1 line
53 KiB
XML
1 line
53 KiB
XML
<svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="65.3028" height="83.32167" viewBox="0,0,65.3028,83.32167"><g transform="translate(-207.34861,-138.33917)"><g data-paper-data="{"isPaintingLayer":true}" fill-rule="nonzero" stroke-width="0.5" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="10" stroke-dasharray="" stroke-dashoffset="0" style="mix-blend-mode: normal"><path d="M221.25683,148.12205c0.6286,0.06878 1.16434,-0.32137 1.16434,-0.32137l0.80756,-0.62048c3.38713,-1.63383 7.36345,-4.44482 11.07809,-5.1697c4.23296,-0.82603 8.69165,-0.72706 12.91125,-0.0663c6.01551,0.76512 14.64225,5.75178 17.90433,11.02635c2.61827,4.23356 3.98561,11.2734 4.46059,16.21415c-0.81254,5.18633 -0.95843,10.41539 -2.93123,15.47388c-2.7011,6.92595 -7.8287,11.24609 -12.98426,16.18716c-2.04246,1.95747 -3.60186,4.36768 -5.6916,6.31199c-0.77238,0.8373 -1.95287,1.43815 -2.32661,2.51425c-0.438,1.26103 0.67934,2.60552 0.71796,3.9399c0.11347,3.92108 -2.65876,5.26686 -6.21318,4.92058c-2.13683,-0.20815 -6.01509,-0.71687 -6.90079,-3.159c-0.99797,-2.75173 2.68499,-4.12903 1.30845,-7.05469c-0.2609,-0.55453 -3.0898,-1.76269 -3.89724,-2.129c-5.83794,-4.07125 -12.01647,-9.17791 -16.15698,-15.09442c-3.06531,-4.38019 -3.5277,-11.50301 -3.98882,-16.63736c-0.5313,-5.8333 0.93408,-14.03331 3.85686,-19.22068c1.49398,-2.65156 4.44256,-4.94905 6.88121,-7.11529z" data-paper-data="{"noHover":false,"origItem":["Path",{"applyMatrix":true,"segments":[[[230.66228,164.11866],[0,0],[-1.21821,1.08213]],[[227.23542,167.6647],[0.74631,-1.32457],[-1.46006,2.59132]],[[225.32194,177.24077],[-0.26541,-2.91399],[0.23035,2.56484]],[[227.31124,185.52268],[-1.53126,-2.1881],[2.06837,2.95556]],[[235.35331,193.03586],[-2.91631,-2.03377],[0.40335,0.18299]],[[237.29279,194.09738],[-0.13033,-0.27701],[0.68764,1.4615]],[[236.6391,197.6215],[-0.49853,-1.37461],[0.44245,1.21995]],[[240.07678,199.19868],[-1.06744,-0.10398],[1.77559,0.17298]],[[243.17143,196.7415],[0.05668,1.95875],[-0.01929,-0.66658]],[[242.81273,194.77336],[-0.2188,0.62994],[0.1867,-0.53756]],[[243.97023,193.51852],[-0.38584,0.41827],[1.04392,-0.97127]],[[246.80011,190.37156],[-1.0203,0.97784],[2.57543,-2.46828]],[[253.26448,182.31857],[-1.34932,3.45982],[0.9855,-2.52694]],[[254.73105,174.61446],[-0.4059,2.5908],[-0.23727,-2.46812]],[[252.51571,166.53423],[1.30794,2.11485],[-1.62955,-2.63488]],[[243.59643,161.03858],[3.00501,0.38221],[-2.10788,-0.33008]],[[237.16342,161.07202],[2.11455,-0.41264],[-1.85563,0.36211]],[[231.64476,163.64959],[1.69202,-0.81617],[0,0]],[231.24256,163.95891],[[230.6623,164.11867],[0.31401,0.03436],[0,0]]],"closed":true,"fillColor":[0,0,0,1]}]}" fill="#d3d3d3" stroke="none"/><path d="M231.23793,141.32287c0.36295,1.53986 -1.17695,1.90282 -1.17695,1.90282l-1.14796,0.2147c-2.17168,1.16965 -4.21719,2.53885 -6.38817,3.71038c0,0 -1.39256,0.75079 -2.14339,-0.64181c-0.75079,-1.39257 0.64181,-2.14337 0.64181,-2.14337c2.17168,-1.16965 4.21718,-2.53886 6.38816,-3.71039l1.92368,-0.50929c0,0 1.5399,-0.36295 1.90283,1.17695z" fill="#646464" stroke="none"/><path d="M233.18058,216.84091c-1.05108,-0.49253 -0.67175,-1.65537 -0.67175,-1.65537l0.43493,-1.32439c0.5728,-2.99908 0.9661,-5.01618 4.38023,-4.7757c1.2652,0.24164 2.66227,0.693 3.96656,0.56684c1.10523,-0.10691 2.97068,-0.99213 3.96649,-0.55849c2.97379,1.29496 2.52418,7.34492 0.85738,9.17873c-3.16397,3.481 -9.99651,1.47833 -12.84857,-1.3328c0,0 -0.03508,-0.03519 -0.08528,-0.09883z" fill="#141414" stroke="none"/><image x="-49" y="-63" transform="translate(239.2789,179.50666) scale(0,0)" width="98" height="126" xlink:href="data:image/png;base64,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" fill="none" stroke="none"/><image x="-49" y="-63" transform="translate(239.2789,179.50666) scale(0,0)" width="98" height="126" xlink:href="data:image/png;base64,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" fill="none" stroke="none"/><image x="-49" y="-63" transform="translate(239.2789,179.50666) scale(0,0)" width="98" height="126" xlink:href="data:image/png;base64,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" fill="none" stroke="none"/><image x="-49" y="-63" transform="translate(239.2789,179.50666) scale(0,0)" width="98" height="126" xlink:href="data:image/png;base64,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" fill="none" stroke="none"/><path d="M221.30752,148.20833c-2.43865,2.16624 -5.36599,4.44699 -6.85997,7.09855c-2.92278,5.18737 -4.36176,13.33631 -3.83046,19.16961c0.46112,5.13436 0.91692,12.19874 3.98223,16.57894c4.14051,5.91652 10.26087,10.96882 16.09882,15.04007c0.80743,0.36631 3.6216,1.57045 3.8825,2.12498c1.37653,2.92567 -2.30654,4.30294 -1.30857,7.05467c0.8857,2.44213 4.7448,2.94909 6.88163,3.15724c3.55442,0.34627 6.30841,-0.99777 6.19495,-4.91885c-0.03861,-1.33437 -1.15605,-2.67884 -0.71805,-3.93988c0.37374,-1.0761 1.54472,-1.67467 2.31711,-2.51197c2.08974,-1.94431 3.62247,-4.34219 5.66493,-6.29966c5.15556,-4.94107 10.23944,-9.19472 12.94054,-16.12068c1.9728,-5.05849 2.12328,-10.23595 2.93582,-15.42228c-0.47497,-4.94074 -1.81646,-11.94164 -4.43473,-16.17521c-3.26207,-5.27457 -11.83933,-10.23621 -17.85483,-11.00133c-4.2196,-0.66076 -8.6448,-0.75909 -12.87776,0.06694c-3.71465,0.72488 -7.66026,3.52602 -11.04739,5.15984l-0.80514,0.6192c0,0 -0.53298,0.3886 -1.16158,0.31981zM222.30487,144.22169c3.55091,-1.75898 7.4937,-4.39933 11.35077,-5.20552c4.55287,-0.95163 9.44699,-0.81832 13.99234,-0.10585c6.9122,0.91371 16.36123,6.41246 20.10114,12.47537c2.93828,4.76338 4.4299,12.3938 4.90229,17.93751c-0.86919,5.5479 -1.02957,11.09492 -3.15981,16.49174c-2.87788,7.29092 -8.16656,11.97593 -13.64238,17.18526c-2.06924,1.96856 -3.63479,4.40408 -5.74331,6.37533c-2.186,1.49294 -0.17999,3.40574 -0.68046,6.16818c-0.7001,3.86418 -3.84072,5.98758 -7.58067,6.10765c-3.97395,0.12761 -9.97343,-1.00282 -11.54596,-5.29379c-0.43884,-1.19751 -0.28674,-3.55339 0.14269,-4.72445c0.26902,-0.73365 1.90368,-1.36234 1.35163,-1.91542c-0.6592,-0.6604 -1.81289,-0.48088 -2.65998,-0.87217c-6.20842,-4.26501 -12.87282,-9.69424 -17.16181,-16.02786c-3.34447,-4.9388 -3.9892,-12.30707 -4.50571,-18.05814c-0.56946,-6.42396 0.95589,-15.2679 4.2136,-20.98507c2.00539,-3.51937 6.05509,-6.36404 8.88273,-9.19322c0,0 0.8119,-0.81012 1.74291,-0.35953z" fill="#646464" stroke="none"/><path d="M217.61618,150.13912c0.14979,-0.18511 0.30338,-0.2875 0.30338,-0.2875l0.86728,-0.57649c1.97718,-1.18338 3.76971,-2.63132 5.61232,-4.01328c0.57313,-0.42985 2.47636,-1.93603 3.01736,-1.88091c1.71167,0.1744 3.77191,3.58464 4.72419,4.85434c1.24581,1.66966 6.20317,3.71293 5.95664,5.82895c-0.26797,2.30004 -5.11359,2.96866 -6.6843,2.97962c-5.27057,0.03678 -10.10389,-1.15833 -13.95635,-4.99595c0,0 -0.88388,-0.88388 0,-1.76777c0.05322,-0.05322 0.10645,-0.10004 0.15947,-0.14102z" fill="#000000" stroke="none"/><path d="M210.98733,163.80352c1.25,0 1.25,1.25 1.25,1.25v0.02644c4.82805,4.75786 11.02689,3.89097 17.26933,3.89808c2.00375,0.00228 3.99487,-0.78327 5.99155,-0.54469c0.78539,0.09385 1.86857,-0.18607 2.32839,0.45751c1.10683,1.54917 -0.37023,3.03999 -1.11173,4.06258c-4.83142,4.83142 -10.72722,5.88654 -17.37351,5.33003c-2.5297,-0.21182 -7.2164,0.13415 -8.86684,-2.21445c-1.03766,-1.4766 -0.73718,-4.41346 -0.73718,-6.11333c0,-1.36172 0,-2.72343 0,-4.08515v-0.81703c0,0 0,-1.25 1.25,-1.25z" fill="#000000" stroke="none"/><path d="M212.70813,181.03034c0.38543,-0.12581 0.76111,-0.03189 0.76111,-0.03189c2.90807,0.72937 5.58719,0.98626 8.56098,1.05813c0.7899,0.01909 1.87827,-0.53176 2.36877,0.08769c1.39631,1.76338 -0.43061,3.36966 -1.4266,4.27929c-1.95834,1.78854 -6.84143,4.50691 -9.65692,3.50965c-2.46629,-0.87357 -2.40081,-3.6075 -3.2164,-5.62379c-0.15782,-0.81299 -0.97812,-1.78235 -0.47345,-2.43898c1.13028,-1.4706 2.14883,-1.34873 3.0825,-0.84011z" fill="#000000" stroke="none"/><path d="M227.99825,189.11864c-0.3129,-0.22794 -0.57737,-0.48759 -0.70342,-0.84478c-1.34285,-3.80507 1.70709,-3.23063 3.93435,-3.22151c6.53377,1.28476 12.60514,3.70853 19.38242,3.26629c2.47062,-0.16121 4.98557,-0.91201 7.26447,-1.82126c1.17755,-0.46982 2.14696,-1.59075 3.41152,-1.68159c0.10773,-0.00774 0.21463,-0.00739 0.32083,-0.00029v-0.04159h1.36172c0.69036,0 1.25,0.55964 1.25,1.25c0,0.41416 -0.20142,0.78127 -0.51164,1.00873l-1.02454,0.7684c-1.43756,1.43386 -3.08287,2.57316 -4.6675,3.84086c-7.03107,5.21087 -18.81166,7.25417 -26.30748,1.63928c-1.32255,-0.99068 -2.22948,-2.49121 -3.39326,-3.64996c0,0 -0.20339,-0.20339 -0.31747,-0.5126z" fill="#000000" stroke="none"/><path d="M233.97735,208.07487c-1.04767,-0.39142 -2.30251,-1.0018 -2.37178,-1.0678c-0.08795,-0.08379 -0.17034,-0.1721 -0.24813,-0.26414l-0.04593,0.04593l-1.08937,-1.08937v0c-0.22621,-0.22621 -0.36612,-0.53871 -0.36612,-0.88388c0,-0.69036 0.55964,-1.25 1.25,-1.25h1.36172c4.03943,0.01984 8.59212,-0.61646 12.57457,-1.3412c2.43556,-0.44323 4.33069,-1.07935 6.48944,-1.03962v-0.34261h1.36172c0.69036,0 1.25,0.55964 1.25,1.25c0,0.28595 -0.09602,0.54948 -0.25758,0.7601l-0.80945,1.07927c-4.42916,5.80616 -10.09901,7.03623 -17.06824,7.03623c0,0 -1.25,0 -1.25,-1.25c0,-0.00355 0.00001,-0.00708 0.00003,-0.01061l-0.81706,-1.35111c0,0 0,-0.11786 0.03619,-0.28119z" fill="#000000" stroke="none"/><path d="M259.51396,148.53915c-0.01275,-0.07951 -0.01963,-0.16539 -0.01963,-0.25815c0,-1.25 1.25,-1.25 1.25,-1.25l0.00406,0.00011c0.14443,-0.02877 0.3081,-0.02923 0.49222,0.01317l1.1991,0.03208c4.12865,2.42029 6.99581,7.39307 3.81833,11.62053c-2.69119,2.05294 -5.50559,3.25432 -8.46435,4.84804c-1.56523,0.84311 -3.37542,2.21526 -5.06011,2.79435c-0.66675,0.22919 -1.38972,0.45932 -2.0861,0.34916c-4.84527,-0.76642 -0.95476,-4.54338 0.96684,-6.21331c0.3672,-0.31911 -0.95605,0.21396 -1.44246,0.22193c-0.85911,0.01408 -1.71993,0.04797 -2.57767,-0.00242c-0.77456,-0.0455 -1.53349,-0.2293 -2.27217,-0.49335l-0.0344,0.20642l-1.61379,-0.26896c-0.60252,-0.0895 -1.06477,-0.60895 -1.06477,-1.23637c0,-0.61444 0.44333,-1.12533 1.02756,-1.23027l1.28163,-0.25633c3.58893,-1.20177 6.81082,-2.90178 9.95819,-5.00033c1.66794,-1.11212 3.63461,-2.13873 4.63752,-3.8763z" fill="#000000" stroke="none"/><path d="M269.18039,163.37125c0.18386,-0.15856 0.447,-0.27202 0.8236,-0.27202c1.25,0 1.25,1.25 1.25,1.25l-0.02427,0.0272c0.09684,0.49456 0.19369,0.98913 0.29053,1.48369c0.01043,2.54598 0.31792,5.21898 -0.97124,7.54415c-2.87487,5.18521 -11.43538,5.55113 -16.54641,4.70573c-1.67894,-0.27771 -3.90785,-0.23578 -5.39897,-1.14863c-0.0106,-0.00649 -0.02117,-0.01302 -0.03171,-0.01958l-0.00258,0.00645l-1.33468,-0.53387c-0.47474,-0.17726 -0.8128,-0.63486 -0.8128,-1.17141c0,-0.61444 0.44333,-1.12533 1.02756,-1.23027l1.33901,-0.2678c4.7419,-0.92814 9.62681,-2.60388 13.71047,-5.2591c2.09212,-1.36031 3.68329,-3.37066 5.66572,-4.86421c0,0 0.47499,-0.35624 1.01577,-0.25032z" fill="#000000" stroke="none"/><path d="M244.65252,150.24643c-0.96915,0.07354 -1.46017,-0.89291 -1.46017,-0.89291l0.07772,-0.48861c-0.13114,-0.35975 -0.14055,-0.82005 0.21323,-1.34059l0.23935,-1.50479c11.29154,-2.43404 21.11154,9.94492 23.29456,19.99765c0.23091,3.02131 -2.76812,9.34439 -7.16978,7.44486c-0.82851,-0.35754 -0.93479,-1.54755 -1.31888,-2.36411c-1.36955,-2.91163 -2.34924,-6.01956 -3.67903,-8.95735c-2.44833,-5.40887 -5.67919,-8.53307 -10.19696,-11.89418z" fill="#f3f3f3" stroke="#c9c9c9"/><path d="M263.01374,175.61419c0.3958,-0.64503 0.81004,-1.25321 1.489,-1.48039c0.18549,-0.06205 0.37402,-0.10572 0.56493,-0.13509l-0.02088,-0.09609l1.7337,-0.37667c0.07103,-0.01651 0.14403,-0.0283 0.21876,-0.03501c0.87025,-0.07817 1.63909,0.56395 1.71726,1.43421c0.02974,0.3311 -0.04478,0.64753 -0.19648,0.91683l-0.75891,1.39437l-0.0238,-0.01296l-0.01856,0.08598c-0.74404,1.07065 -3.46896,5.11298 -5.23699,4.3716c-3.58353,-1.50265 -1.38494,-3.84252 -0.48304,-5.37704c0,0 0.38483,-0.55633 1.01501,-0.68979z" fill="#f3f3f3" stroke="#c9c9c9"/></g></g></svg> |