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0%,3.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,23.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGQAAABkCAYAAABw4pVUAAAACXBIWXMAAA7EAAAOxAGVKw4bAAABBUlEQVR4nO3RQRHAIADAsDERyMC/JVSw9xTQR6Kgdx17zfOQ8d4O4M+QGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiDIkxJMaQGENiPhLvAvRNzdW0AAAAAElFTkSuQmCC) 0 0, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur5884 4.1666666666667s linear infinite forwards;
}
