@keyframes rwdcur73189 {
0%,0.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnElEQVRYhe2UTWgcZRzGn9l553NnZj+62a7tNpuUmNpqVOInFrH0oBUMrK0fINYWiSEXa8EiKghKhVzUgwcPiqB4qiCtCm2MNeQSsKGHxG5jm6TbJpFs2k1ikl13Z3cm+/dQGHmNh5id0Euf47vvu7/n/zD/B7itWyzBzz+zvhkjxRTRbAhoNBlSpogtGkPCYGjQZERlERYT0RpQPG7ATwOuYkOTK1DVKjTFgSy5UIKALAMycyGJgOz6OvNq3dU/TE+ez1DnlSz9+7eL/d9TruBw574mAACX9t4vGGERhlbDR4uTHMwaPw3V5u/7bmDP2AgZ+gpMjXAsnOLydi/9AXE6t3EG7p0YopDpIKwTjkfu9OAj+XkCgMXJYeS/em9jDDRlBylquAgbAXwabvPg53I5MgoM0ye+ICQZyrOD3DvmBzw21U8NQcImXcbXWrsHH5iaIqvAEKlKKM3lEUpoqMn827oTsGbPUkNExCYzgO+0hzx4bzZLoWUJkaKE6D26AKUKMy5CazL9M6Av/0TxsIiEHECv/JgH73vtJYouMsSKEhLtYQEAkp3vC3S9DGppqwf5j7RKLzWXf6HdSwPcqp3d9yidaw3S5RNDq3rgv7SuBLS/fqZ4iSF5w8FgaI83+a89h0ktFaElJOx48eE1VZ74f+HG7BlKFEW0ZOcx0Jb2IKPPJGmlAAQmr6J9aGFj+vbQB9305cHH6fWet7h4M/tbKLM7SqOfHV1T7OvS22++TNcOJmmhZzsH+fHIAbrS0UCDu4Lrgq8pqtNJgxIpFXc/3wDl6O/em8yBLeTO1aApDnb0zdcfe+crR+iFw8e4ST589TkafsSimUNJ7rxc6aClz3fS3LuN/sV+4YkInTQluvpOigBgpjtJA3eoNPZ0nINUfthJJTtNdv+DdcO5NWRKAKpYg2wxlOw0RbsM2AxoPXPDi9f+pJXI0AAA6t7zdcfOGagWa9jcrIHpNwvbySvYN217kMpv2wghoDhmQ1dP+bJqqxLQYzI2v3HzQzOfGvEg17tS5JzS4FwTEOse9W3POQMBqqEwUwEAbsLlj5sIAPKZAszjl30tGc6A1aivurB08j7CVhkL40U0f5vzveE4A65dg1upcRdCz44ILOgiP17A8AOW703HGZB0CYtzVUx0Jahc6aCSnaaSnabAtjBUi8GxV1Dt2+6rCc5AdJeO2FYVf14sQ1hxvHOhUQJTGYy4CkyofvJv69brb8/XUPRLw/GNAAAAAElFTkSuQmCC) 15 15, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYhe2VW2gcVRzGv9mZ2blkZ2evk003dpvdsMFaapQWkWyKInkovlT64oOgFCrVByHgQ6gKSh9SRBBTFG29EH0qPgSxqUWhDTFeSqm2jU3Std1oXJPdrOk2zV5m9jJ/HwoT50Fo2An60O9x5pzz+873/59zgHv6j8U4uZh3KE2Cl0VXkMHWAIdYkMUWL4eIyiGsCAh43PAKHJK8y+K6nDTQEHVIkgGxrQZJqsMtNCAoDNxtHNwKB9fMWbDFom0O56SByus7GfnEJRJlDoLqxnBfzJbwtXMnyL0g2eY4mgAAzB3sZTyaCE9IxFvLt+if/+SgC3zlj8018Ni3afK0y1BCEl7WfLYESPfDXPxr8wzsnpwmNabAFxZxJOy34Jf/XCEAEG6zQMTcHAOPnxqnhH4DPr+AEV/Agp//bYlUnYORrpHM+1Cf/d15A6FfF0jy8Qg3VzGqrMMn0gukVjloVR5sSUdl9SbW5sadNeBdzNHOYhqKX8Sxvc9a8DMzGfKVeWhlFvIOmTHKNazdLKBWyDlnoOPGZdICHKJreZx8YI8F/+LiLAVLHKIGj8CuO4m09YeYclXDre3JVpDr0ue66elTI7Tvx9O2ozb26Tv0/VSGcufy9G9zW9b0IT+Vq4/QhQNhG+TkB+/SxMg++uHNg3cN3/BN+MsLAZJCPLKMH7s/Llixf/blzxScfRvcxFk8evr2Xb8xG+qB4vEuMg0TXMCFHvGMBflq9A2KGwJUI4rUBuDABhKYeMJNTZPASyxig0sWJHM4QrnSCuRCFr2vDTv6ulp66cXnaXJApCsHfLbaGksJ0s8naeb4c8403OD+AfK+esm22PtDz9CVQwH67knJ9r1Q20P52nYqfRNvCW7rgb2rF/Dgch4fDt3Z0fWvd1Fq609o0wT0jVeteLPvdZLcLKJqhuAZyLQUu60HWKOM3kYZnb4SrhoDpDYNtHcbUOLrNZ9/pYOYKoG9aGBbarLlmtsSoGgPOqX70TDdYFFDjlWhxKctyLEdLAkhHitXyxBTaecbLnM4Qh/1DxIA5PWUrbajvSyN9fN0fUhz9IazJdBomkjwnwAA2sUpa4ernycoEuCghdzoPrrs6M5tBmQPh2DSvn5eTxFVGHhlF/rGyo7HbjOgJhV07ffbBrSLU4zwEMHTKSI7vMXxB8Z2CqSnGMzDg/p8gtIdKnr0Cq6J21BlZxF92I96tYn6WhfxyrxjSdgSaOoKTAqC7iOYTBTNLKHJsFg042A1Bt6YiDSvOsW+p/+H/galiV+es0GF+AAAAABJRU5ErkJggg==) 15 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvElEQVRYhe2W3WtbdRjHv+c95+QkOUmaJk1tk65d3zZjlVJUqKioeCHDC0E2FBkqiJfqfzCYc+iNzG4iDlbRdayjvl2IFC0im461q7Nd1652NthudU3TrMnJOXl7vJFsP3XQuDNE2HN7fs/z+Z7v8/xegDvxHwfnZDHvk3Ok+AS0RDk0N4iINQiIBkVE6kSE/AoCXhleTUS7h69yRScFlFQLhi7C5eWh6gRZJSg+CbIuQvaIkBQBcrHE5DgqwBxJcNrrk+TyiFAMGW8+E2McvrBqkVIRmBzeSQEAcOGdHk4Pu6CHXHj753W68ZtaIBg823XHBTx8eI70iAZPSMUbdxsMLcALECzz9glIHJknX9wDI6JhT4+/Cj87fooAwJW3Qfksk+PYDMQHFyjQpMGod+PdbZ4q/IfvR2lj5EWkf1qkirkBs2QzeY44EB88R6EtPgQbfThyA3zsXJK8igmuuAiXaaOQLcLKFpwVED8xSb72MIKNHpxoV6vw85/1UKTCQ5OW0f9WjquUZORzBeRzRecEfH5wOz2ePIZQQMFXLXIVPrOeoNRjbghL3yLe8woHAO7+OGdli8jn7JsXrCVmryVoaiBAE/u8zFb7+oNX6Yx1H31hP0A3y73leGFkgK5Ox+i30SgDGR46TlODfXSy0LlpeM274MFDn1B0ehjXLAutO1eqtn80dJZC+A539a7BkOc3fcfUNAP+w7P0RHII/nyBgQ8f2EX1l8fg1y7C6N48HKjBgca9P1J4dQW9mZN46r3VKuTyUgdNf1mA7DuKxI7TNd+um3Jg/miEOteuoGt1iYEvn2+mVFCAV17HQ8/XDv+bgP2vdVNwxylmgJIbMVq/lEWbaeHj/TurkKmDdaSUOFzlZfTtHv3X7wpGwFYzg5c8+/DycwcIAHKlTspzHMqiH+8PPFuFLAxFKNTtgeJS8Yg8eUuPGiZ5+sMwqbqAiVQE/dtSUAwFi+027lEXr//5QIDqt3vBy0Dd/b86+qJC5mIr5e2ttDLWRPnlDkqNx5h2nNmrU2qihTZmO27PIZNOxegXq40A4HSRhc8c8tOlYw1kp7ochTMzUObcUEo6AKBPum77qN1FmaSNcrkMJTjjqO2MACFXRJqTmAXL3zSTmxPAaQLadv3ubM//KkDSBKwJKrMg+miSk8pu+NoUfLpbdLz3zEkoqhWkoeG49TS1lq7A3DOJ6L0GFngeTQ1uhCM5WJkt5PLNOeYE48C4VEThzxb4YcGIaRB0QpokSL2AHnEB5j/WuRP/3/gD3addfsHi+zoAAAAASUVORK5CYII=) 15 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwklEQVRYhe1WS2hcZRT+7mPmPubemTuZzEwyE+cRTZWahsZgsQuLWDcKQhcuRNCFbnyACFofKG5KqYu2SCWWKII1FhXaQgnIdCGtAUtjVZJqtDN9ZBLahLxMMjcz987MzRwXhWv+RXHGTOim3/ae83/fOf85/3eBu7jD4Jp5mH9XjiRDQDrOIRETkYwLiLWKaAuLCAcltAS88KsitgR4l1dspgBHsWHoIuQAD0UneFWCFPDAq4nw6iI8kgCv4zA5TRVQOtPDqa+NkuwXIRleHHg2yXT48rxNUk1gcvhmCgCAy/3bOS0qQwvLOPjbMq3/plQIQYG99aYLeOxojrSoCj2i4K2HDIYtJAjg7eLmCegZuEqBlA6jXcW+h4Mu+U9njxIASJYNsuc2R0Bq4Dq1JDQYUQ1H+v6t/OeLZ0k3V1DJFahWKqBUZGegKUPYemyKwjEfQlEVx3oUl/zc2BTp5kWovt/Br5qwqlXYTpnJ3XAHnvj0SwqnggjFdZxcR55ZfYBChUUEfFeQ3H2cKxfLsIoVWEV2DTck4PwBjd7Ov4qtnjwyW70u+XgpQbongJrzGWK973IA4Hu0k7NXq7CK5dsf2AiunW6n3KkIffOSwKzaL4M76Gapk85bvXS73A3jhcPv08ghnaZmuxiSk99+TvNjaVrKpusmb/gKnjm4n+Z825BbTiARveK2ffDrEYoo0xAEDsH7J+r2mIYEBPuzpJsWUG3F8/vGXZLvPtlP7U4/xL9OoKX7ekMGJ/x3yC2kPhimNseChwvh+71PuiRjdgfx2TgMibDjlUzD7lpXBzJ7NUqbK0gulTH04dMuycyFe8jmRYRSM+h77ov/Ze2MgP6PeunlF19nBmjGTNJapAvbnQWcPrTbJbn5Y5w8qgA4KnoeP9Wc/4o/v4pQPhOjE+90EwBMD3dQrpSiiUycETU93EETQ+20OJnc8KoxypeyaZJTMhYvmAikFZh5C5OPGNjp/cONW7iUIp7nYf9dQWzXjQ1XznhBxV9BxQF4LzDdVkXlhyJ2riMZPx4iJaogZwC9UmPTXhfmFjrp6sqDt9pv3cu098ybHro0YNBssf5Hph6wW1CooSAoAICYcs2tcMTeQr6ohBvZEqK++h+ZhgV4VAGzgsQE/PqxTtWaF4GYhKcOV5redkaALPNY5nQmoO8Nk7MFHa33qTj3ntx0g2EEjGocHMgYtPdQfrmbRo/4KTcUoXnyQNsmwmcIMGe6Nm8GVmo8iFsDAJR5EbzEw98nowwNk3BQLq1B0DfPZe/ijuAfHPBdJ+MTAgQAAAAASUVORK5CYII=) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADv0lEQVRYhe2VW2wUdRTGv//cdmZ2ZnfbsmVtKeuCqRjAEKP1oSqQELxisKgkJEQM6ouPGIMx+qBRojHEGH1Ca5QnRSMixUu8UAMPlhqBVBdqrVtSXelC9747s7Mzxxcz9S8a2zJEH/geZ87M7/t/c84Z4LL+Y7EgX7Y3MkqNkAg1xaAtlqAmRYQ7JKgJCeF4CFqrAi0ioaNb8LlCkAZyTQs1zUZFbaCuObCVJuwQg6dIcBUJOfU0FKUZJPJC7Vp2nF5eP0JvPDROf723J/0CWVmHux5oAgDwxKlVrGmoIEPFvpcKHIxQgCtOcfWBG3h6zSiRoYOZGu57LMb1WDjWgYPOwUtn4NFrx6gZNSHEdGx/tsWHZ06cJwDIqHVUhMlLY+CBK8cJrQakmIEdr8ycPP1NllqMJk5kP6TPCx/gaGMkeAN3LzhDLB5FqC2KZ94yffjxw2doQcSDHM5hVBhHQczBCmnBGlgf+Y2UeAuEdgm739d8+NAn47QwSpD1s9ATK5hljSHmlKG6cnAGevUSKe0xhBMK+geiPnzbF3GSzZ8hm1nEktcxANiafI2ZeRt2Y+qfXzgX9Wg23Z6q09beIjdqjw/cTPd/rdCR9J4L9sDfaV4J9GpVirfXEE8UsPfozMlf/HInQbfAci5uuubhWa15aa7wW1/voY7vXkX5ho/w9rYjPqTvK42qqgMzksA7a91A/zG+7pjopOXnU3RXOs7Fe++wQZsOKPTU8JZZxf5nzdrpPceiNL0sgaycwKg66D+3+duFZMs2lGkL766x5nxycTZFfUM62W1hZGI6flSHfUgyfxXJBoNXc3GgpzSv2Lkm3DgUoV3d+7kYNw+IBFEGFAljatqHbLD7qUVeimmR4bMV5+b9zTkDkWIXvt+yG8szSwgAltbvpMo0IJYsHOr6xYesLPeSSAyS1ImTbRMX1XCcAVGpwVv3AwRJwEbrTRKrk/DqLvattX3ILaVukotnAQDDav9Fdzs3hiV9Ci5jUJ0qXEYQyhV8/MhMo677dTGxuo0cZOxXHwxk1LgEmooEudLAsVSWeSCcSv3kQ26buIK0fBmC4yK9aCywOecNmBqEPzIZCG33IV3FqymSLSJUd/DposlAlwxnQHBceFWXK1htP0eiaELI23jv+krgG44zYBsKvApfMBh6ksWkVYApo++wOudN92/imrARNUGdeWwYFMm58XmoMAAAGWEEjiSBojJWV5M0GD4dWBKcAcF1YcVNEBE8eACAGuoospNwWnXYigCx4QXFvqz/h34HS9ZeSyzR3+4AAAAASUVORK5CYII=) 15 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD30lEQVRYhe2WTWgcZRjH//OxMzsfu9nPbHY36SaaqE3TtKYiVlpQRPBgLVUrVPDgRajHUhTRXhSxQoSilyqK1GBQi4ekLURQakIUDWmS1mjiZklsEpom2TSbzW52Z2cyj4fCpCMIu8mEXvrAXGbmeX//9/9+PA9wL+5yME4Olgx6iWOfB9MQBb8jAi4RBR8LgK8JQgz7IAQ84L0S2AdUi8s6KaBYeBaapKLk9kKXVBiCG4zoBS8o4AUVnEuEIei2HN5JAa1rncyI/DbxbhWC6EPig8M2h4vjt4iTNVuOow4AwN7x9xm3GoFbDSPTPkZ3fiNlFUzAtb0Ckk90kqxGIHnC8J3caXOAqxaxbBa3T0Cq9VvyVCUg+2rgf6/Zgi9dnSIAWGELyFLBluPYHpisP09yIA7FVw3Px40WfO73CeJjJhZKScqYa9DXDOcFTIcukhKOQg6GIZ3bYcGnfx4lPmZgVVlHni1BL+jQi3YBW16C++cmyFUXhycYg/T9BnyyZ4hcdTpyngJq5RamqOVRKtx+HBMw2HyZipjBjSaC0BO14GNdvxJfb2C1SkODr40BgD3KQab7xiy+vJneCnIjpuIDlHx0hKLXO21HbfS7n2jyz34anb9M/5d7Z2zKgTdfOk2ywCAXyGAu8bI186udX5O4i0XWn0NL5MmyrvmKa8FNtZdW4jmwIQFNvzxt5Q+f7yBpdxDLiob9dUfKHperBP63/xsabJuGqrBo6d+4ZocufUUX5QwG+FW8+tArFU2q7CU4fOokLSYWcOFgCm19xyzIlb4O0hpMUDiPD/cdr9jRshyITJyl4MISHksbOPHZ6Q348Kc0rM+jFNLx+s43NlXabQ5wXUepNmXfvYFr7ZRNj+Ov+0p4qutdC9J7rZ1m5Fv4nAGO1p/YdF9hE7A+tYjc7BUc6tYIAALjZ0jyN4A1ecw+84kFOXbpNfoonUJXKYnfDry1pabGfhWnC4CRx4pCqE0PErO+CE55GPm6FyxIa887tKz+g14uhMLus1vuqGwCmEQVTHcRuYiB6vkWZBuWkJJrLMjxvhfpujqErDuIQvMZR9o52xKQxAE8i6EmlfFkGaTkuAVpmfyCBiQD4ZiJ/uYOx3pJ+zEUOKznbxeL3v2iBWlOliivxDHj2odzNT2ONrL2PWASGNH+qjEzSJqog9OqsLD3lKNw4L/HsMoDVvXbfkj5HmF4IwmTbcSBnmJZBaaSsE1X8NXCV70Lj/9YJBSBsT3rMNgfQFIT3CMCQrqJQ90aXXhO3J49EHnwCFjBC01k4CbAO83C5WmF9oeI0KwJAOAYx024F3c3/gUmDmF/83f2SwAAAABJRU5ErkJggg==) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxElEQVRYhe2WXWgcZRSG329mdnZmdmZ2djf/hsYktU2txloaRJOKChErXgSJ0GKJ9cJ6YUkRir3Qi4qUKBSMjRFBoaSJ0oC0iI32qqYSo1Kq1VRSo9mwaetuTGJ+Nvs3uzPHuwlDERJ2gl70XA7fmec5h/PNGeBO/MfBvHzZRLdOfN4PptRCUDeBV2ogaFUQlAr41VKIgTAEWQe3aYvD5bwUyM4WkMvIMFMS8lkZBVMEM/0QbBGCLeJigsMCeFeO4KVA4/E0u3pUIQESRMmPmpe7XB3+6NJvJFuiK8fTDgDAjneuM8lSIZGKxb4T5ILlFdzI+jZWYOLwY6SQCplpMF444upAqIQwJ9kbJzDW0USaFYTCGQh1vuXA56M/EwDwlSLsuDvHM4Gh9scpTvVQBQPGsZMOPH7tB7IjKibMKBkKQ0zJey8w3VxCQZJhGY9A6+5z4NNXhgnlOmZ8BaxwDH+nMxiaTHorkNipU0JrREjQsKen04FHRy8QqwriFp/HfcpWlsqtYDaZQsI0vROY3F5JhliGZOmT2D446MDHL31OVB3GLZ+FXeFGBgC7A/czKzWHLbHFYpCrsflwls7vPUHft7W5rtp7A+foenSEvp4ZoX/LLTpC/WP00PMZKj192QXpHRyktt5heunL79YMX/eXMDxwjXymjNASw2xHk9P2n0b76d3JCC6WC1h++uE175h1zUDtqQWyeRtcWsCF85IDefP0V5QwZNzVIGG5vWVdC27NAuKZYSLbAg8f4odqHEjFQJTm9SB+NYGupvXB1yxw8FAncRyHReVPzO/b5kDqD+RI/70Ky7yBIzvai1/tra+8SleP6a4B2v/2hxTu/4XkM9+6nj/abtK9T5hUd3ylqGl3deDy7j2YqX8AB7o/JgDYdfQP+pFrgb8QQGZvs1Nh9cmbtEAWSmQb0dfVoip33YIUx2MqcA9WUtVobc1RLmYhl7QQf01zIJWfTBGlGXIPMnzzhlR0210d2MoTjG0yRK4A0wYiKR5jH6zC+a4e8mX9SKnzmPAAfpvAXKYOvaMaPj34DLOChHNf+Ffh7/cRF65G1pfG4r5Gz/4lXQJ2oYCx0qcAACNnVyus71kiQa+AGCjDXx2bPf2RdQkIggK2FHEdaHk2S0wmcJKO1P5mT+G3CWjpIELTta4DI2clRuN+SDkVVaduer5gXBU1PFcg8YaN1E6G4BUL6QYBd88UMJ7mwb+YhIU8uKEwpj7zbcwMaLqFiEagGENNGQOVW/DzDHW8DbbAQ8rpCMYsr9h34v8R/wCVJ2HlbxVbLQAAAABJRU5ErkJggg==) 15 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4UlEQVRYhe2WW2gcVRzGv7md2Zns7O7sJs0mjclubUMVL6sWKZZKtTQ0L4G2opBI1ceKVfBC+mZlSWlK8aEpiKBUDX0Q8cELNEJtJbgQY2I3qXXjmja9hAStwSQ7Ozvdy/x9EKYZobCbDIjQ73HmnPP7zncu/wPc1X8szsvBsl8ESCjJ4KQ4RLkVAmuDqDRDlKOQ1QYwJQxRDoCPtjtc0UsD1s0yRDEEXvCB6hSQzSAJMkSJQawwCJyEMmOuPp4mAADpgc0kyq1Q/a3Y0P2Ba3xrboqE+iAk1uR85702kDg4xfnKfvjIj8Uvj9PKfxRQkOclV3tPlwAAskd3kGr7oUBDqOtNVwIFJsO03XP2NIHpQw+RVglC5UPQe5IOfOH6BAHAEsehQG6kZwlceSVGKoVRJ4agvXzCgU+lR+iryxyyxRtk2jzKZs7Vz5MELu2/h4JcA4IsAq33Ywd+ffI7ypga3hgtIVPQYBQNGJbHBs7uSZBNMWhSBErycwc+/eMQVRqCmDFkLPQ+xhmWhXxhGfnCkncGtncPUlrvwS1lPdi7Qw78gcO/0AtjTZiXeLzesZEDgJ7GKGdYS8gXcncesBa9tNuie18bp84X+11Hbfd7X1Nip0GPbzPpTn1XalUJnO0+RnMmYOphnPmo15n5xMhporogAiRiNKVWdcnVbGCyq5nmAi2YUYuYPxx3IBfGB2ksH8TCYiOGz/mqvmFrOoa/Pq/Tp+xZfC+UkR0KOJBd76fomjKPidkWjL3aXtP1LlTb8IeD6ykXbsaAvhfDx/c7kMYDF+ivdXmwYAQDu7bUXFuqWoL2Q2O0HNuAm/FNGE3ehm/pWKaQEcWCweHktq2rKmwuA5v6TtP4Kd21e2NPlMkSoqD749hz4DMHEuhLUyFQArsSgvnWjlVXVZeBqyyK2cgjOPnhcwQAXY9apPrKsJiFjs5PHIjcf56Y7YOlARdTyppKumsTMp4hmepCq/Y72rbnKHODh1Jfxh9vb3QgwpEzVG+2Q7IUXD4VXvN7wmVAMyO4pnWCjJ/BPUhAjMPk4O3zXHcsRXJJB7NVzPTrnjxmXEsQWGyBPtWG8aP7OEWU8dug5EAi/ReJt1WE81HMJL2BA/9KoHiJh5j552RmTsgOJJ4okWXNQbEFTB9Ze+wr5UpAi1QQeLjiarAzUaT7BBu3WAGz77R4/oZ0GagIAkTTdjX4Ns24ZQAl5LGuL1tVgalFriXgeR7+Io9nnrRoVi7jp6eHES5vhvgNwfdnCDn9KrY+ZdLI+eoKTTVyJWCbIpp8QFOQg1DkIIg6BEiQeUBlfvCiH0vV39539f/Q35p3Ug0Vja2eAAAAAElFTkSuQmCC) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD2ElEQVRYhe2WX2xTVRzHv/fvaW/b23ZtN9ttLd0WIHOBiuEFg9IQIzwIqIkaQ2J8MCY+8KC8kPhg4utA49uSvRD8k8yMZAoGAyQjPhiYG0whsKYOsqmYddXR9q73X+/PB/XqFR627ia88Hs895zz+f6+v3N/5wCP4iEH5+dmH5VUUgWGKJdHVMwiJuQQEjOIiI8hxFJQ5A5Iggpe2OxyRT8FMN2GLMYQ5ANgFIREMsISQ0iUEeRkiJBgtGTPGl8dAIDT17ZSTMwioWSxvW/Us7+u3yJDiCIqpd1x3m8BLxZucZ2BMJKBMFaWhum/3zQKwuIUz3xfSwAAN0p7KC6FEUQEsc6jHgcsIQzbCXrm++pAubSNOhCF4sQQz3zgwn+rzhIANLkwmk2PKf45MH9zEyl2B0JyDJH8xy7857uXSRPDKJkareqAbaz6L2BhNkkhJwVFSiA4cNKFzy9MUkNUYUspmC0Gq9WEbemetRsuwZvPTFBcSCHCJRDcPO7CS/PnqC5FsSolMaSonGYZ0MxVaEbDPwGjxw6RsrwLei0LefCcC5+9OUE1sQNNqQs7YikOAHarIa6hN1BreAW0XYJvR3bSUiUE0WJI7frGhV+5PkYNloDJ0igmM56/4EC2/76+05YDqdQcLS73ItFr4XhJdTe9NPspaSyNeiCDYlfvmprcugW8f/gw1dUK0lsN7Hl9zIVMfHeKqtSNlUAa+zJ9a+6w6yrB3HScdGca39+bRPGlsy7k3be/pukZHslBFUcKA+tq72t24JUXjtGvzRxOfb4fZ756z4UUnrtAmQMM5XIMR4o71n23rMmBYq5K94xx3DFyGD5xwoWMXB0nQwrCDmfw2b58Wxebx4FI91U6+njV0yuf2vsFrZCBqtmFN/ZOuJDhH87S70oOtxfDeGdTe/D7BBiyhmXTxMwhnQBAGZik8vVtWNIbmLpw0IUcfO0SVYNZLLcS+HD/9g1d6R4BLb6CmXoFAFBI/0ThWgYJKYJflv59wfQP3aCaIuPKJw6OD7af+T/hOQMt6zY0pxtkAj28CoERpu90upAtifNUseowL9tY/HFjmT8wuNxJSiSmCABGnjQ8Z6Gna474LaeJ7xujB69uLzwl4IQIgL9eLG9NMzfD0YJOTGBwWiac+Zd9zdzbB3gFlqh5hs7vNCjCOKRkBSi/6rvtXgGCCUEQPEPPTjHubg3oZBE8nf/DV/uB/72Kxf5JUhtJfPnEAMQWh4sLwBmzgSEhBPA2no9KiKvA7ovMNyc8fwEzQ8ix5N/SCJzloGnbSAki8jKPnm4HXMv/w/8oHmr8CfqaTpTbF+5vAAAAAElFTkSuQmCC) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwUlEQVRYhe2VT2gcZRjGn/mzszOTnZ3ZbPdvkp1OA1GxFg3+QWLYCB4Uba0nsYKVooJHsYKeRWtAq0g9WZAg1YvBao0NiNpKg9imxoImJiSxCdFNs012N9ndmcnu7OuhMslQikk6RQ99jjPfO8/ve+b93g+4qf9YjJ8fu30iTBoXhM4YaOEzyHA64nwaCT6JaDAGTWhGEx9GM9vh+rJ+AshWHWFbgrYqQq1JaKoLUJkgQrwAhRdQGqmjXhc8NbyfAOd2VZmnf5EpzIuICEEc0A95Ej7RO0bRzqCnxtcEAODYnb8zSTGEmBjCUPFtWv9uqQg0rPCNBeid6KGkHEJcUtClHfQkYKQ1/PFJ8cYBvDW5i3RFRUrW0BN53TWfWLxAAJBeFpGf81r6BnBoejvpoWakQhqy2vuu+W+5n4jj4/jmixyNflUE8+uq/wDvzG6jdjWGVjWKrNLnmv88e4pYPgHTVtGYZmHlOSQln5vwyHyYjEgMaT6ObqnfNf9xepCYQAqmrWFnXGZGJy1MrdRQDzj+AXy8LJOhxRETknhAHXDNH4t9S9XFBGw7is5WjQGAlz7QmSm7gPmF1Wt/cDPqtyU6YRp0stTlOWoHugfoYeEH6vtwjK5Vu15bSuBYRaJaNQ67mMQj6pC786OvfkeOJSPv5LH/+ds2NOY3PQkP3nuU5t4dwqXBLA6fedY12SN9T6GaCCMZRp/zoK93jKs3W2boa2ORXol5430qNExZ4Ut6b9/whmJfrw2T7lfP0Z7krbiHAshMiG7dc4nzxNkBzFpLOGn1bHrnG+qBJ+WzlBGbYThe8yG9QPcF26Dx7JbMrwJ4JnyWuo93eGK8nxsgMcBB5gV0Tq6Z27tHKB0JIMZw6L28c8v/3AMgt5WQOLwP/TsuEgAU200iLOGStYzX/mxbG693rBBxQIpnsXcmel0N5wGoVAWwow+BY3lYe0donKvAdEwM2mtd/VnHMo2ZJQCAOCxfd7d7AGoLMoKWiFylBsYB5p0VXMALrsmRzF+0YJuQAIjH7/LlqHkAwryA/GoZL+YMBg3C41OGa/JGaobGVwownRoenWz17Zx7AJKSAuaf2RQc6HRNhttKdL6Uw+WaiZfn/DO/CsByaqg6Fc8COztFCsdh3i7g0/Ldvk84D0BCCMFC2bMgeLqd0TUHWkDBbvHUpifdv8lzFxiKCr3Qgh3cafqoaxsgXrk62YtlKDyPSEDF53qFnhhv8i0JD4DtOLhFiYGIgIZ15WGVQbkUx3a5AoUVUG34dJ/f1P9FfwNcIlLUHhgODwAAAABJRU5ErkJggg==) 15 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzElEQVRYhe2WT2wUdRTHv7/d2fnX2ZnZZXc7XWD/VERToBrARBubQAiRRmOIB9QLGi+IRyUawdCDRI0xMWljEyMxa4wHMTFgg3KwkRQbFGIEPFA3y1IpLUpd7O6229nu7DxvE38x0XY7RA+868x7n+/v+95v5gF34j8O5mexNXmdIkEJWZZFSkghHUzDEpKwBAurpDjUmolVMRPxwHqPG/BTgGo7MOoKIosyjIaCNkeEwSRogghdEDF/GXAdkcsR/BSQ766xrgsqGYKMiCjhhfSbnMNjX14gpylxOb46AADH7x9nlqwhIWsYmX2HuIdTBmZ/4Lvuu4DD+W1kqRoSShg7zAMcLTWr44/J2+jAa4VuyoQNJFUTuyKve/Dx0kUCgMpNoPFN/fYIeLWYobQWhaWZ2GUOePCfbnxPIcHC1+9P0uXvKjBCQS7PlyHsvxajtGChQ0ygL/yRBz9/7TQJgoWFWhjuRAlFcRE6a3C5K3bgyK86ZSNxZKc3oy96zIOPFU+REEpiYcHAxg6VTd+o4u5OBzenbf8EDFZU6jQTSIgWtm8d8uCD/cMkUAr1WhSbUyYDgGdzXWwu48A8zw9hy1/Co7ZKMrVDXExijzHm1Xlj30nKPBRGx4P3YPu97f9avyUHho4+TqW+d1EvruPgb7/4BTVrOmY+ZkuCAy04MJKeodH6JF7Ru6DmZS9/aN8JIlFD4EcF+7/tWXLdZd2CT7K/UTygId2IcfBD3efInqrg0riEXGHpcGAZLThgXqIN0DAjuHhuOuVBPlg9ReGYiGpPBLnCw8t2dEkC9m/NkRmSEAkEsOPnNg/yy6Yy6S7QdAT0H9zS0kBzAp7fOUhPHHya+4E8+d5TJEVvwXYdpK8oHsTefYbiigsmhXBodGPLt4kTULmyGm25Z3AsVSQAOHnXVWqXtmA+HMSR0gYP8mmmQAAQDJawZyKxoqWGG8La9SiICHl9HvVHR2mkWoZ6ohsDw494kIGOqyQyF6wJSGfXrXij4hxYI+qoNOfhOjaoSjBtE2/9Bb5XOUt2s4kYKZCGe31Z5zgBRkiCyoI4XH6AQSX0nMt4kMdCX1G5UUdG1dE7kfRtl+QE2K6DOXcWACCf2uZBCp0VqrlzCLLGinv+jwI6tSgY47coe/cZWivVoAVMfN7Y6Sv8bwKsUBvWSmnuBfl4L4MLhIMSXjIu8up8CO5En2V+p/FqCWCEl++bA4UXwMoKpq5vwoe3CpADAlKyjr2THb45wV3DdkmBxhIo2BXAtcGaAAI2EosulGAIKcnAelX3i30n/h/xJ9e6Qwwp0YC+AAAAAElFTkSuQmCC) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4ElEQVRYhe1WW2gcZRg9c9u5bnZ2N9vdTbvJbrf0kjZxtVEs9dYaWESiFsEL1YJURHxRoWmhD74o2NqKKKQoiFgxICqxUJu2XtqGIK1LCG1QcyGpa5MmZmtCku2kM9nL55OTjiDkMqIPPY///P9/zne+7z8McAv/MRg3LwsOVJDOiUgyCdTw1UhwNYjwVajiI6gUQ/B7AtD4CoTZtTYv66YAxSzCb8kIzEnQCzLUogc6I0LjPfDyHrB5DuWix3GGd1PAcP0ss/GiQj5eQsAj4uWaNx0OZ1r7yX+nk9JVBwDgVKqPiUoaQpKG01OH6eZv0oyG60Pivytg78ADFFE0hGUv0voehwOqycPsce53VcCewXpKeH2IKjqa/K/b5L0TlwgAsvkSZmedlK4JaO6ppRgXRkTT8aj+nk3eM/Yjefgovj2SJcYq4DpM9wU0X6mkdRN1SPSlsMN71CbPXDlHAh/FDUNDOeZDIc7DGJxzV8D+3yso4Q9Bzq7CIw8dssk7L58iQViJG0YFNlUpjJLwwGBNmJ3O6FmWgAMzCq3WV8Dbth07n3vbvrn9wjES+RpYhh93xHUGAO7dpDLG1Tyo4FL2vZNqow+H6+iT6a2Op9Z64Bh9feYCnf1lnP7p7M1YkgN7Qx30ktUI6ew27PL9YJd09P0vyRqpwPAJBttqw67GvI2TayapJTxE1paMo8JP27+idzeepH0NmQVV/hcWFcXnE9P0q2lgJa9APJ+0Kzzy4jmSYiugCpM42HXXoipfcAuatW7ieR7jc7N47GrUJvkgPETTUxImRxU8f/GeRdu+IAFPtaTJohJYlsWruTU2ibE5RyonolrR8EI6vqSeO1rwSsNhGs378Xn/bvuyp1ueoUBXAhLLY3O/bK9bTd8QBnPYISehfrRqyQPncEAdiQCNvXjtiY8JAL578nuqzTyM1Sd24q387TbJF9GfCTM8SM5BHZKXNe0OB6asJMg/BulaAOZ9HTTQF0etEcPjufk/mEPBXoqIPgAFSN2pZT81h4CiCUx2swhzIUAxkCQT9ZfW2SRpto2ishcyq0DsWD458LcWeAUOvl1bsfv4FgZsCWrnPPmDTCuJbBERSUHDZd21kHEI2KCGce3gGABAak/PD9yGCdI4EQono3Ew4GrCOQSIHIe1wyHHBuv+M5QvqAgKfnxmNbkerw4BMiMgWa50bBA7tjNZroSQEMQbgZ8WFbMLgWMIq2UVcUFGWPyNnk3kUWZHwAgiylngtCBgvRpEV8ighn7VNSccAlI0CtLGUVdOocz3gf0jhnL1GDi5B3ez62GWSrhtLucW9y38P/An0VM+bp01jF8AAAAASUVORK5CYII=) 15 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD10lEQVRYhe2WW2wUZRiG3znszs7szu52t7vbw263uxZISqWmNsYmIvSGiCHxQkyMpIKmEW680Kg3CjFpDBce4vFCgyYgCDFWRSmpMRBIkMZQQaC4ZSMttGZ73p5mjzM7nxcNEycxKV2m4Yb3dv7/e97v/b+Z+YH7usdirCzmTsZI4EqIMWHU8TVo4KII8zWo5asQFALwcRVwCx7UsmsNLmulAS2fhlgAPEUePlWErNnhZQS4eDtk3g4kdKj/mJG8lQayG+aZ4J/V5OMd8NkFvBndb0p44OcEzUybDViaAAD0PzTIVDlcCDlc6J57j/77zLXRDTtnW10DncnNVC25EBRlPO19zZSAQwqAWbCvnoFdf7VQTPagRvJiR0WXAR+YuUwAoEzqsA3ppj2WzcBzQ/UUldyodnrxvPyxAb849juJfC2S40XKTJbw01c3TfssSaDjVoDWeAKIePx4UT5owM+PnCGRDyM3L0FJs5hN57DhQc5aA7vG3RT3VSIi+9Epdhvw00O9JNrqcPOzWTTVSczCfBa6pAEdTusMvH9yCzWmGxHtfwSd9l4D3pM4Ti4+jsKcG1vfbmIAYHObm1GKeeiSuUbZX8Js63k6yAxDcafx+qmXjTrH9v9AfMgP/8Pr0N4cWrZ+WUP4qfcKsb7riF5qxZNT6wzIocPfkvaBiELWh+2Dy8OBMo7gHecFElgNjK1ogn996XtSSxVIJSuxc7DpjpNdkYHDgeuU1YpY1CYh9OwwIEffOkHsXAy5lA9vKK0rOlZu+SVL2lN9hEbSWWgEdOW2GJDxuEKLVRkkp4BX960MfscG3nX309RCBpPqBA7pzxgQtfkiDWQcmHDYsOfA+rIG2nQEe9d/RP4LYdMP5FzjFQoKIobVa/gRLxmQbHyWSp5ZiCji2ZPxst8mk4HRyBTC9jZ82PElAUCuvYdaWA1BXsIp7DMgX1RcpUHSobM8WkYjd3WpMRkITz+KGG3ELVZB/vFfiHXNg5OvYutYzIB8F7pBE5qCVF6BdGbTXd+oTAbq/45D/5zHCLEg1QnoBKFvpwF5gT9GqdwiJDiwbSxq6XUOAPCJ5zLtdvQuxd92zjQLu/kT9IrwK+0V++j/d5cnUwI1ooxWZy0AQOx7zOjwj/ppcnIiwvZKdOXarO/8tkbXKpRvyJo6LGw6TvmGaTrgv2Zp57dlSiDEJgBvt2mBcPYphisNoFkO4LfIhOUmTAZUpwsM44e6ZpgK7UcoVb9A+SeOkh5PwQbAL4ooPPDN6s0ARxzAe6B7E4Au4HRmDMzM0iXyRl5BTtfAhPxW8u/r3utfLdFcrEZ4XjQAAAAASUVORK5CYII=) 15 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1ElEQVRYhe2We2iVdRjHv7/3ds57O5edne1suqkoS2yabLVIXI2MKWiIECXo8A8XBF2gjIjEKCPaHxMk/KfByrBhSUKBmASySm0smBdSm2uecq21LQ+7nMt7Lu95n/4Q3vkjhJ3thfrD58/3fX7P58v3eX4X4H78x8G8LBYYOkI+sYAVTEOtpGOZqKFaMhCTVER9JsoUDQFJRZ1Q43IlLwXY2dsISQr8AkFzRCiyCJ+sQJH8UKQiZJFBsX3cGk8dAIDVl/dTraRhuRJEV91LXP3B7AgFxSiqZNX9LngtYHD9+8zwO9AMoHP6M7r7n0pByJbM5XvaAgBoGdpHhubAVBleD+3mHPDlVFDK4fI9dWDd8B4KmjZCmoD3wi+68CuJOAFAcYqBWZwp3jmwPL6DyjSGkC7jQ/OAC+//6xoZTgS/DeWJZRwk7Yz3AspHWiiqC4hoCj5VO134dyMXKUAVKE7IEPMCkgULVp4XsOgWvNPaRtGwgoip4KTa5cLPxPsoiCrY4zLq6jWWTucwk7YwM5vyTsDGExtpaSaMmGLgjHLchX+77UsqoyVwxmSsbQgxAHiwWWczqSySeXsxyLmoGFtDH+x8mn5seoubqhNXv6dzm0/Thd4Jutfau2NBB9FHD71GtgI8kKjBU/FX3Ro9V36gaqcK0oCF5vZ186pdsoCjaw5Q63QUv88GsSG1x11/7FIfRVJhCLd1bNlRM++6Jc1A+EYLobwAQyty8N5dJ0not2C+faEkOFDCNmzu2UnJv1VUZ8sQGJ6zvbB6JV2/WABFDTT37i3Z0Xk5cGNJNz12NoZluXq0/vSGCzkkv0kOewHFRBFPHm5a0DxxAn4Of0K5vY9w09vecZAi6p94oq8eX2/a50J24xkatROYzoTQMLlrwbcqJyDgd4AKA7mOTQQA28+dooZBGarxBbb+0u5CDuNdEiBgipKovPX8oq50ToAsEoo30yDdxNiq/dTY+SvWD6+EfvmaC7lae5wMQUcAJo7i80W/JzgBVk6APX3nulQkC5vPV2DD+WddyMHn+qlcSmGppuAIuj15zHACMraM7Ojj8L/8FUNewaOJud7equqm1oFLgE3YknrFs5cUtw3/SNvQkgEAQHm8w4VM1HSR7ThQJnXEZts8fcZxDqSLeTiOn0sotDWSJoxCFAkNHsP/JaBSNqGzci5BPjbAlKZvIMDCWblnXhdMKcG1QGaAnbeQO7SVUMiCXb8JengtMDkLqX8KphzBKeqmbXbpJ969gnOAMRsW0R1ZeQeYyQPj4wBl4dc+xqpYBo2VCa/Y9+P/Ef8ATeVaCOUfipkAAAAASUVORK5CYII=) 15 15, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur73189 1.6666666666667s linear infinite forwards;
}
