@keyframes rwdcur174757 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACdklEQVRYhe1Vz2sTQRT+UqQtXjSn7bWo0IYectTqH2AvEhM8lAqLl/wLLSrBW/M3FGR7ERbirtlcXM+hzR5zE0Tvu5JDsZdsEZ6HOMPszGQ7u4kg4gdDknmT933vx7wB/hKQtDBtd5VPeU/eL4MV9qUznICcMGOUHa+fHFUMAyku4KV7isqLxwDASWRCOXLpHJETsiCMRTACkn6XAU3bXQDA2oO6Esw8sAxUSpJn+qbfiwAA6Whs7GChiMWe+R0x3GoDjWf3jbOwlJQDs7SLQkw5VvKM16CyfnIEANi+JDz/liIdjflNSjyfC0VOUy4tA9uXhN07Nbz9/pmnX1MihW+eADIUxwaTYmAludqrY/XjOFeE4pScsOhA4bfBrTaInJDICSmN48zS+b2hIS/Am5kfpMvEwYevAIB3T+/iaq+u2BdpQjp4HWBz/5gL6fci9HsR0tE4Q1bb2cKqZQEA0jgWhSv1oGm7K9/hvCmplEnoftx+uAtgloXazhZe3fsJAFjb2Jjnj4vg9eoMJ9QZTuTXkq80jinxfEo8nwBQYNvcxvbFPmDncsndakMR8ejNe+40jeMMuUjI9tkZJiLxfFFcLoi98cJbT5v7x9ypTC5mQBTJ/istI5CYDbfayDiWyXUp1pSkFLhysbZypPIqQm46iinxfN7VF2fnGSPbl21Wq3kth8kcoMC2M+RWqwmr1UQ0CAAA4eFh5g/RIDAiNwVPtdhozAapHIFti826FCjXSuNcuZ6mAuS3QIuLs3Pc+vQFAPinjGgQ4MmPmzM1nVMTt4XA7zQbUtBkgQ0u9iJqzpQXIDnVOTY5s5gIA6d/hPg//m38ApuyTODR21sAAAAAAElFTkSuQmCC) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACQklEQVRYheVWMWvbQBh9CgV58ZDNc3+BV4/d3C1DoEuo8aJf0MF00FaqP1ACpqCMhiLRbCLQUnBI2imZkqF4P4F/gK7L18H6zncX6ySaMx76wEgnne69731PJwMHRlAfqeH63nHEJ/FyDUoLdaOKErKP9jX7+rMEvF9cIJiOAa16e+HefObdGSWg9+mdQV4TIhwN1diu3Icw14PELbGd6QAW1/rMkeumvL0HAFRRoi/qIlVzavGt2WgSQDUpzlaybQ013ybtIqJJQNCbzwAAN6sHhKOhywWqogThaKgc49bx+F8EKDz2gyYXDMt3zamLcObAJcBwgc+ZWAoBYJOPcDTEzepBjevQdsrOC9dNxsfiF95om1QwHSMcDNT4bCXx2N8U2pvPQGkBeXvfyYFWAbygDSkEwsFgU/3VHdAPGue60JoBe8FgOoYUAhRfAABeXt2p6pW4jtW3ckshSApBlBZEaaHG2AbQ+C2OT/i7QPFybYS0CU4HPvzedujP6+2WLIVQzlRRAg7kq89v8fXLTwDA928/upe6A1RmOZ2eX6uqpRAUL9dUZrnhhO4In5dZTmWWd3KgUcDlZGKQl1lORGSIYrt5vi9ywwVdxOn5NcXLtRK0OD5RpCyChfgQsFOEFMIgYnK7FZqQ54uAZvPlZGJUrBPqYn21Aair5H5XUaIvvotQd8MLjHTr44Zq9XB6wxMy+3XU5/omVwJarN8rbFu9kbd+jFD/OeUt9lB40ud9BK2zGEoLtQseQgCwp6T/n/gLWzxLvv01Z6wAAAAASUVORK5CYII=) 1 1, auto;}
}
div.testarea{
animation:rwdcur174757 0.8s linear infinite forwards;
}
