@keyframes rwdcur123559 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABo0lEQVRYhe2Wv2rCUBTGf7emBelYkIJjR8FFcIsd3Dt16wt09gnaB/AFBJdCoUgcnaRkdnLsXKgUwd2kIKdDYvPvxvxR6JIPbiA355zvO+fee26gwj9Dxd4lp10caX6ZvIY2kgQmKpv8KCQEhNkLkKuIYzoSNmdJE7VnViGv3CUuYqsXECIXEAlWRdLGO8gd4LpR21ICwpnrlkBpRh+4HcJ4rI8Tcz88EUc4EwWI6BJTrNfweg3nwCNwoT9hxTd0UM4nSQfeE2ToDw15OfgVyCAPvsO9PBQQkNyEZWUCrusCFlenCfoX+kAFgvntdiuWZQkg3wVKfkQFgv3kOA6z2YzlcgnAJWCappimmSmkpIA9uRd/sVgwmUwYDAYAvDUatNtter0enU4nLCIhqISAfdcNYu12O1zXxXEcAD5aLer1OqvVim63ezCa5i5IQgClVEoPgFqthmEYNJtNRsCNbdO37VxnPncFPGpFvIqbzYb5fM50OmWEl9FnnlA+8ndCv4+d6G5O/x/QkkfnIvgCXoAfjf9zGWl5hZzCtkKFChUqAPwCY+z/LVXO+qQAAAAASUVORK5CYII=) 3 3, auto;}
12.5%,14.185714285714% {cursor:url(data:image/png;base64,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) 3 3, auto;}
14.285714285714%,15.971428571429% {cursor:url(data:image/png;base64,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) 3 3, auto;}
16.071428571429%,17.757142857143% {cursor:url(data:image/png;base64,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) 3 3, auto;}
17.857142857143%,19.542857142857% {cursor:url(data:image/png;base64,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) 3 3, auto;}
19.642857142857%,21.328571428571% {cursor:url(data:image/png;base64,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) 3 3, auto;}
21.428571428571%,23.114285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdElEQVRYhe2WTUgjWRSFvzIJ0VIrI7YoohLQQIsLRUHjD45BBV3oxo2IOwXBjXs3Diq9nl7OwuxsEAQRUXp0VokZwYCLIbNoDfgTIqgMOiqppCvk9sL2pzuJduxFD4MHqqii6r1z3j333vfg/wa73S5VVVXywwRomiYmk0lUVZWysrInhZi/ek83QPlWAdnZ2VRXV3N9fU0wGASQvLw8VFXl9PQ0aZ6vBdwokHtKJQNyAE3TmJmZIT8/n729PdbX19nc3CQcDgOIpmnYbDZCoZCSamUiCIhyy5wROcDg4KD09fWxu7tLe3s7OTk55Obm4vV62djYwO/3c3Z2BkBJSUlyBFKR30t6HHa7XVwuF52dnfh8PpaWligqKiKRSNDd3U1zczO6rjM1NcXW1hYAWUmzPCAXELl3RZ665uf/5S+vF7PZTGtrK4lEgoODAwzDYGFhgbm5ObKysjAMg0gkooRCISVJwMOVplq1kuZCoLb2ip92dvD5fLS1tWEymdA0DV3XcTqdTE9Ps7+/f5ucQHISPhpmBRBJVSg3w3Lz4nTawrxfWaGxsRGn00lBQQENDQ1YrVa2t7dZWVnBZDI9RvMl7m34RdKDmzvItqZJh9MpR0dHYhiGhMNhWV5eltHRUWlqasq8QX3OgSfIb74HAgF59epnmZyclGg0KtFoVGZnZ8XhcKQlfjKzP1dAmtDD9bWVDx/+ZHV1lePjY+rr63G5XDgcDsLhMENDQ3g8nrQ8yWWYERTevfsNr/dXent7GRkZobCwEEVRiMViAFRWVuLxeJ5Pkd4CJBKxSH9/v7jdbhERiUajouu66Lp+Z8H8/Ly0tLSktSC5D3wTFGIxE37/H1xcXNDR0UEsFktpU1dXFxUVFWlneoYABRDevn3D+Pg4qqoSj8cRERRFQVG+tNtms+FyuXj2Fv2gG96F/vz8XHp6esRisYjVapXXr1/L2NiYLC4uyuHh4V34by0ZHh6W4uLi7xMg3JebiEgwGBS32y0DAwNSWloqgKiqKrW1tTIxMSFra2tycnIigUBAampqvq8Mbx9S9WaLxYLFYuFNdjbv43H8Hz/yTzSKpmnU1dWhqio7OzspzwJPCrgjfyDgMUQsFv7OyWHDbOZ3YOvqCsMw0DSNy8vLjLf21EIy/Ndut0t5efmPOyO+4AUveMF/Hp8A9vIM1j4khzEAAAAASUVORK5CYII=) 3 3, auto;}
23.214285714286%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,30.257142857143% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30.357142857143%,32.042857142857% {cursor:url(data:image/png;base64,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) 3 3, auto;}
32.142857142857%,37.4% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.5%,39.185714285714% {cursor:url(data:image/png;base64,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) 3 3, auto;}
39.285714285714%,40.971428571429% {cursor:url(data:image/png;base64,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) 3 3, auto;}
41.071428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 3, auto;}
42.857142857143%,44.542857142857% {cursor:url(data:image/png;base64,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) 3 3, auto;}
44.642857142857%,46.328571428571% {cursor:url(data:image/png;base64,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) 3 3, auto;}
46.428571428571%,48.114285714286% {cursor:url(data:image/png;base64,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) 3 3, auto;}
48.214285714286%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABfElEQVRYhe2WPU7DQBCFv8X8HCBGcARuQZGeCqXjANwCCrpwApQGUVrpUkVIOUCOQUGkmDYxUjQUTrRr727W60Si8ZM2UjZv5r2ZWa8DHf4ZqvZdGvLq8MUFdU+dmURTVFj8IFgGTPUIcVUJ9MPinNgUtVNWRlTjFsdw3QYMcQERPRXxrU+QO6AoqtxWBszKXSNQjtUHbl9hNHLnqYXv36jDrEQBIq7CFIsFfFzDOfAInLmfsPgDrdv5JH5QfoIMt2sXn6apEP+YVg0AAXH9O9zLgy3oNWAfwrY2gaIogIzLBsIxqfd0QO+vVivJskwA+dbCQQMHdECfp/V6zWQyYT6fA3DlIrWFuwPVuc9mMxkMBpLnuQDy4q/c2ndcxSHsbl2NzWaznX+Ji4hsjUYggFL+biZJQpIk9Ho9hsBNhIHGHShrtqtfLpdMp1PG4zFvlBX9hFOZt22QLWbYkd7N/v8DTvHqXgVfwDvw64h/bmOtqZFjcDt06NChA8Afd9cOUyITimkAAAAASUVORK5CYII=) 3 3, auto;}
50%,51.685714285714% {cursor:url(data:image/png;base64,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) 3 3, auto;}
51.785714285714%,53.471428571429% {cursor:url(data:image/png;base64,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) 3 3, auto;}
53.571428571429%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur123559 5.6s linear infinite forwards;
}
