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0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB1ElEQVRYhe2Wv2rbUBTGf8d4CkWDyAP4DaK4i8hiE5zNcymYrN68dOsTeHIfoGsRlD6DQzwVLybukDHUr2ARsjj06yCpBCmS9celUPzBRXC43O93ztU998JRR/1jWZXJklpAH7gAzoET4Am4A74DCzP7dWBGkISksaQHFeshnndQ81NJt3uM07qVdHoo8/uK5onuG0EoKnvVzP9oOp1K0o3qboeivawlQO12W8vlUpLGdcxbkn7WNU+G7/tS9GO2qgJc7vHZSfoi6UP83aXNAZmZVquVJF3meeWRXRTwPQNXZnZtZp/M7Bq4CsPw2XXddCLM5/PC9fIAzgsAvprZ4mXAzBaO43wbjUaZyev1GuCsKsBJAcBdTnzV6XQywTAMAd5UBXgqAMirztvNZpMJOo4D8FgVIC9LgPeS+i8DkvphGL4LgiAz2fM8gB8F62VV8hQE8SkIttvtrtfr1ToFeQCl+sBsNtNkMpHruhlzmvSBGGJvJ3zNNBmNOmEMsPcuyDM3s+Z3QQxReBvmZR6bN7sNUxCvViKdte/7SdlvypqXepLFZRwDH4FOEh8OhziOg+d5DAYDut3uBpgCn83KvfaavAnPiDrcI9E5/3tvwqOO+q/1GyO6Old4TDIBAAAAAElFTkSuQmCC) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABwklEQVRYhe2WvWrbUBiGnxNvoXiwfQGi0DmOu4gsNsHXUArefQHtVMiu3WPnFkKuwcGZIjzEcQaPLr4Fi5AloW8GqSVRfL5Itksh+IGD0Pl73/OdX9ix4z/jylSWtAd0gCPgENgH7oBr4BK4cM793rJHkISkvqS5bOZZva2KNySNXhHOM5LU2Jb4rKT4H2YbmVAa9rIjz3OudadD6Vxug76ls3IXKF3tcyBYz/4zfgEffLtjz9Oo84r4A/AD+Jp9H4y677P+iiPpxAjpvaROrn4ny/dx4tPyReDQ8HfqnLt4mpH9nxltDsoa2Dc6u/bkXxlt3pU1cGd05ovOR6PNbVkDK0dZr9dJkuTzqjUAfDIM3BhlL5F0/HQFAX9Tu93Wcrm8l/RT0pfsay1ASTr2aZnnQBiGwXg8flFeq9Xo9XoEQcBisWAwGFjjMc8BL5L6cRyrUqk8i4AvGZgnoWUASaMoiuScW9fA+ndBZqIhaRZFUaFI5NjsNsyZGMVxrDAMvdFwzuVHXki80JMsC2Mf+DaZTILhcMh0OiVJEqrVKs1mk263S6vVWgAR8N25Yq+9Td6EB6Qn3C3pPv93b8IdO940j6JauDcRgvJVAAAAAElFTkSuQmCC) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB7klEQVRYhe1WMW7bQBCcM1UZwRWEHyDkA5aVQkQaCgb0CqlWySJNGvcnNXpAWsOA4S8IgVTl1FBhCpeJ9IUjDDcCMil0CGjxaIukkDQc4Aoulzuzd9zdAxo0+M8QZZxJngHoA/gI4ArAOYBnAN8BfAOwFEL8PrkAkgAwBvB5vV6/n8/nSJIEaZpCSolOp4PBYIBut/sLwBTAFyFK5fYq+QXJhdaavV6PAJxLCMEgCKi1JskFyYtTkT8qpeh5XiF5dnmeR6UUST7WEkESJBdKKQohjiJHZjesiK/2+CoJGGutj878cLVaLa5WK5IcVyE/I7kpOnPf9xlFEWezGaMoou/7Tr8gCEjyp62eUgKu4zh2Bg3DkMaYHclbkp9I3hpjdmEYOo8ijmOSvC4r4GYymTgzt+T9A/++MWbn2onpdEqSN0VcRVtzlSRJzjgajSClvBdCLLN2IcRSSvkwHA5z39g4l2UFnKdpmjO2221g3/VciO37F7Bx3pUV8CylzBm32y2wb8EufLDvX8DGeSoS4MS//AeKBLxaBSR3JO9sFdzZ55NWQWEfeAtZ38p9wIpwdsJjUasTWgG5WVAB1WeBFfF3GlZAvWl4IGJRIfP65BkRIDkmuXmDeGP9jo5d5054iX2HewLwAxXvhA0aNPgDGmrdq+k6ZoMAAAAASUVORK5CYII=) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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div.testarea{
animation:rwdcur216020 1.6s linear infinite forwards;
}