@keyframes rwdcur164823 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEd0lEQVRYhe2Xz09cVRTHP2/mzZtfDEOnQIeB0lcUU6AS0Viwoe1L2hglTWw37oyuZNNFXbvoH2BSN25YSUJ0YWIoG1qN0deoaWMiKkosFnGklMIgTHnTGZiZNzMu7huYnzBUo5t+k5f7zr3n3PN99517zr0S+4A+qn0PPN92GGR78ZiZgcV7AExpb+kv1DqnvIdDDxAMBsHlgqUllFwOJLncUrKBwwOSDSUc1jrYApYBWFY1PfFYBICXgfG8EApZL63llnagtR2A48DvBUMXgWvVHEiVOsO61gG8k0rRkUwydPeeQTSWpOtIAJdip+FZsDkg4H+XbBY+vXYZp8NOd1sA2QX1ISADJAAnkyjMA++rqj5f6stWhVgIuKQoDPl8MBs2GLs+w8pqBsOAbFYo1Xn78Hr6GBub4cZEBGMB4isFS+IDFIaAS9acZShaSH1UawNGIqsEmpsAF+AH6pqBg+hTUdzONG+eaEGmMAr7WYtluXF7kbYOF+f7Gss9RXgvrGvrwLCq6YsVCTgc1AFDNjvgABTADYFDCr29kCNKgk1yln7ajJLNSJwcOAVkgTiSJwX8UU7AxgAOsXCF3UUxENa1Y8CvuIBgpQUrhyQdoD304bacSkd4EHl7N5MuVdXv5AUZQB/VZODcmkH7wSBYTMmkIRWHjQSkzGoETNJb4W05l13DTILdAYq3gsEap8O6pgJfqJpu5n9BA3A9mQKad3STMYhMw+Qt+G622gfFgMvbUvdheP0seJqguaeCepIR660J+EsGqK8XPXa3aBOJDHNzcZIxB9EFN+tGNefl2EjAbwvgNEyWMwmOHvXg8xWEmhcR3BZkgEDAkhTRGEaaq1engGcAd+3egftr8PGXAGlgiitXThQT8BfrF+2CrRhMT0DUcAKDVMlTNcIFDPLzV3ZWp6HnDHgbyrWKCORykIjC5iOpdOgxIObYMiBh20leuxJIpmFU/4d+SzD5o2iPvSISYymqpeL/DP87ARlgfV0IRjwDrCO2g7+q0f4QA7aAA8LdBqJSWrABGIZ4YrEsMAM8/Jec5wnMAFYqjQOG9bAThA+BV2W7rX34fP9INGbyyc3Fgkma2U4Se8IkfxQCONlZT8DXj0u27J0Mk2LB8lm80b/9SBSjqJFi/OafmBlIJuFhIsSWWRsBxW4S8O6QP/NiG00H3HS9BF6RcbvUzpJilEdrq2gbGxXecHeS2ITICty6s8js8lxNBA75j3C2t3Nb7j0HgRbEotwv1y/NNo+ASSQCHg8D+eTR6PMg8XRNBOo9ItErXvAHwSEBmwDcRkT4o0L9amfCQeDr9ShM/1ST3zI0dUDPaWAVEXhwStX0b0r1quXbJeCDbIaOej9DdS0gu2DlLiTjlQ1kJ4S6dmSPF7EBskwC89acZdi12uij2gVgPPgcuBrgh89g40FlXXcD9F8o6Ni5F1xUNb3qsXyvivM58FRe6D7KBCrHCQElNyMpiwgyiV8I8VrB0DK7YF/1NqyLqxltlFM3AbH7plSt9qvZEzzB3wtNW8VbJoZ2AAAAAElFTkSuQmCC) 15 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur164823 0.26666666666667s linear infinite forwards;
}
