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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 6 0, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 6 0, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 6 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 6 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 6 0, auto;}
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50%,58.233333333333% {cursor:url(data:image/png;base64,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) 6 0, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACSklEQVRYhcWWsW4TQRCGP0cICSoUu0mVB0BKjWgtXZ6Bgo5ii0gkZSpPlzIUKa4Ij0ERC4t3QDIVDQUECQNOhJLIiX0pcrta783era04jGRFu5nb/9uZ2dlt9Xq9gv9oj7RJEckBA+QiYlYJsBYTb737DGDK8cMAWPGN/QHF7hYPAeEAfPHTgy4Axe4Wb/rfVgrhR2BOvNw9x9mmg9AWEJFcRFgWcM0uAjjxjf0BgBXmONvE9wvMdLK3UcAkAMrd++KPLy55/+XMQWhRsECzq391gEkAFZs8fTI3/vDp69zY1sz6y9fM/v7g2fMMlqgVC5CX4bd/nZXhd/OegFl/8Yrp+S+YTQEchPVLqY1W2AlFxKUBXF3kgOls7zE6ObRjAFOKAjAe9iv/s3OxhqalID896GJ/vnhRQLu7A3ehNkBeCoRCDsyPimaVVqyQGhHJRyeHpt3d4ffgyEGJiBER7dt8POzPRSAGUUlBAKN9GF0swa+SiiiAFe9s71HcXDM7+0lxec542EfJO0Bl3h97vnMQKoAvzvSa0ccjVaROLAYXQminIKx4dXd1MDF/O+9DaKfAtLNm8SZLSI2BSCdsTSdJIvdhKsDNn++NH6YU4tIATC6SFwga0cIWvYxilrrDVD+1Fded9XAuaLm1vtbPvzO0R6nr8ctUf6q47QNqClb9FPfXr6sBF4UwvFpkarqeWyO4rusBwus2ZnbxpqKLvQtqb8MSZOGzHQPwr25rCx/D+7YUgMY0NJmWe2uNKYDow2QRi74JkwBWabc1fIJojI5ScwAAAABJRU5ErkJggg==) 6 0, auto;}
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}
div.testarea{
animation:rwdcur212010 1.2s linear infinite forwards;
}
