@keyframes rwdcur83153 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAACVElEQVRoge3XsU8UQRTH8c/hxWhjdYGG6mJFiYmxMtJoZWewIcSOBCv+AQr/ASpMaAkNSGMotINcY2KinVSGxIQGcpUVsTgsZk/2jtm75bwsGOfbXPbdb97Mm3nzZobE9VKDzabzKjpbPBr8/8bGRtS+tLRUK2pT22w6X2j81bhKM/G597vT6QT7xMSwpoUBDG05TjoPx++zvnikRjUp1E//zA9IoSqGk0j8k9y67gH00cAr3MWPMpo6ZgY4PEW7wMlkCf1tTONOSf+TeI1ttAr6ncXz7LtVx7sC57COtxH7fNbRMP001nD/iv6LmBcGv4av+HMGHGC/oFEbO9lvI3My6OzO62eECTot6b+r38abnCbfb15PFsBqgfNVfHORZjPZd5X6Bp7iA5b7HdQLHN8kLqVNnpscQD5t9oTBXyooowYwJV69pq6oh+84i+i71WbPgI0+agAv8CRi726ysvptrOA4om8qSJs8owZwKF5V5sTPh65tFyc5+wFiz5xDfMIjYXViZwJGD2Bfb5nL8zJiOxVm8r2CXI743xJWgLBCx/jVL6zqQbObDWZF2JhlOM70srbTMVFVAZwIM78n7JNlgw9DwmwfCWn2BQt43C+q8knZFqpJW6gus4YHQcj/LTwQCkFTuGOh4jdxxo4xplN3E88NaLwubMJx0XY5nXruNhHy6URIpwPZbfRQKHOx6tF/WzwTDp6iztp6D6YifTedlvEMHzPbMP8tYTXWMk2r5mrvge79/mdBJw3cc1Hyxq0vM4ZEIpFIJBKJRCKRSCT+C34D1SSolDBEp+QAAAAASUVORK5CYII=) 0 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 3, auto;}
}
div.testarea{
animation:rwdcur83153 2.6666666666667s linear infinite forwards;
}
