@keyframes rwdcur44897 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADdUlEQVRYhc2XwW7kRBRFT5XL7XbIJJOQGUiAiAkKAmbJll9AYsGCLTs2sEXiB9jyI/wDW8QCkFiwGIQYhohoBqXTcafbbfsVC1d3VXV3nEQkCley3OWq3HffrffKjrLWjoA17gjGyuSuYs8ElP8vAdberiClsgUBtvLBZcyXX7x/I4G0Wv38629+QCV5IEDGgYCSgzfMMpm+EU1tDFuBeMJoC6yUvL67LOCmoHUbI0QswJa88iCZj/e/Oyd7Vq8kO5mO+K2At9Zhq/fShUHHbxqefeC73NoSJBRgS7DiJit2trw92WlN+u1oibQGToHvgR1gmxEGsEADRB5+tsnDbZ+UlRKUV2BsE9SArchzl43SSDpmyggB/gbuucsCE+Add2+Ac+APoAf0gV3HKWmPLF/vEBAUIbZGp9vzYamHABwBPwL7wHtAAuwB92mP0BL40wn4GfjQCTWA0jna3PcxZIJVflsXzoEanWx4AaqPBBnV7mrcfO7cmLrMN4DHQOHWCJDonH7iBYhMUMpvybIDgdpK51Quk0eAdtmuQgZsu/tOsK6nM9aMT6p1wFdJLABBJ36/ap0yDWYburHmBJwCFa0jmzqLOC9xwKKSe/PhVPV44oiCHDpxRJt9CQyAQzKU2fQhZEzrpRMgzXlEEKotJOUJbUE9vkJwAcbAT7RF+ylwJibitFJig79Z2AIiB0hzHjoBV31pV8AhbcdMgCTto7Q/qBbjGdsEB43SJOnL8+FUGWYlGft0MWahtPvdJBk6WWNme129WBAg4Umn4xrQ2ZUDR6Tuqh1HyNk6EBxEYQ0olaC0f1WWKp0LOAK2aHv/OpiqNOK0MsZa30+xA6rn7GpRBQKOaQtsl26M8NsAUOk04rQyIfwMNFIXPr5Oo4IpVcps9jV396vb3+ssI1xTql7EKc0ZVvxHkLHNmV9ts+hrZawNgxUBZnhKW+1dKFUacdpmFH0TGGkCB2ii/ZqotFPABnTOzwUEnNIUUSsaqT2FtjVa9+fjV98+5N2vPr8kRDceHBxEnNIUhK1vhoV/NW6sDyO1H33y8X8Kvgq2OWNYBG04GEq0YE9ft9Guh2EhnAyCNvznxA+0JnLgNjAYCi9OAgeOn3sBx88bfvn10a0KWIT56/iyt/zNQGT1c/P702rlhNiVjy8k61rfBbW/l9zpv+f/AlB4a015V+EHAAAAAElFTkSuQmCC) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWklEQVRYhc2XzW4cRRCAv66Z2dm1nYQEQkIUQuKESLlFisQJKa+QQw48Qi7hipQX4MqL8A5cOCEhIYHggIQEAWTF4M1417uzM92Vw8xOd6/3x0G2TEmjcf9s1df1N22jqmNgi3OSVN30vGzPAcr/F4Dq2QIZky8AaOWNuwlffP7oVAyJWT7/5VffYZJBAOAmAUDJ7ofpcWVyKkyNDa3AeYVRCNSV3PzgOMBpiUhjI5QYQEuuXU268a1vjshf1isVKmMM22uNTm6nvPzUV7lqCS4E0BLUtYsV71327slf12Rfj5cqLoAfgIeMubCO4Nkl3r/iD6WuBOMJUrVBDmjFYNCeyAgumzBjOYAAw/Y9a+eq9gm7mst65IOdNQBBEqI1kl3phqUU3d/fAg8AvwqPAds+AN/TeOaTAMLIAEnfCYimqPFhXegDNZJc9ACm34XrLtAPTrtK5gU235fIgH7iAZybYowPyXEPBLSVDJh3iS2gbp9Vcq87ht/Xk5yt1B+q8YCvtBgAhyQ+XrVkG0+8SUTySOcGDygm8Tk9Mzlv+6lS4CegB9wGEulj0kt+3U1oUrcFcPYoJg5oZ6bHH8Bl4KTtqQSOgJ9biJ0FD6gr0WD/QgiIPFBJzgU2xz4UpamKu8A2UJkMI75ZLdpL1QZ1boQke9efxqTE/jmZfNS+KxovSrLF3O11tb8A4MJGI3EOSP5WACWNpwb4KM8kj3Q2HggaUZgDxiQY8Z/K0mQnBpgB+zTx7wM35/Mmi3Sqm6Bqu3Hsgc5djVQBgALhJ34M/EvTGbeBSTv+G7jTggBUkkU61U0Jr4Gpq0fevsQJU5oMvxqftgD+okm4kqZKHHANyKH7XWl6kU5nD1HnL0Gp2kOvWfPotjKRlOESgBI4BH6l6ZC2Ndqf/6595ocIdaodR3eC1NnAA9goXlOTLQVQmi/hvfadBAaPwS7kgLOjqBRTV3sTojUi/W58/f7HPHjxfIVqsNaRJOvva1d3dyOdzo4ISz8tRr7FXNwpItonnz1dq/y/iNpDilFQhsPCRRtuBABnIcXIcTAMyvCfAz8QIfLAWciwcOwfBB7Ye+UB9l5ZfvzlzpkCLEr6557dvOsUxLnl8+lvv1dLF5wunV6pbN3+dWJu3UjO9d/zN9nXbDNaVNXCAAAAAElFTkSuQmCC) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur44897 0.53333333333333s linear infinite forwards;
}
