@keyframes rwdcur38426 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAzUlEQVRYhe3RIU4DQRQG4K+kEsHcgaQIUo0jXAIFx2iyltSs4CC9BAIEIGpIfR2W4QBNt6K7AVpogCWFkPeZeTvZnff2H0ItU9XlXlNnqlf7/98Zb5Kw1ST+UtT9bTbrNEWmSnSa9b2Xs+IQAxzgFhdJ+dxmgJ3VjQ3N93GFST3ELq6zYu2Mr+iuNt6QwClGSXlZP99kxQOOLNP4llbT/8D3Lwk0ProCjHCXFY8Y4xwz3LcZ4NN/kJRTnKCHIZ5wnJTzNgOEEEIIIYRftwCCwTTvaTd28AAAAABJRU5ErkJggg==) 0 0, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxUlEQVRYhe3Uv0tVcRjH8ZfiIBHidyloCLPoB5RbIRX9WKKhoSloaJKm2iz6rlHDGfoHIoIKAofARZIKAwsSJKgIGho0pKgWn5BGyYZ7L1yu15MihcR5L+c5D895ns/38z3fLxV1IizVw95GHGGpKf+f07zqdrm/7sRGsnrgXw7raAQRllLS0Xi2Kw55P65iL17helL8WI+AztZEyfBdmMD7uojNmAx5WY+10NU6uMSBcxhJilv19xchv8Ogmhuy6EY/5grp52oErEt94/sserO4i8AovmcxnkXfnxp0tSZW2gKMYCrkL3iNC1j86Og0nuETthbSQhZduILJLA4U0kLpClZDUszgJPbgBuZxfNSR0+jBUGNQIS0WUoHnuFzWd5kDDSJswx0cxgdcSql4i6HmuuzaQTwtpF9t2ozjfJmAMgeeYAr7cBsTETa1qZtV+/Ha0Y+5NQuIsAV9KbmZkm8peYAZHGpTPoZjWZxqTmaxG8O4Xyag/ZkP8BUXUzIWYQAvsSMl8631WZzAQ0zjDXbiDIYL6d6aBdRFDKodqU50Yyglj1aqz6IHZ9W2bBaPC+lz2fBVEWF7xLrvi4qKioqKio3Lb4Fel1rY7wpKAAAAAElFTkSuQmCC) 0 0, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDUlEQVRYhe3Uz4vNURjH8ddo0iRNjgUlaQz5UVghIT9SoiyslGI1sWE35OwkFkf5BySFUhZqNpMJjUIZTQopyWJmmgibOZpmORmLe2ca7vfecQ2TdN/17ft8n57v83zOc85zaDBJNlG2Fk3Z2cQ0///PMfhhxXPaiX+o1ZvmsljTlJVNCJqm3gVkcQPOYh2e4UKQvs5GwLwKT/Xiq9GLN2URC/E4i5U56qC5onD1DhzBnSBdKX8/yeJrbFPqhii3oB3DSRj7FQGzUj/5f5QXRfk6MrrwJco9UW6bKUFzhafKFuAO+rL4ES9wHOPv7ezHQwxhaRJGo9yMM3gc5Y1JGK25gl8hSAPYi7W4iBHs7rLjAFrRMVkoCeNJSHiE07XyVnagTM6W4Rq24y1OhZBeoWN6XHRuCx4k4VtBmh4crSWgVgfuow/rcRW9OVtQEDeodPCKaMdw3QJytgRtIbgUgs8huIUBbC0I78auKO+f7ozyGnTiZi0BxTOfwSecCEF3zjbhKVaGYOTn+CjvwW304yVW4RA6k3CjbgFlEduURmoeWtARgrvV4qPcisNKWzaIeyn6hhVSeF63gGlCVuBDCIoOWXViPonLStMyJIV9RWEzjmEIhusuXuIcDiptR5uYN/+WgFkwhsVYUH4Kr+aq98Af4LzSBMzHXSm8+4u1qhBzi5iXz33hBg0aNKiD7x+7nXG0OCEEAAAAAElFTkSuQmCC) 0 0, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 0 0, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBklEQVRYhe3WT2hdRRQG8F9DkFqKdESqFCmxilaJcaEWSSXVohKlCwU3QpVCUBS7UKtkEDdBF7e4ElelCP7BIrQa0EC1ErWIFqpQRVtQMGpFaqj2xFpcFePi3ofx5b6XlwSCFD94vJkzZ8733TMzZ4b/USHk6aq5qtEOeXqG/dzHVv6VCUuaif9SqvuWkmxZoxHydFIsa/zXOYfci6ewHp9iJCmmFiOgq9nQhvwKjOOrSsRKHAx5VoxFodVeCPnpkF9osn0Zcn+jn8XyLK7JYmWnfItV31URr8riJQRGMZnF/ix65grQ3WxotQR4A4dC/hmf436c/dbNh/E+fsDFhXQ6i248iYNZXFtIp9t+QSdIignciqvwLE5h06iNg7gAQw2iQjpbSAU+wPZ2cWdloIEIa7Ab/TiGR1MqvsDQTL9s+EYcKKS/asLsx33tBLTLwHs4hKuxC+MRVtT4fY91LWKsw/F5C4iwGj0peS4lv6TkVUxgQ437GAayuGOmMYsrsQOvtBNQf+YDnMCDKRmL0IePcZmdujGCLdiDkZ1FbMDrOIwjuLwa31FIL7cTUJuBlMA92B1hsiIfSskpZRG6qBrvxwOF9JFyqUZxPj7BdUV2QI6b2gmYExHWRvwjNLKjkQ1U7W2RvVM7McdDcoQc38kx3ir+nMcwJcdTMnOHv43hyDbjEeVX12EYdyqXo0eOGxYkoAbP42u8WJHvaeF3BhdiRfU7U+fUqurNQrAWfyZ+7WhCjruVdeQ87FOkoTlmtCTeEvwUnAh+D45E85sh9ApvCt8Ie4X1lYjlcly6IOKK/LaKeKDqC7YGv1UZIfQIJ4XtQp/wmDCprKSLQ3A0uKvG/kw0Ckx4QtjV5PCa8HAnHC03YZQXTA/erRnep6wBMIVLmsZXV/Y50fIyQt3l0sBM4W/hcWEvPsTtykI11omAlhlI5bGZwGDN8L3KNyHJFDYqq+X1ymfbJqn+2M0LweZqE95S9buCbcHJYOG7e54iBoMfK9I/gs+C3iUhbxKyJsrKdm7hbzfgGJfDEsVhAAAAAElFTkSuQmCC) 0 0, auto;}
}
div.testarea{
animation:rwdcur38426 1.1666666666667s linear infinite forwards;
}
