@keyframes rwdcur168058 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE6klEQVRYhe3Xz2vb9xkH8Nf3a0mWZUWRE1spidGK8dLiJJBTZ+YtBFY2cijZoZetkPQ/MN1htPQ8uu4SzP6CBsYuu4QeUroeQlYz00HoWqekmRuC6xpXcWJZk21ZkvXtwZIqOc6slMIO23P5wuf5fD7v9/N9fnyeh/91CXrZNDUDzuElTOIksk11EXcxh3dxc3b6eyIwNSPEJbwpQNKyARlxx4VNAg1FNcu2lFQcF2ngLVydndb4zgSmZpzEn4VihtBvOJG1kByWig3KB/FdAlFNsb5hsbJqs1o0btuqNTTU8avZaXefmsDUjJ/jTw6545CxdN79ZM4kwgMMalQK5sqLxpQsKHser8xOe79nAm3wowp9h5Wyp5wOAukDgLskipSLt83vrMt4KPefSHQRaP72WUcVEjmrmR8690SU1snoyURK/3KzWjDcJDG1nzvaBJoB9w9pm305saHTJvdurlcsbC5aqpXlox3PQNBnJZ62mMobjQ0Y7zoQsTZvbqegriyJH+0NzE6fXhKKyRjLnnJ6zz3V0uduFj+VrX5NVFC3omFFIyqoV5dk1294tvNAS7KnnJYxLpSwm1FdEjathzcNkc673+nziOraxz6rrkn6WmjNHVWXRU6InFB1xYYJWbFa2WMu+c3gB+l03j1DGr//xY0/NrHaEmt+zwnQbziZ67b+35+ba1QkFeTxs9lpH7d0UzPOC7wdjJA5Q3yQ2gbxjpC9svmiZM5kedHK6++fX8FP8OFeF7wkaTmRtdCxpl6xUC2ZsGoMF/YBvxaMSGbOSLTAS5/y8Lp6fctC559OHLYgaRkXH3MBJg3IJIelOpWbi5ZUzGv4S4/g1eiBatTvk81FS6+lPmjf1T8iZUD6Dxf+9up+BE6KOx4blO9U1sryNhzHOz2CV0Resy1dK8tf2XyxfVd80KiY0d9e/2lXFrRiICskiHdoAqIdz6iBz3oEv4hb6t6OdoQC7aAM4o7o85gcVFqxm7e9gM9Ou9HDffsSKGooRjXFtibaLTLilvHrpwCfELMc9FnpTMmo5pEdRTowfOuCu2rS9Q31RFaupYynLVaLsmpmmqnWi+WXpS3F00KMtRZrG5bUhSjvR2DOlhcqqySy3ypTeaO1e541ItaZ508Cn5pxVuhl/aTy3ZZuP7BpC3y0H4F3VfyyWpSy6/MQYgPGj16gVu4RnOuG3UtkVGLJroesUV03rmIT1/YjcFOEbauVgvvJnB+3d0Rd4KIHiLyBW1MzMpjAZaGXDbsXJiUOPedsJ0ilYM62lEhKRxXUsrTZw/3OGuVFY1HU7Sea5bWoLm1ewrTQV0JfSXjHEScdIzGkMnTWRECizT9SLi8asybEW3v7xc40vKqhrmSheNt8ezXQfrQPn3c/cUIpyIk5JnRMGOTEEjlh9oxi5jnnOsGheNu8kgUNVVzda9h/vSHpqk1fvudh/oJ/2nJpJxJtl3yRHJENgm6rDpJmS3ar/shQR0v20X57HyuOX77nixaJqKaw9Ug6jPkkNuiEg+eIRqXg7+t3DEaPrFr3A7ud8V+fdKCXtjxhSF2/XOKwhf4Rqfig0SDuCLsVrrZhafuBzeq6cdsK1oRNn7/yndryDhKtweQNgbA5mKTFjOprDiY7iuqWbCl/r4PJHiLsdjIX8QKe1z2a3bFb4a7hw6cZzf4v3wCwHDdwtk8K4wAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur168058 1.6666666666667s linear infinite forwards;
}
