@keyframes rwdcur222505 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 4, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIvUlEQVRYha2Xa2xcxR3Fz8yde3f3em2v7d31+7WJ7TycOG5ShyQOdVKKAFWUFqoWpEpIVEWioi0qoD7UoqjqB1pRQKBSCVEoVWlAtOJRUMIjJCRNCHHsxGDHdvyM7fXa+/A+7/vO9ENUCokDdtTzeWbO756Z+//PEFythEoBMJzngAyKRsoBAAQA4IBofCXLkFUYYmtiS2uRVBSWhOL3w1vnCMdLORg4pQ5xDJfaDgUBIcQpuOaszey861CNy+ZEX/mJ7HLLspX6dyTbN6yXWh7wELlOgHBbuIZNTMsjKYotOY4tHI0LziFAGZharXgUj/AwQzazM2T+KQCHPxeg4Wx7RK/IVMVrkr2gmnXpwCpU1gHEybqFXht2Lu/kEw54ngrqcMEdQYUjEYlBwMsIDVA31FnFStvzKPCkncxf6cM+AfDEnOt2D3T/aq518YXD/MTToNrYpwfmrULfBJkcPV85EQWBA4CDaMCk14sA8UKAg4LBhAIOb4/cU1KLynYNRvSsNjB2mfOlAGkzo3g+9tXtSe1+sDpZ2XV49uij8zXJt0A1AwD+XXMoASDxmVREs7prqetOKmizK4QlOcRb7CkOEAiFCTmgCc1KitQkctC+EAAS5bFUzAnrYbbV6OwJpYIbTkX6nz8hTj8Fok0sN7l6oTKieLzbZU7KHXCLEMplQf0UlBrCTpvCXEy66WNoNy7b0ssB4MIyLWREBn6zGG2LreEWvvb+LWTTNa/Nvvn4XO3iKyCa8+nJxYo3QDlRc1yfmHOj73LwvMQlhVBiRd35qC7p6fi5xcSlpssCcAguKwr8fj8Keh6lRcVYV7EO7WZ7d83p6nVvTB7Y/gHvfxpUGwUAPCTTYresgVFJcYkx+WHV0dc+z+gLARzmOMwjcdWnYnBykB8dft/6Br7p3RhZj6Zkc3Dv2O77K2eCXcfHTj8ej6TeBNWM7D2aYQv7pEb141djDgASAKwXnUpuOrunsi+8t4pVSWmatg/ufPuN/pHTmaX+pboi5oPHVuGb8jUqH9OvyXm5LP73XLLT3rRFhVeZ1mYOJh6N6VcNYPzcbf6p994HNxubG5PzSTKZmJSiu+LPZe8z/3DuzEfe+FC8BQmhOLaDQC7gW5uJ7FxrRzrHy8fTSxXZ456y3qHoPqyo9C4LYN0t6n4RfvCuO7pur6gNVuGjCx/jdPHZQ9hq/BNHfIcXlMULMyNTa+S4HK4P1aO2vAZrCs21JVNq41RmKtvXnJnCPjt51QC4Tw7d4rv5FlOigfraiLt3+25JqZD50R+eOoaQvoAX3X7jEDk1H51jmZF0W1gOyaFACMW5kuKKC2W7wjPlHalHslntMXca+2x79QAPyOXf9d122x+Nl0qeNP68dGfp7cWl8Fc8m/jr27hdmseznnL49fPue8pbcZZIzQxONdAFKVxZVgmf64N/zt+oDnu/KutS2eLz2XHss5dWCkABABycOoAMh56yDvI+PmgphDmSKiClaXfNrwN/UQ8U3wkCiu9YT0Z/t/S9l2te3r+//0VtcnoKtmEjNB4Kdr219f7rX+p+prav8SYIdUUAF39DAW7pOvcxDwUBDOHwUsLglX1Ul83yyt7wDZFopHtkZHRXPC+egF8/Y3H17t79A0dmX5358ZZEZ2tVWRV15hyUvlbSU95RnJ/rjB8DsGwLXiYBwa2CyalNAAnIo8ApJFosShlnHIZmWm16m3/v6Z7vt/yy4W+eV4vuAcBxh/Wn2L7MQyNFI7FCtgDN0DAfjyFZmp4Crlz/L0+ghPDCbN6xmQ0wwGsrkDhlsleioGCmY4Ezjms27EJbsq39g9dPPjIwOLAnFhVP0DEeCBYqAr4SHyzTgivbRm594eSlZfvzAQKE5yfzCGZDuDZ2M6sLlXtd1dRkThgcUApCDdvAwfW96W1io/L1wZvU4Nmy23p/07c5VZxOB6wylckMRsFAbl1hOLfb/GAl5v/bgpTgxEOdHq2L5UWav8LeyxKHwk9KKSxQ7nBQiaIQMpylesMYaImlQw11fMfiNa3NR5q68pk8UqkUNK5Bq9R6QTC7OgAO7pFVfs43bY14Rnn1fImXWJzFsOgHAePgsIWD3XNfVm4c7yo/Exm0XvjW64sLm3WtNlQLbrq4MHEBM2TGSG1L94NcvEOsRBfrwMOK77rF7lvbsq0t78+ezQdKA+KG8mt9IV9FMJ1O1usH9DXBoiDr3T2ae6/6ZHYo3CeyDUleWtNk+L1lpmQIxnQiFdIFqhPd0Y6Id7HPXsUhJOCJeMohZNpZ3BhFi6eR1VTUs3vZvT0dRe34kfMTFLQCzpcP8fympAMdLDQXoT8Y/Hbgo6Zx7YB5Pt80pZQ7KZvyhPBDrLwvfFIHZuLTqPFF8Fvys8CNnu2qUZqHt8SPCk8lhCuQ0pb4mqUWWjl1rfqh/5iV8SXxetE7RlJOwJ3W6FJCQ6FE4/o2410QpFcHQMDThRwvjTImyx52Th1EJp1A87oWpFJxuILDdQxsndihXDe2w7/UkUmc2nDI+ddX9msYVenm/sZgIVeAWW+mzOutD0HMVSYAaLOIDr+Zeae7yq5Uq5VqxJJJzM4vYjY2B+66YA5Dvz5sTdUkEuerRzg8ABhB0Tk/xCJnlseGHbEH3FppeKXmn0pAs/pnh34/PDN+tH66tiOUD2+rRV3DRrFhra7nFNflcNM6dV+cKcnWXuAYc/Nqe5CbEd0JnfCrPG/DUi04HaQXBNHVAFz+NLvYRILIiXBTvO1LvmP81tTjCzdLs5QqVIEMGUSWIJfIsGolTU4LxYlpLN2YSaUfLtxl7dReWX0Cn0HSgIv3/8QUzgwh5juuaOIIG5L2sBmplY2ytbIuMyXOwBYU1VUJXMeFudYes3agbzXmywNcqip9wgIes4T6HAp2k3zI3iYNmh3sFN3JElKdPMvCFBROnd0Lgdj/H+C/IloawBkbOGNzVQFYgzSqNUmvYqe0JG/i2/k/QPUrPkCupP8Am3Zcg0reWnAAAAAASUVORK5CYII=) 3 4, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 4, auto;}
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}
div.testarea{
animation:rwdcur222505 0.5s linear infinite forwards;
}
