104,4.92819 0.52338,5.19186 -3.94699,1.80161 z" id="path4450" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 265.04424,497.6558 c 0.22132,-2.27034 0.33728,-2.34146 5.94001,-3.64268 3.14286,-0.72992 6.4375,-1.47336 7.32143,-1.65208 1.86467,-0.37701 2.20328,-2.77327 0.48505,-3.43261 -0.61715,-0.23683 -3.33818,0.0735 -6.04673,0.6895 l -4.92465,1.12008 -3.01065,-2.7302 c -1.65585,-1.50162 -4.81415,-4.56573 -7.01844,-6.80914 -2.20429,-2.24341 -5.11404,-4.54407 -6.46611,-5.11257 -2.24858,-0.94546 -2.43895,-1.25837 -2.23137,-3.66768 0.16894,-1.96091 -0.18544,-3.073 -1.38674,-4.35172 -1.75478,-1.86788 -5.46166,-2.33494 -6.92417,-0.87243 -0.96956,0.96955 -1.23179,0.79429 -1.85509,-1.23985 -0.24708,-0.80633 -0.0372,-2.02958 0.46647,-2.71834 0.81741,-1.11787 1.51509,-1.17788 6.49975,-0.55903 4.0838,0.50701 6.02601,1.10846 7.22903,2.23864 0.90474,0.84995 3.89167,3.20766 6.63763,5.23935 2.74596,2.0317 8.64484,7.028 13.10862,11.10291 4.46378,4.07491 9.33494,8.22484 10.82478,9.22207 4.98876,3.33925 4.27428,3.72014 -16.86311,8.98986 -1.92318,0.47946 -2.00153,0.39987 -1.78571,-1.81408 z" id="path4452" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="" id="path4454" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 258.83593,491.01905 c -1.96128,-0.98522 -6.28721,-4.12652 -9.61317,-6.98066 -5.12306,-4.39631 -5.80341,-5.22449 -4.45189,-5.41924 3.22648,-0.46491 6.57121,1.45888 12.30315,7.07642 3.19196,3.12826 5.69653,6.00883 5.56572,6.40126 -0.13099,0.39299 -1.8398,-0.0912 -3.80381,-1.07778 z" id="path4456" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 225.43453,499.48979 c -0.28694,-0.28694 -0.52171,-1.76982 -0.52171,-3.29528 0,-1.52546 -0.48665,-3.71464 -1.08143,-4.86483 -1.24406,-2.40574 -1.52894,-2.25734 6.79572,-3.54013 7.96032,-1.22665 11.03287,-0.96697 13.54228,1.14456 1.22282,1.02894 2.72283,2.83676 3.33335,4.01737 0.94658,1.83049 0.96413,2.29248 0.11918,3.13743 -1.78224,1.78224 -20.87889,4.70937 -22.18739,3.40088 z" id="path4458" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 206.34176,499.84746 c -2.72015,-1.10781 -5.00037,-3.56113 -5.00037,-5.37998 0,-2.06096 3.76692,-3.32774 8.89886,-2.9926 3.21809,0.21016 3.72316,0.49237 5.52724,3.08843 1.09204,1.57143 1.90898,3.5 1.81543,4.28572 -0.14846,1.24687 -0.76062,1.44745 -4.81296,1.57705 -2.55357,0.0817 -5.44626,-0.17872 -6.4282,-0.57862 z" id="path4460" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 168.66648,459.51774 c -7.39188,-4.89173 -9.04732,-6.56144 -4.00145,-4.03594 4.56414,2.28439 7.11244,2.46705 10.47195,0.75061 2.84942,-1.45583 4.20754,-1.54415 28.86179,-1.87693 l 25.87166,-0.34921 -0.69309,2.41667 c -0.3812,1.32916 -0.69309,3.46342 -0.69309,4.7428 l 0,2.32614 -22.03808,0 c -12.12094,0 -23.93344,0.19543 -26.25,0.43427 l -4.21192,0.43427 -7.31777,-4.84268 z" id="path4464" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 133.48425,563.53061 c -5.65217,-1.20028 -14.26647,-4.54861 -23.54611,-9.15222 -8.38313,-4.15886 -15.414529,-12.61954 -24.078021,-28.97241 -5.44114,-10.27047 -8.178206,-17.95917 -10.216723,-28.69981 -0.820185,-4.32143 -2.123666,-11.15118 -2.896624,-15.17722 -1.119729,-5.83224 -1.40538,-10.35881 -1.40538,-22.27038 l 0,-14.95029 7.678572,4.33784 c 4.223214,2.38581 7.882577,4.65219 8.131918,5.0364 0.249341,0.3842 0.66363,2.66813 0.920643,5.07539 0.257013,2.40726 0.76044,6.14469 1.118726,8.3054 0.358287,2.16072 1.020558,6.47268 1.471713,9.58215 0.907829,6.25695 7.683867,29.41708 10.281816,35.14269 2.91627,6.42714 8.01288,13.65322 14.63541,20.75038 4.9201,5.27272 20.41362,13.82685 28.91117,15.96217 14.464,3.63459 23.9389,1.01926 37.02823,-10.22082 5.45905,-4.6878 6.46489,-4.55515 1.60752,0.212 -2.93368,2.8792 -4.06312,5 -2.66275,5 2.27621,0 12.96,-12.56604 14.5419,-17.10385 0.7029,-2.01634 0.6567,-2.53195 -0.2888,-3.22332 -1.0123,-0.74021 -0.98017,-1.05264 0.31933,-3.10507 1.65695,-2.61696 2.47493,-2.76967 5.52792,-1.03204 2.47618,1.40934 2.5727,1.95401 1.23414,6.96428 -3.35869,12.57168 -17.61546,30.2505 -27.35377,33.91952 -12.90012,4.86026 -28.58895,6.2465 -40.96083,3.61921 z m 23.92857,-6.75721 c 5.83418,-1.87136 17.55952,-8.10294 18.05751,-9.59689 0.50722,-1.52168 -1.7467,-0.85413 -9.30216,2.75504 -4.12483,1.97039 -10.19293,4.26453 -13.48466,5.0981 -5.50973,1.39522 -6.51614,1.44623 -12.6742,0.64241 -6.65618,-0.86883 -8.43911,-0.55 -7.29314,1.30422 1.63608,2.64723 16.18367,2.52773 24.69665,-0.20288 z m -26.35092,-0.72629 c 0.21447,-0.55891 -0.26842,-1.67456 -1.07309,-2.47923 -1.51815,-1.51816 -8.38859,-5.19371 -11.50456,-6.15472 -6.44231,-1.9869 -22.698065,-17.46214 -28.504185,-27.13556 -3.270615,-5.44909 -6.596653,-12.43286 -7.569005,-15.89286 -0.654359,-2.32846 -2.498239,-2.04885 -2.498239,0.37883 0,2.99548 4.49903,13.05217 8.45463,18.89864 6.367362,9.41112 23.331259,24.76532 29.402509,26.61252 3.34349,1.01727 7.43083,3.39059 8.76891,5.09168 1.48165,1.88362 3.92057,2.25067 4.52303,0.6807 z M 79.907374,495.45617 c -0.003,-0.88393 -0.665463,-6.26786 -1.472148,-11.96429 -0.806685,-5.69642 -1.648461,-11.96428 -1.870612,-13.92857 -0.436629,-3.86072 -1.236098,-5.35714 -2.86208,-5.35714 -1.145796,0 -1.021374,2.00119 0.954819,15.35714 2.756916,18.63241 2.483443,17.5 4.226194,17.5 0.592819,0 1.026964,-0.68149 1.023827,-1.60714 z m -5.005491,-39.73032 c -0.01251,-4.59857 -0.956633,-6.86479 -2.120982,-5.09111 -0.784082,1.19442 -0.99116,9.49597 -0.25523,10.2319 1.201002,1.201 2.38649,-1.36373 2.376212,-5.14079 z" id="path4466" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 85.501145,405.69285 -5.483104,-3.51314 1.081336,-4.16534 c 2.545974,-9.80718 10.303387,-20.6567 23.054253,-32.24371 12.61429,-11.46289 23.77336,-16.16323 32.54352,-13.70773 2.45325,0.68686 3.16117,1.19243 2.88774,2.0623 -0.19923,0.6338 -0.68548,2.86473 -1.08057,4.95761 -0.89085,4.71912 -1.13935,5.12333 -3.14978,5.12333 -2.55253,0 -14.06135,5.92576 -19.91176,10.25235 -8.12146,6.0061 -14.29167,13.181 -18.440856,21.44356 -1.947995,3.87918 -3.895967,8.45954 -4.328825,10.17857 -0.432858,1.71904 -0.989927,3.12548 -1.237932,3.12542 -0.248005,-5e-5 -2.918315,-1.581 -5.934022,-3.51322 z" id="path4468" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 70.627106,396.32628 c -2.553571,-1.55619 -6.601972,-3.68395 -8.996447,-4.72835 l -4.353591,-1.89892 1.375256,-3.63928 c 2.719921,-7.1976 7.005201,-15.64334 10.230808,-20.16363 4.705177,-6.59371 21.755729,-23.62266 28.867016,-28.83045 6.410862,-4.69484 15.015442,-9.33783 21.342652,-11.51639 l 3.82284,-1.31626 5.82002,2.38901 c 3.20101,1.31395 7.55039,2.95513 9.66529,3.64706 l 3.84527,1.25805 -0.47833,5.80381 c -0.26308,3.1921 -0.66744,7.00282 -0.89859,8.46827 l -0.42026,2.66447 -6.21662,-0.44127 c -7.33004,-0.5203 -10.73643,0.36438 -19.88363,5.16405 -6.6016,3.46394 -17.51865,13.01078 -24.174853,21.14062 -5.265779,6.43159 -10.481141,15.26405 -12.12383,20.53229 -0.743364,2.38402 -1.673001,4.326 -2.065858,4.31548 -0.392857,-0.0105 -2.803571,-1.29236 -5.357143,-2.84856 z" id="path4470" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 139.92047,386.68653 c 0.0675,-6.13248 5.40518,-43.60256 6.37878,-44.77857 0.23336,-0.28188 2.45623,0.11991 4.93971,0.89285 2.48348,0.77295 5.29036,1.40536 6.2375,1.40536 1.57362,0 1.72208,0.28703 1.72208,3.32957 0,3.34085 -3.32472,31.24609 -3.92225,32.92043 -0.19346,0.54212 -1.66025,0.89902 -3.73391,0.90854 -4.02972,0.0185 -8.82542,2.013 -10.46349,4.35167 -0.64134,0.91564 -1.16263,1.35221 -1.15842,0.97015 z" id="path4472" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 146.69854,544.25656 c -9.98914,-2.76101 -20.32122,-7.93477 -26.89895,-13.46956 -2.76942,-2.33032 -11.34048,-15.1338 -15.03193,-22.45476 -2.78198,-5.5173 -3.50508,-8.24197 -8.298346,-31.26893 -3.423208,-16.44515 -3.928092,-19.29506 -3.49499,-19.72817 0.376544,-0.37654 16.307796,7.62543 18.085386,9.08395 0.43436,0.3564 0.98369,2.65607 1.22074,5.11039 1.29095,13.3659 8.39249,21.87999 20.94976,25.11683 4.95461,1.27713 15.55929,1.48241 22.0102,0.42606 4.21361,-0.68999 4.29932,-0.66937 8.57143,2.06131 5.90483,3.7743 13.69473,8.23344 21.9804,12.58215 l 6.95086,3.64813 -3.96194,6.67297 c -2.17905,3.67013 -4.81522,7.7917 -5.85815,9.15905 -2.74721,3.60178 -10.9863,9.95925 -15.7155,12.12644 -5.48933,2.51554 -13.47213,2.87913 -20.50897,0.93414 z" id="path4474" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 110.94245,422.5683 c -3.95155,-2.43846 -8.86163,-5.67237 -10.91127,-7.18648 -3.578705,-2.64366 -3.707995,-2.8563 -3.257317,-5.35715 0.690542,-3.83187 4.260897,-13.38405 6.308677,-16.87832 0.97988,-1.67203 4.86514,-5.95832 8.63393,-9.52509 5.89468,-5.57871 8.06308,-7.09032 15.51555,-10.816 5.09301,-2.54612 8.92648,-4.0677 9.30202,-3.69215 0.73592,0.73592 -1.60943,20.87935 -3.7533,32.23592 -0.77871,4.125 -1.42113,9.83035 -1.42759,12.67857 -0.0103,4.53625 -0.17376,5.17857 -1.31787,5.17857 -1.78007,0 -7.58073,3.92771 -9.00028,6.09422 -0.63531,0.96961 -1.54949,1.74909 -2.0315,1.73219 -0.48202,-0.0169 -4.10949,-2.02583 -8.06105,-4.46428 z" id="path4476" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 195.34692,446.86519 c -0.63161,-2.17268 -1.14838,-4.45996 -1.14838,-5.08287 0,-1.32742 -3.50419,-10.47777 -4.39214,-11.46901 -0.33433,-0.37321 -0.60786,-1.5416 -0.60786,-2.59642 0,-1.27404 -0.61949,-2.32375 -1.84538,-3.12698 -1.01496,-0.66503 -2.28638,-2.2646 -2.82538,-3.55461 -0.80103,-1.91716 -1.76844,-2.64033 -5.29748,-3.96011 l -4.31748,-1.61463 0,-14.15647 c 0,-8.32626 0.28392,-14.33194 0.68939,-14.58253 0.75722,-0.46799 7.32484,8.08941 11.4577,14.92901 3.17234,5.25003 9.98006,20.4411 12.02866,26.84131 1.70533,5.32782 5.24939,20.81296 4.85393,21.20842 -0.14548,0.14548 -1.88062,0.45592 -3.85585,0.68986 l -3.59134,0.42534 -1.14839,-3.95031 z" id="path4478" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 189.77472,349.65466 c -2.94074,-2.86607 -4.21979,-3.98271 -4.56199,-3.98271 -0.12461,0 -0.22657,-0.10598 -0.22657,-0.23552 0,-0.12954 -0.23095,-0.30882 -0.51322,-0.39841 -0.28226,-0.0896 -0.81416,-0.4418 -1.182,-0.7827 -0.74535,-0.69077 -1.04948,-0.87012 -3.52327,-2.07777 -1.97354,-0.96344 -3.04962,-1.44555 -3.68348,-1.6503 -0.24307,-0.0785 -0.44194,-0.31678 -0.44194,-0.52948 0,-0.53749 3.22237,-0.55058 3.92921,-0.016 0.26961,0.20393 1.03812,0.37439 1.7078,0.37881 0.73617,0.005 1.36737,0.15781 1.5964,0.38684 0.21234,0.21233 0.84255,0.38233 1.43406,0.38684 0.58038,0.004 1.27584,0.17488 1.54546,0.3788 0.26961,0.20393 1.00828,0.37439 1.64149,0.37881 0.63321,0.004 1.37189,0.17488 1.6415,0.37881 0.26962,0.20392 0.84703,0.37077 1.28315,0.37077 0.95873,0 1.28346,0.54576 1.48097,2.48899 0.0756,0.74391 0.25915,1.49917 0.40787,1.67837 0.16435,0.19802 0.24205,1.32859 0.19813,2.88268 l -0.0723,2.55688 -2.66131,-2.59375 z" id="path4480" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 208.97728,448.23327 c 0,-1.19711 -0.15087,-2.35054 -0.37881,-2.89607 -0.20834,-0.49864 -0.3788,-1.30131 -0.3788,-1.7837 0,-0.48241 -0.10053,-0.93923 -0.2234,-1.01517 -0.12287,-0.0759 -0.2999,-0.6482 -0.3934,-1.2717 -0.0935,-0.62351 -0.27708,-1.19982 -0.40795,-1.2807 -0.13087,-0.0809 -0.23794,-0.39918 -0.23794,-0.70731 0,-0.30814 -0.15385,-0.78441 -0.34189,-1.05838 -0.18803,-0.27398 -0.40799,-1.00708 -0.48878,-1.62913 -0.0808,-0.62204 -0.26788,-1.17132 -0.41573,-1.2206 -0.14786,-0.0493 -0.26883,-0.56981 -0.26883,-1.15672 0,-0.58691 -0.16685,-1.2877 -0.37078,-1.55732 -0.20392,-0.26961 -0.37439,-0.89464 -0.37881,-1.38896 -0.004,-0.49431 -0.17488,-1.11934 -0.3788,-1.38896 -0.20393,-0.26961 -0.37439,-0.90245 -0.37881,-1.4063 -0.004,-0.50386 -0.17849,-1.05757 -0.38684,-1.23048 -0.20834,-0.17291 -0.37881,-0.57158 -0.37881,-0.88594 0,-0.31435 -0.16976,-0.89706 -0.37725,-1.2949 -0.20748,-0.39784 -0.37795,-0.91552 -0.3788,-1.15039 -7.6e-4,-0.23487 -0.1152,-0.49727 -0.2541,-0.58311 -0.13889,-0.0858 -0.25254,-0.41176 -0.25254,-0.72425 0,-0.3125 -0.16685,-0.78877 -0.37077,-1.05839 -0.20393,-0.26961 -0.37439,-0.83782 -0.37881,-1.26269 -0.004,-0.42486 -0.17488,-0.99307 -0.37881,-1.26269 -0.20392,-0.26961 -0.37438,-0.78881 -0.3788,-1.15377 -0.004,-0.36495 -0.1785,-0.80502 -0.38684,-0.97793 -0.20835,-0.17292 -0.37881,-0.64496 -0.37881,-1.04901 0,-0.42002 -0.16222,-0.79686 -0.37881,-0.87997 -0.2312,-0.0887 -0.3788,-0.47127 -0.3788,-0.98177 0,-0.46002 -0.16147,-1.15812 -0.35882,-1.55134 -0.19735,-0.39322 -0.90761,-1.83203 -1.57836,-3.19734 -1.67349,-3.40639 -1.84402,-3.70479 -2.11721,-3.70479 -0.13132,0 -0.23876,-0.20456 -0.23876,-0.45457 0,-0.25001 -0.12681,-0.58137 -0.28179,-0.73636 -0.30795,-0.30795 -0.5374,-0.69153 -1.47998,-2.47417 -0.34394,-0.65047 -0.88374,-1.46149 -1.19956,-1.80226 -0.31581,-0.34077 -0.57421,-0.73942 -0.57421,-0.8859 0,-0.14647 -0.34092,-0.69677 -0.75761,-1.22288 -0.41669,-0.52612 -0.75761,-1.08584 -0.75761,-1.24383 0,-0.15799 -0.17047,-0.35267 -0.37881,-0.43262 -0.20835,-0.0799 -0.37881,-0.29419 -0.37881,-0.4761 0,-0.18191 -0.0852,-0.36863 -0.1894,-0.41493 -0.10417,-0.0463 -0.63445,-0.73762 -1.1784,-1.53627 -0.54395,-0.79865 -1.08375,-1.45209 -1.19956,-1.45209 -0.11581,0 -0.21056,-0.14514 -0.21056,-0.32253 0,-0.17739 -0.34092,-0.69579 -0.75761,-1.15201 -0.41669,-0.45621 -0.75762,-0.93611 -0.75762,-1.06643 0,-0.13033 -0.14205,-0.23826 -0.31567,-0.23985 -0.17362,-0.002 -0.53283,-0.45616 -0.79824,-1.01015 -0.26542,-0.55399 -0.55904,-1.00726 -0.65251,-1.00726 -0.0935,0 -0.61288,-0.64315 -1.15427,-1.42922 -0.54139,-0.78607 -1.4126,-1.87495 -1.93602,-2.41972 -0.52341,-0.54477 -0.95166,-1.07064 -0.95166,-1.1686 0,-0.27873 -2.10494,-2.43694 -2.85807,-2.93041 l -0.67747,-0.4439 0,-3.63275 c 0,-3.99079 0.0599,-4.12044 1.41804,-3.06843 0.40069,0.31038 1.06946,0.95549 1.48615,1.43358 0.41669,0.47808 1.04172,1.17837 1.38896,1.5562 0.34724,0.37782 0.97227,1.11237 1.38896,1.63232 0.41669,0.51996 0.95649,1.15671 1.19956,1.41501 0.24306,0.25829 0.44194,0.55794 0.44194,0.66588 0,0.10794 0.3326,0.56041 0.73911,1.00549 0.40652,0.44507 0.81192,1.03861 0.9009,1.31897 0.089,0.28036 0.26777,0.50974 0.39731,0.50974 0.12954,0 0.23552,0.15831 0.23552,0.35179 0,0.19348 0.17046,0.4172 0.37881,0.49715 0.20834,0.08 0.37881,0.31939 0.37881,0.5321 0,0.2127 0.10132,0.38673 0.22516,0.38673 0.12383,0 0.29646,0.2841 0.38361,0.63134 0.0872,0.34724 0.26994,0.63135 0.40619,0.63135 0.13625,0 0.24773,0.1257 0.24773,0.27933 0,0.15363 0.32575,0.69343 0.72389,1.19956 0.39815,0.50612 0.80355,1.17592 0.9009,1.48843 0.0974,0.31252 0.28299,0.56821 0.41253,0.56821 0.12954,0 0.23552,0.17047 0.23552,0.37881 0,0.20835 0.10252,0.37881 0.22783,0.37881 0.12531,0 0.35274,0.31251 0.5054,0.69448 0.33359,0.83465 1.54203,2.91651 1.79572,3.09359 0.0995,0.0695 0.26069,0.38196 0.35822,0.69448 0.0975,0.31252 0.27099,0.56821 0.38547,0.56821 0.11447,0 0.27944,0.28411 0.3666,0.63135 0.0872,0.34724 0.26993,0.63134 0.40618,0.63134 0.13625,0 0.24773,0.17403 0.24773,0.38673 0,0.21271 0.17046,0.45215 0.3788,0.5321 0.20835,0.0799 0.37881,0.34657 0.37881,0.5925 0,0.24592 0.17047,0.5886 0.37881,0.76152 0.20834,0.17291 0.37881,0.47093 0.37881,0.66226 0,0.19134 0.11147,0.34789 0.24772,0.34789 0.13625,0 0.31904,0.2841 0.40619,0.63134 0.0872,0.34724 0.24746,0.63135 0.35624,0.63135 0.10878,0 0.26909,0.2841 0.35624,0.63134 0.0872,0.34724 0.26994,0.63135 0.40618,0.63135 0.13625,0 0.24773,0.21337 0.24773,0.47415 0,0.26079 0.17046,0.61563 0.37881,0.78854 0.20834,0.17291 0.37881,0.45702 0.37881,0.63134 0,0.17433 0.17046,0.45844 0.3788,0.63135 0.20835,0.17291 0.37881,0.51384 0.37881,0.75761 0,0.24378 0.17046,0.58471 0.37881,0.75762 0.20834,0.17291 0.3788,0.51384 0.3788,0.75761 0,0.24378 0.17047,0.58471 0.37881,0.75762 0.20835,0.17291 0.37881,0.57066 0.37881,0.88388 0,0.31323 0.17046,0.71097 0.37881,0.88388 0.20834,0.17292 0.3788,0.46492 0.3788,0.64891 0,0.18399 0.28411,0.86885 0.63135,1.52192 0.34724,0.65307 0.63134,1.38384 0.63134,1.62394 0,0.24009 0.17047,0.57801 0.37881,0.75092 0.20835,0.17291 0.37881,0.57646 0.37881,0.89677 0,0.32031 0.17046,0.75285 0.37881,0.96119 0.20834,0.20834 0.3788,0.73142 0.3788,1.16239 0,0.46355 0.15472,0.84294 0.37881,0.92894 0.24424,0.0937 0.37881,0.48435 0.37881,1.09963 0,0.52484 0.16976,1.27977 0.37725,1.67761 0.20749,0.39784 0.37795,1.09268 0.37881,1.5441 7.5e-4,0.45141 0.11519,0.82074 0.25409,0.82074 0.1389,0 0.25324,0.14206 0.25409,0.31568 7.6e-4,0.17362 0.15621,0.61205 0.34523,0.97429 0.18902,0.36225 0.42356,1.298 0.5212,2.07946 0.0976,0.78146 0.28321,1.48616 0.41238,1.56599 0.12918,0.0798 0.23487,0.66107 0.23487,1.29164 0,0.63057 0.1612,1.50459 0.35823,1.94227 0.19703,0.43768 0.40713,1.4719 0.4669,2.29828 0.0598,0.82638 0.23949,1.54611 0.39938,1.59941 0.18632,0.0621 0.29072,0.80834 0.29072,2.07813 0,1.38828 0.1089,2.09012 0.36389,2.34511 0.26063,0.26063 0.40231,1.25114 0.49928,3.49044 0.0745,1.7196 0.20288,4.17773 0.28537,5.46252 0.12961,2.01862 0.0961,2.33598 -0.24674,2.33598 -0.32704,0 -0.39673,-0.34947 -0.39673,-1.98947 z" id="path4482" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 166.06914,451.50121 c -0.54186,-0.33695 -0.47421,-5.40937 0.0795,-5.96311 0.22121,-0.22121 0.4022,-0.62137 0.4022,-0.88924 0,-0.26787 0.10598,-0.48704 0.23552,-0.48704 0.12953,0 0.30035,-0.20428 0.3796,-0.45397 0.0793,-0.24968 0.59829,-0.94106 1.15344,-1.5364 0.55514,-0.59534 1.00935,-1.18655 1.00935,-1.3138 0,-0.12725 0.18893,-0.23136 0.41983,-0.23136 0.3896,0 0.40717,-1.6406 0.24404,-22.79157 -0.11009,-14.27488 -0.26697,-22.82302 -0.41982,-22.87574 -0.3629,-0.12518 -0.31777,-7.4435 0.0482,-7.80943 0.21501,-0.21501 0.32248,-6.11645 0.40678,-22.337 0.0641,-12.33701 0.21347,-22.15044 0.33914,-22.2847 0.12351,-0.13195 0.22457,-1.10738 0.22457,-2.16762 0,-2.03685 0.0863,-2.31235 0.65603,-2.09374 0.30133,0.11564 0.35412,5.1177 0.35412,33.55527 0,18.38066 -0.0953,33.47828 -0.21179,33.55027 -0.11648,0.072 -0.2894,3.68361 -0.38427,8.02583 -0.0997,4.56237 -0.27678,7.99923 -0.41956,8.14201 -0.15152,0.15152 -0.24707,3.61597 -0.24707,8.95844 l 0,8.71136 2.63846,2.6775 c 2.81385,2.85547 3.1896,3.47048 3.13552,5.13215 -0.0199,0.61023 -0.0815,0.8102 -0.14585,0.47319 -0.0613,-0.32101 -0.27312,-0.64568 -0.47069,-0.7215 -0.19757,-0.0758 -0.35922,-0.29615 -0.35922,-0.48963 0,-0.19348 -0.17046,-0.35179 -0.37881,-0.35179 -0.20834,0 -0.3788,-0.17046 -0.3788,-0.37881 0,-0.20834 -0.19888,-0.38242 -0.44194,-0.38683 -0.24307,-0.004 -0.66254,-0.17489 -0.93216,-0.37881 -0.32432,-0.24531 -1.09803,-0.37078 -2.28643,-0.37078 -1.7003,0 -1.83934,0.0445 -2.60339,0.83277 -0.44393,0.45803 -0.80715,0.95995 -0.80715,1.11538 0,0.15543 -0.14205,0.32969 -0.31567,0.38725 -0.21113,0.07 -0.3575,0.91075 -0.44194,2.53856 -0.10422,2.00887 -0.18835,2.39532 -0.48174,2.21289 z" id="path4484" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 163.26788,412.90711 c -0.25522,-0.28691 -0.40785,-1.12827 -0.46783,-2.57891 -0.049,-1.18418 -0.20664,-2.29717 -0.35039,-2.4733 -0.40562,-0.497 -0.408,-14.08538 -0.003,-14.491 0.38929,-0.38945 0.446,-5.9128 0.0631,-6.14943 -0.13889,-0.0858 -0.25253,-0.35926 -0.25253,-0.6076 0,-0.24835 -0.22518,-0.72462 -0.5004,-1.05839 -0.84084,-1.01972 -0.87831,-1.08267 -1.21249,-2.03657 -0.29211,-0.83382 -0.26907,-1.01985 0.23455,-1.89403 0.47426,-0.8232 0.57519,-1.45405 0.66927,-4.18296 0.13678,-3.9678 0.33574,-4.26398 1.84827,-2.75146 0.90954,0.90954 1.18304,1.04053 2.17266,1.04053 l 1.13214,0 -0.17007,1.19956 c -0.18705,1.31922 -0.55334,19.34968 -0.60538,29.7995 l -0.033,6.62912 -1.07329,-0.01 c -0.67881,-0.006 -1.21251,-0.16611 -1.45209,-0.43545 l 0,-1e-5 z" id="path4486" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 165.79326,370.54696 c -0.17291,-0.20835 -0.41891,-0.37881 -0.54666,-0.37881 -0.23401,0 -0.59636,-0.2607 -1.49175,-1.07329 -0.26783,-0.24307 -0.55967,-0.44194 -0.64853,-0.44194 -0.64989,0 -1.16667,-2.29899 -0.59606,-2.65165 0.1389,-0.0858 0.25254,-0.83122 0.25254,-1.6564 0,-1.33197 0.0567,-1.50033 0.50508,-1.50033 0.27779,0 0.50508,0.0918 0.50508,0.20394 0,0.25129 1.78675,1.05875 2.34279,1.05875 0.22293,0 0.46717,0.10008 0.54277,0.2224 0.19915,0.32224 -0.15109,6.59613 -0.36823,6.59613 -0.10046,0 -0.32412,-0.17046 -0.49703,-0.3788 z" id="path4488" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 166.29834,360.57651 c 0,-0.13625 -0.28411,-0.31903 -0.63135,-0.40618 -0.34724,-0.0871 -0.63134,-0.3166 -0.63134,-0.50989 0,-0.19329 -0.11365,-0.35143 -0.25254,-0.35143 -0.1389,0 -0.47982,-0.22728 -0.75762,-0.50508 -0.46742,-0.46742 -0.50507,-0.84179 -0.50507,-5.02189 0,-3.5155 0.0836,-4.67718 0.37725,-5.24017 0.2379,-0.45615 0.37782,-1.43487 0.37881,-2.64959 0.001,-1.40267 0.10452,-2.01171 0.38036,-2.24063 0.20834,-0.17291 0.37881,-0.52776 0.37881,-0.78854 0,-0.26079 0.11147,-0.47416 0.24772,-0.47416 0.13625,0 0.31904,-0.2841 0.40619,-0.63134 0.0872,-0.34724 0.3166,-0.63135 0.50988,-0.63135 0.29421,0 0.35144,1.6037 0.35144,9.84899 0,5.41694 -0.0568,9.84899 -0.12627,9.84899 -0.0694,0 -0.12627,-0.11148 -0.12627,-0.24773 z" id="path4490" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 155.99745,340.23278 c -0.21183,-0.24018 -0.81386,-0.36921 -1.72267,-0.36921 -0.9051,0 -1.53043,-0.13339 -1.77585,-0.3788 -0.20834,-0.20835 -0.74003,-0.38243 -1.18152,-0.38684 -0.44149,-0.004 -1.0233,-0.17488 -1.29292,-0.37881 -0.26961,-0.20393 -0.75259,-0.37078 -1.07328,-0.37078 -0.3207,0 -0.58308,-0.10235 -0.58308,-0.22745 0,-0.12509 -0.42616,-0.32799 -0.94702,-0.45087 l -0.94702,-0.22342 -0.0723,-2.45332 -0.0723,-2.45331 0.89303,0 c 0.49117,0 0.89303,0.10668 0.89303,0.23706 0,0.13039 0.5398,0.31519 1.19956,0.41067 0.65975,0.0955 1.3132,0.26195 1.45209,0.36994 0.1389,0.10799 0.90748,0.2774 1.70797,0.37646 0.80049,0.0991 1.51746,0.28049 1.59327,0.40315 0.0758,0.12266 0.67093,0.22372 1.32249,0.22458 0.65156,8.5e-4 1.51015,0.17132 1.908,0.37881 0.39784,0.20748 1.19333,0.38086 1.76776,0.38528 0.57443,0.004 1.26502,0.17488 1.53463,0.37881 0.26962,0.20392 0.73498,0.37077 1.03415,0.37077 1.03095,0 1.85543,1.53123 1.00102,1.85909 -0.20834,0.0799 -0.3788,0.31939 -0.3788,0.5321 0,0.58655 -0.9343,1.39688 -1.61058,1.39688 -0.33023,0 -0.74189,0.17047 -0.9148,0.37881 -0.42856,0.51638 -3.27745,0.50905 -3.7349,-0.01 z" id="path4492" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 150.89351,434.39406 c -0.48614,-0.0646 -1.20553,-0.42186 -1.59866,-0.79384 -0.78382,-0.74167 -1.68434,-2.50558 -1.68434,-3.29923 0,-0.27722 -0.097,-0.56398 -0.21553,-0.63724 -0.11854,-0.0733 -0.29165,-0.95224 -0.38469,-1.95329 -0.093,-1.00104 -0.26467,-1.94218 -0.3814,-2.09141 -0.11673,-0.14922 -0.28578,-1.96579 -0.37566,-4.03681 -0.0899,-2.07103 -0.2623,-3.8893 -0.38315,-4.04061 -0.12085,-0.15132 -0.27056,-2.6616 -0.3327,-5.57842 -0.0716,-3.35976 -0.22142,-5.50545 -0.40888,-5.85491 -0.18294,-0.34101 -0.2959,-1.81132 -0.2959,-3.8512 0,-3.0978 0.03,-3.2996 0.49017,-3.2996 0.26959,0 0.55115,0.0987 0.62567,0.21925 0.0745,0.12059 0.73184,0.29836 1.46069,0.39504 0.72885,0.0967 1.46291,0.2901 1.63124,0.4298 0.65608,0.5445 6.26854,-0.0344 7.69743,-0.79392 0.53495,-0.28436 0.7217,-0.0807 0.7217,0.78717 0,0.38534 0.11364,0.77085 0.25254,0.85669 0.1494,0.0923 0.25254,1.63811 0.25254,3.78494 0,2.88894 0.0772,3.7061 0.37881,4.00767 0.32228,0.32228 0.3788,1.69728 0.3788,9.21463 0,6.43964 -0.0788,8.86211 -0.29071,8.93274 -0.1599,0.0533 -0.34644,0.76882 -0.41454,1.59004 -0.0681,0.82123 -0.27821,1.64752 -0.4669,1.83621 -0.18869,0.1887 -0.34308,0.50943 -0.34308,0.71273 0,0.40468 -0.66274,1.51137 -1.26685,2.11549 -1.18963,1.18962 -2.86735,1.63779 -5.0466,1.34808 z" id="path4494" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 146.47409,392.89658 c -0.0858,-0.13889 -0.36853,-0.25254 -0.62821,-0.25254 -0.25967,0 -0.64259,-0.17046 -0.85094,-0.3788 -0.20834,-0.20835 -0.50057,-0.37881 -0.64938,-0.37881 -0.14882,0 -0.27058,-0.21337 -0.27058,-0.47415 0,-0.26079 -0.17046,-0.61563 -0.37881,-0.78854 -0.20834,-0.17291 -0.3788,-0.6901 -0.3788,-1.14931 0,-0.4592 0.17046,-1.00538 0.3788,-1.21373 0.20835,-0.20834 0.37881,-0.48731 0.37881,-0.61993 0,-0.13261 0.19887,-0.31402 0.44194,-0.40313 0.85926,-0.31498 1.8309,-0.93768 1.8309,-1.17337 0,-0.13131 0.40132,-0.23876 0.89181,-0.23876 0.55976,0 0.94594,-0.14104 1.03717,-0.3788 0.11879,-0.30954 0.73914,-0.37881 3.39264,-0.37881 l 3.24727,0 0.77503,0.75761 c 0.42626,0.41669 0.92941,0.75762 1.1181,0.75762 0.1887,0 0.4085,0.17046 0.48845,0.37881 0.0799,0.20834 0.43303,0.3788 0.78463,0.3788 0.39988,0 0.63927,0.14186 0.63927,0.37881 0,0.20834 -0.17046,0.37881 -0.3788,0.37881 -0.20835,0 -0.37881,0.20455 -0.37881,0.45457 0,0.25001 -0.14205,0.60514 -0.31567,0.78918 -0.25254,0.26769 -0.25254,0.35776 0,0.45036 0.17362,0.0637 0.31343,0.47561 0.31069,0.91545 -0.004,0.70169 -0.17707,0.90029 -1.40911,1.62045 l -1.40412,0.82075 -4.2581,0 c -2.56632,0 -4.32011,-0.10033 -4.41418,-0.25254 z" id="path4496" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 139.05418,421.13291 c -0.43317,-0.44305 -0.78758,-0.96256 -0.78758,-1.15446 0,-0.1919 -0.17046,-0.51937 -0.3788,-0.72771 -0.20835,-0.20834 -0.37881,-0.59797 -0.37881,-0.86584 0,-0.26788 -0.11364,-0.48704 -0.25254,-0.48704 -0.13889,0 -0.25254,-0.20557 -0.25254,-0.45681 0,-0.25125 -0.16685,-0.6774 -0.37077,-0.94702 -0.2882,-0.38103 -0.37257,-1.36484 -0.37881,-4.41718 -0.004,-2.15983 0.0995,-4.03492 0.23092,-4.16688 0.13142,-0.13195 0.31878,-1.57894 0.41636,-3.21554 0.0976,-1.6366 0.27416,-3.03542 0.3924,-3.10849 0.11824,-0.0731 0.21997,-0.83643 0.22606,-1.69633 0.006,-0.8599 0.17485,-2.01803 0.37501,-2.57361 0.20016,-0.55558 0.3746,-1.23744 0.38766,-1.51523 0.0131,-0.27779 0.0811,-0.36302 0.15111,-0.1894 0.0701,0.17362 0.28837,0.31567 0.48514,0.31567 0.19677,0 0.35777,0.17046 0.35777,0.37881 0,0.20834 0.17046,0.3788 0.3788,0.3788 0.32795,0 0.37881,0.97649 0.37881,7.2731 0,4.00021 0.1003,7.38106 0.22289,7.51301 0.12258,0.13195 0.27895,2.54117 0.34747,5.35381 0.1159,4.75734 0.0936,5.1139 -0.31919,5.1139 -0.24408,0 -0.79819,-0.3625 -1.23136,-0.80556 z" id="path4498" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 142.68602,442.42333 c -0.41669,-0.19788 -0.81443,-0.43576 -0.88388,-0.52862 -0.0695,-0.0929 -0.29673,-0.24703 -0.50508,-0.3426 -0.20834,-0.0956 -0.71973,-0.39855 -1.13642,-0.67328 -0.41669,-0.27473 -0.92808,-0.57647 -1.13642,-0.67052 -0.20835,-0.0941 -0.79291,-0.49306 -1.29903,-0.88667 -0.50613,-0.39361 -0.99722,-0.71565 -1.09133,-0.71565 -0.0941,0 -0.31952,-0.14206 -0.50093,-0.31568 -0.1814,-0.17362 -0.57103,-0.48281 -0.86584,-0.68709 -0.52385,-0.36299 -0.53602,-0.52572 -0.53602,-7.16482 l 0,-6.79339 1.23349,1.2933 c 0.67842,0.71132 1.34636,1.29331 1.48431,1.29331 0.13795,0 0.39977,0.17947 0.58182,0.39884 0.24911,0.30016 0.69425,0.37826 1.79915,0.31567 l 1.46814,-0.0832 0.001,1.26269 c 6e-4,0.69448 0.17086,1.5882 0.37834,1.98604 0.2075,0.39784 0.37727,1.02956 0.37727,1.40383 0,0.37426 0.16684,0.90107 0.37077,1.17069 0.20393,0.26961 0.37439,0.80629 0.37881,1.19261 0.004,0.38632 0.17849,0.76782 0.38684,0.84777 0.20834,0.0799 0.3788,0.34657 0.3788,0.5925 0,0.24592 0.17047,0.5886 0.37881,0.76151 0.46808,0.38847 0.51353,2.54252 0.0631,2.9918 -0.17362,0.17318 -0.3725,1.07894 -0.44195,2.01279 l -0.12626,1.69791 -0.75762,-0.35977 z" id="path4500" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 155.69174,450.61953 c 0,-0.19846 0.39272,-0.77724 0.87273,-1.28619 1.1454,-1.21448 1.90302,-2.81816 1.91413,-4.05169 0.005,-0.54646 0.17136,-1.27766 0.36986,-1.6249 0.49415,-0.86443 0.49959,-4.03693 0.008,-4.68682 -0.4833,-0.63899 -0.48743,-1.73385 -0.008,-2.13171 0.20835,-0.17291 0.37881,-0.52775 0.37881,-0.78854 0,-0.26078 0.17046,-0.47415 0.37881,-0.47415 0.20834,0 0.3788,-0.17047 0.3788,-0.37881 0,-0.20834 0.10253,-0.37881 0.22784,-0.37881 0.12531,0 0.35095,-0.31251 0.50143,-0.69448 0.15047,-0.38196 0.37942,-0.86494 0.50876,-1.07328 0.48797,-0.78602 1.03482,-2.24262 1.03482,-2.75638 0,-0.29341 0.10613,-0.7308 0.23585,-0.97199 0.20761,-0.386 0.445,-3.0299 0.9266,-10.31975 l 0.1356,-2.05256 1.04423,-0.14007 c 1.28736,-0.17267 1.44579,-0.0811 1.44579,0.83592 0,0.40029 0.11364,0.79804 0.25254,0.88388 0.16147,0.0998 0.25254,3.75978 0.25254,10.14995 0,9.45414 -0.0256,10.01602 -0.47308,10.40416 -0.62919,0.54569 -2.30484,2.751 -2.30484,3.03337 0,0.12284 -0.17047,0.28875 -0.37881,0.3687 -0.20835,0.0799 -0.38242,0.40462 -0.38684,0.7215 -0.004,0.31688 -0.17488,0.79673 -0.37881,1.06635 -0.27937,0.36937 -0.37077,1.25646 -0.37077,3.59866 l 0,3.10846 -3.283,0 c -2.67715,0 -3.28299,-0.0666 -3.28299,-0.36082 z" id="path4502" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 179.43032,449.89444 c 0,-0.18057 0.11144,-0.43974 0.24764,-0.57594 0.1362,-0.1362 0.32347,-1.40477 0.41615,-2.81905 l 0.16852,-2.57141 -1.99452,-2.0878 c -1.09698,-1.14828 -2.25021,-2.34032 -2.56273,-2.64896 -0.31251,-0.30865 -0.56821,-0.68381 -0.56821,-0.8337 0,-0.14989 -0.17046,-0.33794 -0.37881,-0.41789 -0.28757,-0.11035 -0.37918,-0.57979 -0.38036,-1.94924 -9.5e-4,-1.10613 -0.14748,-2.08368 -0.37881,-2.52723 -0.54312,-1.04139 -0.54187,-7.03313 0.002,-7.48414 0.29027,-0.2409 0.37881,-0.90163 0.37881,-2.82688 0,-2.73098 0.0177,-2.74439 1.26744,-0.96119 0.34071,0.48613 0.83443,1.13267 1.09717,1.43674 0.54867,0.635 1.09123,1.52187 1.32261,2.16192 0.0879,0.24307 0.31697,0.44195 0.50911,0.44195 0.20012,0 0.34935,0.25815 0.34935,0.60432 0,0.33238 0.17047,0.66974 0.37881,0.74969 0.20834,0.0799 0.37881,0.3623 0.37881,0.62744 0,0.26515 0.15056,0.60704 0.33459,0.75977 0.41915,0.34786 2.2235,4.0537 2.56927,5.27686 0.0883,0.31252 0.26662,0.56821 0.39615,0.56821 0.12954,0 0.23552,0.28767 0.23552,0.63927 0,0.3516 0.17047,0.70469 0.37881,0.78464 0.22987,0.0882 0.37881,0.47009 0.37881,0.9713 0,0.45427 0.17046,0.96742 0.3788,1.14033 0.20835,0.17291 0.37881,0.57158 0.37881,0.88594 0,0.31435 0.16976,0.89706 0.37725,1.2949 0.20749,0.39784 0.37795,1.03586 0.37881,1.41783 8.6e-4,0.38196 0.10056,0.69448 0.22156,0.69448 0.121,0 0.29877,0.59378 0.39504,1.31951 0.0963,0.72573 0.26593,1.43599 0.37702,1.57836 0.11109,0.14237 0.26872,1.25322 0.35028,2.46856 l 0.1483,2.20971 -3.77578,0 c -2.92972,0 -3.77578,-0.0736 -3.77578,-0.3283 z" id="path4504" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 191.35012,449.91969 c -0.16668,-0.16667 -0.30375,-0.53601 -0.3046,-0.82075 -8.6e-4,-0.28473 -0.17132,-0.8432 -0.37881,-1.24105 -0.20749,-0.39784 -0.37725,-1.1568 -0.37725,-1.68659 0,-0.52979 -0.17046,-1.13371 -0.37881,-1.34205 -0.20834,-0.20835 -0.3788,-0.81978 -0.3788,-1.35873 0,-0.53896 -0.16685,-1.20052 -0.37078,-1.47014 -0.20393,-0.26961 -0.378,-0.88795 -0.38684,-1.37409 -0.009,-0.48614 -0.18291,-1.10448 -0.38684,-1.37409 -0.20392,-0.26962 -0.37077,-0.80942 -0.37077,-1.19956 0,-0.39014 -0.10366,-0.70935 -0.23034,-0.70935 -0.12669,0 -0.30714,-0.45456 -0.40101,-1.01015 -0.0939,-0.55558 -0.27432,-1.01015 -0.401,-1.01015 -0.12669,0 -0.23034,-0.21917 -0.23034,-0.48704 0,-0.26787 -0.17047,-0.6575 -0.37881,-0.86584 -0.20835,-0.20835 -0.37881,-0.6003 -0.37881,-0.871 0,-0.27071 -0.17046,-0.63367 -0.37881,-0.80658 -0.20834,-0.17291 -0.3788,-0.57066 -0.3788,-0.88388 0,-0.31323 -0.17047,-0.71098 -0.37881,-0.88389 -0.20834,-0.17291 -0.37881,-0.47904 -0.37881,-0.6803 0,-0.20126 -0.17046,-0.53639 -0.3788,-0.74473 -0.20835,-0.20835 -0.37881,-0.59798 -0.37881,-0.86585 0,-0.26787 -0.0923,-0.48703 -0.20522,-0.48703 -0.11287,0 -0.46546,-0.59663 -0.78353,-1.32583 -0.31808,-0.7292 -0.70871,-1.40932 -0.86807,-1.51136 -0.21374,-0.13686 -0.21009,-0.18655 0.0139,-0.18941 0.16701,-0.002 0.84886,0.54383 1.51523,1.21324 1.88754,1.89615 1.92014,1.94912 1.55714,2.53036 -0.26011,0.41651 -0.2331,0.68516 0.15551,1.54694 0.25865,0.5736 0.59332,1.12277 0.74371,1.22038 0.67179,0.43604 1.65941,2.09907 1.65941,2.79424 0,0.41603 0.1513,0.90772 0.33621,1.09264 0.18492,0.18491 0.41437,0.6476 0.50989,1.02819 0.0955,0.38059 0.28515,0.69198 0.4214,0.69198 0.13625,0 0.24773,0.27019 0.24773,0.60042 0,0.33023 0.17046,0.7419 0.37881,0.91481 0.21569,0.17901 0.3788,0.72961 0.3788,1.27871 0,0.53038 0.10473,1.02905 0.23273,1.10815 0.12799,0.0791 0.31226,0.90972 0.40948,1.84581 0.0972,0.93608 0.26097,1.81562 0.36391,1.95451 0.10294,0.1389 0.25567,0.86119 0.3394,1.6051 0.0837,0.74391 0.25431,1.48259 0.37904,1.6415 0.31082,0.39598 0.60328,2.43551 0.34924,2.43551 -0.11276,0 -0.34138,-0.13637 -0.50806,-0.30305 z" id="path4506" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 151.90366,447.84305 c 0,-0.0588 0.34093,-0.44777 0.75762,-0.86445 0.69212,-0.69213 0.75761,-0.90495 0.75761,-2.46208 0,-1.74767 -0.60406,-3.61835 -1.17254,-3.63118 -0.15876,-0.004 -0.35406,-0.17697 -0.43401,-0.38532 -0.11252,-0.29321 -0.60369,-0.37881 -2.17359,-0.37881 -1.85988,0 -2.02824,-0.0419 -2.02824,-0.50507 0,-0.70932 1.53034,-0.76561 2.87986,-0.10592 0.89747,0.43872 3.01123,0.4688 3.67808,0.0523 0.26959,-0.16836 0.58056,-0.21544 0.69105,-0.10462 0.40254,0.40374 0.1941,4.77974 -0.27217,5.71404 -0.77867,1.56028 -1.08816,2.03193 -1.57536,2.40077 -0.45147,0.34179 -1.10831,0.50198 -1.10831,0.2703 z" id="path4508" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 170.08641,449.76034 c 0,-1.06329 0.0864,-1.26605 0.67267,-1.57837 0.52531,-0.27984 0.69589,-0.28919 0.77866,-0.0427 0.0583,0.17362 0.26698,0.31567 0.46375,0.31567 0.19677,0 0.35776,0.17805 0.35776,0.39566 0,0.62262 -1.27217,2.12972 -1.79774,2.12972 -0.39955,0 -0.4751,-0.19401 -0.4751,-1.22001 z" id="path4510" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 123.55626,430.25118 c -0.54181,-0.59341 -0.57482,-1.45904 -0.0631,-1.6554 0.20835,-0.0799 0.37881,-0.30366 0.37881,-0.49715 0,-0.19348 0.17046,-0.35178 0.37881,-0.35178 0.20834,0 0.3788,-0.17047 0.3788,-0.37881 0,-0.20835 0.17047,-0.37881 0.37881,-0.37881 0.20835,0 0.37881,-0.17046 0.37881,-0.37881 0,-0.20834 0.14205,-0.38144 0.31567,-0.38466 0.17362,-0.003 0.72752,-0.37256 1.23089,-0.82075 1.76498,-1.57149 2.24731,-1.95131 2.47793,-1.95131 0.12792,0 0.41116,-0.17858 0.62943,-0.39685 0.36076,-0.36077 0.39684,-0.26862 0.39684,1.01358 0,0.77573 -0.10535,1.60776 -0.2341,1.84894 -0.12876,0.24118 -0.29113,0.6256 -0.36083,0.85425 -0.0697,0.22866 -0.58938,0.61987 -1.15485,0.86935 -0.56548,0.24949 -1.02814,0.54539 -1.02814,0.65755 0,0.11217 -0.14513,0.20394 -0.32252,0.20394 -0.17739,0 -0.6958,0.34093 -1.15201,0.75761 -0.45622,0.41669 -0.92395,0.75762 -1.03942,0.75762 -0.11546,0 -0.27534,0.17046 -0.35529,0.37881 -0.19386,0.50519 -0.69313,0.44561 -1.2345,-0.14732 z" id="path4512" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 128.63719,433.32677 c -0.56782,-0.45979 -0.57461,-0.5024 -0.15425,-0.9669 0.24187,-0.26725 0.43975,-0.61902 0.43975,-0.7817 0,-0.16269 0.17047,-0.29579 0.37881,-0.29579 0.28621,0 0.37881,0.30866 0.37881,1.26269 0,1.38489 -0.15488,1.50096 -1.04312,0.7817 z" id="path4514" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 314.29409,387.51211 c -0.005,-0.53142 0.16181,-1.13527 0.3704,-1.34387 0.21234,-0.21233 0.38234,-0.84255 0.38684,-1.43405 0.004,-0.58039 0.17488,-1.27584 0.37881,-1.54546 0.21616,-0.2858 0.37077,-1.04049 0.37077,-1.80986 0,-0.78456 0.12004,-1.35966 0.29604,-1.41832 0.16864,-0.0562 0.34453,-0.79886 0.40871,-1.72568 0.062,-0.89485 0.23057,-1.77362 0.37467,-1.95284 0.14409,-0.17921 0.32951,-1.02242 0.41204,-1.87381 0.19624,-2.02462 0.78139,-2.32045 0.78139,-0.39504 0,0.80637 0.15121,1.56166 0.37077,1.85194 0.51944,0.68676 0.52557,3.53967 0.008,3.73827 -0.20834,0.0799 -0.3788,0.43303 -0.3788,0.78463 0,0.3516 -0.11721,0.63927 -0.26047,0.63927 -0.14325,0 -0.32779,0.19887 -0.41007,0.44194 -0.17219,0.50862 -1.52224,3.5109 -1.8722,4.16345 -0.12935,0.24119 -0.23518,0.71158 -0.23518,1.04531 0,0.33374 -0.22351,0.87508 -0.49668,1.20299 l -0.49667,0.59618 -0.008,-0.96505 z" id="path4516" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 320.59914,441.52508 c 0,-0.35544 -0.11364,-0.64625 -0.25254,-0.64625 -0.1389,0 -0.25254,-0.17046 -0.25254,-0.37881 0,-0.20834 -0.15655,-0.37881 -0.34788,-0.37881 -0.19134,0 -0.48936,-0.17046 -0.66227,-0.3788 -0.17291,-0.20835 -0.52775,-0.37881 -0.78854,-0.37881 -0.26078,0 -0.47415,-0.11148 -0.47415,-0.24773 0,-0.13625 -0.31252,-0.32238 -0.69448,-0.41363 -0.99747,-0.23828 -1.32583,-0.57055 -1.32583,-1.3416 0,-0.37313 -0.16685,-0.89902 -0.37077,-1.16863 -0.22327,-0.29519 -0.37397,-1.0679 -0.37881,-1.94231 -0.008,-1.44042 -0.002,-1.45209 0.73468,-1.45209 0.40849,0 0.8056,0.10176 0.88247,0.22613 0.0769,0.12437 1.07794,0.30401 2.22461,0.3992 1.14667,0.0952 2.38382,0.29928 2.74923,0.45354 0.61373,0.25908 0.67346,0.42216 0.78368,2.13962 0.0656,1.02253 0.24963,1.98948 0.40892,2.14876 0.15928,0.15928 0.2896,0.66462 0.2896,1.12298 0,0.70589 -0.0906,0.83337 -0.59221,0.83337 -0.66417,0 -1.4281,0.71189 -1.4281,1.33081 0,0.22393 -0.11364,0.47739 -0.25253,0.56323 -0.14323,0.0885 -0.25254,-0.12365 -0.25254,-0.49017 z" id="path4518" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 314.44376,446.23854 c -1.21021,-0.72568 -2.17838,-1.66017 -2.17838,-2.1026 0,-0.33065 0.31603,-0.44135 1.50577,-0.5274 0.96774,-0.07 1.68392,-0.27016 2.00439,-0.56017 0.56504,-0.51136 1.03553,-0.34969 1.03553,0.35584 0,0.2614 0.11364,0.5455 0.25253,0.63134 0.40518,0.25042 0.29115,1.59064 -0.18239,2.14369 -0.52996,0.61896 -1.46615,0.64173 -2.43745,0.0593 z" id="path4520" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 326.91259,446.96518 c -0.20834,-0.12069 -0.69132,-0.36546 -1.07329,-0.54392 -1.24471,-0.58156 -0.70533,-2.23024 0.73657,-2.2514 0.30095,-0.004 0.58505,-0.10428 0.63135,-0.22191 0.0463,-0.11763 0.79983,-0.28691 1.67452,-0.37619 l 1.59035,-0.16231 -0.0751,1.56632 c -0.0748,1.56004 -0.0787,1.56719 -0.959,1.78251 -1.57041,0.38411 -2.13905,0.4307 -2.52538,0.2069 z" id="path4522" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 55.434095,331.10917 c -0.486136,-0.37921 -1.366863,-1.19029 -1.957171,-1.80241 -1.144136,-1.18639 -1.402854,-2.23981 -0.694479,-2.82771 0.208343,-0.17291 0.378807,-0.57066 0.378807,-0.88388 0,-0.31323 0.170463,-0.71097 0.378807,-0.88388 0.208344,-0.17291 0.378807,-0.57242 0.378807,-0.88779 0,-0.31537 0.170463,-0.63882 0.378807,-0.71877 0.208344,-0.0799 0.378808,-0.42087 0.378808,-0.75761 0,-0.33674 0.170463,-0.67767 0.378807,-0.75762 0.208344,-0.0799 0.378807,-0.42356 0.378807,-0.76358 0,-0.34003 0.09314,-0.65611 0.206973,-0.70241 0.113835,-0.0463 0.550234,-0.76603 0.969774,-1.59941 1.338168,-2.65814 1.900125,-3.66068 2.132404,-3.80424 0.12451,-0.077 0.226383,-0.34833 0.226383,-0.60306 0,-0.25474 0.170463,-0.52857 0.378807,-0.60852 0.208344,-0.0799 0.378807,-0.36405 0.378807,-0.63134 0,-0.26729 0.170464,-0.5514 0.378807,-0.63135 0.208344,-0.0799 0.378808,-0.31939 0.378808,-0.53209 0,-0.21271 0.105984,-0.38674 0.23552,-0.38674 0.129536,0 0.315793,-0.25569 0.413905,-0.56821 0.09811,-0.31251 0.446696,-0.81848 0.774632,-1.12436 0.327936,-0.30588 0.596248,-0.61507 0.596248,-0.68708 0,-0.072 0.509464,-0.67405 1.132143,-1.33788 0.622678,-0.66383 1.134068,-1.34901 1.136421,-1.52263 0.0024,-0.17362 0.174742,-0.31567 0.383086,-0.31567 0.208344,0 0.378807,-0.17047 0.378807,-0.37881 0,-0.20835 0.09869,-0.37881 0.21931,-0.37881 0.28586,0 2.55861,-2.27275 2.55861,-2.55861 0,-0.12062 0.170463,-0.21931 0.378807,-0.21931 0.208344,0 0.378807,-0.17046 0.378807,-0.37881 0,-0.20834 0.170464,-0.3788 0.378808,-0.3788 0.208343,0 0.378807,-0.17047 0.378807,-0.37881 0,-0.20834 0.170463,-0.37881 0.378807,-0.37881 0.208344,0 0.378807,-0.17046 0.378807,-0.3788 0,-0.20835 0.131072,-0.37881 0.291272,-0.37881 0.160199,0 0.877104,-0.5398 1.593121,-1.19956 3.08506,-2.84265 4.220193,-3.8512 4.334543,-3.8512 0.06705,0 0.485083,-0.34041 0.928962,-0.75645 0.443881,-0.41605 0.897245,-0.75697 1.007478,-0.75762 0.110235,-6.3e-4 0.506821,-0.28527 0.881305,-0.63251 0.374481,-0.34724 0.827656,-0.63134 1.007056,-0.63134 0.179398,0 0.387656,-0.16021 0.462794,-0.35602 0.07514,-0.19581 0.412498,-0.42526 0.74969,-0.50989 0.337189,-0.0846 0.613072,-0.26535 0.613072,-0.4016 0,-0.13625 0.227284,-0.24772 0.505076,-0.24772 0.280597,0 0.505076,-0.16836 0.505076,-0.37881 0,-0.23695 0.239389,-0.37881 0.63927,-0.37881 0.351601,0 0.704685,-0.17046 0.784634,-0.3788 0.07995,-0.20835 0.407839,-0.37881 0.728645,-0.37881 0.320805,0 0.621161,-0.0852 0.667461,-0.18941 0.107016,-0.24078 2.316954,-1.32582 2.700355,-1.32582 0.158407,0 0.288012,-0.11364 0.288012,-0.25254 0,-0.13889 0.219168,-0.25254 0.487038,-0.25254 0.267872,0 0.6575,-0.17046 0.865844,-0.3788 0.208344,-0.20835 0.600296,-0.37881 0.871002,-0.37881 0.270706,0 0.633664,-0.17046 0.806574,-0.37881 0.17291,-0.20834 0.64496,-0.37881 1.049,-0.37881 0.420029,0 0.796867,-0.16221 0.87998,-0.3788 0.07995,-0.20835 0.445719,-0.38242 0.812824,-0.38684 0.367102,-0.004 0.888055,-0.17488 1.15767,-0.37881 0.269615,-0.20393 0.843508,-0.37077 1.275318,-0.37077 0.43181,0 0.917693,-0.13259 1.079739,-0.29464 0.395932,-0.39593 5.816166,-0.44514 6.065836,-0.0551 0.0992,0.15489 0.43597,0.36143 0.74848,0.45896 0.55065,0.17184 0.56821,0.27781 0.56821,3.42839 0,1.78809 -0.10241,3.31437 -0.22759,3.39174 -0.12518,0.0774 -0.30254,1.47618 -0.39414,3.10849 -0.0916,1.63231 -0.26579,3.19512 -0.3871,3.47292 -0.12131,0.27779 -0.26764,1.95951 -0.32519,3.73715 -0.0636,1.96521 -0.21863,3.34608 -0.39546,3.52291 -0.15995,0.15995 -0.29082,0.46857 -0.29082,0.68582 0,0.38609 -1.66161,1.27176 -2.38594,1.27176 -0.1992,0 -0.43241,0.11364 -0.51825,0.25254 -0.0858,0.13889 -0.34825,0.25296 -0.58312,0.25348 -0.23487,5.3e-4 -1.108887,0.34103 -1.942263,0.75667 -0.833376,0.41564 -1.660847,0.75614 -1.838826,0.75666 -0.177981,5.1e-4 -0.389012,0.17142 -0.468961,0.37976 -0.08108,0.21129 -0.456503,0.37881 -0.848939,0.37881 -0.392437,0 -0.76786,0.16752 -0.84894,0.3788 -0.07995,0.20835 -0.37978,0.37881 -0.666289,0.37881 -0.28651,0 -0.586341,0.17046 -0.666289,0.37881 -0.07995,0.20834 -0.41731,0.37881 -0.74969,0.37881 -0.332378,0 -0.604326,0.10252 -0.604326,0.22783 0,0.12531 -0.312516,0.33827 -0.69448,0.47325 -0.381964,0.13498 -1.12873,0.65749 -1.659479,1.16113 -0.530749,0.50364 -1.070549,0.91571 -1.199556,0.91571 -0.129007,0 -0.234557,0.17046 -0.234557,0.3788 0,0.20835 -0.160993,0.37881 -0.357764,0.37881 -0.196767,0 -0.395641,0.10071 -0.441941,0.2238 -0.0463,0.12308 -0.993316,0.99209 -2.104484,1.93113 -1.111168,0.93903 -2.270573,1.97474 -2.576457,2.30158 -0.305885,0.32684 -0.675222,0.59425 -0.820749,0.59425 -0.145528,0 -0.264597,0.17047 -0.264597,0.37881 0,0.20834 -0.142053,0.3799 -0.315673,0.38123 -0.297434,0.002 -1.928123,1.31507 -3.499832,2.81752 -0.387427,0.37036 -0.937493,0.74735 -1.222372,0.83777 -0.284879,0.0904 -0.517962,0.27038 -0.517962,0.39992 0,0.12953 -0.170463,0.23552 -0.378807,0.23552 -0.208344,0 -0.378807,0.17046 -0.378807,0.3788 0,0.20835 -0.115901,0.37881 -0.257557,0.37881 -0.141656,0 -0.738277,0.3096 -1.325825,0.68801 -0.587548,0.3784 -1.295553,0.81406 -1.573345,0.96813 -2.198579,1.21938 -3.446157,1.8339 -4.010867,1.97563 -0.363598,0.0913 -0.661089,0.2774 -0.661089,0.41365 0,0.13625 -0.327011,0.24773 -0.726692,0.24773 -0.399681,0 -0.868165,0.17046 -1.041075,0.37881 -0.17291,0.20834 -0.675486,0.3788 -1.116836,0.3788 -0.441349,0 -0.940479,0.13803 -1.109177,0.30673 -0.330437,0.33043 -2.391573,0.6679 -5.223862,0.85529 -1.631287,0.10793 -1.836006,0.0637 -2.65165,-0.57251 z" id="path4524" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 69.639365,333.27598 c 0.381964,-0.15016 0.69448,-0.3772 0.69448,-0.50452 0,-0.12732 0.270191,-0.23149 0.600423,-0.23149 0.330233,0 0.741896,-0.17047 0.914806,-0.37881 0.17291,-0.20834 0.531318,-0.37881 0.796462,-0.37881 0.265144,0 0.547493,-0.17046 0.627442,-0.3788 0.07995,-0.20835 0.420876,-0.37881 0.757615,-0.37881 0.336738,0 0.677665,-0.17046 0.757614,-0.37881 0.07995,-0.20834 0.308539,-0.37881 0.507977,-0.37881 0.391451,0 4.453094,-2.92264 4.59202,-3.30428 0.0463,-0.12719 0.245173,-0.23125 0.441942,-0.23125 0.19677,0 0.357763,-0.16213 0.357763,-0.36029 0,-0.19816 0.154352,-0.39703 0.343005,-0.44194 0.314108,-0.0748 2.756635,-2.17309 4.871974,-4.1854 0.474524,-0.45141 0.944215,-0.82267 1.043757,-0.82503 0.09954,-0.002 0.696722,-0.48533 1.327066,-1.07328 2.92379,-2.72717 4.395483,-3.9732 4.692784,-3.9732 0.177773,0 0.414102,-0.14205 0.525175,-0.31567 0.111074,-0.17362 0.5997,-0.53033 1.085836,-0.79268 2.874351,-1.55121 4.71094,-2.42718 5.088881,-2.42718 0.236984,0 0.601343,-0.17047 0.809683,-0.37881 0.20835,-0.20834 0.64932,-0.37881 0.97993,-0.37881 0.33061,0 0.82171,-0.16685 1.09132,-0.37077 0.63253,-0.47842 3.3944,-0.53118 3.3944,-0.0648 0,0.33043 3.53132,3.97116 3.85181,3.97116 0.098,0 0.77716,0.60186 1.5093,1.33746 1.26785,1.27387 4.28649,3.7133 4.59497,3.7133 0.33491,0 1.08298,0.97157 0.93386,1.21286 -0.0892,0.14428 -0.4735,0.34047 -0.85408,0.43599 -0.38057,0.0955 -0.69195,0.27499 -0.69195,0.39883 0,0.12384 -0.20556,0.22516 -0.45681,0.22516 -0.25124,0 -0.6774,0.16685 -0.94701,0.37078 -0.26962,0.20392 -0.78101,0.37439 -1.13642,0.37881 -0.35542,0.004 -0.86681,0.17488 -1.13643,0.3788 -0.26961,0.20393 -0.67516,0.37439 -0.90123,0.37881 -0.22606,0.004 -0.55249,0.17849 -0.7254,0.38684 -0.17291,0.20834 -0.51383,0.37881 -0.75761,0.37881 -0.24378,0 -0.58471,0.17046 -0.75762,0.3788 -0.17291,0.20835 -0.51383,0.37881 -0.75761,0.37881 -0.24378,0 -0.57817,0.16259 -0.74309,0.36131 -0.20003,0.24102 -1.03002,0.40416 -2.49317,0.49003 -5.083251,0.29834 -9.297938,0.68692 -9.769455,0.90072 -0.277792,0.12596 -1.355942,0.29032 -2.395889,0.36523 -1.039946,0.0749 -1.930143,0.25421 -1.978215,0.39842 -0.04807,0.14422 -0.638026,0.26221 -1.31101,0.26221 -0.750934,0 -1.369939,0.14633 -1.602415,0.37881 -0.208344,0.20834 -0.713936,0.3788 -1.123538,0.3788 -0.409602,0 -0.886203,0.17047 -1.059113,0.37881 -0.17291,0.20834 -0.627479,0.37881 -1.010152,0.37881 -0.382674,0 -0.837243,0.17046 -1.010153,0.37881 -0.17291,0.20834 -0.6843,0.3788 -1.136422,0.3788 -0.452121,0 -0.963511,0.17047 -1.136421,0.37881 -0.17291,0.20834 -0.634687,0.37881 -1.026171,0.37881 -0.391483,0 -0.774061,0.10076 -0.850172,0.22391 -0.07611,0.12315 -0.565797,0.30378 -1.088191,0.4014 -0.522394,0.0976 -1.06345,0.2652 -1.202346,0.3724 -0.138895,0.10719 -0.697911,0.26346 -1.242256,0.34726 -0.544345,0.0838 -1.055735,0.25897 -1.136422,0.38926 -0.08069,0.1303 -1.339946,0.30454 -2.798353,0.3872 -2.036918,0.11545 -2.490649,0.087 -1.957171,-0.12273 z" id="path4526" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 50.363675,346.00031 c -0.9375,-0.6547 -2.251827,-2.06162 -2.261218,-2.42051 -0.0044,-0.16883 -0.17488,-0.52756 -0.378807,-0.79717 -0.203926,-0.26962 -0.370775,-0.80942 -0.370775,-1.19956 0,-0.39014 -0.113643,-0.70934 -0.252539,-0.70934 -0.337135,0 -0.337135,-5.72629 0,-5.93465 0.138896,-0.0858 0.252539,-0.46858 0.252539,-0.85052 0,-0.38194 0.146654,-0.89501 0.325899,-1.14014 0.311019,-0.42534 0.365781,-0.42466 1.199365,0.0149 0.480407,0.25331 0.930373,0.5283 0.999926,0.61108 0.06955,0.0828 0.438976,0.227 0.82094,0.32048 0.381964,0.0935 0.69448,0.28145 0.69448,0.4177 0,0.13625 0.271947,0.24772 0.604326,0.24772 0.33238,0 0.66974,0.17047 0.749689,0.37881 0.08373,0.21818 0.461048,0.37881 0.889857,0.37881 0.409473,0 0.791595,0.14205 0.84916,0.31567 0.07392,0.22294 1.100198,0.35277 3.493444,0.44194 l 3.38878,0.12627 -0.0846,1.11279 c -0.04653,0.61203 -0.245403,1.27359 -0.441942,1.47013 -0.196539,0.19654 -0.357344,0.50223 -0.357344,0.67932 0,0.41998 -0.721957,1.86295 -1.026145,2.05094 -0.1301,0.0804 -0.236546,0.32145 -0.236546,0.53565 0,0.46446 -2.24018,2.86374 -2.673844,2.86374 -0.166417,0 -0.367989,0.17046 -0.447938,0.3788 -0.07995,0.20835 -0.366743,0.37881 -0.637319,0.37881 -0.270577,0 -0.538235,0.13883 -0.594797,0.30852 -0.06515,0.19544 -0.790221,0.33893 -1.978216,0.39149 -1.491239,0.066 -2.008721,-0.0101 -2.526378,-0.37165 z" id="path4528" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 43.846635,343.87197 c -0.01611,-0.22606 -0.199758,-0.55249 -0.408102,-0.7254 -0.208344,-0.17291 -0.378807,-0.67549 -0.378807,-1.11684 0,-0.44135 -0.123085,-0.92554 -0.273522,-1.07597 -0.294392,-0.2944 -0.184411,-2.96493 0.221703,-5.38333 0.195279,-1.16289 0.239031,-0.73015 0.268801,2.65859 0.02835,3.2267 0.115951,4.16233 0.431976,4.61352 0.21803,0.31128 0.344855,0.76273 0.281832,1.00321 -0.098,0.37396 -0.118825,0.37776 -0.143881,0.0262 z" id="path4530" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 35.934867,320.60754 c 0.06704,-1.42368 0.211361,-2.64657 0.320711,-2.71753 0.109349,-0.071 0.279163,-1.2642 0.377363,-2.65165 0.0982,-1.38745 0.261978,-2.63628 0.363951,-2.77517 0.101974,-0.1389 0.255808,-1.21086 0.341856,-2.38214 0.08605,-1.17129 0.272047,-2.2452 0.413332,-2.38649 0.141286,-0.14129 0.256884,-0.96067 0.256884,-1.82085 0,-1.15724 0.09851,-1.60178 0.378807,-1.70934 0.208344,-0.0799 0.378807,-0.32958 0.378807,-0.55475 0,-0.45627 0.958358,-1.3528 1.46002,-1.36583 0.177979,-0.005 0.389011,-0.17886 0.468961,-0.38721 0.07995,-0.20834 0.346573,-0.3788 0.592497,-0.3788 0.245925,0 0.588608,-0.17047 0.761518,-0.37881 0.17291,-0.20834 0.588139,-0.37881 0.922731,-0.37881 0.334592,0 0.673762,-0.17046 0.753711,-0.3788 0.08081,-0.21059 0.456068,-0.37881 0.845036,-0.37881 0.38482,0 0.841146,-0.17047 1.014056,-0.37881 0.17291,-0.20834 0.641393,-0.37881 1.041074,-0.37881 0.399681,0 0.726693,-0.10365 0.726693,-0.23034 0,-0.12668 0.454568,-0.30714 1.010152,-0.401 0.555584,-0.0939 1.010153,-0.27432 1.010153,-0.40101 0,-0.12668 0.238161,-0.23034 0.529246,-0.23034 0.291085,0 0.830885,-0.15886 1.199556,-0.35303 0.368671,-0.19417 1.266931,-0.61875 1.996135,-0.94351 0.729204,-0.32475 1.325825,-0.67728 1.325825,-0.78338 0,-0.10611 0.219167,-0.19292 0.487038,-0.19292 0.267871,0 0.657501,-0.17046 0.865845,-0.37881 0.208344,-0.20834 0.506709,-0.3788 0.663034,-0.3788 0.381501,0 3.138898,-1.5341 3.245294,-1.80555 0.0463,-0.11812 0.237056,-0.21476 0.423904,-0.21476 0.186848,0 0.518305,-0.17858 0.736569,-0.39685 0.360768,-0.36076 0.396846,-0.28232 0.396846,0.86284 0,0.69283 -0.112935,1.29757 -0.250967,1.34387 -0.138033,0.0463 -0.324034,1.16378 -0.413337,2.48329 -0.0893,1.31951 -0.245073,2.51275 -0.346157,2.65165 -0.101085,0.13889 -0.246542,0.8938 -0.323238,1.67756 -0.144308,1.47468 -1.305709,4.21979 -1.878265,4.4395 -0.177963,0.0683 -0.32357,0.21863 -0.32357,0.33409 0,0.11547 -0.340926,0.5832 -0.757614,1.03942 -0.416688,0.45621 -0.757615,0.97462 -0.757615,1.15201 0,0.17739 -0.0878,0.32252 -0.19511,0.32252 -0.10731,0 -0.419826,0.41781 -0.694479,0.92845 -0.274654,0.51065 -0.613013,1.05218 -0.751909,1.20341 -0.138896,0.15123 -0.479548,0.7278 -0.757005,1.28126 -0.277457,0.55347 -0.646794,1.15647 -0.820749,1.34001 -0.173955,0.18354 -0.316282,0.55288 -0.316282,0.82075 0,0.26787 -0.111477,0.48704 -0.247726,0.48704 -0.13625,0 -0.319033,0.2841 -0.406185,0.63134 -0.08715,0.34724 -0.252122,0.63135 -0.3666,0.63135 -0.114479,0 -0.285858,0.24486 -0.380843,0.54413 -0.2589,0.81572 -1.644525,2.23379 -2.182683,2.23379 -0.259833,0 -0.537837,0.17046 -0.617787,0.37881 -0.09365,0.24404 -0.484127,0.3788 -1.097573,0.3788 -0.538327,0 -1.08886,0.16466 -1.266594,0.37881 -0.197612,0.23811 -0.753966,0.37881 -1.497883,0.37881 -0.650926,0 -1.404096,0.16685 -1.673711,0.37077 -0.269615,0.20393 -0.690625,0.37439 -0.935578,0.37881 -0.244952,0.004 -0.6427,0.11437 -0.883883,0.24433 -1.004172,0.54109 -2.121556,0.99539 -2.832189,1.15147 -0.416494,0.0915 -0.822092,0.27122 -0.90133,0.39943 -0.07924,0.12821 -0.460996,0.23311 -0.848352,0.23311 l -0.704284,0 0.121893,-2.58852 z" id="path4532" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 64.049686,299.44484 c -0.01611,-0.49308 0.112758,-1.03854 0.286378,-1.21214 0.207,-0.20698 0.346311,-1.3763 0.40467,-3.39664 0.04895,-1.69455 0.203134,-3.22091 0.342633,-3.3919 0.1395,-0.17099 0.313075,-1.5347 0.385724,-3.03046 0.07265,-1.49575 0.243977,-2.8605 0.38073,-3.03277 0.136753,-0.17227 0.307252,-1.08141 0.378887,-2.02031 0.07163,-0.9389 0.218465,-1.82073 0.32629,-1.95963 0.107824,-0.13889 0.276614,-0.79373 0.375088,-1.4552 0.09847,-0.66146 0.279572,-1.26479 0.402441,-1.34072 0.122869,-0.0759 0.224099,-0.44388 0.224954,-0.81765 8.59e-4,-0.37376 0.171319,-1.00508 0.378808,-1.40292 0.207488,-0.39784 0.380865,-1.25016 0.385282,-1.89404 0.0044,-0.64388 0.174881,-1.39128 0.378808,-1.66089 0.21551,-0.28494 0.370775,-1.03955 0.370775,-1.80204 0,-0.7215 0.169764,-1.63733 0.377252,-2.03517 0.207488,-0.39784 0.377951,-1.19334 0.378807,-1.76777 8.58e-4,-0.57443 0.171319,-1.36992 0.378807,-1.76777 0.207488,-0.39784 0.377952,-1.13651 0.378807,-1.64149 8.59e-4,-0.50499 0.171319,-1.24366 0.378807,-1.6415 0.207489,-0.39784 0.377952,-1.1428 0.378808,-1.65546 8.58e-4,-0.51266 0.104551,-0.99577 0.230435,-1.07357 0.125883,-0.0778 0.303201,-0.73795 0.394039,-1.467 0.09084,-0.72905 0.287282,-1.64179 0.436542,-2.02832 0.247549,-0.64106 0.308951,-0.66879 0.699134,-0.31568 0.235262,0.21291 0.60376,0.38711 0.818885,0.38711 0.215124,0 0.532606,0.17047 0.705516,0.37881 0.17291,0.20834 0.628404,0.37881 1.012208,0.37881 0.383804,0 1.023332,0.16976 1.421172,0.37725 0.413031,0.21541 1.394071,0.37792 2.286806,0.37881 0.859903,8.5e-4 1.633694,0.11519 1.719537,0.25409 0.09345,0.15121 1.765421,0.25254 4.166879,0.25254 2.401458,0 4.073428,-0.10133 4.166879,-0.25254 0.08584,-0.1389 0.595821,-0.25254 1.133288,-0.25254 0.537464,0 1.147672,-0.17046 1.356016,-0.37881 0.208344,-0.20834 0.617777,-0.3788 0.90985,-0.3788 0.29207,0 0.596452,-0.17047 0.6764,-0.37881 0.07995,-0.20834 0.33776,-0.37881 0.572913,-0.37881 0.630373,0 1.033641,-0.51233 1.033641,-1.3132 l 0,-0.7071 -2.603382,0 c -1.898105,0 -2.736185,0.10044 -3.093593,0.37077 -0.269614,0.20393 -1.004723,0.37439 -1.633574,0.37881 -0.62885,0.004 -1.401471,0.18882 -1.716934,0.40978 -0.524395,0.3673 -0.646156,0.3673 -1.420183,0 -0.522636,-0.24801 -1.520813,-0.40175 -2.608426,-0.40175 -1.257972,0 -1.85172,-0.10833 -2.076196,-0.37881 -0.191838,-0.23115 -0.745299,-0.3788 -1.419882,-0.3788 -0.608024,0 -1.105499,-0.11148 -1.105499,-0.24773 0,-0.13625 -0.312516,-0.32473 -0.69448,-0.41885 -0.381964,-0.0941 -1.046133,-0.4372 -1.475932,-0.76242 -0.429798,-0.32522 -1.032646,-0.59131 -1.339662,-0.59131 -0.508379,0 -0.551339,-0.10708 -0.481239,-1.19955 0.07218,-1.12495 0.124094,-1.20488 0.834586,-1.28504 0.416688,-0.047 0.909309,-0.21098 1.094714,-0.36438 0.224113,-0.18542 3.017356,-0.31372 8.333759,-0.38281 4.398162,-0.0572 8.104619,-0.2057 8.23657,-0.3301 0.131951,-0.12441 1.243793,-0.22619 2.470757,-0.22619 2.151418,0 2.257519,0.0273 2.97995,0.76632 0.412009,0.42148 0.749104,0.97753 0.749104,1.23567 0,0.25815 0.170463,0.53477 0.378807,0.61472 0.208344,0.0799 0.380411,0.3478 0.382373,0.59523 0.002,0.24742 0.456529,0.95213 1.010153,1.566 1.492287,1.6547 1.385447,2.10608 -0.931305,3.93463 -2.672866,2.10961 -5.133176,5.33563 -5.133176,6.73076 0,0.27646 -0.170464,0.67311 -0.378807,0.88146 -0.257423,0.25742 -0.378808,0.89425 -0.378808,1.98736 0,0.8847 -0.113642,1.67879 -0.252538,1.76463 -0.329522,0.20366 -0.329522,2.65165 0,2.65165 0.138896,0 0.252538,0.61112 0.252538,1.35804 0,0.89906 0.128027,1.46429 0.378808,1.67242 0.208343,0.17291 0.378807,0.58457 0.378807,0.9148 0,0.33024 0.102525,0.60043 0.227832,0.60043 0.125309,0 0.346682,0.34093 0.491942,0.75761 0.145257,0.41669 0.383658,0.75762 0.529779,0.75762 0.146121,0 0.265676,0.12238 0.265676,0.27196 0,0.14958 0.347287,0.61925 0.771754,1.04372 0.44077,0.44077 0.711536,0.92867 0.631345,1.13765 -0.07723,0.20124 -0.140409,0.41342 -0.140409,0.47151 0,0.0581 -0.369337,0.10923 -0.820749,0.11365 -0.451412,0.004 -1.041343,0.17488 -1.310958,0.3788 -0.269615,0.20393 -0.809415,0.37078 -1.199556,0.37078 -0.390141,0 -0.709347,0.10461 -0.709347,0.23247 0,0.12786 -0.339623,0.30707 -0.754718,0.39824 -0.415097,0.0912 -0.819549,0.27066 -0.898788,0.39887 -0.07924,0.12821 -0.350733,0.23311 -0.603319,0.23311 -0.252588,0 -0.600722,0.17046 -0.773633,0.37881 -0.17291,0.20834 -0.576456,0.3788 -0.896767,0.3788 -0.320311,0 -0.73368,0.1513 -0.918596,0.33622 -0.184917,0.18491 -0.647603,0.41436 -1.028192,0.50988 -0.380588,0.0955 -0.691979,0.28516 -0.691979,0.42141 0,0.13625 -0.213369,0.24772 -0.474154,0.24772 -0.260785,0 -0.615626,0.17047 -0.788536,0.37881 -0.17291,0.20834 -0.505023,0.37881 -0.738029,0.37881 -0.233006,0 -0.531607,0.10753 -0.663558,0.23895 -0.131951,0.13142 -1.02903,0.64999 -1.993508,1.15238 -0.964478,0.50238 -1.997926,1.17706 -2.29655,1.49928 -0.298624,0.32222 -0.78798,0.66363 -1.087457,0.75868 -0.299478,0.0951 -0.544504,0.2788 -0.544504,0.40834 0,0.12953 -0.170463,0.23552 -0.378807,0.23552 -0.208344,0 -0.378808,0.0917 -0.378808,0.20383 0,0.1121 -0.76019,0.762 -1.689312,1.44421 -0.929122,0.68221 -2.01264,1.55644 -2.407819,1.94274 -0.395179,0.3863 -0.802905,0.70236 -0.906057,0.70236 -0.103153,0 -0.560817,0.34093 -1.017032,0.75762 -0.456215,0.41669 -0.93611,0.75761 -1.066434,0.75761 -0.130323,0 -0.236952,0.17047 -0.236952,0.37881 0,0.20834 -0.170463,0.37881 -0.378807,0.37881 -0.208344,0 -0.378807,0.10598 -0.378807,0.23552 0,0.12953 -0.198874,0.30085 -0.441942,0.38071 -0.243068,0.0799 -1.103221,0.76936 -1.91145,1.53224 -0.80823,0.76289 -1.566982,1.38706 -1.686116,1.38706 -0.119133,0 -0.268577,0.19888 -0.332097,0.44194 -0.06352,0.24307 -0.128675,0.0385 -0.144787,-0.45457 z m 20.114235,-17.86528 c 0.05589,-0.16766 0.493455,-0.30483 0.972376,-0.30483 0.541048,0 0.925806,-0.14344 1.016126,-0.37881 0.07995,-0.20835 0.256634,-0.37881 0.392634,-0.37881 0.373664,0 1.971534,-1.5801 1.971534,-1.94961 0,-0.17777 0.170463,-0.32323 0.378807,-0.32323 0.208344,0 0.378807,-0.21337 0.378807,-0.47416 0,-0.26078 0.170463,-0.61562 0.378807,-0.78853 0.208344,-0.17291 0.378808,-0.53587 0.378808,-0.80658 0,-0.2707 0.170463,-0.66265 0.378807,-0.871 0.208344,-0.20834 0.378807,-0.58498 0.378807,-0.83697 0,-0.252 0.169764,-0.78368 0.377252,-1.18152 0.259998,-0.49853 0.377734,-1.499 0.378807,-3.21892 0.0013,-2.13814 -0.07884,-2.62644 -0.559733,-3.40927 -0.67209,-1.09406 -1.434869,-1.77769 -1.996307,-1.78917 -0.226059,-0.005 -0.55249,-0.17887 -0.7254,-0.38721 -0.458954,-0.55301 -5.757383,-0.55301 -5.969591,0 -0.07995,0.20834 -0.37101,0.37881 -0.646803,0.37881 -0.651868,0 -3.73767,3.08258 -3.73767,3.73376 0,0.27365 -0.170463,0.63901 -0.378807,0.81192 -0.226096,0.18765 -0.378807,0.73969 -0.378807,1.36938 0,0.58024 -0.119959,1.17495 -0.266575,1.32156 -0.146615,0.14662 -0.331179,1.27736 -0.41014,2.51276 -0.127629,1.99683 -0.08119,2.36532 0.418341,3.31947 0.30905,0.5903 0.664076,1.07328 0.788948,1.07328 0.124872,0 0.227168,0.14206 0.227324,0.31568 3.03e-4,0.32418 0.902386,1.31493 2.020021,2.21855 0.525491,0.42486 0.924817,0.49685 2.38168,0.42936 1.078439,-0.0499 1.78934,-0.19809 1.851947,-0.38591 z" id="path4534" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 80.977976,277.35074 c -0.298433,-0.3794 -0.542606,-0.83548 -0.542606,-1.01352 0,-0.17804 -0.142052,-0.37152 -0.315672,-0.42995 -0.252527,-0.085 -0.252532,-0.18278 -2.6e-5,-0.48883 0.173606,-0.21042 0.391506,-1.10837 0.484222,-1.99543 0.09272,-0.88706 0.320012,-1.76427 0.505102,-1.94936 0.18509,-0.18509 0.336527,-0.55569 0.336527,-0.82356 0,-0.26788 0.0954,-0.48704 0.212002,-0.48704 0.116601,0 0.331068,-0.26132 0.476593,-0.58072 0.36182,-0.79411 2.655941,-1.94466 3.877511,-1.94466 1.529206,0 2.001483,0.56717 1.991854,2.3921 -0.0049,0.93622 -0.150769,1.71095 -0.378807,2.01245 -0.203927,0.26961 -0.370776,0.70389 -0.370776,0.96505 0,0.26117 -0.170463,0.64531 -0.378807,0.85366 -0.208344,0.20834 -0.378807,0.71161 -0.378807,1.11838 0,0.40677 -0.105984,0.73958 -0.23552,0.73958 -0.129537,0 -0.306721,0.22433 -0.393743,0.49851 -0.255238,0.80419 -1.419434,1.45744 -2.934771,1.64677 -1.33384,0.16665 -1.441585,0.13835 -1.954276,-0.51343 z" id="path4536" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 63.303193,278.23164 c -0.02223,-0.63198 -0.165064,-1.27369 -0.317411,-1.42604 -0.152347,-0.15235 -0.37752,-0.94216 -0.500384,-1.75514 -0.631709,-4.17997 -0.882875,-5.54777 -1.072611,-5.8412 -0.3128,-0.48376 -0.286519,-12.11242 0.02823,-12.4933 0.143731,-0.17393 0.341202,-0.74365 0.438825,-1.26605 0.09762,-0.52239 0.278256,-1.01208 0.401406,-1.08819 0.12315,-0.0761 0.22391,-0.34505 0.22391,-0.59763 0,-0.25259 0.170463,-0.60073 0.378807,-0.77364 0.208344,-0.17291 0.378807,-0.46551 0.378807,-0.65024 0,-0.30484 2.386735,-2.88529 2.668695,-2.88529 0.06559,0 0.569314,-0.2841 1.119377,-0.63134 0.58935,-0.37205 1.374417,-0.63135 1.911449,-0.63135 l 0.911332,0 -0.140542,1.45209 c -0.392319,4.05347 -0.575091,5.28758 -0.85776,5.79178 -0.170088,0.30338 -0.30925,1.11337 -0.30925,1.79998 0,0.80158 -0.135575,1.36089 -0.378807,1.56275 -0.221647,0.18395 -0.38214,0.74684 -0.386839,1.35675 -0.0044,0.5733 -0.17488,1.26296 -0.378807,1.53257 -0.232049,0.3068 -0.370776,1.06743 -0.370776,2.03294 0,0.84849 -0.120182,1.6629 -0.267072,1.80979 -0.146889,0.14689 -0.332751,0.9367 -0.413027,1.75514 -0.08028,0.81844 -0.244049,1.61318 -0.363943,1.76608 -0.119893,0.15291 -0.290657,0.83477 -0.379475,1.51523 -0.08882,0.68047 -0.246705,1.35086 -0.350861,1.48975 -0.104155,0.1389 -0.269565,0.84904 -0.367578,1.57808 -0.09801,0.72905 -0.2812,1.3892 -0.407084,1.467 -0.125884,0.0778 -0.228879,0.57541 -0.228879,1.10578 0,0.53192 -0.163314,1.09987 -0.36421,1.2666 -0.200315,0.16625 -0.409412,0.66314 -0.464661,1.10421 -0.07811,0.6236 -0.109439,0.54641 -0.140866,-0.34711 z" id="path4538" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 106.61745,272.45553 -1.43334,-1.35559 0,-1.52213 c 0,-1.55946 0.65878,-3.50983 1.1363,-3.36412 0.13884,0.0424 0.33209,0.63391 0.42945,1.31455 0.0974,0.68063 0.29628,1.27727 0.44205,1.32586 0.14699,0.049 0.26504,0.78506 0.26504,1.65261 0,1.01473 0.13971,1.76372 0.39768,2.13203 0.85639,1.22266 0.13662,1.11607 -1.23718,-0.18321 z" id="path4540" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 202.99649,481.68244 c 0,-0.19643 -0.24107,-0.35714 -0.53571,-0.35714 -0.29465,0 -0.53572,-0.13072 -0.53572,-0.29049 0,-0.15976 -0.5625,-0.51119 -1.25,-0.78094 -0.6875,-0.26975 -1.25,-0.62118 -1.25,-0.78095 0,-0.15976 -0.16264,-0.29048 -0.36142,-0.29048 -0.45126,0 -5.35444,-3.24022 -5.34856,-3.53454 0.002,-0.1185 0.3684,-0.85832 0.81341,-1.64403 0.44501,-0.78572 1.20274,-2.59375 1.68386,-4.01786 l 0.87474,-2.58928 3.84756,0 3.84755,0 0,6.63062 c 0,3.88767 -0.15294,6.91639 -0.3697,7.32143 -0.38365,0.71684 -1.41601,0.9601 -1.41601,0.33366 z" id="path4542" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 211.7148,473.8253 c 0,-3.4375 0.0536,-4.84375 0.11904,-3.125 0.0655,1.71875 0.0655,4.53125 0,6.25 -0.0655,1.71875 -0.11904,0.3125 -0.11904,-3.125 z" id="path4544" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 209.80731,484.7003 c -0.0138,-0.79554 -0.20238,-1.62371 -0.41905,-1.84038 -0.25396,-0.25395 -0.30733,-1.07255 -0.1502,-2.30357 0.13407,-1.05029 0.31902,-4.44087 0.411,-7.53462 0.0953,-3.20679 0.31346,-5.625 0.50734,-5.625 0.42888,0 0.41278,17.03544 -0.017,18.03571 -0.24088,0.56055 -0.31234,0.40298 -0.33204,-0.73214 z" id="path4546" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 189.52734,472.04931 c 0,-0.9068 0.082,-1.28148 0.35714,-1.63122 0.19643,-0.24972 0.35714,-0.68427 0.35714,-0.96567 0,-0.2814 0.16072,-0.67235 0.35715,-0.86878 0.19642,-0.19642 0.35714,-0.54776 0.35714,-0.78074 0,-0.35491 0.11388,-0.44182 0.70219,-0.53589 0.92245,-0.14751 1.61924,0.12053 1.61924,0.62289 0,0.21258 -0.12587,0.47855 -0.2797,0.59104 -0.15384,0.11249 -0.32721,0.56331 -0.38527,1.00183 -0.0633,0.47798 -0.23733,0.89076 -0.43458,1.03064 -0.18096,0.12834 -0.32902,0.45053 -0.32902,0.71598 0,0.28924 -0.14311,0.572 -0.35715,0.70567 -0.19643,0.12267 -0.35714,0.35413 -0.35714,0.51434 0,0.40085 -0.52627,0.7646 -1.11607,0.77142 -0.48663,0.006 -0.49107,-0.005 -0.49107,-1.17151 z" id="path4548" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 185.10449,470.01222 c -0.12267,-0.19643 -0.37062,-0.35715 -0.55099,-0.35715 -0.18037,0 -0.4734,-0.16071 -0.65116,-0.35714 -0.17777,-0.19643 -0.41344,-0.35714 -0.52371,-0.35714 -0.11027,0 -0.32976,-0.15098 -0.48776,-0.33551 -0.158,-0.18452 -0.36939,-0.36533 -0.46976,-0.40178 -0.10037,-0.0365 -0.20994,-0.227 -0.24349,-0.42343 -0.0585,-0.34248 0.0377,-0.35714 2.34375,-0.35714 l 2.40474,0 -0.0514,0.89286 c -0.0905,1.57186 -1.18999,2.62554 -1.77023,1.69643 z" id="path4550" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 135.76172,485.27721 c -0.17636,-0.17636 -0.7965,-0.31022 -1.77933,-0.38408 -1.06214,-0.0798 -1.63466,-0.21109 -1.93449,-0.44357 -0.23423,-0.18161 -0.69628,-0.3302 -1.02679,-0.3302 -0.41948,0 -0.60092,-0.0822 -0.60092,-0.27232 0,-0.16129 -0.22422,-0.31717 -0.54991,-0.38231 -0.30245,-0.0605 -0.64321,-0.25937 -0.75724,-0.44196 -0.11403,-0.18259 -0.3433,-0.33198 -0.50948,-0.33198 -0.16619,0 -0.35316,-0.16072 -0.41551,-0.35715 -0.0623,-0.19642 -0.22306,-0.35714 -0.35714,-0.35714 -0.13409,0 -0.2948,-0.16071 -0.35714,-0.35714 -0.0623,-0.19643 -0.22848,-0.35714 -0.36918,-0.35714 -0.1407,0 -0.25582,-0.10809 -0.25582,-0.24018 0,-0.1321 -0.16072,-0.38563 -0.35715,-0.5634 -0.19643,-0.17776 -0.35714,-0.43129 -0.35714,-0.56339 0,-0.1321 -0.14816,-0.38833 -0.32924,-0.56942 -0.18108,-0.18108 -0.38293,-0.59768 -0.44855,-0.92578 -0.0656,-0.3281 -0.23081,-0.72235 -0.36708,-0.87612 -0.14932,-0.16849 -0.27265,-0.81171 -0.31038,-1.61886 l -0.0626,-1.33928 0.44643,0.0612 c 0.24554,0.0337 0.56697,0.1648 0.71429,0.29138 0.14732,0.12657 0.46875,0.29087 0.71428,0.36511 0.24554,0.0742 0.63807,0.28463 0.8723,0.46755 0.23423,0.18291 0.57574,0.33257 0.75893,0.33257 0.18318,0 0.33306,0.0668 0.33306,0.1485 0,0.14631 1.64325,1.28008 1.8553,1.28008 0.0599,0 0.2697,0.16071 0.46613,0.35714 0.19643,0.19643 0.55803,0.35714 0.80357,0.35714 0.26254,0 0.44643,0.10247 0.44643,0.24875 0,0.28792 0.3803,0.46554 0.99674,0.46554 0.25006,0 0.43183,0.10471 0.43183,0.24875 0,0.28791 0.3803,0.46553 0.99675,0.46553 0.26794,0 0.43182,0.10335 0.43182,0.27232 0,0.15868 0.21976,0.31628 0.52659,0.37764 0.28962,0.0579 0.66368,0.25681 0.83124,0.44197 0.16757,0.18515 0.41275,0.33664 0.54485,0.33664 0.1321,0 0.40089,0.16072 0.59732,0.35715 0.19643,0.19643 0.50848,0.35714 0.69346,0.35714 0.18613,0 0.37802,0.15948 0.42971,0.35714 0.0514,0.19643 0.22145,0.35715 0.37797,0.35715 0.15652,0 0.44529,0.16071 0.64172,0.35714 0.19643,0.19643 0.50848,0.35714 0.69346,0.35714 0.18613,0 0.37802,0.15948 0.42971,0.35714 0.0559,0.21368 0.24357,0.35715 0.46725,0.35715 0.22304,0 0.37386,0.1148 0.37386,0.28457 0,0.15652 0.18081,0.33278 0.40179,0.3917 0.40077,0.10686 0.40066,0.10745 -0.0446,0.23334 -0.24554,0.0694 -0.81829,0.13423 -1.27278,0.14402 -0.49798,0.0107 -0.91469,0.12424 -1.04865,0.28565 -0.31959,0.38508 -3.38001,0.38276 -3.76562,-0.003 z" id="path4552" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 136.22874,491.31693 c -0.86065,-0.043 -1.53149,-0.16786 -1.69643,-0.31569 -0.15006,-0.13448 -0.59426,-0.30168 -0.98712,-0.37153 -0.39285,-0.0699 -0.83482,-0.23111 -0.98214,-0.35834 -0.14732,-0.12723 -0.48986,-0.28674 -0.76121,-0.35446 -0.27134,-0.0677 -0.55259,-0.22256 -0.625,-0.3441 -0.1207,-0.2026 -0.37155,-0.35872 -1.64705,-1.02508 -0.24419,-0.12757 -0.57727,-0.35248 -0.74019,-0.4998 -0.8295,-0.75012 -1.28031,-1.07143 -1.50329,-1.07143 -0.13553,0 -0.33242,-0.16071 -0.43754,-0.35714 -0.10513,-0.19643 -0.28952,-0.35714 -0.40976,-0.35714 -0.12024,0 -0.31899,-0.16072 -0.44166,-0.35715 -0.12267,-0.19643 -0.34289,-0.35714 -0.48938,-0.35714 -0.14649,0 -0.26635,-0.0659 -0.26635,-0.14653 0,-0.18635 -2.24979,-1.99633 -2.48143,-1.99633 -0.0952,0 -0.22408,-0.16071 -0.28642,-0.35714 -0.0623,-0.19643 -0.22565,-0.35714 -0.3629,-0.35714 -0.13725,0 -0.33555,-0.16072 -0.44068,-0.35715 -0.10512,-0.19642 -0.29947,-0.35714 -0.43188,-0.35714 -0.13241,0 -0.28278,-0.16071 -0.33414,-0.35714 -0.0514,-0.19643 -0.22146,-0.35714 -0.37797,-0.35714 -0.16553,0 -0.28458,-0.14941 -0.28458,-0.35715 0,-0.20101 -0.11905,-0.35714 -0.27232,-0.35714 -0.16128,0 -0.31716,-0.22422 -0.3823,-0.54991 -0.0605,-0.30246 -0.25938,-0.64322 -0.44197,-0.75724 -0.19751,-0.12336 -0.33198,-0.41359 -0.33198,-0.71657 0,-0.28008 -0.16071,-0.71355 -0.35714,-0.96327 -0.2262,-0.28756 -0.35714,-0.72442 -0.35714,-1.19152 0,-0.40562 -0.16072,-1.03735 -0.35715,-1.40384 -0.29783,-0.55569 -0.35714,-1.00752 -0.35714,-2.72057 l 0,-2.05422 0.45203,0 c 0.24862,0 0.4968,0.11665 0.55151,0.25922 0.0547,0.14257 0.37206,0.34918 0.70522,0.45913 0.50122,0.16542 0.64017,0.32868 0.80524,0.94614 0.10972,0.41042 0.2621,0.82658 0.33862,0.92479 0.0765,0.0982 0.17698,1.0025 0.22325,2.00952 0.0626,1.3631 0.15951,1.91424 0.37913,2.15692 0.16225,0.17928 0.295,0.56881 0.295,0.86562 0,0.63354 0.33031,1.66437 0.53331,1.66437 0.0777,0 0.19478,0.28548 0.26024,0.63439 0.0655,0.34891 0.23511,0.67893 0.37702,0.73339 0.1419,0.0544 0.258,0.18254 0.258,0.28463 0,0.28168 1.245,2.09759 1.43812,2.09759 0.093,0 0.16902,0.12806 0.16902,0.28458 0,0.15651 0.16072,0.3266 0.35715,0.37797 0.19643,0.0514 0.35714,0.20708 0.35714,0.34603 0,0.13895 0.13449,0.30424 0.29886,0.36731 0.16437,0.0631 0.42553,0.22421 0.58036,0.35806 0.84499,0.73056 1.43618,1.12319 1.6912,1.12319 0.1577,0 0.28672,0.11431 0.28672,0.25401 0,0.13971 0.27482,0.34471 0.61072,0.45557 0.33589,0.11085 0.70734,0.31798 0.82543,0.46027 0.1181,0.1423 0.35476,0.25873 0.52592,0.25873 0.17116,0 0.50284,0.14854 0.73706,0.33009 0.25413,0.19698 0.87927,0.37625 1.55018,0.44455 0.61836,0.063 1.3014,0.21123 1.51785,0.32951 0.53723,0.29355 7.67122,0.3 8.02396,0.007 0.13604,-0.11291 1.16682,-0.2864 2.29061,-0.38554 1.1238,-0.0992 2.16381,-0.19739 2.31113,-0.21833 0.52031,-0.0739 1.8175,0.26037 1.90609,0.49124 0.0494,0.12867 0.36392,0.32442 0.69899,0.435 0.33506,0.11059 0.60921,0.27778 0.60921,0.37154 0,0.0938 0.1808,0.23741 0.40178,0.31921 0.37077,0.13724 0.35353,0.15902 -0.22321,0.28197 -0.34375,0.0733 -0.74554,0.2354 -0.89286,0.36025 -0.14732,0.12484 -0.79776,0.28167 -1.44542,0.3485 -0.64766,0.0668 -1.38147,0.2273 -1.6307,0.3566 -0.4826,0.25038 -6.60797,0.46892 -9.32962,0.33287 l 0,0 z" id="path4554" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 253.69906,534.92293 c -0.0631,-0.16451 -0.33414,-0.26786 -0.7024,-0.26786 -0.41685,0 -0.65787,-0.10885 -0.79075,-0.35714 -0.12413,-0.23194 -0.3739,-0.35714 -0.71245,-0.35714 -0.32768,0 -0.69958,-0.17827 -1.00123,-0.47992 -0.47854,-0.47853 -0.47959,-0.48552 -0.36786,-2.43842 0.0738,-1.28942 0.19782,-2.05581 0.36307,-2.2433 0.13806,-0.15664 0.3058,-0.61915 0.37275,-1.02782 0.067,-0.40866 0.2766,-0.88317 0.46587,-1.05446 0.18927,-0.17129 0.34413,-0.42204 0.34413,-0.55722 0,-0.13518 0.11748,-0.29087 0.26106,-0.34596 0.14359,-0.0551 0.30972,-0.25347 0.36918,-0.44083 0.0595,-0.18735 0.19047,-0.34064 0.29113,-0.34064 0.10066,0 0.38733,-0.16072 0.63705,-0.35715 0.24972,-0.19643 0.56699,-0.35714 0.70504,-0.35714 0.13805,0 0.48364,-0.17199 0.76796,-0.3822 0.40918,-0.30252 0.67459,-0.36106 1.27308,-0.28078 0.41587,0.0558 0.82684,0.22777 0.91326,0.3822 0.0864,0.15443 0.37412,0.28332 0.63933,0.28642 0.54043,0.006 1.46434,0.72574 1.46434,1.14023 0,0.14857 -0.16071,0.35615 -0.35714,0.46127 -0.19643,0.10513 -0.35714,0.2651 -0.35714,0.3555 0,0.19793 -0.77553,1.40672 -1.15633,1.80234 -0.14973,0.15556 -0.27224,0.40588 -0.27224,0.55628 0,0.15039 -0.14846,0.46507 -0.32992,0.6993 -0.18145,0.23423 -0.3886,0.66694 -0.46034,0.96158 -0.0717,0.29465 -0.23487,0.65625 -0.36253,0.80357 -0.12765,0.14733 -0.28572,0.66965 -0.35126,1.16072 -0.0655,0.49107 -0.23191,1.13393 -0.36972,1.42857 -0.1378,0.29464 -0.29643,0.7567 -0.35251,1.02679 -0.1128,0.5433 -0.74222,0.69545 -0.92343,0.22321 z" id="path4556" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 263.57362,541.1149 c -0.18079,-0.035 -0.48213,-0.2171 -0.66964,-0.40461 -0.18751,-0.18751 -0.52249,-0.34093 -0.7444,-0.34093 -0.22191,0 -0.50384,-0.16071 -0.62652,-0.35714 -0.12267,-0.19643 -0.33044,-0.35715 -0.4617,-0.35715 -0.13127,0 -0.38411,-0.16071 -0.56188,-0.35714 -0.17777,-0.19643 -0.47147,-0.35714 -0.65268,-0.35714 -0.21042,0 -0.32946,-0.12905 -0.32946,-0.35714 0,-0.19643 -0.16549,-0.52264 -0.36776,-0.72491 -0.33225,-0.33224 -0.36756,-0.58282 -0.36564,-2.59496 0.002,-1.97216 0.044,-2.28043 0.36776,-2.69204 0.2011,-0.25566 0.36564,-0.71591 0.36564,-1.02279 0,-0.36457 0.12379,-0.63527 0.35714,-0.78101 0.22487,-0.14043 0.35714,-0.41643 0.35714,-0.7452 0,-0.36534 0.10727,-0.55622 0.35715,-0.63552 0.19642,-0.0623 0.35714,-0.22848 0.35714,-0.36918 0,-0.1407 0.12347,-0.39645 0.27438,-0.56832 0.66147,-0.75339 1.15419,-1.45047 1.15419,-1.63292 0,-0.10859 0.12806,-0.19744 0.28458,-0.19744 0.15651,0 0.32482,-0.15391 0.37401,-0.34202 0.0492,-0.18811 0.26792,-0.38681 0.48607,-0.44157 0.21814,-0.0548 0.58445,-0.26244 0.81402,-0.46155 0.30597,-0.26536 0.66948,-0.362 1.36168,-0.362 0.51935,0 0.9877,0.0702 1.04077,0.15612 0.18588,0.30077 0.32775,2.66452 0.20789,3.4638 -0.0885,0.59019 -0.21476,0.83148 -0.47001,0.89823 -0.2061,0.0539 -0.34901,0.24435 -0.34901,0.46513 0,0.20562 -0.11194,0.37386 -0.24875,0.37386 -0.27304,0 -0.46554,0.37523 -0.46554,0.90746 0,0.1884 -0.16071,0.50325 -0.35714,0.69968 -0.2619,0.26191 -0.35714,0.59524 -0.35714,1.25 0,0.49107 -0.0718,0.89286 -0.15947,0.89286 -0.34947,0 -0.45794,0.75904 -0.54904,3.84212 -0.0887,3.00134 -0.11711,3.21284 -0.42378,3.15342 z" id="path4558" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 255.20609,511.38055 c 0,-0.2924 0.85979,-0.78707 1.37732,-0.79243 0.31556,-0.003 0.95842,-0.1555 1.42857,-0.33831 0.56527,-0.21978 1.55044,-0.36798 2.9084,-0.4375 1.12946,-0.0578 2.33482,-0.20222 2.67857,-0.32089 0.34375,-0.11866 1.95089,-0.28093 3.57143,-0.36058 3.52416,-0.17322 4.85248,-0.31164 5.08036,-0.5294 0.18301,-0.17489 4.0053,-0.22767 4.43887,-0.0613 0.1445,0.0555 0.22643,0.23964 0.18206,0.40931 -0.0692,0.26459 -0.49037,0.3387 -2.95861,0.52064 -1.58287,0.11668 -2.92384,0.28194 -2.97995,0.36725 -0.0561,0.0853 -1.40737,0.20768 -3.00281,0.27194 -1.81224,0.073 -3.18596,0.21616 -3.66071,0.38155 -0.41796,0.14559 -1.16171,0.26884 -1.65278,0.27388 -0.49107,0.005 -1.45536,0.13756 -2.14286,0.2945 -1.26956,0.2898 -5.26786,0.53369 -5.26786,0.32133 z" id="path4560" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 255.20584,505.00183 2.5e-4,-1.5625 1.49876,0 c 1.16749,0 1.52147,0.0592 1.60153,0.26785 0.14565,0.37955 4.25134,0.39395 4.565,0.016 0.14903,-0.17956 0.74891,-0.26925 2.09012,-0.3125 1.53963,-0.0496 1.92253,-0.11738 2.10932,-0.37315 0.33054,-0.45261 1.77465,-0.42543 2.37226,0.0446 0.24972,0.19643 0.57115,0.35715 0.71429,0.35715 0.14314,0 0.46456,0.16071 0.71428,0.35714 0.24972,0.19643 0.60391,0.35714 0.7871,0.35714 0.18318,0 0.33306,0.10826 0.33306,0.24057 0,0.13231 0.17852,0.32023 0.39671,0.41759 0.30373,0.13553 -0.0769,0.202 -1.62366,0.2836 -1.46126,0.0771 -2.07757,0.17897 -2.22707,0.36815 -0.1659,0.20993 -0.94327,0.27711 -3.93837,0.34035 -3.13499,0.0662 -3.7647,0.12395 -3.93821,0.36123 -0.16842,0.23034 -0.69071,0.29322 -2.83107,0.34084 l -2.62455,0.0584 2.5e-4,-1.5625 z" id="path4562" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 256.90252,499.59451 c -0.29464,-0.24152 -0.63616,-0.43952 -0.75893,-0.44001 -0.12276,-4.9e-4 -0.22321,-0.12142 -0.22321,-0.26874 0,-0.14733 -0.16071,-0.42858 -0.35714,-0.625 -0.19643,-0.19643 -0.35715,-0.477 -0.35715,-0.62349 0,-0.14649 -0.16071,-0.36671 -0.35714,-0.48938 -0.34411,-0.21491 -0.52365,-1.20856 -0.21837,-1.20856 0.0763,0 0.41785,-0.26116 0.75893,-0.58036 0.54486,-0.50989 0.73994,-0.58036 1.60666,-0.58036 0.75266,0 1.1076,0.0952 1.4973,0.40179 0.28093,0.22098 0.66067,0.40178 0.84385,0.40178 0.18318,0 0.33306,0.11512 0.33306,0.25583 0,0.1407 0.15204,0.30408 0.33786,0.36305 0.18583,0.059 0.3792,0.26529 0.42971,0.45847 0.0505,0.19317 0.21991,0.35123 0.37643,0.35123 0.23178,0 0.28457,0.21972 0.28457,1.18441 0,1.63457 -0.26289,1.85355 -2.21482,1.84488 -1.26626,-0.006 -1.51245,-0.061 -1.98161,-0.44554 z" id="path4564" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 250.4882,507.60777 c -0.0557,-0.86854 -0.14764,-2.32246 -0.20434,-3.23094 -0.0632,-1.01175 -0.0365,-1.65179 0.0689,-1.65179 0.0988,0 0.22757,1.33276 0.30256,3.13273 0.13504,3.24151 0.0114,4.53565 -0.16716,1.75 z" id="path4566" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 244.88525,472.56959 c -0.12736,-0.0791 -0.36843,-0.41798 -0.53571,-0.7531 -0.29805,-0.59706 -0.33108,-0.6111 -1.64345,-0.69859 -0.83992,-0.056 -1.18947,-0.13299 -0.9375,-0.2065 0.22099,-0.0645 0.40179,-0.24527 0.40179,-0.40178 0,-0.15756 0.14705,-0.28458 0.32947,-0.28458 0.1812,0 0.47491,-0.16071 0.65267,-0.35714 0.44597,-0.49279 1.12444,-0.44844 1.63935,0.10716 0.51956,0.56062 0.66114,1.18711 0.46881,2.07451 -0.10389,0.47933 -0.20822,0.62385 -0.37543,0.52002 z" id="path4568" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 314.09406,536.40798 c -0.21242,-0.16132 -1.26892,-0.26764 -3.39286,-0.34142 -2.14965,-0.0747 -3.24674,-0.18609 -3.62011,-0.36762 -0.33296,-0.16189 -1.41428,-0.30527 -2.85714,-0.37886 -1.30697,-0.0667 -2.55553,-0.22392 -2.85714,-0.35988 -0.29485,-0.13291 -1.57947,-0.29996 -2.85714,-0.37153 -1.32525,-0.0743 -2.47469,-0.22617 -2.67858,-0.35403 -0.198,-0.12418 -1.31198,-0.27957 -2.5,-0.34875 -1.37623,-0.0801 -2.23922,-0.21021 -2.41222,-0.3636 -0.14816,-0.13135 -0.91155,-0.29636 -1.69643,-0.36668 -0.78489,-0.0703 -1.59332,-0.23585 -1.79652,-0.36785 -0.20321,-0.13201 -0.88625,-0.29123 -1.51786,-0.35383 -0.63162,-0.0626 -1.275,-0.22337 -1.42974,-0.35727 -0.15474,-0.13389 -0.7976,-0.29348 -1.42857,-0.35465 -0.66662,-0.0646 -1.23371,-0.21914 -1.35365,-0.36883 -0.11567,-0.14436 -0.66522,-0.30232 -1.25,-0.3593 -0.57397,-0.0559 -1.18339,-0.22334 -1.35427,-0.37202 -0.17088,-0.14868 -0.7246,-0.3101 -1.23049,-0.35871 -0.56307,-0.0541 -1.04857,-0.21714 -1.25181,-0.42039 -0.1826,-0.1826 -0.56324,-0.332 -0.84586,-0.332 -0.28261,0 -0.6113,-0.11743 -0.73041,-0.26095 -0.11911,-0.14351 -0.3726,-0.31046 -0.56332,-0.37099 -0.19071,-0.0605 -0.54506,-0.30837 -0.78744,-0.55075 -0.4036,-0.4036 -0.44069,-0.57668 -0.44069,-2.05643 0,-1.46557 -0.0332,-1.62443 -0.35714,-1.70914 -0.19767,-0.0517 -0.35715,-0.24358 -0.35715,-0.42971 0,-0.21033 -0.12599,-0.33632 -0.33631,-0.33632 -0.18614,0 -0.37802,-0.15948 -0.42971,-0.35714 -0.0514,-0.19643 -0.21209,-0.35715 -0.35715,-0.35715 -0.14506,0 -0.30577,-0.16071 -0.35714,-0.35714 -0.0533,-0.2038 -0.24357,-0.35714 -0.44317,-0.35714 -0.19238,0 -0.5541,-0.16072 -0.80382,-0.35714 -0.24971,-0.19643 -0.6923,-0.35715 -0.98352,-0.35715 -0.29122,0 -0.91238,-0.16937 -1.38036,-0.37638 -0.66278,-0.29318 -1.10471,-0.36021 -1.99921,-0.30326 -0.63159,0.0402 -1.20522,0.16515 -1.27473,0.27763 -0.16959,0.2744 -2.45887,0.7345 -2.74646,0.55199 -0.12524,-0.0795 -0.48886,-0.14574 -0.80806,-0.14724 -0.3393,-0.002 -0.7287,-0.15108 -0.9375,-0.35988 -0.19643,-0.19643 -0.55882,-0.35714 -0.80532,-0.35714 -0.2465,0 -0.58578,-0.16072 -0.75397,-0.35715 -0.2189,-0.25565 -0.52678,-0.35714 -1.08342,-0.35714 -0.62138,0 -0.8825,-0.10488 -1.2996,-0.52198 -0.50444,-0.50444 -0.52198,-0.57959 -0.52198,-2.23656 0,-1.6461 0.0171,-1.7211 0.42909,-1.87772 0.23599,-0.0897 0.4759,-0.2389 0.53313,-0.3315 0.0572,-0.0926 0.72799,-0.22549 1.49056,-0.29531 0.76258,-0.0698 1.62758,-0.23472 1.92222,-0.36644 0.33565,-0.15007 1.66942,-0.28469 3.57143,-0.36048 2.0301,-0.0809 3.12445,-0.19586 3.30357,-0.34705 0.18256,-0.15409 1.3462,-0.2663 3.65387,-0.35234 2.20989,-0.0824 3.54346,-0.20747 3.83929,-0.36006 0.28616,-0.14761 1.5928,-0.28234 3.54414,-0.36545 2.23421,-0.0952 3.15867,-0.19944 3.33546,-0.37624 0.31437,-0.31436 0.80289,-0.30297 1.24173,0.029 0.19065,0.1442 0.52904,0.26218 0.75197,0.26218 0.22294,0 0.5491,0.1542 0.7248,0.34266 0.1757,0.18846 0.53463,0.3966 0.79761,0.46254 0.26298,0.0659 0.51765,0.22283 0.56593,0.34865 0.0483,0.12582 0.31526,0.2858 0.59328,0.35552 0.27802,0.0697 0.64925,0.28094 0.82495,0.4694 0.1757,0.18846 0.42702,0.34266 0.55849,0.34266 0.13147,0 0.33479,0.11537 0.45181,0.25638 0.11703,0.14101 0.44159,0.30663 0.72124,0.36805 0.27965,0.0614 0.55112,0.22287 0.60327,0.35877 0.0521,0.1359 0.37473,0.29961 0.71684,0.36379 0.34211,0.0642 0.66233,0.22175 0.7116,0.35015 0.0493,0.12841 0.35618,0.2917 0.68202,0.36286 0.32583,0.0712 0.78406,0.27964 1.01829,0.46327 0.23422,0.18363 0.60732,0.33387 0.82911,0.33387 0.22178,0 0.44779,0.1161 0.50224,0.25801 0.0545,0.1419 0.40457,0.31426 0.77804,0.38301 0.37346,0.0688 0.87067,0.27408 1.10489,0.45628 0.23423,0.1822 0.66733,0.33127 0.96246,0.33127 0.29829,0 0.63487,0.13441 0.7579,0.30267 0.1596,0.21826 0.56346,0.32336 1.44826,0.3769 0.73123,0.0443 1.3476,0.18059 1.52558,0.33747 0.16426,0.14478 0.6464,0.30601 1.07143,0.3583 0.42503,0.0523 0.86468,0.20986 0.977,0.35015 0.11232,0.1403 0.50657,0.30415 0.87611,0.36412 0.36954,0.06 0.82005,0.2572 1.00114,0.43828 0.23375,0.23375 0.59303,0.32926 1.23859,0.32926 0.63894,0 1.04434,0.10619 1.36337,0.35714 0.37349,0.29379 0.72442,0.35714 1.97839,0.35714 1.2013,0 1.59746,0.0662 1.86932,0.3125 0.28919,0.26197 0.78118,0.32249 3.04262,0.37428 2.16047,0.0495 2.7373,0.116 2.89678,0.3341 0.13317,0.18212 0.62209,0.3026 1.47585,0.36369 1.10331,0.0789 1.29233,0.1427 1.39165,0.46946 0.27125,0.89243 0.54722,1.00312 2.50095,1.00312 1.67501,0 1.86083,-0.0338 2.10495,-0.38227 0.26709,-0.38133 0.28645,-0.38219 7.89607,-0.35188 6.48179,0.0258 7.65754,0.0699 7.82273,0.29304 0.1622,0.21914 1.30384,0.28265 6.89084,0.38335 4.32329,0.0779 6.48778,0.17541 6.10767,0.27508 -0.32381,0.0849 -0.63375,0.27164 -0.68874,0.41496 -0.055,0.14331 -0.23966,0.26057 -0.41036,0.26057 -0.1707,0 -0.4558,0.16072 -0.63357,0.35715 -0.17776,0.19642 -0.49919,0.35714 -0.71428,0.35714 -0.2151,0 -0.53652,0.16071 -0.71429,0.35714 -0.17777,0.19643 -0.49919,0.35714 -0.71429,0.35714 -0.21509,0 -0.52776,0.15104 -0.69482,0.33564 -0.16705,0.1846 -0.62455,0.38693 -1.01665,0.44963 -0.3921,0.0627 -0.75861,0.23309 -0.81447,0.37865 -0.0559,0.14556 -0.28301,0.26466 -0.50479,0.26466 -0.22179,0 -0.59489,0.15024 -0.82911,0.33387 -0.23423,0.18363 -0.69246,0.3921 -1.01829,0.46326 -0.32584,0.0712 -0.63214,0.23288 -0.68067,0.35936 -0.0485,0.12648 -0.39594,0.27916 -0.77201,0.3393 -0.37608,0.0601 -0.72584,0.21895 -0.77725,0.35293 -0.0514,0.13398 -0.41302,0.29469 -0.80357,0.35714 -0.39056,0.0625 -0.75211,0.22303 -0.80345,0.35683 -0.0514,0.13381 -0.42797,0.28817 -0.83693,0.34302 -0.40896,0.0548 -0.87795,0.21842 -1.0422,0.36348 -0.16426,0.14506 -0.72624,0.32091 -1.24885,0.39078 -0.52261,0.0699 -0.98954,0.22954 -1.03761,0.35482 -0.0481,0.12528 -0.49317,0.28161 -0.98909,0.34739 -0.49592,0.0658 -1.07364,0.22973 -1.28381,0.36432 -0.21018,0.13459 -0.84822,0.30113 -1.41786,0.37008 -0.56965,0.0689 -1.14047,0.23012 -1.2685,0.35815 -0.12803,0.12802 -0.82713,0.28784 -1.55356,0.35515 -0.72644,0.0673 -1.5013,0.23571 -1.72191,0.37422 -0.2617,0.1643 -1.19271,0.28875 -2.67857,0.35807 -1.35556,0.0632 -2.48734,0.20631 -2.79596,0.35346 -0.72179,0.34415 -7.19429,0.34549 -7.6471,0.002 l 0,-2e-5 z" id="path4570" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 384.26925,445.64611 c 0,-0.1255 -0.16072,-0.36578 -0.35715,-0.53397 -0.19642,-0.16819 -0.35714,-0.48962 -0.35714,-0.71429 0,-0.22467 -0.16071,-0.54609 -0.35714,-0.71428 -0.19643,-0.16819 -0.35764,-0.52757 -0.35824,-0.79862 -6.1e-4,-0.27105 -0.11345,-0.70815 -0.25076,-0.97134 -0.21404,-0.41026 -0.21389,-0.49226 0.001,-0.57476 0.13791,-0.0529 0.25076,-0.247 0.25076,-0.43129 0,-0.18429 0.15866,-0.47866 0.35258,-0.65416 0.19392,-0.17549 0.40023,-0.4692 0.45846,-0.65267 0.0582,-0.18348 0.221,-0.3336 0.3617,-0.3336 0.14071,0 0.25583,-0.1177 0.25583,-0.26157 0,-0.14387 0.16071,-0.34759 0.35714,-0.45271 0.19643,-0.10513 0.35714,-0.30343 0.35714,-0.44068 0,-0.13725 0.16072,-0.30055 0.35715,-0.36289 0.19642,-0.0623 0.35714,-0.22848 0.35714,-0.36918 0,-0.1407 0.11598,-0.25582 0.25773,-0.25582 0.14175,0 0.36396,-0.14063 0.49379,-0.3125 0.12983,-0.17188 0.39555,-0.4148 0.59048,-0.53983 0.19494,-0.12503 0.61559,-0.39413 0.93478,-0.59799 0.3192,-0.20387 0.58036,-0.44309 0.58036,-0.53161 0,-0.0885 0.12132,-0.16093 0.26961,-0.16093 0.14828,0 0.40721,-0.16071 0.5754,-0.35714 0.16818,-0.19643 0.43781,-0.35715 0.59917,-0.35715 0.16135,0 0.48929,-0.1541 0.72874,-0.34245 0.23945,-0.18835 0.75252,-0.3982 1.14015,-0.46632 0.38763,-0.0681 0.7978,-0.24065 0.91149,-0.38337 0.24765,-0.31093 3.54976,-0.53343 5.07968,-0.34228 0.78341,0.0979 1.13194,0.25656 1.73118,0.78819 0.41266,0.36611 0.7503,0.76345 0.7503,0.883 0,0.11954 0.16071,0.31772 0.35714,0.44039 0.20977,0.13101 0.35714,0.41643 0.35714,0.69172 0,0.25777 0.16072,0.67299 0.35714,0.92271 0.2337,0.2971 0.35715,0.72442 0.35715,1.23632 0,0.43026 0.16071,1.09753 0.35714,1.48281 0.19643,0.38528 0.35459,0.94468 0.35146,1.24311 -0.005,0.50969 -0.0212,0.52209 -0.26169,0.20441 -0.15679,-0.20714 -0.61317,-0.39465 -1.17768,-0.48389 -0.50692,-0.0801 -1.05843,-0.26946 -1.22558,-0.42074 -0.4324,-0.39131 -3.68996,-0.39207 -4.24831,-9.8e-4 -0.21519,0.15073 -0.9362,0.32172 -1.60223,0.37998 -0.69428,0.0607 -1.44854,0.24856 -1.76776,0.44023 -0.30624,0.18387 -0.76908,0.33431 -1.02854,0.33431 -0.25945,0 -0.60935,0.16071 -0.77753,0.35714 -0.16819,0.19643 -0.48962,0.35714 -0.71429,0.35714 -0.22467,0 -0.5461,0.16072 -0.71428,0.35715 -0.16819,0.19642 -0.39602,0.35714 -0.50629,0.35714 -0.11028,0 -0.34594,0.16071 -0.52371,0.35714 -0.17776,0.19643 -0.4168,0.35714 -0.53119,0.35714 -0.11438,0 -0.38265,0.2009 -0.59614,0.44643 -0.21349,0.24554 -0.46905,0.44643 -0.56792,0.44643 -0.0989,0 -0.17975,0.11512 -0.17975,0.25583 0,0.1407 -0.16071,0.30683 -0.35714,0.36917 -0.19643,0.0623 -0.35714,0.17656 -0.35714,0.25382 0,0.16253 -0.82783,1.08547 -0.97362,1.08547 -0.0538,0 -0.0978,-0.10268 -0.0978,-0.22817 z" id="path4572" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 386.87911,449.30904 c 0.10953,-0.0721 0.26145,-0.33053 0.3376,-0.57417 0.2425,-0.7758 2.13757,-3.03916 2.54465,-3.03916 0.0917,0 0.31226,-0.16072 0.49003,-0.35715 0.17776,-0.19643 0.50081,-0.35714 0.71788,-0.35714 0.21707,0 0.59899,-0.16071 0.8487,-0.35714 0.28604,-0.225 0.72443,-0.35715 1.1848,-0.35715 0.49267,0 0.84713,-0.11636 1.08791,-0.35714 0.32301,-0.32302 0.59523,-0.35714 2.84902,-0.35714 2.39327,0 2.50887,0.017 2.9211,0.42922 0.23607,0.23607 0.47195,0.5926 0.52417,0.79229 0.0924,0.35317 0.0108,0.3646 -2.99216,0.41899 -2.63886,0.0478 -3.13716,0.1013 -3.43189,0.36843 -0.21274,0.19281 -0.63075,0.3125 -1.09141,0.3125 -0.52564,0 -0.83712,0.1057 -1.05241,0.35714 -0.16915,0.19755 -0.52678,0.35714 -0.80031,0.35714 -0.30112,0 -0.58174,0.13967 -0.71756,0.35715 -0.12267,0.19642 -0.36028,0.35714 -0.52802,0.35714 -0.16775,0 -0.52176,0.20089 -0.7867,0.44643 -0.26493,0.24553 -0.55032,0.44643 -0.6342,0.44643 -0.0839,0 -0.15249,0.12053 -0.15249,0.26785 0,0.14732 -0.11986,0.26786 -0.26635,0.26786 -0.14648,0 -0.36671,0.16071 -0.48938,0.35714 -0.12267,0.19643 -0.34433,0.35592 -0.49258,0.35441 -0.1768,-0.002 -0.20102,-0.0479 -0.0704,-0.13393 z" id="path4574" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 380.08313,451.635 c -0.38719,-0.0396 -0.79387,-0.19501 -0.90372,-0.34525 -0.10998,-0.1504 -0.5961,-0.31768 -1.08174,-0.37222 -0.4851,-0.0545 -0.96262,-0.20888 -1.06115,-0.34309 -0.0985,-0.13422 -0.50032,-0.29325 -0.89286,-0.3534 -0.39253,-0.0602 -0.84436,-0.22246 -1.00405,-0.3607 -0.1597,-0.13823 -0.60166,-0.30141 -0.98214,-0.36262 -0.38049,-0.0612 -0.77242,-0.22032 -0.87095,-0.35359 -0.0985,-0.13326 -0.50032,-0.29203 -0.89286,-0.35283 -0.39253,-0.0608 -0.85745,-0.25985 -1.03316,-0.44235 -0.1757,-0.1825 -0.51974,-0.33182 -0.76453,-0.33182 -0.24479,0 -0.49016,-0.11747 -0.54525,-0.26105 -0.0551,-0.14359 -0.2614,-0.31223 -0.45846,-0.37478 -0.19705,-0.0625 -0.51105,-0.26649 -0.69778,-0.45322 -0.18674,-0.18674 -0.50765,-0.33952 -0.71314,-0.33952 -0.20549,0 -0.57793,-0.16071 -0.82765,-0.35714 -0.24972,-0.19643 -0.70659,-0.35714 -1.01527,-0.35714 -0.34025,0 -0.68163,-0.14062 -0.86703,-0.35715 -0.17004,-0.19859 -0.52677,-0.35714 -0.80357,-0.35714 -0.27679,0 -0.63353,-0.15855 -0.80357,-0.35714 -0.16819,-0.19643 -0.46729,-0.35714 -0.66468,-0.35714 -0.19739,0 -0.51961,-0.16072 -0.71604,-0.35715 -0.20315,-0.20315 -0.59524,-0.35714 -0.90933,-0.35714 -0.30371,0 -0.75651,-0.16071 -1.00623,-0.35714 -0.24971,-0.19643 -0.69168,-0.35715 -0.98214,-0.35715 -0.29046,0 -0.73242,-0.16071 -0.98214,-0.35714 -0.26973,-0.21217 -0.72443,-0.35714 -1.12016,-0.35714 -0.39573,0 -0.85042,-0.14497 -1.12015,-0.35714 -0.25519,-0.20073 -0.72443,-0.35715 -1.07143,-0.35715 -0.347,0 -0.81624,-0.15641 -1.07143,-0.35714 -0.24972,-0.19643 -0.69007,-0.35714 -0.97855,-0.35714 -0.29773,0 -0.66426,-0.15442 -0.84772,-0.35715 -0.17777,-0.19642 -0.54099,-0.35714 -0.80717,-0.35714 -0.26617,0 -0.6756,-0.15024 -0.90982,-0.33387 -0.23423,-0.18363 -0.68148,-0.38969 -0.99389,-0.45791 -0.31241,-0.0682 -0.66377,-0.2394 -0.78079,-0.38041 -0.11703,-0.14101 -0.39299,-0.25638 -0.61326,-0.25638 -0.22026,0 -0.59212,-0.14871 -0.82635,-0.33048 -0.23423,-0.18176 -0.7611,-0.37416 -1.17084,-0.42756 -0.92459,-0.1205 -1.65272,-0.63074 -1.66013,-1.16335 -0.003,-0.22194 -0.16632,-0.54114 -0.36275,-0.70933 -0.25383,-0.21733 -0.35715,-0.52677 -0.35715,-1.06968 0,-0.85829 0.0793,-0.90344 0.71429,-0.40674 0.24554,0.19206 0.53828,0.35099 0.65054,0.35317 0.11226,0.002 0.24745,0.11693 0.30043,0.25499 0.053,0.13806 0.35101,0.30696 0.66229,0.37532 0.31128,0.0684 0.71849,0.27684 0.90492,0.46327 0.18643,0.18643 0.53791,0.33896 0.78107,0.33896 0.24317,0 0.70522,0.16042 1.02679,0.35648 0.32157,0.19606 0.88601,0.35677 1.25432,0.35714 0.3683,3.8e-4 0.66964,0.0681 0.66964,0.15058 0,0.21539 0.83334,0.56437 1.34769,0.56437 0.24091,0 0.43802,0.0668 0.43802,0.1485 0,0.24486 1.71704,1.28007 2.12316,1.28007 0.20727,0 0.37684,0.0725 0.37684,0.16111 0,0.21514 0.99838,0.55318 1.63379,0.55318 0.27999,0 0.50907,0.0675 0.50907,0.14991 0,0.21539 0.83334,0.56438 1.34769,0.56438 0.24091,0 0.59874,0.16071 0.79517,0.35714 0.21478,0.21478 0.59524,0.35714 0.95446,0.35714 0.37054,0 0.72004,0.1356 0.92054,0.35714 0.19176,0.2119 0.54999,0.35715 0.88085,0.35715 0.33665,0 0.67881,0.14153 0.86343,0.35714 0.18381,0.21467 0.52677,0.35714 0.85973,0.35714 0.30467,0 0.75826,0.16072 1.00798,0.35715 0.24971,0.19642 0.68426,0.35714 0.96566,0.35714 0.2814,0 0.67235,0.16071 0.86878,0.35714 0.23048,0.23048 0.59523,0.35714 1.02847,0.35714 0.47794,0 0.73558,0.10289 0.89437,0.35715 0.14229,0.22785 0.41643,0.35714 0.75724,0.35714 0.29611,0 0.69338,0.15918 0.89135,0.35714 0.19642,0.19643 0.58576,0.35715 0.86518,0.35715 0.28125,0 0.65231,0.15942 0.83124,0.35714 0.17777,0.19643 0.53938,0.35714 0.80358,0.35714 0.26419,0 0.6186,0.15276 0.78756,0.33946 0.16897,0.1867 0.57545,0.38978 0.9033,0.45129 0.32784,0.0615 0.6415,0.23017 0.697,0.37482 0.0555,0.14465 0.32443,0.26353 0.5976,0.26418 0.27317,6.4e-4 0.73775,0.16083 1.03239,0.35597 0.37996,0.25163 0.83833,0.35513 1.57651,0.35596 0.97497,0.001 1.08507,0.0459 1.74107,0.70849 0.38515,0.38903 0.70028,0.87049 0.70028,1.06992 0,0.19943 0.16071,0.46297 0.35714,0.58564 0.19643,0.12267 0.35715,0.36442 0.35715,0.53723 0,0.32488 -0.0518,0.33114 -1.50755,0.18205 z" id="path4576" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 377.78549,444.66892 c -0.0795,-0.12277 -0.32816,-0.22321 -0.55268,-0.22321 -0.22452,0 -0.55365,-0.16072 -0.73142,-0.35715 -0.17777,-0.19643 -0.4992,-0.35714 -0.71429,-0.35714 -0.21509,0 -0.53652,-0.16071 -0.71428,-0.35714 -0.17777,-0.19643 -0.4992,-0.35715 -0.71429,-0.35715 -0.21509,0 -0.53652,-0.16071 -0.71428,-0.35714 -0.17777,-0.19643 -0.53938,-0.35714 -0.80357,-0.35714 -0.2642,0 -0.62581,-0.16072 -0.80358,-0.35714 -0.19099,-0.21104 -0.54999,-0.35715 -0.87757,-0.35715 -0.36098,0 -0.63218,-0.12459 -0.77741,-0.35714 -0.13097,-0.20971 -0.41644,-0.35714 -0.69152,-0.35714 -0.25767,0 -0.71904,-0.15049 -1.02528,-0.33442 -0.30623,-0.18394 -1.02786,-0.38659 -1.60362,-0.45035 -0.57576,-0.0638 -1.21641,-0.2347 -1.42366,-0.37986 -0.20726,-0.14517 -0.58773,-0.26394 -0.84549,-0.26394 -0.25776,0 -0.65396,-0.16072 -0.88045,-0.35715 -0.22648,-0.19643 -0.55642,-0.35714 -0.7332,-0.35714 -0.39818,0 -1.23108,-0.36839 -1.23108,-0.5445 0,-0.0715 -0.2928,-0.18497 -0.65066,-0.2521 -0.35787,-0.0671 -0.75567,-0.22707 -0.88401,-0.35542 -0.12834,-0.12834 -0.60362,-0.28887 -1.05617,-0.35674 -0.45255,-0.0679 -0.86389,-0.2304 -0.91408,-0.36119 -0.0502,-0.13079 -0.37116,-0.29031 -0.71327,-0.35449 -0.3421,-0.0642 -0.66426,-0.2268 -0.7159,-0.36136 -0.0516,-0.13457 -0.40273,-0.29686 -0.7802,-0.36063 -0.37747,-0.0638 -0.72856,-0.22605 -0.78019,-0.36062 -0.0516,-0.13457 -0.39946,-0.30184 -0.77292,-0.37171 -0.37347,-0.0699 -0.75939,-0.23644 -0.8576,-0.37016 -0.0982,-0.13372 -0.60759,-0.29392 -1.13194,-0.356 -0.53821,-0.0637 -0.99303,-0.21621 -1.04443,-0.35017 -0.0501,-0.13051 -0.49175,-0.29044 -0.98148,-0.35541 -0.48973,-0.065 -0.93047,-0.22248 -0.97942,-0.35004 -0.0489,-0.12756 -0.34344,-0.28637 -0.65444,-0.35292 -0.31099,-0.0666 -0.70919,-0.27235 -0.88489,-0.45734 -0.1757,-0.18499 -0.46459,-0.33634 -0.64197,-0.33634 -0.17738,0 -0.46795,-0.16072 -0.64572,-0.35715 -0.17776,-0.19642 -0.39111,-0.35714 -0.4741,-0.35714 -0.083,0 -0.29863,-0.14062 -0.47919,-0.3125 -0.18056,-0.17187 -0.70288,-0.65203 -1.16071,-1.067 -0.45784,-0.41498 -0.83243,-0.88456 -0.83243,-1.04351 0,-0.15895 -0.16071,-0.33102 -0.35714,-0.38239 -0.19643,-0.0514 -0.35714,-0.23228 -0.35714,-0.40203 0,-0.16976 -0.16072,-0.45409 -0.35714,-0.63185 -0.19643,-0.17777 -0.3547,-0.53174 -0.35172,-0.78661 0.005,-0.40093 0.03,-0.42127 0.18745,-0.15089 0.10747,0.18452 0.39519,0.3125 0.70257,0.3125 0.3378,0 0.58766,0.12538 0.7117,0.35714 0.10512,0.19643 0.28951,0.35714 0.40975,0.35714 0.12024,0 0.31899,0.16072 0.44166,0.35714 0.12267,0.19643 0.37078,0.35715 0.55135,0.35715 0.18057,0 0.51361,0.16071 0.74009,0.35714 0.22649,0.19643 0.62973,0.35714 0.8961,0.35714 0.26637,0 0.68863,0.16072 0.93834,0.35715 0.25519,0.20073 0.72443,0.35714 1.07143,0.35714 0.33957,0 0.80904,0.14907 1.04326,0.33127 0.23423,0.1822 0.71914,0.38522 1.07757,0.45115 0.35844,0.0659 0.74997,0.2383 0.87008,0.38302 0.12011,0.14472 0.41022,0.26313 0.64469,0.26313 0.23447,0 0.56392,0.16071 0.73211,0.35714 0.16819,0.19643 0.51655,0.35715 0.77415,0.35715 0.25759,0 0.60659,0.15275 0.77555,0.33946 0.16897,0.1867 0.57545,0.38978 0.9033,0.45128 0.32784,0.0615 0.6376,0.22003 0.68835,0.35228 0.0507,0.13225 0.40003,0.29758 0.77617,0.36739 0.37615,0.0698 0.80444,0.23118 0.95176,0.35857 0.14732,0.1274 0.46875,0.29237 0.71429,0.3666 0.24553,0.0742 0.63806,0.28463 0.87229,0.46755 0.23423,0.18292 0.54298,0.33258 0.68612,0.33258 0.14314,0 0.46457,0.16071 0.71429,0.35714 0.24971,0.19643 0.57114,0.35715 0.71428,0.35715 0.14314,0 0.46457,0.16071 0.71429,0.35714 0.24972,0.19643 0.57114,0.35714 0.71428,0.35714 0.14314,0 0.46457,0.16072 0.71429,0.35714 0.24972,0.19643 0.64409,0.35715 0.87638,0.35715 0.23229,0 0.58306,0.16071 0.77949,0.35714 0.19643,0.19643 0.51786,0.35714 0.71429,0.35714 0.19642,0 0.51785,0.16072 0.71428,0.35715 0.19643,0.19642 0.55804,0.35714 0.80357,0.35714 0.24554,0 0.60715,0.16071 0.80357,0.35714 0.19643,0.19643 0.56927,0.35714 0.82853,0.35714 0.25926,0 0.56342,0.12587 0.67591,0.27971 0.11249,0.15383 0.55544,0.32677 0.98434,0.38429 0.4289,0.0575 0.92831,0.25309 1.10981,0.43459 0.1867,0.1867 0.58414,0.32999 0.9153,0.32999 0.36433,0 0.70076,0.13483 0.89111,0.35714 0.16819,0.19643 0.50465,0.35714 0.74769,0.35714 0.25913,0 0.52094,0.14771 0.63303,0.35714 0.10512,0.19643 0.3025,0.35715 0.43861,0.35715 0.13611,0 0.61973,0.37225 1.0747,0.82722 0.68263,0.68263 0.81775,0.92452 0.77302,1.38393 -0.0351,0.36109 -0.10495,0.47827 -0.19866,0.33349 z" id="path4578" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 377.13798,438.29895 c -0.1159,-0.13964 -0.52123,-0.30636 -0.90074,-0.37047 -0.37951,-0.0641 -0.7301,-0.22104 -0.77909,-0.3487 -0.049,-0.12767 -0.4505,-0.28632 -0.89224,-0.35256 -0.44175,-0.0662 -0.90054,-0.23776 -1.01954,-0.38115 -0.119,-0.14339 -0.52239,-0.30964 -0.89643,-0.36945 -0.37404,-0.0598 -0.7188,-0.20966 -0.76613,-0.333 -0.0473,-0.12333 -0.36564,-0.2767 -0.70736,-0.34081 -0.34172,-0.0641 -0.7153,-0.2298 -0.83017,-0.36821 -0.11487,-0.13841 -0.43766,-0.30191 -0.71731,-0.36333 -0.27965,-0.0614 -0.55113,-0.22287 -0.60328,-0.35877 -0.0521,-0.1359 -0.37472,-0.2996 -0.71683,-0.36378 -0.34211,-0.0642 -0.66354,-0.22489 -0.71429,-0.35714 -0.0507,-0.13225 -0.37218,-0.29297 -0.71428,-0.35715 -0.34211,-0.0642 -0.66354,-0.22489 -0.71429,-0.35714 -0.0507,-0.13225 -0.38416,-0.29521 -0.74091,-0.36214 -0.35675,-0.0669 -0.69016,-0.22989 -0.74091,-0.36213 -0.0508,-0.13225 -0.37218,-0.29297 -0.71429,-0.35715 -0.34211,-0.0642 -0.66354,-0.22489 -0.71428,-0.35714 -0.0507,-0.13225 -0.37218,-0.29296 -0.71429,-0.35714 -0.34211,-0.0642 -0.66354,-0.2249 -0.71429,-0.35715 -0.0507,-0.13224 -0.37217,-0.29296 -0.71428,-0.35714 -0.34211,-0.0642 -0.66354,-0.22489 -0.71429,-0.35714 -0.0507,-0.13225 -0.37677,-0.29383 -0.72449,-0.35906 -0.34772,-0.0652 -0.78193,-0.26831 -0.9649,-0.45128 -0.18297,-0.18298 -0.52498,-0.33269 -0.76,-0.33269 -0.23503,0 -0.47188,-0.1161 -0.52633,-0.258 -0.0545,-0.1419 -0.40457,-0.31426 -0.77804,-0.38301 -0.37346,-0.0688 -0.87067,-0.27409 -1.10489,-0.45629 -0.23423,-0.18219 -0.67695,-0.33127 -0.98383,-0.33127 -0.36457,0 -0.63527,-0.12378 -0.78101,-0.35714 -0.14229,-0.22785 -0.41643,-0.35714 -0.75724,-0.35714 -0.2961,0 -0.69338,-0.15918 -0.89134,-0.35715 -0.19643,-0.19642 -0.55804,-0.35714 -0.80357,-0.35714 -0.24554,0 -0.60714,-0.16071 -0.80357,-0.35714 -0.19653,-0.19653 -0.59524,-0.35714 -0.88658,-0.35714 -0.34667,0 -0.59541,-0.12329 -0.72057,-0.35715 -0.10512,-0.19643 -0.34981,-0.35714 -0.54374,-0.35714 -0.19394,0 -0.49022,-0.16071 -0.6584,-0.35714 -0.16819,-0.19643 -0.42933,-0.35715 -0.5803,-0.35715 -0.15098,0 -0.37487,-0.16071 -0.49754,-0.35714 -0.12267,-0.19643 -0.3429,-0.35714 -0.48939,-0.35714 -0.14649,0 -0.26634,-0.0817 -0.26634,-0.18146 0,-0.0998 -0.28125,-0.31558 -0.625,-0.4795 -0.34375,-0.16393 -0.625,-0.39828 -0.625,-0.5208 0,-0.12251 -0.16071,-0.27375 -0.35714,-0.3361 -0.19643,-0.0623 -0.35715,-0.22306 -0.35715,-0.35714 0,-0.13409 -0.16071,-0.2948 -0.35714,-0.35714 -0.19643,-0.0624 -0.35714,-0.22306 -0.35714,-0.35715 0,-0.13408 -0.16072,-0.2948 -0.35714,-0.35714 -0.19643,-0.0623 -0.35715,-0.21332 -0.35715,-0.3355 0,-0.12219 -0.16071,-0.39466 -0.35714,-0.6055 -0.19643,-0.21085 -0.35714,-0.45942 -0.35714,-0.5524 0,-0.24965 1.49357,-0.013 1.65664,0.26243 0.0763,0.12896 0.42885,0.28888 0.78339,0.35539 0.35453,0.0665 0.79431,0.27064 0.97729,0.45361 0.18297,0.18298 0.52497,0.33268 0.76,0.33268 0.23503,0 0.47302,0.1191 0.52888,0.26466 0.0559,0.14556 0.42237,0.31595 0.81447,0.37865 0.3921,0.0627 0.84959,0.26504 1.01665,0.44963 0.16706,0.1846 0.45942,0.33564 0.64969,0.33564 0.19027,0 0.55026,0.16071 0.79997,0.35714 0.24972,0.19643 0.64409,0.35714 0.87638,0.35714 0.23229,0 0.58307,0.16072 0.77949,0.35714 0.19643,0.19643 0.59423,0.35715 0.88399,0.35715 0.29806,0 0.59652,0.12452 0.68731,0.28675 0.0977,0.17462 0.49548,0.32451 1.01719,0.38332 0.4875,0.0549 0.99936,0.2392 1.18769,0.42753 0.18203,0.18203 0.53186,0.33097 0.7774,0.33097 0.24553,0 0.60714,0.16071 0.80357,0.35714 0.19643,0.19643 0.51785,0.35714 0.71428,0.35714 0.19643,0 0.35715,0.11513 0.35715,0.25583 0,0.1407 0.16864,0.30935 0.37477,0.37477 0.20612,0.0654 0.52755,0.27173 0.71428,0.45846 0.18674,0.18673 0.4809,0.33952 0.6537,0.33952 0.17281,0 0.41456,0.16071 0.53723,0.35714 0.17034,0.27276 0.41643,0.35714 1.04158,0.35714 0.54814,0 0.96852,0.11798 1.27257,0.35714 0.24971,0.19643 0.59453,0.35715 0.76626,0.35715 0.17173,0 0.35426,0.16071 0.40563,0.35714 0.0713,0.27274 0.24358,0.35714 0.72883,0.35714 0.45268,0 0.69041,0.10272 0.82657,0.35715 0.12363,0.23099 0.3739,0.35714 0.70854,0.35714 0.35436,0 0.55187,0.10863 0.62681,0.34473 0.0622,0.19588 0.34244,0.39591 0.6491,0.46327 0.29683,0.0652 0.58073,0.22549 0.63089,0.35622 0.0502,0.13073 0.40172,0.29015 0.78123,0.35426 0.37951,0.0641 0.77786,0.22243 0.88523,0.3518 0.10737,0.12937 0.46553,0.28593 0.79591,0.34791 0.33038,0.062 0.69199,0.22269 0.80357,0.35714 0.11158,0.13445 0.47319,0.29516 0.80357,0.35714 0.33038,0.062 0.69199,0.2227 0.80357,0.35715 0.11159,0.13444 0.47319,0.29516 0.80357,0.35714 0.33039,0.062 0.69468,0.22593 0.80955,0.36434 0.11487,0.13841 0.43882,0.30217 0.71989,0.3639 0.28107,0.0617 0.60502,0.22549 0.71989,0.36389 0.11487,0.13841 0.48845,0.30411 0.83017,0.36822 0.34172,0.0641 0.66385,0.2274 0.71583,0.36287 0.052,0.13548 0.41407,0.29741 0.80462,0.35987 0.39055,0.0625 0.75115,0.22052 0.80132,0.35128 0.0502,0.13075 0.35097,0.28645 0.66844,0.34601 l 0.57721,0.10829 -0.97707,1.05728 c -1.00044,1.08258 -1.56479,1.31088 -1.98596,0.80339 z" id="path4580" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 376.13651,429.61176 c -0.065,-0.10509 -0.29068,-0.26071 -0.50161,-0.34582 -0.36359,-0.1467 -0.35942,-0.15533 0.0802,-0.16606 0.25506,-0.006 0.64905,0.1494 0.87554,0.34583 0.40405,0.35043 0.40476,0.35714 0.0379,0.35714 -0.20566,0 -0.42707,-0.086 -0.49203,-0.19109 z" id="path4582" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 386.50139,429.62428 c -0.17777,-0.19643 -0.51165,-0.35715 -0.74196,-0.35715 -0.23032,0 -0.57947,-0.16071 -0.7759,-0.35714 -0.19643,-0.19643 -0.59422,-0.35714 -0.88398,-0.35714 -0.29341,0 -0.59646,-0.12441 -0.68398,-0.28078 -0.0894,-0.15981 -0.49719,-0.3227 -0.94637,-0.37807 -0.43408,-0.0535 -0.88531,-0.21777 -1.00274,-0.36505 -0.11742,-0.14728 -0.59956,-0.30928 -1.07142,-0.36 -0.50575,-0.0544 -0.98907,-0.22907 -1.17739,-0.42559 -0.1757,-0.18335 -0.56481,-0.33337 -0.86469,-0.33337 -0.29988,0 -0.74955,-0.16071 -0.99927,-0.35714 -0.24972,-0.19643 -0.68427,-0.35714 -0.96567,-0.35714 -0.2814,0 -0.67234,-0.16072 -0.86877,-0.35715 -0.19643,-0.19643 -0.57889,-0.35714 -0.84991,-0.35714 -0.29936,0 -0.58029,-0.14017 -0.7158,-0.35714 -0.13523,-0.21655 -0.41643,-0.35715 -0.71428,-0.35715 -0.29785,0 -0.57905,-0.1406 -0.71429,-0.35714 -0.13523,-0.21654 -0.41643,-0.35714 -0.71428,-0.35714 -0.29785,0 -0.57905,-0.1406 -0.71429,-0.35714 -0.13523,-0.21655 -0.41643,-0.35715 -0.71428,-0.35715 -0.29786,0 -0.57906,-0.1406 -0.71429,-0.35714 -0.13523,-0.21654 -0.41643,-0.35714 -0.71429,-0.35714 -0.29785,0 -0.57905,-0.1406 -0.71428,-0.35715 -0.12267,-0.19642 -0.4108,-0.35714 -0.64028,-0.35714 -0.22948,0 -0.56268,-0.16071 -0.74045,-0.35714 -0.17776,-0.19643 -0.51906,-0.35714 -0.75844,-0.35714 -0.23937,0 -0.63954,-0.16072 -0.88926,-0.35715 -0.24972,-0.19643 -0.57115,-0.35714 -0.71429,-0.35714 -0.14313,0 -0.46456,-0.16071 -0.71428,-0.35714 -0.24972,-0.19643 -0.59307,-0.35715 -0.76301,-0.35715 -0.16994,0 -0.50062,-0.15024 -0.73485,-0.33387 -0.23423,-0.18363 -0.68148,-0.38968 -0.99389,-0.4579 -0.31241,-0.0682 -0.65948,-0.23424 -0.77126,-0.36894 -0.11179,-0.13469 -0.43322,-0.29541 -0.71429,-0.35714 -0.28107,-0.0617 -0.60502,-0.22549 -0.71989,-0.3639 -0.11487,-0.13841 -0.48844,-0.3041 -0.83017,-0.36821 -0.34172,-0.0641 -0.66283,-0.22476 -0.71358,-0.35701 -0.0507,-0.13225 -0.37218,-0.29296 -0.71429,-0.35714 -0.3421,-0.0642 -0.66353,-0.2249 -0.71428,-0.35715 -0.0507,-0.13225 -0.37218,-0.29296 -0.71429,-0.35714 -0.34211,-0.0642 -0.66353,-0.22489 -0.71428,-0.35714 -0.0508,-0.13225 -0.37218,-0.29297 -0.71429,-0.35715 -0.34211,-0.0642 -0.66354,-0.22489 -0.71428,-0.35714 -0.0507,-0.13225 -0.37218,-0.29296 -0.71429,-0.35714 -0.34211,-0.0642 -0.66249,-0.22217 -0.71196,-0.35109 -0.0495,-0.12892 -0.3444,-0.28885 -0.65539,-0.3554 -0.31099,-0.0666 -0.70919,-0.27235 -0.88489,-0.45734 -0.1757,-0.18498 -0.47704,-0.33634 -0.66965,-0.33634 -0.1926,0 -0.5109,-0.16071 -0.70733,-0.35714 -0.19642,-0.19643 -0.5387,-0.35714 -0.76061,-0.35714 -0.22191,0 -0.50384,-0.16072 -0.62652,-0.35715 -0.12267,-0.19643 -0.34625,-0.35714 -0.49685,-0.35714 -0.15059,0 -0.44631,-0.16071 -0.65715,-0.35714 -0.21085,-0.19643 -0.48508,-0.35715 -0.60942,-0.35715 -0.26813,0 -1.03701,-0.73664 -1.19289,-1.14288 -0.0603,-0.15713 -0.23269,-0.28569 -0.38309,-0.28569 -0.15041,0 -0.27347,-0.13127 -0.27347,-0.29172 0,-0.37595 -0.88196,-1.13635 -1.31834,-1.13663 -0.36385,-2.4e-4 -1.00308,-0.6315 -1.00308,-0.99058 0,-0.12178 -0.10991,-0.2636 -0.24424,-0.31515 -0.24181,-0.0928 -0.52319,-1.01592 -0.30967,-1.01592 0.061,0 0.21122,0.16072 0.33389,0.35715 0.12267,0.19642 0.30272,0.35714 0.4001,0.35714 0.0974,0 0.33777,0.16071 0.5342,0.35714 0.19643,0.19643 0.51786,0.35714 0.71429,0.35714 0.20166,0 0.35714,0.11905 0.35714,0.27347 0,0.1504 0.14062,0.32591 0.3125,0.39002 0.17187,0.0641 0.4175,0.26248 0.54584,0.44083 0.12834,0.17834 0.34932,0.32426 0.49107,0.32426 0.14175,0 0.25773,0.0783 0.25773,0.17398 0,0.0957 0.26116,0.30747 0.58036,0.47062 0.3192,0.16315 0.64462,0.40629 0.72316,0.5403 0.0785,0.13402 0.25652,0.24367 0.3955,0.24367 0.13899,0 0.33871,0.16071 0.44384,0.35714 0.10512,0.19643 0.34981,0.35714 0.54374,0.35714 0.19394,0 0.49022,0.16072 0.65841,0.35715 0.16818,0.19642 0.39617,0.35714 0.50664,0.35714 0.11047,0 0.38615,0.16071 0.61264,0.35714 0.22648,0.19643 0.54775,0.35714 0.71393,0.35714 0.16618,0 0.44759,0.16072 0.62535,0.35715 0.17777,0.19643 0.42046,0.35714 0.53931,0.35714 0.11886,0 0.42042,0.16071 0.67014,0.35714 0.24971,0.19643 0.58198,0.35715 0.73836,0.35715 0.15639,0 0.43687,0.15253 0.6233,0.33896 0.18643,0.18643 0.5815,0.39223 0.87794,0.45734 0.29644,0.0651 0.58164,0.22957 0.63379,0.36547 0.0522,0.1359 0.37473,0.2996 0.71684,0.36378 0.34211,0.0642 0.66353,0.2249 0.71428,0.35715 0.0507,0.13225 0.37218,0.29296 0.71429,0.35714 0.34211,0.0642 0.66354,0.22489 0.71428,0.35714 0.0507,0.13225 0.38416,0.29521 0.74092,0.36214 0.35675,0.0669 0.69016,0.22989 0.74091,0.36214 0.0507,0.13225 0.37218,0.29296 0.71428,0.35714 0.34211,0.0642 0.66354,0.2249 0.71429,0.35714 0.0507,0.13225 0.3629,0.29123 0.69367,0.35328 0.33076,0.062 0.69269,0.22282 0.80427,0.35727 0.11158,0.13445 0.47049,0.29466 0.79756,0.35602 0.32708,0.0614 0.63736,0.22276 0.68951,0.35866 0.0521,0.13591 0.41437,0.2982 0.80492,0.36065 0.39055,0.0625 0.74981,0.21703 0.79834,0.34351 0.0485,0.12648 0.35483,0.28666 0.68067,0.35596 0.32583,0.0693 0.72308,0.24102 0.88277,0.38161 0.1597,0.14059 0.60166,0.30212 0.98214,0.35896 0.38049,0.0568 0.78369,0.21778 0.89601,0.35765 0.11231,0.13987 0.5141,0.3017 0.89285,0.35962 0.37876,0.0579 0.82304,0.22177 0.98729,0.36413 0.16425,0.14236 0.6464,0.30466 1.07143,0.36067 0.42503,0.056 0.9335,0.20344 1.12993,0.32762 0.19643,0.12417 0.83901,0.28417 1.42795,0.35553 0.59825,0.0725 1.15468,0.24445 1.26086,0.38966 0.10453,0.14295 0.58695,0.30449 1.07205,0.35898 0.49262,0.0553 0.97194,0.22164 1.08574,0.37672 0.14082,0.19189 0.59586,0.29981 1.47322,0.34938 0.6982,0.0395 1.26947,0.13013 1.26947,0.20149 0,0.25106 0.91836,0.54423 1.70483,0.54423 0.55707,0 0.9021,0.10694 1.15231,0.35714 0.24534,0.24535 0.59524,0.35714 1.11776,0.35714 0.56722,0 0.81732,0.0908 0.98365,0.35715 0.16253,0.26024 0.41644,0.35714 0.93581,0.35714 0.39203,0 0.71278,0.0771 0.71278,0.1714 0,0.40214 1.43032,0.57328 4.29806,0.5143 2.33362,-0.048 3.04262,-0.12071 3.38896,-0.34754 0.30194,-0.19775 1.01525,-0.31453 2.2965,-0.37597 1.3889,-0.0666 1.90922,-0.15848 2.0592,-0.36358 0.14827,-0.20278 0.62572,-0.29113 1.82835,-0.33831 1.18573,-0.0465 1.71753,-0.14342 1.95865,-0.35686 0.24347,-0.21551 0.78872,-0.31201 2.06195,-0.36495 1.2532,-0.0521 1.81999,-0.15078 2.05357,-0.35752 0.2118,-0.18747 0.76608,-0.30939 1.61369,-0.35497 0.90576,-0.0487 1.35876,-0.15463 1.51786,-0.35494 0.15712,-0.19782 0.6614,-0.31961 1.64167,-0.39649 0.79936,-0.0627 1.53736,-0.21844 1.69642,-0.35801 0.1756,-0.15409 0.8676,-0.27621 1.83896,-0.32453 1.12519,-0.056 1.64946,-0.16077 1.88906,-0.37761 0.21798,-0.19726 0.63902,-0.30013 1.22844,-0.30013 0.96182,0 2.02152,-0.28999 2.02152,-0.55319 0,-0.0886 0.30133,-0.16155 0.66964,-0.1621 0.79628,-0.001 2.00893,-0.31343 2.00893,-0.51729 0,-0.0794 0.53394,-0.19421 1.18653,-0.25515 0.6526,-0.0609 1.31555,-0.22255 1.47322,-0.35913 0.15767,-0.13659 0.84071,-0.2973 1.51785,-0.35715 0.67715,-0.0598 1.36019,-0.22053 1.51786,-0.35708 0.15767,-0.13654 0.80293,-0.29943 1.43391,-0.36196 0.63097,-0.0625 1.27383,-0.22418 1.42857,-0.3592 0.15474,-0.13502 0.66208,-0.30028 1.12742,-0.36725 0.46535,-0.067 0.94951,-0.22517 1.07591,-0.35157 0.12641,-0.12641 0.52139,-0.28453 0.87775,-0.35138 0.35636,-0.0669 0.69334,-0.2399 0.74884,-0.38455 0.0562,-0.14655 0.32085,-0.2606 0.5976,-0.25757 0.40883,0.004 0.44387,0.0362 0.19814,0.17963 -0.1642,0.0958 -0.35219,0.4184 -0.41774,0.71686 -0.0655,0.29847 -0.32076,0.76004 -0.56713,1.02573 -0.43329,0.46725 -0.50308,0.4815 -2.13189,0.43528 -1.86138,-0.0528 -1.76714,-0.0983 -2.99968,1.44683 -0.28716,0.35998 -0.6564,0.65452 -0.82053,0.65452 -0.16413,0 -0.44387,0.16072 -0.62163,0.35714 -0.20847,0.23036 -0.55112,0.35757 -0.96518,0.35832 -0.35308,6.5e-4 -0.88304,0.16084 -1.17768,0.35597 -0.33923,0.22467 -0.83798,0.35522 -1.35985,0.35597 -0.55235,7.8e-4 -0.97386,0.11895 -1.27816,0.35832 -0.29488,0.23195 -0.72584,0.35755 -1.22944,0.35832 -0.47321,7.1e-4 -0.98419,0.13944 -1.31112,0.35596 -0.31545,0.20891 -0.83786,0.35528 -1.27056,0.35597 -0.44481,7.1e-4 -0.90294,0.13278 -1.16072,0.3346 -0.27401,0.21453 -0.82143,0.36169 -1.53524,0.41269 -0.65663,0.0469 -1.23965,0.1943 -1.42858,0.36111 -0.19932,0.17599 -0.76803,0.30894 -1.51444,0.35405 -0.74735,0.0452 -1.31614,0.17826 -1.51785,0.35519 -0.22926,0.20109 -0.82736,0.30793 -2.06696,0.36925 -1.20756,0.0597 -1.8395,0.17001 -2.05357,0.35836 -0.22385,0.19696 -0.85903,0.29354 -2.30064,0.34984 -1.42974,0.0558 -2.11591,0.15935 -2.43282,0.367 -0.37435,0.24527 -1.19317,0.29762 -5.38928,0.34451 -4.28616,0.0479 -4.97577,0.0935 -5.15646,0.3408 -0.1264,0.17301 -0.57875,0.32107 -1.14791,0.37575 -0.51661,0.0496 -1.07911,0.21192 -1.25,0.36065 -0.17088,0.14873 -0.65844,0.31435 -1.08348,0.36805 -0.42503,0.0537 -0.9135,0.22497 -1.08548,0.38062 -0.47312,0.42817 -2.01549,0.38105 -2.42744,-0.0741 z" id="path4584" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 382.01201,433.28398 c -0.0567,-0.14787 -0.41087,-0.31806 -0.78695,-0.3782 -0.37607,-0.0601 -0.72468,-0.21596 -0.77469,-0.34628 -0.05,-0.13032 -0.37083,-0.28946 -0.71294,-0.35364 -0.34211,-0.0642 -0.66354,-0.22489 -0.71429,-0.35714 -0.0507,-0.13225 -0.39783,-0.29671 -0.77129,-0.36546 -0.37347,-0.0688 -0.87067,-0.27408 -1.1049,-0.45628 -0.23423,-0.1822 -0.61592,-0.33127 -0.84821,-0.33127 -0.2323,0 -0.58306,-0.16072 -0.77949,-0.35715 -0.19643,-0.19643 -0.54944,-0.35714 -0.78447,-0.35714 -0.23503,0 -0.47188,-0.1161 -0.52633,-0.258 -0.0545,-0.14191 -0.39549,-0.31363 -0.75785,-0.38161 -0.36237,-0.068 -0.80856,-0.27331 -0.99153,-0.45628 -0.18298,-0.18297 -0.51424,-0.33268 -0.73615,-0.33268 -0.22191,0 -0.50385,-0.16072 -0.62652,-0.35714 -0.13788,-0.22079 -0.41643,-0.35715 -0.72956,-0.35715 -0.27974,0 -0.65124,-0.1599 -0.82974,-0.35714 -0.17776,-0.19643 -0.49231,-0.35714 -0.699,-0.35714 -0.20669,0 -0.47617,-0.16072 -0.59884,-0.35715 -0.13523,-0.21654 -0.41643,-0.35714 -0.71429,-0.35714 -0.29785,0 -0.57905,-0.1406 -0.71428,-0.35714 -0.13523,-0.21654 -0.41643,-0.35714 -0.71429,-0.35714 -0.29785,0 -0.57905,-0.1406 -0.71428,-0.35715 -0.13524,-0.21654 -0.41644,-0.35714 -0.71429,-0.35714 -0.29785,0 -0.57905,-0.1406 -0.71429,-0.35714 -0.13523,-0.21655 -0.41643,-0.35715 -0.71428,-0.35715 -0.29785,0 -0.57905,-0.1406 -0.71429,-0.35714 -0.14133,-0.22631 -0.41643,-0.35714 -0.75095,-0.35714 -0.34516,0 -0.59409,-0.12364 -0.71906,-0.35714 -0.12436,-0.23238 -0.3739,-0.35715 -0.71428,-0.35715 -0.34039,0 -0.58993,-0.12476 -0.71429,-0.35714 -0.11464,-0.2142 -0.3739,-0.35714 -0.64776,-0.35714 -0.25114,0 -0.66094,-0.16072 -0.91066,-0.35715 -0.24971,-0.19642 -0.59145,-0.35714 -0.75941,-0.35714 -0.16797,0 -0.44207,-0.15103 -0.60913,-0.33563 -0.16706,-0.1846 -0.61104,-0.38477 -0.98663,-0.44483 -0.37559,-0.0601 -0.77519,-0.22043 -0.88802,-0.35637 -0.11282,-0.13594 -0.51627,-0.29693 -0.89656,-0.35774 -0.38028,-0.0608 -0.73343,-0.22004 -0.78478,-0.35384 -0.0513,-0.13381 -0.42796,-0.28816 -0.83692,-0.34302 -0.40896,-0.0549 -0.88323,-0.22612 -1.05392,-0.3806 -0.1707,-0.15448 -0.56445,-0.33169 -0.87499,-0.3938 -0.31055,-0.0621 -0.65487,-0.22165 -0.76516,-0.35453 -0.11028,-0.13289 -0.47083,-0.29233 -0.80121,-0.35431 -0.33038,-0.062 -0.69199,-0.22269 -0.80357,-0.35714 -0.11159,-0.13445 -0.47049,-0.29466 -0.79757,-0.35602 -0.32708,-0.0614 -0.635,-0.21662 -0.68427,-0.34503 -0.0493,-0.1284 -0.34152,-0.28879 -0.64944,-0.35642 -0.30792,-0.0676 -0.60319,-0.23593 -0.65617,-0.37399 -0.053,-0.13806 -0.20826,-0.25101 -0.34508,-0.25101 -0.13681,0 -0.24875,-0.1735 -0.24875,-0.38555 0,-0.39639 -1.50692,-1.93588 -1.89492,-1.93588 -0.11346,0 -0.24831,-0.16072 -0.29968,-0.35715 -0.10649,-0.4072 0.1406,-0.49135 0.29111,-0.0991 0.0545,0.1419 0.38448,0.31156 0.73339,0.37701 0.34891,0.0655 0.63439,0.19108 0.63439,0.27916 0,0.0881 0.32142,0.28875 0.71428,0.44594 0.39286,0.15719 0.71429,0.35744 0.71429,0.44499 0,0.0876 0.1174,0.15918 0.2609,0.15918 0.14349,0 0.40465,0.15419 0.58035,0.34265 0.17571,0.18846 0.54693,0.3997 0.82495,0.46941 0.27803,0.0697 0.5459,0.23204 0.59528,0.36072 0.0494,0.12868 0.32957,0.28663 0.62264,0.351 0.29308,0.0644 0.57504,0.22694 0.62658,0.36126 0.0516,0.13432 0.2671,0.29851 0.47901,0.36487 0.21191,0.0663 0.57693,0.27031 0.81115,0.45322 0.23423,0.18292 0.54299,0.33258 0.68612,0.33258 0.14314,0 0.46457,0.16072 0.71429,0.35714 0.24972,0.19643 0.59407,0.35715 0.76523,0.35715 0.17116,0 0.40947,0.11841 0.52957,0.26313 0.12011,0.14472 0.51165,0.3161 0.87008,0.38084 0.35844,0.0647 0.79546,0.26776 0.97116,0.45116 0.1757,0.18339 0.49936,0.33344 0.71924,0.33344 0.21989,0 0.5374,0.16071 0.70558,0.35714 0.16819,0.19643 0.49502,0.35714 0.7263,0.35714 0.23127,0 0.56594,0.16072 0.74371,0.35715 0.17776,0.19643 0.53397,0.35714 0.79156,0.35714 0.2576,0 0.60596,0.16071 0.77415,0.35714 0.18007,0.21031 0.52677,0.35715 0.84326,0.35715 0.34035,0 0.53746,0.0912 0.53746,0.24875 0,0.2816 0.37813,0.46553 0.95706,0.46553 0.21568,0 0.52975,0.16072 0.69793,0.35714 0.16819,0.19643 0.48962,0.35715 0.71429,0.35715 0.22467,0 0.5461,0.16071 0.71428,0.35714 0.16819,0.19643 0.50748,0.35714 0.75398,0.35714 0.24649,0 0.60889,0.16072 0.80532,0.35715 0.19642,0.19642 0.51785,0.35714 0.71428,0.35714 0.19643,0 0.51786,0.16071 0.71429,0.35714 0.19643,0.19643 0.51785,0.35714 0.71428,0.35714 0.19643,0 0.51786,0.16072 0.71429,0.35715 0.19643,0.19643 0.51786,0.35714 0.71428,0.35714 0.19643,0 0.51786,0.16071 0.71429,0.35714 0.19643,0.19643 0.51786,0.35715 0.71429,0.35715 0.19642,0 0.51785,0.16071 0.71428,0.35714 0.19643,0.19643 0.52527,0.35714 0.73076,0.35714 0.20549,0 0.57794,0.16072 0.82766,0.35714 0.24971,0.19643 0.63325,0.35715 0.8523,0.35715 0.21904,0 0.60258,0.16071 0.85229,0.35714 0.24972,0.19643 0.57115,0.35714 0.71429,0.35714 0.14314,0 0.46457,0.16072 0.71428,0.35715 0.2991,0.23527 0.72443,0.35714 1.24641,0.35714 0.54827,0 0.88581,0.10325 1.0957,0.33517 0.17563,0.19407 0.66848,0.38361 1.17074,0.45024 0.47709,0.0633 0.9084,0.22185 0.95849,0.35236 0.0512,0.13352 0.50384,0.28618 1.03495,0.34908 0.56502,0.0669 1.00502,0.22102 1.09617,0.3839 0.084,0.15013 0.40846,0.27773 0.72376,0.28466 0.31432,0.007 0.71276,0.0684 0.88543,0.13677 0.28829,0.11407 0.29112,0.15682 0.0345,0.52316 -0.15369,0.21942 -0.38681,0.39894 -0.51806,0.39894 -0.13124,0 -0.28487,0.12054 -0.34141,0.26786 -0.13361,0.34819 -0.98753,0.34743 -1.12123,-0.001 l 0,6e-5 z" id="path4586" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 390.16489,423.18546 c -0.4265,-0.23779 -0.96554,-0.3469 -1.71375,-0.3469 -0.83522,0 -1.18823,-0.0839 -1.50332,-0.35714 -0.30945,-0.26839 -0.6681,-0.35714 -1.44314,-0.35714 -0.73102,0 -1.11941,-0.0881 -1.33375,-0.3024 -0.18168,-0.18168 -0.76996,-0.3587 -1.47356,-0.4434 -0.64413,-0.0776 -1.22933,-0.23512 -1.30043,-0.35017 -0.0711,-0.11505 -0.58576,-0.27113 -1.14369,-0.34684 -0.55792,-0.0757 -1.10801,-0.25563 -1.22242,-0.39983 -0.11441,-0.14419 -0.58314,-0.31485 -1.04162,-0.37923 -0.45849,-0.0644 -0.92195,-0.2235 -1.02991,-0.35358 -0.10795,-0.13008 -0.58819,-0.2885 -1.06719,-0.35204 -0.479,-0.0635 -0.96378,-0.22744 -1.0773,-0.36421 -0.11351,-0.13678 -0.61953,-0.30551 -1.12448,-0.37496 -0.50495,-0.0695 -1.02114,-0.22932 -1.14709,-0.35527 -0.12595,-0.12595 -0.62883,-0.28399 -1.11751,-0.3512 -0.48869,-0.0672 -0.97949,-0.23181 -1.09067,-0.36579 -0.11119,-0.13397 -0.55461,-0.29643 -0.98538,-0.36103 -0.43076,-0.0646 -0.87659,-0.22997 -0.99073,-0.36749 -0.11413,-0.13753 -0.51699,-0.29953 -0.89524,-0.36002 -0.37825,-0.0605 -0.77767,-0.21835 -0.88761,-0.35082 -0.10993,-0.13246 -0.4702,-0.29155 -0.80058,-0.35353 -0.33038,-0.062 -0.69435,-0.22554 -0.80882,-0.36347 -0.11447,-0.13793 -0.51911,-0.30051 -0.89922,-0.36129 -0.40957,-0.0655 -0.69109,-0.20946 -0.69109,-0.35343 0,-0.14533 -0.28697,-0.28881 -0.71429,-0.35714 -0.39285,-0.0628 -0.71428,-0.18603 -0.71428,-0.2738 0,-0.0878 -0.22098,-0.2551 -0.49107,-0.37185 -0.27009,-0.11675 -0.68272,-0.3561 -0.91694,-0.53189 -0.23423,-0.17578 -0.54298,-0.31961 -0.68612,-0.31961 -0.14314,0 -0.46457,-0.16071 -0.71429,-0.35714 -0.24972,-0.19643 -0.59146,-0.35714 -0.75942,-0.35714 -0.16796,0 -0.45083,-0.16072 -0.62859,-0.35715 -0.19099,-0.21104 -0.54999,-0.35714 -0.87758,-0.35714 -0.36097,0 -0.63218,-0.12459 -0.77741,-0.35714 -0.13523,-0.21655 -0.41643,-0.35715 -0.71428,-0.35715 -0.29786,0 -0.57906,-0.1406 -0.71429,-0.35714 -0.12267,-0.19643 -0.40392,-0.35714 -0.625,-0.35714 -0.22108,0 -0.50233,-0.16072 -0.625,-0.35714 -0.12267,-0.19643 -0.34289,-0.35715 -0.48938,-0.35715 -0.14649,0 -0.42706,-0.16071 -0.62349,-0.35714 -0.19643,-0.19643 -0.49853,-0.35714 -0.67133,-0.35714 -0.1728,0 -0.41456,-0.16072 -0.53723,-0.35715 -0.12267,-0.19642 -0.33044,-0.35714 -0.4617,-0.35714 -0.13127,0 -0.38412,-0.16071 -0.56188,-0.35714 -0.17777,-0.19643 -0.46864,-0.35714 -0.6464,-0.35714 -0.17775,0 -0.40919,-0.16072 -0.51432,-0.35715 -0.10512,-0.19643 -0.29639,-0.35714 -0.42503,-0.35714 -0.12865,0 -0.37934,-0.16071 -0.55711,-0.35714 -0.17776,-0.19643 -0.46864,-0.35715 -0.64639,-0.35715 -0.17775,0 -0.4092,-0.16071 -0.51432,-0.35714 -0.10513,-0.19643 -0.31137,-0.35714 -0.45832,-0.35714 -0.14695,0 -0.31194,-0.11665 -0.36665,-0.25922 -0.0547,-0.14257 -0.37362,-0.3497 -0.70868,-0.46028 -0.33507,-0.11058 -0.60921,-0.31536 -0.60921,-0.45506 0,-0.13971 -0.16071,-0.25401 -0.35714,-0.25401 -0.20167,0 -0.35715,-0.11905 -0.35715,-0.27346 0,-0.15041 -0.12707,-0.32223 -0.28239,-0.38183 -0.43328,-0.16627 -1.86046,-1.63236 -1.86046,-1.9112 0,-0.1359 -0.15574,-0.35734 -0.34609,-0.49209 -0.33087,-0.23423 -0.59624,-1.392 -0.32118,-1.40127 0.67033,-0.0226 0.84584,0.0321 0.84584,0.26342 0,0.14732 0.11437,0.26786 0.25415,0.26786 0.13979,0 0.49291,0.20089 0.78471,0.44642 0.2918,0.24554 0.65958,0.44643 0.81727,0.44643 0.1577,0 0.28673,0.12806 0.28673,0.28458 0,0.15651 0.16071,0.3266 0.35714,0.37797 0.19643,0.0514 0.35714,0.15084 0.35714,0.22106 0,0.16678 1.68705,1.25925 1.94459,1.25925 0.10905,0 0.35898,0.16071 0.55541,0.35714 0.19643,0.19643 0.5,0.35715 0.6746,0.35715 0.1746,0 0.45507,0.16071 0.62325,0.35714 0.16819,0.19643 0.49811,0.35714 0.73315,0.35714 0.27717,0 0.46017,0.12551 0.52074,0.35714 0.0514,0.19643 0.22146,0.35715 0.37797,0.35715 0.15652,0 0.44529,0.16071 0.64172,0.35714 0.19643,0.19643 0.50848,0.35714 0.69346,0.35714 0.18613,0 0.37802,0.15948 0.42971,0.35715 0.0514,0.19642 0.22145,0.35714 0.37797,0.35714 0.15652,0 0.44529,0.16071 0.64172,0.35714 0.19643,0.19643 0.49852,0.35714 0.67133,0.35714 0.1728,0 0.41455,0.16072 0.53723,0.35715 0.13523,0.21654 0.41643,0.35714 0.71428,0.35714 0.29785,0 0.57905,0.1406 0.71429,0.35714 0.14229,0.22785 0.41643,0.35715 0.75724,0.35715 0.2961,0 0.69338,0.15918 0.89134,0.35714 0.19643,0.19643 0.55804,0.35714 0.80357,0.35714 0.24554,0 0.44643,0.0845 0.44643,0.18769 0,0.10322 0.30134,0.31276 0.66964,0.46564 0.36831,0.15288 0.73391,0.38985 0.81245,0.5266 0.0785,0.13676 0.32886,0.24864 0.55627,0.24864 0.22741,0 0.60512,0.14842 0.83934,0.32982 0.23423,0.18139 0.73718,0.37885 1.11766,0.43879 0.38049,0.0599 0.82878,0.23296 0.99621,0.38447 0.16742,0.15152 0.51985,0.27549 0.78317,0.27549 0.26331,0 0.61636,0.16072 0.78455,0.35715 0.16819,0.19643 0.47799,0.35714 0.68846,0.35714 0.21046,0 0.58697,0.16071 0.83669,0.35714 0.24972,0.19643 0.60971,0.35715 0.79998,0.35715 0.19027,0 0.48609,0.15486 0.65738,0.34413 0.17129,0.18927 0.6313,0.39817 1.02225,0.46422 0.39095,0.0661 0.7517,0.22662 0.80166,0.35682 0.05,0.1302 0.39968,0.28891 0.77715,0.35268 0.37747,0.0638 0.72718,0.22248 0.77715,0.35268 0.05,0.1302 0.43795,0.29367 0.8622,0.36325 0.42425,0.0696 0.8919,0.22957 1.03922,0.3555 0.14732,0.12594 0.60308,0.2839 1.0128,0.35104 0.40971,0.0671 0.78719,0.23216 0.83883,0.36673 0.0516,0.13457 0.37379,0.29718 0.7159,0.36136 0.34211,0.0642 0.66354,0.22489 0.71429,0.35714 0.0507,0.13225 0.39783,0.29525 0.77129,0.36221 0.37347,0.067 0.81342,0.23893 0.97767,0.38213 0.16426,0.1432 0.6464,0.30431 1.07143,0.35801 0.42503,0.0537 0.91015,0.2171 1.07804,0.36312 0.16789,0.14603 0.69021,0.30831 1.16072,0.36063 0.4705,0.0523 1.03628,0.21278 1.25729,0.35659 0.22101,0.1438 0.94422,0.30134 1.60714,0.35008 0.769,0.0566 1.2823,0.18552 1.41799,0.3563 0.13553,0.17057 0.65373,0.30109 1.42857,0.35982 0.75401,0.0571 1.34168,0.20228 1.54702,0.38206 0.2356,0.20629 0.77647,0.3082 1.875,0.35328 1.08022,0.0443 1.58676,0.13819 1.68668,0.3125 0.19112,0.33345 1.97057,0.33957 2.24597,0.008 0.12797,-0.1542 0.79566,-0.27999 1.84806,-0.34817 1.10021,-0.0713 1.70841,-0.18954 1.83043,-0.35592 0.12829,-0.17492 0.76491,-0.2788 2.13663,-0.34863 1.43015,-0.0728 2.00568,-0.17028 2.14709,-0.36367 0.14452,-0.19765 0.68958,-0.28119 2.16364,-0.33165 1.41034,-0.0483 2.09439,-0.1484 2.40648,-0.35224 0.29126,-0.19024 1.01522,-0.31489 2.18039,-0.37541 1.18971,-0.0618 1.84267,-0.17612 2.05357,-0.35954 0.19997,-0.17391 0.86842,-0.30626 1.89198,-0.37459 0.87052,-0.0581 1.75445,-0.21697 1.96429,-0.35301 0.20984,-0.13603 0.98302,-0.29693 1.71818,-0.35753 0.81464,-0.0672 1.40743,-0.20606 1.51786,-0.35565 0.10114,-0.13701 0.68805,-0.29806 1.32843,-0.36453 0.63097,-0.0655 1.27383,-0.22856 1.42857,-0.36237 0.15474,-0.13381 0.67725,-0.2947 1.16115,-0.35754 0.48389,-0.0628 1.00621,-0.22562 1.16071,-0.36175 0.1545,-0.13612 0.6178,-0.30271 1.02956,-0.37019 0.41176,-0.0675 0.83622,-0.2282 0.94325,-0.35717 0.10704,-0.12896 0.54651,-0.28725 0.97661,-0.35175 0.4301,-0.0645 0.8237,-0.22594 0.87467,-0.35876 0.051,-0.13282 0.41506,-0.29596 0.80911,-0.36253 0.39404,-0.0666 0.80949,-0.23317 0.92323,-0.37022 0.11374,-0.13704 0.50006,-0.30165 0.85849,-0.3658 0.35844,-0.0641 0.77343,-0.22233 0.9222,-0.35153 0.14877,-0.12919 0.60721,-0.31056 1.01875,-0.40302 0.41155,-0.0925 0.87815,-0.29802 1.03691,-0.45677 0.15875,-0.15875 0.51823,-0.28864 0.79884,-0.28864 0.28062,0 0.64774,-0.13753 0.81584,-0.30563 0.20416,-0.20416 0.68449,-0.32975 1.44682,-0.37829 l 1.14119,-0.0727 -0.12221,0.78008 c -0.16977,1.08363 -0.68398,1.51653 -1.92348,1.61931 -0.54751,0.0454 -1.13735,0.2058 -1.31075,0.35644 -0.17339,0.15063 -0.62515,0.32126 -1.00391,0.37918 -0.37875,0.0579 -0.78054,0.21979 -0.89285,0.35973 -0.11232,0.13993 -0.60013,0.30472 -1.08402,0.3662 -0.4839,0.0615 -1.00622,0.22122 -1.16072,0.355 -0.1545,0.13378 -0.76305,0.29596 -1.35233,0.36041 -0.61663,0.0674 -1.15559,0.2291 -1.26969,0.38085 -0.10904,0.14502 -0.43047,0.2656 -0.71429,0.26794 -0.71659,0.006 -1.88564,0.29295 -2.01536,0.49482 -0.0593,0.0923 -0.65095,0.22509 -1.3148,0.29516 -0.66384,0.0701 -1.32105,0.24145 -1.46046,0.38086 -0.1394,0.13941 -0.52037,0.25697 -0.84658,0.26125 -0.87268,0.0114 -2.13776,0.28299 -2.26664,0.48654 -0.0617,0.0974 -0.69746,0.23541 -1.4128,0.30658 -0.71533,0.0712 -1.40957,0.23837 -1.54274,0.37154 -0.13318,0.13318 -0.79344,0.2948 -1.46725,0.35916 -0.67381,0.0644 -1.39851,0.22522 -1.61045,0.35748 -0.21194,0.13225 -0.93515,0.29297 -1.60714,0.35714 -0.67199,0.0642 -1.40755,0.23297 -1.63457,0.37511 -0.22702,0.14214 -0.99041,0.30415 -1.69643,0.36002 -0.74294,0.0588 -1.41166,0.21285 -1.58754,0.36571 -0.17385,0.1511 -0.8233,0.3031 -1.51785,0.35523 -0.7278,0.0546 -1.43697,0.22547 -1.77078,0.42656 -0.36451,0.2196 -0.89455,0.33544 -1.53482,0.33544 -0.72832,0 -1.05513,0.0852 -1.28,0.33367 -0.25694,0.28391 -0.65049,0.34626 -2.63863,0.41805 -1.93304,0.0698 -2.36529,0.13555 -2.50243,0.38061 -0.25907,0.46293 -3.74819,0.40907 -4.60954,-0.0712 z" id="path4588" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 392.19715,418.12254 c -0.0531,-0.13846 -0.31177,-0.30544 -0.57475,-0.37106 -0.26299,-0.0656 -0.60485,-0.23344 -0.7597,-0.37292 -0.16381,-0.14755 -0.87321,-0.30105 -1.69642,-0.36706 -0.77819,-0.0624 -1.53543,-0.21589 -1.68275,-0.3411 -0.14732,-0.1252 -0.74972,-0.28693 -1.33866,-0.35939 -0.58895,-0.0725 -1.15145,-0.24003 -1.25,-0.37239 -0.0986,-0.13235 -0.58098,-0.29215 -1.07205,-0.35511 -0.49107,-0.063 -1.02725,-0.231 -1.1915,-0.37341 -0.16425,-0.14242 -0.64639,-0.30173 -1.07143,-0.35402 -0.42503,-0.0523 -0.86468,-0.20986 -0.977,-0.35015 -0.11231,-0.1403 -0.5141,-0.30389 -0.89286,-0.36355 -0.37875,-0.0597 -0.88028,-0.25689 -1.11451,-0.43829 -0.23423,-0.1814 -0.54298,-0.32981 -0.68612,-0.32981 -0.14314,0 -0.46457,-0.16072 -0.71428,-0.35715 -0.30955,-0.24348 -0.72443,-0.35714 -1.30371,-0.35714 -0.57611,0 -0.88154,-0.0831 -0.94867,-0.258 -0.0545,-0.14191 -0.40457,-0.31426 -0.77804,-0.38302 -0.37346,-0.0688 -0.87067,-0.27408 -1.10489,-0.45628 -0.23423,-0.1822 -0.63825,-0.33127 -0.89782,-0.33127 -0.25957,0 -0.60955,-0.16071 -0.77774,-0.35714 -0.16819,-0.19643 -0.48961,-0.35715 -0.71428,-0.35715 -0.22467,0 -0.5461,-0.16071 -0.71429,-0.35714 -0.17858,-0.20856 -0.52677,-0.35714 -0.83697,-0.35714 -0.34842,0 -0.59695,-0.12288 -0.72232,-0.35714 -0.13047,-0.24378 -0.3739,-0.35715 -0.7669,-0.35715 -0.38237,0 -0.65068,-0.11996 -0.7988,-0.35714 -0.1423,-0.22785 -0.41643,-0.35714 -0.75724,-0.35714 -0.29611,0 -0.69338,-0.15918 -0.89135,-0.35715 -0.19642,-0.19642 -0.58576,-0.35714 -0.86518,-0.35714 -0.28125,0 -0.65231,-0.15942 -0.83124,-0.35714 -0.19607,-0.21665 -0.55,-0.35714 -0.89971,-0.35714 -0.42632,0 -0.60083,-0.093 -0.66989,-0.35715 -0.0667,-0.25493 -0.24358,-0.35714 -0.61815,-0.35714 -0.29797,0 -0.66444,-0.15435 -0.84797,-0.35714 -0.17777,-0.19643 -0.549,-0.35715 -0.82496,-0.35715 -0.319,0 -0.57138,-0.13008 -0.6929,-0.35714 -0.12436,-0.23237 -0.37389,-0.35714 -0.71428,-0.35714 -0.34039,0 -0.58992,-0.12477 -0.71429,-0.35714 -0.10512,-0.19643 -0.34981,-0.35715 -0.54374,-0.35715 -0.19394,0 -0.49022,-0.16071 -0.65841,-0.35714 -0.16818,-0.19643 -0.43619,-0.35714 -0.59557,-0.35714 -0.15938,0 -0.43523,-0.16072 -0.61299,-0.35715 -0.17777,-0.19642 -0.46163,-0.35714 -0.63081,-0.35714 -0.16918,0 -0.40423,-0.11642 -0.52233,-0.25872 -0.11809,-0.1423 -0.48243,-0.34708 -0.80964,-0.45507 -0.32721,-0.10799 -0.63678,-0.30541 -0.68794,-0.43872 -0.0512,-0.13331 -0.3328,-0.29505 -0.62587,-0.35942 -0.29307,-0.0644 -0.57723,-0.23266 -0.63146,-0.37398 -0.0542,-0.14132 -0.21883,-0.25695 -0.36578,-0.25695 -0.14695,0 -0.35319,-0.16071 -0.45831,-0.35714 -0.10513,-0.19643 -0.27716,-0.35714 -0.3823,-0.35714 -0.10513,0 -0.4299,-0.20089 -0.7217,-0.44643 -0.2918,-0.24554 -0.64492,-0.44643 -0.78471,-0.44643 -0.13978,0 -0.25415,-0.0823 -0.25415,-0.18299 0,-0.10064 -0.20206,-0.25981 -0.44901,-0.3537 -0.54943,-0.2089 -1.55305,-0.90064 -1.74737,-1.20438 -0.0785,-0.12277 -0.24533,-0.22321 -0.37065,-0.22321 -0.12532,0 -0.41659,-0.2009 -0.64726,-0.44643 -0.23067,-0.24554 -0.5661,-0.44643 -0.74541,-0.44643 -0.17931,0 -0.32602,-0.12306 -0.32602,-0.27346 0,-0.15041 -0.12856,-0.3228 -0.28568,-0.38309 -0.41429,-0.15898 -1.14289,-0.92699 -1.14289,-1.2047 0,-0.13083 0.12054,-0.33791 0.26786,-0.46018 0.34538,-0.28664 0.34538,-1.14193 0,-1.42857 -0.15257,-0.12662 -0.26786,-0.51596 -0.26786,-0.9046 0,-0.50263 -0.1045,-0.75549 -0.39687,-0.96028 -0.39432,-0.27619 -0.39317,-0.27798 0.17857,-0.27798 0.31649,0 0.57545,0.0845 0.57545,0.18769 0,0.10322 0.28125,0.30519 0.625,0.44882 0.34375,0.14363 0.625,0.3806 0.625,0.5266 0,0.14601 0.15211,0.26546 0.33803,0.26546 0.18592,0 0.38332,0.118 0.43866,0.26222 0.0553,0.14422 0.38537,0.38119 0.73339,0.5266 0.34803,0.14541 0.63277,0.34885 0.63277,0.45207 0,0.10323 0.1553,0.18768 0.34511,0.18768 0.18981,0 0.39612,0.16072 0.45846,0.35715 0.0623,0.19643 0.21598,0.35714 0.34141,0.35714 0.12542,0 0.46152,0.20079 0.74689,0.44621 0.28537,0.24542 0.61929,0.44631 0.74206,0.44643 0.12277,1.2e-4 0.22322,0.12075 0.22322,0.26807 0,0.14733 0.1177,0.26786 0.26157,0.26786 0.14387,0 0.34759,0.16072 0.45271,0.35714 0.10513,0.19643 0.27954,0.35715 0.38759,0.35715 0.10805,0 0.37598,0.1808 0.5954,0.40178 0.61056,0.61493 1.40463,1.2003 1.63183,1.20296 0.11226,0.001 0.25037,0.12294 0.3069,0.27026 0.0565,0.14732 0.21339,0.26785 0.34857,0.26785 0.13518,0 0.38711,0.15616 0.55984,0.34703 0.17272,0.19086 0.54679,0.39814 0.83124,0.46061 0.28446,0.0625 0.5172,0.22136 0.5172,0.35308 0,0.13171 0.24926,0.29422 0.5539,0.36114 0.30464,0.0669 0.70643,0.27418 0.89286,0.46061 0.18642,0.18643 0.48722,0.33896 0.66842,0.33896 0.18121,0 0.47491,0.16072 0.65268,0.35715 0.17776,0.19642 0.43129,0.35714 0.56339,0.35714 0.1321,0 0.4009,0.16071 0.59732,0.35714 0.19643,0.19643 0.47768,0.35714 0.625,0.35714 0.14733,0 0.42858,0.16072 0.625,0.35715 0.19643,0.19643 0.55804,0.35714 0.80358,0.35714 0.27522,0 0.44642,0.10142 0.44642,0.26446 0,0.14545 0.19498,0.31339 0.43329,0.3732 0.23831,0.0598 0.57219,0.26223 0.74196,0.44983 0.16977,0.18759 0.45694,0.34108 0.63814,0.34108 0.18121,0 0.32947,0.12306 0.32947,0.27346 0,0.15041 0.14063,0.32592 0.3125,0.39003 0.17188,0.0641 0.4175,0.26248 0.54584,0.44082 0.12834,0.17835 0.37704,0.32426 0.55268,0.32426 0.17564,0 0.46479,0.16072 0.64255,0.35715 0.17777,0.19642 0.43129,0.35714 0.56339,0.35714 0.1321,0 0.4009,0.16071 0.59733,0.35714 0.19643,0.19643 0.51785,0.35714 0.71428,0.35714 0.19643,0 0.51786,0.16072 0.71429,0.35715 0.19643,0.19643 0.55803,0.35714 0.80357,0.35714 0.26254,0 0.44643,0.10246 0.44643,0.24875 0,0.26558 0.37274,0.46554 0.86777,0.46554 0.16657,0 0.44046,0.16071 0.60865,0.35714 0.16819,0.19643 0.48962,0.35714 0.71429,0.35714 0.22467,0 0.5461,0.16072 0.71428,0.35714 0.16819,0.19643 0.48962,0.35715 0.71429,0.35715 0.22467,0 0.5461,0.16071 0.71428,0.35714 0.16819,0.19643 0.49503,0.35714 0.7263,0.35714 0.23127,0 0.56594,0.16072 0.74371,0.35715 0.17777,0.19642 0.49919,0.35714 0.71429,0.35714 0.21509,0 0.53651,0.16071 0.71428,0.35714 0.17777,0.19643 0.4992,0.35714 0.71429,0.35714 0.21509,0 0.53652,0.16072 0.71428,0.35715 0.17777,0.19643 0.4992,0.35714 0.71429,0.35714 0.21509,0 0.52757,0.15083 0.6944,0.33517 0.17563,0.19407 0.66848,0.38361 1.17075,0.45024 0.48002,0.0637 0.90941,0.22449 0.96144,0.36008 0.0569,0.14838 0.5185,0.29429 1.17027,0.36993 0.59193,0.0687 1.16251,0.22886 1.26795,0.35591 0.10544,0.12705 0.73185,0.28784 1.39202,0.3573 0.66017,0.0695 1.32349,0.23597 1.47404,0.37 0.15454,0.13758 0.93089,0.2985 1.783,0.36956 0.86285,0.072 1.61149,0.22809 1.74795,0.36455 0.34994,0.34994 7.04526,0.34529 7.33605,-0.005 0.13994,-0.1686 0.90383,-0.28336 2.47723,-0.37213 1.42215,-0.0802 2.37531,-0.21436 2.54276,-0.3578 0.16762,-0.14359 1.09839,-0.27418 2.48741,-0.34899 1.26935,-0.0684 2.4543,-0.22681 2.76786,-0.3701 0.30156,-0.13782 1.03044,-0.30506 1.61973,-0.37165 0.58928,-0.0666 1.20103,-0.2345 1.35943,-0.37311 0.15841,-0.13862 0.707,-0.30166 1.21911,-0.36231 0.5121,-0.0606 1.04323,-0.2224 1.18028,-0.35946 0.13705,-0.13705 0.67327,-0.2966 1.19161,-0.35456 0.51833,-0.0579 1.06883,-0.21473 1.22333,-0.3484 0.1545,-0.13366 0.67682,-0.29443 1.16071,-0.35727 0.4839,-0.0628 1.01574,-0.23217 1.18188,-0.37629 0.16614,-0.14412 0.79816,-0.32054 1.40449,-0.39203 0.74436,-0.0878 1.15662,-0.22684 1.2693,-0.42819 0.12033,-0.21501 0.40995,-0.29821 1.03812,-0.29821 0.55792,0 0.97324,-0.10201 1.1549,-0.28367 0.15602,-0.15603 0.72297,-0.34329 1.25988,-0.41615 0.53691,-0.0729 1.12445,-0.26664 1.30564,-0.43062 0.18119,-0.16398 0.61361,-0.29814 0.96094,-0.29814 0.36111,0 0.8259,-0.15292 1.08553,-0.35714 0.28031,-0.22049 0.72443,-0.35714 1.16072,-0.35714 0.4196,0 0.87968,-0.13571 1.13254,-0.33407 0.2901,-0.22756 0.81704,-0.3588 1.65282,-0.41163 0.88187,-0.0557 1.28919,-0.16267 1.44825,-0.38021 0.14394,-0.19684 0.47011,-0.30267 0.93288,-0.30267 0.48478,0 0.81458,-0.11382 1.03478,-0.35714 0.17776,-0.19643 0.51165,-0.35714 0.74196,-0.35714 0.23031,0 0.56769,-0.14894 0.74972,-0.33097 0.2709,-0.2709 1.99046,-0.66724 1.99046,-0.45878 0,0.10999 -0.83383,0.87626 -1.39374,1.28082 -0.3629,0.2622 -0.81255,0.40179 -1.29432,0.40179 -0.58805,0 -0.75723,0.0726 -0.83163,0.35714 -0.0721,0.27585 -0.24357,0.35714 -0.75318,0.35714 -0.41296,0 -0.8032,0.13361 -1.04313,0.35714 -0.21085,0.19643 -0.62857,0.35715 -0.92828,0.35715 -0.32395,0 -0.66893,0.14483 -0.85072,0.35714 -0.17005,0.19859 -0.52678,0.35714 -0.80358,0.35714 -0.27679,0 -0.63352,0.15855 -0.80357,0.35715 -0.16818,0.19642 -0.51817,0.35714 -0.77774,0.35714 -0.25957,0 -0.67626,0.16071 -0.92598,0.35714 -0.24972,0.19643 -0.62216,0.35714 -0.82765,0.35714 -0.20549,0 -0.53434,0.16072 -0.73076,0.35715 -0.19643,0.19643 -0.55804,0.35714 -0.80358,0.35714 -0.24553,0 -0.59583,0.1494 -0.77843,0.33201 -0.20324,0.20324 -0.68875,0.36628 -1.25181,0.42039 -0.50589,0.0486 -1.05961,0.21003 -1.23049,0.35871 -0.17088,0.14868 -0.79105,0.3172 -1.37815,0.37448 -0.59721,0.0583 -1.14788,0.21376 -1.25,0.35296 -0.11089,0.15114 -0.66907,0.28776 -1.4219,0.34801 -0.77434,0.062 -1.31035,0.19567 -1.42857,0.35632 -0.12302,0.16716 -0.67926,0.29398 -1.58991,0.36247 -0.82186,0.0618 -1.52291,0.21139 -1.69643,0.36193 -0.17836,0.15474 -0.89101,0.30004 -1.79563,0.36611 -0.87535,0.0639 -1.6189,0.2127 -1.78571,0.35729 -0.17219,0.14926 -0.91505,0.28976 -1.86858,0.35341 -0.87052,0.0581 -1.75445,0.21696 -1.96429,0.35298 -0.22446,0.1455 -1.13241,0.29227 -2.20556,0.35655 -1.00322,0.0601 -2.04786,0.22235 -2.32143,0.3606 -0.27357,0.13825 -1.25919,0.30679 -2.19028,0.37452 -0.97634,0.071 -1.80776,0.2229 -1.96428,0.35882 -0.15254,0.13245 -0.9753,0.2896 -1.87855,0.35882 -0.88986,0.0682 -1.78366,0.2377 -2.00264,0.37981 -0.50783,0.32956 -1.4616,0.33252 -1.58731,0.005 l 0,0 z" id="path4590" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 427.5016,439.31455 c -0.33381,-0.0407 -0.78634,-0.19156 -1.00562,-0.33524 -0.27477,-0.18003 -0.9393,-0.26707 -2.1379,-0.28001 -1.14338,-0.0123 -1.64003,-0.0743 -1.44973,-0.18077 0.42229,-0.23633 0.404,-1.72245 -0.023,-1.87217 -0.17188,-0.0603 -0.44855,-0.27873 -0.61483,-0.48547 -0.27595,-0.34311 -0.47068,-0.37399 -2.23214,-0.35399 -1.60013,0.0182 -2.05067,0.0868 -2.63722,0.40179 -0.38907,0.20893 -0.88146,0.37987 -1.0942,0.37987 -0.21275,0 -0.48263,0.11546 -0.59974,0.25657 -0.11712,0.14112 -0.66937,0.31034 -1.22723,0.37605 -0.55785,0.0657 -1.18431,0.2263 -1.39212,0.35686 -0.20781,0.13055 -0.89084,0.29179 -1.51786,0.3583 -0.62701,0.0665 -1.32291,0.23566 -1.54644,0.37587 -0.22353,0.14022 -0.90656,0.29915 -1.51785,0.35319 -1.28413,0.11351 -1.63934,-0.0725 -1.82177,-0.95417 -0.1081,-0.52243 -0.0737,-0.58423 0.38509,-0.69088 0.27709,-0.0644 0.66452,-0.21648 0.86095,-0.3379 0.19643,-0.12142 0.98037,-0.26053 1.74209,-0.30914 0.87127,-0.0556 1.50048,-0.18882 1.69643,-0.35916 0.17842,-0.15511 0.84546,-0.31793 1.56148,-0.38116 0.80624,-0.0712 1.32038,-0.20644 1.44826,-0.38097 0.10904,-0.14883 0.47065,-0.27252 0.80357,-0.27486 0.84747,-0.006 2.01548,-0.29765 2.09026,-0.52201 0.0345,-0.10341 0.35732,-0.18993 0.71743,-0.19228 0.83324,-0.005 2.0139,-0.27663 2.1541,-0.49482 0.0593,-0.0923 0.65096,-0.22509 1.3148,-0.29515 0.66384,-0.0701 1.31524,-0.23565 1.44755,-0.36796 0.13231,-0.13231 0.53917,-0.29658 0.90412,-0.36505 0.4827,-0.0906 0.71006,-0.24679 0.83417,-0.57322 0.2438,-0.64125 0.24645,-1.832 0.005,-2.42615 l -0.2064,-0.50875 -1.58635,0.0623 c -1.13637,0.0446 -1.68024,0.14428 -1.91734,0.35125 -0.18205,0.15892 -0.80134,0.33477 -1.37621,0.39079 -0.57486,0.056 -1.17754,0.21673 -1.33928,0.35714 -0.16174,0.14041 -0.77443,0.30216 -1.36154,0.35944 -0.5972,0.0583 -1.14787,0.21376 -1.25,0.35297 -0.11088,0.15114 -0.66906,0.28775 -1.42189,0.34801 -0.7732,0.0619 -1.31053,0.19577 -1.42857,0.35595 -0.11935,0.16195 -0.67503,0.29722 -1.50491,0.36635 -0.80235,0.0668 -1.4349,0.21748 -1.62121,0.38608 -0.2385,0.21585 -0.75574,0.27648 -2.35853,0.27648 -1.91511,0 -2.0791,-0.0278 -2.44129,-0.41329 -0.21355,-0.22731 -0.38827,-0.57968 -0.38827,-0.78304 0,-0.69201 0.71619,-0.93496 3.22154,-1.09282 1.57365,-0.0992 2.38972,-0.22272 2.48455,-0.37617 0.0896,-0.14502 0.72041,-0.26265 1.7265,-0.32199 1.09991,-0.0649 1.68651,-0.1821 1.91596,-0.38294 0.2274,-0.19904 0.76783,-0.30932 1.73006,-0.35301 1.09313,-0.0496 1.46644,-0.13768 1.7059,-0.40229 0.23811,-0.2631 0.55336,-0.33873 1.41192,-0.33873 0.87857,0 1.17167,-0.0733 1.42857,-0.35715 0.24442,-0.27008 0.54999,-0.35714 1.25359,-0.35714 0.66,0 1.06234,-0.10379 1.38442,-0.35714 0.31929,-0.25115 0.72443,-0.35714 1.36512,-0.35714 0.6901,0 0.98525,-0.0866 1.21687,-0.35715 0.28881,-0.3373 0.52678,-0.35714 4.28397,-0.35714 l 3.97817,0 0,0.51163 c 0,0.2814 -0.16071,0.71595 -0.35714,0.96567 -0.19643,0.24972 -0.35714,0.5418 -0.35714,0.64908 0,0.13399 -1.03419,0.19505 -3.30358,0.19505 -3.06547,0 -3.32931,0.0257 -3.66071,0.35714 -0.2584,0.2584 -0.35714,0.59524 -0.35714,1.21828 0,0.81082 0.0427,0.88908 0.73031,1.33929 0.8154,0.53386 1.33985,0.59848 1.86603,0.22993 0.22609,-0.15836 0.99819,-0.27149 2.13286,-0.3125 2.14716,-0.0776 2.27192,0.089 1.28991,1.72292 -0.73526,1.22335 -0.38529,1.13354 -4.65168,1.19374 -4.20612,0.0594 -4.21607,0.0619 -4.22184,1.06695 -0.004,0.62523 0.16419,1.04139 0.41984,1.04139 0.11319,0 0.30617,0.16072 0.42884,0.35714 0.15134,0.24234 0.41643,0.35715 0.82466,0.35715 0.33089,0 0.70166,0.12053 0.82392,0.26785 0.17806,0.21455 0.7155,0.26786 2.70044,0.26786 2.22728,0 2.83802,0.11364 2.32263,0.43218 -0.0855,0.0529 -0.20197,0.3284 -0.25875,0.61233 -0.14047,0.70231 -0.63916,0.82777 -2.42482,0.61005 z" id="path4592" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 407.81991,443.58963 c -0.39084,-0.27375 -0.45266,-0.92964 -0.0876,-0.92964 0.13682,0 0.29176,-0.11205 0.34431,-0.249 0.0687,-0.17911 0.52926,-0.26683 1.64064,-0.3125 1.16902,-0.048 1.59688,-0.13431 1.75782,-0.35442 0.15532,-0.21241 0.58091,-0.30952 1.57696,-0.35982 0.92773,-0.0469 1.46926,-0.1619 1.69251,-0.35958 0.21945,-0.19431 0.76399,-0.31414 1.64241,-0.36141 0.93135,-0.0501 1.3744,-0.15316 1.5211,-0.35379 0.1461,-0.19981 0.59255,-0.30486 1.51785,-0.35714 0.97002,-0.0548 1.36897,-0.15352 1.53431,-0.37963 0.13835,-0.18921 0.46526,-0.30557 0.8585,-0.30557 0.3493,0 0.67561,-0.10044 0.72515,-0.22321 0.0495,-0.12277 0.0964,0.30416 0.10417,0.94873 0.0125,1.04158 0.0698,1.22533 0.51494,1.65179 0.35335,0.33854 0.68953,0.47984 1.14161,0.47984 0.40484,0 0.67861,0.0986 0.74355,0.26785 0.13902,0.36229 1.51721,0.35504 2.03941,-0.0107 0.22497,-0.15758 0.65891,-0.25454 0.999,-0.22322 0.54146,0.0499 0.58636,0.0953 0.45133,0.45716 -0.14418,0.38633 -0.23324,0.40178 -2.31504,0.40178 -1.8947,0 -2.22179,-0.0446 -2.61912,-0.35714 -0.27035,-0.21265 -0.72443,-0.35714 -1.12237,-0.35714 -0.37623,0 -0.7655,-0.11707 -0.89064,-0.26786 -0.27868,-0.33579 -2.1485,-0.36954 -2.47281,-0.0446 -0.13327,0.13351 -0.9311,0.2606 -1.9854,0.31626 -1.27333,0.0672 -1.85341,0.17375 -2.0897,0.38377 -0.2294,0.20389 -0.76167,0.30958 -1.78211,0.35388 -1.02773,0.0446 -1.55213,0.14949 -1.78572,0.35714 -0.44186,0.39281 -3.16289,0.53294 -3.65503,0.18823 z" id="path4594" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 408.86746,448.051 c -0.69791,-0.0578 -0.76935,-0.13562 -0.50603,-0.55149 0.11169,-0.17639 0.73532,-0.2838 2.12288,-0.36561 1.30958,-0.0772 2.06879,-0.20233 2.27679,-0.37523 0.2096,-0.17423 0.94141,-0.29244 2.22886,-0.36004 1.46271,-0.0768 1.98814,-0.17198 2.21794,-0.40178 0.24528,-0.24528 0.65872,-0.30114 2.22859,-0.30114 1.65706,0 1.99114,0.0501 2.38148,0.35714 0.40848,0.32131 0.72443,0.35714 3.14909,0.35714 1.67765,0 2.69504,0.0674 2.69504,0.17857 0,0.0982 -0.0845,0.17857 -0.18768,0.17857 -0.10322,0 -0.3052,0.28125 -0.44882,0.625 l -0.26115,0.625 -2.43327,0 c -2.11103,0 -2.46363,-0.0414 -2.66251,-0.3125 -0.20001,-0.27266 -0.55867,-0.3125 -2.81352,-0.3125 -2.17031,0 -2.63741,0.0481 -2.91592,0.3002 -0.2774,0.25111 -0.82796,0.30951 -3.36688,0.35714 -1.66938,0.0313 -3.33659,0.032 -3.70489,0.002 z" id="path4596" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 441.70323,380.65106 c -0.17878,-0.66709 -0.12588,-2.45872 0.0943,-3.19356 0.16359,-0.54601 0.29428,-0.69037 0.625,-0.69037 0.25266,0 0.41817,0.10602 0.41817,0.26786 0,0.14881 -0.15873,0.26786 -0.35715,0.26786 -0.2582,0 -0.35714,0.11905 -0.35714,0.42971 0,0.34179 0.0731,0.4106 0.35714,0.33632 0.43262,-0.11314 0.48086,0.30385 0.1032,0.89204 -0.13966,0.21752 -0.3095,0.7772 -0.37742,1.24371 -0.13299,0.91363 -0.33348,1.09048 -0.50608,0.44643 z" id="path4598" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 448.28621,363.01569 c -0.16292,-0.26361 0.0855,-1.2725 0.28328,-1.15029 0.21428,0.13243 0.21256,1.10067 -0.002,1.23339 -0.0914,0.0565 -0.21792,0.0191 -0.28109,-0.0831 z" id="path4600" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 445.62536,367.65979 c -0.0721,-0.54321 -0.22558,-0.94971 -0.38123,-1.00944 -0.14906,-0.0572 -0.2606,-0.33154 -0.2606,-0.64096 l 0,-0.54096 0.47078,0.47078 c 0.25893,0.25893 0.62054,0.47078 0.80357,0.47078 0.49989,0 0.41255,0.55399 -0.27578,1.74926 -0.2237,0.38846 -0.24243,0.36223 -0.35674,-0.49946 z" id="path4602" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 424.69484,350.38321 c -0.0606,-0.22099 -0.22127,-0.40179 -0.35713,-0.40179 -0.13587,0 -0.24703,-0.0665 -0.24703,-0.14788 0,-0.20343 -4.06026,-4.31641 -4.26108,-4.31641 -0.0889,0 -0.20358,-0.16071 -0.25495,-0.35714 -0.0514,-0.19643 -0.21208,-0.35714 -0.35714,-0.35714 -0.14507,0 -0.30578,-0.16072 -0.35715,-0.35714 -0.0514,-0.19643 -0.21208,-0.35715 -0.35714,-0.35715 -0.14506,0 -0.30578,-0.16071 -0.35714,-0.35714 -0.10802,-0.41308 0.14163,-0.48867 0.29489,-0.0893 0.0565,0.14733 0.22042,0.26786 0.36421,0.26786 0.14379,0 0.31244,0.16072 0.37478,0.35714 0.0623,0.19643 0.22306,0.35715 0.35714,0.35715 0.13409,0 0.2948,0.16071 0.35715,0.35714 0.0623,0.19643 0.21597,0.35714 0.3414,0.35714 0.12543,0 0.46153,0.2008 0.74689,0.44621 0.28537,0.24542 0.6193,0.44631 0.74206,0.44643 0.12277,1.2e-4 0.22322,0.12076 0.22322,0.26808 0,0.14732 0.0695,0.26785 0.15433,0.26785 0.29859,0 1.98739,1.80832 2.09713,2.24554 0.0611,0.24335 0.25307,0.51846 0.42664,0.61136 0.40635,0.21747 0.54631,0.59059 0.34109,0.9093 -0.12831,0.19925 -0.18499,0.16798 -0.27217,-0.15012 z" id="path4604" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 419.31389,350.69014 c -0.22098,-0.0888 -0.40179,-0.27525 -0.40179,-0.41428 0,-0.13903 -0.16071,-0.29481 -0.35714,-0.34618 -0.19643,-0.0514 -0.35714,-0.22145 -0.35714,-0.37797 0,-0.15652 -0.11771,-0.28458 -0.26158,-0.28458 -0.14386,0 -0.34758,-0.16071 -0.45271,-0.35714 -0.10512,-0.19643 -0.26017,-0.35714 -0.34454,-0.35714 -0.0844,0 -0.41706,-0.24629 -0.73931,-0.54732 -0.32225,-0.30102 -0.83298,-0.67352 -1.13495,-0.82776 -0.30198,-0.15425 -0.61332,-0.3901 -0.69186,-0.52411 -0.0785,-0.13402 -0.28868,-0.24367 -0.46699,-0.24367 -0.1783,0 -0.5285,-0.16071 -0.77822,-0.35714 -0.24972,-0.19643 -0.5293,-0.35714 -0.6213,-0.35714 -0.092,0 -0.40076,-0.2008 -0.68612,-0.44621 l -0.51885,-0.44622 0.5426,-2.1e-4 c 0.29843,-1.2e-4 0.85783,0.16049 1.24311,0.35692 0.38529,0.19643 0.88442,0.35714 1.10919,0.35714 0.22477,0 0.40867,0.10826 0.40867,0.24057 0,0.13232 0.15827,0.31312 0.35171,0.40179 0.79001,0.36213 4.11258,3.52469 4.11258,3.91452 0,0.14551 0.12053,0.26455 0.26785,0.26455 0.14733,0 0.26786,0.12054 0.26786,0.26786 0,0.14732 -0.0201,0.26276 -0.0446,0.25654 -0.0246,-0.006 -0.22545,-0.084 -0.44643,-0.17282 z" id="path4606" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 408.01357,353.99755 c -0.56008,-0.57589 -1.39806,-1.15899 -1.6656,-1.15899 -0.15425,0 -0.36646,-0.16071 -0.47158,-0.35714 -0.10513,-0.19643 -0.27608,-0.35714 -0.3799,-0.35714 -0.10382,0 -0.39308,-0.16072 -0.6428,-0.35715 -0.24972,-0.19642 -0.58605,-0.35714 -0.74741,-0.35714 -0.16136,0 -0.43098,-0.16071 -0.59917,-0.35714 -0.20074,-0.23445 -0.52678,-0.35714 -0.94902,-0.35714 -0.37283,0 -0.83409,-0.15014 -1.09726,-0.35715 -0.24972,-0.19643 -0.62623,-0.35714 -0.83669,-0.35714 -0.21047,0 -0.52027,-0.16071 -0.68846,-0.35714 -0.16819,-0.19643 -0.48962,-0.35715 -0.71429,-0.35715 -0.22467,0 -0.54609,-0.16071 -0.71428,-0.35714 -0.16819,-0.19643 -0.46982,-0.35714 -0.67029,-0.35714 -0.20047,0 -0.41311,-0.12669 -0.47253,-0.28154 -0.0594,-0.15484 -0.28699,-0.34957 -0.5057,-0.43273 -0.47092,-0.17904 -0.73293,-0.89287 -0.32773,-0.89287 0.14514,0 0.38212,0.11822 0.52661,0.26271 0.1445,0.1445 0.65968,0.31538 1.14485,0.37974 0.48517,0.0644 0.97196,0.22526 1.08175,0.35756 0.1098,0.13229 0.4929,0.29351 0.85133,0.35825 0.35844,0.0647 0.79546,0.26776 0.97116,0.45115 0.1757,0.18339 0.4041,0.33344 0.50755,0.33344 0.10345,0 0.39241,0.16072 0.64212,0.35715 0.24972,0.19642 0.56374,0.35714 0.69781,0.35714 0.13408,0 0.40449,0.16071 0.60092,0.35714 0.19643,0.19643 0.49853,0.35714 0.67133,0.35714 0.17281,0 0.41456,0.16072 0.53723,0.35715 0.12267,0.19643 0.33044,0.35714 0.46171,0.35714 0.13126,0 0.38411,0.16071 0.56187,0.35714 0.17777,0.19643 0.45214,0.35715 0.60973,0.35715 0.15758,0 0.38688,0.16071 0.50955,0.35714 0.12267,0.19643 0.34289,0.35714 0.48938,0.35714 0.14649,0 0.26634,0.11512 0.26634,0.25583 0,0.1407 0.16072,0.30683 0.35715,0.36917 0.19643,0.0623 0.35714,0.18256 0.35714,0.26714 0,0.0846 0.12628,0.28006 0.28061,0.43439 0.2551,0.2551 0.25053,0.28061 -0.0503,0.28061 -0.18201,0 -0.44891,-0.12131 -0.59311,-0.26958 z" id="path4608" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 396.59662,357.20463 c -0.003,-0.29955 0.0822,-0.63276 0.18988,-0.74047 0.10771,-0.1077 0.2584,-0.62601 0.33487,-1.15178 l 0.13904,-0.95596 0.0223,1.27486 c 0.018,1.02738 -0.0459,1.3567 -0.32892,1.69643 l -0.3512,0.42157 -0.006,-0.54465 z" id="path4610" inkscape:connector-curvature="0" /> <path style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-opacity:1" d="m 514.29914,361.98696 c 0,-0.10622 -0.0284,-0.19313 -0.0631,-0.19313 -0.0347,0 -0.0631,0.0265 -0.0631,0.0589 0,0.0677 -0.10941,0.10391 -0.49728,0.16438 -0.19551,0.0305 -0.26366,0.0226 -0.23303,-0.0269 0.0238,-0.0385 0.0971,-0.07 0.16285,-0.07 0.22531,0 0.4402,-0.14614 0.51368,-0.34934 0.0494,-0.13652 0.14801,-0.237 0.3004,-0.30599 0.12479,-0.0565 0.39735,-0.25913 0.60569,-0.4503 0.20835,-0.19117 0.50033,-0.40706 0.64886,-0.47976 0.14852,-0.0727 0.31057,-0.21055 0.3601,-0.30634 0.0559,-0.10803 0.22302,-0.23711 0.44022,-0.33995 0.19259,-0.0912 0.35016,-0.20335 0.35016,-0.24925 0,-0.0459 0.0413,-0.1386 0.0918,-0.206 0.0841,-0.11227 0.0887,-0.10137 0.0544,0.12998 -0.0488,0.32911 -0.11919,0.40995 -0.35911,0.41239 -0.26044,0.003 -0.41843,0.13041 -0.41843,0.33839 0,0.2233 0.14722,0.27016 0.34933,0.11118 0.09,-0.0708 0.2563,-0.1593 0.36956,-0.19668 0.13633,-0.045 0.24012,-0.13968 0.30713,-0.2802 0.0777,-0.16299 0.17068,-0.23591 0.40062,-0.31426 0.38057,-0.12967 0.42986,-0.0871 0.0962,0.0831 -0.14143,0.0721 -0.32175,0.21906 -0.40071,0.32646 -0.079,0.10739 -0.24974,0.23795 -0.37951,0.29012 -0.12978,0.0522 -0.32355,0.19462 -0.43061,0.31656 -0.18936,0.21566 -0.77783,0.64911 -0.88128,0.64911 -0.0283,0 -0.14105,0.11309 -0.25051,0.2513 -0.1366,0.17247 -0.28186,0.27491 -0.46304,0.32657 -0.29259,0.0834 -0.48496,0.21973 -0.48496,0.34364 0,0.0447 -0.0284,0.0987 -0.0631,0.12021 -0.0368,0.0228 -0.0631,-0.0414 -0.0631,-0.15411 z m 0.81029,-0.48333 c 0.1596,-0.11179 0.16417,-0.32285 0.009,-0.41997 -0.0697,-0.0437 -0.18659,-0.004 -0.42616,0.14504 -0.18155,0.11286 -0.3301,0.227 -0.3301,0.25364 0,0.1431 0.55084,0.1588 0.74716,0.0213 z m 0.78641,-0.67238 c 0.11145,-0.078 0.2104,-0.14498 0.2199,-0.1488 0.01,-0.004 4.9e-4,-0.0507 -0.02,-0.10415 -0.0978,-0.25487 -0.78643,-0.0751 -0.78643,0.20527 0,0.22232 0.30199,0.24686 0.58655,0.0477 z" id="path4612" inkscape:connector-curvature="0" /> </g> </svg> </div>
					
					<div class="zoomcontrols">
						<div id="zoom-in"><i aria-hidden="true" class="fas fa-search-plus"></i></div>
						<div id="reset"><i aria-hidden="true" class="fas fa-sync"></i> 100%</div>
						<div id="zoom-out"><i aria-hidden="true" class="fas fa-search-minus"></i></div>
					</div>	
					
                    <div class="controlbtns">
					   <a id="random-color-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-random"></i><span class="controlslinktext">Auto</span></div>
						</a>						
						<a id="coloring-undo-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-undo"></i><span class="controlslinktext">Undo</span></div>
                        </a>
                        <a id="coloring-reset-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
                            <div class="btncontrols"><i aria-hidden="true" class="far fa-trash-alt"></i><span class="controlslinktext">Reset</span></div>
                        </a>
                        <a href="" onclick="printDiv();return false;">
                            <div class="btncontrols"><i aria-hidden="true" class="fas fa-save"></i><span class="controlslinktext">Print</span></div>
                        </a>
						<a id="coloring-fullscreen-button" class="controlslink" href="" target="_self" onclick="return false;" rel="noopener">
							<div class="btncontrols"><i aria-hidden="true" class="fas fa-expand"></i><span class="controlslinktext">Expand</span></div>
						</a>
                        <div class="btncontrols zoombtn"><i aria-hidden="true" class="fas fa-search-plus"></i><span class="controlslinktext">Zoom</span></div>						
						
                    </div>
                </div>
            </div>
			
            <!-- Phần bên phải -->
            <div id="coloring-right">
                <center><h3 class="coloring-h3">BẢNG TRỘN MÀU</h3></center>
                <div class="coloring-picker">
                    <center><div id='box1' class='box'><div id='customcolor1' class='customcolorx' style='background: #ffffff; fill: #ffffff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker1' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box2' class='box'><div id='customcolor2' class='customcolorx' style='background: #000000; fill: #000000;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker2' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box3' class='box'><div id='customcolor3' class='customcolorx' style='background: #00ff00; fill: #00ff00;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker3' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div><div id='box4' class='box'><div id='customcolor4' class='customcolorx' style='background: #0000ff; fill: #0000ff;' x='0' y='0' onclick='selected(this.id)'></div><input type='color' value='#000000' id='colorPicker4' class='farba' title='Bấm vào bảng màu và chọn bất kỳ màu nào' onclick='selected(this.id)' /></div>
					</center>
                    <div class="coloring-palette-64" style="display: inline-block;"><div id="color01" class="basiccolor" style="background: #FF0000; fill: #FF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color02" class="basiccolor" style="background: #DF0000; fill: #DF0000;" x="0" y="0" onclick="selected(this.id)"></div><div id="color03" class="basiccolor" style="background: #AF102E; fill: #AF102E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color04" class="basiccolor" style="background: #550E2B; fill: #550E2B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color05" class="basiccolor" style="background: #9C2B3B; fill: #9C2B3B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color06" class="basiccolor" style="background: #E45761; fill: #E45761;" x="0" y="0" onclick="selected(this.id)"></div><div id="color07" class="basiccolor" style="background: #FF9792; fill: #FF9792;" x="0" y="0" onclick="selected(this.id)"></div><div id="color08" class="basiccolor" style="background: #FFD5CF; fill: #FFD5CF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color09" class="basiccolor" style="background: #FFE1B5; fill: #FFE1B5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color10" class="basiccolor" style="background: #EFAF79; fill: #EFAF79;" x="0" y="0" onclick="selected(this.id)"></div><div id="color11" class="basiccolor" style="background: #F66D1E; fill: #F66D1E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color12" class="basiccolor" style="background: #8D4131; fill: #8D4131;" x="0" y="0" onclick="selected(this.id)"></div><div id="color13" class="basiccolor" style="background: #492917; fill: #492917;" x="0" y="0" onclick="selected(this.id)"></div><div id="color14" class="basiccolor" style="background: #97530F; fill: #97530F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color15" class="basiccolor" style="background: #DD8C00; fill: #DD8C00;" x="0" y="0" onclick="selected(this.id)"></div><div id="color16" class="basiccolor" style="background: #FBC800; fill: #FBC800;" x="0" y="0" onclick="selected(this.id)"></div><div id="color17" class="basiccolor" style="background: #FFFF8F; fill: #FFFF8F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color18" class="basiccolor" style="background: #E4FCA2; fill: #E4FCA2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color19" class="basiccolor" style="background: #AFE356; fill: #AFE356;" x="0" y="0" onclick="selected(this.id)"></div><div id="color20" class="basiccolor" style="background: #6CB328; fill: #6CB328;" x="0" y="0" onclick="selected(this.id)"></div><div id="color21" class="basiccolor" style="background: #38741A; fill: #38741A;" x="0" y="0" onclick="selected(this.id)"></div><div id="color22" class="basiccolor" style="background: #0E3E12; fill: #0E3E12;" x="0" y="0" onclick="selected(this.id)"></div><div id="color23" class="basiccolor" style="background: #177578; fill: #177578;" x="0" y="0" onclick="selected(this.id)"></div><div id="color24" class="basiccolor" style="background: #00BC9F; fill: #00BC9F;" x="0" y="0" onclick="selected(this.id)"></div><div id="color25" class="basiccolor" style="background: #6BECBD; fill: #6BECBD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color26" class="basiccolor" style="background: #C9FCCC; fill: #C9FCCC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color27" class="basiccolor" style="background: #D8E0FF; fill: #D8E0FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color28" class="basiccolor" style="background: #A6ADFF; fill: #A6ADFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color29" class="basiccolor" style="background: #6E6AFF; fill: #6E6AFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color30" class="basiccolor" style="background: #3E32D5; fill: #3E32D5;" x="0" y="0" onclick="selected(this.id)"></div><div id="color31" class="basiccolor" style="background: #2D1A71; fill: #2D1A71;" x="0" y="0" onclick="selected(this.id)"></div><div id="color32" class="basiccolor" style="background: #3257BE; fill: #3257BE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color33" class="basiccolor" style="background: #409DEF; fill: #409DEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color34" class="basiccolor" style="background: #70DBFF; fill: #70DBFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color35" class="basiccolor" style="background: #BFFFFF; fill: #BFFFFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color36" class="basiccolor" style="background: #FFCDFF; fill: #FFCDFF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color37" class="basiccolor" style="background: #EE82EE; fill: #EE82EE;" x="0" y="0" onclick="selected(this.id)"></div><div id="color38" class="basiccolor" style="background: #B44CEF; fill: #B44CEF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color39" class="basiccolor" style="background: #652BBC; fill: #652BBC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color40" class="basiccolor" style="background: #480E55; fill: #480E55;" x="0" y="0" onclick="selected(this.id)"></div><div id="color41" class="basiccolor" style="background: #941887; fill: #941887;" x="0" y="0" onclick="selected(this.id)"></div><div id="color42" class="basiccolor" style="background: #FF00FF; fill: #FF00FF;" x="0" y="0" onclick="selected(this.id)"></div><div id="color43" class="basiccolor" style="background: #E444C3; fill: #E444C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color44" class="basiccolor" style="background: #FF91E2; fill: #FF91E2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color45" class="basiccolor" style="background: #4B0082; fill: #4B0082;" x="0" y="0" onclick="selected(this.id)"></div><div id="color46" class="basiccolor" style="background: #663399; fill: #663399;" x="0" y="0" onclick="selected(this.id)"></div><div id="color47" class="basiccolor" style="background: #9370DB; fill: #9370DB;" x="0" y="0" onclick="selected(this.id)"></div><div id="color48" class="basiccolor" style="background: #6A5ACD; fill: #6A5ACD;" x="0" y="0" onclick="selected(this.id)"></div><div id="color49" class="basiccolor" style="background: #483D8B; fill: #483D8B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color50" class="basiccolor" style="background: #8A2BE2; fill: #8A2BE2;" x="0" y="0" onclick="selected(this.id)"></div><div id="color51" class="basiccolor" style="background: #800080; fill: #800080;" x="0" y="0" onclick="selected(this.id)"></div><div id="color52" class="basiccolor" style="background: #9400D3; fill: #9400D3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color53" class="basiccolor" style="background: #9932CC; fill: #9932CC;" x="0" y="0" onclick="selected(this.id)"></div><div id="color54" class="basiccolor" style="background: #8B008B; fill: #8B008B;" x="0" y="0" onclick="selected(this.id)"></div><div id="color55" class="basiccolor" style="background: #5270C3; fill: #5270C3;" x="0" y="0" onclick="selected(this.id)"></div><div id="color56" class="basiccolor" style="background: #C873B9; fill: #C873B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color57" class="basiccolor" style="background: #4EA15E; fill: #4EA15E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color58" class="basiccolor" style="background: #B9A264; fill: #B9A264;" x="0" y="0" onclick="selected(this.id)"></div><div id="color59" class="basiccolor" style="background: #4CA6A8; fill: #4CA6A8;" x="0" y="0" onclick="selected(this.id)"></div><div id="color60" class="basiccolor" style="background: #A64D4E; fill: #A64D4E;" x="0" y="0" onclick="selected(this.id)"></div><div id="color61" class="basiccolor" style="background: #80B954; fill: #80B954;" x="0" y="0" onclick="selected(this.id)"></div><div id="color62" class="basiccolor" style="background: #7E60B9; fill: #7E60B9;" x="0" y="0" onclick="selected(this.id)"></div><div id="color63" class="basiccolor" style="background: #7CA668; fill: #7CA668;" x="0" y="0" onclick="selected(this.id)"></div><div id="color64" class="basiccolor" style="background: #B97E9B; fill: #B97E9B;" x="0" y="0" onclick="selected(this.id)"></div>
                    </div>
                </div>
            </div>
        </section>
		<script>
			document.addEventListener("DOMContentLoaded", function (event) {
				jQuery("#printbtnmob").click(function () {
					printDiv();
					return false;
				});				
				jQuery("#random-color-button").click(function () {
					randomColor();
					return false;
				});
			});
					
			document.addEventListener("DOMContentLoaded", function () {
				const coloringFullscreenButton = document.getElementById("coloring-fullscreen-button");
				coloringFullscreenButton.addEventListener("click", toggleFullscreen);

				function toggleFullscreen() {
					const coloring = document.getElementById("coloring");

					if (!document.fullscreenElement && !document.webkitFullscreenElement && !document.msFullscreenElement) {
						if (coloring.requestFullscreen) {
							coloring.requestFullscreen();
						} else if (coloring.webkitRequestFullscreen) { /* Safari */
							coloring.webkitRequestFullscreen();
						} else if (coloring.msRequestFullscreen) { /* IE/Edge */
							coloring.msRequestFullscreen();
						}
					} else {
						if (document.exitFullscreen) {
							document.exitFullscreen();
						} else if (document.webkitExitFullscreen) { /* Safari */
							document.webkitExitFullscreen();
						} else if (document.msExitFullscreen) { /* IE/Edge */
							document.msExitFullscreen();
						}
					}
				}

				document.addEventListener("fullscreenchange", function () {
					updateFullscreenButton();
				});

				function updateFullscreenButton() {
					const isFullscreen = document.fullscreenElement || document.webkitFullscreenElement || document.msFullscreenElement;
					const fullscreenButtonText = isFullscreen ? "Exit" : "Expand";
					coloringFullscreenButton.querySelector(".controlslinktext").textContent = fullscreenButtonText;
				}
			});
		</script>
		
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/jquery-2.1.4.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-min.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/hammer.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/tomau.js"></script>
		<script src="https://tapve.com/wp-content/plugins/svgcoloringbook/js/svg-pan-zoom-preload.js"></script>

		<script>
			function randomColor() {
				var colors = ["#dfeae4", "#a6cfd0", "#7b95a0", "#505d6d", "#353234", "#665d5b", "#998d86", "#cdbfb3", "#eae6da", "#eeb3b7", "#ff0000", "#df0000", "#af102e", "#550e2b", "#9c2b3b", "#e45761", "#ff9792", "#ffd5cf", "#ffe1b5", "#efaf79", "#f66d1e", "#8d4131", "#492917", "#97530f", "#dd8c00", "#fbc800", "#ffff8f", "#e4fca2", "#afe356", "#6cb328", "#38741a", "#0e3e12", "#177578", "#00bc9f", "#6becbd", "#c9fccc", "#d8e0ff", "#a6adff", "#6e6aff", "#3e32d5", "#2d1a71", "#3257be", "#409def", "#70dbff", "#bfffff", "#ffcdff", "#ee82ee", "#b44cef", "#652bbc", "#480e55", "#941887", "#ff00ff", "#e444c3", "#ff91e2"];

				var elements = document.querySelectorAll("#coloring-area svg path");

				elements.forEach(function (element) {
					var randomColor = colors[Math.floor(Math.random() * colors.length)];
					var previousFill = element.style.fill;

					// Track the change in coloringSteps
					var coloringStep = {
						target: element,
						previousFill: element.getAttribute("style")
					};

					element.style.fill = randomColor;
					ColoringBookHandler.coloringSteps.push(coloringStep);
				});
			}

			document.addEventListener("DOMContentLoaded", (event) => {
				document.querySelectorAll(".farba").forEach(input => {
					input.addEventListener("change", (event) => {
						let selectedColor = event.target.value;
						let previousDiv = event.target.previousElementSibling;

						if (previousDiv && previousDiv.classList.contains("customcolorx")) {
							previousDiv.classList.add("selectioncustomcolor");
						}

						ColoringBookHandler.currentFill = "fill:${selectedColor}";

						// Optionally, if you want to call the handlePaletteClick to simulate the same behavior
						ColoringBookHandler.handlePaletteClick({
							target: previousDiv
						});
					});
				});
			});
		
		
			function selected(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}	
			
			
			function selected_bk(clicked_id) {
				var elems = document.querySelectorAll(".farba");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".basiccolor.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var elems = document.querySelectorAll(".customcolorx.selectioncustomcolor");
				[].forEach.call(elems, function (el) {
					el.classList.remove("selectioncustomcolor");
				});
				var element = document.getElementById(clicked_id);
				element.classList.toggle("selectioncustomcolor");
			}

			function printDiv() {
				var divContents = document.getElementById("coloring-area").innerHTML;
				var a = window.open("", "", "height=1000, width=900");
				a.document.write(
					"<html><head><style>#tomauonline {position: absolute !important;top: 100pt; left: 42px; transform: scale(0.95); width: 750px !important;height:750px !important; }  g.svg-pan-zoom_viewportxxx  {transform: matrix(0.90, 0, 0, 0.90, 0, 16) !important}   @page {margin:  0cm !important;} #svg-pan-zoom-controls {display:none !important;visibility: hidden !important;} } </style></head>"
				);
				a.document.write("<body data-rsssl=1 ><div>");
				a.document.write('<div style="position: absolute; width: 100%; height: auto;text-align: center;  top: 50px;" ><img decoding="async"  src="https://tapve.com/wp-content/plugins/svgcoloringbook/img/logo.png" style="width:auto; height: 80px;" alt="TAPVE""></div>');
				a.document.write(divContents);
				a.document.write(
					'<div class="logo" style="position: absolute; width: 100%; height: auto;text-align: center;  bottom: 50px;font-family: Arial, Helvetica, sans-serif;" >© 2024 www.tapve.com <br /><br />SÁCH TÔ MÀU TRỰC TUYẾN CHO BÉ !</div>'
				);
				a.document.write("</div></body></html>");
				a.document.close();
				a.print();
			}
					let colorPicker1 = document.getElementById("colorPicker1");
					let box1 = document.getElementById("box1");
					let customcolor1 = document.getElementById("customcolor1");

					box1.style.borderColor = colorPicker1.value;

					colorPicker1.addEventListener(
						"input",
						function (event) {
							box1.style.borderColor = event.target.value;
							customcolor1.style.background = event.target.value;
							customcolor1.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker2 = document.getElementById("colorPicker2");
					let box2 = document.getElementById("box2");
					let customcolor2 = document.getElementById("customcolor2");

					box2.style.borderColor = colorPicker2.value;

					colorPicker2.addEventListener(
						"input",
						function (event) {
							box2.style.borderColor = event.target.value;
							customcolor2.style.background = event.target.value;
							customcolor2.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker3 = document.getElementById("colorPicker3");
					let box3 = document.getElementById("box3");
					let customcolor3 = document.getElementById("customcolor3");

					box3.style.borderColor = colorPicker3.value;

					colorPicker3.addEventListener(
						"input",
						function (event) {
							box3.style.borderColor = event.target.value;
							customcolor3.style.background = event.target.value;
							customcolor3.style.fill = event.target.value;
						},
						false
					);
				
					let colorPicker4 = document.getElementById("colorPicker4");
					let box4 = document.getElementById("box4");
					let customcolor4 = document.getElementById("customcolor4");

					box4.style.borderColor = colorPicker4.value;

					colorPicker4.addEventListener(
						"input",
						function (event) {
							box4.style.borderColor = event.target.value;
							customcolor4.style.background = event.target.value;
							customcolor4.style.fill = event.target.value;
						},
						false
					);
				
			$(function (f) {
				$(".zoombtn").click(function (x) {
					$(".zoomcontrols").toggleClass("zoomshow");
				});
			});
			
		</script></p>
]]></content:encoded>
					
					<wfw:commentRss>https://tapve.com/xe-may/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
	</channel>
</rss>
