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0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYhcWUXWhbZRjHf28+7LNk7WKSZpTaJWVpQx2xXckEpdSJVGK9Gd44vBGcwgQRRFTwRkGEgfiFN4IFL/zA3QgqgzJ1SqeTqljbaaVdiC1tt6ZNalzb5PT0JK8Xy0XVbOvOQvOHw4HzPuf8fud5z3mIwwXgMHWM7oP1ekro2TpLaA16BvTddZLQGnQB9C+gD9VBQhugs5Wt+Ap09w5KOAAKQLFybgJeAE8XnNoJCQdb4AWuvPou4Bh42ndAQgH6AleGwbNg/QGurQWNkFqFDoAD+xuS4Vb9/m17caTnWFovqtfHptTHhmGYNyUwDDwPhQl4ABipVrivRQYfPbJ5yr+nRMAfork5SGZ5nU8+X3xi+LuNIbsCTuDlievAAV56ynH63q6DvlXL4MDtrRxMdGCuGoirsXz6XPakXQFXFFITcOxacICRn9RIq2MjolcLfDozzl3z4xSX7+DMaNouGwDnCrwDzF6vcOaSe2k+lS0+lozdGTAzLMw5mZ5aGTk7rYZW/i5N2hbYbqFlWXNLpvt8oLF4OKg2W8YWApzZ1fLibz9kbLf/hgRExAHMqC5fu3dpnVRfN7c4dz9oXNT9pmkOW5ZVsCPgqAJyBYPBVyORyGw4HO7fsuQHfJviYaIjxvhHWea+zUtzc/P9QI8dOFTpgMvlSkaj0Xd9Pt8er9f7sFLKNE1zEnizr0d37+7Zx8WzadqDebo9fzGaKmJsmGXLsj6zI+Cqci2Ry+XIZDIAHuC1ysFiVpF+4zzxMBxN9tLicaDXfuS98f81ctupdueJTCbzVrVir0fjUBBrDxFoEtb+PEeiQ9uGQ5UtsCyrdLzfeWkgxsD3aeXfupbJKQ4lerFKJic+nGR6XrGYU0zn1a+13ALabuWZmN+KDsTcfDn17zXDLHHZ9FIul1fGltXQ2DJl4As78Kvmod6GSLKr4XERGRQRLSK/i8gjIqI7Ozt1JBLRIvJ2TaHVIiLHRWRORE6KSKIio0VkVER6a8FQ14AngG+ASWAAWGtrayuVy+W1hYWFvYZh2Bo8/81V/x/DMH4G7gHuMwzjMnCkUCjgdrvLtYLfUETk6Ur7X6nlc+1MkOW6CCilnovH47jd7lryty+gtW7K5/NofXOTz7ZAKBRCRAgEAk/W1GC7EZEPKh/h1/US6A+HwzqZTJZEZLBWz/0HuoNV7XDlXiwAAAAASUVORK5CYII=) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADI0lEQVRYhe2VT2gcVRzHPzOzu/3ttk3M5q+xTdIiJUnJtrRZ1NC0giD0DxZv2oMIIlQPgvUgCCLaUy9CEQRzaG+eiuDBP2A8qTSHRuwfNelWNl23cROmGwOb7JvMyzwPu2jB3QiZJOuhXxgGhsd8Pu/33vs9hiADPE0DY47AUiMlzN0GSxgDZgbMSIMkjAGzDOZHMOkGSBgFxq0uxTiYA1soYQMsA+Xquwl4GxID8MVWSNg8AF+mMvU48Aok9myRhMmA+RLMAPiAefDZWekTmyvwNZhUZfJHNxtWU6CRcB6vlLgx8If5P8T5rwEi8kJPT89kOp0+WS6X+33fn45EIr7W2t8IAbsGcFhEJkXkuoicAK7Mzs4eVkol4vH4G8BN4NBGwAGsWh9FpAv4BogAfcDzwDjwA9ANpJVShY0Q+FcFAKo/HwXyQAy4BcS6u7v3JpNJd6PgUJlhvWigH/gYWOnt7T3f3NzcViqVkh0dHZ7neXey2ex7SqkrYQRqVqCac8Aux3GuplKpq62treeKxSKWZdmJRCJWKpUGgYvV5Vp3ap4CEdkFjAE7Ojs7T/q+357NZouLi4vxaDSK4zjkcjmAnYDWWn+7XoF6FegDugAKhYLkcrl3Pc97JggC5ubmsLxpBvb8PTa2XvhaAjNUNt7EtihD6f3mxvCg6QDe3N0JxUXw/+kCl8MI1NyESqk8MPTai9vOP9YefJ7qD/benbV1NGLP+xpsG7wVACsPzIcRqJuuNnn2qzHHd6dOm5nvD5nMd6Pm2HDctLS0mIP9242IGBE5G5ZT9xiOHg4ueN5q5I/sFAv3p5l34dH2R1DOPlzXBe59BnwaVqDuXZBsihzcHjfDgXbJ3YPrU3AzE5R+ySzElFITWutTSqnlTROY/zNqaW2dub9gkZ+z+fm3yMTklH06CIIntdZLSqlLYeGwdifkRiHGtTurT+myKSqlbgOISB5IioitlArCCtTthC8/YfrGXmri4nN8AqgqPPbOq/vb3np98AhwJix8TYGlFWK3fnI//PX31XEqdwLHR7reP9Bqj4z2tPDB2dRHIrIvrMBfOLc+6xak8NIAAAAASUVORK5CYII=) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur165469 1.6s linear infinite forwards;
}
