@keyframes rwdcur99066 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGhElEQVRoge2YW2wU5xXHf3vBHtfOeoGN7bW9+IITbGycxbBgQVNhBCRpDY0EkVoIeUikvkR9Sl+iKm1E1Tf60CqpeGibJqhNpcahoSjhFnIRMSZQsF0wl/iGXRuvd3Z3dndm9j5fH+xEKfKu16nWrir/RqN9mHO+c/76znfm7MAyyyyzzDL/xxQAOwB7JgPToqWSO62Ae/fuHYcefbTBUVQktR09+tpu4PxcxtbFzW1OWgBHc3Pj4cqK8jVb2jd/2+1ukdo2tmI2W3jllV/2A1czOS+FgAJgW3193Q+dzofrWze0tDc01JW0tjZTU+NCkgoRQhAIKIzeG+NSz1UFUDItthgCCoBtjiLHmoYNtYdXri4t2+LZ1NrUtI7aWhclJSWUlHwLq9VKNBpDVXVisRihUJirV64zPj7xRrbF8yngIPDjYlux4zs72xtaNjax5/GdVJU5WWFdQSKVxGIxY7GYARNDQ6PY7aUIYaCqGn5/gOHhURKJxN1sQSx5FPAQ0J+MJ0+PBMbOjk6M2T7/x/WQrPkrqqurqHetQRggFUn88c23Of/hp1RXOSksLEBRwtyf8nLm9IXeKe/0USC2FALGgVvAHaGJ3vCU+tbk8P03ej6++vG5S58ILa03bmpzWyWLRP+NAV588UesWmnH6/USCoW5d2+cTz69eFdVtWPZguRTwFykgZGwL/LexfM9fbfHvmhpa2stb9/kIaJGCASChCMqwYBCb+8/6e6+8irQm21B86KkPTenTr/zoecnP/3ZyXHfBLFolEgkgqbqKKEwU1PTCCGy1j8s/g48SPreF+PvTsnTj3k2utfpegxFUfBOT9PdfaXX7w9krX9Y2h34ksT7J84+89rrv7sNoKoawaCCLMthsvT/L8nnDrQA64Ha2bsEmM5gm747NKS1NDc9LQyDmzdv09d381XmqX/I1w6U08nvucx5Pvrq/gOXcdKZySWdSP/l7NkLA/F4Ap/sz6n+80MdnbxP3CVcwiM8okk0iZWzF6eIUMV3M7lKkvXZQ4eeEWvX1vaRZQL9Ot/kTXwQ+HOGZ638nL/WPFVT8ARPUEcdMWKMMJIwhGEUfq/Q2rW36xfKMeUiEH7QORZLDcs+P5GIlnX++ToLKiGr1boK6Mhi4jCvM0tOnNRRx1a20kEHbaItYceuHuCAdPAHB93A5gz+6uDgcNjnk9/MNacFCUilUm5mDmcmDBETBAliYGDDhobGCtOKkgoq7He4o5eKUjNgZPDvHxoeHRBCjOaa04JKyOksr/V42tafPPlBK9A/h4lZSIJiijnAAeqpp4ceJpk0+o3+1DXLNaUwUJiYJ+4Ncug+XwVciID62prDT+7psDHTEudCLr5bnCijjHPiXGxEjBhRogwyaB6xjEiTTDpG+kcUMrdTgI+AwELyyhXb/v17rx9/65iw2+3PZjIqXlvc2f5Be9wlXKJdtE94hCe5WqwWkpCE6W+mqMlpythK8822I0deFpc+OyO+//RTNwEpk6GpzNRZ+1JtX+V7lYIukpwkzUv04WTfIub7n5SXO5777etHxZnT74ijvzoiCoosz83jUgDsBHbN/mYU/N+Q8xmorq564ZFH6gkqCuUPl/H49u0vk/0wJoALzHxNuMA8Q9k3JVcBthqXy2YYBrFoHEUJsXvXjsbHtrd0scRfNnIV0LLZ43ZHo1Gi0SjxRByr2cqenR376jw1XcyUy5KQkwCns7zBZrOhqhqxWBxN1bkxcAtDNdizfce+tVtrLlOcecbJJzmN083Njb/Zt/fJGq93mng8zokTpxi4dYfKqgqKTBIuV1WFZZVlvyrU+rg/EQYmmfn7mHdyqV9bVVWlTdOiaJqOrus8ZCvBs6WNIknCHwggUoL1tnVSRVv58/cbp573Tsq9hikl+/7lO564nw7MxpkGupdCQMtG9wZ3MBhE03RUTWPDhvXoehRV1Ugmk6SSKVLpFOakibK0g6JSya0kQ8RXJHbJpsAwAhn49ZIIcLmcDWaLmWBQQVU1dF0nHo+TSKZIJpLE43H0aBRFCREMhggEAv1hJSKnjPRxYGw26by00JwEOJ2VL6y02xkcHEaf7UKaHkUJKshygKAS0v1+X4+mxYaF4O18J/wg8wmwOxyr7F7vNLLfz8TEfbxeb0KWAxdlOTCWSqWPAzJzT6aLwnwCNqfT6dZ3T/y91+fzyVNT8p+AayxhwgvFzswcs2QvqmWWWWaZ/23+DcnU3/Gd1sONAAAAAElFTkSuQmCC) 24 24, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGSUlEQVRoge2Yb2wbZx3HP7YvFzfbHNdL4rpplqRtmr923ZCONjSoGlMltG7ARrsXJS2CDV7wYiAhjYqpMCFeDHgBLwBBKGwtQWJrBUQDIYjSru1KMqUlzYoT0mZp1qWJXc//z767+O7hRdQJjdixYW40lM/pXlj3e37+fu+e5/f87mCNNdZYY43/Y2RgL+BcZR1FIQN7vd62vqe+2Pv3bzz7VQE8nCtYunu68tIBdO7c2Xlo40Z3Tc+eXf6urh34fB0899x3JoHRXANXy4AMdFssloadO3ccam9v7W5r3Vbh93fgcrmorHRgs9kIBCYZOnPhAhDLlehuGpCB7qYtmw/V1dd2eb1t/urqKnzedpzOStavd2IYWWS5HNM0ARgZucTk5LWT+ZKW2sDHJYfkr2uo7a1zb6roefCjbS1bmnDdvx6bbGWdfR1SmYQsy1y/Ps3WrZuR5TJM0yCZTHH1HxMx8tx9AGvJpFtoAI4aitGLBesty3zb+blh3li4TKZMZZNnIw6Hg8rKSvp+cYKpa7MoShqr1YquLxIKhRkevnQVGM/3N7aSGVi6c/0I+mLB+M8j09HfzY7dPPXG+cvG+avDNr1Md+/q7OIeuQJTmDz19BHkMglFSZPJqIyNvcng4GuDqVRqoIQa/2tk4PN7P/cxZSxwTsSjs2LmrTFx/dol8eb4BXFm6A/iS08fEcCelRKVbgrlRwdePPvr13d//dixgYVoEFkuY3Exi6pqhMMRrk9Px4DESolWy8AdxgdPnT3w/PPfG9A0HcMwSCkK8wtBpqZmxllh/sPqGwDQf/PSqQMvvPCjQJlkI5VIMTExxfz8Qt7yeYdSltEOoOrffoeBqzli9d++/PvvP/SJnl8Zhsk7N+cwDCNQQm0r4GY/x1EYRLx3Hkehhv15RtmfeOLRKz/9yQ9Ea2vTFQps4D74J9DIfn7M6bpP1skb2ECKFEGClFNekXFnTscOxz5FhD8vM1Kdnp6N+bxhgsHbK25gdyh6H7BY6JIkVNMks8xlHz/kL/WfrS/fxz52s5t66mmmmQeMB1RXs8uihbXd8YvxE4D2/sFCQEbNfHpiYurbwFgheopexELws2yWXTkuV1mbrXYXLjro4HEe5yAH6aGHcsrNBIlIw8GGbUDXcoODwWBgdvYmQoipQvUUa8BRXV1lZ6mOL4dpqiaNNFJPPRoac8zhwoViVaQUKVkLaynAzJV/evpGACh4ARdroKOnZ1cbuTcY6732eznGMR7hEYIEGWKIAQZQLao8z7w6EhkJkXvtyUIIlQLnf9EG3O6qrbW1Htxud0uOkLDyT0U9y1mCBJkRM9lRRs0Jlo4YsY0Mo5L7BWUY+HIxmorC7/e9duqVF8X27e1ncgZtYX/NH2syz4hnxJPiSUUS0mKVqBJ2YRf8CY0teUtp0RRTRh2bNnkc6XQGh8PhAuyA+h9R07wa6g0dOHn45He9+7y+bCarh51h+Cvj/JJvEuLVD0o8gKWI2O6jR7/2usfjJhCYpK/v5BHDME7kibcD3TZsVgPDBC6ynOH/kYLXgMfjbimXZeKxBI777mO7t+1Z8j9BFRgyMAaBIUogHoowUFvrOeLx1JBMJkkpCv5OX1tTa+NpVvnLRqEGfH6/1xePJ1BVDU3TwQS/3/eYp8V9mqXGbVUo1IDD6ax0xhNJNE3HNExSaQV02NHqe8y9p3oEB4dZetO6qxTUC3m97d/6SOf2HZFIFE3XeWvmBufO/Y2Ke9ZRaXdQXXF/mb2u/DNmjfmo2GA8mL1lJAAHECyt/ALnryTZtgEo6TTZxSzxeILWliZampt4++13MLOCGlFNpdPhzzhUv96of0GPLjJ3ZW5Uua2aCMIWi+UrQogbq2Ggo729uSP87rtomoamatTV1SLZbMzdWkDTdYysgabrZIIZlHgaxUiTltIBw4LVYrH0CyEul0J8oQZckk1yJpOp9xZwdnGRhKahqhqZTIZ4LEEimSQajY8LIUaBfkpU99/Pigaamjb3ynIZ0VgcXdNJp9MkkykikSjRaESNxZIXTVP0AzeAC+TuVEvCSgacLtf6PZquEwrdJhQKEwyGx+PxWMgwzH7gMgV8OVhNHu7q8ov6+rorkmQ7DjzEUovwocHJkui7Xt/XWGONNT4c/As0gKlY48IEfQAAAABJRU5ErkJggg==) 24 24, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 24 24, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 24 24, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 24 24, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 24 24, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 24 24, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 24 24, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 24 24, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 24 24, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 24 24, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 24 24, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 24 24, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 24 24, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 24 24, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 24 24, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 24 24, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 24 24, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur99066 1.6s linear infinite forwards;
}
