@keyframes rwdcur194117 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 6 7, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACgklEQVRYhe2VPXLbMBSEPyYpkgpQlXSiuqSSXKUUy3S+QnwCj09g6gYq3VE3sNpUpk4g+gQiS1cESlWbAqT167EtK6MU3hkMGxD7Yd8DAO9617v+X90JJjoxxEJhnAzkt4ypFccSzE8FMlW3Kw0GatLITwGSK46lJJGMKQWFVj1yuQHjHJKQHJrPeRY0ehlAJjgjjvvEMRSFx7kSEOCAClhQFCNcHVbt98Fa8B6yMVylL/V6UlNBoX4/JNHttiUpmrK0iaTqdlF6jRYLJBk5h9J0fxofXw7wM4UODw8All4vfKUlyyXAZ+ALYPH+F/lsCPzhx/clX7916XQ8NzeM3hYCk2a3C8WxNBxKcSwZU6+lMW/mTAUTZVnbE0ZZtpvCh9cBLAg1d5RlSVWFOnc6FmMsYAhtZQALdLm4uKUsAXNGL95d8ZUAowjqBsJTliV1DcYECGttYxw1Xwt0AgA1tgNJspnCKwEAZrQpgKeqSqrKYwxYazGm3f0qjdkMvLvHWkMy3FztAIBJBOUGhHOOqvLAOkRbirMoTYnkm9+3DuMBAABXUTAX7V3gnMO54BJFUQPRe7TzNFO39OkwAAgprO80XH++2an3nY29SoD3mK1VDkwAII3WywAe7wOEc3bn1osAJ6jc0QAgpKC14fE+3nvlCnCO5kQcDWAUhXfAN2Ow1zzPET4A1PVRAaA9EVmWPDnD2hD9/T30eoO3W25LQnWNLi93+3yeo6JAt7fo/Pz55/kgTafhvq9rNJmsTObzYH53h66vHxtlQ299ox81z1GbrlzoCDmoashnMB6Dc7t+RwMAGI/RcAhRtOr4ooDJZL/50QFaJQlCUFZQlv/G42j6C1XbYm1kWUvEAAAAAElFTkSuQmCC) 6 7, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACTElEQVRYhe2W4W3bMBCFPxb9T3oCMhPYnsDuBtnA6QTJBk03cCews0E8Qa0JLE1AcQLdTXD9QaVFGhS10gJpAT+AICCQ9949Ho+CCy644N/FV4O9vbGIbHW8mZAb836wlMzg9FZCHi1Gs8XCRjeOf1WIO2/Z0VJakRKcTgVVAQagACfgy5lxXuL9ecsyfe+BBet1pGkCIgABiMDSIAOfJwuZsOHRIDGfz5nNIGcopQcUEMCojvTA/dlxz3QAaoaBrutJKXF1Bc4lhqGgCmBstx9Yr8GDqYEoiMD19a8TnWjZ3iABkZQSMcLh4PAe6nEEVIWhF4qAGahUISZQBO7vn3NOFPDJYAlERJYjcaQUIWellJqxDCOpAVoPyXvQ8ZsUOBwr9yuqd2ciHxGpddC1kHto2zqcg9UqMJt5ZHShORYMmAXwoUYpPYjiJgvoM5Z7aBo4Hiup90IIHlUYBkFVqUX5NC8dwHodLGdDioL3qOp0A/Y7bLPBvGdsSq1BthDEUjKL0cz7waAfG9dzeO8tRm+rVTSAd1PIdzvs8VCzV92P2dVMRQQRBcA5h/ceuHI/718ulVKU5TIxWUDXVdtvbhL1vgs/bDbMnuwH1dkz8rbFHLUYYwxst42bLGC7xZlBzsZmsxsFPIlQVA0RYZDAfo8NA2ZW52GAUwOHA5Qi38W9qofHiDnn6fs74IrajgPg6POCmCKQEGnpOqU9wf4B2vYl36sfEYAYsCJbanMK3N6uCeM1E4HmCPPFnIeH7o94foO7f+HP6YIL/mN8A8p3RvfsruGfAAAAAElFTkSuQmCC) 6 7, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
}
div.testarea{
animation:rwdcur194117 0.66666666666667s linear infinite forwards;
}