@keyframes rwdcur81546 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADg0lEQVRoge2Y0UvbUBTGfwlSihYpMkTKGDKciJlThuxh7GHI/ob9oWOMPe1pD0NEZDRjuOGGiBSRElwopZRmD+ekTdM09t6G+pIPSpPT3nu/k3vOd86NgwUinwqwAVSBwPG4sZmnCDimA5T8AbCcMF87HueFsTKAazFmnXHyAA11bOGwcSAmXwEOgW29rxbCyBBLFmMCoAE8B/bU1gLCokiZwHgHNGGvgDs1dYFjx2NQJLGZ+dgOTCjRjePRLY6SGawdgKETdaCHyOnCMc8OrCF5EIdhAHxfdCjZqBCRD8BuanwdeDw/JTPYqBCIlGaNXYWhgxXEwV68K2pvIM6GSAHsW3IALENIibxh0om/wA2wlvhtAHSAWyTkHiX+HwJn8zhhFUKarL9T5hDJg3XGHXOBGrDFOHnUnrYZwTaEcDxakU/ISIXaiKxOQx0JvU7KPlcFt9oBgMhnGQmjXeTJQ/4DCSCzXwoybDPD2gFgE3niDf3cN1cf+KnfILlx4XgP58Al0k60kV6or6TycA181e8AqOhOWmOuSpyGFrfVKT8PkB7qKfAO8AAfaAKnjjeRGzNhnh3IQpvJJAUh39LrBrCPOLqP5E3DdsFCHXC8YbfaQsIrRJy6cjx6COltRHmeAL90aBWG9cVszblZz4jIZwl4CbwFVtT8DzhF8qmDqNQAadEDdToXxnVAidT1tp3VvEU+LlK4uo7HpZrXkDrQRCryit5XEAGIJdZVezXy72/VjRxQxThILNaNfM4yFtkCXuuYTxpW8Vod4JhRAZsmoy7i9HUeJ9Mc2Ga8GFURVUkj2dvEYdBmXGa7Olc7YasB7/VTQ2Q292WBqQNZEjlhczwugM/Ah7hQ6S41lXjswA8Yi/MNJLRWGLUluRxNcyDMIJx5mHe8oWwmbW3gW+Sz5Hj0I59VJExiXAJ/EtdAfqdqpEK64AtGjveAM70+0sW+zKIeOp+LHIJc5BVNFTghsUtZDyIJoxByPO50gXOkrznRCrqJtMUbGJzKVMFukUK2BzxDBADkYdzeN4exjGosp5XhUheO2wWT+TqRTxPZgWUdHwB3D/WqxgqRj2vzerLoXmgqIp9a5LOT033uAIem3an1icwCR4jibAEfkz9EPnXgld72kUI3Exa2A4wfZNIIkQodJ/XMWGQzV0EU6ipLZlVSq7bnghIlSpQoUaJEiRIlFo//KgX2E88ObvoAAAAASUVORK5CYII=) 15 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 3, auto;}
}
div.testarea{
animation:rwdcur81546 2.6666666666667s linear infinite forwards;
}
