@keyframes rwdcur222069 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 10 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 10 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 10 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 10 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 10 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 10 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 10 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 10 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 10 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 10 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 10 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 10 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 10 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACo0lEQVRYhe3RT0iTcRgH8Gfvcm5759yfnPv3brrNqVPbRkKQCw00KyJLCgyziCLIbnUQOiUR0aluFmKXOgTCooig8ODBMFAUXYku59ycc74b+u7f+75733faSahLOiNP7+f0wI8f3y/PI4Bd3O4fFCXiuCudSmpM5oqxoUe9xG5/CiH422NTx01Lvgi9qsAc3RK5UrEZXvgC1OYwMKmRUe8Q+V8KXOh9LCUpqn49Fr1ubTzZqTVgWqlICGmKAWWJDJIUA6F539Ty9Og7e53LSyXx5c9vnu+7jHBnaDxzDZGpdA1CmbpPVm7us7s9bTaTtsSFaQEVC2EjlYJmhxksmBokcpVOVen0kDmuNRYJ29U6E97gOYsHZ8e3Ct5AzYlOVZaIu/R29x2Lu+lUaalSrigGcNZWgk6rB4QFWIqswHQgDOeO1UNVjQ5ECAv+QAxGJoJAIiikkwTtnxz7trowNVCGWT+MDz+j91oAiQXnuxSYc7DS6bmkOKyRc3QGiLUwEHEcWCYHWwCwnd8GmswBw3DAcQDBUBRmZuYgkyWBY1lIbRLibDprTEQCCpJIIAVtwNF8WUSsrzRKlIYeVKlpMdW6LEqNVrSVywAqYMFmNIJILIG56AY4jSrI5ChYwlOQLyqB+GqEDn6f9OOBqQFJMeINzn7FCz7BztDcdU9KZZK2n77J8+VW90WT46irzKBHULEQDuUZ4IpkULxNAydCIR7bgOUf00vZ9cUBs9X2EREK/J9ePS34/n8U+F3d8dNSNi9ooVnBFa2t3mOsPmJCFWqEwKNkyDcxjzDpl2abzfv+RX9iP6G7FtjR1n1fHvL7HKks3aPG6lrZ9Npri736raGianHo4a1/zd679hsPEH2VW95x98nBhfJ4PB6Px+PxeAflF/+vBqcLKHIwAAAAAElFTkSuQmCC) 10 6, auto;}
}
div.testarea{
animation:rwdcur222069 1.6s linear infinite forwards;
}
