@keyframes rwdcur217185 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxElEQVRYhe2WXWxTZRjH/z3tDm3pZJ0rrLgpzG4LRHDRhGglc9EwwA8i1mCDEi+WGJRkxnDBjTfGsEQjBsGEeOFXQg0hTj5SMphjTtRlBiI6jbKNlZWtH7SnH6fn+/P1wkxD0lZd13iz3915z3n+zy/ve56cAyyxxP+Mpdgi+Y3pgKrRKOSvWDrXmdUUsBVd1bU60PTXcDgZ5fyPQ5wgXCAGGfTs6owvtkDxHRidoGF3ZmB3usDmITBpiKIMUzPGTd0cJLoxYOrGd817n1SrIgAAytDVM/Qd7h1wLAcyGTDpFPIsC47nIQgiZFkWNUUbsYH6rPud3pMLFSh+BAAKonhhmarvqHUpwEPtUL+MYSoexbXoDURvxSOSLJ+tc7j621Y1jy60eVkBk5jnRUWCLEuQ+qP4ZXoSV6d+x/X4zUuCJD3+xeiQXknjeUoeAQDE+kemeI7zTczOYHx6EjAJ7FYaxDBOLLPVvND78bsVTwhV9i4xB3lJwnTsJmZTiTGX3YHN6++Hv31jcK3nrtDAgcPl6ysVIAYZEBUJsUx6UpClRwkhYRCgo6Ud9zQ0Bmsoa+jigQ8qkihbrBvGiCBJakEQTh8fPqfSlDXAsLnwjUQMrauasLK2PkhMMzS8/8iCJcoWrtndzWuqNrrC6TwFAPs+fFulQAUS2XQ4kphD28pmNNbWB02ThIZfe/+2LHL0V4r0fb+rIgEAsFHWj+713j02f/3EwV4VxBJI5JhwJBVDq6cJjS53kJgk9MPrx/7OM+CHrr1UsUBD7Yrje4++ddvaloP7VItpCcSz6XDkVhytniZ4Xe6glVCh3Jtn/8w09Z26LHZ9u+c9ulx+2TH8J4b3H6FhkH6v686nfHVe5Hkey6maEw67ew8My0QyOdPyTXR8S/B031CpjIre4McO9aoOKx0QJDHMigIaHngQDldDECa+giK2JPkcYgVma7mMiuf44UOvqC1ub8BhtYURSQAd6wCbvUtXZMQLDOIcs62qAgBQ/8bTqtNZH4BujOHn68Aj6yFrGhiRRUbi7nt5w7bVpWpLfgv+DeSTa4BBNkHVdkKWn4UsthlKHvKpWcyxaeQkHrwqAQTdAD5dVAFy7DIgsC9CUXt0UfRnuAKdYBnE2QwyAousyGGGTSLKpqAY2vZSAhVNwTyXeg675thUVyyf3p7gst2sxPtYWUC0kMLl5CQAZHe3d3k+nxip6u/dX/Rs2Op7xud/daNn7RkAHADynG/zpmLPLsoOlOP51k7aIKa/rW51vu/KyZ+q3W+JJf4zfwBqdcsxiNii+wAAAABJRU5ErkJggg==) 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,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) 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:rwdcur217185 0.4s linear infinite forwards;
}
