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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 4, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 4, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 4, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 4, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 4, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 4, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 4, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 4, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 4, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 4, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACu0lEQVRYhe2VvYsUSRjGf1Vd3bPz3bvu6i4q+IHKIceBbnTiP3CBYKCJiokfICaGBgZG5gqCiGBocqiY3QV3cOHJHeeia+K66n7OOtM7PdM9Pf1VBoeGOt0DY7JPVEHV8/54662nYEtbGk56WAM5TPHzx6aHhsgLoC9fOUiiDE5dqw8FkQdA33x4kkI/BVIM4OztydwQWQH0pVf3cSp12tUxGpZkpWbQnrQ4MXcsF0QWAH1h/gZm72/i4D3aSDDLCsuSqFBTXQk499+ZzBBi0OIXn8xiKZtGHNJZcqnFPjtrCR9eFPDrMdE+RXFXlZl+iXu//DGw9yCb9OnLU8ipAun2OrFO+FEE2JZgx44KC79VWWo59Coxa/slVVui5ns8urM4kP+3Nuhzh/byod7DnoXpoxWmteYnDPaYJQxVYOP5GK6b8tr3mFcB/jbQGy524PPg19Y3awzUgc+L648P8bMosdc1qHmSkqoTLNi0mx9pGJqXAq7e/TOT/6Az8AXm96dH+MEpUvXGoS/RyzUSBWuyzeFbzzJ7Zs6B8XaE2bcQYYoMbKQsYUoLu1DNagWAynxCaP6/FQmphVFUpCS5szAzQKtSYCrSmLKEYbpoZaFNga/90QA0I4tVIlKxRqlqI2KFG27gFOPRAPzz3iEoWHjlMYqmg4w8fCIWvRF1YLGpEcpjqRyyfXeF2Bc0ug6bckQAxZkJ3qx3sboRy82AwAzwd4Z447nqZ3+Guw8c5sCUTXlTsPKXx7q7Tii7TNbGcgFk7oA7M4vhh4SLLYLNiKCfYklwJ0aUA1Km2G6HtNMnjRKSVoSwJfTC0QA48WvCoktUkuhUkggBysBsZc+0fACrr+gsrCI6XcqFGLUm6KEJ4mYugMxDuDzXwHnbpdjwOT7RpzZn4/2rcd71cgFk/Q3h66mfx29L31efALzXFMQl2mi3AAAAAElFTkSuQmCC) 15 4, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 4, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 4, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 4, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 4, auto;}
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70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 4, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 4, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwklEQVRYhe2WvascVRiHnzMzOzuzH5O5H+7N3WuuQcUQUKNBUoggitjdYJFGsEljUNKINoJN6hRpAv4FQawEGxvBNqKFhiua4MeF3BsT9nt3PnbPzDnHyjo7szI291ed4n2f9+HAezhwnOOsFrMqwFpl+PWXL64sUVbAvP/GZX6qCS5d3ltJQpQZ/uaVawx6Ayb9IdEFaJ0MOfjkZile0QZz5pvb5MMR8UEP+WhA9pKg7rZoBbscXHy7MLNIsXnqq+/IpUL27qOSFGUOUX6IbYVYnoe31eXvvbcKcZctNE9/+TXRJCEfDTDZA7L2H5hGjJ29ipjnGOlg+QH2xjqD995dmr1Mkele+4zF2g7ZIkLon2n0fsWxDf7JNp5+kfHhGA1EndPoxiaW7TK++sFS/McVmO7VPWbPnANXot27NB706aoFZ20LzxPU0vNkKueXbMGh0ybdOY2SEkfvM/roi8fOWOoG/j2Et97h1KDPhVnGeadGWPNwxs8zUhn7LLi97vHjxzcL8Qtvweufv8Yl6fBKGnJKrOPINY4Whu+bhg8/vVGYWfghemGm2dCwbYcEqU870ez6Dlu63JtWuEsIgzA2AgsLB1M3KMdCiIoE9gOXidtmaNskTUES1BiKlFlTlhJwijak/jZ35wbXTvirllFXAVNbci+bVyNwFFv8oFOmtsazFJ5VIzUZv5lFNQJRcoIjIh5qTXszxJUu0zgi16oagfzPHQb1GtZZGDVcnHqAsk6weDStRsDrnkMO75PfGaC3UmQnR6UCa3O3GgFfBHjNXaTlInsx2ZPgth28jQ5RFQJr7Rbr976lP5kyGw+JXGhtBXT0IQ+rENhOf8c3imdnE+JoQjoU+MLQ3/BKjC8hECZ9npgnBErTUgY5N8wkNMdxNQIdf0pIznO5YS0ziNii72nuxOXWsNSn9D/mHef/zT8Umx4sY3Cx7QAAAABJRU5ErkJggg==) 15 4, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 4, auto;}
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}
div.testarea{
animation:rwdcur73872 0.8s linear infinite forwards;
}