@keyframes rwdcur168796 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 17 18, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 17 18, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 17 18, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDElEQVRYhe2WzU7rRhiGn5nYIQncAxuuomxohVAuBbFoN5yWW6gOey6BW0As2KHuumXDBoWfCFuYJGbGY894uuCMFZIUyCntprySZY39zfe+39/Y8IlPfOIT/3eIZYy9995aS1VV1HUNgHOOsixRSrG+vr6UPwC5DDlAFEVIKfHeU9c1zrnmfnFx4af3OOd8nuf+5ubGL/b6DgH+G8LaWsvT0xNaa7TWGGMoy5IgbjAYeIC6rr0QohF4eXm5UMSrKZsmBnh4eEBrjXMuvJ+2RQjBysoKvV6PTqfTiDXG4L1vMmeMYWNjQywlYDgcNrWf0dVASkkcx0RRBDz3R1VVeO9ptVpIKamqivF4zHg8ZnNzU0SvCQhIkoSyLPHe/y15yIK1FudcYxvsg/CqqjDGoLUGYKGA6ciVUu8iDwLCdIR1QBAQyhcwV4JpcuccaZpijHnh+HsRBOR5TpZlKKXmMxCayVpLkiRNDT8KoUxKKUaj0bwA5xzWWkajUUP+EQJC9FprsiwjTVOUUi/PgbIsvXOOoije7PhZ57PXInKlFEmSMBgMuL+/Z29vT7wQoLVmMpmQ5zlFUWCtfSFiEVHIWFEUFEWBMaY5fIJNXdcYY8iyjOvra5Ik4Vf5BZiZgsfHR5RSaK3x3hPHMe12m1ar9SIaIURzqJRlidYapRQAcRzT7XaJ4xgpJVJKrLVMJhPu7u5IkoSDgwPB4W8eFkzB+fm5DzPa7XbpdDrEcdxEBTTP6rpmPB6TpulzQ0URq6ur9Ho92u12cygZYxgOh1xdXfFL9TPsi4Z3rgk3//ihMTg7O/NVVYX+oK5roihibW2NbrfbOL69vWV3d7dxenJy4ouiQEpJFEXkeU6apgRfDb7W/tWP0U9//sjW1pYII5NlGdvb20Ip1USeJAl5nj9vOHxuln6/L/r9vtjZ2RFKKSaTCVVVsb+/L6ajfz8O50fh9PTUHx8f+6OjI/+a3cdgkeN/jey9+Fr/MwG/Ww9L/BHN4Yv8jlr+l/gW4VvP5zMwbTDr5K31MkIADr3/C3oYnvn9GqwUAAAAAElFTkSuQmCC) 17 18, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 17 18, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 17 18, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 17 18, auto;}
}
div.testarea{
animation:rwdcur168796 0.81666666666667s linear infinite forwards;
}