@keyframes rwdcur250601 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6ElEQVRYhe2WT2sTYRDGJ7HRXtKjh6yn4lG2PRU8hH6B6sWLp5L0SygWQnIufgAlG+jVo1DShHrzpISwLCWIf9pNiq2W0Gwgxt2Y/XnorOKfSpK2CtKB97Av78zz7DvzPjMiF3ZhpzBgGpj+F8DXgYfAEdAG1oDZ8waNA7eBCsc2tNWAoe6VgSUgfpbAV4H7gAsQBMFhsVisp1IpX0QQEVKplG9ZVr0zGPYA+iEfQngAXD0L8D5As9nczmQyrxOJBBFwLBYjFosdf1+aIvG8xZ0DePZJrwgGpyKhf87i4uJ+BCoizMzMkM/ntz3Pcz3Pc3O53Hby1l3kDd/Wzb1jEiHcnxQ8Drh7e3tOBDw/P+9Vq9V6GIY9zXlNF4Mw9B8f9Po3mt9JPPsEn2F/oprQYmJlZaWh4G0F9YF1YEHPCbCgez5AROLOAZEtTUKgHATB4dTUFCLC1tZWTQFSf/C5BviPPvZ9eQOJt/D+CwygMi74LECpVHopmnO99vURfNf9kEHyHciLjzysNfb1FkbXCRWWoWEYfRGhUCjYGmRhBN8FgHtPnrbk8hUMw+irTqyNCj4NtB3HsUWfWrfbdbXYRvEXoNbtdneiJ+o4Tl0V8xfZPrE6RwE7N4tSEKldoVBwxk1BPp+3RWT8FGiQWYBisViXCYowDMNeMplERCiVSrWxi1ADlX3fP4ykt1qt1kd9hpVKpS4iJBIJgiA4BMpjgWuwJYDl5eUdEWFubu7oZyHSgvtFiEzT9ESEbDb7+jRCFAfc3d3dhqgUm6bpbW5u2r+T4uFw2NvY2LBN0+xF55vNZoPjLjpZe0abUTqdbkdBRYRkMkkul2t0Oh230+m4q6urjSjn0Uqn09GNTdaMlMC3dtxqtbaz2ezJ7VhznslkdlzXfaXgfc5oJvhhILEs64eBxDAM37IsOwiCqGG56nM68J+IxLUwywoytG3bsW3b4TxHshPIzKpYtflbQ+kJRP7NWH5h/5V9BVUXo9Xz16NMAAAAAElFTkSuQmCC) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC80lEQVRYhe2WT0sbURTFb0JS3MRVKSXTlZSuysSVm6J+Aemme4mz7KJrQUiTdemuq5JR7HeQaLD0A5QQhiFY0VbHSP8gqUnaNMzQzK8L70ir1caoLRQvZJHh3XvOe++8c6/IVVzFOQIYAob+BfBt4CmwDzSAJ8DIZYPGgfvACgfRczSAnn4rAVNA/CKBbwCzgAcQBMFesVisptNpX0QQEdLptG/bdjUIgj0l4mnOjYsA7wLs7OzUstnsRjKZJAKOxWLEYrHD/8lkEsuy1uv1ek2JdM9FQnfB5OTkhwhERBgeHiafz9darZbXarW8XC5XS6VS/LxmYmLik5KYHRQ8Dni7u7tuVHR0dLRVLperYRh2tHhFf4Rh2CmVSo5pml+i9XoS3kCaUDFhWdaagjcU1AcWgTFdJ8CYfvMBMpnMvohgWda65kwNQqAUBMFeIpFARFhdXa0oQPqUnFuAv7KyUhHVhAqzdFbwEYD5+fnXoneux77YR+5iGIadSBMLCwsVPYX+fUKNpWcYRldEKBQKjhYZ6yN3DCCfzzsigmEYXfWJJ/2CDwEN13Ud0afWbrc9FVs/+QJU2u32VvREXdetqmMes+3EaYXOE43E0HXZCEVE5M1NGb0j8vVav8nRFURuVygU3LNewcP3QU82Ib19cP7f4Wnf7CMRFovFqgwgwiDET70D2YTHn4nibM0KKPm+vxdZb7lcrvb7DJ9/7HRlE5Jv4f136IS8OhO4FpsCmJ6e3hIRMpnM/lEjUsEdM6K7Owe7f/DxcPcDGVEc8La3t9dErdU0zdby8rLzOyvu9XqdpaUlxzTNjjzKI5vw8ht0Qz4NZMVKYhZgfHy8EZEQEVKpFLlcbq3ZbHrNZtObm5tbO9qM7j170QUIB21GSuCwHdfr9drMzMwf23E2m93yPG9dwX0uaCb4ZSCxbfuXgcQwDN+2bScIgqhhXcxAcoRIXIVZUpCe4ziu4zgulzmSnUBmRM2qwd8aSk8g8m/G8qv4r+IHVp+gpfDItjcAAAAASUVORK5CYII=) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur250601 1.0666666666667s linear infinite forwards;
}
