@keyframes rwdcur124533 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 12 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 12 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 12 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 12 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 12 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 12 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 12 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 12 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 12 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 12 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtklEQVRYhe2WXWhbZRjHf0mT2iT2NJVk02067GQIQruKMOuFFFc92RhYEbwajsiqTGgXvRNE8KpezcOmF9NOaDO8mXpRi8tRkDF6U3V0BlaXlZa1rrU2aRPSNkmbtMeLk5iT5OTjxO7OP7yc5Hmfjz/P+38/TNQDz8Uz2Fq/JBkFWysko30E+ofqSWUyHHHyi8+x2t/lYDfYXZCIwNx1SCc+Y+zt/gdLQJSewmKbpv0UWO15ezoBwSuQSR5C9s0aSWmuUAxEyVlkfYGWxwuLg/pfOKDOG4Q+gVeHL9PYrNDUGqXXr+C56MnOZFB29DOp9oxRAhbd4g73W7S9DGYLpKIQ+v4aonQUuEH8PmzG4SEhH7MZh7UFgHGjBAo7IEqwk8kXB2hqhQNdYHN9jOz782pfxyx/fAsrIUiuqt+pb0BRPkD23S/I98Z3LmMEwInZki+eg80JVpsH4MRLz8xPfPh8kIUJCI3CX5PLbK0f54ezn5Rk39txuRqJ0l3Q61c4fBKaNPpb/BWWgucZO/P+Rjx+HcAhCN268QZRKsJU7DihUVidVvf44m+wchfS64P/tVhtBAL9AVLRoyz8EmDuBiz9fp5ExI3si+jEK9lRN4y2UNEuQdFy1JUzrzZRcmG2nkDZSaFsB5B9cSOJNGRyHamJiErAc+EIdvckrqdB2YaVaRClJ5F994yQ0JLJEqlKQiXQvH+SQ69A48OqteUJmB+fAPZofA21toTEmz/3YrIIDL84ovVTRbiTzhcHsLthe2tPLlG2vQViy7W8+HdZONuu4jw4jCgVmFUCZitsreetiTA0NC6XK1gJZf2iM68TmzuN7Cswq0uwttDJ3bFCDWz83QXMOgRBqbV4RfiPjeqZVQKBgVuIkpvkam4X/Ijsi2V9TLtGQge1CqsuArUc1+UfJIUwFR02u4bS9wCoh1Lzvk+xOk6xEX6HzdhQsXiqodbLSp/AI4fn2PesHZsLliYvEb4NRrXQ2QfPnQ2Tin6N/9i5cm6lSyBKAmaLHcdeMDfAo51gd1+qqagWR7zwWKcLYf8AoiSUcyslIPvibG/x79svGYH0xpXsbE1acAhCN5nEBSIhSEbjle4VfRGmYq8xfQ1mfoLFm+usLb6nnVYUGBwKtjsGbnUPDgXbFb0L2d9zjplAC191tVQjXB76rVPo8CoM3FP4SFG/Hd7cu0A7akLlbajfOhNtPV4asvo1W6Ctx4uqeO3YBQLlkAiPsDx1h/lxCN+eIhEeqR70IFB0s/2PevAPvnV4Lsh/1aEAAAAASUVORK5CYII=) 12 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 12 5, auto;}
}
div.testarea{
animation:rwdcur124533 2.1333333333333s linear infinite forwards;
}
