@keyframes rwdcur39119 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, 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,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5UlEQVRoge3Xz2pTQRTH8U9CKFKKhOKiFKlSSxEV3YmIuCi4EvoUPoBv4gO41rdw50JciQ9QtP5BopRaQgxBelycXCJSSHNvYkXmC8PdzJz7+52ZOTNDoVAoFP5lYsHxW4sIGnSwjHNYQhs/0Ue/xfG8/jV3A5HCV6T4FWmg81uXAT63OJzH/+ZqYCz+PFaxLoUPMZIzUGV+hC/oNRXQmd7ldERmfBt3cUVmvhL+HR9xNG59aXKk4UzMxUBk1u/gITbQlQbWZdb7+IY3eC+zv49BMGilkVo0NhAp9hoe4CrWsCWX05/s4DVeStPVDJyNgcgsb0rB2+Pv5pRht8f9nuMAveCo7l5o1xxX0ZWZvI7LpouvWMWuNNLVIJG1DUSO7Y7bRdycMcQGbpmcF7VoMgNtuYRWcaFmjJXx+L8/A2OOTTZjHUZO3uynpomBqjy20asZo2dyzahFbQOtiYED9Q+jQ3mwDerqaLqEDrGHT3g749gj/MBek8tdo3OgxXHwTibiktkq0Stper+JhsYES8F2cC94FsQp2tfgUWQFOnuC5WAruB88mSL+Q/A4WF/0Y2cmgk6wFtwIdoMXJ4h/GuxE1v+5sIgHDbknqgJRnbRDDJvcPAuFQqFQKBQKhUKhUCj8R/wCwvOeHtvEDe0AAAAASUVORK5CYII=) 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:rwdcur39119 2.6666666666667s linear infinite forwards;
}
