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12%,15.9% {cursor:url(data:image/png;base64,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) 24 1, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 24 1, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 24 1, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 24 1, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAItklEQVRYha2We0xUdx7Fz33NDMPMMI7CsIIIIy+hqVinQBVKheDGR3YIq67RwK6pbUnt1DSVGJMlsdlNVqMbDWh8RK2PXRl0Q2IAFbGWgpFHqNiCoBkQnK7DKPLsODPM3Ht/+0f33oAOLpvdk9zkvn+f7zm/FzAHnT9/vnDdunVk7969vRcvXiyZnJyMnMt3cxE1l5cePny4oaGh4VhFRUWMIAhIT08XzWZza2Rk5G2apr/Jy8u7HxERMf5/BfB6p9Rff33m04cPH5Veu1YX4XK5QAgBx3FgWRYAQAhBaGgoli1bJppMpnsmk+lWbGxshcVicf7www+a+vr6z81mc3Vubu7D/4rq+vXrK/ft29dpNEYSvV5PtFotUavVRK1Wk5CQEBIaGko0Gg3R6XQkLCyM6HQ6otfryfz584nFYvHeuHFjAwDU19f/pri4eKS3tzdltrbY0dHRhQaDwfnkyRN9XV1docPhsO7duzfNbrdDoVDIlU6XIAiv3aMoCizLorm5WUXT9JXm5uZt2dnZ1Z9/vstXXl6eDKAnGAB14sSJY2NjY3/o6Ohgm5qaFBMTE+A4DiqVChRFwefzgef5GQ3RND3jWoKU7tM0jU2bNvmioqJ6qqqq0r788stff/TRR7eCAoyOjrJ37tz5tLW19bfNzc3pHR0dKpVKBZVKBa/XC6/XCwBgGAYsy4KiKBBCQAiBKIryufQOTdMghMjQn3xScnfHjh05b72VygcDYA0GAw+gfGJi4hTDMAP379+PZBgGfr8fgUBArkihUIDjOAiCMOOZBDC9esmVzMxMFBcX/WW2xgFA9tJutxdUV1dHsiwLnuflAwA4jgNFUfD7/fB6vXIsPM9DFEXZFVEUIYoiJAdbWlpw9OjRM319fcn/EWBiYuK9n376Sa5KEAT556IoYmpqCl6vF36/f4blDMPI/YKiKPmcZVnQNA2bzRbR3t5+PBAI0LMCeDweurOzM03Kj6IoCIIgVyYIAgKBAARB+CU3loVCoZAzl+yf7gTDMHIkDQ0NH4yMjJiDAjgcDlRXVx8+d+7c+8E6FoAZVrMsC47jZgBMd0GqXgImhKCurg6Dg4OWYAAMRVH1Fy5c2BofH4/Hjx+DZVmIojhjrIuiKFuuVCrBMIyct9RPXp0lpX5C0zRUKhVevHihLCsru3TlypXADAeKioq+On369O8KCwv/IX0gZSnZL0nKFfhlMjKbzYiJiQFN00hISJDdSEtLA8/zM+Jra2tLb29v73rVAXb58uV3AaCpqWm5QqGQq5WikERRFLRaLTIzM7F48WJER0cjKSkJZWVlWLRoEVavXo3KykqYzWZs27YNvb29cDqdEEURRqMRlZWV1/x+f+XBgweDJQE4HI6UrVu3EoPBQPR6PVEqlYRhGPkoKSkh7e3tpL+/n/T395Oenh5itVrJihUrSEVFBXnnnXdIaWkp6e/vJ3a7nZhMJsIwDOE4jhQUFBCXy7UyWLusdOJ2u8elLKUIJIWEhEAfFgaPx4vvv29EYqIJly79DbGxsSgpKUFNTQ3i4uIQExOHb259B0GcwujoqOzcwoULe2iavhsMQB6bjY2NOziOm3x1kQGAjRs3whgZCZ4XIIoAz4vQ6/UwGAxwOp04cuQIMjIyEL7ACK0uDG63W57CWZZFamqqPyIiIqjzMoBGozUWFRUXrVy5UnZBUm5uLiwWC3w+DwwGNaamXmLPnj149913MT4+jpaWFuTn52N07BlcLgeysrLk6VkatrNJjqC4uGinx+Oha2oS+lpbW+MlCEIIXC4X/H4/1qxZI08wAODxeBAVFYXx8XF0d3ejsLAQ8+fPR0dHBwRBAMdx4DgOQ0ND7PPnzxHMBXb6hVqtFm/cuHG8qanpr48ePZIBbDYbEhMToVarYTRGgqYpDA0NwWg0YteuXTIMy7JwOp2oqamRF7CCggLXs2fPFN9++20agPuvAry2JfN4PJrLly+3ffbZZyl+vx+CIICmaeTk5GDLli1YunQpoqKiUVVlw8DAAMLDwxEIBLBq1SpER0fjwYMH2L59uzxsDxw4cN9sNlt0Oh1MJpPjjQ782wX3jz92FaWnp39PCEFTUxMIIWhsbER3dzeysrKQk5ODefPmwWg0QqPRgGEYhISEoL6+HuXl5QgPD8f4+Dg0Gg2WLFlSm5aW9lrDkoKuUOHhC9zx8fGTGRkZtQCgVCqRn5+PlJQUuN1uaLVaxMXFwWAwwOv1oqenBx9++CFCQkIQGxsLq9UKhmFQVFTU/fbbb1fM1jgAMMFurlq1aoUoii82bNhwxul0bnc4HNTu3buhUqlgtVrBcRySkpJgMplAURRCQ0MxMjICm82G1NRUJCcnD/I8r//iiy/yFi9ePPAmgKDbckEQFDU1tSXDw8+/WrJkif7jjz/GwMAAkpKSsHHjRuTl5WFw8MlgdnbW487OztypqSkMDw9Dq9Xi8uXL0Gg0oGkaW7Zs2WaxWC5NHzmv6rU+AAAMw/h7e3sdQ0NOzc6dO/Hy5UskJydj//79YBhW9Hg8rSkpKWUmk+m2z+f748mTJ9cCWKnX65GRkeFeunSpk+O4mJ9//vn3dru9FcDjOQNUVVXtfvr06bLBwcF1breb7evrw6lTp9DV1QWapt3ffdf4p5SUlF+tXbv2NgCoVKo/b968+ebBgwdb7t27R+fm5mrGxsZYiqKeBwIBTU9Pj+5NEbzmzeHDhz0ul6vT6/W9MJtXrDYYDNi0aRPCwsI6urq6ju3fv//vtbW1tfy0vfqDBw+eqtVq14IFC95TKBR8YmJiZHR09IbJyclBiqJEm83W/yaIoGpoaLhit9vJzZs3yaFDh2ZZQ2cqISEh1mq17mhrayOlpaWzbkSnK+gwBIDh4WE0N98Z1OnCcPXq1Zq5/Ozs2bP/zM9fkz02NuZav379+/8TgFKp7CREPO7xvOQzMzPT5vKz7OxsXqlUxDidznGfzxd0+X1V/wLAiiKhURTgGAAAAABJRU5ErkJggg==) 24 1, auto;}
32%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI2UlEQVRYha1XfWwT5x1+7sN3/jg7Thz7kjrGidNESaFZMIiRirYkRc1oUd3ipq0EQ6rShsA0ZRpbaCv6tY4KDXVigTIYFQkf/aIMWgJlEAppBIHRZkGEhA8H50N1EjIvBWMc27m7d39Ud6XUSZm0R3p1p3vvfZ/n/T2/33vvUbgLDA4OWrdt29Z16NChnIqKitHc3Nx9lZWV+z0ez3GGYaS7mWMyUFN1hsNh4dNPP1sWidyo7u7u9u7fvx86nQ40TUMQBPh8PiUWi53Mysr6V2Fh4RcLFy5sS0tLi/xfBJw40bq0qanxnc8//9wRj8dBCIGiKAAAhmHAMAwoigJN0wAAg8GA+fPnJ91u99/eeOON1RcvXmTb29s/u379enDx4sXLCwsLfzpSExMT7IEDB55cvXp1y8yZM0laWhqxWq3EbDYTk8lEjEaj1vR6PeF5XrsajUZisViI0+kkb7/9dsvo6Kj+22+/NVZXV//70KFDT07Gye7cufOlrKxspaPja/uLL764uK2tzTM0NASe58GyLGRZhqIokGX5+7BR1A+aCkVREIlE0NDQsCA7O7vF5XKtD4fD3N69e+lJLTh69OgDra2tf9+zZ09Wf38/GIYBx3EwGAyQJAnj4+M/Cr0KQoh2JYSAZVlQFAVFUWC1WiEIAqZNmxZfs+bV4gcfnNc/aeivXbvGtba2zq+rqxswmUwkMzOTiKJILBYL4Xme8DxPLBYLycjIIOnp6cRisRCj0UgMBoPWbzAYiNFoJGazmQiCQAwGA5k7dy758MMPfzOV7SwAiKKYDIVCY9FoNEcNuyzLmJiYAADodDowDAOWZZFIJJBMJiFJ3+eUaoOamBzHIR6PY2xsDOPj48JUAjScOXNmjd1uJ+np6cRqtRKLxUI4jiM8zxOz2aytWqfTEYZhCMMwhGVZwnGc1vR6PREEgYiiSGw2GzEYDKS0tFRua2v77WS8WnIEAgF3MpnUOiRJAiEEFEVBlmUkk0kkEgkoigKKon5QigzDgKZpLRKEEOh0OlAUhd7eXrq9vf3VaDSaMamA8+fPz/jyyy+fVskAaESEEEiSpNlB0zR0Op1WJXeSq5YoiqIl6Z49e6zDw8OLUwpYv379A5s3b275+OOPrYQQ0DStDVRxexWwLKutTiVSV82yLFiWBU3TSCQSWgmHQiEcO3bsZykFcBz3utudO/baa699I8uyJkBdkSzLmiCapsFxnEasJqv6Pk3TWqImEglt91QUBe+//35NY2Nj7Y8E1NXVVb788kvTXS7XPlmWtZWpta2Sq16rEfF4PFi7di1mzZoFiqLwxBNPgGVZ8DyPlStXguM4TYDJZILf749FIpFVdwpg1ZsZM2Z03nfffejr69NCersVZrMZer0eoihi+vTpqKqqQjgcRk9PD5YtW4ZoNApZlmG325GTkwNRFBEMBqEoChwOB6qqqt7MycnZMKmA3NzcfSUlJe/29fUZb4+CCrfbjT+8+RZuxSZQWJiHDRv+jGAwiBUrVsBms2Hjxo1Ys+Z15OXm4/SZNoyMjGi2uVyuMYqitqfMAfWmpaXF29vba7w9+1UUFxdjwYIFyM8vwBfHTuPG9SgYhkFtbS1kWYYgCKiuroYtIxudnRfh9XoRi8U0ATNnzhx0Op0pP9OagKtXr9b5/f69drtdG6iiuroajz/+OPZ/uhfTZ7jQee4rLFq0CDzPIzs7G36/H2VlZfjPWAgFhdkIhUJapbAsC1EUU3H/0II5c37+VlFR0TdnzvzzF0eO/EO4PQJWkwCPx4NZs2YhmUyC4ziYTCZ0dHTg1Kl2rFy5EuXl5aioKIfZbIYsy3jllVfAMAx0Oh1u3+B+Eg0NDZ+lp6cTg8FAWJYlDMOQmpoacvbsWRKJRIgsy1pLJBLk0qVLZGBggITDYRKPx0kkEiEffPAB0el0xGg0kocffnhi+fLl106ePJnym8De+cDn8629cuXKou3bt9NqLuzevRtOpxOyLCMvLw+CIKC5uRmiKMJiseDmzZuQJAlOpxPDw8N47733QFEUeJ5HRUXFFZvNtkuSpLkAjt3Jl/JIdvz48d+tWLFifSgUQjweB/Ddkcvn82H27NkoKSnBwMAAhoeHodfrEYvFUF5egfHxGD766CM0NjZCp9PBbDZj8+bNB6qqqnyTRTzlSaWoqPiA1+vFkiVLwup+EIt9N/nu3bsRCAQgSRIcDgdsNhvsdjuOHz6CgwcPYseOHXjqqafAMAzKysqU0tLSbZORp7QAAK5e7YXJZOpxu91/NZvNGyVJwpYtW0BRFK5dG0VWVhby8vKgKAqGh4cRCATwx/XrUFNTg/r6eoiiiK6uLvj9/lUFBQUHpxLApHr43HPPiXl5eV9lZmbOLS8vn3Pu3DlQFIXm5mbMnj0boihifHwcRUVFuHHjBiiKQkFBAUZGRtDc3Ay32w1FUfDss8/+euvWrWNTCUhpQWVlZY/Vai2JRqO1Q0NDGBwcRGNjI3w+H6xWK/R6fdhkEoKdnZ3HBUFAIpEYdTgcWLJkCR577DHJ5XJFysrKlBMnTuzo7++fNpWAH1lw+fJlPSHknkAgkN/Z2clu2rQJzzzzDPR6PYqLiyFJ0tloNHqJYZhfPfroo9HDhw8vGxoa0s+bN29rMBjEQw89JMVisUsul6vEYrEc6erqGvmfBAwODr576tSpe4qKii2PPPII2traUFtbi4GBQRiNxqNNTU11mZmZixsaGqIAsHDhwp333nuv4PV6n3c6nXM4jktyHOclhGy4fPny84IgxAH8aSoRKXH69Ol3gsEg+eSTT0h3d3egvr6+Jj8/3zjZ+w6Hw7Jq1ap3mpqavurp6SH79u0rvBuelFUAAKOjo9Nu3bqFjIwMrFu3btWuXbsOTDXR6OhopKOj4/c0TZd6PJ4OAB4AV35KwKR/LDdv3kQwGNyZlpaGvr6+u/rhXLp0qdfvf/qLUCh0nuf5uzqOTyqApum/jI2NBS5cuBCvr6//5d1M9sILL3zd3X1hC8dxg/fff/+U9a/ivxCR+sCUO9C6AAAAAElFTkSuQmCC) 24 1, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 24 1, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 24 1, auto;}
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}
div.testarea{
animation:rwdcur118587 2.5s linear infinite forwards;
}
