@keyframes rwdcur229215 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACcUlEQVRYhe2VP0hVURzHPz8x0/ecmiwiykBoOmc6NDVU4hZUEERDXGmq4YLUlg46VkNDuaQvHdxcGkWUKB56oce94FTg4BAiESHh4BNPw309n3au71xf0eJ3uvz+nO/nnHPPOXCsYx3rP0uaFVhr94qlafnfBbDWImNj9tCa4WGBo8MdHWBkpN5rtOrsKhT0TrXaZ6FdRDYLxWJlbmFxtRlYPoAG05rxFSAEbgDtjiHWgTfAqyhO1nMDADA6ag+aG61OAePAnab9qX4CYRQnkwcTbZ4D1GW0Ogd8ymEO0A1MGK1etQRQm/l74HyevgY9NFo9yw+wt/zjHubbTfKPjVZX8wFQ/+Gylr0M3AZORHFyEjgNDAPfMurHjVaA50UkIhitZoFbjpK3QBDFiQu6F/gAnHH09UdxMu+1AkarTtKjdlDlLHOAKE5WgYGMYe+CxxaICF2FgsZ9zl9kmTdArADzjpTxAgDYqVb7MlLvfPqBWUeszxvAume/HcXJjifAliPW4Q0gIpuuAYxWPZ4AFx2xH94AhWKxkpF60KzXaNUGDDpSFW+AuYXFVdKHZZ+Ww+nQlpLew3qXw+mhpXDqrCP1EXweo5qMVmPAU4ClcKoeF+QrMCCBWmmst6WkDRiy2H1X7+WX9wF2gQtRnKzlAehZDqe/WGy3Ky/IPOnfvkW654MW65o5gsxIoO6l3zlkS8mgxU7k6XGYbwCXJFDfIedrKIGaFOR1C+ZbwM3f5rkBahCPBHl+BPMNoF8CVW6M5waoQTwR5Jognz2MdwWZIV328p/5FmRLCcB10ofFkF6vHaSXTIX0qE1IoNZa8fmn+gWFvLjBFIdkeQAAAABJRU5ErkJggg==) 8 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur229215 2.1333333333333s linear infinite forwards;
}
