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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 23 24, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 23 24, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 23 24, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 23 24, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 23 24, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFBklEQVRoge2YXW/b1hmAH36YZGRZNmTKoRImqQXXkTTNLmqnN71ohwGdgwH7A73YD9l1r/sH9hMGFCjaopfFgAxDFwNOLcWU49id5FBypEiKLZEURZG9oFt0wYCiUlC3gJ4bCQJenfc55/A97yHMmDFjxowZM2bM+DkoQB4QL79fKdIEMW8CO6qq/iWKInRdX3Qc5xrQJZaKXmuGP4EwQYyoqupHS0tLua2treDi4iIAKq1WS7Msay+bzT5sNBo+0H7Nuf5fJhFQRFF8f2dn56+FQkG+ceMGg8GATqcTdrtdZ39/PxkEwaMgCE4tyzpUVfUb13U1oPO6k4fJttA4k8ksplKpd+7duycXCgVKpRIrKytCJpNRtra2WF5eNubm5tYLhcLvR6PRB57nXfN9/zpwEzgj3mrjqxJgMBhcu337dubWrVs3SqUS6XSa69evk81mWVhY4ObNm6ytrREEgaJpmtbv99c7nc4GsAT8EfCJV2Q4rYA8Ydxxq9XSOp1O+Pz5czGTyTA/P08ymSSVSuG6LrZtY5om5XIZURQfRFHkAU3g4eW4bwP/upSZGHHSOMuy9rrdrtNqtRgOhwiCgCRJaJqGoigIgkC73WY4HH5ycHDwGfB34FPABgLgT1OMP7VAmM1mH+7v7yfH4zHdbpfRaATAeBxv7fPzc05PT4Ozs7MEcAyEP4rfJp75dyZPPWbiGWg0Gn4QBI+ePn1Kv9/HdV0GgwGe59Fut2m32ziO41cqlaNXxhEBQxCENUCbVmDSZwCgHQTB6fHx8eb29ja2bSMIAufn57TbbU5OTqhWq4okSRbx7IuXn2/k83ktDEP52bNnxmAwSDNFiZ1GAMuyDovF4nt7e3tJ0zRpt9ucnp4GjuME1WpVrtfr/3Fdd0dV1S/DMMwXi8U1wzAcRVHenZ+fRxCEd2u12j9c1504h6kEVFX9plKpBIqiUC6XGQ6Hn5ydnSUqlcqRJEmW67o7hmGkTdP8OJ/P+4lEQjFNU9Z1nVqthu/78pMnTzaAf1+JgOu6Wr1efxCG4Z9FUXxwcHDwNfEDKwKhqqpfmqb58f379+XV1VVZ13VSqRSXPRRHR0fJ9fX1dcuyrkYA6PT7/ebh4WFwWee/vfw9BMQwDPP5fD5YXV2VS6USuq4jCAK+7+N5HrlcjsPDQxPQmbB3mroOA14URUfE9f3HpTIsFotriURC1nUdXdfRNI1EIoGmaSSTSXK5HKIobhqGMXFb/joEvia+Fzx85X9zhmE4pmnKqVTqh4MOYG5ujnQ6jSzLbGxs9JvN5vakuUzUC72CSHwonQPXgPeB9/L5fHFlZeWDzc1NdF0nkUgAIAgCURQRRRH9fp9msyn3ej35xYsXX12VwJi4jheBD4kPqbfT6fQbd+7cQRAEFhcXcRwH13V/EBiPx0iShG3bQrPZrNdqtQbxpegXF4C4q7SBfxKvRsXzvIbjOCuSJAWPHz9WXr58SRAE2LZNv99HkiQ6nQ69Xo9qtZoeDAaPXNdtXJUAxCsRAP8Fno5Go7rjOJ9XKpVn4/G4c3Jy4u7u7hqe5/WbzaZs27bQ6/WwbZuLiwvK5fKTKIrq/Mx7wiQ3sknRDcNQms3m9t27d9/KZDIe8LuFhQV5d3dX7vV6x77v/43/rWQ/yS8p8D3f90S55eXlpW63q8uy/Aff91vAF4B1BTlNhUIsledX8JpmxowZM2bMmDHjt8R3rKYy35rIJ/8AAAAASUVORK5CYII=) 23 24, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE+0lEQVRoge2YS28aVxiGn2EugA3YAeMxdqNAjBEgRSO8qFM5aqssKsXLbLrMT+iPaP9Al11Uqqquu229SZqdV3bIoiDH+BbLpQRzsWGAmeHQBXbaWnZVsBNXFY800izO5Xvnu5zvDIwYMWLEiBEjRrxXpm/agL8iDzh+GogDTyRJavj9ftWyrBbQvX7T/h2DCmgCT4LB4EIqlbovhHiQTqdnNU1LVavVI8AFKIB17ZZegjTwBElazGQyX8Tjcc+9e/d48+YN5XJZ2LZ9nMvlLCHEaj6fRwix7fV6t1qtlgOId2A7MLgH8Pv9qhDiwcrKijsWi2EYBvF4XJqamvIsLCyM+/1+4/bt26loNDpfrVY/U1XV3W63JwCbvgcVrlHQwAIsy2ql0+nZW7duRQ3DIBaLEYlECAaDRCIR4vE4c3NzstvtntR1PWCaZrparX4ohLgLLAO/0w+xznUIUIaYY5VKpUa5XBbNZtMlyzJer5doNIpt29TrdXRdR5ZlyuUyk5OTpm3bFlAEzNOnfR3GQz/pBmZ7e/upbdvHxWKRSqWCqqqoqorX6yUUCiGEwHEchBCVtbW1b4Avge+AH4B9+h7QgMCNCAAauVzOqdVqmKaJbdv0ej0kSaLX6+E4Ds1mU2Sz2WPbtjfpf/3zlWkGmGW4KLiyAEcI8dPOzg6maVKv17Ftm06nw8nJCd1ul0Kh4JJleYPLE/Zj4DHgDGkDMLz6Rj6fJ5FIWMViUdN1nf39fRzHodvtks1mKZVKIp/PjwGNC+ZrwNjp/tNAaUg7hnefEGK73W4fbm1tRWVZfhs2hULBVSqVxObmZqVWq112oAUBQ1GUgOM4UW5CgNfr3drY2FB0XadcLiOEqGSz2WNZljfy+fzYqfE/npvmA1yqqn6wtLSk1Wo11+vXr2fq9bqLIc+GoQW0Wi3H7XY/X19f/3xyctJcW1v79jRhBX8PmzHgsd/v19LptOk4TsYwjIAsy4F2u02pVPpE07SfLcsaqv24SgUQtVqt2Gw2xWmdPwCOLxj3eHFx8aNEIhEMh8Ou+fl54fP5XIqikM/nyWQyzurqahz49X0LANi1bfsVcAhULhrg9/u1RCIRXF5edhmGgaqqLkVRkCSJbrdLLpeblSTpbq/XG0rAsGX0jBL9Mtjm4g7Ul0qlzHA47DIMg+npae7cucPc3Bwejwdd1wmFQloymYR+fgzMVQUo9BP1l8vW73a7mfn5eaGqKoFAAE3TOHsfHx8nFoshy/IjhoyGqwpw6IfP+TKoATOqqiYMwwicxTzw9sTWNA2Px8PExATJZFJhSA9cNQfgz8TV6B9KnwIeILO0tKTJshw4i/lKpfLWC5ZlEQqFiEQiqKoaiMViD3d2dr4fdPOB2+l/YBwIAfeBCUVRZn0+nxYOh12WZWHbNo7j0Gg0aDQaaJqG4ziYpsnh4aFUr9d/Ozg4yDLg9fQ6BXSAGvAcyAkhNjudzt7u7m4QqBQKhbG9vT355OSEo6Mjms0mpmlydHSEZVk8e/YsKIRYtyyrPsimA18pB8SlaZpiWVZckqS7yWQSWZYfJZNJRVXVwNTUlCscDvPy5UsKhUL7xYsXX/d6vfVBNnjXAs7jo593vlgs9lDXdd/BwUEmHA5ru7u7VKvVV8BXgyz4vgWcR/P5fDPNZnOq1+utAE+BLa7Q3N00/6mfZiNGjBgxYsSI/z1/AE8SGP5OpVhOAAAAAElFTkSuQmCC) 23 24, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 23 24, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 23 24, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 23 24, auto;}
}
div.testarea{
animation:rwdcur59357 0.6s linear infinite forwards;
}
