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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA6ElEQVRYhe2WPQ6DMAxGnaoLd+mFMsLIEdqZHoGRjrkQd+mYDlZQ6ubHtlKx5EkIFCX5ngMEADqdzskY1Si7+WS7m8TzyQaE4GUkwSue90Eswhewm88GU/aBLcEToOG5YIVEXUATLpC48GcrhNsZDwXlFYirL4U/Xni9jL/9KqsgW4EQqKw2xZXVK1T1Ve2M7W7F67hfcwGuoIK6QDx5qlqrr54nUBJK3BJ/RyHz5AmVH0I3mWN7ZRDCD5rvAxS34qtHXj9u9QCSrfj2lsk124o1Es0/RrEEAGRF/vo5TolQFD8knU7ndD6we19YickbeAAAAABJRU5ErkJggg==) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA6UlEQVRYhe2WOxKDIBRFL5k07iUboowlS4i1WUJKLdmQe0lJCsFBwuc9RseG0/m9Bx4/oNFoXIyo+kpOJnpf9+z/3auCH197rcI3DFeEbiwnswX/PQtEhpksQRPIhadEiBJlAUrL9ada4lYUSIqpNWCY96G+DIG8ALXrQ5zE+EzPGAtvFoQhY6QETPglkGpf+1Q4UYonkKq7L8WkfhCWpABSL/DGwEF192GtA+a1hot3EB5bDwBg6c5ZB5zIRm4wFigL6F5g6QBEWp6D0HrgqM2oMpwn4CQAJEVsT52zHcdEQioOJI1G43J+HVBfvw69t4cAAAAASUVORK5CYII=) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA90lEQVRYhe2WMQ6DIBSGf5suvYsXYnXkCHXWIzDqyIV6F0c7IFHpQ95DGxe+pInR4P/Bb1GgUCjcTJU1Sg0zed424vvJBvjgeqKvf15iEb6AGuZoMCXClOAJSMKFEmmBTfj81m5QbwDljmHNKYlHUmDBhzspDbSj+ykdH8TgWIBY+qo/mHFIPcX/MQtP7r12wdYAXVABpxICdgU/WLMPpyph1JMnoPTp7j3sCnbh7eiOO72uRKySywViCLv3iPaB9VzigfPX2zG5D+StwNFshc/GtVvxNpwxe75ASiKcNTNcJuAlgPV1TAUDf3odUyIhGR8khULhdr7E5WCEOpiFiAAAAABJRU5ErkJggg==) 16 16, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur227395 4s linear infinite forwards;
}