@keyframes rwdcur24540 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABp0lEQVRoge2XwY3EIAxFP6ttgE6mvJSQ8qYTSmAva8mybDCBoBDxLzOJg80DbCfh88kZjfp+Q2gdc7d+Wx5+IgDpx/vgkyEAx448HYBU3JFVIIACyEoQgAGyGgSggKwIAQiQVSEABrIyBADgSmd/otwNcWtrq00pIaeEVxQKSBAJZ12PXATyM7RqxQi1F1EwstMvB5KQms3yOxxEkwUXI4K00T1p4+CW/6YvRE2z8oTDxIgg43aD8CAUiP+2yDOGQ/C43SDW0SlNzppwzVdJQ3bEktwpmew9fuVi3JLsfNKz1AVSqkjavdc0UGBclXvNokzJka0OuSpLwmGex4jzEd/67j5iTTjhyNLGwbVxpYXxxNTU39mNYBFnSDiyBmqNI0Cy3QHsdiqf08aVfHGbZyxd3/8a/78zd8cZCmIdoxlqSvar1YvG8md6oLV5NCd7LXjt/EecoeW4aRVQW5hhr/GeFb6SK7WqSPbpryi1qnRVQ0C85533B29+1GCnlV8tqPxvqQY7NEdm9IhanIQjN5U/y9mVMuo9XlrM23rVrF3Z2traeo/+AH11ECMyptmuAAAAAElFTkSuQmCC) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAz0lEQVRoge3YQQ6CMBBG4YfhAPS2egK8bb1BXYldIDDGKVPzfzsSmvAClJYhQ8EowWAd4+1iHRAxAowhUSPAEBI5Ag6GRI+AAyE9RMBOSC8RsBHSUwR8COktAmCsD3oMeFnuSM8RAHyzRBFxkLmuPoo5n/uImle/VvNUyjwV90j3kFYUEo1ColFINAqJRiHRuIfcHkOTDVuTO9Iq5ifOXsaLyDb32WRtm+sxi437p7zVPx4S9+Vi6hkrpXN+9OnLHs3fhJjekfq9EBEREfHzBCT3H58n8mBzAAAAAElFTkSuQmCC) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA0UlEQVRoge3YQQ6CMBBG4VfDAeC2cgK8LdygrsQuEBjjlKn5vx0JJDwKpZDy1GeM0rgk6zHebtYDIkaAMSRqBBhCIkfAyZDoEXAipIUIOAhpJQJ2QlqKgA8hrUUAdOVGiwEv64i0HAHAN0sUEQcz981bcZ659BY1r36tpj7nqc/uke4htSgkGoVEo5BoFBKNQqJxDxmXVOWDrcqI1Ir5iauX8SKyz3022frM9ZjFuuNd3sofDwOP9WTKGWsY/C/OFr3Zo/mbENMzUj4XIiIiIn6epiwvwKMK6msAAAAASUVORK5CYII=) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAyCAYAAAAeP4ixAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA1UlEQVRoge3Y0Q2CMBRG4VPDALCJ4+kEOJ6b4Ab1SewDAtd4y635vzcSSDgUSiHlfM4YpXRP1mO8nawHRIwAY0jUCDCERI6AnSHRI2BHSAsRsBHSSgSshLQUAR9CWosA6MqNFgNe5hFpOQKAb5YoIg4mLou34jRx6C1qXv1ajX3OY5/dI91DalFINAqJRiHRKCQahUTjHnJ9pCofbFVGpFbMTxy9jBeRde6zydJnrscs1m3v8lb+eBi4zSdTzljD4H9xlujNHs3fhJiekfK5EBEREfHzBC2oKmigjErHAAAAAElFTkSuQmCC) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur24540 2.6666666666667s linear infinite forwards;
}
