@keyframes rwdcur235535 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUklEQVRYhb2Xv08TYRjHP0caqWnTYCltXFqS2kBKGUhgYSJiB6cS+QN0Mpggk0BiYCIxsRgHJUKcdHEgQWFyIAhx0KEkDPwIBJsIixZKY8gRW9N4DuWu96vlrgLf5e6ee5/3+b7v832ee09Ah4kJJPl+fBxB//68UWdmHBv7dtFxqxO4TFQg8PzSCDjUOddD/+4iNOEAdc5LKy8UXjE8XLLs7ZWus7PnHboEwWwHhodhctI4uP6zH4CRxQNbO5GM+5UYel+HflvNyjAZ90uRWAh3pwMxXyQJklUSiq/T3NdUhPK2A0wPeqXE1AHRgRRivkjQ5yISC5GMN1XUTjl4kxSJhQj6XIj5ItGBFImpA6YHvYqvw8oqQqHTm4EUWzNdBH0uiDWTpLKAASKxZoI+F/vZE6IDqfI8KpgSOEtwObGA2+kgEmuuOs7tdJATC1XHWMrj9KBXuvkwx9ZMF26nA6+73oqbgpxYUFLw6aWXB1M5Ja5lNSfjfqmjM2w7uJrE2mraUAU2WrFUc3Dg1NcoGUsEknG/1NvTpjzvZ09Y3sywnz2p6GM2prenTdMTLBPQM09nRP4eHpHOiAB4WhJ0jC7RMbqEpyVhOqbSXJbKUI9wwE369OppSRDuG+LZ7esAPPr4g/Q8hLPvlDHVYJlATiwoGgj6XKVeAIT7hjjaXqWuqRGAo+1Vwn1DHO8sKGPUc9RMoBLS8y9YeP+au4/fAPD2yT0Sd+5b9rddhoChGjwtCRpauwH4tf2F450FzXt55WZlaPurJn9YzEpSkiQEQTul3IR2N/ZMv6K2U5DOiKbC8rrrEQTBkGcxXzSphDJspaC3J6qx/f5TBCDQ3q+xZ9bnALh6Rbu+pZUt43mg1uAyAu39hPuGDHaZhBq9PVFr54FqwdWdLdDer4hPjYbWbs2uaLthlKe3ymcJW8fy5c2Mobad1wKGcXpb0OdieTOjPKuFemYKRhYPBPngUdfUqGlIViELc2llS5nTMgG1QzIuSYQaFLucZ70Gfn79QGZ9TiPCv4dZRhYP/78MxXxJ+fIumIlNbZP7QCXY/tEoHTSbFS3IpaiHvPr97Am7G99NV18TATUJKJ371la1P7MdnTeUVVcLXjMBmYR8rw9Q7Z0e/wClrW35O6IuPwAAAABJRU5ErkJggg==) 5 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur235535 0.93333333333333s linear infinite forwards;
}
