@keyframes rwdcur107424 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 6 17, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 6 17, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 6 17, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 6 17, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 6 17, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/0lEQVRYhc2VS2wTVxSG/3vnzngyGY89tmPHeUNCYkIDKg2oRKJC6aJAVVUVmyLRdgObql1UoosuUBddVZXaVaVWfUmVIrFEalUqCipQUpEQkpCGmDyaJsT47bEdG9sztme6CARId8RBPbv760r/p/+cey7BhlrNxqWVlfAJWDgg1detKooy5Pb4Rzfe27L6c/jyF7PBaUvXi1a1WrGyWjSbycTlrfKjGwWzah1u9PvB8zYQQsF4QUnGEwPPBCCViIiMcd0cx9Y1XhDBGHvtmQCE7oWpoesU5JHGmACeo4PPBIDnWcAi5MkbhIJxXEBLRV1bAcAePyTiMYWnBMQ0YVXKMM0KrHwC1b/HaK5O2Q/g1y0FyCzPd0sjQyhMtkOwmeCyobWMkjnku4/1bwXAEy0IT11jXDEBLjELqi0DZhUQGESegbG6t2pt/h8Al7ftAE8JnhgDSmATeZjRhe3J6F1lSwEkyb6XUQLKAYQAF+Y03EuXMBYpYGVmmGUWRvu3FKB6f7WJowB9kEB/ix1+RcBAl4pW2URqYrTmC2kdIBJeatK1uMIoAbHW5NFQHiOLGQyHcljOGhAqlVcLhXRNAdZfQSaV8piJeUolAvpgCDocAvKEotcvoywCoUL6xXIu7QUQrznAwtREG1eKgskMPFtLIOCrBxgHSDz0sgghfAPa3MQAgHO1AlhvgcTM7jpSBYcNm9A010jdHBx9HAr5kYO1MgceS2B5acLR3k7ByzaggcASAagGiIcCnio4VgadvY94ZPrd+K2hmLzj6FeSpK5uFoACQC4blXa2V44qvQbk/QVwA2kUezVkvEWg2QQkgmTWgwujRTjrYmJUb/r0j6vDweDtW29vFoABQOjmD5+Fli/2dzav7QAQQJIIxkZ0BM93YVfncygLThzqX0S5lEEyn1v1+3xNgPVJPq/9KMtP/0+RQiGtXBk6Pa9pKW/Xdg9ssh+G5YRHSaHV9TsKpTSqBmBXeehaCYuRnZoY+PhMIpX70u1WwQs2vrMrUHnqBCRJXV0Ijh0ZH716vuDe7c1VK1CdKpZyWcA8Ar95GsVSEsuLe6CTnu99e458bfdvH4snJz5q9Pt+YYx/anMAj0Z+Znp08F44dcntckF1OlAqFTExMQKfrOP69Ws4dOwDtDQ1T4k22xDPyFkONORQG8zNmAOPvQImOk2bVEIikYRh6EjEIvB421CnqOjpCMLU7yMeS+x2Ohy7U+n0mQa3egrA2c0CrO+BbCZznFEGu0NFNJZALp9DMacBsOByOgDLRLVcQbmsf05gCSkt8104FpFqAnDnzvQJgRdOPhS9Pj/y6QjqZTtgWijrOkTTSEqS+EpLa/OHDsV+rL5eege8rbBZAAYANlGc1I38OKW03zRNGEYJC8Fb6N7WM+WSuZnG+bE3DaUzKXvdFxVZNQH8vFnjh0UBYFtH13STr+FlgWeTABALh+AwsujltGR0/MpPlewyHKnJQHT+9m9zszMv1cp8HQAAGnzNq7zA7WtocJ1SS6nKwV1tyGZTqN+xT7rbfRKRuzEIjT2DqsN+aemfuaM1BwCAvr7nK+l05kLUoBD2HUdCbEFnYNe3/sHXX8gceu9cyaJGqVhAtVztqBUA2yjcvHljb3vbNtYd6MXCgg0ujw8AxgG8USikZc6qyrZ6T7RWAGSjEAz+1RheWXm/rbWlA4R8syPQd7lWZv/L+hcl3fjBn+c6fAAAAABJRU5ErkJggg==) 6 17, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 6 17, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 6 17, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 6 17, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 6 17, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 6 17, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 6 17, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 6 17, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 6 17, auto;}
}
div.testarea{
animation:rwdcur107424 1.4s linear infinite forwards;
}
