@keyframes rwdcur232005 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC40lEQVRYhe2VMUwTYRTH/+0jkpSSCAXlw0SdwOiAQsLQwUR0gMSBza0DCS5i6Ea6YOhCuhWhAyHRpLo0LsSlDIjGhEbB1jREKWAAC/bUjWAbkO/r58BVr+0V7mLLxD+53N373r3/L+/dfWeBWU37x9DrHrRFgpMA7gOIAJgFMJJxurJmy1lMGI8DGFDvYuh1d9giwTCA7lxKxukyXk+V1aD5rsYcANox7Y9mnK4eAKva1JrN8K5ZiP+WLRLct0WCUgWQNZvhcaPPVh25OjVsBSDyYv3eojZnnK7qHICqAQAPjQAcN4JHmuvfeuYaiLy1ms3wWDkA7qjnVfR7q40UVBVLX+4ZLAeAE8AM+r2tJs077DI+aSibESmMqFN3cWr4sIjPHTUBALuMh+0yLo/P/AfwqiSEzx2Fz22s2KH5il3GpV3G543kWwHg49dkF4DRIgifewxAuwnzfQAt6u2sYYDzF5r1IYb8+S+Sp69kJ9SWn9GERgwDHAkBTBRA7OsV+mVpsxQchv4LFkakpDhvygV+fEvhxqWLcwA8ihALAACfexdD/lpNB1Yx+qQVD+5FUTyiXwiEao2YAzqfoW4nhvyFBVvg6QsjEOoAENPEJ8yY6wIAQCNrwuLGut44CIAXh7/gbnj6JlWIxwiELAiEDG2/eWJEitRICCEPDg7k3t6e3Fj7Io/8RMshLYDWPJ1Oy52dHZn4/KmiEH9HkM1mkc1mIYSAEAKccwghUN/QiJkPi/r7RLkASplzzsE5R52jAS8j810ARssNUJUDyJmntrfgaDwHzjnaGJsrt2GRGJGSm/naSkIyovSL589kKpXKzf5uxQG05oyokxEtJZNJufj+nWRES5X0twJAansLN69eywC4pe5+yaVYFGfrHQCQrGgX1DantW+42oXlRCIh3755LRlRvFL+VYoQtwuDihALjGj953flSp2jAQB4pQBKihE1M6JlRvSUEV0/cYBTneqk9AcQbHQSSEZefgAAAABJRU5ErkJggg==) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADhElEQVRYhe2UT2gUVxzHv/Pejvs/fxqjPkEIOcRiDpEIQqW0lHpoaHuwh4Qe6iFQhVUazEkoWwkeikKlIU3Kri3CtlBcCkIvc7G0SF1sygZCKOYP2rCmrlGixM1kN7vz3s9DJ3Sy3cgM3fXkF4aZ9/i99/3M9/d4Grzq1MAoxq8O6bH+BIATADIArgMYqUykldftNA/GYwBO26MpjF89pMf6DQDvbJZUJtLu97PFXJoXHOYA0ItTA9nKRLoPwLyzNJCMF7xC/G/psf4NPdZPNgAFkvExt2ufm0CEplmEpsn51KqrTKT9VVOna9V5BgBwzvFdXtN6tu1xdf8DyfhoPQCO2u/5Na2n+i+fp6nSifNDHupry47d8LImkIxn7XfC1QIR9OcF54e3AUgAQHjRyHqEMALJeM3zUi1GPh9T+3Z9UQtiTes5aZv3ejCfwz93Q8YVADiDcWvy9Y33jySqIcKLxqhH8w0AXfbwujsAAO27dyN1OXWwOPjut04Is6Nvy0EKZVLbxmpHvsMxNeKKek9zZPkBWZSldfpm5Q5F4x/POSHCi8ZYeNGgTYBQJrXhamOX0vZEw8t/Pl3d9QQK91DCb6sPceHy13ejZ7/8MC/lpA1RMDv6oo4E5tePHN8fvHap1vlYKx4bjroFYFrFUjo0BKGhGT50N+9E7GSss/D50A+bSZgdfdUbdoUyKaN4bPgQgCnH/FdezAEAYoeeLxLRCln0F5Vpkkz6Ua3Qp08WKHJx+I6zHaFMioUyqZFQJnXTbkcCAILXLrm69Wpqr+7Ll4nIJEWPyKIFWaSb1ir9VH5Enzye+w9EvcVIETgBOjT4FRBRDK2SoU0yvOZvwpmPBjsLF/9tR90BAIBpgCYVfIrglxJNEmixgH0WQ0+gCZ99cLzTHBq40ggIBgBKKYAUYElwqaBXJMIWoaVCEBWG7mATRgfPHCi/2TtebwDfJoCUEqQklpeW0NreDp8lcXR/1w0V9DO+/LgMbL1l6ibBeb5UKpFpmrQwN0uCczP9/Xe09Pd9Epz/LDh/rxG+WwCc5oLzw4LzmVwuR3/8fosE5zON9GcAcH/pHt440L0O4C379svNTGXR8kobAOQamoIds+k84XYKt2dnZ+nGr7+Q4Hy6Uf6+vJRvV0/mpZwUnN99+CD/amvbTgCwGgWwrQTnewXntwXnVwTnB184wEu91IvSMxDxjU9+k90UAAAAAElFTkSuQmCC) 0 8, auto;}
}
div.testarea{
animation:rwdcur232005 0.53333333333333s linear infinite forwards;
}
