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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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEP0lEQVRYhe2WbWhVdRzHP+d/7jn3Xs/pyhaba0axOxRJlw/RetgkHzobKcYsIkmLIIpBEPgiIn2zVxm9kwgLioqFpWRKxUrPUNP5SBPW1Ia6I2ubLu7sOr0Pu+fp34sZSbO5ux4I8vvyz//3/X74cc7v94db+r9L+SvFFkYScEDHJj0lDzHF4AoLw45AbzV+l8DdYWE0T8VrSh1oxGiqwd1ZgUetCTXT4KurUfp9kdvvqU/ZZNqm4ntTdba0SAtjk4Uh2+LIdDmyvwz5nkB+rAn5eiTe/48EX6/nidlvgTy8HBmsHwN4hri0MC5ZGE3F+kWKuWxhVgYEj64tgzsWwb4T0JkCFbkVImttRorN//OP0MJYMf5UvnOP4hJdDN5lyB+CUFF40gzXCPzAwkz8bQBLtHDbhki8/7e2WpiJUkKzRAnQDsPol+AU4KX1ktm1vkgoiFKCHRbGTgujEqC9pUXeDOCGf4GF0bwu7m9RfI9WL/4L6LcL3GC+4oly6bJqObgVcOQENDXAh5uhgKBchKSlymmpoyL3DqIetclunAhAHR9egiDYuLE0P6crK0nJSDyBN/s5M5j3WL2r9JyHAQVWLoFTB+GyD3kVVt0neSgHCyzJ0mGfoZxf5aAvnoXenSSadnAzkwKoRiWJv2GGEsyoTYBl+KRyfk3KC5X61VBTC9k8VERh4dy5zCxNUVcHF12Y3gvGQpj+IIg4LBzyyPk8/TPqAgevdZIA0eRVxBtR1+MBE8rWgWtCyQX4rgPOjUChbyxc23IS0fY5n7Sm6BuBzj5In4JBHepqoPwMnM2G9KEnq9BbHbxx83ocgIObrkKvNyEZCUMu6VC/CKrmwNwBSNRBQwPkrqQQbdsZDU4zLGB5HSx4GL7pUBhy4O5ecAFDQL8rfkijbXIo3LwD17pgp1APHfH1Ndp5j6qzEJSBOgD5abD9AIz4cOzAMLVLob0Djn0LlTGBSGnhflf7dE9Oq/FGfZZNh/ezsSMSbZvD6OQAHNxML15PNbpeQC3YOS3Z3yM5l5McdwRBWrKyCU5dhGgMZunQ5Qi298U55KryKrH5OcJXFkWC+Blfp8sXm22ufH+jrAm34Wstr274iFFrCDFzr4x9sS+Mt3crcVYtE0RUGO2Bu9qh4iSUixAhwz0hlFxbzS/8KKMDP/kiZ5N9d6KcScvCTDRiBLtMPXhTUeTXMWThReTwE8hNiiotjJ3ja240UX9XUe8Bm8yVEF3dkRGfqVIyrR60EigchNNSB5SXx9dkJ1zNRS4jowncDwKU0jVlUDkPjnZCx9hC2muTuVCMHxTZgfsj4dvrtHzpIyIPwMhWSB8GG4NB1KOTmf1/1KRfRBbGiiVauO3OSGg+fluB7hwcz8AQGt3oq3eT3VVseFEA14E0C2iswk/2EbnXh3ZQnrXJDP0rAGMQJUAAhEmbjDMVj1u6pf+MfgUn762ro2TjzAAAAABJRU5ErkJggg==) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEK0lEQVRYhe2WS2xUZRTHf/fOfdDekUpfBEOhD2IabRERqJAiKXSq8REJGEDdqQsW4kLBKInpdYMpCzQmbFQWmCgSUWNDSKVQwA4VQkooVUQyzggUKX2MLen0MffOd1xUYoJtmVqMm/6XX/45//P9zznfd2Aa05gCwq4rU42hpUsM4QRH6fI2UFhlqoFjnr6kkcQjU0nAmAS3eSEjix60Yc1MHwvht97M49UqmyPE/9sEQjjb81CL5mse67Lg2zic8m1iaPGpiAPo6ZA0qC9nmGdyRovgBDQiGDcFe/3t3Mn2RSAdUjHWHhPur3g4xey1cOQk9CqjPYAqK8BaVYLVVoJVXYL1eevxk+0FWBsXYLUXY70SxWu+w+UmRrPryi535+FKBmte3Qrd52H/YQiWG6y/4fNG1wzm4/kBTTMKDMUfniKKxVw82plBN/o5YGUjiYGx4t+xB1a6rhbCac02dVRMcU8QBHi2yuf7VijvGqbIwggVgVkGeiFcPZ0kcBGc3iGuiLmoDXvc+GmVoASrM0vU88tSCi0OPf2Qug9ycqCjEzZUgfSBnwt9HVBQAYFz8JADPX6AH1MBonhN/8qBv9CSEvEbYxiPPwGlS6DxKyjNh02bINYPFyNw+cJoTQNNMNfQSPjCmlk++7qtwkk7UE0uUQZvOfDONYzHkin4Na6oWAqrlkPh7Aoys67xxV544GlYVQ2xQYPmTvts2LecQaXbqx2fPs/44ajyD46l848xPOG6EsI5U6QPHg3hfBl2d4sDwc/yEyxd4VNZDWfrQfUuw95zCtX7KKX5YFtwolVj3Q2fJHpLrbtzZgTjQG1v5vFjnr54UuO5w8z4+HoeshlbQjj9G8lo/WihITdeQ1qeQ3Y5SHIbMvxyhSTfRDq3IB/kIa9jSg2OhHDq/nYye0KtMUugK/uFJx2/LJX0WW76dpbmzRm+rmg7DXoEKjaAbkJLwzUONcGcBbA6F0ZiCjOl/A7MtVGSQwBRhiZMYLwmjDTdNFiX7aEhBF+C62chGAT9F9D74JMGqFwDs3z4eR/MWwA1RfDTJc1ApBKon1D51mXHPtbqLozAp90QVxALQ1452Brgw3cNcLXLJHJZo3gOXE6CKh19B+YZCqA2HfEJHBDasM7/LsbCRM8wHWGT4nCSbFPniq+TEvHbsYy3Ih7fDBho+AwMQEY5xD1FEOkJu65Uuu4dX9oJCSGc7RrUC9QFEWMALRd4F2gBtjmQaaNWLDeGFm/ZOurU+2GLS5iHGkk8la4LaWGsMQq7uyWE039ghib9+UgsF3kPTWpwyu6q+HgI4ezfjC17DaQvH/lQQ14kQ0I429ONMZmN6DbxeynUk/m1OSMk0fi63+CKQBf6+UYSO9KNk/ZOOHYSzpkqU5075umZQBS0OhDG+3rvOk7cha14GtP43/EnoJCf9GSpxd4AAAAASUVORK5CYII=) 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,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) 16 16, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur227307 0.8s linear infinite forwards;
}