@keyframes rwdcur35921 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYklEQVRYhbWXXWgcVRTHfzszmu0KSzeIFNmdTXxYNimtL9LdtCltfWlSpVOkFPEhlBq/oPTBJ32Q4lMlJZFSpMW2QgsV/EC4GJNURElMu4lExUSy60bb3Xxolbpjoslu0tm5Psxsm+Z7+/GHhcu5957zn3Pv3vM/HtaOKLAX2A7UAhs8Ho9XSlkArgPDQDfQDqTK8Lsq9gH94XD4j9bW1m65AlpbW7t1Xf8D6Hf3rQrPCnMR4Fw8Hn8skUhELMticnKSTCbzgWmaVqFQwLZtTVEUy+v1EggEtOrq6kN+vx9N06irq0v39fX9BbwIpMslsN/n8526dOlSKhaL1adSqQvZbHbGtu0hYBDIADcMw8gLIdYBjwJVwGZFUZ4Mh8PempqapkQi0bt79+5oPp9/Dfh0rQRe1nX9aDabfTyXy5FIJE4Xi8VvgC7DMKYWrJULfQgh/ECDqqq7tm7d+mogECAUCv0+Pj7+NvD+cpm49eW6rk9IKeXw8PBFIcQxIURwhfVyuQkhRFAIcSyZTF6UUspgMDgBPLdw3Xz2EZ/Pd3l6evrRZDL54cjISBJoMwxjZjXWK5DwAa9HIpGaaDT6gs/nu5HP57cx704o89af6+rqSuVyOUZGRkbvNTiAu78tnU6PmqZJZ2dnCjiz1Np98Xj8l7m5Odne3n5qlbSXDSFEsL29/dTNmzdlLBb7Bec9uQP9Uko5ODh4XghxoAzfy96BJUg8PzQ0dF5KKYFEya4A0XA4rFuWRTabnQG6yiBQDroymUzBsix0XX8C52VFAfYeOXIkPTk5iW3bQ0v81e4LDMP4x7btn6ampjh8+HAKeLY097mUUg4MDJwTQtQ/iOAlCCHqBwYGzrjHIMDJQC2AaZoWzgv3IJExTdN2x7UlAhsACoUCwI0HTCA3OztbGm8AUDwejxfAtm3NMIw8zs2WzZKGZklzs6ShZFtol4v/BXLeb5HdMIzpYrGouTYfgObWc5+iKFazrXyNx37aXdBZ2t18p7uPgL+AGc/iWrJccfOA8zKqqvqua5sB0HDExBNerxfF1h621bmlHFg4x/M7MAecA/qWCbYSKisqKkrj6+DcgWGAQCCgPfPFJ28CXwK/At8BP7jzA67tP+A9oBco3AWBqkAgUDqCYXAy0N3W1uY/ePDgoYmJie8BG8jhpGgGGHcD/w38jFNI5s56uMoS5XgVbK6urj50/PjxHhz5hgK0nzhxIuL3+1EUZZNSfCgFfAX0uCx/BH5zx/ODlwUhxHpFUZ70+/2cPHkyCnSUCKRGR0dHNU0jHA77nvni0wTgB2aBf3HOKoMjNK27Ce6ioaqqyqtpGmNjY1ddf7fK8bG6urp0TU1Nk6qqu7SbPoBR96tzLgELFgVfU/qFELqqqjui0WjTli1b0sCxpRx829PTw8aNG+t7e3vf6dhzoLuozV7HufUWcPWsB6vcz3ZFyVvbt29/Y3BwsHfnzp02sKM0P1+QvNjQ0BCtrKwkEonoezo+fspjq7gERu8h+OuRSEQPBAI0NjZGgZdW2rM/FApNSCllMpm8V02ol6sJS3g5GAweHRsbe9w0Ta5cuXK6WCx2Ax1rVMXrcVTxjgWq+Chwdi0EAPavW7fuVGdnZ2rbtm31qVTqQiaTKdi2/RO3+4KcYRjTQohHgEpu9wWbqqqqfNFotOny5cs9jY2Ntfl8/hXgs6UCrdYZnYnFYhv6+voilmUxNTXFtWvXzpqmac/OzlIsFjVVVa2KiopFnVE8Hk/39/dfxznzZTujtWAvkNB1/c+WlpYVe8OWlpbuUCj0J47mWyQ8y83AQkRxZNSt7hinpM5wZ3fcwX3ujh8o/geRrqLJOUNOKAAAAABJRU5ErkJggg==) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur35921 2s linear infinite forwards;
}
