@keyframes rwdcur36045 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACC0lEQVRYhe3Vu2tUQRjG4Wc2IhYSL2gaBcUiWURFbAwSLURsYiUoIiIhiFhZWNj7B1hYW4hFCitJEcXCIgRFENOIFooIXojRYlE7dfdYzJxk9+Rks8kWIuwLH+yc2Zn3931z6wvUAq/wRvfagGqKTfiOP21HBOrIAte7MB7GJH6KyczgZWpPYWRFgARxN8QsOtU63MJHXEZ/PleKjRjDe9zG+rYA2yLEk8BAhwATeITNqZ2VhAQyifuoLAHYQjZINkJ2muxKBNm3gvk4Xmit2HIAxOxncLXFP1A/TGVATDuP7bjAaMaDEvMKPmMUswWAokLT772Yxg78yida2LZVDKWo4gNTgWslkx7DJ8xmZHkUzCAU+l+nONmcSYt5M8xONLgZuFPYnAfwLCtk3AQRcvOS/qdpPOIuVhVLnpe/v5BGg7EKewJnMr6mv/woqUwnqiW7RYChZLy1zahGLPt8hf0ZX3B0jQC78HahFag3r1Pgd6DeJubFEzCHSmGNKZyAkv53mpagDOBhh5lM41LhW7tjCOfEo7uoEoClt1W5DuKb1vuiHcCgWL3hZQEChzo0z3U2TXpqBYAT4pJdXDJDDhC4sUrzXEfETTUjLkmz+Tgei2/B8dLRaWM9L94gq1RFrMaE+ArOia/iPZyXTttyALXA7u78166+QC2LZfo36rL0PfXUU0899fT/6y+E1Ml22I2odgAAAABJRU5ErkJggg==) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACAUlEQVRYhe3Vu2tUQRTH8c9sJAgGFYkWSlRSiIgvrIKohYpNbH1gISGIpYWFYOkfYGFtIRYprMQiPgqLEBRFTKFooQQLHzGxWNQuuhmLuas3uze712whwn7hFHPvnfP7zZkzd3oC1cArvNE5K7E9izX4ip8tZwRqiIFLHQgP4Q6+S4uZxMtsPI4DbQ1kJm6GtIqyrMA1vMd5rG5434cRvMN19LY0sC6ZeBTYUNLAGB5gbZvv+qQK3UalyUAvcSNxD/EI8VQysrNN0lE8V75ivdLWXFikH6gNUlmP/oa4zHDkbkGyCj5iGFMlDcAOTGAT5uuJDCwR9xkPXCxIdAgfMBWJ9ShSbHj/Ootj+ZXY3MLEHFcDNxqaczeeNIqWHD/O5iN1sQHN5e/HeqzCAiMVBgMnInNSt38rWnEJqlnq9gZ6crMWUtlnK+yKfMbBZRrYgre/R4HaOPEpcTp1/49ArUXMSmd/BpWCHoi5aOwBmJbbAoHaC+In4nwycK/kSiZwruFZLIg8p6Wj+4dArZpzGYr+VsXsxReL/xetDGyTqjfUZCAnvq+keJ2TWdLjbQwclbbsbFOGuoHAlb8Ur7NfaqpJaUvy4qN4KN0FhwtnZ431LCxTPaMiVWNMugVnpFvxFs7ITttSBqqBrZ3pL5+eQDWmMv0bOix9ly5dunTp8v/zC3hZugxiuKA2AAAAAElFTkSuQmCC) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur36045 1.3333333333333s linear infinite forwards;
}