@keyframes rwdcur18751 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcklEQVRYhe1Wz2tcVRT+7o+ZzHvOm0ySaVrSoWTSQUMWRdwWRRe6EkEh/0Ai2bh058KtQlfiQkh1/oG4cqUlRRFaq4Tgj1IwhFTToHHSkUwn8959d+49x8VMNBYzTUa0m/ng8O6D88733XveOecCQwwxxGOGGOyzmgQwB2ASgAGwAyxs/w8CajMA3gTwMoBcj9wAsAB+ArAC4GNgIf4PBNReB3Cl93JIavB3EUYIv8Os3gEWNk4SVZ7EKQw/eCufb78PgI4Qxg8JMEJ4EwRpqVLZfS+b/XD2JLHVo12uPjc9Xb96/nwd1oo0ScKjxAmAtLv2yciI5Wp1++zERGs0CPwl5168Zsz19F8IqGFmZm91bOxBQSlDxeJvqtOBiePR1hERKcBG646rVO6Ux8Z+n9CahFLSax2oRuP6OgA+jqFvCiqV3dfCMD2nVMcBlgCDcvm78cnJOyFAR1LhTbm8Nj06ujPFnEohHEVRuxiGyeVq9W3dj6OvAOeyL4ShJWZHQIeYO8RscebM2lSpdKsEpBaAmZr6sloobE57n0rmDnpGhUJcjCL/TD+OY9UtLS3p1VU3zexJSgIzAfBgdiCyOoq+qnY690kIuCDYetL7vFPKEeAJ8AA8ZbNpToiR0kAnsLy87IgglWInRNcAJnQrgYQAhEikEI4AhhBMolvU1PMnZlitpZyfnz+Wp29+vFe7zMJKKSSzkFJKSCmhlHZJMrfZbD67BrDJ5b7ez+fvXZJSOinhhBBOSmG1lpbI76+srNCpTwAA9vbCz1ut8EBK5ZTSrvvMunb74ma9/vw3zOED5uigXr98a39/9gulMlZKbZVSVkppjcnsBoHv26L7lmEm89J9pfQrQWCl1lYATM1mafvu3afXvc+2AWUAxMyZpN2evJfLUbNYNGe1zhghgr12O1y/efPdzwYW4NynrTieH40iczEIOrrZjH7d2Jj91vtMG1Apuo3IAEiIdNJqje/kcmiMj9uJJMlv3Ljx1EfAJwcDCwAAold/aDSemMtkgK2tCz86p+LDnePPLthtSEQqbjajX4iyP9++Xb5GtLT5qPgnHEa1KQBvAKQBafHXzh8eSr011wF8Dywe+/OdUgAA1ArojuEL/0x6aLwFYAtYPFHUAS4ktXMAqgDG0S3jGMA+gDrAO8CiPX3MIYYY4jHiD1imrw3xnDcAAAAAAElFTkSuQmCC) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur18751 1.3333333333333s linear infinite forwards;
}
