@keyframes rwdcur188429 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACQAAAAkCAYAAADhAJiYAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABt0lEQVRYhe2YvWrCUBiGnzpIcQidnUq9AcfegLkDO3oDpTg6BSmZOnboDXTUO4h0d/QGFCfpKBlEHKRDvoSTk5OShuREoc+YH96H85fvC/xzZdz89YXAD2+BR6AP9IAu0JHbB2AHrIEVsHQ951iLUOCHXeAJGADtgq+dgAUwcz1nV4lQ4IdtYAQMgVZBEZ0zMAc+Xc85lRaSUXkF7kuK6GyB6W+jlSsU+OED8AbcVSQTswcmrudsCgvJyLzXIKNKjU0jlRGSNfNBddOUxxZ41teUaZGOLMggGSP9YkpIpmpoQSZmKJlmIaJzpuzWLkNLMlMXgOQEHliUiRlIdlqI6HNQ9ASukrZkA2mhvn2XbLYq1GtAJJOtCnUND9oiyVaFOoYHbZFk29zihVCFDo1ZKNmqUKECqiaSbFVo3YBIJlsVWjUgkslWhZZENbBtjpINKELSHSwaEPpSOxN928+ICnJbnCUzISUkJeXcotBcL2NNB+MnUXlZNxvJSpERkhp3SlSI18WeqB3KbCLjp0OGcVKTVNwGfZtu5n7LpG8aU+30bYCXvJ4Mrq2V1sQu42eDQazW3zEXxw/sA4Dfo1bLugAAAABJRU5ErkJggg==) 17 18, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 17 18, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 17 18, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 17 18, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
}
div.testarea{
animation:rwdcur188429 1.3333333333333s linear infinite forwards;
}
