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8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAl0lEQVRYhWNgGAWjYBSMgmEAWCjRzESh5Ux86jwyA+YAaXYFIV+eML0Bc8DTnw9+yHDKGQyYAxgYGL6IcYobDqQDGES5xEwG0gFSopziA5cIzXUt+QS5hCgxgjIH2Jja3mJn4qDIARSDo/43/lOin+JE+O31D4r0U+yAJ88eDawD7v+4PbAOeMb48AqlZoyCUTAKRsGAAgAxDxg0NHOmfQAAAABJRU5ErkJggg==) 0 0, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur221126 2.4s linear infinite forwards;
}
