@keyframes rwdcur240782 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE30lEQVRYha2WX2wUVRTGf9PtzrB11m13s9RS2oWCSCFpShHLnxCoJGoiCRLUmPjSJ9QH0+CftEkfBBIqSJRsolEU0RheND74qCYQJLGwKRVC0GKFSqG4C6XL1r0Ud1e4PpS5nenObreGL5nMPeeee7/vnjlzZsAFUkrp5rcjEAhK63Kbm27fEUJd9rlyN+JIqBoppdQ0TZu+4fh4UrPugUBQhkJBAGn53cgT167Q39amfHeEkD7T1ADK7OSRUDWRYDVrha5E2ElDoaAisJE7yOw+O/m648epbWtj2fbt9Le1YWWi3E6+dkKfXFkGSGc6DcOLJQKQlu3mMwxvHnnvpk0A/HXiBDXhsBKhMgDAPdgQMHihLsx7VXPpfriSVGoM0zTxeg0ymawiME2/Y6n95F6vgWmayh7atQuAdadOaQBVW7equTIATdO04bHrNOhiahOPl6ZwHd3+KkZGhjEMHcPQKQa7KCu2N5FgfksLAD+vXq3qozeRAGyPoNtfBdqMxZ9H5AaLfHlTM78ODBBtbKRj/370cJhbQ0Mc2r2b1wcG8JmmVm6RhxsWApA0PCSBPz33AJ25N0rSVBCRhkUMD10i2tjI2xcucKi9XZHDtNdwwvCAIoe554fYk77FokWP/m8BpulXmdi/dKmDXAk4ouusDPjUolDuHwCOeHX2oF6IWUOzjS0Rj9TWO2LKrALsP39ROce8c1w3zGayCDFVqEIIsvffDOteDMubmh29BO5nQNM0TUopI8FqFi5ZAED/4AjDyes02NKfzU2RWEKyuSy6oaMbOtnM5NgNQqRV8dq7p6oBuwhAkQshME0TIQSxaJfr5q0dezFNU4lxg9drIEQagEwmp/yOIrREAAULr6a5xWHHz/4y7aTC0YTyRNwW6jsCzjpRCASC0jpRLNqlTiiE4MpP3zhi6ze8mJeh1o696N78TORyGTLZHOOppOIty4tyQSza5Sg+O7l16li0i5rmFmqaW4hFuxz1YiGTcZJDCRnwlE2F9H+7j2BoQV58cuwyK5/vdPju3pPoXn2yLry66+mhQAbGx5OaEIKvPv8IKVFXy7ZOkmOX88hbtnU64r747ENHTC6XcT09TCtCO6xq/vTdbnpPn2XF/GrOjFzHU1HL8YujAKyoreT04N+0b3tWza99vNlB/PWudl5658sCuS5SA6M3EhrA+s1bmKdPtuh5uocz11JsXBxm4+IwZ66l8ubXb94CwMDhPfx2uAfANfUWCuiaxLGPO2Vm/hMO38bFYYdtZcOOVVoKgHNXB3nytX1FOYpOWiKa6pYo+6EC/eH2pT/U+NzVQYAZyUsSYImwxgsqa/LmL6fiDrsU4lkJqIvUS5/PR7nHwwcHDtC6ahUAsb4+3tixwxGbFoKrw1cenIC6SL30myb/3r1Lucej/Ad3tvLKzhimP//vKB6PlyxiVgIqKysBEOm0K3EqlaLc48H0+0sWUbQVW+RueP/NZQXXiXQav2lSF6mf8V+mqMLvf/xBWs+7dc2akjIQO3lS2bG+Pp556umiHAU7IYB+6Ri3xgaUnYhPVfvBna28/NZRR/wcn485ifOO9TOhpD5gjV+NfkdFRYWam5iYyLM/6XhO2Q+sD1hYsvQxxzMdvPC75uabzZ6zQk9Pj4yP3pTx0Zuyp6dHFvLNBv8BP5lcPJRcT2MAAAAASUVORK5CYII=) 5 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
}
div.testarea{
animation:rwdcur240782 0.93333333333333s linear infinite forwards;
}
