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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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAl0lEQVRYhWNgGAWjYBSMgmEAWCjRzESh5UwS6jwyA+YAQXYFISOeML0Bc8D7nw9+iHDKGQyYAxgYGL4IcoobDqQDGAS5xEwG0gFSApziA5cIjXQt+fi4hCgxgjIHWJna3mJl4qDIARSDKf43/lOin+JE+PH1D4r0U+yAp88eDawDXv24PbAO+Mj48AqlZoyCUTAKRsGAAgBjXxfioiDIWAAAAABJRU5ErkJggg==) 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:rwdcur221051 2.4s linear infinite forwards;
}