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0.2789122422552%,0.19883454527343% {cursor:url(data:image/png;base64,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) 10 5, auto;}
0.29883454527343%,0.21875684829166% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDklEQVRYhe2WT0gjZxiHn2SCLBKCaNEFF18KoUWKBQ+ClR72IgWXSkEq5KCCh2KLR1vQ9qB4EVaRvezFw0oO/m9LLQoWD+pSqmldWlDcGi0OodpNIpnJpInVSb4edNt118Vs1nUvPjAM8/HO73344Htn4IrXjJZl3RvAl8A1IPg6BD7x+XyfOhyOW+Fw2AP8CGQuUuQ8bo+OjkZCodDfPp8vBIwDhZcpcG9ubm5fKXVkWVaqt7d3D/gJePeyBGaWl5djSqkjpdSRbdv/TExMRIDfgZsvE+zKsq7Y4/E4Hz9omuasrq7Ob25uPvD7/R+IyAJwD/AC4ZMrCjw6uW/quv4gVwEnUOh2u0/V9vf3G36/fxm4A+S5XK7GqampfE3TsCwLy7IwTRPDMBgeHs4Ab+u6vpWLQAHgWl9fPxgaGoq3t7d7iouL8yorK13AJvAX4LRt+0EkEnm/trb21MsrKyvs7u5uArtZ9DoTJ/A18DMw2draGkokEqmlpaUY8K2IuEXku76+PpVMJtWT7OzsqKqqqpiIvJVr86fJAyZ7enr2NjY2LLfbHRSR30ZGRpRt26eaG4ahGhsb0yJSd1HNH1MI3O/q6oqVlZWlx8fH1drampqZmVEDAwOqo6NDpVIp1dnZqUTki/PCHDlKeEtLS+/X1NRcDwQCB8APwCrwC/B5XV3dzdnZ2TFd13055p+PiNxZWFj4s62tLSQiHz2xfkNEPhORa9nkZDsHzmIjFovR3d3tDAaDt4E/OD4xYV3X72Yb4jy/5Lk83NraoqSkhMHBwXxN076vr68f5XggZc3L7EAiEAgAUFFRQSAQcNm2zfT09OGLhOS0AyJSXV5ePtnU1IRSCoCioiLi8TgcD6ZXKwAkDg8Pba/Xi8Px/0EyTfNyBHRdX9ve3v64oaEhvLi4+N+6YRgAe69c4ETi12Qy+WFLS8vDsbEx0uk0+/v78II7kO0v2ZmYphkvKCj4Zn5+/p1MJvNmNBpldXV1xDTNZ756zyPXSXgKEXECXwHvAU26rkcvIveKK664FP4FLxld30AVlM8AAAAASUVORK5CYII=) 10 5, auto;}
0.31875684829166%,0.23867915130989% {cursor:url(data:image/png;base64,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) 10 5, auto;}
0.33867915130989%,0.25860145432812% {cursor:url(data:image/png;base64,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) 10 5, auto;}
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0.37852375734635%,0.29844606036458% {cursor:url(data:image/png;base64,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) 10 5, auto;}
0.39844606036458%,99.9% {cursor:url(data:image/png;base64,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) 10 5, auto;}
}
div.testarea{
animation:rwdcur161274 167.31666666667s linear infinite forwards;
}
